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mYNbXNjFEOFLvteA6G2I/nXYxlk35Gzu0ma394bk9GeWIkvhuk6069viJDan8uyWCnZOB3K4EbWvr2nXXNekocW+SSRX4Wyvx5QQ5BpwL8+comagMWZff06UQarxZi4/S7srDXhir0Owv6Io/+imMUdeoV42OetXCtwn0JXJXfjsSw+zFsZBvms8wzwi1EJtcJaCPjWQC/gblD29I8hL8m99st108o76PXLwK09Z+oZIyPOW/bW+cBc+O/cYE+RhzTh2LjfTz2ptp38pdNVZ87tAjobkReAD/L75Z83IN9wrN9u4+Rb4aez8bUDFXj26L++OgzfQ6IHIrjgG2MeJbLXBJ0N+KZ1+DW68WwsWV+l3cA1u1Zgc8bLCkWIwYkmsVyqW9oEDfFZ9ZGiG3iEbWR96utvD/5p4/Vmbvm/p8l0uf9aP9y8UU+huA5sj9Dhm9Iz5DJt5qdIV8uZZQ+1oRtDmfI/myaz5lz4FndXpm9Ko7bf6dEtK8EORRR+mclqr6bqvVd1UkCn+MZLf3kv53y6KR9kV+unLMdowTFv7Sf0ZV9+Tz0xZV102eLsr5Du0W4kiD/PkQ6D/m+PsieBx7qy2/M6jBHWgvJY4J8WelFxesC84kgKiuWEpTGC4rlVlHaR7GjYpbiLkGacwsgB+yi6KzoUkCpEmw/zA/ngd9aer0mNyKPWc1IvMpvXWG/4r5S7nku3pscxudebpe6EfSU+RFy3YRcYrbs16Sr1gm5DPLcubKPPJ/ld1afqg0YoYC9bUOM20a+dJOcvSWIJ8oHiR3xNmKSqZ3bCDknct/Ax+PMfrD90DafJfwWaYKOt2CnquxRyMtoX2zLt0/bkOjc6O+Ldot2xz+bI/PkeQG/jdnApDkZ3yc54HU6Xw+q/0C9aC3pw03UOhqHBFTk0HJY3JxZRcxSyIEFkJcGVOW/iu8dclut5LVayWn1NBX5K893Q96qEIuxjWRENvd+3nfOxhOvqWtyjsyfnxfGCicp/qIy2HpejxUkUxRPqQw+YIrYBeaj/Do2yXOUuzfPbfBb5BLGwm9p3a6V4HesxbJGqFd/ccv/18bxdZf/t44jnO8GMD7PI/WdPQropqhXPr+AUL6ycAHPL+bqfR6dCii0E7gG492q3Gm7DH6vcn/uhH3M79sZb5ZlbydXtoCZgvLdihOr730sA7R1FJQfqL5fXA7cKhJ+I9C5MZrx6YbnIl8CyTZA/8Zo9ayl7hlMk3OT4E+8TW/39cs07/YVgbmYZEJjtHIuWvyOxH87UrwvfCtS6/7fuVdS2/BeBgfu53NSXNNVjI+ByRl9jozchnlI5sP4Dc8jcmaZkOc/qnYhlzP1OTDyVP6PGfNa4ID8Rtt/p91R86iMsyepTs+Tesl52b6Lw95RPhPydZ7rhZxdyMfRRjGX9lQGtsf3YK7Nv88eRjgKz5jBP+KTjf/O2J9rD1Ebdrq+L//foIPkN/L8PtqpAI1NkllyfsG8oP/GG7FCmbnXs/Rd0X4b+HbcXeoSfs40xkptdrfK+2iXnL2/Q/qK+2UxIOuyTsj1+hjt1EJ7DVD8S8ejuX+eFfgzhkEKxse9FecqeB4zsLqt4p//7kSR/98Pt2YNe6uosnmKfA6hYk/n9u43f/8/f15HcpzDx8fFM0XN//wL+34d4wAAeJztlGtsFFUUx8/OzA6lD/radtdC596Z3SnWLtuC1RAtJYoNNYFaJNEQo7sVajQ+AMGqaKEJBImJ2kCjwWpp8dGGhwH6UCmtwYjRCsFIbKlY3GXmmMgHidrUYNh7vTtdGymJJMaPnuTcM/85987c+0vuHwBkmMw54BIjKC8K5XK0okQAXB4hZoAHKJhQAiFYALdBJdwBVXA3LINauA9WwWqoh8dgHTTA83AAuqEXPoZBGIHfXatdlyWvdKt0QvpCGpG47JZnyh65SF4ir5UbZa7UKeuV7cpr7txZiwuHtC1aq9am/aJdJnmkkFSR5eR+soo8QB4kjaSHDJDPyBlyjlwi44TRTJpDvXQ2JbSMltMKWknvomG6nm6mr9IWup/20qN0gI7puXqRHtIX6DV6WN+m79a7DMlQjUwjx8gzCgxiFBslRrVRZ9T7JX+WXw9sCIybYEpmupllekyf2WHuN0+ap80f524JPhF8NuTtLOjUmZ9xzgWlv6iUQTlUCCpLHCo1cK+gUudQeRyedqgcdqgcc6g87GqSQJojLRRUhqTzDpUMOV8ulqvkTfLXSkRZozQoO5SdggoUMm27oNKujRMgPkJJNalNUgmTJtJHPiGfk2EyRn4lExQElXyHSukUlYfoOrqRNtFm2k4P0o+uorJcX6lv1ZunqGQ7VLQklYixxqFCA5HAxQC/iso+c8ih0hCMBDcKKt5OymiCCrf4D/w7fpaP8GH+LT/Dv+Gn+Sl+kn/Fv+Sf8uN8kA/wY/wo38G38a28iW/mj/ClbIwdZ/3sQ9bHelg3O8i62HtsL+tge1gba2F3xi/Eo/Hv4+fio+Mf4M/Yj73YjUfwEO7DLnwf38W92IHtuAfb8C1sxTdxN76Br2ML7sKd2Iyv4Mv4Ej6Hz+BT+CQ+ivfgYlyEFXg7lmEpzsMSTLdH7BP2oN1vd9hv25vstXadnWK7rbh1xfrDmrB+sy5aP1mnrD6rx/JZaReuxAZj1bHK2KJYeWx+LBQrib4TbY02Rl+I1p8fHp0YvXS2NrwivCylZsaGyZv1f0wLVUpNFBdcw8cFUvJJgn+OyZXylFb+1nNP/gUS/pUCM0VNhTRIhwyYBZmQJXQ25ECuM8sjMg/ywZtc63PGG0QWwGzhhQCFoAER9113Osa0ffghIJwAoCip54q8EYrhJuEOQZgnVAhKhUvMF/6ZiJuvc67/KNR8Z8yGW1SfmjjNQjVVzVDTxTvPtKnlahasVPPUtOt8slJdmijuA9e23F3/bpd/AtR2ZmJ4nH1VTW/bRhBdUpIlSxbKBGlggIcsu6FgQ1JcNGnruq7DSqQsRUlrWTKwdNKWtKRAvuUUtEEL6OaAaX9Hr6P0It9SoNf8hxx6bI45uzNLUrCNtARl7rz5ejszu3ZaP3z/3aOHh748GPT3e3vffvPgfvdep73b8txm42vn7s5X219ufbH5+Wefbtyq19Yq9k3x0Y3Va1eMD8ql4nIhv5TLZnSN1TzRCjhUAshWRLtdJ1mECITngAA4Qq2LNsADZcYvWjpo+fiSpRNbOgtLzeDbbLte457g8NoVfK4d9iSuf3OFz+GtWj9Q62xFCWUULAs9uLc6cTloAfeg9XQSeYGL8WalYlM0x8V6jc2KJVyWcAVr4slMW9vR1EJf87ZmOiuUKS1kbC8cwV5Peq5pWb7CWFPFgqUm5FUsfkyc2Qs+q72Kfp0b7CiorozEKHwkIROiU5TxougErlRhXbiw/uzvVdzyGGrC9aAqMFh3f5FAg5xtCB69Y0hevP3nIhImyJJtvGO0pC0uyoT6dM2QGzLE/VkWcXkxd9gRCjDtyVjm7Mh8yZyNqg96QJpXqebDA9JMU83CPRAWtcoLkvfpZBWmR7xew+qr18YX9RwyleBoOKFvOI6E68Z1G0hwXFw4YbJXb/bxBtqHAW7imMrQk7AhnsA10YgNEODUg+O+VC6JG1xrAguGiRdseC7x4l4UuDFBiiV68pTdPnszu8PNP26zO8wnHnC9iU2peJEcPYYbgTnC+XzMpWmB42P5fCHHPnVJGLD+BtNZKqPywr1dsk6Naed5u8ClbmZ86hYCvIV/RGMbFQa2S4nU0cY2l5rJUjPMkljQ6kIcFDJ2s02qDLk226blW/HzP5TMhFPOhsK5WAYCC05xnv+kFlsToXXujd1zBC8EzSUEk2jv56lTLZLE6FGgdrZTVcbGk4uYjmEURF1c5cD2uBRj4QucIWdP0t6o1qq/3b7o9g6l6nYyJYMLUqzfjCVgFqpTQW/iDLaqZtpWJe8qeSG2L6k7qZpHBdHtRxRcJAEZxxOEm16qdMIXm1fv4NFs4e0mWqHgBm9F4fxsehTNHCd64gWTLYohOqNI9OW2qbjuy1/MZ5TqKutq3UGjXsO7pzET2vPezNGe9w/lqcEYfz6QL3VNbwYNf3YTdfKUM+YoVCeUQBI4CRRpH4WCsjdPHcamSptVgJKHc40prJBiGhvO9RgzUkxHLBtjjsLowSatTrDEeN16fETt+dmfRIFPh4tdx1biq4EmdhjoYmem6UsrUBTjBpREg/C7hN+N8SXC8zgY2nUNi0N3UhQIvKdwoCQztXgUMxSSz8/OBtJ6bb71LRy1R/g7lLBcxbs/Z99Du136BQjvwnQYEg92IMk3b3eGPo5tGhBNOrCMEZaTCGjRUj40jug0xN5gA5X/FAWY+uBXKak89tU4G8DaYgvbHsfMVSjRhh9dFZ+os4lHoWif0GcZubG+jBETRUzmx0XKryDzoUDVMOBY7Swb9nHU47u0aMbIGK/EbGWsfkUzUTLaVsYulYuwfAsD4kvr0i06kjk77/sxeSWdJAaY24ASMqqcK2XigNVBVYe44HuCVMn0TwrTm7N98SPeLERaRcqjGsp2J8TLP/YvISI2U+cC3RGlJMZfMZqnna9g3TP2YH72u/jJOvfUa4L+OdBgMvMUB5v50WUAHlbrtcJltKzgKCqU3+8Q16tQXnwR/Bfh9YCyeJzl1nlcFOUfwPGdGTw4lmUJVkGWtVI7sPU208pVc90kRZRRDgUrSzpsaWE8Q7C0rFS07LRCzfLYFHg8wjQ1tUsrzdQONbXsLvHqTum7fP72335//PbFZ987M888MzszKHXRRr3+p0p3e+r1P1R6hvC7Su8o/Aa/wjm2nWXpDJyGU9AAJxn5C/zMyp/gR/gBvofv4Fv4Bk6o9Gjha5a+guPKnSgcU+4U4ahydxK+hCNwGA4x5AuWPofP4FM4CAdgP3wC++Bj2At74CNO4kP4AHbDLg77PiPfg3fhHXgbdsIO2A5vwTbYypxb4E1WboZN8AZshHp4HTbAelgHa0FBnUrrKtRCjUrrJqyB1fAahGGVSusirIQV7LccXoVXYBm8DEvZfQkshmp4CV6EF5h6ETzP7s/Bs/AMPA1Psd9CeBKegAUwH6pgHlPPZfc58Dg8Bo/CbHZ4BB6GWTATHoIHVZvuwgyohAqYDuXwAEyDqTAFJsMkmAgWlEEphOB+KIGgSu0h3AcT4F64B+6Gu6AYxsOdcAeMg9vhNrgVxkIRFMIYGA0FkA95KuVaIRdGwUgwIQdGwHDIhmGQBUNhCNwCmTAYboYADAI/DISbYAD0h37gg75wI9wA10Mf6A3XqdbXCb3gWugJPaA7dIOu0AU6N2FoqrVXljqx0gvXQEfIgKvhKrgSroAO0F616iO0g8tVq8gDfZlq1Vu4lJVtwQPp4IY0aAOpkAKtoRW4IJkjJHGES1iZCE5IAAfEgx3iIBZiIJo5W0ILVjaHZhAFBuigga0JrREuwHn4B/6Gv+BP+AN+bzqs9lvTN9J+ZeU5OAtn4DScggY4Cb/Az/AT/Ag/wPfwHcf7VrkuF76BE8olD5j2NXylXL2E43BMuQYIR5XrJuFLOAKHlWugcEi5/MIX8Dl8xtSfwkEmO8Bk++ET2MdkH7PfXtgDH8GH8AHsZr9dTP0+vMfJvwvvcLy3lau/sJMddnCg7Zz1W0y2DbbCFngTNsMmeIOpNzJ1PVO/ztQbYD2s40BrQUEdh62FGljD1KvhNQjDKlipkuXfXW2FSu4nLIdXVfIQ4RWVPFRYppKzhJdV8nBhqUr2CUsYspgh1Qx5iSEvsu0FRi5i6XlGPgfPssMz8LRKHiY8xe4L4Ul4glNawMj5jKyCeSo5W5jLyDnwODymknKFR1VSnjBbJY0WHlFJY4SHVdJgYZZKKhBmsu0hRj7IkBm+GvGUY6CnIT7gORY31LNdekvaJm2NHelRUp1UK9VIa6TV0mtSWFolrZRWSMulV6VXpGXSy9JSaYm0WKqWXoop9jwvPSc9Kz0jPS09JS2UnpSekBZI86OLPVXSPGmuNEfqF63/o/9lG2nz6H+LxTaPVqEuifw6TleJkUerDEqVM/JoheB+KIEg3AcT4F64B+6G66GPSojQG66DXnAt9IQe0B26QVfliDynXaAzJIITEsAB8WBXclPqtTiIhRiIhpbQQtkjt7q5r0A8Kf0i/Sz9JP0o/SC386j0pXREOiwdkr6QPpfb8pn0qbRFelPaLG2S3pBelFvxglSvVXKlpypn5JGfwsWZDJNgIlgwAPpzHfqBD/rCjXADXzkZkuCSCBsNw9CVz7Nsi6Hb1kk7JcOwcS7TYAR3fThnlg3DIAuGwhC4BTJhMNwMARgEfhgIN8FlcCkn3xY8kA5uSIM2kAop0Jqv2QpcvkXieekf6W/pL+lPucF/SL9Lv0m/Sueks3JXz0inpe+kb6VvpBPS19JX0nG5ux9KH0i7pV3S+9J70rvSO9Lb0k5ph1QvvS53fIO0XlonrZUWRe6+fp5rXA4PwF3KKX8KacUwnstyJ9wB4+B2uA1uhbFQBIUwBkZDAeRDHuTCKBgJJuRAJ/Byqa+BjpABV8NVcCVcAR2gPfemHVwOzSAKDNBB4zfS5lsqNkoXpO/lwh6UDkj7pU+kfdLH0l5pj/SRXOiN0iyjvWem4fU8pHk9DwYqzRnhSrMiUG5OD5ebseV9yjPLjdjyNsK08nD5ofLmDwSmmtPCU82oqUlT9ZgpgUnm5PAkM3aSFjcxYJk51gnrnGUkWTnWOKvMWmjtlxUtllnrrJ2WUd+4zZdo9erjr7TmW3qSbNdtluaIrL7Uio33lwVCZmk4ZEaFuof0PudC2rGQpncOacNCY0O6jFobanelPzK6R8iV6k8IdQ75Qsb9gaBZEg6aWcFgsCJYHdwabFYRrArqNfJJ9wWj7f77AhPMoxM022a90ZYgbdMblRET3KRfsGm2Bv2Cr1G7Ry7A3XIh7vKON4vD4807vePMO8LjzNu9t5m3eseaRd4xZmF4jDnam28WhPPNPG+uOUrGj/TmmGY4xxzhzTaHh7PNLO9Qc6isH+LNNG8JZ5qDvQHz5nDAHBbQBnn95kCjp0f+B7Gly09JemX6qfSo2LHuErde4j7mPuU2StJOpekVbTRHakVqVarhkDedtxRPSlVKdUpNSjNH0wcjriSxMlEvcVY69c5On3Ov85gzyuZc7NQdVY5qR43DyHIUORocjY6oGodWE781fk+8kRVfFB+MNxzxkWUjwRfv7eJ32D1236BOduP6Tva+9iy7UWXXfHZvV7/P3u4Kf9+4rLiiOKM6TvPFdbjK3xDTGKP7YmRDQ3RjtN4YrdkMra2m2bQEwWgZuUdasscvz+Nal9ZMkz8t6nJGZGRk1rdoHJ5Z23JYQa02u7b9iMi7Lzu/tvnsWpuZX5Bbp2nz8uo0fUBObVJmdj7Ls+bOtfV3Z9a6R+TWLnbnZdZWygdf5EOjfLC561y2/nkZhaVWaWlZRmmGvEmFpbKmzJKfJjR5F62yyJayUpsMybjIKzKiNILVNKjUKrJkDtkgq0ubVkeWCpuGXGyO//R10W/yX7y0/+XB/79frYsK/wX1t7apAAAAeJytVOlTTWEcfn63bnupRLJln2kMYizDFzPGH+BPMD4zY8wY29CYhhi7iEJZUqJF2UKSSGixlSUhKZWKSJabzvW877nde1t8Me6Ze877LL937n2eMy/gnQwY8XB9NvM6inO4hGu4hQd4ik7xw1JswU28x0d8RbdAvGWYjJYo/LePEWtdgUCPInghHLDb7C1Ghr0FsAa5MfFE4Z5TXIw91N7enzPijXyj0ssfwXo22FJGtkPa7TbLQoXtcxW2xKm1nujwTjZyjJQ+P2clVmE11mId1mMDNmITYhCLrYjDNmxnFjFc78BO7MJu7MFe7MN+xOMADiIBh3AYiUjCEeZ4DMlIcWgKJ/NK0KpSTiINGcjk8xRScRrpOEN8lulnIpucyZg4i8xxnCCbRla5FJfD6zxykYcLuMjOTNyL8lGEy7jC51W2eR0FuIFC9ljEZos1p5he/Heneb+NOyjBXZTiHu7zzShDOSpQiYf/pJQ4GYUe4TGe8F2rQjWe4Tle4hXe4C3qUM+3rm2A/oKOGnpeO1zv6GpEC53tdJo+01Or1Wa9QxVn69AgPugSC7ph50q1l6AbStQ9qvZUO6k6Z9VHDrFqKN3ZTRYzzmKfCql1kqONbHpzmWBvfoOnVulox8y7gB6VhVIqHFmUOppQ+xQ6Z8u0lqfnip27uhI1/2G1Wzq1bhk24oNOxkzPVF3pKUcDPSpltUffbOs5a6avZhXvPqO0GuIWng5tTFo9W3UTrWhyrpscejs+4TO69L0DX3iedOIb8XcyHUQD2f7MD14/8Qs2NvgbPW6op5/SA4MdQ0Qs4gHDtXKx+uspVvHimeYjvuInARIoQTJEgsn0VfydSsgAJWAQzVczoTJUwnhehssIGSmjeG6OkbESKeNlgpsW4VTGUZkok2SyQxuuJyOcs5F0hLt5oyRa1vA+VabLDK5nymyZI/NkPplpxLOIF1CL1s9FWIJlWA6btdlSzv3DeKrkYrE15A+uRdCeAHic7cIxDsFQHMDhP21fn1dttR5DD2ASs9HYUxg6GM2NdBCTMxgMZpNJehAnEBGTmIwWEgcQ0y/fJyLDL7ncGuvmzBk49w93/Hb1Ku+iluroa7/WI71vTU1mFuYc5MGhvQ0n4SnaRc+4jOtOlbhJmWbppju3yq7so1cAAAAAwH/0BQAAAAAAAL/zApZWwicAAHicxVoJlBT1mf//6+ijqvqovu/7rul7pmd6zgKGYa6GYQ4BYRhARBATRBAUxRgjmBhQV0VMjMdqzLGsCsPVAaKJspp9hn37DI9kk5ineb63ajJZY9z1LTA9+6+qrp4ZUGPU3eXoqq6urvp/v+/7ft/v+6oBBjoBwNaSIwAHSpA6BEG6dVxJEBO5Qwryt63jOIZ2wSFcOEwKh8eVCvJi6zgUjudZPxv2s/5OzFcJwYcr68mR8wc6iTMAAAh2Tv0Ffg/GAA3U42q8H3ScyWbCJkUwEGmoL+RzFvi9OcPD/JyRIf6+Ub5j6Uq+A30NYKA49Q5+jgwDI+DAK4cgNm9k6Y9Acuonx3RYCSSh6QS2D4CpszwlvAdQhwPfSXSIAs6ptw/TsOQsT719hNbBfmcZDvNa3VDYho6iF3QoXIYj4zx5BbB1OEoTHNeB/sP0xNmxlaPcRDYzyjl5A7qH2gfVFMRMEBOuL1zwM10YXRX9QZddBk1aLBhIYQ317Vg+58HI+hQRDGgxs8mD3rcT+Lnc5qNf2/Xsunh+89E7dj23Llb5kDJ765oCLaWkwZLurY+2Jj1GJbbnkfMHVy4/8OF3vn1B3P5wxd713ZyheMM/bL776EbOnutfexvC/kEA8IOkFaTAUQlBXqOOQ3UMqqIQGmCmPPUTXo3w4zMQB/Eydv9hj41my1O/O4oOskZDGe7k1cHBuE4PaVJfhtw4rxiWbENG5Tomz8A0d+Z0fhL5dGyUA6MQGerkbfEYjKP7zLiVcIdPc71sBo6NStcZHV0WFvDyVwFrgaxSC1NQ2G8Mt+MCgGZWeMUPKmiterKg0tIKEu39+V+tblaBqbQMtJA6W9QbSdtUv1DraHKtK2qlKGvU5Y7aaLx3C02yiYjNa9GqjhAkDnElo77wC9oWRdgtRdidQvHXDg1V7LREHSQ4qG6G6iKk+XI1FnloKWN/OpYPo7+geAL7E6Cn3pXCkkZhQyfKcMMxtqno8xU/KoQ28Jq8RZEa0hfFCCqW4bJpVLhch6FYREHEFtPCDkyLIXqmWEyn9WKkAhRcUADdOGt1aFU6/Iu8s+CYlaPVu812TAdsxxvqU5gQydXoVojOQSfpoF9w0CmS0lOTNovPpFbo7aY35g2mWHO8PdGyfH5Ko9aoSFxB2eet2cZfvX9t1tZ/9w37YYViGcVGd9xBq6x1QX86HDS/17VlbCDkb6mze8JexpUOWL1W1hYO2vLLd3Z37Nh7YPMjjD2OuCM0dR5/izSBBIr8v1S9Z1KmoJKDChdU6iEKJIUG0mIC0IKnMgiulF9fxq45EiUIkDyBqYFl6n1egz60OFNREaFoGV5xhNDrKa4Mrz7C+wepEQSWgJahmM5PcqdzKB2Qc9L5iVwOZQRylZj6gnsKUR2MpmCUgxEXjOphVAsjGvgRaxKX8unvKPmlepvqH8QzCg6aq2TTBmVHNcLprLHAIPTjb5kNWxhPJhLKuukKq7XolLhSQ8H7SRs3N53v5kxb9NbKBqxyAC6BW/MN71I6iiTRy7tKezrqS0cCRuyf1Bo1QdJ6+uJ/ZrE7J58ROH8V4u6DpBa0g7cl9I+TBUg2zEqaxjLGHI3lYjmt+wR2GlH5G5IngBbZr20uw/DhQIAsyPFaKMO143WL1WW45rjRJoJjQ+DUyHaSOzuB2BbBIiXJWQ5BhLKkliQoQxIFmGiE1aWIGfJ5bjM7I6rUrpCpHdE5JiWFWOpYVOv8Yk4ogn62HUq01bPr5A2t113RyKpIjFAzKio+b9W85rG5IQ+/rqd5LOG2ewPY1Wo9TZpNlfrg/MiGpzY1w+9ueHpzq85q1RnsEYcraqOsLqutYaAp01fvYNxRLBcLMg7O01qo/IHAsmN7pXr6BKrDJ/DnUD2NAuchYCpj5eOUJ2jvJ3XdqCh3ICpHYYuMuqRGsZe8hye0/kI8XvAzjLTVXvoetySaQjpdqCnBNYf0+lDzZHeiKBwoJhItwrZFWI916jzxEsrRAIiAN+X6Hqq6IYj8wXvEispogjYNsECtJUJTwQAFfEQQssEIKrUJ3sPTgIEGnGGi7lAw6KE0FhAM2JQG96BhhBRzpcNgLTaxeRa5DLkrj1InB+3plaMO25lcfuddp09D22lUe8TdbAZwnHP2Mo4KO5/nbtkMxy0Le6AWCjBGcb9Si6M9WJDT0aoM4n7iEKOwNGXzRQ9DLKk4BgmNu4FL1ZsUDLxXoQ+251u6oqziRXgcbloTSphJXK3XQGJSa6QJhTURJG5lzTSO0xbjy5O/FnXXoqk/EDQZBEXwTQndcRfgnsdeAVpgg6uBH0SqRkbKcNW4cYgowyuPN2TEkM+g8B/n1TNCXngRFBKCyHnqs14gmxEKh0KKJoOYBAqZpWbIIDHMCBqVBEvH8hs77zz30MDSx367q7B2pNNJKXCC0qp1qZ6ru0o3jdSll+woda3rSWsoRkWctgftBmvIbxl86oMnn4bg2SsN7ojT4Iq4PAkHE+SCHTd+b/0N37+uwR/zqWyclBcoPYgXEFcZgBdslpB6ARixR9CHDux+oAa2qpmIB1K8WrvYaZPFH2IFuVoiThDgQSai8Pm030B4QKmQThMEkoQYB1kBBuKF0Wf/+0DlVX8y6Yf9//jnp6+ovMeN7btp1zc2PnhVFvv2+OQTfdE6Yn1ddPHj7z614rGtcy7e17T5B8j3yCZ8D7KpDhyULDrkiCJ1x+vURp/Rh2xy2DRoRY4TMC548ZgGliIRhV0mQbu4bs3iWg1KzdAFEvtxgr1pg6RDUIg7j30Rl5QCZDYgYoCg5mL2LjKP0qkntwnYYLvVWqEsadWVHLxLLZUodeVm+Jqwf40g9SSYKHvUg/iSrpymBQkYsVKVBwSxJ+bL3qnzcB/iIzNIyGwEsAeP8pR+UEptmEZrRZYelg/IqxXCma2yoxnu03hy0Ujeo9F4c5FozqMJIemjUKAX4mV5D1R9NIzu5wB98v3M2IOIYdS6QbOIkrkMR2eiBNNnhPvzH3vCbPiqC5LgGhaq9uRz/qTGkxdXBfcLtfzLnriTQeDsl1d24T9opKCqeBBl0gDa5N7hWFRHpXQ6VDjqxz2pHNocAZ6mwXh56j3eoItg/fFYKsDohT2GVuiQ1j+OEA8sto+k0P70OjtEYckWixxiyaJg1tmJHAqiNKLNPLJv/Au4ZhUJDgqMi3qGaNADzey0swotUCBeowe35lFHUQOLKOudYeP1wTwXs1eedzVbMYKgnalQMOWgGmN7I/XxkPGihYtFDBDHGVcqFEjZqRXWkI3Whjty2GhhZ0v3vf2Tyyk9rVDQyOXfTKc1noZoJcoNDQ3Euh6ej41ReoYkGRQEGBiYeoe0iT1udJp7TNiLyAEe9EoB+3T6rEB+HwrapLIk+L3WZc7ink/7DZl7Znejs2iYtA089s7D+998qA9tv/XAm/tLlT/6SrevWnXHgN/Xf/tqYYs99PeVQ6OLnjx/4FHUiS588sNj676/fU7PjqeWX/vDmzq6b31a4lgUSzjiIxeIg9urjBRSnMQeACxwYz/l1YCt9c/cYYWCCZZrFRhyR3jzYkbWvaL04oSYqfLO3/bFqtmIYWcEg8AzxEzixTvv+PHt11UTmcnGYDY1tHX7cF1lItNVil+/rWOk4MJ3fekHW1orV9Wye086rbS2j31lTefSBF3pCbSN1GwvIdsLoBM8Ktl+RJ9i49RJ7GV0QiP2yHi8gy1jD4y7Unp59XpBl/K8tU0+0FaG8WO8f7FV1hk1i4rI97mzyP1C5CNADn22q8wgsyiewi8DyGL14AL/Kj24F3ogrI+gbkbGq6TyNOcSOTdDbDXHsnxiUIYOFa5F+bnOhTuXpPz8ylZ3PhkzfklHVZ5pnmvKJ7ftbhpucgVoHYWyjGWgP9ufd1SMNUT310UJnC4s2V6as3G43aiNFXtSU5EgvpZfaiAVlb9zZjsl7u5A/cYelEc94KTMpXOw/UdDuVCOcZax74wDJnUSJkEjoGDyGNuI/lpaZVBayzDJM3OcZHzIIsaSpQyXzkwWsQ9mpVKnnxBCT+4skBRKfUGXnc5H4pIWQm4pLpVKCnxP/x3PXjVvy9IWB02gUqfND2zqyfQ3uDKlNevXlDLzb3x8WWrFQLtJSWKoraPpTNeKRo7nzOlFa9evXZiBd6779jX1Fm/AkU15Ew7aH/NbE+2Ruo4sl2kb2bp4dO9oSmvzmLTWoMMdczAuv9Mcrndz0udbEO4M6rPfRbEdACPVrAaKMvbgYRurMMg4GMpw+RHePSMRUZd8Wpj0OA994lk1dTQdiXIjKwoDdGehzJ8SKppQbyunKEkGUPh9QuEnnnTH7cyFiVo4GRl73O1J2GnanpDiZs/UO8QzqAZzYIm0/lPAh92HPrJgD/AMFRnUD9a024qZvuuQCZenP+GkmRw7XY+r7Dqj6DzT9fWf3bHjxd0LGC9KG1ScIwuuamtf0xlmBNOyHgb+fvupOzrbbv3RrXgtOyaJ0ubecKRnYydOz9QVFsQ3TyObQmCoqvuB3VHGSsf4kN3H2K1lQWTwGrt30EYaqkrGUOxAPZHtrDhXcOhfd6ANMu74JecIHCH2LoRQU6Um1grzUhsDFUpcT+pD7bloMWZn1UTlKwxpby2k6l00CZshbCAYdyGdyhuVTEpoViChYlgNcYvQzRCUSXfRgb/JmhmxnUF26JEdNnGGU5Jz2ortG9cwvjJ283jCCQRDKJ4JDzoVhkFFzQ6k0iaLr0/ozwnuOX7Jp4JHpsNp2gijB1rz7bDRKJuCPSwJJS9TecxIW9sbU40+nfI+c9yMGWPGe0idp54rdlgZA/xDpSjDD1/BfhqOI2tog7byYmpdU2FdCrbqjQxBmhMhVAsWIJ7ahv8S5AEP41XvqK31ZWz5ERCNguYyNp/Xs7gV/sUKrWWmHl6sh/XikJbRwP76+tScRBnaeOcbAYjvDOwNYHxgILAqgOsC3gDGEIEA4S5PvcFrGRSNbpseltznU70C+/Nq9KbtLZ4pEcCWljUAJ3Wpo6Njo0L1SHOjmydGN6PQPl0UVL0QArzu/3k1Ul0SWmfYVm2hpWHwJRNHQkwlpcSNlnyu0IhvM3GJZJxt3HvFgu1LMm03H9m+hI3OyXRc1Z/X0yytoFxdKze1bNi3qu7DVW1XFOwLOhqWpbxavVKp1y5omRvuua574Za+UCHRkTC5Ai6tI2L1htxBjzE+snvFrw2hvL+JL9QLNf42xCOAvB7Faht4qOpXyl84ia1C7QSH3YkEjpkqNPgJMiMTHuqQ+3hNpNfZpe+vzV97EX2UavQhtEXWYlXqCM449lmvMYOIoubLGUkaQ8jyT8l6oFjVQf2ae5cnFy6YH0KE6fHG7RTjzoTDGTcT6Ozsjl1195JY5QKbmJe3Z/IFT8Pqhmxn0gT/uP353d1spDm+WqzrlI4mg7IcrhgDGa920e7DNxavHcxqA4VY5VedC3ID61C+d0+9i/vwc6BBVknjLhB9Htsqziu8qDmXhzKhMvSOG3uJE7AbZIX5LQ1L2TrR/Loy7Brn1SV57MDVBhfCoFQcXHy+K82aYMhVWSEVZcXM8QUyhVTamnuXpNY9fl3jvJu+uzpWmtdgUZO4Sc9G6rtza65x5Pvz9X1NEY2aURIHHUGbzup36PmdR7bufun2dlR4LTpb0N6cRqG3//7uL/eGvREv5UwI8daLeOQo4hEO1ENSQuuw0eivK2Pzxrl6oozdwFN+vM5YhznrXiKElLWifhwQegLrHyBWEdgTxEECtTautPBYQAdLwpb3oXPSb0V6bf8FtHotxuJatY2BJbUNnaD+b94lg8EJz8kmqhk7ull4ILFyVFChrwtTabFD/b+9txjeiqB/Bv7m2V7CzNFCRAxu/Gg8NPl7Z8soP3dtT0anZlQ4Rqg0zVdunbvt8E0t7dt+uOH6x9dlPsCXj6UXpO0YPJ+qK47OCRitRqXBb7d4LTqtzcq27jixc/sLu7rm3vjESt+1N4fahtLILxunzsO95EKU9H4wX+7nLNgLqPExIy6ggBfecpS363vIfqEgnUM5Ot25Xf7ZRw4YjDOfne6QM1LeGtuHR1raRoZbA/KoHt+BUhBln46Cmf7mpp7+lqKofW5D2u0k4qx6sEZeaRatMQAY9GoBQezY4WTSQpWx47yWB5YATcZ6XF1sv7Q8seFG1CQ9iZjQT+beEtXQR502s7WY2VbI9CM/lTAplGrUWuAnaXcuFs/7DcrKLy+1D6pUJn82Es57GZ2ucgGmGNqPVCBJCOPQc5WYbPU051z8M7yKMYhHaV3AWPlVJWlyS/bDHch+M+ioPiHSacwQUQBNQQ2ANIEExiph/NMlmVId/0gPc52H5cMfPQS6zC+ByxcmrUGhQnk8AA5U9XOXsYyNHfZ4cgj4sfGB9qhQQ3JIDNU6utJ4X2+oPM1gJeSeOb3tXcmmnmS/fSbuM4YDRdQeIjcVxUD7XBebba/Ie0r2Ew5IiLhloVV1tULFuDLhSMZNs8GGcHJFAeEUCiGc2EAhlFrRIMNGOeJeX8JK9T4w0Li0M8fGSn190WU7+nw1PDE22dvg7po3+dzHH8FvlfeuGRiwcq1hrj1qbL3m7pKcB68hH+TAV6s+SBgF0D2ARh4AHtRNvyc8ORW7aqYKG1LQyd6EPdRTw8ggIVSdTMhA/y3f/CvIzgbSjL/GuLKhcNbFGEPFSGbN5ZB9a2j5zlKgBhScnPNJsCA4Vovzim6kZQiExyUzqRvFmdSNs2dSDl6t661NmFwzlcfHzKQ+8RufYiZFEK07yrdsP7i1qW3H8VtuOrilqTJpzg11NA0XnJbscHtxuOCA79xw6uu9c28rb7vhx3f1zrmt/NW5mwZT8UWbFqBtMr5wk2jnbZV9BEB2ztRs/gIla7Zdn6TZevSLPrdm+2vXmKnZPioMPkaz5dfcvzI6p63VV4sHe9zrQdot2rdwKL1G0Gzn2fi8nD0raLZV9dn5dWY4sf2F3d06b8pbWVGbXP5ODo4Nsba4qbR7fHtxw2BWJ2i2X8/ryS1eJ+UOdkLsZ66v5k5Eh1iTZ4BDR3mpNIVrcKr6ywOqDIdQv8b1RnRmX4+5X+rIpNgfE/TD6WrWUH/9/BnYSNZ/DD4K7ASq7ZTKZPcYzIkkShbX7CQJtDc1uTQen40mCQzvC6UclFKlZEOtdZNnL0+TTbk5ER2uVFOMOSHW0J6pd7D3kf094J3puVOqNnfq5FE1JVIw9VYjKirUv7ONvEAHjb5GDBeHRbpW2CqMup3iwOgtYVjUa9EL3RWwQD1heb8WFsJvCaSJ0ag4Mhob5fQTo+jfrHEU7/tfvttnmFJh7xfX3zOUW96dsTCo41fTHD9SCDRETeG20uJSWzi38q7hxCK+zqgicFzJqNSRYl8mkPPpI+2LFi9qj0BP/9aFUZ3VZk7WuYNmpd3j0DpiDg/ncwXq+Cs7+I39CcZg1unMXqszYFKabWatI2jyJnwufx2/TPSTdeqP2D3EIdAMHqj+HoFlNS1xEEwKVdaqScrZmUQdweFgt1sjH9AILYK1O1uGC8Z5ZRUelKBnRILLT+ZO51hJ9Ao/TvsMF5FYn5CiVxR2UnMrx3FVGQnzWIssbrF7aEMw3ejq+3J3YKPRJITmtbRbqgYvCsFqMr6UajH57KxSQSvIHXVpI5KAkUU3DcJ/Tje6Y1bqFZTmJInS/BXKGnM3piujPT1KtVJpDol43Yz6i5/jL6OauLGa1zQSIivRZ15sjNcZkz1RmrT3hGyybDjCa0tSOZNHm9KETBwhaD/N6TOqX63Pv2RmVmisHcB/LtCaP25DZW5wxc6SXzQfJbYhjIrh6kZaJD/XtOwSKtz6b6zDagcqqi6xHGKL5SPS7Aw/jOyuk+eZ43q/t4zdeYw3+30Kf7CMjfIMD3z+WI+fdvTQ/dPDM4ft9UunZ5ecVM0dJRRHaMJjqVqVsxqt1dEThh+GOElUPiDZ6LxCw7wIS1Y+UCgh7cqG48KA/VWF4me4xpWOhNMOCn+c1LIW7cV/E+ZmJGPW41GTT6tAxhCkmmUmN9vt2L0Mi+QxpRNng5V9+BFkXwisrz7Tg2q1FjgQV809xoccPsphK2NbeB2vdXh77JSxh+ojFoE+WQVePiVEsS9McnnmI09HJvtxyZmNxhSMwki9PHDLG0XToUmJfe069UAplrFhyu0aM1k5o7EV01zOpVW+hv9EYaxr5IpOVeW03aLU21jIKexavD4YNqtwxm6dPICtdrAqlSVsB4AEoLIF/w2pFX/DWgQlsBAMnwIa+Ciwgmb46pHOTlVS+Tx6iwEffBWoAISP8kYC0zidHcEGxR58MdvTodyDDYOOyd+9/jJ6OSPYB9OvT5xDLc7LgoQWJA1k/az4X/yBWzVYoxHhoaLAhZHpsVShserVS39Eg//m4iJ8/mQIu9nfMpQlIRe2eo0qFe71aMJ5n66vFCzEHCShUuCkShktzA2ObO8N/AtlE3+5SKGtW/jhz+SLpPb8+6T2whKi88Ip7O3i0vaQ4mYNjZFq1aMxjzmUdbX1aXQaUuu0OlxKFaulEt2rJ7/lCAu/ggw7XGHhWuHJlv8Be3kBSgAAeJylkUFKAzEUhv/U2iKICCK4fCtBikNb3LlRW9yICysoLmMnnQanTUmm3XoBL+AR3HsBN+IFPIJL7+A/YwQFd50hyZf/vWTevB/AJl6h8P10MYqssIWXyDU08RF5BVtqO3KdfBF5FevqPnKD+nPkJg5rRzyl6mvcpdUNJSvs4jFyDRt4j7xC/TNyHbtqL/IqdpSJ3KD+ELmJhXrDE4S1t9HBAekcFkN4OASOEQpqPZLHrJo1FUuaImHkGDlfwYBahjFjodoZrobZC84pM/Ek3XbnQM7t0LvgRoX0nJ85rwvrpokc57kMbDYuggxMMH5hUp45wzVOcYNL9NFiEZqfsrjltRb7OGERedmUs+vTm8t+q6dze+vt/onLKZYlZJgzQzMfA5PNc+2Xu3OZs1dVO0JsnbDZCVsuDBgf2APpJG1Z7hN/s4Wj9EJzFJVvKUuYVO24o1Z6W0bGVP93Pav2c/r+kz3kOuFe8xds5TFdikWIDaKl8Do1E+3vxI2kGJtfhmfezWelPHSTmZ5aExJ8AThkmr94nG2cZYAdt7KtdzN3h5mZ461SU3igO8zMMUxsJ7bHMYWZmZmZmZmZmZmZmZ5zvFx1f7z8OFLGHn0bVN8qKX1vx+z8759/4s4hnf/PP9lSU//H6Jgdq+N30s6MnZk7s3Rm7czemaMzZ2euztydeTrzdubvLNBZsLNIZ7HO4p0lOst0lu90O6pDnbxTdMpO1ak7K3X6O02n7azRWaezXmf9zgadDTsbdTbubNrZrLN5Z4vOlp1tOhd1TjRMw+qcatidnzs/dX7pfNe5zXAM1/AM3wiM0IiM2EiM1MiMGYwZjZmMmY1ZjFmN2YzZjTk6lxhzGnMZcxvzGPMa8xnzGwsYCxoLGQsbixiLGosZixtLGEsaSxlLG8sYyxrLGcsbQ4yuoQwytJEbhVEalVEbKxgrGisZKxurGKsaqxk9Rq/RZ/QbjdEaqxtrGGsaaxlrG+sY6xrrGesbGxgbGhsZGxubGJsamxmbG1sYWxpbGVsb2xjbGtsZ2xs7GEONYcZwY4QxYOxojDRGGaONnYydjTHGWGOcMWiMN3YxJhgTjUnGZGOKsauxm7G7sYexp7GXsbexj7GvsZ+xv3GAcaBxkHGwcYhxqHGYcbhxhHGkcZRxtHGMcaxxnHG8cYJxonGScbJxinGqcZpxunGGcaZxlnG2cY5xrnGecb5xgXGhcZFxsXGJcalxmXG5cYVxpXGVcbVxjXGtcZ1xvXGDcaNxk3GzcYtxq3Gbcbtxh3GncZdxt3GPca9xn3G/8YDxoPGQ8bDxiPGo8ZjxuPGE8aTxlPG08YzxrPGc8bzxgvGi8ZLxsvGK8arxmvG68YbxpvGW8bbxjvGu8Z7xvvGB8aHxkfGx8YnxqfGZ8bnxhfGl8ZXxtfGN8a3xnfG98YPxo/GT8bPxi/Gr8Zvxu/GH8afxl/G38Y/xr9kxDdM0LdM2HdM1PdM3AzM0IzM2EzM1M3MGc0ZzJnNmcxZzVnM2c3ZzDnNOcy5zbnMec15zPnN+cwFzQXMhc2FzEXNRczFzcXMJc0lzKXNpcxlzWXM5c3lziNk1lUmmNnOzMEuzMmtzBXNFcyVzZXMVc1VzNbPH7DX7zH6zMVtzdXMNc01zLXNtcx1zXXM9c31zA3NDcyNzY3MTc1NzM3NzcwtzS3Mrc2tzG3Nbcztze3MHc6g5zBxujjAHzB3NkeYoc7S5k7mzOcYca44zB83x5i7mBHOiOcmcbE4xdzV3M3c39zD3NPcy9zb3Mfc19zP3Nw8wDzQPMg82DzEPNQ8zDzePMI80jzKPNo8xjzWPM483TzBPNE8yTzZPMU81TzNPN88wzzTPMs82zzHPNc8zzzcvMC80LzIvNi8xLzUvMy83rzCvNK8yrzavMa81rzOvN28wbzRvMm82bzFvNW8zbzfvMO807zLvNu8x7zXvM+83HzAfNB8yHzYfMR81HzMfN58wnzSfMp82nzGfNZ8znzdfMF80XzJfNl8xXzVfM1833zDfNN8y3zbfMd813zPfNz8wPzQ/Mj82PzE/NT8zPze/ML80vzK/Nr8xvzW/M783fzB/NH8yfzZ/MX81fzN/N/8w/zT/Mv82/zH/tTqWYZmWZdmWY7mWZ/lWYIVWZMVWYqVWZs1gzWjNZM1szWLNas1mzW7NYc1pzWXNbc1jzWvNZ81vLWAtaC1kLWwtYi1qLWYtbi1hLWktZS1tLWMtay1nLW8NsbqWssjSVm4VVmlVVm2tYK1orWStbK1irWqtZvVYvVaf1W81Vmutbq1hrWmtZa1trWOta61nrW9tYG1obWRtbG1ibWptZm1ubWFtaW1lbW1tY21rbWdtb+1gDbWGWcOtEdaAtaM10hpljbZ2sna2xlhjrXHWoDXe2sWaYE20JlmTrSnWrtZu1u7WHtae1l7W3tY+1r7Wftb+1gHWgdZB1sHWIdah1mHW4dYR1pHWUdbR1jHWsdZx1vHWCdaJ1knWydYp1qnWadbp1hnWmdZZ1tnWOda51nnW+dYF1oXWRdbF1iXWpdZl1uXWFdaV1lXW1dY11rXWddb11g3WjdZN1s3WLdat1m3W7dYd1p3WXdbd1j3WvdZ91v3WA9aD1kPWw9Yj1qPWY9bj1hPWk9ZT1tPWM9az1nPW89YL1ovWS9bL1ivWq9Zr1uvWG9ab1lvW29Y71rvWe9b71gfWh9ZH1sfWJ9an1mfW59YX1pfWV9bX1jfWt9Z31vfWD9aP1k/Wz9Yv1q/Wb9bv1h/Wn9Zf1t/WP9a/dsc2bNO2bNt2bNf2bN8O7NCO7NhO7NTO7BnsGe2Z7JntWexZ7dns2e057Dntuey57Xnsee357PntBewF7YXshe1F7EXtxezF7SXsJe2l7KXtZexl7eXs5e0hdtdWNtnazu3CLu3Kru0V7BXtleyV7VXsVe3V7B671+6z++3Gbu3V7TXsNe217LXtdex17fXs9e0N7A3tjeyN7U3sTe3N7M3tLewt7a3sre1t7G3t7ezt7R3sofYwe7g9wh6wd7RH2qPs0fZO9s72GHusPc4etMfbu9gT7In2JHuyPcXe1d7N3t3ew97T3sve297H3tfez97fPsA+0D7IPtg+xD7UPsw+3D7CPtI+yj7aPsY+1j7OPt4+wT7RPsk+2T7FPtU+zT7dPsM+0z7LPts+xz7XPs8+377AvtC+yL7YvsS+1L7Mvty+wr7Svsq+2r7Gvta+zr7evsG+0b7Jvtm+xb7Vvs2+3b7DvtO+y77bvse+177Pvt9+wH7Qfsh+2H7EftR+zH7cfsJ+0n7Kftp+xn7Wfs5+3n7BftF+yX7ZfsV+1X7Nft1+w37Tfst+237Hftd+z37f/sD+0P7I/tj+xP7U/sz+3P7C/tL+yv7a/sb+1v7O/t7+wf7R/sn+2f7F/tX+zf7d/sP+0/7L/tv+x/7X6TiGYzqWYzuO4zqe4zuBEzqREzuJkzqZM4MzozOTM7MzizOrM5szuzOHM6czlzO3M48zrzOfM7+zgLOgs5CzsLOIs6izmLO4s4SzpLOUs7SzjLOss5yzvDPE6TrKIUc7uVM4pVM5tbOCs6KzkrOys4qzqrOa0+P0On1Ov9M4rbO6s4azprOWs7azjrOus56zvrOBs6GzkbOxs4mzqbOZs7mzhbOls5WztbONs62znbO9s4Mz1BnmDHdGOAPOjs5IZ5Qz2tnJ2dkZ44x1xjmDznhnF2eCM9GZ5Ex2pji7Ors5uzt7OHs6ezl7O/s4+zr7Ofs7BzgHOgc5BzuHOIc6hzmHO0c4RzpHOUc7xzjHOsc5xzsnOCc6JzknO6c4pzqnOac7ZzhnOmc5ZzvnOOc65znnOxc4FzoXORc7lziXOpc5lztXOFc6VzlXO9c41zrXOdc7Nzg3Ojc5Nzu3OLc6tzm3O3c4dzp3OXc79zj3Ovc59zsPOA86DzkPO484jzqPOY87TzhPOk85TzvPOM86zznPOy84LzovOS87rzivOq85rztvOG86bzlvO+847zrvOe87HzgfOh85HzufOJ86nzmfO184XzpfOV873zjfOt853zs/OD86Pzk/O784vzq/Ob87fzh/On85fzv/OP+6HddwTddybddxXddzfTdwQzdyYzdxUzdzZ3BndGdyZ3ZncWd1Z3Nnd+dw53Tncud253Hndedz53cXcBd0F3IXdhdxF3UXcxd3l3CXdJdyl3aXcZd1l3OXd4e4XVe55Go3dwu3dCu3dldwV3RXcld2V3FXdVdze9xet8/tdxu3dVd313DXdNdy13bXcdd113PXdzdwN3Q3cjd2N3E3dTdzN3e3cLd0t3K3drdxt3W3c7d3d3CHusPc4e4Id8Dd0R3pjnJHuzu5O7tjOo+4Y91x7mDnLne8u4s7wZ3oTnInu1PcXd3d3N3dPdw93b3cvd193H3d/dz93QPcA92D3IPdQ9xD3cPcw90j3CPdo9yj3WPcY93j3OPdE9wT3ZPckzu/uqe4p7qnuae7Z7hnume5Z7vnuOe657nnuxe4F7oXuRe7l7iXupe5l7tXuFe6V3XOda92r3Gvda9zr3dvcG90b3Jvdm9xb3Vvc29373DvdO9y73bvce9173Pvdx9wH3Qfch92H3EfdR9zH3ef6JzWuaxzRuf0zrfuk52LOye4T7lPd87qXNo51n2mc1LnZPdZ9zn3efcF90X3Jfdl9xX3Vfc193X3DfdN9y33bfcd9133Pfd99wP3Q/cj92P3E/dT9zP3c/cL90v3K/dr9xv3W/c793v3B/dH9yf3Z/cX91f3N/d39w/3z87t7l/u3+4/7r9exzM807M823M81/M83wu80Iu82Eu81Mu8GbwZvZm8mb1ZvFm92bzZvTm8Ob25vLm9ebx5vfm8+b0FvAW9hbyFvUW8Rb3FvMW9JbwlvaW8pb1lvGW95bzlvSFe11MeedrLvcIrvcqrvRW8Fb2VvJW9VbxVvdW8Hq/X6/P6vcZrvdW9Nbw1vbW8tb11vHW99bz1vQ28Db2NvI29TbxNvc28zb0tvC29rbytvW28bb3tvO29Hbyh3jBvuDfCG/B29EZ6o7zR3k7ezt4Yb6w3zhv0xnu7eBO8id4kb7I3xdvV283b3dvD29Pby9vb28fb19vP2987wDvQO8g72DvEO9Q7zDvcO8I70jvKO9o7xjvWO8473jvBO9E7yTvZO8U71TvNO907wzvTO8s72zvHO9c7zzvfu8C70LvIu9i7xLvUu8y73LvCu9K7yrvau8a71rvOu967wbvRu8m72bvFu9W7zbvdu8O707vLu9u7x7vXu8+733vAe9B7yHvYe8R71HvMe9x7wnvSe8p72nvGe9Z7znvee8F70XvJe9l7xXvVe8173XvDe9N7y3vbe8d713vPe9/7wPvQ+8j72PvE+9T7zPvc+8L70vvK+9r7xvvW+8773vvB+9H7yfvZ+8X71fvN+937w/vT+8v72/vH+9fv+IZv+pZv+47v+p7v+4Ef+pEf+4mf+pk/gz+jP5M/sz+LP6s/mz+7P4c/pz+XP7c/jz+vP58/v7+Av6C/kL+wv4i/qL+Yv7i/hL+kv5S/tL+Mv6y/nL+8P8Tv+sonX/u5X/ilX/m1v4K/or+Sv7K/ir+qv5rf4/f6fX6/3/itv7q/hr+mv5a/tr+Ov66/nr++v4G/ob+Rv7G/ib+pv5m/ub+Fv6W/lb+1v42/rb+dv72/gz/UH+YP90f4A/6O/kh/lD/a38nf2R/jj/XH+YP+eH8Xf4I/0Z/kT/an+Lv6u/m7+3v4e/p7+Xv7+/j7+vv5+/sH+Af6B/kH+4f4h/qH+Yf7R/hH+kf5R/vH+Mf6x/nH+yf4J/on+Sf7p/in+qf5p/tn+Gf6Z/ln++f45/rn+ef7F/gX+hf5F/uX+Jf6l/mX+1f4V/pX+Vf71/jX+tf51/s3+Df6N/k3+7f4t/q3+bf7d/h3+nf5d/v3+Pf69/n3+w/4D/oP+Q/7j/iP+o/5j/tP+E/6T/lP+8/4z/rP+c/7L/gv+i/5L/uv+K/6r/mv+2/4b/pv+W/77/jv+u/57/sf+B/6H/kf+5/4n/qf+Z/7X/hf+l/5X/vf+N/63/nf+z/4P/o/+T/7v/i/+r/5v/t/+H/6f/l/+//4/wadwAjMwArswAncwAv8IAjCIAriIAnSIAtmCGYMZgpmDmYJZg1mC2YP5gjmDOYK5g7mCeYN5gvmDxYIFgwWChYOFgkWDRYLFg+WCJYMlgqWDpYJlg2WC5YPhgTdQAUU6CAPiqAMqqAOVghWDFYKVg5WCVYNVgt6gt6gL+gPmqANVg/WCNYM1grWDtYJ1g3WC9YPNgg2DDYKNg42CTYNNgs2D7YItgy2CrYOtgm2DbYLtg92CIYGw4LhwYhgINgxGBmMCkYHOwU7B2OCscG4YDAYH+wSTAgmBpOCycGUYNdgt2D3YI9gz2CvYO9gn2DfYL9g/+CA4MDgoODg4JDg0OCw4PDgiODI4Kjg6OCY4NjguOD44ITgxOCk4OTglODU4LTg9OCM4MzgrODs4Jzg3OC84PzgguDC4KLg4uCS4NLgsuDy4IrgyuCq4OrgmuDa4Lrg+uCG4MbgpuDm4Jbg1uC24PbgjuDO4K7g7uCe4N7gvuD+4IHgweCh4OHgkeDR4LHg8eCJ4MngqeDp4Jng2eC54PngheDF4KXg5eCV4NXgteD14I3gzeCt4O3gneDd4L3g/eCD4MPgo+Dj4JPg0+Cz4PPgi+DL4Kvg6+Cb4Nvgu+D74Ifgx+Cn4Ofgl+DX4Lfg9+CP4M/gr+Dv4J/g37ATGqEZWqEdOqEbeqEfBmEYRmEcJmEaZuEM4YzhTOHM4SzhrOFs4ezhHOGc4Vzh3OE84bzhfOH84QLhguFC4cLhIuGi4WLh4uES4ZLhUuHS4TLhsuFy4fLhkLAbqpBCHeZhEZZhFdbhCuGK4UrhyuEq4arhamFP2Bv2hf1hE7bh6uEa4ZrhWuHa4TrhuuF64frhBuGG4UbhxuEm4abhZuHm4RbhluFW4dbhNuG24Xbh9uEO4dBwWDg8HBEOhDuGI8NR4ehwp3DncEw4NhwXDobjw13CCeHEcFI4OZwS7hruFu4e7hHuGe4V7h3uE+4b7hfuHx4QHhgeFB4cHhIeGh4WHh4eER4ZHhUeHR4THhseFx4fnhCeGJ4UnhyeEp4anhaeHp4RnhmeFZ4dnhOeG54Xnh9eEF4YXhReHF4SXhpeFl4eXhFeGV4VXh1eE14bXhdeH94Q3hjeFN4c3hLeGt4W3h7eEd4Z3hXeHd4T3hveF94fPhA+GD4UPhw+Ej4aPhY+Hj4RPhk+FT4dPhM+Gz4XPh++EL4YvhS+HL4Svhq+Fr4evhG+Gb4Vvh2+E74bvhe+H34Qfhh+FH4cfhJ+Gn4Wfh5+EX4ZfhV+HX4Tfht+F34f/hD+GP4U/hz+Ev4a/hb+Hv4R/hn+Ff4d/hP+G3UiIzIjK7IjJ3IjL/KjIAqjKIqjJEqjLJohmjGaKZo5miWaNZotmj2aI5ozmiuaO5onmjeaL5o/WiBaMFooWjhaJFo0WixaPFoiWjJaKlo6WiZaNlouWj4aEnUjFVGkozwqojKqojpaIVoxWilaOVolWjVaLeqJeqO+qD9qojZaPVojWjNaK1o7WidaN1ovWj/aINow2ijaONok2jTaLNo82iLaMtoq2jraJto22i7aPtohGhoNi4ZHI6KBaMdoZDQqGh3tFO0cjYnGRuOiwWh8tEs0IZoYTYomR1OiXaPdot2jPaI9o72ivaN9on2j/aL9owOiA6ODooOjQ6JDo8Oiw6MjoiOjo6Kjo2OiY6PjouOjE6ITo5Oik6NTolOj06LTozOiM6OzorOjc6Jzo/Oi86MLoguji6KLo0uiS6PLosujK6Iro6uiq6Nromuj66LroxuiG6ObopujW6Jbo9ui26M7ojuju6K7o3uie6P7ovujB6IHo4eih6NHokejx6LHoyeiJ6OnoqejZ6Jno+ei56MXohejl6KXo1eiV6PXotejN6I3o7eit6N3onej96L3ow+iD6OPoo+jT6JPo8+iz6Mvoi+jr6Kvo2+ib6Pvou+jH6Ifo5+in6Nfol+j36Lfoz+iP6O/or+jf6J/405sxGZsxXbsxG7sxX4cxGEcxXGcxGmcxTPEM8YzxTPHs8SzxrPFs8dzxHPGc8Vzx/PE88bzxfPHC8QLxgvFC8eLxIvGi8WLx0vES8ZLxUvHy8TLxsvFy8dD4m6sYop1nMdFXMZVXMcrxCvGK8Urx6vEq8arxT1xb9wX98dN3Marx2vEa8ZrxWvH68TrxuvF68cbxBvGG8Ubx5vEm8abxZvHW8RbxlvFW8fbxNvG28XbxzvEQ+Nh8fB4RDwQ7xiPjEfFo+Od4p3jMfHYeFw8GI+Pd4knxBPjSfHkeEq8a7xbvHu8R7xnvFe8d7xPvG+8X7x/fEB8YHxQfHB8SHxofFh8eHxEfGR8VHx0fEx8bHxcfHx8QnxifFJ8cnxKfGp8Wnx6fEZ8ZnxWfHZ8TnxufF58fnxBfGF8UXxxfEl8aXxZfHl8RXxlfFV8dXxNfG18XXx9fEN8Y3xTfHN8S3xrfFt8e3xHfGd8V3x3fE98b3xffH/8QPxg/FD8cPxI/Gj8WPx4/ET8ZPxU/HT8TPxs/Fz8fPxC/GL8Uvxy/Er8avxa/Hr8Rvxm/Fb8dvxO/G78Xvx+/EH8YfxR/HH8Sfxp/Fn8efxF/GX8Vfx1/E38bfxd/H38Q/xj/FP8c/xL/Gv8W/x7/Ef8Z/xX/Hf8T/xv0kmMxEysxE6cxE28xE+CJEyiJE6SJE2yZIZkxmSmZOZklmTWZLZk9mSOZM5krmTuZJ5k3mS+ZP5kgWTBZKFk4WSRZNFksWTxZIlkyWSpZOlkmWTZZLlk+WRI0k1UQolO8qRIyqRK6mSFZMVkpWTlZJVk1WS1pCfpTfqS/qRJ2mT1ZI1kzWStZO1knWTdZL1k/WSDZMNko2TjZJNk02SzZPNki2TLZKtk62SbZNtku2T7ZIdkaDIsGZ6MSAaSHZORyahkdLJTsnMyJhmbjEsGk/HJLsmEZGIyKZmcTEl2TXZLdk/2SPZM9kr2TvZJ9k32S/ZPDkgOTA5KDk4OSQ5NDksOT45IjkyOSo5OjkmOTY5Ljk9OSE5MTkpOTk5JTk1OS05PzkjOTM5Kzk7OSc5NzkvOTy5ILkwuSi5OLkkuTS5LLk+uSK5MrkquTq5Jrk2uS65PbkhuTG5Kbk5uSW5NbktuT+5I7kzuSu5O7knuTe5L7k8eSB5MHkoeTh5JHk0eSx5PnkieTJ5Knk6eSZ5NnkueT15IXkxeSl5OXkleTV5LXk/eSN5M3kreTt5J3k3eS95PPkg+TD5KPk4+ST5NPks+T75Ivky+Sr5Ovkm+Tb5Lvk9+SH5Mfkp+Tn5Jfk1+S35P/kj+TP5K/k7+Sf5NO6mRmqmV2qmTuqmX+mmQhmmUxmmSpmmWzpDOmM6UzpzOks6azpbOns6RzpnOlc6dzpPOm86Xzp8ukC6YLpQunC6SLpouli6eLpEumS6VLp0uky6bLpcunw5Ju6lKKdVpnhZpmVZpna6QrpiulK6crpKumq6W9qS9aV/anzZpm66erpGuma6Vrp2uk66brpeun26QbphulG6cbpJumm6Wbp5ukW6ZbpVunW6Tbptul26f7pAOTYelw9MR6UC6YzoyHZWOTndKd07HpGPTcelgOj7dJZ2QTkwnpZPTKemu6W7p7uke6Z7pXune6T7pvul+6f7pAemB6UHpwekh6aHpYenh6RHpkelR6dHpMemx6XHp8ekJ6YnpSenJ6Snpqelp6enpGemZ6Vnp2ek56bnpeen56QXphelF6cXpJeml6WXp5ekV6ZXpVenV6TXptel16fXpDemN6U3pzekt6a3pbent6R3pneld6d3pPem96X3p/ekD6YPpQ+nD6SPpo+lj6ePpE+mT6VPp0+kz6bPpc+nz6Qvpi+lL6cvpK+mr6Wvp6+kb6ZvpW+nb6Tvpu+l76fvpB+mH6Ufpx+kn6afpZ+nn6Rfpl+lX6dfpN+m36Xfp9+kP6Y/pT+nP6S/pr+lv6e/pH+mf6V/p3+k/6b9ZJzMyM7MyO3MyN/MyPwuyMIuyOEuyNMuyGbIZs5mymbNZslmz2bLZszmyObO5srmzebJ5s/my+bMFsgWzhbKFs0WyRbPFssWzJbIls6WypbNlsmWz5bLlsyFZN1MZZTrLsyIrsyqrsxWyFbOVspWzVbJVs9Wynqw368v6syZrs9WzNbI1s7WytbN1snWz9bL1sw2yDbONso2zTbJNs82yzbMtsi2zrbKts22ybbPtsu2zHbKh2bBseDYiG8h2zEZmo7LR2U7ZztmYbGw2LhvMxme7ZBOyidmkbHI2Jds12y3bPdsj2zPbK9s72yfbN9sv2z87IDswOyg7ODskOzQ7LDs8OyI7MjsqOzo7Jjs2Oy47PjshOzE7KTs5OyU7NTstOz07IzszOys7OzsnOzc7Lzs/uyC7MLsouzi7JLs0uyy7PLsiuzK7Krs6uya7Nrsuuz67Ibsxuym7ObsluzW7Lbs9uyO7M7sruzu7J7s3uy+7P3sgezB7KHs4eyR7NHssezx7Insyeyp7OnsmezZ7Lns+eyF7MXspezl7JXs1ey17PXsjezN7K3vbmzxu9JAhvQojYaz/N3YLhXHaz7vVEIxdjPjzavqfa4w5xgJjibHCiPWrHoy9GPsw9mNsMLbTxhr8Gvwa3BrcGtwa3BrcGtwa3BrcGtwa3BrcGty6ddYfNThhnDP43/9O+1kP3nMP2D1g94DdA3YP2D1g94DdA3YP2D1g94Dd0zib/o85WZi9eL/4nrr4nrq9YPeC3Qt2L9i9YE//PnvB7gW7F+xesHvxvnvxeffh8+4Dvw/8PvD7wO8Dvw/8PvD7wO8Dvw/8PvD7wO8Dvw/8PvD7we8Hvx/8fvD7we8Hvx/8fvD7we8Hvx/8fvD7we8Hvx/8fvAb8BvwG/Ab8Bvwm9xdffjQCYPj3JH/G/BT0BvQG9Ab0BvQG9Ab0BvQW9Bb0FvQW9Bb0Fu8+xbvvsW7b8Fvp/HVkCEYuxgVRsKoMeYYC4wlxgrj9PV6MPZi7MPYj7HBOO39qC74XfC74HfB74LfBb8Lfhf8LtbvYv0u1u9ifYX1FdZXWF9hfYX1FdZXWF9hfYX3p/D+FN6fwvtT4CvwFfgKfAKfwCfwCXwCn8An8AlcApfAJXAJXAKXwCVwNbgaXA2uBleDq8HV4Gq8bw2+Bl+Dr8HX4GvwNfga/Bz8HPwc/Bz8HPwc/Bz8HPwc/Bz8HPwc/Bz8HPwc/Bz8AvwCfKSWQmqpAvwC/AL8AvwC/AL8AvwC/AL8AvwC/AL8EvwS/BL8EvwS/BL8EvwS/BL8EvwS/BL8EvwS/BL8EnykskIqK6SyQiorpLJCKiukskIqK6SyQiorpLJCKiukskIqK6SyQiorpLJCKqsafKSzQjorpLNCOiuks0I6K6SzQjorpLNCOiuks0I6qxr8HvB7wEdCKyS0QkIrJLRCQisktEJCKyS0QkIrJLRCQisktOoBvwf8XvCR0goprZDSCimtkNIKKa2Q0goprZDSCimtkNIKKa2Q0goprZDSCimtkNIKKa2Q0goprZDSCqmskMYKaayQxgpprJDGCmmskMYKaayQxgpprJDGCmmskMYKaayQrgrpqpCuCumqkK4K6aqQrqrBeg3Wa7Ae8lUhXxXyVSFfFfJVIV8V8lUhXxXyVSFfFfJVIV8V8lUhXxXyVSFfFfJVTc/XFvwW/Bb8FvwW/HYan4bkyajBwZ2HDhucMjB8cOww/LQfY4MRfxvpSUhPQnoS0pOQnoTUJKQmdSuMNcYejL0Y+zCCi1QlpCohVQmpSkrFIwYnDRsYM7irvGhEKyFaCdFKiFJClBKilBClhCglRCkhSglRSohSQpQSopQQpYQoJUQpEd40IpUQqYRIJUQqIVIJkUqIVEKkEiKVEKmESCVEKiFKCVFKiFJClBKilBClhCglRCkhSglRSohSQpQSopQQpYQoJUQpIUoJUUqIUkKUEqKUEKWEKCVEKSFKCVFKiFJClBKilBClhCglRCkhSglRSohSQpQSopQQpYQoJUQpIUoJUUqIUkL0EaKPEH2E6KP+Ie6kUQOThnb9TcdPHD1mcBxeJxRE/doeP2p01x0cOzBy6PQ/w2vDYYBwGCAcBgiHAcJhgPqns/DaoCuCrgi6IuiKoCuCrgi6IuiKoCuCrgi6IuiKoCuCrgi6IuiKoCuCrgi6IuiKoCuCrgi6IuiKoCuCrgi6IuiKoCuCrgi6IuiKoCuNvaGxNzT2gsZe0NgLGntBYy9o7AWNvaCxFzT2gsZe0NgLGntBo63SaKs02iaNtkmjbdJomzT2jsbe0dg7GntHo23SaJs02iaNtkmjbdJomzTaJo22SaNt0miXNNoljXZJo13SaJc02iWNdkmjXdJojzTaI432SKM90miPNNojjfZIoz3SaI802iON9kijPdJojzTaI432SKM90miPNNojjfZIoz3SaI802iON9kijPdJojzTaI432SKM90miPNNojjfZIoz3SaI802iON9kijPdJojzTaI432SKM90miPNNojjfZIoz3SaI802iON9kijPdJojzTaI432SKM90rjE0LjE0GiXNC4xNNomjbZJo23SaJs02iaNtkmjbdJomzTaJg1nabRNGm2TRtuk4S0Nb2l4S8NbGt7S8JaGtzS8peEtDW9peEvDWxre0vCWhrc0vKXhLQ1vaXhLw1sa3tLwloa3NLyl4S0Nb2l4S8NbGt7S8JaGtzS8peEtDW9peEvDWxre0vCWhrc0vKXhrRzXHjmuPXJce+S49shx7ZHj2iPHtUeOa48c1x45rj1yXHvkuPbIce2Ro3HL0bjlaNxyNG45GrccjVuOxq2Z1nN0+6e9zqljF6PCSBg1xhxjgbHEWGGsMfZg7MXYh7EfY4MR/C74XfC74HfB74LfBb8Lfhf8Lvhd8Lvgd8Hvgt8Fvwt+F3wFvgJfga/AV+Ar8BX4CnwFvgJfga/AV+Ar8BX4CnwCn8An8Al8Ap/AJ/AJfAKfwCfwCXwCn8An8Kd//xp8Db4GX4Ovwdfga/A1+Bp8Db4GX4Ovwdfga/A1+Dn4Ofg5+Dn4Ofg5+Dn4Ofg5+Dn4Ofg5+Dn4Ofg5+Dn4BfgF+AX4BfgF+AX4BfgF+AX4BfgF+AX4BfgF+AX4Bfgl+CX4Jfgl+CX4Jfgl+CX4Jfgl+CX4Jfgl+CX4Jfgl+BX4FfgV+BX4FfgV+BX4FfgV+BX4FfgV+BX4FfgV+BX4Nfg1+DX4Nfg1+DX4Nfg1+DX4Nfg1+DX4Nfg1+DX4Nfg94PeA3wN+D/g94PeA3wN+D/g94PeA3wN+D/g94PeA3wN+D/i94PeC3wt+L/i94PeC3wt+L/i94PeC3wt+L/i94PeC3wt+L/h94PeB3wd+H/h94PeB3wd+H/h94PeB3wd+C860POw2yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXJmep/RIGca5EyDnGmQMw1ypkHONMiZBjnTIGca5EyDnGmQMw1ypkHONMiZBjnTIGca5EyDnGmQMw1ypkHONMiZBjnTIGca5EyDnGmQMw1ypkHONMiZBjnTIGca5EyDnGmQMw1ypkHONMiZBjnTIGca5EyDnGmQMw1ypkHONMiZBjnTIGca5EyDnGmQMw1ypkHONMiZBjnTIGca5EyDnGmQMw1ypkHONMiZBjnTIDca5EaD3GiQGw1yo0FuNMiNBrnRIDca5EaD3GiQGw1yo0FuNMiNBrnRIDca5EaD3GiQGw1yo0FuNMiJBvnQIB8a5EODfGiQDw3yoUE+NMiHBvnQIB8a5EODfGiQDw3yoemZzsX7RD40yIcG+dAgHxrkQ4N8aJAPDfKhQT40yIcG+dAgHxrkQ4N8aJAPDfKhQT40yIcG+dAgHxrkQ4N8aJAPDfKhQT40yIcG+dD0gd8Hfh/4feD3gd8Pfj/4/eD3g98Pfj/4/eD3g98Pfj/4/eD3g98Pfj/4/eD3g9+A34DfgN+A34DfgN+A34DfgN+A34DfgN+A34DfgN+A34Lfgt+C14LXgteC14I37dzabZG7LXK3Re62yN0Wudsid1vkbovcbZG77ZDp6/Vg7MXYh7EfY4Nx2utvkbstcrdF7rbI3Ra52yJ3W+Rsi5xtkbMtcrZFzrbI2Ra52iJXW+Rqi1xtkastcrVFrrbI1Ra52iJXW+Rqi1xtkautms7D+0OutsjVFrnaIldb5GqLXG2Rqy1ytUWutsjVFrnaIldb5GqLXG2Rqy1ytUWutsjVFrnaIldb5GqLXG2Rqy1ytEWOtsjRFjnaIkdb5GiL3GyRmy1ys0VutsjNFrnZIjdb5GaLvGyRk20+fV28fuRii1xskYstcrFFLrbIxRa52CIXW+Rii1xskYstcrFFLrbIxRa52CIXW+Rii1xskYstcrFFLrbIxRa52CIXW+Rii1xskYstcrFFLrbIxRbnrRbnrRbnrRbnrRbnrRbnrRa52SI3W+Rmi9xskZstcrNFbrbVdB7eL3KzRW62yM0WudkiN1vkZovcbJGbLXKzRW62yM0WudkiN1uct1qct1rkaIvzVos8bZGnLfK0RZ62yNMWedoiT1vkaYs8bZGnLfK0RZ62yNMWedoiT1vkaYs8bZGnLfK0RZ62yNMWOdoiR1vkaIscbZGjLXK0RY62yNEW+dkiP1vkZ4v8bJGfLfKzRW62yM0WudkiN1vkZovcbJGbLXKzRW62yM0WudkiN1vkZovcbJGTLXKyRU62yMkWOdkiJ1vkY4t8bJGPLfKxRT62yMcW+dgiH1vkY4t8bJGPLfKxRT62yMcW+dgiH1vkY4t8bJGPbQteCx7ysUUutsjFFrnYTs/FFpwWnBacFpxp51c1ZFp+Th27GBVGwqgx5hgLjCXGCmONsQdjL8Y+jP0Yp3PbcMfRIydPGBgxdOKoaT/qFsnkcSMGJkwcPjj1x8PGJLtMHpw0MGFgytQfDYzA32mnjQoj6WBgt+Fjho6d+vfxEwDy6SP+Zok3WuKNlnhjJd5YiTdW4o2VeGMl3liJN1bijZV4YyXeWAleBU4FToUPtMIHWoFbgVuBW4FbgVuBW4FbgVuBW4FbgVuDW4Nbg1uDW4PbMyQZPjhmcNzYwXEDk4ZO2B0/VfaY0ROG4l/w0noKd/zAxKl/C/+KV9aDV9bTY48YHDcS/4KX04OX04OPvRcvqxcvqxcvqxcvqxcvqxfMXkB6AenF2+/F+tPqVHW7FAxMnDR67NBJ2BrdaZ2J6mr8Dd34/73FUaMnjAgm7Tr4v8nEaX80LcynjgXGEmOFscbYE0xdYmD0yFGTRsWTRk0YwHxitOPoKdPn8cSpO3Qc/gW/N+3N4wnuqaMOhk6YMLjrmIEdJ3n/m00eH/5vnPDfr037wxGDu46bNhs29cUG+Gsjxk1bosZLrfFSa7zUuo75bw6bOPC/H059AeHghEmjBkcOjhs6Jh49btJ/FTR80ujBcdHALpNHTxk6ZmDc8AFn1ODkiQPJ1AIbMzhy9PChY8YNTgr/+8sjJwwdM2k8T4dN+t+q+E/VCv+peuqoMBJGjTHHWGAsMVYYa4w9GHsx9mHsx9hgnPZp4j9dK/yn66kj+CX4DdZrsF6D9Rqs12C9Buu1WK/Fei3Wa7Fei/fTtv7GU/v8//75b9LFZAhPaPpETZ/o/ybuGmqqFshdo1vletqQd93hoycMHzPte8r7+v73U6JwcPzAuGGTx4wZmPZZl7BRCRuVsFEJG5WwUQkblbBRCRuVsFE57XpC9eG768N314fvrg/fXR++uz58d3347vrw3fXhu+vDd9eH764P310fvrs+WLUPVu3D++jD+8B1Y0/JY4WxxtgzbZx27Jk6/u/1trhebBv+d4WRpo1Tv6P1ho4dWHdguSHTJ93pEzV9kk+fFNMn5fRJNX1SB9N/fQjPujxTPCOeaZ7lPCt4VvKMV1a8suKVFa+seGXF6yleT/F6itcjXo94PeL1iNcjfqXEKxOvTLwyVTxjhmaGZoZmhmaGZoZmhmaG5pU1r5zzyjmvnPPKOa+c88o5r5zzyjm/+pwZOTMKZhTMKHjlglcueOWCVy545YJXLnm9ktcr+TWXvHLJK5e8XsnrlbIev9KKV6545YpXrnjlileu+DVXzKh45YpXrnm9mtereb2aV6l5lZpfac3r1XXI9dGVqZIpyTSXaSHTUqaVTGXd7hCZCqIriK4gulqmgugKoiuIriCUIJQglKyrZF0l70IJQglCCUIJggRBgiB5FyQ0EhoJjYRGQiOhkdC00LTQtNC00LTQtNC00LTQtNC00HKh5ULLhZYLLRdaLrRcaLnQcqHlQiuEVgitEFohtEJohdAKoRVCK4RWCK0UWim0Umil0EqhlUIrhVYKrRRaKbRKaJXQKqFVQquEVgmtEloltEpoldBqodVCq4VWC60WWi20Wmi10GqhiR+m9kIy7cpUyZRkqmWay7SQaSnTSqZCE2sosYYSayixhhJr/Ncp81RoIhAlAlEiECUCUSIQpYQmLlHiEiUuUeISJS5R4hIlLlHiEiUuUeISJS5R4hIlLlHiEiUuUeISJS5R4hIlLlHiEiUuUeISJS5R4hIlLlHiEiUuUeISJS5R4hIlLlHiEiUuUeISJS5RIhAlAlEiECUCUSIQJQJRIhAlAlEiECUCUSIQJQJRogolqlCiCiWqUKIKJapQogolqlCiCiWqUKIKJapQogolflDiByV+UOIHJX5Q4gclflDiByV+UOIHJX5Q4gclfiDxA4kfSPxA4gcSP5D4gcQPJH4g8QOJH0j8QOIHEj+Q+IHEDyR+IPEDiR9I/EDiBxI/kPiBxA8kfiDxA4kfSPxA4gcSP5D4gcQPJH4g8QOJH0j8QOIHEj+Q+IHEDyR+IPEDiR9I/EDiBxI/kPiBxA8kfiDxA4kUSKRAIgUSKZBIgUQKJFIgkQLl/wchb0j8QOIHEj+Q+IFECiRSIDEBiQlITEDSSpC0EiQmIDEBiQlITEBiAhITkJQ/SfmTlD9J+ZN0CiQmIDEBiQlITEBiAhITkJQ/SfmT1DxJzZPUvJZC11LoWgpdS6FrKXQtha6l0LUUupZC11LdWqpbS3VrqW4t1a2lurVUt5bq1lLdWqpbS3VrqW4t1a2lurVUt5bq1lLdWqpbS3VrqW4t1a2lurVUt5bq1lLdWqpbS0lrKWktJa2lpLWUtJaS1lLSWkpaS0lrKWktOa+lpLWUtJaS1lLSWkpaSx1rqWMtdayljrXUsZY61lLHWupYS85rKWktJa0l57VUt5bq1lLdWqpbS3VrSX8t6a+l5rXUvJaa11LzWmpeS81rSX8t5a+l/LWUv5by11L+WspfS/lrKX8t5a+l/LWUv5ZGQIsJtJhASyOgRQpapKBFCrk0Arn4IRc/5OKHXPyQix9y8UMufsjFD7n4IZdGIBdV5KKKXFSRiypyUUUuqshFFbmoIhdV5KKKXFSRiypyUUUuqshFFbmoIhdV5KKKXFSRiypyUUUuqshFFbmoIhdV5KKKXBqBXKyRizVysUYu1sjFGrlYIxdr5GKNXKyRizVyaQRyEUguAslFILkIJBeB5CKQXHqCXFySi0tycUkuLsnFJbm4JBeX5OKSXFySi0tycUkuLsnFJbm4JBeX5OKSXFySi0tycUkuLsnFJbm4JBeX5OKSXFySi0tycUkuLsnFJbm4JBeX5OKSXFySi0tycUkuLsnFJbm4JBeX5OKSXFySi0tycUkuLinEJYW4pBCXFOKSQlxSiEsKcUkhLinEJYW4pBCXFOKSQlxSiEsKcUkhLinEJYW4pBCXFOKSQlxSiEsKcUkhLinEJYW4pBCXFOKSQlxSiEsKcUkhLinEJYW4pBCXFOKSQlxSiEsKcUkhLinEJYW4pBCXFOKSQlxSiEsKcUkhLinEJYW4pBCXFOKSQlxSiEsKcUkhLinEJYW4pBCXFOKSQlxSiEsKcUkhLinEJYW4pBCXFOKSQlxSiEsKcUkhLinEJYW4pBCXFOKSQlxSiEsKcUkhLinEJYW4pBCXFOKSQlxSiEsKcUkhLinEJYW4pBCXFOKSQlxSiEsKcUkhLinEJYW4pBCXFOKSUlxSiktKcUkpLinFJaW4pBSXlOKSUlxSiktKcUkpLinFJaW4pBSXlOKSUlxSiktKcUkpLinFJaW4pBSXlOKSUlxSiktKcUkpLinFJaW4pBSXlOKSUlxSiktKcUkpLinFJaW4pBSXlOKSUlxSiktKcUkpLinFJaW4pBSXlOKSUlxSiktKcUkpLinFJaW4pBSXlOKSUlxSiktKcUkpLinFJaW4pBSXlOKSUlxSiktKcUkpLinFJaW4pBSXlOKSUlxSiktKcUkpLinFJaW4pBSXlOKSUlxSiktKcUkpLinFJaW4pBSXlOKSUlxSiktKcUkpLinFJaW4pBSXlOKSUlxSiktKcUkpLqnEJZW4pBKXVOKSSlxSiUsqcUklLqnEJZW4pBKXVOKSSlxSiUsqcUklLqnEJZW4pBKXVOKSSlxSiUsqcUklLqnEJZW4pBKXVOKSSlxSiUsqcUklLqnEJZW4pBKXVOKSSlxSiUsqcUklLqnEJZW4pBKXVOKSSlxSiUsqcUklLqnEJZW4pBKXVOKSSlxSiUsqcUkl1qjEGpVYoxJrVGKNSqxRiTUqsUYl1qjEGpVYoxJrVGKNSqxRiTUqsUYl1qjEGpVYoxJrVGKNSqxRiTUqsUYl1qjEGpVYoxJrVGKNSqxRiTUqsUYl1qjEGpVYoxJrVGKNSqxRiTUqsUYl1qjEGpVYoxZr1GKNWqxRizVqsUYt1qjFGrVYoxZr1GKNWqxRizVqsUYt1qjFGrVYoxZr1GKNWqxRizVqsUYt1qjFGrVYoxZr1GKNWqxRizVqsUYt1qjFGrVYoxZr1GKNWqxRizVqsUYt1qjFGrVYoxZr1GKNWqxRizVqsUYt1qjFGrVYoxZr1GKNWqxRizVqsUYt1qjFGrV0ILV0ILW4pBaX1OKSWlxSi0tqcUktLqnFJbW4pBaX1OKSWlxSi0tqcUktLqnFJbW4pBaX1OKSWlxSi0tqcUktLqnFJbW4pBaX1OKSWlxSi0tqcUktLqnFJbW4pBaX1OKSWlxSi0tqcUktLqnFJbW4pBaX1HUdYfrfw6r/Z979P3P1f+b0f+ZlMHLM7uNHdYdozbOcZwXP5O9VPKunz/IhPOvyTPGMeMaMnBk5M3Jm5MzImVEwo2BGwYyCGZXMptO6agjPujxTPCOeyW/kPCt4VvKs4tn019clZhAziBnEDGIGMYOYQcwgZtB0huLfVfy7in9X8e8q/l0lv6uH8KzLM8Uz4hkzeB8o3geK94HifaB4HyjeB4r3geJ9oHgfKN4HiveB4n2geB8o3geK94HifaB4HyjeB4r3gSqYUTCjYEbBjIIZBTNKZpTMKJlRMqNkRsmMkhklM0pmlMyomFExo2IG72LFu1hVzKiYUTGjYkbNK9e8cs0r17xyzSvXvHItq0x/pTRkCM+6PFM8I55pnuU8K3hW8qziGTO6zOgyo8uMLjO6zOgyo8uMLjO6zOgygy1AbAFiCxBbgNgCxBYgtgCxBYgtQGwBYgsQW4DYAsQWIK5k4komrmTiSiauZOJKJq5k4komrmTiSiauZOJKJq5k4komrmTiSiauWuKqJa5a4qolrlriqiWuWuKqJa5a4qolrlriqiWuWuKqJa5a4qolrlriqiWuWuKqJa5a4qolrlriqiWuWuKqJa5V4golrkviaiSuRuJqJK5GqngVrkviuiSuS+K6JK5Gqnk9rkbN1ai5GjVXo+Zq1FyNmqtRczVqrkbN1ai5GjVXo+Zq1FyNmmtQcw1qrkHNNai5BjXXoOYa1FyDmmtQcw1qrkHNNai5BjXXoOYa1FyDmmtQcw1qrkHNNai5BjXXoOYa1FyDmmtQcw1qrkHNNai5BjXXoOYa1FyDmmtQcw1qrkHNNag5TTWnqea61FyXmutSc11qrkvNdam5LjXXpea61FyXmutSc11qrkvNdam5LjXXpea61FyXmutSc11qrkvN1ai5GjVXo+Zq1JyhmutSc4ZqrlDNGaq5VjVnqOaq1Vy1mqtWc9VqrlrNVVvyZ1ryzyr+dCv+dCv+dCv+dCv+dCv+dCv+dCv+dCv+dCv+dCv+dCv+dCv+dCv+dCv+dCv+dCu2XsWfc8Wfc8Wfc8Wfc8Wfc8Wfc8Wfc8Wfc8Wfc8Wfc8Wfc8Wfc8Wfc8Wfc8Wfc8WfcyWfKduxYjtWbMeKu5aKPVnVzGBjVtzJVOzOmt1ZsztrdmfN7qzZnTW7s2Z31uzOmt1ZsztrdmfN7qzZnTV3MjVbtGaL1mzRmi1as0VrtmjNFq3ZojVbtGaL1mzRmi1as0VrtmjNFq3ZojVbtGaL1mzRmi1as0VrtmjNFq3ZojVbtGaL1mzRmi1as0VrtmjNFq3ZojVbtGaL1mzRmi1as0VrtmjNFq3ZojVbtGaL1lzxNdd5zXVec53XXOc113nNdV5znddc5zXXec11XnOd11znNdd5zXVec53XXOc113nNdV5znddc5zXXec11XnOd11znNdd5zXVec53XXOc113nNdV5znddc5zXXec11XnOd11znNdd5zXVec53XXOc113nNdV5Pr/P//g90edblmeIZ8UzzLOdZwbOSZxXPmNFlRpcZXWZ0mdFlRpcZXWZ0mdFlRpcZihmKGYoZihmKGYoZihmKGYoZihnEDGIGMYOYQcwgZhAziBnEDGKGZoZmhmaGZoZmhmaGZoZmhmaGZkbOjJwZOTNyZuTMyJmRMyNnRs6MnBkFMwpmFMwomFEwo2BGwYyCGQUzCmaUzCiZUTKjZEbJjJIZJTNKZpTMKJlRMaNiRsWMihkVM6bXuerybif+Uz4LKe7bFfftivt2xX274r5dcd+uuG9X3Lcr7tsV9+2K+3bFfbvivl1x3664b1fctyvu2xX37Yr7dsV9u+K+XXHfrrhvV9y3K+7bFfftivt2xX274r5dcd+uuG9X3Lcr7tsV9+2K+3bFfbvivl1x3664b1fctyvu2xX37Yr7dsV9u+K+XXHfrrhvV9y3K+7b//t/yMAzZvBO5A5ecQevuINX3MEr7uAVd/CKO3jFHbziDl5p2WsVMypmVMyomFEzo2ZGzYyaGTUzambUzKiZUTODEyfnxMk5cXJOnJwTJ+fEyTlxck6cnBMn58TJOXFyTpycazDnxMk5cXJOnJwTJ+fEyTlxck6cnBMn58TJOXFyTpycEyfnOs+5znOu85zrPOc6z7nOc67znOs85zrPuc5zrvOc6zznOs+5znOu85zrPOc6z7nOc67znOs85zrPuc5zrvOc6zznOs+5znOu85zrPOc6z7nOc67znOs85zrPuc5zrvOc6zznOs+5znOu85zrPOfdmfPuzHl3Frw7C96dBe/Ogndnwbuz4N1Z8O4seHcWvDsL3p0F786Cd2fBu7Pg3Vnw7ix4dxa8OwvenQXvzoJ3Z8G7s+DdWfDuLHh3Frw7C96dBe/Ogndnwbuz4N1Z8O4seHcWvDsL3p0F786Cd2fBu7Pg3Vnw7ix4dxa8OwvenQXvzoKdWLATi0r+lF8BO7FgJxbsxIKdWLATC3ZiwU4s2IkFO7FgJxbsxJK/o5K/o5K/o5K/o5K/o5K/o5K/o5K/o5K/o5JrpuSaKXP505xn/Aq4ZkqumZJrpuSaqXh3Vrw7K96dFe/Oindnxbuz4t1Z8Tuv+J3zGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGZb4DEt8hiU+wxKfYYnPsMRnWOIzLPEZlvgMS3yGJT7DEp9hic+wxGdY4jMs8RmW+AxLfIYlPsMSn2GJz7DEZ1jiMyzxGZb4DEt8hiU+wxKfYYnPsMRnWOIzLPEZlvgMS3yGJT7DEp9hic+wxGdY4jMs8RmW+AxLfIYlPsMSn2GJz7DEZ1jiMyzxGZb4DEt8hiU+wxKfYYnPsMRnWOIzLPEZlvgMS3yGJT7DEp9hic+wxGdY4jMs8RmW+AxLfIYlPsMSn2GJz7DEZ1jiMyzxGZb4DEt8hiU+wxKfYYnPsMRnWOIzLPEZlvgMS3yGJT7DEp9hic+wxGfYqTNmVMyomFExo2ZGzYyaGTUzambUzKiZUTOjZgbXeZfrvMt13uU673Kdd7nOu1znXa7zLtd5l+u8y3Xe5Trn0/vUGTO4zrtc512u8y7XeZfrvMt13uU652dsiJ+xIX7GhvgZG+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LrYf76qBLRPolNelohvgX0k+TLIcfZB0zudnTyDUXUz+IHbKKyyVix0MuMLRiPMVfI+hDiNNaBGENmuzmtZ11p8+G5/yTaM6dx2UTbd8r1hSUK/XNuCT+vBL/niH6fp/3eU+U5vaL5rEdfK15L3ryCKEMRUmfYUtcWr2mvJZasxaoSZ8ezZN8V0MYIxhmONUwx1PpVY1XWFcj/eN+Ab5lC3/WBNznrYNsqzS5TUN+lCwB+53G9jWGxvFzTR9u7GG9badvFnj8AUGc/Y5RxNfjXt7+9K95bvuGAXCVYh9R1n1L9zVhR9DT9jq1MLgd3xFijmwuFDCasvcBe8rsciU0g76xd+wOcfhPzy3JN3dCyvm3br8+PdFpDu8pJjYx1qAQyKbWU8+2e1/we7U7zIQwr8lvY25HyW/pcfHfo1YT1UeZlIPcJ60iT1C731O8Xz2/EOpF8DzfLdCQp9c2ZZT6OuZD0CYDnMNdzwesU4/cxroWez59slr8mWTwY679PIbmIFcULiD2JbjFkYbcGiNfSz7VHjKnS6e1Rtfm9vD/9YckNMN9M3bRAKfWN6OZKfFONYVj7lbov7FZR96Uv2K3u+1VtI5UYd5or6r5ST+Zz5jVYX9uv1KX1dcu3RcSgZtC/IxrPN6PlW6d230KdpJC80Uydp/q9k2AVm4u+7zoVuTtNUf8r5pnZPJfkjr/c3Ld4trycO45bR2goqu9DFHyozvXn8nn0kaX9irIP86btkP1MUW1rPGB4TOGeUSS5YSVF43xFvd0bGgcY9jAsMNygKPJ4EfRPVzcMNaxeQ6MZHD/yh3zg95Ei1/Tb6GNt4DRm5vep0MnprtouPjjem/6V5Hyu074J5JR5GfrhGf2chXpes3WtT8yh0AdfrOdIfG1+G/Ws6YDpBtiQPsTaffTlvqP1sgyxTj5B9YjoiLmufU4l5rrol8dYIS31B8ePY/NZxu+HZtt6a3qqRR/FfJDNxbFkfOqGzHhjv6/rLeodebZI+SQ+DL9nebsrckEyJ/3Ty4xft5lNRL9kY50jzLE+FiNFNOXuKnihubqmeKqWe4ugzxzRknerv3fMqfWST+sllzbKNeXNxBeP+bJanMgxsukl74Xve5brSUfanpyh/BO+MI45yfBDo1HX8/psRTbPcI/RaAPmqV5gPkz2sUveJR/RPdfC74cbWAu/fw3vbwa/Pa23DYRO/V9o+//aOl7q9v/WdcSabARzB1UUtnP9GoYbOrUvqSG2r6O+gPgXi+2+ilVqqI0TfQ3G4i352/4SclZ5PsfiHPObdMbCuZ7t7Os94CZF/iPD5NZ7ic2AviGK/Cet9y/UB+4VGev6QwdGN396wHrMi0C2EzBuYPRa4+lY++lSr4n2RHR6/0tPi5zgvwjME2WzB0Yvtdb6tx/yvUf9vvZ9R7v7f+dZKXTDn0oE+H6SL+OeDnMS19NnlPwdfRvmSJmr43c3d2qNNKOf/1PTC5V8ruTn6Kfy/8KYc4MPyO+q5dvqIZbjZe5grsn0o9ovO6s8d2k8O+bPxFyi+HoxnxhzhdRRzPPdU4Lj8T2YB5T32cepj8IaNvyP9JNOvg2WWvnhpsNOtvfl/wgM1pxN1b9PxtZgsUm2QGsqzFnKd9mIFXLmhT9v78q8APztdIT2JYRnFmMVOnt4832yV0XfX69zpbuVMSD7sk/MQ0uM9pnaeAOg/lesx+oSrGNI/WOigfHx9oYzDawVHdI6Vv1P8iiG6v9rhJFt9K2hRecZqjmEpjNdObsv//3//ImMVHwOiY/rNU7L//wTbwcvr3ic5ZRdbFRVEMf/e+/dLSDQQj+2Ld09597du7R0LQpYvmpRoYofhWo0hhhoq0B4MDFEggmR0ERsfDDaEF6IDW3T6AoFTLGt1FqFKBUbg4oGLErd7d2BBI2orI1V9xzPbvtgK/qgj05y7szkziTnNzn/AaBj/BTBhVT4u8pc6dzQo8on0AAPdoDDQghlWIFK1GADduFZtOMIOtHtesI1pnm1cu20dka7oEndrU/Xc/SQvlp/St+tS6Pe2G40Gi+7s2ev8g369/hf8R/0/+gfY7nMx6pYNXuUbWCPsY1sN+ti/ewD9jn7il1jCSZ4Js/mXl7AfZxxiy/kS3gFr+S1fDvfzzt4N3+b9/NLZrYZMsvMReY6c695wHzd0iyPlWnNsXKtQotZJVapVW9tCWiBrIAZfDqYsGFr9kw7y86x8+02u8P+2P7Evjx/T/jJ8DNl3khhxBQBIaVU9ClqG8W4BbfjTjyE+j9RP+5q0KAVacsU9aA2nKaepefpJXqVvkv/1KgzNhs7jReMfYoaPuFvVNSt/gQDy2ecrWU1E9S1rIH1sPfYADvPLrGf2CgHn8vzFPW8SdSbFHUTb+VH+YlJ1NXmc2bTFGr/BPXmNDUP1gWvBuUk6sP2YJp6Z7guvENReyNc8BS1dOSIjMpv5LD8Wl6UQ/Kc/Ex2yHbZIpvFD+ILcVYMio/Eh2JAnBR94oToFl3iuOgUEfFI8ufk9eS15PfJ7xKnLrvoLJ2hATpN71M/9VEvvUXd1EVv0nHqpDfoGB2lI3SYDlGEXqNXqZ3aqJVa6CA1UxO9SM/TXtpCD1M5ldICKqYQZcTPxU/Ge+M98eb4tvjG+Hpn1LnufOtcda44jhN1LjjnnTanxdFHRkeuxA7FFsdKYsUxFiuKFcTyoi9FG6PbolujNcOnhmJDF79cWVtRu3Ta8oxN4y//f2cebUbKufAXfhe0iUjDP9t4Z2p/GOnIrXYFkIFpmI4ZuAkzMUvls5GJLMzBXGQjB7nIgxf56foCFKb9PLVvfPCDKcWZSnMBBJXuQpivtFeCBaqiFGHcrPbPQqXFW7Foyj0WYwluQzmWYhmWqx21EhVKsZVYhTuUbu/CaqxBFe7GPViLe3Ef7scDqqv6X0zt722dwn/3Rj/cAjUe3ZOa0IPuX9y/uX9Vw5868/XuJLaq2rEb9Peo0+d+R317VedU9v9sfwBDIVGsAAB4nH1VTW/bRhBdUpIlSxbKBGlggIcsu6FgQ1JcNGnruq7DSqQsRUlrWTKwdNKWtKRAvuUUtEEL6OaAaX9Hr6P0It9SoNf8hxx6bI45uzNLUrCNtARl7rz5ejszu3ZaP3z/3aOHh748GPT3e3vffvPgfvdep73b8txm42vn7s5X219ufbH5+Wefbtyq19Yq9k3x0Y3Va1eMD8ql4nIhv5TLZnSN1TzRCjhUAshWRLtdJ1mECITngAA4Qq2LNsADZcYvWjpo+fiSpRNbOgtLzeDbbLte457g8NoVfK4d9iSuf3OFz+GtWj9Q62xFCWUULAs9uLc6cTloAfeg9XQSeYGL8WalYlM0x8V6jc2KJVyWcAVr4slMW9vR1EJf87ZmOiuUKS1kbC8cwV5Peq5pWb7CWFPFgqUm5FUsfkyc2Qs+q72Kfp0b7CiorozEKHwkIROiU5TxougErlRhXbiw/uzvVdzyGGrC9aAqMFh3f5FAg5xtCB69Y0hevP3nIhImyJJtvGO0pC0uyoT6dM2QGzLE/VkWcXkxd9gRCjDtyVjm7Mh8yZyNqg96QJpXqebDA9JMU83CPRAWtcoLkvfpZBWmR7xew+qr18YX9RwyleBoOKFvOI6E68Z1G0hwXFw4YbJXb/bxBtqHAW7imMrQk7AhnsA10YgNEODUg+O+VC6JG1xrAguGiRdseC7x4l4UuDFBiiV68pTdPnszu8PNP26zO8wnHnC9iU2peJEcPYYbgTnC+XzMpWmB42P5fCHHPnVJGLD+BtNZKqPywr1dsk6Naed5u8ClbmZ86hYCvIV/RGMbFQa2S4nU0cY2l5rJUjPMkljQ6kIcFDJ2s02qDLk226blW/HzP5TMhFPOhsK5WAYCC05xnv+kFlsToXXujd1zBC8EzSUEk2jv56lTLZLE6FGgdrZTVcbGk4uYjmEURF1c5cD2uBRj4QucIWdP0t6o1qq/3b7o9g6l6nYyJYMLUqzfjCVgFqpTQW/iDLaqZtpWJe8qeSG2L6k7qZpHBdHtRxRcJAEZxxOEm16qdMIXm1fv4NFs4e0mWqHgBm9F4fxsehTNHCd64gWTLYohOqNI9OW2qbjuy1/MZ5TqKutq3UGjXsO7pzET2vPezNGe9w/lqcEYfz6QL3VNbwYNf3YTdfKUM+YoVCeUQBI4CRRpH4WCsjdPHcamSptVgJKHc40prJBiGhvO9RgzUkxHLBtjjsLowSatTrDEeN16fETt+dmfRIFPh4tdx1biq4EmdhjoYmem6UsrUBTjBpREg/C7hN+N8SXC8zgY2nUNi0N3UhQIvKdwoCQztXgUMxSSz8/OBtJ6bb71LRy1R/g7lLBcxbs/Z99Du136BQjvwnQYEg92IMk3b3eGPo5tGhBNOrCMEZaTCGjRUj40jug0xN5gA5X/FAWY+uBXKak89tU4G8DaYgvbHsfMVSjRhh9dFZ+os4lHoWif0GcZubG+jBETRUzmx0XKryDzoUDVMOBY7Swb9nHU47u0aMbIGK/EbGWsfkUzUTLaVsYulYuwfAsD4kvr0i06kjk77/sxeSWdJAaY24ASMqqcK2XigNVBVYe44HuCVMn0TwrTm7N98SPeLERaRcqjGsp2J8TLP/YvISI2U+cC3RGlJMZfMZqnna9g3TP2YH72u/jJOvfUa4L+OdBgMvMUB5v50WUAHlbrtcJltKzgKCqU3+8Q16tQXnwR/Bfh9YCyeJzl1nlcFOUfwPGdGTw4lmUJVkGWtVI7sPU208pVc90kRZRRDgUrSzpsaWE8Q7C0rFS07LRCzfLYFHg8wjQ1tUsrzdQONbXsLvHqTum7fP72335//PbFZ987M888MzszKHXRRr3+p0p3e+r1P1R6hvC7Su8o/Aa/wjm2nWXpDJyGU9AAJxn5C/zMyp/gR/gBvofv4Fv4Bk6o9Gjha5a+guPKnSgcU+4U4ahydxK+hCNwGA4x5AuWPofP4FM4CAdgP3wC++Bj2At74CNO4kP4AHbDLg77PiPfg3fhHXgbdsIO2A5vwTbYypxb4E1WboZN8AZshHp4HTbAelgHa0FBnUrrKtRCjUrrJqyB1fAahGGVSusirIQV7LccXoVXYBm8DEvZfQkshmp4CV6EF5h6ETzP7s/Bs/AMPA1Psd9CeBKegAUwH6pgHlPPZfc58Dg8Bo/CbHZ4BB6GWTATHoIHVZvuwgyohAqYDuXwAEyDqTAFJsMkmAgWlEEphOB+KIGgSu0h3AcT4F64B+6Gu6AYxsOdcAeMg9vhNrgVxkIRFMIYGA0FkA95KuVaIRdGwUgwIQdGwHDIhmGQBUNhCNwCmTAYboYADAI/DISbYAD0h37gg75wI9wA10Mf6A3XqdbXCb3gWugJPaA7dIOu0AU6N2FoqrVXljqx0gvXQEfIgKvhKrgSroAO0F616iO0g8tVq8gDfZlq1Vu4lJVtwQPp4IY0aAOpkAKtoRW4IJkjJHGES1iZCE5IAAfEgx3iIBZiIJo5W0ILVjaHZhAFBuigga0JrREuwHn4B/6Gv+BP+AN+bzqs9lvTN9J+ZeU5OAtn4DScggY4Cb/Az/AT/Ag/wPfwHcf7VrkuF76BE8olD5j2NXylXL2E43BMuQYIR5XrJuFLOAKHlWugcEi5/MIX8Dl8xtSfwkEmO8Bk++ET2MdkH7PfXtgDH8GH8AHsZr9dTP0+vMfJvwvvcLy3lau/sJMddnCg7Zz1W0y2DbbCFngTNsMmeIOpNzJ1PVO/ztQbYD2s40BrQUEdh62FGljD1KvhNQjDKlipkuXfXW2FSu4nLIdXVfIQ4RWVPFRYppKzhJdV8nBhqUr2CUsYspgh1Qx5iSEvsu0FRi5i6XlGPgfPssMz8LRKHiY8xe4L4Ul4glNawMj5jKyCeSo5W5jLyDnwODymknKFR1VSnjBbJY0WHlFJY4SHVdJgYZZKKhBmsu0hRj7IkBm+GvGUY6CnIT7gORY31LNdekvaJm2NHelRUp1UK9VIa6TV0mtSWFolrZRWSMulV6VXpGXSy9JSaYm0WKqWXoop9jwvPSc9Kz0jPS09JS2UnpSekBZI86OLPVXSPGmuNEfqF63/o/9lG2nz6H+LxTaPVqEuifw6TleJkUerDEqVM/JoheB+KIEg3AcT4F64B+6G66GPSojQG66DXnAt9IQe0B26QVfliDynXaAzJIITEsAB8WBXclPqtTiIhRiIhpbQQtkjt7q5r0A8Kf0i/Sz9JP0o/SC386j0pXREOiwdkr6QPpfb8pn0qbRFelPaLG2S3pBelFvxglSvVXKlpypn5JGfwsWZDJNgIlgwAPpzHfqBD/rCjXADXzkZkuCSCBsNw9CVz7Nsi6Hb1kk7JcOwcS7TYAR3fThnlg3DIAuGwhC4BTJhMNwMARgEfhgIN8FlcCkn3xY8kA5uSIM2kAop0Jqv2QpcvkXieekf6W/pL+lPucF/SL9Lv0m/Sueks3JXz0inpe+kb6VvpBPS19JX0nG5ux9KH0i7pV3S+9J70rvSO9Lb0k5ph1QvvS53fIO0XlonrZUWRe6+fp5rXA4PwF3KKX8KacUwnstyJ9wB4+B2uA1uhbFQBIUwBkZDAeRDHuTCKBgJJuRAJ/Byqa+BjpABV8NVcCVcAR2gPfemHVwOzSAKDNBB4zfS5lsqNkoXpO/lwh6UDkj7pU+kfdLH0l5pj/SRXOiN0iyjvWem4fU8pHk9DwYqzRnhSrMiUG5OD5ebseV9yjPLjdjyNsK08nD5ofLmDwSmmtPCU82oqUlT9ZgpgUnm5PAkM3aSFjcxYJk51gnrnGUkWTnWOKvMWmjtlxUtllnrrJ2WUd+4zZdo9erjr7TmW3qSbNdtluaIrL7Uio33lwVCZmk4ZEaFuof0PudC2rGQpncOacNCY0O6jFobanelPzK6R8iV6k8IdQ75Qsb9gaBZEg6aWcFgsCJYHdwabFYRrArqNfJJ9wWj7f77AhPMoxM022a90ZYgbdMblRET3KRfsGm2Bv2Cr1G7Ry7A3XIh7vKON4vD4807vePMO8LjzNu9t5m3eseaRd4xZmF4jDnam28WhPPNPG+uOUrGj/TmmGY4xxzhzTaHh7PNLO9Qc6isH+LNNG8JZ5qDvQHz5nDAHBbQBnn95kCjp0f+B7Gly09JemX6qfSo2LHuErde4j7mPuU2StJOpekVbTRHakVqVarhkDedtxRPSlVKdUpNSjNH0wcjriSxMlEvcVY69c5On3Ov85gzyuZc7NQdVY5qR43DyHIUORocjY6oGodWE781fk+8kRVfFB+MNxzxkWUjwRfv7eJ32D1236BOduP6Tva+9iy7UWXXfHZvV7/P3u4Kf9+4rLiiOKM6TvPFdbjK3xDTGKP7YmRDQ3RjtN4YrdkMra2m2bQEwWgZuUdasscvz+Nal9ZMkz8t6nJGZGRk1rdoHJ5Z23JYQa02u7b9iMi7Lzu/tvnsWpuZX5Bbp2nz8uo0fUBObVJmdj7Ls+bOtfV3Z9a6R+TWLnbnZdZWygdf5EOjfLC561y2/nkZhaVWaWlZRmmGvEmFpbKmzJKfJjR5F62yyJayUpsMybjIKzKiNILVNKjUKrJkDtkgq0ubVkeWCpuGXGyO//R10W/yX7y0/+XB/79frYsK/wX1t7apAAAAeJytVOlTTWEcfn63bnupRLJln2kMYizDFzPGH+BPMD4zY8wY29CYhhi7iEJZUqJF2UKSSGixlSUhKZWKSJabzvW877nde1t8Me6Ze877LL937n2eMy/gnQwY8XB9NvM6inO4hGu4hQd4ik7xw1JswU28x0d8RbdAvGWYjJYo/LePEWtdgUCPInghHLDb7C1Ghr0FsAa5MfFE4Z5TXIw91N7enzPijXyj0ssfwXo22FJGtkPa7TbLQoXtcxW2xKm1nujwTjZyjJQ+P2clVmE11mId1mMDNmITYhCLrYjDNmxnFjFc78BO7MJu7MFe7MN+xOMADiIBh3AYiUjCEeZ4DMlIcWgKJ/NK0KpSTiINGcjk8xRScRrpOEN8lulnIpucyZg4i8xxnCCbRla5FJfD6zxykYcLuMjOTNyL8lGEy7jC51W2eR0FuIFC9ljEZos1p5he/Heneb+NOyjBXZTiHu7zzShDOSpQiYf/pJQ4GYUe4TGe8F2rQjWe4Tle4hXe4C3qUM+3rm2A/oKOGnpeO1zv6GpEC53tdJo+01Or1Wa9QxVn69AgPugSC7ph50q1l6AbStQ9qvZUO6k6Z9VHDrFqKN3ZTRYzzmKfCql1kqONbHpzmWBvfoOnVulox8y7gB6VhVIqHFmUOppQ+xQ6Z8u0lqfnip27uhI1/2G1Wzq1bhk24oNOxkzPVF3pKUcDPSpltUffbOs5a6avZhXvPqO0GuIWng5tTFo9W3UTrWhyrpscejs+4TO69L0DX3iedOIb8XcyHUQD2f7MD14/8Qs2NvgbPW6op5/SA4MdQ0Qs4gHDtXKx+uspVvHimeYjvuInARIoQTJEgsn0VfydSsgAJWAQzVczoTJUwnhehssIGSmjeG6OkbESKeNlgpsW4VTGUZkok2SyQxuuJyOcs5F0hLt5oyRa1vA+VabLDK5nymyZI/NkPplpxLOIF1CL1s9FWIJlWA6btdlSzv3DeKrkYrE15A+uRdCeAHicY2Bg0IHCGoY+xjLGfUxsTEVMp5gZmNWYnZifsDSxJrAVsRux/+Fg4Wjj6OMM45zHeYtLjuscdwEPC08eLwfvAr4UfgF+D/51AnoCdYJOgl+EMoSeCc8QCRHZIion2iQmI7ZKXESCQWKRpIXkFakF0loyBjLrZFlkK2R/yFnJ/ZFvkf+hMEvRRnGP0gRlDeUlKiIqJ1SjVE+pxah1qC0YhaNwFI7CUTgKR+EoHIWjcAjDY2D4R+2Pepz6ISB8NQopgRodo3AUjsJROApH4XCAmlIUwHea77SeDBzUNiASJo3CUTgKR+EoHIWjcBSOwuEFAShzbB0AeJzFfAmcHFW57zm19FJV3VW97/u+r9M9PWtlMklmTWYN2SY7ISEgCQkEAhFEQOWCIgioKOGi4oILmcnSJBG4kAt6Jff5E364IDy9ct8TNOpFff4kmZ53TvUyPUNQRO9700nX6dPVVed85/u+8/9/36kDCNALALGdngQkkIPkEQhSHdNyijqXPSKjf9oxTRKoCI6QuJrG1dNyGX2hYxri+pzGowl4NJ5ewl3xw09XdtKTbz/WS50F6JLgenI78WP6ADCACHCdBgZCBljgIWTHI7QtuEJYAbq7z2Zh6tzL5zJpqFcTPm+SaCHzXUQu6yQM9ZoQGcQ1RgPxjNLgtdp8eqWZs8Xd7riNqVyp1PusNq9BAU0QVy7JkB9nBEYmQ2/wKUZgaZoVmMqShXUGAwBzc6A09xr9OTorhJgAYIiP4CNpBECQMyV4A8B/FDrvTXodvQpMgJ3gRnAI3CDy/fuuoymmtzfvtKyjuiafJO4DDNhE3A/0wEfkRCbF6FMpPUN27SoTD4pqEIn09u/LO6+zrJOv3F6Gvhn+0OgHyjAyvXK4VIYTR3qHQfc59HrpnNZU0pZSSCJnTKVUKiWcwy+NqZTToG8yaR0STTFJttQlhAQkd5KmLrIT1qocsFqXa4NOiL4nJQFKBwrqnQQ6tyWfRGJVEyT6mMtKF0QnwDFPzxbR3+LTZC//4r5dn96ajozfOG5buqLPqzLwSoUlFfAlbazaFjb7cn6zgtVxMlKuCduNqa6xQmr7lft7ltx45TrRD29WW4Lm9lVpvTbYGoy2B7V73B1r25ztpZwxsX71Kpcv5VRXHoK7WretGQkmRweWepbfsK4l3L97aceODZMx17JlvQ59vq3D4UIDR5OMRuVOb52aDNj8BoXa7wtE9SqWdeXC7pxXq490TV5J/KchkSm63YVczmaOurQ6X2p2JNaXd7A6m+AfHRv1G1PpLHkIjycEuyuHCTt9N/AB71PACt9GlQL8M5ABktg/Y3Cxt4FuNACzL1eVUoaErDUZ9WooCbIq+2IXiWVNmCZWXzImMybC9rCNJwsjLVZbYVULwZkjbn/STNJrnq1s+ckrlW3PCSZBQclZ+c4Xf/jK3j2v/PClXbRCTsrVRtSeLag9WtQeD/A/gWxm37TWQJ9CzeKBC56fMViZaoNQc4S6mcil8YT5YkHbkidCwerQm4xaQmttWVUgeVvYHkkYZeOXrJ6kSUsi4ApbWXLnFYR17ys/fHEnagilQE06Aw+/8hN4+FmVUY0ao6B/UBlH7bmdOEReRX8SpEC7yKXkId5lkpmTQBEsw2dEndtoVrudYVcoZZLzgoxhfSxIpZBywtSZl84Is+hN0lRolMnVMAVNRpnPG+yGclkwlITdMBQsFLugCx+RRfOwWDCanJCH5Ho96XCEhefDdLytLU6Hn+fDTgeh+81vdITDEeHn64WQ00Hqz5GPydPZrEV1+LzBaDScP6yyZjNp+YYNuNaqPnxebzLpzx9W26RaPO55sIn8DuVG/QpMy0C0TCiOmbXOqN9ZhsFpTqYFqdzZ2bM5WD3U/JFHU/dKGg9+x1bm0dTNT+NB7+R3ZJygrHyXMYedzrCZrfybkufkMlathCW2WsfANgXPyohue9DEVL7BoLKM5Rk4zpiCdlvIxMAxRoPrNEzlm4wpJOmpqfJT+Cj0ABswHBFAmfj4jJY12YHw0lmkDM9l0gHUMh5WDbyoq7sE+KhCazfcLteYvVaHX4D0QcGbD/iyHr4cXtJWdDzNqBU0jVwg1D/kjRrlcmMU3asdfoJoJaaQzmmmgZx9At2WAqlzMHUWy0Hm83iDLflCDneXaDWaK5stRqMFPsxpOBr+qS2ZKrUmUfer9nVo7veo3WHk6JXTSnIIdJ/FbcVagC+RNcJHl0xMiEsmx8W7p8TuNRvFbiDNFaW5N8iX6QDQgRh4/ggklk6ueQIk5p4+zhPDIAH1J5GXBXMviQz+DCBPAvcpyfHa5n45w8JhW3nul0dZHg7ZkEsV1fx4wIxq0RuqCpTh5LRIrwbmbuvwuVisG/1HUnxp08apGLKpqZhN1KJ7KN1QyUBCDwl8fXzB93VhdFX0hy67tjGn1UaHzicp7HoNVddLkS9n9x778G3f3BHJ7T12y23f2hGu/IkxuOKt3vbhhNaYGsiHOhJOnZy488G3H9+4/rE/fe6z56XjVzfctbMvpi1d/bW9dxzbHbNkh7Z/EMn+UwCQj9MmkATHqhIUVcoIVIahIgShFqbLc0+LSiQ/MQ1JECkT98w4zaymPPfaMVSp0WnL8JCo9I1FeAGytFCGsWlRNlHtG+pUtnsW6V7s7JncLBrTTVMxMAVRR22iORKGEXSfplvhO7yX6yH92jRVvc7U1NqAZHM1gbVDDXIhSSh53EDV5Ro0+J18HJvXbEGhZmU0Kv3X900OjYxQqDlopHlzyBVMmRUvKnmW3m5H1oUsyu4ImVlyYB9La6JBs8uoVhylaBKSck55/kXWHEKyW4NkdxrpXxfU1mSnpuKQikFlG1SWICuWa7ooQmOZ+M3xXAC9QOkk8RvAzr1ZVUsWqQ0bLcNdxzWtJbe7dDEV2iWqckZZclwoSRqEAMDaeanEst3aUgkpkaaUwgWYklT0bKmEwQDWVICUC2Kh6xa0DrWKJ/+Rd8YDs3GqdreFA9MN50FETbtldTjCQ8knnkYuhpk1G916pUyw6H+2dCypMUS6ou3rlyVVSpWCJmWMZenWa8VLH9ieMQ/dcfUDsMJoONluR8TKKkxxnwfBDcPvlu/bNOL3tMctzoCLs6e8JpdJYw74zLn1h/q6D9712N4HOUsEjd0k8h3H0ditgUuqY3dCsQIyyyG7rj5o62CmTHxXVK0cD64UgytXBkVSbTtJvIFcyi+P4hPUSFDVQVQjSaqXnYKrQTtQwo3HNe3oZSzUBFqoC7SATb9/PF6GlKhxu+n+cSP2C0ZJtsYyXL3ALyBUd64kSOItVXFddWhfimHMh6CeRluaH2CbqKp1ADWcJ//7GzM/2nWfJZO8dRUh4sGOwYZZ1mouNvxyg5Mkjw/cWr6yZ//aNq1STgoCkxnasaQ40e7wLdu1Yo9KyyFEruH2tq3rdBtjvcn8hv4cp+AUFCFT6rs23tC38ZPbcs62S0q9VwyG4Q1b7t/RorM7Bb0t4kgHbC6bNbU0kujL2eXGkMsR0Cts2RUxT3vM4gq45fqg0+IxCrqg3xIfv36ofcdIq5pUtIxciuYX/9zb5Ou0HkSRd/x9zcL18iSUx6DMDuUCRM5GpoKs5CRZrAhpJPqkRygTlx0NURRInCSUwDj3lqhCXxptyZAk3BAS7lEK9TJWhpceFT1jzCSSMxY0knJuNnYG8RtswKncuSzCInjMpekBD3IhxEOEikIxGLTDkABDahhUwYu0SWrKe79jdTRrt6n9oXGVxTAjkMasE9aNuQjnPasR+qCHfN2g3cc500F/xsFWNGojj8ChioH30OZYTyrXF9PvE0yVXUTlMXgJ3J9reZPhGYQoeOZNuSUVcqeCXh3xr0qVkkK8i73wxwxx6+w3MC7YjGz0cVoNusAvazZKFyDdssCxFssEdyycDWfVjpPEGWSbP6uORNUm28owMOP10s1av306Pqosw60ndGZJOOZmXZ+NvYRoVQyru2Rt2NiwxjfZmS5agNEirDVF8qJ/z20Wes15U6pO/7mG5UhwSFODVAaMsDRdsDq19d926uqOK1YXNQqaoJScgoks3by0bVOP3ynu6G/bFHVYXF7iUiUmsfpK3rcsuOsLV7XBL+760t4O3mTitZag1R4yMya7ydwy0poezFs5R4jIhn2cNebsKFR+RRGZTXcBif9OoDH5Pu3XypT/KWG3UWQjp9AYucBD9THSQloDWU99jDwQ2cP3ZmQyg+YU8W/oR4b6GBmQ6Ay0pi40jaSc1lG2rpyxbNXjvXquKqj6CKhrt0CX5sm/+PtFTkpeB79QgqcYmWMBnqLknKKyWqbztoRauhyEAv7b7M8MBgy4Sag1q+XUYUcs4NFdCKgEJSnnTRryrWKHM2bn5OY4kkmnJJMAksn/lnBpD/r8FJpb0qAH/KiOS3vnnj6BO90LHWhe+eQMUKtBGUliHpy2l4nrTwRESVvEMgzPuN3yZo2KisroeEOZEDCS1/1zTZUwQD2DBVZCHjorgdRj6H48iezldyKDvPv8xUUlvrqwaEb4i7eo3iNWlSmWJ4VDBM2aWqxy3loVRddcfhW7FsinhMSqQzMHY5PLM0aGRAbPxbtHMhP7+7xE8paJy+5eF2m7+mt71n1ky5IAXzlvTvelU70Joy7Sk2q7jHhm1VcfuedKkdPqDWG/J2yUq7Xqjh23DzhihR33bNjyhQM90ZVXffSh7O67V/s9HWOZltEWq6/KEx5G/OIk+S3EE0LAdgToy0T5BOP0WYZovg+RjW4EUXNYXouxt2bRZ3hS7SlEIgUPx1WP6sWfSWO01c/z/tZorM0vCP622b5oCVeUotF2fGzH7RmHJvJR8nKgQkzNcRSo5Qb2NELXFNCgdzPAxB1zyuwiJmXULPhEPmoyzNIGk8FEnEdvTWWSbYnHW3LxeKVUiEYLuUSiyrN2gBHyOJVHtmp5AmiI1HHAmrR2QQZSZzFFPPNqPVgAZTVPr4RS+AIaTdAJ0W/lrHwWqvUqmkTImRBnvyfoGJJW6dUkQFNctzVo5cnKrXJCH3JG0nYVDdFkJFc7MtFAVEvIKx+S5XH/TXNvU8+iedULguDndfvw17TQh1GVU2JKnMpnVgEjVBuDLOPzMsBN+aDGFwxgRXWKLOCgluS4kMPv8zkZlRH4vGa51jGmnaQlF9CNcFKrJodwEnYjOaTGWWhJbZyyms9mc4c+cuYMNJ9BnEIqZtIgFrMtbMYxXPh77pZJx2JrA05YCwWRnloYplCfQk1yH+mhjnAyY2smV3Jy1CUV6xilcrTEknm9jIOfkAm+rlz78pBG9gw8Aa/a6o8aaFIpqCA1q9axlMwU9VE3agwsSbJG3XOzP0HjTALkqqkC8slOxItbweG6hF3EvcesrMHAgjLxuel4MIf8zTRrReCAnMlk5P66H/Cj2UxUCqN5yQ/kcdRRlE8sdDUl5GqyqXMS8kdaYzvyPi+TSVcdiWfB5CbFI6EEITXYr+jmi1QhuHRqz00rK1/xJBIeuOwAmsTMyaWx4tSycOXr5nR/5233lpDXWOpsW9f3uSeLg0UXvHXZntVdYV0oTu2Mh8KjN06kxnvzApNddTn8n6GuiLHyuC3VPfvnxIq0tXK3KbEU28qquV9RLO0DJfBPVflN20HsSeJ5oAZmuAV4QLDWzWAZbp7WjVNluO5ES1rqaxpN+9Oismmqx284eoDUzHb6/V4AyQqRKlnVI2mlyV9WR2dNIQLJVVEsokvG7vXX9N768v0jax766W2F7ZO9NkZGUoxaySf7L10+fN1kPHXJweHlO/pTKgah6TMWn0Vr8nuMY1/4wyNfguCb67SOoE1rD9qdUSvni/m6r3l059VfvqLFE3YrzLGqb8W69hTSNS3yKnurknoK6IgH0ZdW4h6gBOZaN9F8khSV6lGbuR4YQWioSR2weLAmPfGef1HVHWKB7tBNmvLU1Df//Fjle5KeDH39v760uvK72Kb7rrvtY7s/tS1DfHZ69uHBqkqMHn7zCxse2r/kwt2te7+Cxh71ibwT9SkOHq/2CGs3cY/IK3VunRv1yWpWoRZZT8IIHsXjKjgcDMosdcW3SO1WjTawd7KJM1cVP4b7m9JWuRRyE7bj/4hLVhWEeIcxIai4qIi6x/DK2WuxbIjblWoMx9XKShZ+RFmF5srK9fAHuHwZDoNUxcRYQk6EE9nKGRaHR3Bg8l4cCJHmlrsQDtyGZBYCT9RkJteViU+JRpUDOB3yMA+H5WZOBYfkGHPIT8JLgG7ud8dRWaezyBAQmkFnyKT+quGQrAzXHxW9o5YGlKt1EQfhUmc0JUloouYfeN2GNjXLqhHKrUkTdZFFcloL71KqcZoIlfdxrmwomHOqkCS34FrqEWfEzFW+WI3uWtmKE7EamQy9UffFQ6wlKsmrf+5N6kHaD7rBK1V5zdjtvBlp2TQI8aeIz4A8tgPceDNm7irp+LsZDh9h6KjXW0p1nYIpQAOmpiMM6puoLI3rJR3Rl+GmaTHVgG/YgWiqAE4ytTMYU9fN7b/nNnWJLnBPhaLG14S9DZoqjGxgRiQUBAxVbZtvW7Px01e0tV9+37r46sAftXqsoPCYYNExhiWbL9vV8uAfv7Zu8+N//szEHZf12jhqmSNqYfxR/5IDX770qq9e3abXw3iiYA+aWNbo0s/OOhNWu55Z+9Xff/bw7JGNJk/QnqvrLXUTwiIp8D/q82SqqjSBmvL4a0e2dmRqR4zej6KjjysT906b/Cw6IJRgio75JdH4T8FtQAQcgjN6/JnnXBzBIQSxADNIYCEmyQ6mXjqXFaqoAf/ZEBh/v9equ4JqHqJJjxt5iEaRuknlzAZDOYeqYuecVV1WOXPBUNbJwddVjlwomHWq/PVsKMHO/rFepp6rlyoB+Eq9XJcrvA/J1QCidbkC4lPHREYYqzYXplBDkQLO1CsWNLmR0L1PVW+SK4ubNN+Q+Zvj+5FzvyZs6H5hsLbpfkcdat8YYuE7mlj4pQtZOJTIvW36r503r80LyXmjqYTNs+rmjc72jJ9TyAgcAFGanWGbLWJTqxz5YDDrUsGda+7alleqBZXa5LV6UzZWpVbxga4MeX09JFLXyS7UlxzYWp9R08SnEGRgiHuRQL3EczPxuEFZJl4Q1SIwhMY8jGAbE+b1oIR1qRrdOSfMZnH/RPZip83LHIbgRbSkHunRy+RKxACoLtZViCwpWeSV69+hKjfI9e5sKJx3cVpL5fPww0ZliNWwMgZddcfsZxs+8Fm2Omrs7I+JoErDUKiW0fhDldTsiYitqjto/p1A/beCwfpYGtBUwgIlP2aQhsdQhlPNMyBMnZU6+a4nLJwaFyTjJrDYZ7/lSdR6ooIP4MH4gDNi49DE90Bdy87/lrVE6rot24vmug7w41pUkFWl06ZUikmazdYysf2oP8NxDCqcAP7CqIVjzadgAtlvcu53RwUfMZTBfNyNSyYBv6uq76ZUOpOUucKjrsmGUWNWgZ0BphPZbNVHaHICftOUOlO5nCaHOn7sH3uXBaboqwVNQtDXPB+2Q8xfYA6piFQ0yPayjnTAn7ZzROVjlNaV9nrTLi1ZuZ9gnSlU72ALia8ne9JuDpop6FW5Iq2BI7aQpcmiHedfRxpB4jAgZT//i0b9h3IF3leKXpglYbTNz6vRr+p2Uqa1oLOeuzoe4pkkzyOCn592JrPocBQ4W8ciWBBaPkgMRcJJLyfgEsfK+DI8dAKhGgwHkqg8ry+ScSByU4qhuaw075lTmqq4p/8B16zJWAqShyCyP58TGt4pYJ2TNOWScF5pqbJgC+j2+HKxsKXypL3NRFAUa0v6fUkrUwzfFcxH/LoLxlg4qIUkydmTfm/SwmwwoXlEHejOElOFQ+19nxiaXc9UDZKh/imVUjlbQpVQbHx8JLz808uITYzA0TSHHCsBRubeoM1SjjU0j+/1xDPIEJzonQGWeYi6AdnfuM9cpc/Y/ujVF8P37/UXTfihKRu6gOrQ5pGH3vj0Az+/fxAdP3Pvzx8YrvzaPXzz5s23jHjcQzdvwUfi/n+uHJla9cjbj33+/OMbVz7yp+M7vnxgSf/BL6y//KvXdffd+KUqj0G6RCKbtoMIuLmGYP2yU8jhaoCD+BdRCTSN/G1sRibjfOVGpADGjoqGUa6BKWuxuJfO1bD93/bDWrdjcDH6pJrJDdl7y7dvvqI2OXKZMMwkx/cfmIhXzqWXD0f2XNs9WbCTt135lX0dlW0NO7ozlZKbujbdtLV3TZSt9Hs7Jxt9H0Z9L4Be8Plq348KSU2EOUU8h04oEg9OR7o1GOXYk0K99QKOeYuiqbNe0YkY/nHRM2qqO5VGj6RgwUvnJGRYwsGC93eVJq8UIpPkOwRkNDnJWuzAhSYrmMfrR+ryGlY427LRrIOj9hvCGTE6VhcdIoercj22lYcuSXrEjR2OXCKsu5JnKt9o69HnEtfe3jrRaveyPIOsTMNBT2YoZ63oGhJ9IB6iSLZwyYHhJbsnunTqcKk/ORf0kdvFNVpaVvmkLdNb5Ufdc28g0hUA/eBUfU5bQjxwzJ/1ZzkbjscALonddxEwMHFcU0QvY0ddKB1lmBC5JTY6Mt7Iz61pNhYpD9uUJ3ypkbWwnQbJf9Bl5+2RWpSeqCOixeEIGXnn0C3f3LZ035p2K0shOqnOjVzVnx5qsaeHt+7cOpxeds3htckNI116OY0RE8uml28oxsSYIbVq+87tK9Pw1h2fvSxvdHmtmaQramU9YY8p2hWMd2di6c7J/aNTd00l1WanXm3yWR1hK2f32AyBvCNW/X4fkjuHeOmbSLe9YLJm1UCGeOmMWSPT1uWglViho8kQszB1Bq80sB35i2fNc8aLrPnB2OJNiUqfxsgCY6XKaaZKtRnybkyuqUccEQt3/lxDnXScJeJwRi1slSai9t859wb1DYSFYuCSavtPAzdxN/rKiNgGxwTHhLFGfGRD89h11x2uyP6Fk5p97Dwu0i/GttQ3ln/0O7ccfOb2FRLbRSApuGJbZ9fW3gCHu5ZB8O8/Dpy+pbfzxiduJBvWMUsN7x0IBPt395JsM1Y3In/zJdQnPxivxdaABcGm4eOi3+LmLCYcN2BFlcU1Zqa1NXagRZjWkjJXUa1VeNWKDqhzJxadg31EdekinlOrCbIqSEElKJOTAi34u7KhUtiiUVKVmzja0lFI5u0sDdsgbKE4RyGVzOnkXBIHVSGl4DQq6gYcdaUYPX/BSv5cY+CksCvqR2zubbkO9aMD3FTDgcoUw4GOdJpD2GNYZDo4k1kV8Pk4b5m4T9SKZq44Fh1L+1hyUdy4u6lzllSppC2ZhZeksrZU9Zki/64/bfQZuUUfWQdrjd7rcrpasLleQnKgX5MZoj250rKwlv534gytDS0ttqEPsspPlISllEsV7Qz5C/hrSuUqxNMll5r6A/ELkrHnU/GMkVQuNTt4muYdZjJ/4QWTQ5DK1C5/xEiTrEF3wUP+SGdW0ZTKrL8QJn8qmFQ0bYwFkMw8aOx7Jb59U12fvYjbmIGfGBGZpCmVNKMX4DCKFo2sm6lKDrBun4+NjPlYjWNMs4DpWFK5lNWMNGL4XE0vSlJoreqykPpf7FdYZo24PAvrYXnlvNhsDZ2BVEjLmrtbUwWXmv79WzK1q5jIl/ScDhYqP9OqTF2lVNGtkv3iVRkiy4lsm5HVVH62zRc1yiilwMEXKwlOUFIyY9RHtBA6fwzpEqqvTMCv43raGPXP/k6ydQHJxiytNxiuzxEm4r5pFefGkfqoDWDDYEQuMGaTacdkDbtATHq29Gp1saftxKJvsYXPu6cmtXBCU64LFhsqQXy6SoBcXOUhHWvqKiaLbl5+tyFiIHRh3cdp3pmPlbpNnBb+qlJqrI1+nviXQAT1iNWqK88kd7QWdiRhh6DjKNoQ9SNssQLNe9eSP0RcVoSRmrUrTfkysf4oCIVAW5lYJgoa0gR/b4KmMpeHF/IwLy06w0G9fD65JFqGZtH2My8kD3nv8hKid8S72UvyXpeX4Civl3LgLKqaQ97NYRbgsOPt5ABGE6ISfeh8XeSGKWBONecwpcV2m6akOFVsau+5qb04byrlTKuW9v+5NVWcg1UTdsL5jGo7XLSEhpJcs7w61xpxaI28Vh+LJiKa4l2rVxy4JN15/dEDl2hCS9Ld24ZygkTG7cs3XtW+677N8T9t7lxdsKzoblmbdKkFuVxQr2jvCfRf0bdy36C/EO2O6u1eu9oaNLn8Dp9TF5m8fcNPtP6cp1UsSDm8D6J5CdB7kK52gvtr48p4CqeIzcAAYsStCDAbmEKLh6LT9Qk0XYaDoio4YFsuDDXWkw2g6Wi4MR3hUDZeGCxBZzwYx9/vNZomtpDhnTNc1SPW6YRc44QSSgT5rZ9Yn1i5YpkfTcBOV8TCcIjTBtIOztvb2xfedscl4cp5TXRpzpLOFZwtW1oyvQk9/PWBJ2/v0wTbIlsknMjwLO2r06uKDrFg9arbZ64pXT6WUXsL4cqPeldkR3Yge++be5N0ky+DljrqnraD0JPEfinH5AKuRjLSX4auad0AdRL2gQxea8TC4Uxc6n68DJdPi8rheqAq1kg24UU9UrLp77vSgqxTHeXJqiBP1pxyQl2h5ea2gUuSOw5fUVx63Re3hIeXthiVNKkXNMF8X3brZdbcUC4/2BpUKTk59bjVZ+ZNHqsgHjq6//Znb+5CQM7Im32WthRSvQfu6fvAQMAVdDG2KNa3QeRHXqCvBEFQAvfVpMXaSqeIjch1poirRUbnWc6WQjZKHa0rC7LVflFpHmhkIPuPiupheqiO36qaUgVKVdNXvt9rNHGTZpvNIVLSUDoyCZu5a5F8gTFHnO6whV32wIYdd60N57bes2nwYAcrqZyde7uwrZBZETNoI715ayZXcHvr6rVtYAxp1Dasdp3t8Bd1XZvN9/Zlxi5tab18PMt7i2EstwEkt2PI/8ZAHtK1TINO54mXiaXTsTxVxpLzkHFdnLDFn6WwqzOp4DCgBIoYGqE2U8TD1OMUQVH2VLmaJ8BH0Y3OSb0eHDD/H6AW1ISGVCvNHBxWmtEJyj+L9roSxfB66XM1Tze1Fy9M3TiF2eCrtfSDqPx/e2/JLch8nia9NSzUbsIQKgQlp0Aei/hn/8PWPiX2bO9P80pOQRKUQtW2bn/PtTPXtXdd+9Vdew7vSP+BXL8ptSJlIeDbyXhpaolXZ9LJtR6L0WXk1WaTpuPgyUMHnrptec81D290X369v3M8hWzfMvc28QB9HcKO+2qjYhQAIoKbZtLRAFOGjpnCCmuwPJ8jdh0X033uIaGvwYqz3cjMz+Rmz+TOSHEV5j3+aFFexgFrId5mQl3L0bTDel6GeIBSMDK5xuI12UJW7guYvuh1X+DsWR9e9bdHp6NR1VX+4WtHQ8vDaiVFveXw6eRyhVwTaI+NMaawo5iaTdbD3MQPUkVH2MQMrv/Y+qSKV1lCgAS2yr3kI+SLoAusBJsgUcPUq/i0nGz1DeQGnh0gXQNw4Off5SAace6749A5Ds3jcPy/zhqgyQCBQTAQvMGwuZX8c0df1B3vOd1DgB7Yc7Z1gF8PBXL9C6J7VWMxefe5qSkEkKSZF0/C6OPUy9JBmj9s4mTzndkB+NdvPn/vjp4XegiqB/J/8f4b51uwoAFT9RkMDYqztgQzGFKjktEFq1GOusoW8XL3QjEJ6/7GkzXCfLCBCvDqiWAKIdzaJ/IRo7DLqMtv+dhEbKWB0+WSPx46MBpr2/+ta67+58tSGk/aFUsVYr5ocetHx6LDHmjTGCrfHukPtAa0IyuCrQFde1/3jNWlk126obQyrSc3p5PmTs/K68djBrXKb3QECAUZWLqxo+ea1Vm/uLbF01HMmkyrUu1bQr6t/StvmEwwynjlz30jlljJ1bvKHC3Ork6kCVrnczuFbN4UTGEs/EHE23+A8EUWXFnHwiyxaTob1ZeJzTOIIjeHkIZFpZgY8C+3DFUdcz1qVI074YDtezt/YQpKmuHkF8mKVBG0gfwBZ8/4Axk7p/OXgumtLXWsUD8u+Uj/+kPDXm9d6eHskoEWx/Kls9+q1zTjBLG7Y+c/bcM+e/fc2/AueiUCUh6wrB5zNRJPATswIHzFABe84ZhoEfqrrX8ZNX4+uvrO7y6aWNM1P19zcHHLdV0Tk+2dkxMdjbaTBxvPIKWH2lr7h9pLOHY490rlXngYtdUP0mBTfaQCxFPTMQ7RlU1HLRaQTZbhDTNhV7++DHsRVKtZQPfL5zS5HAYqUstn/sqJ872oRZ+MC0MUCzp0p7//yoFIm5WhCFLBKGiX1ho0c5w97Zd61zk53tE1PtlO7bplbYLltCaHyR4wMrTgK3aQ916ko1V9PIX0MT+fk8ugsfACDr0bgY84PpNIGBFbPYFzckYvS4f77cs1DQVDpHNBTu51iZpe7LTmMOd7yMmRp1hHNhzJebTyyg8XjyNUKPSeTDCQc3E8XzkPkxzrYXglJqAq+HIl/E49vPBfcBunlWpZ3qur/KiS0Duq/YcHUf8NoLvml3mVASL4yDJQBSBLodHejNO7y6tdqaV3qw822Wbq1RdP8r5D/7zvbFi1DTIFwjIj4LFaLG+5Ds+YTmcWCX7T9EhXCPOPLCLS86Y+PTjQvCRtGA3PkoGu5YnW/sSQpVnuTYmK0kt4ZRtenYYM6u+62F/xKO/iYhx1kl4bapkCqW4gmHawGl9LILGhgOTk9yM5abwFf3JDw/Ew1ojLHTUxA/eOFNf0ZjXh4cHB0NqDg+6GPAlNYpELemcNeWO9dNnIiCnWEYh1hXQdl90x3PDLaAyy4EO1MYjqsNCdknsGTgEvH0GkQnK3XN3dssjdRi3+/oaMtFUJ1bIkdUH/Lb98T766Lsh399UNkX1m/K/46gViQeLYIuVO+hAPppA8FuXHrpHyY9cszI9ZRSU/0Mh22ZtZ67vkx/7iL95DfoyiOg6Wbzjw+P7WzoMnbrju8X2tlVlDdry7daJgM2YmukoTBSt84+rTHx3o+WD52qu//ZGBJR8sf6jnqrFkZNVVK9AxEVl5ldTPD1buowDqZzPf9xSYOt+/7S/x/X5h1d/N9//aNZr5/sXU4F34PqJcG0NLOjvcDX2wRFxOxPtDgyvHU1sx339bE1matWQw39+czyyLG+C5A0/d3se7kq7KhkYW9bW6cuwKd0b0w7dPHyjtGsvwmO//ZGl/dnQH5rCV+8gXajKsc1gXG8McNgpymIkZAv1sZ8xFCcm6AJIS/7QOtEqdb5X4pzAsTY3vxmHf7zUW5AKqYeS6Xpla3p3EYteEJMf6cYQESyy//Z7Ngd7e/jhrCbudETPzDiJbebouN/gVT0YKj0hklkdUYUtdkJUf1djs7rEam635H+KkFE/cU/M/QR7NPCIHrDzjYlIMqSKZ2rNuiEaNi4wYGwjyBne/YagaEa36j02Yh56peR7mr5+/iDRd1NVgHZMRJxFHZBR6i1NriCaQw7EvdDTertZWu8rpNrM0AieD/qSVwSTJ3xGffemdruaq7JIgT8qVDGeorxt8g3gL9b8fvDGfR0w28oi9IkIkVBImXy+iiZn535qiiF1q0V0kSCn5x3fADrx0wSYlAF/Hyb8Bo4Cjm8AIBcr4VsO08FqyagZwSkoBbpqKCeem0L8F6UXR/d98t/eRdSTeKu38+Hh2fV/ayFEKTsnGxMmCtyWkD3QOjw53BrIbPzIRXSXGdQqKJOWcQhksDaa9WbcQ7Fo1uqorCJ1D+1eGeJPZkIg7fAa5xWlVW8NWZ8xt98bFdd3i7qEopzXwvMFlsnn1coPZoLb69K6o2+6Ji2urz+LP/Zr4OHUEtIF7a89FaTSq9gjwJTBSMakSdeNMIJY+4+tzqOoVKhyiM/VlynDFtCiviQeZ6FlpksjNZs9kNfW1m4n3c5HqzEldnOgvDAcY60ES4uOs1pcq2gc/0OfdrdNj1bycdVRn1GcYKRbwbLJd77Zo5DJWRh+Mp3QIRQdXXTcGv1tl+s/XN1Z5vhoLqEz198uVcrnBL8nrehzfI59DuGJ3za7ZUDW45yI2ibwu0R9iaUt/bTkkQgaLwnDVRW/ICUo+UP1eTr9YzG5RDrRQnI/evYCnBg9yZwOfGdtwaNgjdR8ZtjaAAMWWYj1q521GCTs/toNoVFQUyyVIQYw2FvtJuVByBvU7Xs9PTwseV5m49bho8LhlHl+ZmBI5Ebg94X4Pa+1nh+aToVbzq4uzoYtOqtmOvLGCq8mj60y11A9BzkCSpip/oDWhpYWWpUENXfmDTA5ZeyYQwQsmvieTfYdU2VPBQMrKkIdptcaovvBjnAelOYNAhvRutQx1hqKVGm52r8VCfILTIIrB8HhcfXNv0y+i/i0DD9TswO7QJuNxIVomloqsQ2hVCxTZ1iZ0lImYqBJJYUl/rl9Is3xfW3nu+zPoGEdHUY0LbQJpCvSbhpRD9exnLBZbmDuV8qX15ClOpEoZHXzNi/y6lv+WyetZUzI0X0zCi8iqqUi/KFP8hhY8nZlMl0+g7ieIOyje35XJdqJPv1bSSD8C4aydJY8QxKOkypoKBJI2lpwmia8R0qSQsjHkw6zbOS9LwqlUzv7HvGQdHhaxNYpisGA5DgsWi5lnZq9ga58oJS/Zjxvp0Z1Izilw53xe9Q4prxoVldWkqonlysQWkRfxM1WkkXWngM/HIup0DNe52Ug/TpT2a+ah9gI9w8LFiVbkqrG+aefXheAk60V+iw3MWMNkbGPfEfIiKVaSvFUB7W3pRNHFU1/8EqV25KPxvBkq//S6ElpLmXiLU00/9BDJWROheIsJsq/lkRLSpFLFwM7Ks4xKSdJqowaegJ/TWtQyUqZiKi/DKH5GnFJb9JXdkoyMCH8dRTLyg5219YJQqVQDK5o3e46LfqubsZrLxD4kDLXV1W9hdP3MILUKDNZZ3TtXICA/jFeJiNxFT0f995BVx1LU4RW2wXxTTh6rFtTLiQ9foRwZDqfNhPyAykBXzqrMpVQsa1fLf0A+LdPFi7GSTVE5YzHKBbMGxmQWNZn3BQwKkrOYZh8jtlg1CoUxIK2HXIaA+jnyaRADj9Q4OsMHoMDzUCMTysQTx1169ALBMvHtaWWg+blZh8hY+vjG0yUOBLAHG5s8SMth5jeUANKD4mjIG9f+my4lxQQ2NvaHCEr7UC18ILe6I5W0LQRxTlpIctLmIJU8B4cr/6oz4b1oCLdar5JTCuRVj8FNSoQmL3NEzEp/JKl12Owagkq3OEImRibYDRm9y24XZmcVxhCAcE/lXmKKfhSRFi1eVZycYQUEhKXtkpoeAJ1f1D3F2hM+b8LOoqPXh46Vb9cnMtmTdRQ7NweGACCfpH0amfJ5BQD2J8Do3NMzPDE8WsZHKB2neTCMHBbWxbk/wh9QFHF4fv8c97vun0NRBsuFlVaDwUpOc1pGRrQWU6lia4qx1J69MZE5+Ch9HbAB/fy+PytAd23bH/g3bvtDq0O1fX8k18NC/ee9UZNcbooiDrOdbCM3S/cqAu8RvCRhapothtDhmF3mNWbRbXPSBm1nX57F924OVXfXaJj8YrXYFP4X78q4PUmnSi7YdDfJeZPbbHXzkK4QvCvt8SQdavzFzfgLk9UtUFTng94I3pEo4g2KbQX7U1KTWYGt/PZdvpC4rA31wVTrg/9IPIn7YMeCmzqutbMhU67eiZfPPSfMvqsE6YvWkia5YNXX28hD6lremZHaXrkOt/5DMsHkMlk9qFvXql3Vb2hhQSs5KFy8+U1f4HH/FLSQO8hfAR1QzQCGp0HqbE1/FkYFyB2tW28bHLx1S2v9SHx48Latra1b8KetrcUttyG50ABU9pGv0GppT78SGAYrwcRpoIKfBybQBr93tLdXkZA/iT4SwA2/BxTImj4v6ihCZbN1+1pkd5Kjmv5u+Z3EBOiefe3V59DbWewfYepVvBPZ7HM4pIZDHFDj0Uj/q/KrAq9QsFDbJiQ4v8ShUNs2jVz8IDb5yoVV5LJZP3G9p308Q8NYwOTSKRSky6kK5Nz84LCvELbSlEJG0gp5qNDjmzww4P13xizt6sOgowNveDD7DK1++y1aff4Sqvf8aeKXpTVdftn1KpaglYrPh50Gf8beOajiVbTaZrLa5QqNmon2bZn9jDWAdwgKWO0BfK3AbDsai15k/8dpH1gFJo50DpSJu0XOqVmaSCzVkMDMRvDa32xWUyzD1LTf2VmGwRP9Wq3MPz6AXGbsiAzJ7BzeTgc/iC5IwUfETs9K27xIj6Yv3uaoeVHIO0mQAy5+3u843v7owmtKafsjXnn55Y1SYednt8dHe4sWFgmLUSvUvpa+bHZ5XA9VCGjI8O8qv4dHcflSe1V4khDhdqUp6MDbk204eOTqFpXJZdVY/FZcYffYPd1THTvwXmWOoElZ+Rz6EdKa2t4RIA/6wOt19jpQ2xdhAMa6y8RjRzm7nWs5SXxI2spDXd0cAQAO8iTXVp9m2sqwayadpoO1YGNzyrNbVOrW9krTT28Zimj62bR4C4Pqzh5TeGuPpo0SBqSNPP4xd5jfI6FOXKnFYyRfFJKqBVTI73fs/9pV627f2hVQ87GVN3zruuBwT5JX0ASpUDNcsNCfHt2z3A2NpaUr41vvXButVLThnpS9kE8bzKkVqeSypBk+vvXL1y+LDH/gjkfWDz368CevFJVqrUrQ2fWuiIlRCVzHZR8dUtv1qsL2j+/JDbfYGASadn9iwuftGsfPj9f2swAh5B9XQGd9pPprG3r0w/Qp4iqgB2HiKpFx8j6nHr2Y1pPEY9Kgze9o0VMmbjnKtHTSzWxXJyota5dJ4ltWhoaF4pPSJLVd1hYu5MM7rvUrl0JlD1QugQoRMhSUrYCy5VC2DMp6oawIZQUoa4GyPJTloDIJlQmojENlDCqjUOaBpBuyqO08+Te2Z34PkYV/sL5JTnMudvFGmzDfWCdj6oL4OfZQLRNbIL/feeDxfR94dE+rZ8mW7txYm7N45Rev2P2ZrSlX61i+c3OPr/KaPtYdmxgzxJen+1c5LS0jLcnlSdOl27dugevX3LEpE588NFrcMt7vsS8Z3lBYedNUNjlxzYrU2pEVDnff+Eai09ca0g/3ugvppDW2dfZ4oLOQtVqyxU7fyrGJ6vPbqbnfErcTn5bi197TQA+P4sg1PCoqGcth/ibfw/Qt0k6jtfD04qlFvijgTNzuG9g3Mnl1r93bv2907b4e63OcOWyzBC2c2hq04IeGYf+qm9Zls2tvHBw8tCFX2HBwoDicNhpSg4WuVQmNKT0o4aPk3Gvk1+kswmmW08AAjwM0dcPj04yAZjkM1vBeFcWFuykgHkEpdfawwxPSkCz5WaXWIZUpRs4heqoQDDz1WxyrVQhGNfi/DAhCfQAAeJylkcFqGzEQhn/ZTkygLYVQCCWHOQVK8GKb3HqyTXNLDg744JvildfCu5aR1j7kQQK995LH6KVvkEfIMe/QfzdKcCE9hOwi6Zt/RtJoBsBn/IHC09fHPLLCIX5HbqCNh8hNHKovkVv4qH5E3sMHVUTep34buY3vjWPuUq0DWml9QsUKJ/gZuYFPuI/cpP4YuYWv6lvkPRypq8j71G8it7FVv3AHYe5d9HBGuoDFDB4OgWOOktqI5LGuZ03FklZI6Bkg5y8YU8uwoC/UluFqGL3lnDISd9Lv9s7kws68C25eysj5tfO6tG6VyCDPZWyzRRlkbILxW5NyzzkmvHrKSy5xStK8yuKax1p0MGQSeVWU88loOrg8HencXnvbGbqcYpVChg0jNOMxNtkm1/59Z/4vuk/XTiDNSf34EAslLG3CAgsdxge+WHpJV95y4L+RwlHVWXOUdU9SXljUT11Sq/pWeRZUX+9oVtsb9vQ5esa1oK2ZsK37l7xkITaIltLr1BTaL8XNpVyYnWZm3m3WlTxzxVqvrAkJ/gLYP5JvAAB4nG2cZaAct7KEd5hnwszM8ao1FD4wE2bmmGI7cXwcQ5iZmZmZmZmZmZmZ8TnX5e7z4+VHJB/b+nZnVFXdiu7tmJ3//fNP3Dmk8//8ky0x5V9Gx+xYHafjd4JO1Ik7SSftZJ3pOtN3ZuzM1Jm5M0tn1s5sndk7c3Tm7MzVmbszX2f+zkKdhTuLdBbtLNZZvLNEZ8nOUp2lO8t0lu0M6XQ7qkOdvFN0yk7VqTvLdZbvrNDp7zSdtrNqZ7XO6p01Omt21uqs3Vmns25nvc76nQ06G3Y26mzc2aSzaWezzuadLTpbdrbqbN3ZtnNw56LOiZ1TDdOwDNtwDNfwDN8IjNCIjNhIjNTIjOmM6Y0ZjBmNmYyZO5cYsxizGrMZsxtzGHMacxlzG/MY8xrzGfMbCxgLGgsZCxuLGIsaixmLG0sYSxpLGUsbyxjLGkOMrqEMMrSRG4VRGpVRG8sZyxsrGCsaKxkrG6sYPUav0Wf0G43RGqsaqxmrG2sYaxprGWsb6xjrGusZ6xsbGBsaGxkbG5sYmxqbGZsbWxhbGlsZWxvbGNsa2xlDjWHGcGOEMdLY3hhljDbGGDsYOxpjjZ2MccaAMd7Y2ZhgTDQmGZONXYxdjd2M3Y09jD2NvYy9jX2MfY39jP2NA4wDjYOMg41DjEONw4zDjSOMI42jjKONY4xjjeOM440TjBONk4yTjVOMU43TjNONM4wzjbOMs41zjHON84zzjQuMC42LjIuNS4xLjcuMy40rjCuNq4yrjWuMa43rjOuNG4wbjZuMm41bjFuN24zbjTuMO427jLuNe4x7jfuM+40HjAeNh4yHjUeMR43HjMeNJ4wnjaeMp41njGeN54znjReMF42XjJeNV4xXjdeM1403jDeNt4y3jXeMd433jPeND4wPjY+Mj41PjE+Nz4zPjS+ML42vjK+Nb4xvje+M740fjB+Nn4yfjV+MX43fjN+NP4w/jb+Mv41/jH/NjmmYpmmZtumYrumZvhmYoRmZsZmYqZmZ05nTmzOYM5ozmTObs5izmrOZs5tzmHOac5lzm/OY85rzmfObC5gLmguZC5uLmIuai5mLm0uYS5pLmUuby5jLmkPMrqlMMrWZm4VZmpVZm8uZy5srmCuaK5krm6uYPWav2Wf2m43Zmquaq5mrm2uYa5prmWub65jrmuuZ65sbmBuaG5kbm5uYm5qbmZubW5hbmluZW5vbmNua25lDzWHmcHOEOdLc3hxljjbHmDuYO5pjzZ3MceaAOd7c2ZxgTjQnmZPNXcxdzd3M3c09zD3Nvcy9zX3Mfc39zP3NA8wDzYPMg81DzEPNw8zDzSPMI82jzKPNY8xjzePM480TzBPNk8yTzVPMU83TzNPNM8wzzbPMs81zzHPN88zzzQvMC82LzIvNS8xLzcvMy80rzCvNq8yrzWvMa83rzOvNG8wbzZvMm81bzFvN28zbzTvMO827zLvNe8x7zfvM+80HzAfNh8yHzUfMR83HzMfNJ8wnzafMp81nzGfN58znzRfMF82XzJfNV8xXzdfM1803zDfNt8y3zXfMd833zPfND8wPzY/Mj81PzE/Nz8zPzS/ML82vzK/Nb8xvze/M780fzB/Nn8yfzV/MX83fzN/NP8w/zb/Mv81/zH+tjmVYpmVZtuVYruVZvhVYoRVZsZVYqZVZ01nTWzNYM1ozWTNbs1izWrNZs1tzWHNac1lzW/NY81rzWfNbC1gLWgtZC1uLWItai1mLW0tYS1pLWUtby1jLWkOsrqUssrSVW4VVWpVVW8tZy1srWCtaK1krW6tYPVav1Wf1W43VWqtaq1mrW2tYa1prWWtb61jrWutZ61sbWBtaG1kbW5tYm1qbWZtbW1hbWltZW1vbWNta21lDrWHWcGuENdLa3hpljbbGWDtYO1pjrZ2scdaANd7a2ZpgTbQmWZOtXaxdrd2s3a09rD2tvay9rX2sfa39rP2tA6wDrYOsg61DrEOtw6zDrSOsI62jrKOtY6xjreOs460TrBOtk6yTrVOsU63TrNOtM6wzrbOss61zrHOt86zzrQusC62LrIutS6xLrcusy60rrCutq6yrrWusa63rrOutG6wbrZusm61brFut26zbrTusO627rLute6x7rfus+60HrAeth6yHrUesR63HrMetJ6wnraesp61nrGet56znrResF62XrJetV6xXrdes1603rDett6y3rXesd633rPetD6wPrY+sj61PrE+tz6zPrS+sL62vrK+tb6xvre+s760frB+tn6yfrV+sX63frN+tP6w/rb+sv61/rH/tjm3Ypm3Ztu3Yru3Zvh3YoR3ZsZ3YqZ3Z09nT2zPYM9oz2TPbs9iz2rPZs9tz2HPac9lz2/PY89rz2fPbC9gL2gvZC9uL2Ivai9mL20vYS9pL2Uvby9jL2kPsrq1ssrWd24Vd2pVd28vZy9sr2CvaK9kr26vYPXav3Wf3243d2qvaq9mr22vYa9pr2Wvb69jr2uvZ69sb2BvaG9kb25vYm9qb2ZvbW9hb2lvZW9vb2Nva29lD7WH2cHuEPdLe3h5lj7bH2DvYO9pj7Z3scfaAPd7e2Z5gT7Qn2ZPtXexd7d3s3e097D3tvey97X3sfe397P3tA+wD7YPsg+1D7EPtw+zD7SPsI+2j7KPtY+xj7ePs4+0T7BPtk+yT7VPsU+3T7NPtM+wz7bPss+1z7HPt8+zz7QvsC+2L7IvtS+xL7cvsy+0r7Cvtq+yr7Wvsa+3r7OvtG+wb7Zvsm+1b7Fvt2+zb7TvsO+277Lvte+x77fvs++0H7Afth+yH7UfsR+3H7MftJ+wn7afsp+1n7Gft5+zn7RfsF+2X7JftV+xX7dfs1+037Dftt+y37Xfsd+337PftD+wP7Y/sj+1P7E/tz+zP7S/sL+2v7K/tb+xv7e/s7+0f7B/tn+yf7V/sX+3f7N/tP+w/7b/sv+1/7H+djmM4pmM5tuM4ruM5vhM4oRM5sZM4qZM50znTOzM4MzozOTM7szizOrM5sztzOHM6czlzO/M48zrzOfM7CzgLOgs5CzuLOIs6izmLO0s4SzpLOUs7yzjLOkOcrqMccrSTO4VTOpVTO8s5yzsrOCs6KzkrO6s4PU6v0+f0O43TOqs6qzmrO2s4azprOWs76zjrOus56zsbOBs6GzkbO5s4mzqbOZs7WzhbOls5WzvbONs62zlDnWHOcGeEM9LZ3hnljHbGODs4OzpjnZ2ccc6AM97Z2ZngTHQmOZOdXZxdnd2c3Z09nD2dvZy9nX2cfZ39nP2dA5wDnYOcg51DnEOdw5zDnSOcI52jnKOdY5xjneOc450TnBOdk5yTnVOcU53TnNOdM5wznbOcs51znHOd85zznQucC52LnIudS5xLncucy50rnCudq5yrnWuca53rnOudG5wbnZucm51bnFud25zbnTucO527nLude5x7nfuc+50HnAedh5yHnUecR53HnMedJ5wnnaecp51nnGed55znnRecF52XnJedV5xXndec1503nDedt5y3nXecd533nPedD5wPnY+cj51PnE+dz5zPnS+cL52vnK+db5xvne+c750fnB+dn5yfnV+cX53fnN+dP5w/nb+cv51/nH/djmu4pmu5tuu4ruu5vhu4oRu5sZu4qZu507nTuzO4M7ozuTO7s7izurO5s7tzuHO6c7lzu/O487rzufO7C7gLugu5C7uLuIu6i7mLu0u4S7pLuUu7y7jLukPcrqtccrWbu4VbupVbu8u5y7sruCu6K7kru6u4PW6v2+f2u43buqu6q7mru2u4a7pruWu767jruuu567sbuBu6G7kbu5u4m7qbuZu7W7hbulu5W7vbuNu627lD3WHucHdE5wZ3pLt951Z3VOemzs3u6M6h7hh3B3dHd6y7kzvOHXDHuzu7E9yJ7iR3sruLu2vnV3c3d3d3D3dPdy93b3cfd193P3d/9wD3QPcg92D3EPdQ9zD3cPcI90j3KPdo95jOue6x7nHu8e4J7onuSe7J7inuqe5p7unuGe6Z7lnu2e457rmd0zqXdc7onO6e17m4c4J7vntB5yz3ws5JnZPdi9yL3UvcS93L3MvdK9wr3avcq91r3Gvd69zr3RvcG92b3JvdW9xb3dvc29073Dvdu9y73Xvce9373PvdB9wH3Yfch91H3Efdx9zH3SfcJ92n3KfdZ9xn3ec6t7vPuy+4L7ovuS+7r7ivuq+5r7tvuG+6b7lvu++477rvue+7H7gfuh+5H7ufuJ+6n7mfu1+4X7pfuV+737jfut+537s/uD+6P7k/u7+4v7q/ub+7f7h/un+5f7v/uP96Hc/wTM/ybM/xXM/zfC/wQi/yYi/xUi/zpvOm92bwZvRm8mb2ZvFm9WbzZvfm8Ob05vLm9ubx5vXm8+b3FvAW9BbyFvYW8Rb1FvMW95bwlvSW8pb2lvGW9YZ4XU955Gkv9wqv9Cqv9pbzlvdW8Fb0VvJW9lbxerxer8/r9xqv9Vb1VvNW99bw1vTW8tb21vHW9dbz1vc28Db0NvI29jbxNvU28zb3tvC29Lbytva28bb1tvOGesO84d4Ib6S3vTfKG+2N8XbwdvTGejt547wBb7y3szfBm+hN8iZ7u3i7ert5u3t7eHt6e3l7e/t4+3r7eft7B3gHegd5B3uHeId6h3mHe0d4R3pHeUd7x3jHesd5x3sneCd6J3kne6d4p3qnead7Z3hnemd5Z3vneOd653nnexd4F3oXeRd7l3iXepd5l3tXeFd6V3lXe9d413rXedd7N3g3ejd5N3u3eLd6t3m3e3d4d3p3eXd793j3evd593sPeA96D3kPe494j3qPeY97T3hPek95T3vPeM96z3nPey94L3oveS97r3iveq95r3tveG96b3lve+9473rvee97H3gfeh95H3ufeJ96n3mfe194X3pfeV9733jfet9533s/eD96P3k/e794v3q/eb97f3h/en95f3v/eP/6Hd/wTd/ybd/xXd/zfT/wQz/yYz/xUz/zp/On92fwZ/Rn8mf2Z/Fn9WfzZ/fn8Of05/Ln9ufx5/Xn8+f3F/AX9BfyF/YX8Rf1F/MX95fwl/SX8pf2l/GX9Yf4XV/55Gs/9wu/9Cu/9pfzl/dX8Ff0V/JX9lfxe/xev8/v9xu/9Vf1V/NX99fw1/TX8tf21/HX9dfz1/c38Df0N/I39jfxN/U38zf3t/C39Lfyt/a38bf1t/OH+sP84f4If6S/vT/KH+2P8Xfwd/TH+jv54/wBf7y/sz/Bn+hP8if7u/i7+rv5u/t7+Hv6e/l7+/v4+/r7+fv7B/gH+gf5B/uH+If6h/mH+0f4R/pH+Uf7x/jH+sf5x/sn+Cf6J/kn+6f4p/qn+af7Z/hn+mf5Z/vn+Of65/nn+xf4F/oX+Rf7l/iX+pf5l/tX+Ff6V/lX+9f41/rX+df7N/g3+jf5N/u3+Lf6t/m3+3f4d/p3+Xf79/j3+vf59/sP+A/6D/kP+4/4j/qP+Y/7T/hP+k/5T/vP+M/6z/nP+y/4L/ov+S/7r/iv+q/5r/tv+G/6b/lv++/47/rv+e/7H/gf+h/5H/uf+J/6n/mf+1/4X/pf+V/73/jf+t/53/s/+D/6P/k/+7/4v/q/+b/7f/h/+n/5f/v/+P8GncAIzMAK7MAJ3MAL/CAIwiAK4iAJ0iALpgumD2YIZgxmCmYOZglmDWYLZg/mCOYM5grmDuYJ5g3mC+YPFggWDBYKFg4WCRYNFgsWD5YIlgyWCpYOlgmWDYYE3UAFFOggD4qgDKqgDpYLlg9WCFYMVgpWDlYJeoLeoC/oD5qgDVYNVgtWD9YI1gzWCtYO1gnWDdYL1g82CDYMNgo2DjYJNg02CzYPtgi2DLYKtg62CbYNtguGBsOC4cGIYGSwfTAqGB2MCXYIdgzGBjsF44KBYHywczAhmBhMCiYHuwS7BrsFuwd7BHsGewV7B/sE+wb7BfsHBwQHBgcFBweHBIcGhwWHB0cERwZHBUcHxwTHBscFxwcnBCcGJwUnB6cEpwanBacHZwRnBmcFZwfnBOcG5wXnBxcEFwYXBRcHlwSXBpcFlwdXBFcGVwVXB9cE1wbXBdcHNwQ3BjcFNwe3BLcGtwW3B3cEdwZ3BXcH9wT3BvcF9wcPBA8GDwUPB48EjwaPBY8HTwRPBk8FTwfPBM8GzwXPBy8ELwYvBS8HrwSvBq8FrwdvBG8GbwVvB+8E7wbvBe8HHwQfBh8FHwefBJ8GnwWfB18EXwZfBV8H3wTfBt8F3wc/BD8GPwU/B78Evwa/Bb8HfwR/Bn8Ffwf/BP+GndAIzdAK7dAJ3dAL/TAIwzAK4zAJ0zALpwunD2cIZwxnCmcOZwlnDWcLZw/nCOcM5wrnDucJ5w3nC+cPFwgXDBcKFw4XCRcNFwsXD5cIlwyXCpcOlwmXDYeE3VCFFOowD4uwDKuwDpcLlw9XCFcMVwpXDlcJe8LesC/sD5uwDVcNVwtXD9cI1wzXCtcO1wnXDdcL1w83CDcMNwo3DjcJNw03CzcPtwi3DLcKtw63CbcNtwuHhsPC4eGIcGS4fTgqHB2OCXcIdwzHhjuF48KBcHy4czghnBhOCieHu4S7hruFu4d7hHuGe4V7h/uE+4b7hfuHB4QHhgeFB4eHhIeGh4WHh0eER4ZHhUeHx4THhseFx4cnhCeGJ4Unh6eEp4anhaeHZ4RnhmeFZ4fnhOeG54XnhxeEF4YXhReHl4SXhpeFl4dXhFeGV4VXh9eE14bXhdeHN4Q3hjeFN4e3hLeGt4W3h3eEd4Z3hXeH94T3hveF94cPhA+GD4UPh4+Ej4aPhY+HT4RPhk+FT4fPhM+Gz4XPhy+EL4YvhS+Hr4Svhq+Fr4dvhG+Gb4Vvh++E74bvhe+HH4Qfhh+FH4efhJ+Gn4Wfh1+EX4ZfhV+H34Tfht+F34c/hD+GP4U/h7+Ev4a/hb+Hf4R/hn+Ff4f/hP9GnciIzMiK7MiJ3MiL/CiIwiiK4iiJ0iiLpoumj2aIZoxmimaOZolmjWaLZo/miOaM5ormjuaJ5o3mi+aPFogWjBaKFo4WiRaNFosWj5aIloyWipaOlomWjYZE3UhFFOkoj4qojKqojpaLlo9WiFaMVopWjlaJeqLeqC/qj5qojVaNVotWj9aI1ozWitaO1onWjdaL1o82iDaMNoo2jjaJNo02izaPtoi2jLaKto62ibaNtouGRsOi4dGIaGS0fTQqGh2NiXaIdozGRjtF46KBaHy0czQhmhhNiiZHu0S7RrtFu0d7RHtGe0V7R/tE+0b7RftHB0QHRgdFB0eHRIdGh0WHR0dER0ZHRUdHx0THRsdFx0cnRCdGJ0UnR6dEp0anRadHZ0RnRmdFZ0fnROdG50XnRxdEF0YXRRdHl0SXRpdFl0dXRFdGV0VXR9dE10bXRddHN0Q3RjdFN0e3RLdGt0W3R3dEd0Z3RXdH90T3RvdF90cPRA9GD0UPR49Ej0aPRY9HT0RPRk9FT0fPRM9Gz0XPRy9EL0YvRS9Hr0SvRq9Fr0dvRG9Gb0VvR+9E70bvRe9HH0QfRh9FH0efRJ9Gn0WfR19EX0ZfRV9H30TfRt9F30c/RD9GP0U/R79Ev0a/Rb9Hf0R/Rn9Ff0f/RP/GndiIzdiK7diJ3diL/TiIwziK4ziJ0ziLp4unj2eIZ4xnimeOZ4lnjWeLZ4/niOeM54rnjueJ543ni+ePF4gXjBeKF44XiReNF4sXj5eIl4yXipeOl4mXjYfE3VjFFOs4j4u4jKu4jpeLl49XiFeMV4pXjleJe+LeuC/uj5u4jVeNV4tXj9eI14zXiteO14nXjdeL1483iDeMN4o3jjeJN403izePt4i3jLeKt463ibeNt4uHxsPi4fGIeGS8fTwqHh2PiXeId4zHxjvF4+KBeHy8czwhnhhPiifHu8S7xrvFu8d7xHvGe8V7x/vE+8b7xfvHB8QHxgfFB8eHxIfGh8WHx0fER8ZHxUfHx8THxsfFx8cnxCfGJ8Unx6fEp8anxafHZ8RnxmfFZ8fnxOfG58XnxxfEF8YXxRfHl8SXxpfFl8dXxFfGV8VXx9fE18bXxdfHN8Q3xjfFN8e3xLfGt8W3x3fEd8Z3xXfH98T3xvfF98cPxA/GD8UPx4/Ej8aPxY/HT8RPxk/FT8fPxM/Gz8XPxy/EL8YvxS/Hr8Svxq/Fr8dvxG/Gb8Vvx+/E78bvxe/HH8Qfxh/FH8efxJ/Gn8Wfx1/EX8ZfxV/H38Tfxt/F38c/xD/GP8U/x7/Ev8a/xb/Hf8R/xn/Ff8f/xP8mncRIzMRK7MRJ3MRL/CRIwiRK4iRJ0iRLpkumT2ZIZkxmSmZOZklmTWZLZk/mSOZM5krmTuZJ5k3mS+ZPFkgWTBZKFk4WSRZNFksWT5ZIlkyWSpZOlkmWTYYk3UQllOgkT4qkTKqkTpZLlk9WSFZMVkpWTlZJepLepC/pT5qkTVZNVktWT9ZI1kzWStZO1knWTdZL1k82SDZMNko2TjZJNk02SzZPtki2TLZKtk62SbZNtkuGJsOS4cmIZGSyfTIqGZ2MSXZIdkzGJjsl45KBZHyyczIhmZhMSiYnuyS7Jrsluyd7JHsmeyV7J/sk+yb7JfsnByQHJgclByeHJIcmhyWHJ0ckRyZHJUcnxyTHJsclxycnJCcmJyUnJ6ckpyanJacnZyRnJmclZyfnJOcm5yXnJxckFyYXJRcnlySXJpcllydXJFcmVyVXJ9ck1ybXJdcnNyQ3JjclNye3JLcmtyW3J3ckdyZ3JXcn9yT3Jvcl9ycPJA8mDyUPJ48kjyaPJY8nTyRPJk8lTyfPJM8mzyXPJy8kLyYvJS8nrySvJq8lrydvJG8mbyVvJ+8k7ybvJe8nHyQfJh8lHyefJJ8mnyWfJ18kXyZfJV8n3yTfJt8l3yc/JD8mPyU/J78kvya/Jb8nfyR/Jn8lfyf/JP+mndRIzdRK7dRJ3dRL/TRIwzRK4zRJ0zRLp0unT2dIZ0xnSmdOZ0lnTWdLZ0/nSOdM50rnTudJ503nS+dPF0gXTBdKF04XSRdNF0sXT5dIl0yXSpdOl0mXTYek3VSllOo0T4u0TKu0TpdLl09XSFdMV0pXTldJe9LetC/tT5u0TVdNV0tXT9dI10zXStdO10nXTddL1083SDdMN0o3TjdJN003SzdPt0i3TLdKt063SbdNt0uHpsPS4emIdGS6fToqHZ2OSXdId0zHpjul49KBdHy6czohnZhOSienu6S7prulu6d7pHume6V7p/uk+6b7pfunB6QHpgelB6eHpIemh6WHp0ekR6ZHpUenx6THpselx6cnpCemJ6Unp6ekp6anpaenZ6RnpmelZ6fnpOem56XnpxekF6YXpRenl6SXppell6dXpFemV6VXp9ek16bXpdenN6Q3pjelN6e3pLemt6W3p3ekd6Z3pXen96T3pvel96cPpA+mD6UPp4+kj6aPpY+nT6RPpk+lT6fPpM+mz6XPpy+kL6YvpS+nr6Svpq+lr6dvpG+mb6Vvp++k76bvpe+nH6Qfph+lH6efpJ+mn6Wfp1+kX6ZfpV+n36Tfpt+l36c/pD+mP6U/p7+kv6a/pb+nf6R/pn+lf6f/pP9mnczIzMzK7MzJ3MzL/CzIwizK4izJ0izLpsumz2bIZsxmymbOZslmzWbLZs/myObM5srmzubJ5s3my+bPFsgWzBbKFs4WyRbNFssWz5bIlsyWypbOlsmWzYZk3UxllOksz4qszKqszpbLls9WyFbMVspWzlbJerLerC/rz5qszVbNVstWz9bI1szWytbO1snWzdbL1s82yDbMNso2zjbJNs02yzbPtsi2zLbKts62ybbNtsuGZsOy4dmIbGS2fTYqG52NyXbIdszGZjtl47KBbHy2czYhm5hNyiZnu2S7Zrtlu2d7ZHtme2V7Z/tk+2b7ZftnB2QHZgdlB2eHZIdmh2WHZ0dkR2ZHZUdnx2THZsdlx2cnZCdmJ2UnZ6dkp2anZadnZ2RnZmdlZ2fnZOdm52XnZxdkF2YXZRdnl2SXZpdll2dXZFdmV2VXZ9dk12bXZddnN2Q3ZjdlN2e3ZLdmt2W3Z3dkd2Z3ZXdn92T3Zvdl92cPZA9mD2UPZ49kj3qTx40Z0i0URpo6VkMwdjHi96tpv68x5hgLjCXGCmONsQdjL8Y+jP0YG4zt1LEGvwa/BrcGtwa3BrcGtwa3BrcGtwa3BrcGtwa3bp11Rw9MGOcM/PfvqT/rwXfuAbsH7B6we8DuAbsH7B6we8DuAbsH7B6wexpn4/8xJwuzF9+3F+xesHvB7gW7F+xesHvB7gW7F+xesHvB7gW7F9+7F8+7D8+7D/w+8PvA7wO/D/w+8PvA7wO/D/w+8PvA7wO/D/w+8PvA7we/H/x+8PvB7we/H/x+8PvB7we/H/x+8PvB7we/H/x+8PvBb8BvwG/Ab8BvwG9yd9XhQycMjHNH/W/AT0FvQG9Ab0BvQG9Ab0BvQG9Bb0FvQW9Bb0Fv8e1bfPsW374Fv53KV0OGYOxiVBgJo8aYYywwlhgrjNPW68HYi7EPYz/GBuPU76O64HfB74LfBb8Lfhf8Lvhd8LtYv4v1u1i/i/UV1ldYX2F9hfUV1ldYX2F9hfUVvp/C91P4fgrfT4GvwFfgK/AJfAKfwCfwCXwCn8AncAlcApfAJXAJXAKXwNXganA1uBpcDa4GV4Or8b01+Bp8Db4GX4Ovwdfga/Bz8HPwc/Bz8HPwc/Bz8HPwc/Bz8HPwc/Bz8HPwc/Bz8AvwC/CRWgqppQrwC/AL8AvwC/AL8AvwC/AL8AvwC/AL8EvwS/BL8EvwS/BL8EvwS/BL8EvwS/BL8EvwS/BL8EvwkcoKqayQygqprJDKCqmskMoKqayQygqprJDKCqmskMoKqayQygqprJDKCqmsavCRzgrprJDOCumskM4K6ayQzgrprJDOCumskM4K6axq8HvA7wEfCa2Q0AoJrZDQCgmtkNAKCa2Q0AoJrZDQCgmtkNCqB/we8HvBR0orpLRCSiuktEJKK6S0QkorpLRCSiuktEJKK6S0QkorpLRCSiuktEJKK6S0QkorpLRCSiukskIaK6SxQhorpLFCGiuksUIaK6SxQhorpLFCGiuksUIaK6SxQroqpKtCuiqkq0K6KqSrQrqqBus1WK/BeshXhXxVyFeFfFXIV4V8VchXhXxVyFeFfFXIV4V8VchXhXxVyFeFfFXIVzUtX1vwW/Bb8FvwW/DbqXwakiejBwZ2HDpsYJeRwwd2Goaf9mNsMOJPIz0J6UlIT0J6EtKTkJqE1KRuhbHG2IOxF2MfRnCRqoRUJaQqIVVJqXjEwKRhI8cO7CofGtFKiFZCtBKilBClhCglRCkhSglRSohSQpQSopQQpYQoJUQpIUoJUUqEL41IJUQqIVIJkUqIVEKkEiKVEKmESCVEKiFSCZFKiFJClBKilBClhCglRCkhSglRSohSQpQSopQQpYQoJUQpIUoJUUqIUkKUEqKUEKWEKCVEKSFKCVFKiFJClBKilBClhCglRCkhSglRSohSQpQSopQQpYQoJUQpIUoJUUqIUkKUEqKUEH2E6CNEHyH6qH+IO2n0yElDu/7G4yeOGTswDp8TFkT92h4/ekzXHdhp5Kih034Pnw3NAKEZIDQDhGaA0AxQ/zQWPhvsimBXBLsi2BXBrgh2RbArgl0R7IpgVwS7ItgVwa4IdkWwK4JdEeyKYFcEuyLYFcGuCHZFsCuCXRHsimBXBLsi2BXBrgh2RbArgl0R7Epjb2jsDY29oLEXNPaCxl7Q2Asae0FjL2jsBY29oLEXNPaCxl7QKKs0yiqNskmjbNIomzTKJo29o7F3NPaOxt7RKJs0yiaNskmjbNIomzTKJo2ySaNs0iibNMoljXJJo1zSKJc0yiWNckmjXNIolzTKI43ySKM80iiPNMojjfJIozzSKI80yiON8kijPNIojzTKI43ySKM80iiPNMojjfJIozzSKI80yiON8kijPNIojzTKI43ySKM80iiPNMojjfJIozzSKI80yiON8kijPNIojzTKI43ySKM80iiPNMojjfJIozzSKI80yiON8kijPNIojzTKI43ySKM80iiPNA4xNA4xNMoljUMMjbJJo2zSKJs0yiaNskmjbNIomzTKJo2yScOzNMomjbJJo2zS8C0N39LwLQ3f0vAtDd/S8C0N39LwLQ3f0vAtDd/S8C0N39LwLQ3f0vAtDd/S8C0N39LwLQ3f0vAtDd/S8C0N39LwLQ3f0vAtDd/S8C0N39LwLQ3f0vAtDd/S8C0N39LwLQ3f0vCtHMceOY49chx75Dj2yHHskePYI8exR45jjxzHHjmOPXIce+Q49shx7JGjcMtRuOUo3HIUbjkKtxyFW47CrZlac3T7p37OKWMXo8JIGDXGHGOBscRYYawx9mDsxdiHsR9jgxH8Lvhd8Lvgd8Hvgt8Fvwt+F/wu+F3wu+B3we+C3wW/C34XfAW+Al+Br8BX4CvwFfgKfAW+Al+Br8BX4CvwFfgKfAKfwCfwCXwCn8An8Al8Ap/AJ/AJfAKfwCfwp71/Db4GX4Ovwdfga/A1+Bp8Db4GX4Ovwdfga/A1+Br8HPwc/Bz8HPwc/Bz8HPwc/Bz8HPwc/Bz8HPwc/Bz8HPwC/AL8AvwC/AL8AvwC/AL8AvwC/AL8AvwC/AL8AvwC/BL8EvwS/BL8EvwS/BL8EvwS/BL8EvwS/BL8EvwS/BL8CvwK/Ar8CvwK/Ar8CvwK/Ar8CvwK/Ar8CvwK/Ar8Cvwa/Br8Gvwa/Br8Gvwa/Br8Gvwa/Br8Gvwa/Br8Gvwa/B7we8DvAb8H/B7we8DvAb8H/B7we8DvAb8H/B7we8DvAb8H/F7we8HvBb8X/F7we8HvBb8X/F7we8HvBb8X/F7we8HvBb8X/D7w+8DvA78P/D7w+8DvA78P/D7w+8DvA78FZ2oedhvkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOTOtzmiQMw1ypkHONMiZBjnTIGca5EyDnGmQMw1ypkHONMiZBjnTIGca5EyDnGmQMw1ypkHONMiZBjnTIGca5EyDnGmQMw1ypkHONMiZBjnTIGca5EyDnGmQMw1ypkHONMiZBjnTIGca5EyDnGmQMw1ypkHONMiZBjnTIGca5EyDnGmQMw1ypkHONMiZBjnTIGca5EyDnGmQMw1ypkHONMiZBjnTIGca5EyDnGmQGw1yo0FuNMiNBrnRIDca5EaD3GiQGw1yo0FuNMiNBrnRIDca5EaD3GiQGw1yo0FuNMiNBrnRIDca5ESDfGiQDw3yoUE+NMiHBvnQIB8a5EODfGiQDw3yoUE+NMiHBvnQ9Ezj4nsiHxrkQ4N8aJAPDfKhQT40yIcG+dAgHxrkQ4N8aJAPDfKhQT40yIcG+dAgHxrkQ4N8aJAPDfKhQT40yIcG+dAgHxrkQ4N8aPrA7wO/D/w+8PvA7we/H/x+8PvB7we/H/x+8PvB7we/H/x+8PvB7we/H/x+8PvBb8BvwG/Ab8BvwG/Ab8BvwG/Ab8BvwG/Ab8BvwG/Ab8BvwW/Bb8FrwWvBa8FrwZvat3Zb5G6L3G2Ruy1yt0XutsjdFrnbIndb5G47ZNp6PRh7MfZh7MfYYJz6+VvkbovcbZG7LXK3Re62yN0WOdsiZ1vkbIucbZGzLXK2Ra62yNUWudoiV1vkaotcbZGrLXK1Ra62yNUWudoiV1vkaqum8fD9kKstcrVFrrbI1Ra52iJXW+Rqi1xtkastcrVFrrbI1Ra52iJXW+Rqi1xtkastcrVFrrbI1Ra52iJXW+RqixxtkaMtcrRFjrbI0RY52iI3W+Rmi9xskZstcrNFbrbIzRa52SIvW+Rkm09bF58fudgiF1vkYotcbJGLLXKxRS62yMUWudgiF1vkYotcbJGLLXKxRS62yMUWudgiF1vkYotcbJGLLXKxRS62yMUWudgiF1vkYotcbJGLLXKxRb/Vot9q0W+16Lda9Fst+q0WudkiN1vkZovcbJGbLXKzRW621TQevi9ys0VutsjNFrnZIjdb5GaL3GyRmy1ys0VutsjNFrnZIjdb9Fst+q0WOdqi32qRpy3ytEWetsjTFnnaIk9b5GmLPG2Rpy3ytEWetsjTFnnaIk9b5GmLPG2Rpy3ytEWetsjTFnnaIkdb5GiLHG2Roy1ytEWOtsjRFjnaIj9b5GeL/GyRny3ys0V+tsjNFrnZIjdb5GaL3GyRmy1ys0VutsjNFrnZIjdb5GaL3GyRmy1yskVOtsjJFjnZIidb5GSLfGyRjy3ysUU+tsjHFvnYIh9b5GOLfGyRjy3ysUU+tsjHFvnYIh9b5GOLfGyRjy3ysW3Ba8FDPrbIxRa52CIX22m52ILTgtOC04IztX9VQ6bm55Sxi1FhJIwaY46xwFhirDDWGHsw9mLsw9iPcRq3DbcfM2ryhJEjhk4cPfVH3SKZPG7EyAkThw9M+fGwscnOkwcmjZwwcpcpPxo5An+mnToqjKSDkbsNHzt0pyl/Hj8BIJ824k+W+II1vnA97df4wjW+cI0v3DMkGT4wdmDcTgPjRk4aOmF3/FTZY8dMGIpf4Jn0FO74kROn/Cn8Eo+kB4+kp8ceMTBuFH6B59CDj9eDj9eLj9WLj9WLj9WLj9WLj9ULZi8gvYD04rn3Yv2p+1l1uxSMnDhpzE5DJ+ERdqcmuOpq/ImpnaTCdeMpow6GTpgwsOvYkdtP8v43mzw+/N84Ycyo0ZOm/uaIgV3HTZ0NG5g0OsAfGzFu6hJTTVXhprDCTeEpYx3znxw2ceT/fqi6eTgwYdLogVED44aOjceMm/Tf6x4+aczAuGjkzpPH7DJ07Mhxw0c6owcmTxyZTNkNYwdGjRk+dOy4gUnhf3941IShYyeN5+mwSf9bFf9dVeG/q04ZFUbCqDHmGAuMJcYKY42xB2Mvxj6M/RgbjFPfJ/47q8J/Z50ygl+C32C9Bus1WK/Beg3Wa7Bei/VarNdivRbrtfg+betvOKUo/e+f/yZdTIbwhKZN1LSJ/m/irqamaITc1bpVrqcOedcdPmbC8LFT31Pe1/e/nxKFA+NHjhs2eezYkVOfdTm1ZpgylhgrjDXGHoy9GPsw9mNsME79rn14d314d314d314d314d314d314d314d314d314d314d314d314d30l1imxDr5HH74HzsZ6Sh4rjDXGnqnj1Bp9yvi/z9viLKxt+NcKI00dp7yjdYbuNHLtkcsMmTbpTpuoaZN82qSYNimnTappkzqY9teH8KzLM8Uz4pnmWc6zgme8nuL1FK+neD3F6yleRfEqquQZr0e8HvF6xOsRr0f8+YhXJl6ZeGXN62leT/N6mtfTvIrmVXTFM/58Oa+X83o5r5fzejl/vpxXznnlnD9fzisXvF7BqxS8SsGrFLxKwauU/KlKXqXkT1XyeiWvV/IqpazC37fkT1XxyhWvXPHKFa9c8coVf9KKGRWvXPHKNa9X83o1r1fzKjWvUvMnrXm9ug55Z3dlqmRKMs1lWsi0lGklU1m3O0SmgugKoiuIrpaprNuVdbuyrpJ1laygZAUln1fJ51WyrpJ1laxLsi7J5yX5vCQ0EhoJjYRGQiOhkdC00LTQtNC00LTQtNC00LTQtNC00HKh5ULLhZYLLRdaLrRcaLnQcqHlQiuEVgitEFohtEJohdAKoRVCK4RWCK0UWim0Umil0EqhlUIrhVYKrRRaKbRKaJXQKqFVQquEVgmtEloltEpoldBqodVCq4VWC60WWi20Wmi10GqhiRNMqVdk2pWpkinJVMs0l2kh01KmlUyFJv6gxB+U+IMSf1DiD/9VszwVmriGEtdQ4hpKXGNKQSxToYmXKPESJV6ixEuUeIkSL1HiJUq8RImXKPESJV6ixEuUeIkSL1HiJUq8RImXKPESJV6ixEuUeIkSL1HiJUq8RImXKPESJV6ixEuUeIkSL1HiJUq8RImXKPESJV6ixECUGIgSA1FiIEoMRImBKDEQJQaixECUGIgSA1FiIEqsQolVKLEKJVahxCqUWIUSq1BiFUqsQok/KPEHJf6gxBSUmIISU1BiCkpMQYkpKDEFJaagxBSUOIESJ1DiBCROQOIEJE5A4gQkTkDiBCROQOIEJE5A4gQkTkDiBCROQOIEJE5A4gQkTkDiBCROQOIEJE5A4gQkTkDiBCROQOIEJE5A4gQkTkDiBCROQOIEJE5A4gQkTkDiBCTyJ5E/ifxJ5E8ifxL5k8ifRP4k8ifRPInmSYROInQSoZMInUToJEInETqJ0CkfhJBvIZonETqJ0EnUTaJuEkmTSJpE0iQ1AUlNQCJpEkmTSJpE0iSSJpE0SeSTSJpE0iSSJol8EnWTqJtE3STqJlE3ibpJJE2iYxIdk+hYi3i1iFeLeLWIV4t4tYhXi3i1iFeLeLUoVotitShWi2K1KFaLYrUoVotitShWi2K1KFaLYrUoVotitShWi2K1KFaLYrUoVotitShWi2K1KFaLYrUoVkt2a1GsFsVqUawWxWpRrBbFalGsFsVqCWwt4tWiWC2K1aJYLYrVok2dD1pBPq9oU0sIa9GmFm1qCWEtMtUiUy0hrEWxWhSrRbFaFKtFsVqiWUs0a9GxFh1r0bEWHWvRsRYda4lmLZLWImktktYiaS2S1iJpLZLWImktktYiaS2S1hLYWtStJbC1VPFaNK9F81o0n0t25yL/XOSfi/xzkX8u8s9F/rnIPxf55yL/XLI7FyfIxQlycYJcnCAXJ8jFCXJxglycIBcnyMUJcnGCXJwgFyfIxQlycYJcnCAXJ8jFCXJxglycIBcnyMUJcnGCXJwgFyfIxQlyifFcTCEXU8jFFHIxhVxMIRdTyMUUcjGFXEwhF1PIJdFzqeJzsYpcrCIXq8jFKnIJ91zCPRcDycVAcjGQXAwkl3DPxUty8ZJcvCQXL8nFS3Lxkly8JBcvycVLcvGSXLwkFy/JxUty8ZJcvCQXL8nFS3Lxkly8JBcvycVLcvGSXLwkFy/JxUty8ZJcvCQXL8nFS3Lxkly8JBcvycVLcvGSXLwkFy/JxUty8ZJcvKQQLynESwrxkkK8pBAvKcRLCvGSQrykEC8pxEsK8ZJCvKQQLynESwrxkkK8pBAvKcRLCvGSQrykEC8pxEsK8ZJCvKQQLynESwrxkkK8pBAvKcRLCvGSQrykEC8pxEsK8ZJCvKQQLynESwrxkkK8pBAvKcRLCvGSQrykEC8pxEsK8ZJCvKQQLynESwrxkkK8pBAvKcRLCvGSQrykEC8pxEsK8ZJCvKQQLynESwrxkkK8pBAvKcRLCvGSQrykEC8pxEsK8ZJCvKQQLynESwrxkkK8pBAvKcRLCvGSQrykEC8pxEsK8ZJCvKQQLynESwrxkkK8pBAvKcRLCvGSQrykEC8pxEsK8ZJCvKQQLynESwrxkkK8pBQvKcVLSvGSUrykFC8pxUtK8ZJSvKQULynFS0rxklK8pBQvKcVLSvGSUrykFC8pxUtK8ZJSvKQULynFS0rxklK8pBQvKcVLSvGSUrykFC8pxUtK8ZJSvKQULynFS0rxklK8pBQvKcVLSvGSUrykFC8pxUtK8ZJSvKQULynFS0rxklK8pBQvKcVLSvGSUrykFC8pxUtK8ZJSvKQULynFS0rxklK8pBQvKcVLSvGSUrykFC8pxUtK8ZJSvKQULynFS0rxklK8pBQvKcVLSvGSUrykFC8pxUtK8ZJSvKQULynFS0rxklK8pBQvKcVLSvGSUrykFC8pxUtK8ZJSvKQULynFS0rxklK8pBQvKcVLSvGSUrykEi+pxEsq8ZJKvKQSL6nESyrxkkq8pBIvqcRLKvGSSrykEi+pxEsq8ZJKvKQSL6nESyrxkkq8pBIvqcRLKvGSSrykEi+pxEsq8ZJKvKQSL6nESyrxkkq8pBIvqcRLKvGSSrykEi+pxEsq8ZJKvKQSL6nESyrxkkq8pBIvqcRLKvGSSrykEi+pxEsq8ZJKvKQSL6nEQCqxikqsohJ/qMQfKnGCSpygEieoxAmqYtBi8snECSpxgkqcoBInqMQJKnGCSpygEieoRP6VyL8S+Vei+UqEXonQKxF6JUKvROiVCL0SdVei7kp0XImOK9FxJTquRce16LgWHdei41p0XIuOa9FxLTquRce16LgW8dYi3lrEW4t4axFvLeKtRby1iLcWmdYi01pkWotMa5FpLTKtRaa1GrSufHSRaS0yrUWmtci0FpnWItNaZFqLTGuRaS0yrUWbtWizFm3Wos1atFmLNmvRZi3arEWbtW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Y7uVH09WcrAuwu8+XUl8D+wP942JnsP9HeXZ3k2zPYJf8jgPEN1lVOTvcbHRfxW4yz8Ew+Ster6NA4veaeieAWldw/kj2kiu+V/SyW71WiWOP0T4sVMtYPKPfjvlo+0vSO+1pjDP1qd8SnjDZE28yzC6vUvklMN05tmsSMd1g/+mysFuk3s684OW8hfRqv4+unlSjsz8Ul6rw2namIXAV6vAt1GriNOs2zGVV951mCKmKZ+MMK6nGm7C0sM12t3IuPeHrTk3IOrhbfSk4irrPZbjFwXkofNEvuFTvXEMtr9ertEU66fXkvuYkRqssN5gzebOfyrrb6fSIPKN7xjGuLSfJYl74j2t0NZnt+pPaNZ8TEzhEv7IjTTR4hsl99B8/D+eOcxqbTVT9kzXzVroeKk4ZAW/u2GLp96UI3kXwr3bs2xtDvtM/kBKnneqmXwWc1aMvnmH9d4Nr59rOEcMZnEZ8JusRZ0XYNG9Ms7wCLO7LNh0bVF0r/51dAG3h8BbjPXqHrnjKcUYJ2MlnjWmKAKs/nvq/s+XKO454v7Uy3PV/yvZ869btP6DNxz1f2ebnvu0bLyI/iXzxzVJw9Yt+4P95oBXkP0ZZDvdIw17DW7DLxmOGNCuF2C0yPlpm96TeMMJAT0v7erhAuUeGHhW1ca++gPl5t11xLn1G01LXfZE94jtmuy8p3C+yaOcaQODmXIPi+ohiHZTovBHNYcvbrmtK3yO+fL7/ZOK0ClDcuNIwwxN9WlrETYyTCPaRIM4NXJJcq4n2EzxTJ4YYDDQOGKxXpw62Q8xKR5/zBUL3foHamiuSocowyngd4u/ZfzlaSe9xu64J8h/kS8CYPHiPnKKjn5Mw8s8Rzduh7ynOHtM9XmA/+gK5Xvtv/N8BzEjz/RG56sK6jQJ+KONDvZ3aFusszPXimgfFpwhfwzEf2E7yT53H3VjtS2Iih8g6VfFC4VdvBNkX7wW/Ed/M37nuEza1ezU7V7VHMlxTfOsM41SE6Bv7o8vm63RLbw9whOCnPMHrojAdnFc5EDsCcJ/Q75Vkp2Aj/Y71nzMVxlrPvb3FyxkZ4g8UOBar5reo+yHD5rNntaIkzOuSnyCUj2nJT9X4bB+0p59RDvinmHlvySTGnVPFPEgtNsjozdLxk3LkH8T2bx2g/jjNd7zcbUs/rVHM9sIM8cyT2fo6hks+R6+PtXMpw+YiYbx4uD7FWwfMw8exrNq8VjIPrZf8b5c+34/9HO+J+bIGnzPebrP75bUzSj491ssdSLSenkftYvr6U8gzXHrl9o+QXsqfL3zbX59v4yvpW8JwtIbajnsOfXwFt2PHKlTLwBZ6dlVgKtia/oIIHa/ewbTne1XgRgLitiXiv+XpcT9Wy5q66z9ggZz5M0YRNbsJuNubbPfrZhH1pPFv+G33T+d3xXPDpoex7J8i5ii7o5T297oN0Qrc9jcKf0KYv+Avl/O71ilxZD5AzKl3Q03smVbCkdk98GLhO0QBPaFCnn7T7XwOrga2B1PAo9BUxdWM7u9+Ee8S3jVNLP1ScJare8zwKz6DEMyYj1J/ybIncIzbimRM5ZxLPkWyrnErOj/B+dyfnSniWJNoG/u9LuoOTnDXjfOZYZE7JFcE7ef5c/oeD5yXBN8iF5P9EmDsA3825V3yt2YS32VwdrnUZ68lZ3I32rrEK6pbky5YrXxN9pf9njqrPtfBGWTsHK2KOTXQh5tmq+sj819kVrFNbJ/mxQ639N2n/AuIMObMO/p29G7hJORN5Ifm0nH3n/vNoveeZdqJuw2NswnNQHKvA/eUvAQFl5DLMUTHPC07euE7bybqE5CuWOuU921fAsrFqw+X87HSz2wP6rYxxyJ1W98tO9w4+UfoOxovFM5T8Xz7mdkZVyo+1b9xtayzGp7E9O1j8tcrKR9i8fsG+y5wr4/NLrY1Hua5/PH+ecd8PsbX8n8YxTv9nY0Rne9vJ5lVzCJ3W9PN/fzt/1JUq55D4mPnv6h5gn/J+OUNzmupwRAvXWueKM26yhm9RO1Fwn7GGZVpfzrvdo8/neG8O7t/YyWzuXJPMUXG/mHsqsCcSp3OPYrWVEeAx4Q9qu2Xv6h5tc7ZQ7Y/IhWrXPG3qA07/B5dnXSZYGYH4g3tA8j+D3H96VO2d2O5aHCf7osybn2Vyp9Yxk7w78xDMiy4yex3z8Ty3/0u18/I/FyeizZbD5zjzf43yk7Vu/P+bHNwtf48rcvUxX888vdjUfs7mnwFb9HbPAAAAeJztlH9MVlUYx7/vvfe9/hbk1wso7zn3vu8FyVdEQrMyLQPFFo1k5cwVkLiao5XLUblQm861ualzLsNcYqsgLXMiJA5wOROkNpz9wFE43r3ncavNkYzZ3OKeDhdipc0/Wn/23c5znue5u+ecfbbnC0DH6JoFn4ow3lSVz6sNoxzwJaliApLAkYk5mIv7sQQrUYLV2IBqvIGP8Ak+xXE0ogktaEcPfvOt893SAtpC7SutU+vRpO7XJ+lJeqb+qP6yXqNLo8LYaOw09vgTpy/N6ApuDb4XfD94I3iLJbMMVsiK2Wq2hq1lz7Iadoq1sfPsW/YjG2BDzOVxPIEHeBqfyRm3eS7P54v5El7Ay/hGvoXv5vt5Ez/D23if5bcSrYDFLdvKtHKsPOsJq8zaYdVaDbZmm3acnWAn2+k2s7PtOXaRXWGvD2mh+JAVfjU85MDRnKlOvJPkpDpHnGPON063cy1ra6Qq8lpOoD693nJDrpRSUeIIeVRysRgPoxilqEAVXscHY1ROeFRaPSrP+7Zp0GZpixSVLu2qR2WanqJn64X6Zv2SUW5UGtXG28Y+RQUZbnCnolIXHGJgqYyzIlYyRqWMbWPN7Cy7wH5gfWyQ3eRQVFLGqcwbp/Icf4Vv4tv4Xl7HT49TSfkLlWKr1Npu7R2nMsOjEhyjUm5XelR4uDz8S1j+jcpRp8ujUh0pj2xSVAL13OUjVGRMRmWf/En2yiuyR34nL8uLslN2yMPykDwoa+W78oDcL/fJzXKte8P93u12v3a73E63w/3SbXVb3Ga3yW10T7oN7tPDN4eHhn8dHhi+PnTumkbddJE66AKdp3ZqpTN0mpqpiU5RI52kE/Q5HafP6BgdpQaqp4/pQzpCdXSYDtFB2k27aAdtpy20np6iUlpFT9JyKqBlFBK/iwFxXZAQIip6RY9oEy3iHbFL1IiwsESaSBUpIkHECVP4Yz/HLscuxfJjWbHUaG+0MvpMdE20JFocfSy6ov9s/xf9tf0H+t+6Otib0DvlSlXZS2UvTtwwYc/oZP2v22Rqk0c2H+7g44M2lmm4u0b/1L1owA9TedWfmqjWJC+bjCmYimmYjjjEYwYSkOj1k5CMFLUHkIo0pGOmcr0MBMHUXI/Kgq0mPOzljnLALMxG9j+84x7lAhHlAzmYp7xgPvJwr+rmYwEW4j4sUq75AB5UHvGQck9gqfKK/1ZFeATLAH+rV61AoWmOJGaeF+dipZlvLkABHjczzWxzturl3nbCcjOCF8z5ZtbdrvG3YJW5zsvO+Qfv+Nr+7x7/B1BSbskAAHicfVTNbttGEN6lZFmVYpROHUMAD1l2I8GGpKpA3NR1VZsVuYpcNa1lKcDS6IGUJUO++ZRD0AK+1aDbd1m6F/mWF+g75NBjc8w5nVmSgmW0JQhp5pu/b2Z26ThT+XI0PB4c/fjDi+/73x32nneF53a+dQ72v2l/vffV7pfPvmh91mxs1apP+KePKxvr5sdr5dJHxdXCSj5nUNIQvBswVQtUvsZ7vSbqPAQgvAMEigHUXfZRLNBubNnTAc+ze55O4uksPKnJ2qTdbDDBmfrT42xOTwYS5N897jP1TssvtJyvaWUNFNuGCCYqM48pGjChuq9mkQg8yBeXSy53p6Vmg8SlMohlkNQWv4jp1j7VgrEl9mKDFNewrMpVRThRRwMpPMu2fY0RV+dSBVet6lzsHDmTaxY33kS/zU0yDuoPJnwS/iRVLoSgKCei6Fe1Xlfb3FPbr/+qQMtT1eCeUHUOyfrHiwJUrVRNzqL3BMjzd38vI2GKFKrme4IitrgYE9gzmQA3YAj92TZyuZ47ZAyKuhzIRGdkbN0Qp1X3lRGg5U1mefQSLZeZZREecBtXJYL0fTWrqMsxazZg+vqtwgt2pnK1YHw6w/9wGnHPS+Y2ksrxQHDCtFcRf94C/zCAJs5xDAOpWvxCbfBO4gAAwx2cD6UOScPUhqtIcJpGqZbwkBcTUeAlBDEXH8hb8vTD23iHWX88JTvERx5q04Wl1EQkJ2fqcWBN4HyeMWnZyvFhfD6XUx+3xE21/RbK2bqijoLe7nlnztj5arXIpGHlfNwWAKwLP7zTBoMJ69IqbrTTZpJaJHODKqkHSkt5QMlV3R6achjq9izbt5PnfyhZKaeVqireyWUCsOCU1PlPaok3EtpmYurdIbiUdCUlmGb7d54GziItDBFFXGcvM+WqcHMBMyCNhnCLFabIEZN8yn0OZ8g5ktgbzlrvtz/k/cGJ1NtOT8loSUvsuwtbKinDhQPYrVvZTrX+XOsLtXfPfJiZWVTk/WGEmXmakDC4PtBxoXYYXu8+3IF72YVPG++GnJmsG4XzD5fjKHac6EIEsz3MwQ8nER/KtqWpHctfrNdY6iHp0/6o02zAh6cTc3o1iB16NTyRtyYh7GokbwxquEHHj5+ATd4yQhyNGogiiApDBTMdg1LU/tatQ8iltuY1oPXTOSUaK2YYJadzI8HMDDMAyyeYozF8YEOVGcwXvrWCTXA3P/uzKPDxZpFN2CO8VFG+T5TB92NqFB6oEp92VJl3ED9A/CDBC4ivwqmgmxSmKWY8mxUXs3B6Qyh99AnfjSlZf9b8B43s1iIAAHicZY7bT9NQGMB7Wp3oiz4RQrJ8BMSXGiE+aJQHG0xWsIqM7VNYdUxBbkkZtEBlWplTJhoQE31A45yJ05cm2IIms96w3tDo8EHBy5P+I7VjwIOenPP9ft/l5Bzu1sY/GQd+mw78utEPP5Z2wM/Fbvj+NQVLi9vh2+Ju+JIrhYVcF3zOTcOnXBw254gEOeKi5uN8Aj7Mj8P7+V3wzm6At3YzvLFb4bXdAa9sCebsOFD2FrvMZqQyu9qm80rnK3RNmU1eWtvghbUXnltN8MyS4KmlwBPrAmStYWi0SNaZm7ViCd8yu3oLxFCBtb48Oceq2ul7bArwyDwOs2YbzJg9YJgqPDQTMG2K8CDTD/czMbiXGYd0ygt3Unvgduo63JxCmBqvhivkMo4yLFxkeEiIcTyvx3FE1PCcrmGVRqq0fVpUS2sLmqN5hkUVT+sqgjqpplVGJTE8K8bwjB7DvhgZE5N4SU8iJCeT6SSTZGRsHIoM0UOu9HZIaEikVYpKIxIjuZUBUUZFl5GTI3KfHJfXyXQU+8Uo9ulRjHoI9Lif6uY7sUvvxA6+HU/p7djGn8QTfAS5CDnGh1DUQ1w9HnUHj/BBRD2IAd6PTbof/R4fHOYbsIGphEO8gAd1AQ/wdViv12EdzQLP+9BHWNhavgkqykuAYkhRllCzxWQ9yZJrZjDAskJ2g9MkGEWNokHGjMpAPnL+kOEZMygMic0mIVdbZkoJvT9YIfhDhXx0YoKq9QqGN9Bs3PW2CEbcFS4vjiuU1yymalvCCvv/Uv5xRclTWUncPbDWJu6hVsiuOMuu9slgWBkYXH1jec4tFHJq7TJhS8J/AXTIGI8AeJydkM8rRFEUxz+8uTNNL6Np1pb+BcoOC0IpjI2GkoYwNcKMH4VYTCaLkQWhKSkWkuzeRtnJ1tL/QEk2at7zfXdmYT2nbvec749z7j2xqsk5nn+CwiRq7zQTA0xT4JoxVpvyN8IUcJ1HoqQg+A0+/BsdzyT+IfadkQ4hyboniAefUqQs1m5VX6HK95w+otbr1l6E/ojrdOKq24Iu1d+tpTCvO2JV/8G/tawb6W650B7G6aGXESb0tzQzLLGjekj5LFu6p1hmnX36GWZSfJacdrDLpfbwzJucaTnnyVOUs0SFU+54JcOclGtsU+aKJxZYUb8DjjgTn2n0udedZ5M9DjnmXMyguHDiqPQb6lFmUdMq8hXJmuQfQ29iOQB4nO3CPQsBcQAH4HN3/nfuOOe8v2QwGcw36DKYJYNk8BEMkkwyGUw+gnSDZDT4CAaDLhlMPsIlyWCQs0gphdSlX89DUVTmQdGRthQcCzpF60yFWbBltsbq7NSp3RkkR4Zkx6lcjzvxJb7Dn11111wgwkAwxITYEI/ujvvsaUm01JVMryGrclteyxffWJGUtnLwN/zLQC2wCWaDs5AaGlkmAAAAAAB/a3cTJg9yYFOb34toluab9gB2FNUB4KVtdBtLfiT/pB9bfSde/YAZNxPzL10AAAAAAOzpCr0kYl4AAHiclXsJeBvXde7cOxswgwFmAAx2Yt9IkAAIkADBDeBOcBNXURJFUiu1S5ZlrZZ3W4vlPba8tIndmPLS1LFJN7ZFP3/5SqmJ40RRm6pp8iVW+6Vpm6ZVk74kzYslQu/OAOAi2e17gkncGcLAuef+5z//OfcCg1grhsEt5AiGYzQWngFYpH6WJl65FpuhyJ/Wz+IQDbEZXLpNSrdnaeofb9TPAul+XHAJPpfgaoXOnBe8kNtOjnz2tVbiEobdvIn13/wJuYZM8gGmAdPBk9IzTmKYQJPz4DiGYU70WdgHN/9xZoPG6ZwhgMHvyc5mMpT/jrYN22u0VVUYgd7nP4mbZCc2jG3HjmP3YBszqeyBIyTBtLZW2c3riMaRWWZyVu+ZiTD6SETP4I07ZrHsgSr7EfM6WrP3XF9vaakmda61d8u0BotcS1/TpiLolzEFItcuGlORSIS/Jj0EYyouoNvRSl1VI0yG8Wr0FI/ZoahXQ9qOGxvxBlC4VQLy9+KxhB2gv+MedxgG5CdCp7dD9NrqqjD0uNUQR5fxmPyG6AX4MVtmZ29ZnY/3j5ze1HewL+gbPrnJt2bDlpjJb9OQKqNWY9QoRF/CFe9OuFlGYClAMFaLLto0WhtcO3WgpXHX2raI+fe8K+Ye2NtiN8b6knUDVcbDvuyejuhof7u9Zs/URLCuL6L/DHQltkyORWrX97V7a3cPx/2tk6najesnEuEtWzdXOPpG10cCSpUCB5Sa09cf2L2prDSJTCYFnc6kUlAafybmbagwG8oaetbjWntj66pouKezo9RZF7Y5qpoXtKmJNr/eE7VV7ti1M+7r6OzEH0WrCrAu8DEMwnJMg6n/HKPZaQI5HkQuRSuBnvK43P7qqkTchfwIgzyXG+cEgQOvUqyCAJ+ViAabzUCqdOh9IMLPr/Bvkg5Mh4WwQ5mRHcGjQbgzcCwAOwNrAnCr56AHbi05WAI7SkZL4E7TMRN8XwtOCoASgIID21SHVfADBVDSgMaBYi3cAaH+QgbZ57zAlFvPa4Z858nVWBphAvBXr10ZvxatHJ8YX/lPWmlpdYtooKvChLSuYn5dCfyb4V1v3Xfw1a0V4Z3S81TF/RpnZdua5Oa720zurruGmje1hy0MPP3Mb2c2j7zx+68+/Tv5+a3Nf3LveEPJ+Evf2vns351pKevZfuyU7LuPMAw/SxqwMBbJWLDSebvDBEwOFrC8AASd9iPPYCl/nhpGZsfSC98CkfFL4xfH4wvIuT7JVFfRVpdAqkEYSOOkrxGXkSxIv/GzFKOiFu6gWIYilSoaOHL/wetVBKSQoxI4o+ZZwaSm/ovmlGRMrVORaDXUKj1HE/7XGZwx8pxOzZDfggQOCIqhru+kOT2y+35k9xm0Vo3YcKYyUAnISrESKk6bXzTDI2ZwRAcMF+I+9MBSf8kKNSmnM2Wdixuo8BCfmitMR5tKXRNSEfSEYvNSKiWFJlqScWlRVkwuCZYCrLA4VDFUNUBCFjJFqVYutCl5FQUpBoFg88FGnaN+bW16S3dMRTE0DgnamByeSo6dXFcutj20599hvwJNrEYlahQUZ9Bwep5XAtP26Yd3R6OjTQFPyENxek7Fcyq922NOrD/a0nj30+8c+D2tlua/H2H1XjT/NdgjmeETo2dH4cFRcGg1oFeDw/0n+2GyB/h6ANGj74EvVIHTphdN0IgDEgJF5YW+IX9fxt/X58/gausFTL22TqgTDIm57FD5nNNJZocMc3mgIu66lkJcJfkGYfaKxGOIwQRtSvLUxOcAl5JiLZbnIMllIVDwYR0o3Pk8J9KiHcfvTe7+6s7MHaO1aprEOVaZHD3Q3rm7yxdd9+DA/RTH0hTDKfa37+8PlaRGaxu29FYysl8phbZmYHvd2odWl7ky4/Ut+4ciYM/wY1M1BrtTpdIYebvBHXT72yZr6je2+5FPNZyOo/wdmxsq+uvd3pCXUIkCK6g5rddtig5LlDdUw0CqanAP4oTEzc/wT0g9VoYiZCATOWUDO2xHbbDTBlI2EHbx8wENAQiUN4ACq7hgiASs4fNEyMXzjGuQGcHSkg+1qfi1WEwK+ksT46nIuHQlAw15jQoBoRjzwnLAFSPIADzAhX+i005TaqNWMKrJhStKNUtCUkmB35Eao1M0ek3ctKDPfRPmIuBvwB5jSe4nKFQIKV6Aj1ShGeu1AoM30CyNE7SKvvE1C+64cV2K/+0IRydJNYqjOzPdzze83vA+ypkN4Pn61+vfr8fPOMEZCzhiARQEyb+4I3h/EAZjwZi6BKEmzcwh4k7Mldeex9xR9wb3HW5C4XaT5QOmJfhMjEu5DsEoDx8JSOP5IFsJmjzbxRcxQnkQbQsF3hYlGhcagUwnJ1uPv7W9fvdwtZokIE4jDIS69nR3HFsXL193en16xGsxOSwwIMWWTpsTPN3Vd765Lwm+vO2VvSmd2cwp0eqr9Gra4rB4eg4Ote9od3NmL7hhc6DA4ozO3BQJk5tOSXriMPLNu2SJlmKsMlfuRlh4A/nKgXkyAn+BokThAiY6SWHOMsBKa31NWuRPpZR/TUo+CNhAztIgkQRyHpKIUprEG4gNyJyJVGktOqOZwUlwY2GHVkcynBL+K6dlSOJHKlEUVddfVmkUOKXiWeKY08ghsykU/ZJt48i2r5MOZFuJnLvG0PULiA+iWDO2J9N1ogZsrThYAakKsLX8YPkj5TgTBC963vRA1gMUj7pfckOl2+wudeOnLC9YYKkFlFSiNVVjdRd8LZnzTiedOF82ZDpP5xOWNr+C1y6mEEcWsDuxtIiEpESWL2JSDZZlMYIuxH0+iyXwFwyxwaPTO8tXNZZqlVIiYAL1g1U7nt9Yiae+sm3fs2t94a1/cqDn8LpMQHt/oHtvR/eOFocts71n5GX4jdVvfeXUlhSrEXiLqNGyBK/lh858MOWMN2w73dv//KHO0p49j746cOYvjiSSa/cm0rt6QjFM9lHw5mfEWhTLbsyPfe1dvwd4Prj56wyr4jtJ5JRDbuD+4Ob/yfSpNJ1HTMDPMh7G7fGofF7Oy10wZAxJ8bAIRa+TuQBADTwCITQ5vJNe6PV6/L7zKlblNpV4GM4ACJUHPbQlg9oRUoJFWsY9UnyIOFNCHHlQiAMz4oGL4zETf81i5i+NxyxoxN9z8uJFEEcvQc8IQeMh5OXQuM+QJ4gA7sLz4q9IEEbag7uIIQpwVlE0q2n8+MJ3DkOF2qwTbRygwF/iKp2V11p1LD4Efgv+o1SjY3Ac0SZYm3uTZmiCYLQa4rKCpdBdVrFnoROlVVkT/Bzh3I50UA1Wkynxx+dZxwULK4osdqGctQTmKitp7xw/UDVHDy8CBKXRn+YT6jUZJDIwXCviWJaxuJwXBAknuvzQhYb4z62xzrGd7bkZrd+vBYb9j41ViGXpUNX6tuAPbQ2bBj+5ml1XaxsuXXXX6n8FlsbJbAjsTG3qbwwZrF7iKa81PHK0KzzcWatnksP7oD4+VOfMRQPNowuXM5ua3Tna0TCGYnjXzd8QKtKKpbBARm/DQhfUtaYPXf453RAxVx39UInwvnDlmvQji7SLss6hloGZEgt0vUyWybgnVCiodZmN9/Yc+9aZ7v6nv3t37Z71WSstsxStjg8dGRp7YU9Dzc4/3jxwdHVSQylI/B1Wq1bpQmX2kelfv/SV62+PG9zlVpVGp1IjVVAaK80+8VcnH/j4dCcakpxBwjBaG+IutDZaxEK2jFp3AbPMK01z6gHrHJlfCiRmrhToB2XfJe/TS24n7hp85d9evSk7mj/3jy/2PZQ6/N7j3/744fePNcCXXv3DG6vzLl137l+e3f8Xj626/r2mU5exRb14AH1+ORbOGC2BeaXOqXNiSsuc30+Z57iBQF5dFSgjUpBVsUW5uBINiNZvGeIHCCQSF74q2QZHaJWCIBTo+hr4RJEfK3IJaKNVSiIh0WHeTlotopKCo3MpmkMjHdKbN9BIthdxdg+yN4DWW0fr5rkSzF5Co8xlpubcA2aZtfOmRi4KqQJsb7FrMT8XLMd7JBtzLPiJZIc89snJGelYZHVSvvtD2SBDPvty9MK3ihmZ+FA2GNm2FdWaW8gSLI0lMjabTWOaxwKaC1UZ05zbnYo0zpHMXGpIPxeRORghUijS8JWLks0FU1dAMZEUlicaUciT8yITE1sImqVUyfUPrbvzz483dT30jZ1tTzTm3uM1SBcowGNKvcBoEus2bIw88y8vD4+d++dH2+/Z0m5WEruQRFUEI8GRZ7978KFLj3e5PeBVm0UtcigjmbU5h8nt8Jm5ybd+9dTzf3hno8UXMpuwgv+JJOLcCBbKGDyqeaOXnceMZYPeOdVKhkS1MohcuRZbAkteEi3zfqFARveKQyJJqU2ojFZTC8eKK1C8A08U7+iLrodjC+cWl+Gfi6OFn0F7cVy0GUg2ixj/HjbP8IOyjUBK6r7brAHJ4sfQSGtKH6y//SOw4vtSJMJiPdadCXLRqDESYcImk2XeW6lSMfOYNzHAmoxcxFQZphzBAcdI0TtppLuFeN4/hfwhpBoicZQplpvkAYXWAPAsxyyS3ihTgDjKGfJQpEhKY9TyyGSYw1G20HFI+ShAzgbQfZ0kMf3aZrO/RK8AXyPBR4zRXCJklXqeXZrZk9d3IgWD4yRKIWev71+ObVa0667fIDCTS4+KepN2ce7EBMljDVg8Yw1oNPp5OxMOx+Yxe80gE9YECLMUjVQeDMbUsrlGCnOUS4kAqjEDHoNe/JwJ2nFj3F+1tDLEBCuISrPe5XDocjXuNgcAS1EaMzktZg0Yd9XVJK35PyCH0HVak4ZizGUuPFh3T132xeyNueVzU+g81oXnandt2xIffm8Y/qdUgEgaNK8v9t78FXFJ7h8EMHtGo7+A2S8wQfOcZsgzt7zyv7YUucvq/BUJhbjU8cSPnnzq8iPp9if/7qnHv3+y6cHQ5umjh89tqyjdNH330demyuHZP7o+s2Hszd+++ML/eXvDujd+/dUD33luZO3Zj/cd+u7ZkbEXvyPbJPHfawhzNqwU82d0XmpeQOJd8M1RlMozJw6oljHglcW8DZdXJXnWI5blD/y1hjun73pjyZuADnRt3tYZeKB5clv4g3dG7uwrxf9o3dnd9TlhBe0Z02MHB4YPpjQL3w/17JJw0YN0aw/yWRYbzISa5r0xb0yFalJVl8daH/4wycwJziRICknBUD+XNTQ1WcnSZeWppKjy5em43FTTppbqjCUvE7fUF9QXpHIK72m846Wxxr2r6wyMxJPq+MD+7oaprtKqkd37d49UJTadHiwd7q7TSaUHpaTYitaJ+ro1tSVVq/fs37O6CkysPjUZMzpdRodRMKhJT6nH1ThWW7+6qbq6ceiO3u7DQ+W82aFTqnVqDmX4Em+JM9lVWr+6ubq6YWif5A8Brdf30Hq5MUtGhVHzJoHSzpUUlikGIhcXLi2mqNvqxnx2+p6UMXP3SjwoxXjuXgUrZU5Wgd8j51M5M10/sLgwj9PoBsqgtJSVJBvmEI7XI/4LSQrDOY8Z5hn/ID9oLbg9vUxh3MLMBfQui8H1Lcff2bP59aMtlMYggyWy9r7+gfvWRCTzpGvw00Mf3NvUePTdg3h50aQbv9j4zMbKyIYnN+CORQoFsn7vQHZ5scqMATNb5jNes1NlNs5zZsegidTmeVqLyMMcuWJCKEDK+lOLNEAMkm+XBoA/b1meD9EIUDR8RJLJgkrPq1COyLVRQG0z6owcjYNnADgBKY1FNFpZQBkkoQxwglJQxOWilL7+OHEAUQAuSek813Ugnr+I7KzH+jL+CKPC6qNRVWy+XmU0cT5UUbjnTarkYNlg1MPiy3Mgor1F082RVEqb4gtjLRovTkLi90Wm91fl6+LF+Swb0eQAzolWrdYmcnju+zD3C8jqrDp9iQFdPk1yVoPBoiYhaAMghCZpNQgonUPQDkEDJNUm0WDhAGEoFgdE4PqPF8eXeW1h9k8T+6TZLx/nPQHl3oILn8fiWAbb+I3na16vgZVSxVXNcJ1BXY0OMjqLDio0JnStNFbNYIGAA7mvdlZoKnvN7SmZDle/ajCEuxqmVb1EjxQAacRT/MJv87XouFyMIreEUCkaklp2UtEJGsBS8VkHbmk5ETIq6XzAGyS9hLs4EQGTa/jSqo79fWWNd76y6SlTYnVj/YbOiNxgosyZoQ3R8ftXuQ+f69zd6dm8ruPuNj3DkiTLbG3u9LVtauje1+Xrq11bb0cBTbCCSjSb3SXaiuG7+85bYu0VfePZHskfryN/fETeiZWhLLgqEz9ad7oOHg2fDkMyKAbhdiUgcRHlY8aVmBFDs5jIJKpdBBmd9ndZ2/me1DTZK4dfYTtBZutUsQ1XDMaAeHtUFtBQ8AQt2IFM4h/FNj89UdbR2lFKqfUajcghbWJE0omjQn1d2cCmM6PBe0y1Gzo9bZ29oe4z3W2bGm3g53edf7Bd8NeWHiyuOtlazIIL361o8PE9D379YM8Te1v04Wwid2hsY8vuU2hRt6C52xEWqrGtmdapskNlJ8rwKd8h3wkfzvJWHr7AvsFClrWy0Cb30gKz6gQ+XWmedkQrM5Uw7VjlgJWOSke5d1rXVX5OKbuiQP0y98uQmBgvNCfGb6/aqDzTU8trNhyVbbSloWdNZPzpTfH03i8NVQy2JcxKEgqMujQzln7gcX/HVLp+fWsFi/gef0mlU7OWoF2Xvvvdgw//ryMpweY1c7yOKzF6Q96PP5p8cjLiD/tpjSit9y405wfIPZgfVZuHM6pkUG/Aeg7FTsRgBQqDdw1Yb4XUcKgXsd5D5SfKYZAX0Qu2WYBSNItQyZt5qGCtqRl1VZmJwCKzulpXO5sKWAl12bSpq2pa3Uvmo+KarJgkaWFMLWIiNB5C/xXV4fKoiMcMxkV04GGwXHgkkcWcXsMjJuh8aWzTo6PB2KanJgdPNRexcbj7TI+EBAkZ3tbO3nJ9EQgP9q3tefDtTQcQQLId0LUor/vGNjTvPtXe/cQ+GRN5rSRxw2mEhxBWhW3ONB2qPFEJj4TB86Wvl8KzwdeCUOkxe6DSYXZAxRR9iIY6nat8FguBUBUx66ouf5UgbBEUGaZptVs5bUNwQLSw1KiKfTqeL5GKbSp5K2jZyosr8QHFQMIvRwd+2q9deN7Vc2xtektWYgAKR7meqRrel9nx1b2pur1/NDn11HjobvzRh1u3dfhxSHutw6c2VhmsBqm3THMsw5jN+vTd7x058N59La0HXhhmn/pqfHhfvZwbQjc/g8fJIyg3pDOBuFOh6jTwPObEohiOWWeimjJQlvYBHzOd6LD4p6NZZw+flZLDtZhU2ct7L+jnIiK95cVfCcjPaUU32ZMvBOtAsfiDx5FeJxUGV4W9rNaruUozCoLnrlIcysRI9J9SoyKQpU+527a3uTMulsZJh1pgCEbFWOvGm3dRnI4zm298u7iweMpsllrp2yZPDPs5DcuLaA4tuS/hx9G6NmJ92CQ2l7mntDpVDVWVtkoYitZFYcSp4jtVIVsIKlLBbBDWeDo90OIp80BjSaAEJsztZiiafeiX0qeE2ncqOmbi6Vl61YyV0ETxOF0Rp61WOl4hddyxNTNlvg2aKI3XdE2rhqZFcUMNPl2fLXM2T9d0jU07VxU6Eel86fxDmTj5qzGUO+SNjIi0A5vfj+WXutJSy63Qmpe3W5E7/QE1GhkcqMYQlyn3pLThlUiGQTGqXDEDXuVfzC5Sg8sfQFm7cIUf16qfLHNVrjve3bDXobdka3/XuGcwWrntlX07n5sM8a5KZzwadZc4Y2uPdwXaSgAraP5+//bq/irL/qnEQJVlcte63B+8YSvz3CPD+9vt+H02Q2hrTe+RoXK3WV/l9ldBBtrrVtfW7x2q9DWtiXsaa6qslq6yxkm/f1265+hwhZK25P5t213exsHwlgPehoGFzc3tuNIWi1QYu3pciXbJra8jDfoIylMxrCHj90cSkfYIjkX4CFR0hEC7FrAzsTL9jL3MzE9XdHnbzT0yDcllBJKGsSuyK4ubaPlUJDMv/Tm1fF69iPgjFJfnF0vVQKLt0R50KW92FGmn69mutce6XUulvHl4R3fppsmFw8U7y/PQYG/91KkNEs88i2r5KKovRMyFWTOc4Rs2cYZxvGnms7LRV4vtstsLe51e3oSQ9rMMwH6rPVp3RblL+lm0CD9d/HxQGXW70Dq6MHjzB7kvgRb0+V4U4ZHz6MY/ZAwKrtP3jZAKmzGbsVj4zaAjq58mZaxevSbE49JJAcmkELmifDGsVNYrzIta6ybbLAGDEqlTlKcon9VX5dLkbeYoXdFWy8ZDg2W0guVUCqlJRhrig/34+7ebnccAsCMMyD2QGYZvl931RT2Q29yjv31V8toYvS85g/ihH2XE/o5e4O9N9EKsl++FZJvYBgOtyVZItRpaEdbSIOFv90MEuHbdjN0eY2Yc/av6IdYP+hsDMzF+urvLO93U1dheUZOt6FlEIVLKhTZo6sr4uLz5lCpu6xaUwRei8gtgWgIKIruwLUfO5NGqJo2V3fH0A73SpTR9k3y5DLyiIBhUZN9jbam1rVFNZKi73T1ysMOxBOOKzC0wvv3OErDuH+2zVraWVnWEdAjfPYuxivwZw5oypXhUF4UKQ0SKWTyhbdfCMuQ5diaNXmiXgrXM7M0WHSXRIlKR0gZdKh+w/3O8Fh3x38VrYcpn/6d4XTGtfLiieJV04rfRfKQeyvpMZofvqA9OuQ654JT1kBXuMB41wpNa8Lx06OKEABUcOCWduDhNQ+nMhX5WOm5hn2WC5mlNl+dcXjAvHbdYvmP9P3Vg8G/X7Httz86Xd1Un9722d+fLOxP32tsPrek/1O0tPoOf7X7vRHfLPbN37H7vka7me2aP9T62K1277bGBvsd3NtZOPSZpfpQPP0LzkTR/NhPeUXe0Dq6pAzvCRyXZjxQ/cCWY2+R+ll/1RXJ/pdr/vBX6ArUf3/zMRLC9pcW3uFScqNEgGVTW09NfgZRe4B5TarLT29bZF+o+3d22ubEE/PNdcw92CN6EP1dRXCzi10W991AoXabvfvCtgz2P721eVPt7TsvruAvN+4HCvFGtcyhxIgEPRU9E4ZQdsEarEaq0Ni1UONjQTFl8Vmz0ZdmGkIPgw9OWrpppvlfiwxXK9nNqnWohXwUXl9C4KObo20RtMWDL5dKmIGvLOtraS2lO5DV6jrxN2ObeWmTGn1U0SoVNXtwKvrql6udGXtwWC54ix8Evy3WvL6Pza2Ym0T0Lcy7U5deIzqzYgxVICkQujkuxt1zJfW7MSStKwS9DkqaUJqffaK1Kpf23RlyguT5l59wBh4pAWWAfqudoJaM0xocbFv749ph7MtUeUOMKVkmzOsnmkZu/gh8im7PYVKbxZOfzndDiB6wfiBAQEDS94/XGYirrjPRSVVd4OsmcEzYk70jCfqHQnZuWWnNdhgJq82drlhdnV2RBHotcWwnh/+feHPwwuvZ4d2S4NWJgpKmwZenRVLinxhFsGhodagp6uw/2u1uSQZHG5d6cwlnVGYl0hI3B5uHR4WYUak3bOv0ao0VvN0s7RzaXTR9Ml5XVhlyesvrhushYZzmrFXlWJahQlUcbLAZDMOEsry93u0trB6SJB27+Jxwj/hSrxUYyNQzP8Z0hpo7pZnCOKWGgp2LGiHE8BzlOKC3FNIJDSAurBEIhVEx7siXctDFbOU3nGemStPgT4xdjEW3+PIjkFKlWIz5fuq8U+IZiEQPHaE2Jv0zfMlFvPanmCQVLnyxm4M9oVkEI3Gd1faaAXVSQChLvEi0aTkl6s3f0wHheu18t4uFqXt0vfLptN9L7BCug+b4q1a/4+yi3oFqFESwCLOVTPJTrdQUbkNOKY0ZXkQ2wpDnrXapHJXRLukpG98SynLtYhd7SMkwkl+rRB0i1gddKKeQ5OYUUJyQnmtO9pDovahYzi5Q9tp3aAD2L8u8XwzulVAMXwY7sLEV5cj2aSzm2MVPr5FVCZ5kTnObBMR4EeXCCAgcpEKAA73LMZhziPhGKLifl8qCE4lzlAq5g1sVasmzPYn9x3JLvLEotxvFCj7GQWULLTn5IGxZL/ASMxY17fD0AEOQ+wFVasyBYtCocjXFAcQbeYNGgXGaFEBigQmPW86KKxF/GaYrGbzypQJlUoh18vzSiGVK+uvFLksQNEiVBSpnXWWE03wCabwTbmak9EUEWg1NGIBqBe9bknQmb0AMzsqrZjIF1RjCPh2WkqWrYSRaypVkPK5RkhUWhsGLGUjfSUuiravPbu8XiyWcvrG+AXTz4ogThonqyLnZcAW5XAHWJQTRrlMRvfkMoebNeOrGgBGW5nyuAxo7+olYQ//TvhIIz6sUSNVDmfhZQCSyJS2eajuVOSGRGsoIKvA/eQvcJKeRzXwGbpC4NwQhcbjTvh1KUhyaQH7zYmkxsh/moGYJZpxIolWrMYp3JeC1OxmKajajvU0O1xjJpgQqLI2tmdFmmm1iFdRcUpTT/ifEr4yuaylLoShN34flJJ3VhcEtDVlp2oEfi5F7S6dGaOEjer1DB3PskaxYL60wAAynY9Dqzisy9xWqk9iFowtU0fgDV3vkU80vcoFbKs8Lksz9oavgMaeUpBiilOVbhL4JR8ghmxYT3eOwbWtbYgaUvoQD8Vj63aApYTOqKSEQvV+k1ZwhWo0d1Ow2IMwotssGmVZJxS3kwaPhbue8hHRTR7jNYNSSpseb9+WMwgXvwN5A+497FGA2JRS4VjtqulFO4p6J/d3397v6K4jN8qHjVsEt63iW9382xmz/Be8gkqjNQrhQx7CcMq2dYlsEYkSVIHr1/RJY/l06G7uEvRivpxQNVRSwlCJYXNbxegSTgkcJYidMCRZOQ5hBkjJRCGmkZDCOwMPLdJVItnz1PYb1YV8ZbQcPa2Vb1W8ZW9IDA+XUFAaBDAXBPNYUPmIVsmgBY5NOrn169lEY/gnxg9NNPr0pNhQL8+U+/j1wguAT5R3Z5vt9YHZC3J6XU5l9qQyeSBRa41WmXbmzEh278F3zA27SmijSIjJohCYuor2wKCms2BdJRJ43TJE4q6GCyxdU21eL+B0qiR5OGkrZakRygSPVn/5tUX68hHrx+L26on8h4wJ8qaEiQxMdG0RrOePvXC6KAKzUoyylonZbzN69bOF58h8Lz4p4t/tekHumYWMYSvehi5kX3xfJyUXkREwODLoa3DvJLJ5zkLVut3KCPLVWJKCI+p+ovnm/UU7QS2AH+14TapNP69PTC727dxgfojhYZZuAIlsuVgt+rKYN8colTwhcWtn/Odv6fwx55F4JWUqxevfBPC6e16sWzK+1oPhbMkGHEeUypGRQLx1UQwK6tOKOyeNZAWpZ26dzJwmWtf9GoX0mnUWrUeo10AuXD4kdfPyifOinuu/4LwlkCa5VOd/BhoZS5gCUvlKaFeVuYn8tkjA1zrgFjwX/FA1RS90Q+6JFaqrMDeBhfuR+LEGUw5ltR0lcFdMiDVf5AGBS3Z9EHm3WCkWeIo2K0dUPLiaWd2t9E05auvZ0eb/P6pKu6Iqg/ytF/1zVa0pp8Za57d4dL9q2EDlBbPdEWXDi/fP+WJLjakV2Nma29NTpNeeNALPcDjwV/fuiAWUHnfL7M6jxu0qjGX4M4tw17JjOW4lV8pyVVloIhSTEFQ8AcAp02kLABvxZ0qkGpGqQIYCvRhsvL+bKZEr5GDWqQmMFra/n6d+5AWjbCT/LQygO+KRvP1pbzuNGXNfYoe5Zvmo0X2LmwVzbOL9tFW8zMUk8cBeZibsYDNL6Yphe1llFnTOoKe2lLQzQjeQNNW6IX7ToW/gDCi1CFhnqbjoG5XyKqRrpFtHAU/BWEP0aEg1xuUFPwlxD8B6TVKJHrkTJ/meQUS2kcfqJQLCSWkjqtJpdyOk3nc/rKKznDI87P/T0YRYi2YtoC59sw/kqB9H3/n6R/1JrnfKX89ojz7zBYpcLCmsfyJzf/AA7iJ+Wa3JRhMP17jN1j7iE1iPylPBNfPDa1jMuEW67BQVrvsliceprWOy0Wl/S88hr3W30GpdLgs5bknxcMtvzAZvOLSqXoR/ni9+AGYuddxe96nPui73oQQKu5kdDwvAb/hOZQAqiySf+s+QAF2LO5r4Gfkqcwj7TPbnkb49+m8FnRwT6CpSMgsvDDaz+UdrgpRFFa46KqyX9Lp0De4MdbN2zeQAClXlDpNAyeGEqVOOuG4oBSiYJGxwJy2/dyw3/zt7nVl5WckpBO/G75qx9d3b//6o9/MIWTEotz+Xg5iWy5jGxxYbYMh81qRfJtjeNt0cLkjUGm8D8sHigupr+EtroKBoqb2QYtuFySGkzgjEan0uqVkNi4aeMWHLA6aSeHhFPHoGn/1R/91RaSRoYgcy6BP/vbvwF/9j3JNZIt38315m3pQxz5BmnFVmHNGXdD17xdaKmoaBFwzMTGYkLyvNfecD6r1VLeoS7h/OIXKSQIyOe8UUl7SW6tx5ed+SvuxQrLt2Vvr/JKwK1nAd+gGJa68YviV0cefnhxlNr2xHBZf1uNVQod6XhlaWZ9pmlD2gm20yolKf1/uRfkc4JklVqvoiiVXv5SCbghf70EVT4nj7+9L8ZbvVa1oONYnVrhC/kq1jw8egYVQirpeyg5QvqmiYT/wjlwrArrxHZk2rY1H26GZ+NAjPvi1XGciIPnYuDFcpAIng1CpQKcoQGJP4JDxWEIQunLKptNVX0ZU2VrP45GSf/Hus2tH5M7lh+rltNm/lz1xG0NKqKwa73CVfQtTZ5iz+rd6PZXD/QcWlvvF/TRVYde2eHrSofUFKrgSUbB+pJ91VufngjjtrbB9fE9z6zx3W9p3NZTNrKqw+br3NXRtbvdBf6476WjPYHsrkfPbVj91pdPbU4p1VqWVWkYVqui1Vr18BNzU7zTzNduPbkmvb2rVGPx6B/75sF4amyfdHa4cC4dMUUS68D+MvPo6fYX299sx0+0nm19rRVvT69OwzfqwYv14FQ96KpbVwdfC4PnwuDF0Jsh2OVZ54FJGxBtPhskbMBsKDVAxgASGtDBjXKwRgHMilIFZBUgKZVHfgilb7REL+uDl+0aj12PHkzNZSfCcfNlptOjqf5OQwNZ8bF5c9tyl6dShY6grN/Qr3wFc+t3sT63VXj7N/XwqsVtZWMjkE40BwobPgn863X7XpmafGlPXfnAwWzT5hZ3eOKZzeOn15V7Wzdneg/3l77jyozXHb3Pkd7YcuB41N97V2/n7nbP88899RxoHbxvtKK0/2BPZseabo+zc3C8On3naDzSv7M2sXF1t8vXPbIB7g93V9v2TIa6WtKumscXXogPdrT4PC2d/ZW7Dh+WsNtw8zdwCD4rc7cto9Y/i9mfZczPaO7zPEM+eOt54f+uHwqH3C1TrS2bm5zO5qm2rqlG6x6tvyEUrPNrxdL6QLjOowbtvfesqQyN3DvUefe6ePXYsWzt+rTL0bAm1bkxZfJk1vxfTbvnqQAAAHicpVKxbhNBEH3rOLGQEKKgQCjFlI6iHHbkjgJFjuQUjlCsKP3atz6vcr41u3eWUtHxGYgiTWr+gY4f4CsoKXm3bFCQoEDcaWffvJmdndkZAE/xGQo/vzf4mLDCM/Ui4Q566nXCO+TfJtzFE3Wb8C4eqy8J75H/nnAPrzrveEp1H1H7ECO0WKGPbwl36P8y4R301SThLvbV+4R38Vx9SniP/NeEe9h2eriD4BgDDDEiOofFAh4OgWuJmtyYyGMTpSZjiSpktJyg5C+YkSuwoi1EzXA39N5S5tHzNHKtVxU5wRw3lFM0vK/PuAEH1HNaBZOYgWM83MnxYDiSc7vwLrhlLWPnN87r2roqk5OylJktVnWQmQnGb02eyakJtqhMLvMbmTaLvg4HkhuZeOcY8AqXjD/DBc5wyNo0K7DMxlMeMZ/7SnB1OZldnB2OdWnn3h5N22sQiyuYdMmDnqopmlL7/w779wMjGh/6jtq72scNqRHC1mVsoNBgfOC7yDAbyD/G/N1ZuNpWaq46tr1tzDrWfE2uHY3Wsort+tPQFFFvODb33gvua+qaOds4DtmvNMQG0VJ7nZu19tfillKvzIOuF941m5ZeuPVGV9aEDD8ASpmqtXicbZtVgBzH0qynmbvXzMysqawm80K3mZkty7IkW5ZsgZmZmZmZmZmZmZmZ8cpHMZn/w/XDqfJKW9HTU/FFVrpOx+z8759/FuuM7vx//slOnPI/RsfsWB2343X8TtBJO32d6TrTd2bozNiZqTNzZ5bOrJ3ZOrN35urM3ZmnM19n/s4CnQU7C3UW7izSWbSzWGfxzrBOt6M61Ck6Zafq1J2lO0OdptN2Vuqs3Fmls2pntc7qnTU6a3XW7qzTWbezXmf9zgadDTsbdTbubNLZrLN556DOwZ27O6d0juxc1Dmic2DnRMM0rM6pht35ufNT55fOd53bDMdwDc/wjcAIjciIjcRIjczoM6YxpjWmM6Y3ZjBmNGYyZu5cYsxizGrMZsxuzGHMacxlzG3MY8xrzGfMbyxgLGgsZCxsLGIsaixmLG4sYSxpLGUMM7qGMsjQRm4URmlURm0sbSxjLGssZyxvrGCsaPQbA8agMWQ0RmusZKxsrGKsaqxmrG6sYaxprGWsbaxjrGusZ6xvbGBsaGxkbGxsYmxqbGZsbmxhbGlsZWxtDDe2MUYY2xojje2MUcZoY4yxvbGDMdbY0RhnjDd2MnY2JhgTjUnGZGMXY1djN2N3Yw9jT2MvY29jH2NfYz9jf+MA40DjIONg4xDjUOMw43DjCONI4yjjaOMY41jjOON44wTjROMk42TjFONU4zTjdOMM40zjLONs4xzjXOM843zjAuNC4yLjYuMS41LjMuNy4wrjSuMq42rjGuNa4zrjeuMG40bjJuNm4xbjVuM243bjDuNO4y7jbuMe417jPuN+4wHjQeMh42HjEeNR4zHjceMJ40njKeNp4xnjWeM543njBeNF4yXjZeMV41XjNeN14w3jTeMt423jHeNd4z3jfeMD40PjI+Nj4xPjU+Mz43PjC+NL4yvja+Mb41vjO+N74wfjR+Mn42fjF+NX4zfjd+MP40/jL+Nv4x/jX7NjGqZpWqZtOqZreqZvBmZoRmZsJmZqZmafOY05rTmdOb05gzmjOZM5szmLOas5mzm7OYc5pzmXObc5jzmvOZ85v7mAuaC5kLmwuYi5qLmYubi5hLmkuZQ5zOyayiRTm7lZmKVZmbW5tLmMuay5nLm8uYK5otlvDpiD5pDZmK25krmyuYq5qrmaubq5hrmmuZa5trmOua65nrm+uYG5obmRubG5ibmpuZm5ubmFuaW5lbm1OdzcxhxhbmuONLczR5mjzTHm9uYO5lhzR3OcOd7cydzZnGBONCeZk81dzF3N3czdzT3MPc29zL3Nfcx9zf3M/c0DzAPNg8yDzUPMQ83DzMPNI8wjzaPMo81jzGPN48zjzRPME82TzJPNU8xTzdPM080zzDPNs8yzzXPMc83zzPPNC8wLzYvMi81LzEvNy8zLzSvMK82rzKvNa8xrzevM680bzBvNm8ybzVvMW83bzNvNO8w7zbvMu817zHvN+8z7zQfMB82HzIfNR8xHzcfMx80nzCfNp8ynzWfMZ83nzOfNF8wXzZfMl81XzFfN18zXzTfMN823zLfNd8x3zffM980PzA/Nj8yPzU/MT83PzM/NL8wvza/Mr81vzG/N78zvzR/MH82fzJ/NX8xfzd/M380/zD/Nv8y/zX/Mf62OZVimZVm25Viu5Vm+FVihFVmxlViplVl91jTWtNZ01vTWDNaM1kzWzNYs1qzWbNbs1hzWnNZc1tzWPNa81nzW/NYC1oLWQtbC1iLWotZi1uLWEtaS1lLWMKtrKYssbeVWYZVWZdXW0tYy1rLWctby1grWila/NWANWkNWY7XWStbK1irWqtZq1urWGtaa1lrW2tY61rrWetb61gbWhtZG1sbWJtam1mbW5tYW1pbWVtbW1nBrG2uEta010trOGmWNtsZY21s7WGOtHa1x1nhrJ2tna4I10ZpkTbZ2sXa1drN2t/aw9rT2sva29rH2tfaz9rcOsA60DrIOtg6xDrUOsw63jrCOtI6yjraOsY61jrOOt06wTrROsk62TrFOtU6zTrfOsM60zrLOts6xzrXOs863LrAutC6yLrYusS61LrMut66wrrSusq62rrGuta6zrrdusG60brJutm6xbrVus2637rDutO6y7rbuse617rPutx6wHrQesh62HrEetR6zHreesJ60nrKetp6xnrWes563XrBetF6yXrZesV61XrNet96w3rTest623rHetd6z3rc+sD60PrI+tj6xPrU+sz63vrC+tL6yvra+sb61vrO+t36wfrR+sn62frF+tX6zfrf+sP60/rL+tv6x/rU7tmGbtmXbtmO7tmf7dmCHdmTHdmKndmb32dPY09rT2dPbM9gz2jPZM9uz2LPas9mz23PYc9pz2XPb89jz2vPZ89sL2AvaC9kL24vYi9qL2YvbS9hL2kvZw+yurWyytZ3bhV3alV3bS9vL2Mvay9nL2yvYK9r99oA9aA/Zjd3aK9kr26vYq9qr2avba9hr2mvZa9vr2Ova69nr2xvYG9ob2Rvbm9ib2pvZm9tb2FvaW9lb28PtbewR9rb2SHs7e5Q92h5jb2/vYI+1d7TH2ePtneyd7Qn2RHuSPdnexd7V3s3e3d7D3tPey97b3sfe197P3t8+wD7QPsg+2D7EPtQ+zD7cPsI+0j7KPto+xj7WPs4+3j7BPtE+yT7ZPsU+1T7NPt0+wz7TPss+2z7HPtc+zz7fvsC+0L7Ivti+xL7Uvsy+3L7CvtK+yr7avsa+1r7Ovt6+wb7Rvsm+2b7FvtW+zb7dvsO+077Lvtu+x77Xvs++337AftB+yH7YfsR+1H7Mftx+wn7Sfsp+2n7GftZ+zn7efsF+0X7Jftl+xX7Vfs1+3X7DftN+y37bfsd+137Pft/+wP7Q/sj+2P7E/tT+zP7c/sL+0v7K/tr+xv7W/s7+3v7B/tH+yf7Z/sX+1f7N/t3+w/7T/sv+2/7H/tfpOIZjOpZjO47jOp7jO4ETOpETO4mTOpnT50zjTOtM50zvzODM6MzkzOzM4szqzObM7szhzOnM5cztzOPM68znzO8s4CzoLOQs7CziLOos5izuLOEs6SzlDHO6jnLI0U7uFE7pVE7tLO0s4yzrLOcs76zgrOj0OwPOoDPkNE7rrOSs7KzirOqs5qzurOGs6azlrO2s46zrrOes72zgbOhs5GzsbOJs6mzmbO5s4WzpbOVs7Qx3tnFGONs6I53tnFHOaGeMs72zgzPW2dEZ54x3dnJ2diY4E51JzmRnF2dXZzdnd2cPZ09nL2dvZx9nX2c/Z3/nAOdA5yDnYOcQ51DnMOdw5wjnSOco52jnGOdY5zjneOcE50TnJOdk5xTnVOc053TnDOdM5yznbOcc51znPOd85wLnQuci52LnEudS5zLncucK50rnKudq5xrnWuc653rnBudG5ybnZucW51bnNud25w7nTucu527nHude5z7nfucB50HnIedh5xHnUecx53HnCedJ5ynnaecZ51nnOed55wXnRecl52XnFedV5zXndecN503nLedt5x3nXec9533nA+dD5yPnY+cT51PnM+dz5wvnS+cr52vnG+db5zvne+cH50fnJ+dn5xfnV+c353fnD+dP5y/nb+cf51+34xqu6Vqu7Tqu63qu7wZu6EZu7CZu6mZunzuNO607nTu9O4M7ozuTO7M7izurO5s7uzuHO6c7lzu3O487rzufO7+7gLugu5C7sLuIu6i7mLu4u4S7pLuUO8ztusolV7u5W7ilW7m1u7S7jLusu5y7vLuCu6Lb7w64g+6Q27itu5K7sruKu6q7mru6u4a7pruWu7a7jruuu567vruBu6G7kbuxu4m7qbuZu7m7hbulu5W7tTvc3cYd4W7rjnS3c0e5o90xnVvd7d0dOoe6YzuPuDu649zxnbvcndyd3QnuRHeSO9ndxd3V3c3d3d3D3dPdy93b3cfd193P3d89wD3QPcg92D3EPdQ9zD3cPcI90j3KPdo9xj3WPc493j3BPdE9yT2586t7inuqe5p7unuGe6Z7lnu2e457rnuee757gXuhe5F7sXuJe6l7mXu5e4V7pXuVe7V7jXute517feeozrnuDe6N7k3uze4t7q3ube7t7h3une5d7t3uPe697n3u/e4D7oPuQ+7D7iPuo+5j7uPuE+6T7lPu0+4z7rOd0zqXdc7onN751n2uc3HnBPd594XOWZ1LO8e6L3ZO6pzsvuS+7L7ivuq+5r7uvuG+6b7lvu2+477rvue+737gfuh+5H7sfuJ+6n7mfu5+4X7pfuV+7X7jfut+537v/uD+6P7k/uz+4v7q/ub+7v7h/un+5f7t/uP+63U6t3uGZ3qWZ3uO53qe53uBF3qRF3uJl3qZ1+dN403rTedN783gzejN5M3szeLN6s3mze7N4c3pzeXN7c3jzevN583vLeAt6C3kLewt4i3qLeYt7i3hLekt5Q3zup7yyNNe7hVe6VVe7S3tLeMt6y3nLe+t4K3o9XsD3qA35DVe663kreyt4q3qreat7q3hremt5a3treOt663nre9t4G3obeRt7G3ibept5m3ubeFt6W3lbe0N97bxRnjbeiO97bxR3mhvjLe9t4M31tvRG+eN93bydvYmeBO9Sd5kbxdvV283b3dvD29Pby9vb28fb19vP29/7wDvQO8g72DvEO9Q7zDvcO8I70jvKO9o7xjvWO8473jvBO9E7yTvZO8U71TvNO907wzvTO8s72zvHO9c7zzvfO8C70LvIu9i7xLvUu8y73LvCu9K7yrvau8a71rvOu967wbvRu8m72bvFu9W7zbvdu8O707vLu9u7x7vXu8+737vAe9B7yHvYe8R71HvMe9x7wnvSe8p72nvGe9Z7znvee8F70XvJe9l7xXvVe8173XvDe9N7y3vbe8d713vPe997wPvQ+8j72PvE+9T7zPvc+8L70vvK+9r7xvvW+8773vvB+9H7yfvZ+8X71fvN+937w/vT+8v72/vH+9fv+Mbvulbvu07vut7vu8HfuhHfuwnfupnfp8/jT+tP50/vT+DP6M/kz+zP4s/qz+bP7s/hz+nP5c/tz+PP68/nz+/v4C/oL+Qv7C/iL+ov5i/uL+Ev6S/lD/M7/rKJ1/7uV/4pV/5tb+0v4y/rL+cv7y/gr+i3+8P+IP+kN/4rb+Sv7K/ir+qv5q/ur+Gv6a/lr+2v46/rr+ev76/gb+hv5G/sb+Jv6m/mb+5v4W/pb+Vv7U/3N/GH+Fv64/0t/NH+aP9Mf72/g7+WH9Hf5w/3t/J39mf4E/0J/mT/V38Xf3d/N39Pfw9/b38vf19/H39/fz9/QP8A/2D/IP9Q/xD/cP8w/0j/CP9o/yj/WP8Y/3j/OP9E/wT/ZP8k/1T/FP90/zT/TP8M/2z/LP9c/xz/fP88/0L/Av9i/yL/Uv8S/3L/Mv9K/wr/av8q/1r/Gv96/zr/Rv8G/2b/Jv9W/xb/dv82/07/Dv9u/y7/Xv8e/37/Pv9B/wH/Yf8h/1H/Ef9x/zH/Sf8J/2n/Kf9Z/xn/ef85/0X/Bf9l/yX/Vf8V/3X/Nf9N/w3/bf8t/13/Hf99/z3/Q/8D/2P/I/9T/xP/c/8z/0v/C/9r/yv/W/8b/3v/O/9H/wf/Z/8n/1f/F/93/zf/T/8P/2//L/9f/x/g05gBGZgBXbgBG7gBX4QBGEQBXGQBGmQBX3BNMG0wXTB9MEMwYzBTMHMwSzBrMFswezBHMGcwVzB3ME8wbzBfMH8wQLBgsFCwcLBIsGiwWLB4sESwZLBUsGwoBuogAId5EERlEEV1MHSwTLBssFywfLBCsGKQX8wEAwGQ0ETtMFKwcrBKsGqwWrB6sEawZrBWsHawTrBusF6wfrBBsGGwUbBxsEmwabBZsHmwRbBlsFWwdbB8GCbYESwbTAy2C4YFYwOxgTbBzsEY4Mdg3HB+GCnYOdgQjAxmBRMDnYJdg12C3YP9gj2DPYK9g72CfYN9gv2Dw4IDgwOCg4ODgkODQ4LDg+OCI4MjgqODo4Jjg2OC44PTghODE4KTg5OCU4NTgtOD84IzgzOCs4OzgnODc4Lzg8uCC4MLgouDi4JLg0uCy4PrgiuDK4Krg6uCa4NrguuD24IbgxuCm4ObgluDW4Lbg/uCO4M7gruDu4J7g3uC+4PHggeDB4KHg4eCR4NHgseD54IngyeCp4OngmeDZ4Lng9eCF4MXgpeDl4JXg1eC14P3gjeDN4K3g7eCd4N3gveDz4IPgw+Cj4OPgk+DT4LPg++CL4Mvgq+Dr4Jvg2+C74Pfgh+DH4Kfg5+CX4Nfgt+D/4I/gz+Cv4O/gn+DTuhEZqhFdqhE7qhF/phEIZhFMZhEqZhFvaF04TThtOF04czhDOGM4Uzh7OEs4azhbOHc4RzhnOFc4fzhPOG84XzhwuEC4YLhQuHi4SLhouFi4dLhEuGS4XDwm6oQgp1mIdFWIZVWIdLh8uEy4bLhcuHK4Qrhv3hQDgYDoVN2IYrhSuHq4SrhquFq4drhGuGa4Vrh+uE64brheuHG4QbhhuFG4ebhJuGm4Wbh1uEW4ZbhVuHw8NtwhHhtuHIcLtwVDg6HBNuH+4Qjg13DMeF48Odwp3DCeHEcFI4Odwl3DXcLdw93CPcM9wr3DvcJ9w33C/cPzwgPDA8KDw4PCQ8NDwsPDw8IjwyPCo8OjwmPDY8Ljw+PCE8MTwpPDk8JTw1PC08PTwjPDM8Kzw7PCc8NzwvPD+8ILwwvCi8OLwkvDS8LLw8vCK8MrwqvDq8Jrw2vC68PrwhvDG8Kbw5vCW8NbwtvD28I7wzvCu8O7wnvDe8L7w/fCB8MHwofDh8JHw0fCx8PHwifDJ8Knw6fCZ8NnwufD58IXwxfCl8OXwlfDV8LXw9fCN8M3wrfDt8J3w3fC98P/wg/DD8KPw4/CT8NPws/Dz8Ivwy/Cr8Ovwm/Db8Lvw+/CH8Mfwp/Dn8Jfw1/C38Pfwj/DP8K/w7/Cf8N+pERmRGVmRHTuRGXuRHQRRGURRHSZRGWdQXTRNNG00XTR/NEM0YzRTNHM0SzRrNFs0ezRHNGc0VzR3NE80bzRfNHy0QLRgtFC0cLRItGi0WLR4tES0ZLRUNi7qRiijSUR4VURlVUR0tHS0TLRstFy0frRCtGPVHA9FgNBQ1URutFK0crRKtGq0WrR6tEa0ZrRWtHa0TrRutF60fbRBtGG0UbRxtEm0abRZtHm0RbRltFW0dDY+2iUZE20Yjo+2iUdHoaEy0fbRDNDbaMRoXjY92inaOJkQTo0nR5GiXaNdot2j3aI9oz2ivaO9on2jfaL9o/+iA6MDooOjg6JDo0Oiw6PDoiOjI6Kjo6OiY6NjouOj46IToxOik6OTolOjU6LTo9OiM6MzorOjs6Jzo3Oi86PzogujC6KLo4uiS6NLosujy6Iroyuiq6Oromuja6Lro+uiG6Mbopujm6Jbo1ui26PbojujO6K7o7uie6N7ovuj+6IHoweih6OHokejR6LHo8eiJ6Mnoqejp6Jno2ei56PnohejF6KXo5eiV6NXotej16I3ozeit6O3onejd6L3o/eiD6MPoo+jj6JPo0+iz6PPoi+jL6Kvo6+ib6Nvou+j76Ifox+in6Ofol+jX6Lfo9+iP6M/or+jv6J/o37gTG7EZW7EdO7Ebe7EfB3EYR3EcJ3EaZ3FfPE08bTxdPH08QzxjPFM8czxLPGs8Wzx7PEc8ZzxXPHc8TzxvPF88f7xAvGC8ULxwvEi8aLxYvHi8RLxkvFQ8LO7GKqZYx3lcxGVcxXW8dLxMvGy8XLx8vEK8YtwfD8SD8VDcxG28UrxyvEq8arxavHq8RrxmvFa8drxOvG68Xrx+vEG8YbxRvHG8SbxpvFm8ebxFvGW8Vbx1PDzeJh4RbxuPjLeLR8Wj4zHx9vEO8dh4x3hcPD7eKd45nhBPjCfFk+Nd4l3j3eLd4z3iPeO94r3jfeJ94/3i/eMD4gPjg+KD40PiQ+PD4sPjI+Ij46Pio+Nj4mPj4+Lj4xPiE+OT4pPjU+JT49Pi0+Mz4jPjs+Kz43Pic+Pz4vPjC+IL44vii+NL4kvjy+LL4yviK+Or4qvja+Jr4+vi6+Mb4hvjm+Kb41viW+Pb4tvjO+I747viu+N74nvj++L74wfiB+OH4ofjR+JH48fix+Mn4ifjp+Kn42fiZ+Pn4ufjF+IX45fil+NX4lfj1+LX4zfiN+O34rfjd+J34/fi9+MP4g/jj+KP40/iT+PP4s/jL+Iv46/ir+Nv4m/j7+Lv4x/iH+Of4p/jX+Jf49/i3+M/4j/jv+K/43/if5NOYiRmYiV24iRu4iV+EiRhEiVxkiRpkiV9yTTJtMl0yfTJDMmMyUzJzMksyazJbMnsyRzJnMlcydzJPMm8yXzJ/MkCyYLJQsnCySLJosliyeLJEsmSyVLJsKSbqIQSneRJkZRJldTJ0skyybLJcsnyyQrJikl/MpAMJkNJk7TJSsnKySrJqslqyerJGsmayVrJ2sk6ybrJesn6yQbJhslGycbJJsmmyWbJ5skWyZbJVsnWyfBkm2REsm0yMtkuGZWMTsYk2yc7JGOTHZNxyfhkp2TnZEIyMZmUTE52SXZNdkt2T/ZI9kz2SvZO9kn2TfZL9k8OSA5MDkoOTg5JDk0OSw5PjkiOTI5Kjk6OSY5NjkuOT05ITkxOSk5OTklOTU5LTk/OSM5MzkrOTs5Jzk3OS85PLkguTC5KLk4uSS5NLksuT65IrkyuSq5OrkmuTa5Lrk9uSG5MbkpuTm5Jbk1uS25P7kjuTO5K7k7uSe5N7kvuTx5IHkweSh5OHkkeTR5LHk+eSJ5MnkqeTp5Jnk2eS55PXkheTF5KXk5eSV5NXkteT95I3kzeSt5O3kneTd5L3k8+SD5MPko+Tj5JPk0+Sz5Pvki+TL5Kvk6+Sb5Nvku+T35Ifkx+Sn5Ofkl+TX5Lfk/+SP5M/kr+Tv5J/k07qZGaqZXaqZO6qZf6aZCGaZTGaZKmaZb2pdOk06bTpdOnM6QzpjOlM6ezpLOms6Wzp3Okc6ZzpXOn86TzpvOl86cLpAumC6ULp4uki6aLpYunS6RLpkulw9JuqlJKdZqnRVqmVVqnS6fLpMumy6XLpyukK6b96UA6mA6lTdqmK6Urp6ukq6arpauna6Rrpmula6frpOum66XrpxukG6YbpRunm6Sbppulm6dbpFumW6Vbp8PTbdIR6bbpyHS7dFQ6Oh2Tbp/ukI5Nd0zHpePTndKd0wnpxHRSOjndJd013S3dPd0j3TPdK9073SfdN90v3T89ID0wPSg9OD0kPTQ9LD08PSI9Mj0qPTo9Jj02PS49Pj0hPTE9KT05PSU9NT0tPT09Iz0zPSs9Oz0nPTc9Lz0/vSC9ML0ovTi9JL00vSy9PL0ivTK9Kr06vSa9Nr0uvT69Ib0xvSm9Ob0lvTW9Lb09vSO9M70rvTu9J703vS+9P30gfTB9KH04fSR9NH0sfTx9In0yfSp9On0mfTZ9Ln0+fSF9MX0pfTl9JX01fS19PX0jfTN9K307fSd9N30vfT/9IP0w/Sj9OP0k/TT9LP08/SL9Mv0q/Tr9Jv02/S79Pv0h/TH9Kf05/SX9Nf0t/T39I/0z/Sv9O/0n/TfrZEZmZlZmZ07mZl7mZ0EWZlEWZ0mWZlnWl02TTZtNl02fzZDNmM2UzZzNks2azZbNns2RzZnNlc2dzZPNm82XzZ8tkC2YLZQtnC2SLZotli2eLZEtmS2VDcu6mcoo01meFVmZVVmdLZ0tky2bLZctn62QrZj1ZwPZYDaUNVmbrZStnK2SrZqtlq2erZGtma2VrZ2tk62brZetn22QbZhtlG2cbZJtmm2WbZ5tkW2ZbZVtnQ3PtslGZNtmI7PtslHZ6GxMtn22QzY22zEbl43Pdsp2ziZkE7NJ2eRsl2zXbLds92yPbM9sr2zvbJ9s32y/bP/sgOzA7KDs4OyQ7NDssOzw7IjsyOyo7OjsmOzY7Ljs+OyE7MTspOzk7JTs1Oy07PTsjOzM7Kzs7Oyc7NzsvOz87ILswuyi7OLskuzS7LLs8uyK7Mrsquzq7Jrs2uy67PrshuzG7Kbs5uyW7Nbstuz27I7szuyu7O7snuze7L7s/uyB7MHsoezh7JHs0eyx7PHsiezJ7Kns6eyZ7Nnsuez57IXsxeyl7OXslezV7LXs9eyN7M3srezt7J3s3ey97P3sg+zD7KPs4+yT7NPss+zz7Ivsy+yr7Ovsm+zb7Lvs++yH7Mfsp+zn7Jfs1+y37Pfsj+zP7K/s7+yf7N++Tp/RZ/ZZfXaf0+f2eX1+X9AX9kV9cV/Sl/ZlfX190/RN2zdd3/R9M/TN2DdT38x9s/TN2jdb3+x9c/TN2TdX39x98/TN2zdf3/x9C/Qt2LdQ38J9i/Qt2rdY3+J9S/Qt2beUN3ncmGHDBhRGwlj/b+wWCuPUn3erYRi7GPHnVe/PNcYcY4GxxFhhxPpVP8YBjIMYhzA2GNupYw39Gvo1dGvo1tCtoVtDt4ZuDd0aujV0a+jW0K2hW7fOWqPHTxjnjP/vf6f+rB+fuR/a/dDuh3Y/tPuh3Q/tfmj3Q7sf2v3Q7od2f+Ns8D/NyaI5gM+L76mL76k7AO0BaA9AewDaA9DufZ8D0B6A9gC0B6A9gM89gPc9iPc9CP1B6A9CfxD6g9AfhP4g9AehPwj9QegPQn8Q+oPQH4T+IPSHoD8E/SHoD0F/CPpD0B+C/hD0h6A/BP0h6A9Bfwj6Q9Afgv4Q9BvoN9BvoN9Av4F+k7srjRg+Yfw4d9T/BvwU6g3UG6g3UG+g3kC9gXoD9RbqLdRbqLdQb6He4tO3+PQtPn0L/Xaqvho2DGMXo8JIGDXGHGOBscRYYeyt149xAOMgxiGMDcapn0d1od+Ffhf6Xeh3od+Ffhf6Xeh3sX4X63exfhfrK6yvsL7C+grrK6yvsL7C+grrK3w+hc+n8PkUPp+CvoK+gr6CPkGfoE/QJ+gT9An6BH2CLkGXoEvQJegSdAm6BF0NXQ1dDV0NXQ1dDV0NXY3PraGvoa+hr6Gvoa+hr6GvoZ9DP4d+Dv0c+jn0c+jn0M+hn0M/h34O/Rz6OfRz6OfQz6FfQL+APlJLIbVUAf0C+gX0C+gX0C+gX0C/gH4B/QL6BfQL6JfQL6FfQr+Efgn9Evol9Evol9AvoV9Cv4R+Cf0S+iX0S+gjlRVSWSGVFVJZIZUVUlkhlRVSWSGVFVJZIZUVUlkhlRVSWSGVFVJZIZUVUlnV0Ec6K6SzQjorpLNCOiuks0I6K6SzQjorpLNCOiuks6qh3w/9fugjoRUSWiGhFRJaIaEVElohoRUSWiGhFRJaIaEVElr1Q78f+gPQR0orpLRCSiuktEJKK6S0QkorpLRCSiuktEJKK6S0QkorpLRCSiuktEJKK6S0QkorpLRCSiukskIaK6SxQhorpLFCGiuksUIaK6SxQhorpLFCGiuksUIaK6SxQroqpKtCuiqkq0K6KqSrQrqqBus1WK/BeshXhXxVyFeFfFXIV4V8VchXhXxVyFeFfFXIV4V8VchXhXxVyFeFfFXIV9XL1xb6LfRb6LfQb6HfTtWnYXkyevz4HYZvM36XkSPG77gNfjqEscGIv430JKQnIT0J6UlIT0JqElKTuhXGGmM/xgGMgxihi1QlpCohVQmpSkrF246ftM3IseN3lYdGtBKilRCthCglRCkhSglRSohSQpQSopQQpYQoJUQpIUoJUUqIUkKUEuFDI1IJkUqIVEKkEiKVEKmESCVEKiFSCZFKiFRCpBKilBClhCglRCkhSglRSohSQpQSopQQpYQoJUQpIUoJUUqIUkKUEqKUEKWEKCVEKSFKCVFKiFJClBKilBClhCglRCkhSglRSohSQpQSopQQpYQoJUQpIUoJUUqIUkKUEqKUEKWEKCVEHyH6CNFHiD4aGuZOGj1y0vCuv8FOE8eMHT8OzwkE0ZC2dxo9puuO33HkqOG9P8Oz4TBAOAwQDgOEwwDhMEBDPS08G3BFwBUBVwRcEXBFwBUBVwRcEXBFwBUBVwRcEXBFwBUBVwRcEXBFwBUBVwRcEXBFwBUBVwRcEXBFwBUBVwRcEXBFwBUBVwRcEXClsTc09obGXtDYCxp7QWMvaOwFjb2gsRc09oLGXtDYCxp7QWMvaJRVGmWVRtmkUTZplE0aZZPG3tHYOxp7R2PvaJRNGmWTRtmkUTZplE0aZZNG2aRRNmmUTRrlkka5pFEuaZRLGuWSRrmkUS5plEsa5ZFGeaRRHmmURxrlkUZ5pFEeaZRHGuWRRnmkUR5plEca5ZFGeaRRHmmURxrlkUZ5pFEeaZRHGuWRRnmkUR5plEca5ZFGeaRRHmmURxrlkUZ5pFEeaZRHGuWRRnmkUR5plEca5ZFGeaRRHmmURxrlkUZ5pFEeaZRHGuWRRnmkUR5plEca5ZFGeaRRHmmURxpNDI0mhka5pNHE0CibNMomjbJJo2zSKJs0yiaNskmjbNIomzSYpVE2aZRNGmWTBrc0uKXBLQ1uaXBLg1sa3NLglga3NLilwS0NbmlwS4NbGtzS4JYGtzS4pcEtDW5pcEuDWxrc0uCWBrc0uKXBLQ1uaXBLg1sa3NLglga3NLilwS0NbmlwS4NbGtzS4JYGt3K0PXK0PXK0PXK0PXK0PXK0PXK0PXK0PXK0PXK0PXK0PXK0PXK0PXIUbjkKtxyFW47CLUfhlqNwy1G4NVNrju7Q1OecMnYxKoyEUWPMMRYYS4wVxhpjP8YBjIMYhzA2GKHfhX4X+l3od6HfhX4X+l3od6HfhX4X+l3od6HfhX4X+l3od6GvoK+gr6CvoK+gr6CvoK+gr6CvoK+gr6CvoK+gr6CvoE/QJ+gT9An6BH2CPkGfoE/QJ+gT9An6BH2CPkG/9/1r6Gvoa+hr6Gvoa+hr6Gvoa+hr6Gvoa+hr6Gvoa+hr6OfQz6GfQz+Hfg79HPo59HPo59DPoZ9DP4d+Dv0c+jn0c+gX0C+gX0C/gH4B/QL6BfQL6BfQL6BfQL+AfgH9AvoF9Avol9AvoV9Cv4R+Cf0S+iX0S+iX0C+hX0K/hH4J/RL6JfRL6FfQr6BfQb+CfgX9CvoV9CvoV9CvoF9Bv4J+Bf0K+hX0K+jX0K+hX0O/hn4N/Rr6NfRr6NfQr6FfQ7+Gfg39Gvo19Gvo90O/H/r90O+Hfj/0+6HfD/1+6PdDvx/6/dDvh34/9Puh3w/9fugPQH8A+gPQH4D+APQHoD8A/QHoD0B/APoD0B+A/gD0B6A/AP0B6A9CfxD6g9AfhP4g9AehPwj9QegPQn8Q+oPQb6EzNQ+7DXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOc6dUZDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKjQW40yI0GudEgNxrkRoPcaJAbDXKjQW40yI0GudEgNxrkRoPcaJAbDXKjQW40yI0GudEgNxrkRoOcaJAPDfKhQT40yIcG+dAgHxrkQ4N8aJAPDfKhQT40yIcG+dAgH5r+ni4+J/KhQT40yIcG+dAgHxrkQ4N8aJAPDfKhQT40yIcG+dAgHxrkQ4N8aJAPDfKhQT40yIcG+dAgHxrkQ4N8aJAPDfKhQT40yIdmEPqD0B+E/iD0B6E/BP0h6A9Bfwj6Q9Afgv4Q9IegPwT9IegPQX8I+kPQH4L+EPSHoN9Av4F+A/0G+g30G+g30G+g30C/gX4D/Qb6DfQb6DfQb6DfQr+Ffgu9Fnot9FrotdCbem7ttsjdFrnbIndb5G6L3G2Ruy1yt0XutsjddlhvvX6MAxgHMQ5hbDBOff4Wudsid1vkbovcbZG7LXK3Rc62yNkWOdsiZ1vkbIucbZGrLXK1Ra62yNUWudoiV1vkaotcbZGrLXK1Ra62yNUWudqqnh4+H3K1Ra62yNUWudoiV1vkaotcbZGrLXK1Ra62yNUWudoiV1vkaotcbZGrLXK1Ra62yNUWudoiV1vkaotcbZGjLXK0RY62yNEWOdoiR1vkZovcbJGbLXKzRW62yM0WudkiN1vkZYucbPPeunh+5GKLXGyRiy1ysUUutsjFFrnYIhdb5GKLXGyRiy1ysUUutsjFFrnYIhdb5GKLXGyRiy1ysUUutsjFFrnYIhdb5GKLXGyRiy1ysUUutsjFFuetFuetFuetFuetFuetFuetFrnZIjdb5GaL3GyRmy1ys0VutlVPD58XudkiN1vkZovcbJGbLXKzRW62yM0WudkiN1vkZovcbJGbLc5bLc5bLXK0xXmrRZ62yNMWedoiT1vkaYs8bZGnLfK0RZ62yNMWedoiT1vkaYs8bZGnLfK0RZ62yNMWedoiT1vkaYscbZGjLXK0RY62yNEWOdoiR1vkaIv8bJGfLfKzRX62yM8W+dkiN1vkZovcbJGbLXKzRW62yM0WudkiN1vkZovcbJGbLXKzRW62yMkWOdkiJ1vkZIucbJGTLfKxRT62yMcW+dgiH1vkY4t8bJGPLfKxRT62yMcW+dgiH1vkY4t8bJGPLfKxRT62yMe2hV4LPeRji1xskYstcrHt5WILnRY6LXRa6Ew9v6phU/NzytjFqDASRo0xx1hgLDFWGGuM/RgHMA5iHMLY023D7caMmjxh5LbDJ46e+qNukUwet+3ICRNHjJ/y423GJjtPHj9p5ISRu0z50cht8XfaqaPCSDoYuduIscN3nPL38RMI5L0Rf7PEBy3xQUt8sBIfrMQHK/HBSnywEh+sxAcr8cFKfLASH6yEXgWdCjoVXmiFF1pBt4JuBd0KuhV0K+hW0K2gW0G3gm4F3Rq6NXRr6NbQraHbPywZMX7s+HE7jh83ctLwCbvjp8oeO2bCcPwLHq2/cHcaOXHK38K/4sn68WT9/fa248eNspvJE8bjJ3imfjxTP979AJ5tAM82gGcbwLMN4NkGIDwApQEoDeAdDGD9qWZVXWzK7tRia8pYYJz6LrtqWDBy4qQxOw6fhP3TnVq+qK7GCrrx/3sPo8dM2DaYtOv4/00mTv2jHIvnWDTHolNPylPGGmN/MGWJkWNGjZ40Op40esJIzCdG243ZpTePJ07ZxuPwL/i9qS8H17ynjDoYPmHC+F3Hjtxukve/2eSdwv+NE/77tal/uO34XcdNnW0z5WED/LVtx01dosaj1njUGo9a1zH/zW0mjvzfD6c8QDh+wqTR40eNHzd8bDxm3KT/bDZi0pjx46KRO08es8vwsSPHjRjpjB4/eeLIZIoLx44fNWbE8LHjxk8K//vLoyYMHztpJ55uM+l/q+K/Zyv89+wpo8JIGDXGHGOBscRYYawx9mMcwDiIcQhjg3Hq28R/31b479tTRuiX0G+wXoP1GqzXYL0G6zVYr8V6LdZrsV6L9Vp8nrb115tyGPjvn/8mXUyG8YR6E9Wb6P8m7spqCjvIXblb5XrqkHfdEWMmjBg79XvKBwf/91OicPxOI8dtM3ns2JFT33UJZJVAVglklUBWCWSVQFYJZJVAVglklVN7GGoQ390gvrtBfHeD+O4G8d0N4rsbxHc3iO9uEN/dIL67QXx3g/juBvHdDQK9g0DvID7HID4HepL9JY8Vxhpj/9Rx6tloyvi/523Rg2wb/neFkaaOU76jNYfvOHKNkUsO6026vYnqTfLepOhNyt6k6k3qoPfrw3jW5ZniGfFM8yznWcEzXk/xeorXU7ye4vUUr6J4FVXyjNcjXo94PeL1iNcjfj7ilYlXJl5Z83qa19O8nub1NK+ieRVd8YyfL+f1cl4v5/VyXi/n58t55ZxXzvn5ctbIWaNgjYI1CtYoWKNgjYI1CtYoWKPk9Uper+T1Sl6v5PVKXqWUVfhJS37SileueOWKV6545YpXrvhJK9aoeOWKV6555ZpXrnnlmleueb2a16v5mWteua5DdkBXpkqmJNNcpoVMS5lWMpV1u8NkKhJdkeiKRFfLVNbtyrpdWVfJukrWVbKuknWVrKvkUyj5FErUlKgpUSNRI1EjUSNRI1EjUSNRI1EjUSNR06KmRU2LmhY1LWpa1LSoaVHToqZFLRe1XNRyUctFLRe1XNRyUctFLRe1XNQKUStErRC1QtQKUStErRC1QtQKUStErRS1UtRKUStFrRS1UtRKUStFrRS1UtQqUatErRK1StQqUatErRK1StQqUatErRa1WtRqUatFrRa1WtRqUatFrRY14cOUakemXZkqmZJMtUxzmRYyLWVayVTUhBpKqKGEGkqooYQa/9XCPBU1YYkSlihhiRKWKGGJEpYoYYkSlihhiRKWKGGJEpYoYYkSlihhiRKWKGGJEpYoYYkSlihhiRKWKGGJEpYoYYkSlihhiRKWKGGJEpYoYYkSlihhiRKWKGGJEpYoYYkSlihhiRKWKGGJEoAoAYgSgCgBiBKAKAGIEoAoAYgSgCgBiBKAKAGIElQoQYUSVChBhRJUKEGFElQoQYUSVCjhgxI+KOGDEigogYISKCiBghIoKIGCEigogYISKCghgRISKCEBCQlISEBCAhISkJCAhAQkJCAhAQkJSEhAQgISEpCQgIQEJCQgIQEJCUhIQEICEhKQkICEBCQkICEBCQlISEBCAhISkJCAhAQkJCAhAQkJSEhAQgISEpDYn8T+JPYnsT+J/UnsT2J/EvuT2J/E8ySeJzE6idFJjE5idBKjkxidxOgkRqf8/0jIpxDPkxidxOgkRicxOonRSdxN4m4Sd5OUByTlAYm7SdxN4m4Sd5O4m8TdJOlP4m4Sd5O4myT9SYxOYnQSo5MYncToJEYncTeJpUksTWJpLT7W4mMtPtbiYy0+1uJjLT7W4mMtPtZiXi3m1WJeLebVYl4t5tViXi3m1WJeLebVYl4t5tViXi3m1WJeLebVYl4t5tViXi3m1WJeLebVYl4t5tViXi0xrsW8WsyrxbxazKvFvFrMq8W8WsyrJbu1+FhLYGvxsRYfa/GxFh9rcawWx2pxrBbHanGslpTWYl4t5tViXi3m1WJeLSmtxcdafKzFx1p8rMXHWrJbS3ZrcbcWd2txtxZ3a3G3FndryW4tRtdidC1G12J0LUbXYnQtRtdidC1G12J0LUbXkuhaPK8l0bWU+VpIoIUEWkiQS7jnAoVcoJALFHKBQi5QyAUKuUAhFyjkAoVcwj0XPuTCh1z4kAsfcuFDLnzIhQ+58CEXPuTCh1z4kAsfcuFDLnzIhQ+58CEXPuTCh1z4kAsfcuFDLnzIhQ+58CEXPuTCh1xyPhdU5IKKXFCRCypyQUUuqMgFFbmgIhdU5IKKXCI/F2rkQo1cqJELNXKhRi7pn0v658KSXFiSC0tyYUkuLMmFJbmwJBeW5MKSXFiSC0tyYUkuLMmFJbmwJBeW5MKSXFiSC0tyYUkuLMmFJbmwJBeW5MKSXFiSC0tyYUkuLMmFJbmwJBeW5MKSXFiSC0tyYUkuLMmFJbmwJBeW5MKSXFiSC0tyYUkhLCmEJYWwpBCWFMKSQlhSCEsKYUkhLCmEJYWwpBCWFMKSQlhSCEsKYUkhLCmEJYWwpBCWFMKSQlhSCEsKYUkhLCmEJYWwpBCWFMKSQlhSCEsKYUkhLCmEJYWwpBCWFMKSQlhSCEsKYUkhLCmEJYWwpBCWFMKSQlhSCEsKYUkhLCmEJYWwpBCWFMKSQlhSCEsKYUkhLCmEJYWwpBCWFMKSQlhSCEsKYUkhLCmEJYWwpBCWFMKSQlhSCEsKYUkhLCmEJYWwpBCWFMKSQlhSCEsKYUkhLCmEJYWwpBCWFMKSQlhSCEsKYUkhLCmEJYWwpBCWFMKSQlhSCEsKYUkhLCmEJYWwpBCWlMKSUlhSCktKYUkpLCmFJaWwpBSWlMKSUlhSCktKYUkpLCmFJaWwpBSWlMKSUlhSCktKYUkpLCmFJaWwpBSWlMKSUlhSCktKYUkpLCmFJaWwpBSWlMKSUlhSCktKYUkpLCmFJaWwpBSWlMKSUlhSCktKYUkpLCmFJaWwpBSWlMKSUlhSCktKYUkpLCmFJaWwpBSWlMKSUlhSCktKYUkpLCmFJaWwpBSWlMKSUlhSCktKYUkpLCmFJaWwpBSWlMKSUlhSCktKYUkpLCmFJaWwpBSWlMKSUlhSCktKYUkpLCmFJaWwpBSWlMKSUlhSCktKYUkpLCmFJaWwpBSWlMKSUlhSCktKYUklLKmEJZWwpBKWVMKSSlhSCUsqYUklLKmEJZWwpBKWVMKSSlhSCUsqYUklLKmEJZWwpBKWVMKSSlhSCUsqYUklLKmEJZWwpBKWVMKSSlhSCUsqYUklLKmEJZWwpBKWVMKSSlhSCUsqYUklLKmEJZWwpBKWVMKSSlhSCUsqYUklLKmEJZWwpBKWVMKSSlhSCUsqYUklLKmEJZWwpBKAVAKQSgBSCUAqAUglAKkEIJUApCr+j4R8IAFIJQCpBCCVAKQSgFQCkEoAUglAKgFIJQCpBCCVAKQSalRCjUqoUQk1KqFGJdSohBqVUKMSVFSCikpQUQkqKkFFJaioBBWVoKIWVNSCilpQUQsqakFFLaioBRW1oKIWVNSCilpQUQsqakFFLaioBRW1oKIWVNSCilpQUXdrf9TY3XcaXatub6J6E92b5JgQ9Sb8k7I36a2je+vo3jq6t47u/ZYuepPer+sKk7z3W3lPK+/9et779bz363nv13P+9d5jFMN6k97zFL2Vi97KRW/lordy0Vu56K1c9FYueiuXvZXL3splb+Wyt3LZW7nsrVz2Vi57K5e9lcveylVv5aq3ctVbueqtXPVWrnorV72Vq97KVW/lqrdy3Vu57q1c91aueyvXvZXr3sp1b+W6t3LdW7mug/9N/rsGybMuzxTPqDfTmmc5zwqelTyreMYaOWvkrJGzRs4aOWvkrJGzRs4aOWvkrFGwRsEaBWsUrFHJrKf2333k3qzLM8Uz4pn8Rs6zgmclzyqe9Z6vS6xBrEGsQaxBrEGsQaxBrEGsQT0Nxb+r+HcV/67i31X8u0p+Vw/jWZdnimfEM9bgfaB4HyjeB4r3geJ9oHgfKN4HiveB4n2geB8o3geK94HifaB4HyjeB4r3geJ9oHgfKN4HqmCNgjUK1ihYo2CNgjVK1ihZo2SNkjVK1ihZo2SNkjVK1ihZo2KNijUq1uBdrHgXq4o1Kt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W10PACMw6tADP9qf7Hxq5jXszwg81VFruoEO3/+kZ7nSo7viQrIXbeu5AFRp5xNzxGfofkovj9bfWH12vNc6PwW18xjnmPXiEU887Kn2W+eV02x63XUF0u9X3WS35NrfpOFvZHMU/tF7sA/WVO/VUg5dD4hB4v2mzYb/ly4dcUGFPZ1Wc2G0m6uV9pHf1bF5l1gtu4Es1sVG5NerfYnZb7nAQO5GNvjd0DnWv9GKqRv61j/Rhh4zja/uZ+sj3rjmUpE0V/a+V7DwdbnC6yvzI99wfq7uGJz71JInDhW+yxxG7hQeCPqoB04R+tJWQdzdg8B4MLZaVpG8uZnqB3KUEfG3OZY29u2Nsnd/VdKxD/5Zmxe6ac8bcxe5ZiiPyjilgkKv72CdkH4rnFq0eckw3GGPoN9K8F1Ljlvnilgvfe8He/uaN/Zzdf6wj4id5Rr5v/vA3i2/KRJIEf78l0I1mQCXydnY39xmocEr5T4kXZmB71uij2aMdHktiKnoT7mqclred5BjgId8xzWH+j0O5tflf3ohAH927F1/7CXRksMRxvHPhwL8EyH8SDWU8Lc9xTdc92USxGP5fyODZy+cY9C+P0LxUpwNaIT5yr2+iD8Jv1Ma0QOks5sjapN6Gb89A/Cq5m/om1bqJJ7QPZThQNU/TzPk+Qsiefp8SyJNrbTWdKX9R6lcELs6XiWJGdUfM7YgDn7/SvxTq3f8t0O0dsM2l6i8Vwz6t/1tPr+KDlZIbHYLG2n+i2RYHVri2eQ67syBj5dUf8r2pnV3Jbkor7YXLZ4tqJsO9ZbR2goquMhCj1U2/pr+Tz6Krl/eVmGOY5WyG5XVO817jM8rHBPKpLcsIqicaGift8bGgca9jQsNFynKGLjCH7zspZhmGGtGhrNYP1RP9QDv02Udc3zB/q/TdQ/BX4bCtuVTtD74qNvV98nMdLVWjbBOmUcQz+d0Qct0v2abWBlYsxBH71E95H4Yn4P85TZgJkG2NoecNEe+tnvag4+A8/IP6h2RGzEXNc6BomxIb+ZiVwiLe0H649181nGbxJmW39rdmqAPYrxk7XFuqR+2obMdGPv1+0W7Y48W6x6En/KGOatroidpE1yh2+bvm4x34FyyebaRphjZYxDRTTFuhWsbGzbxLdqsWoE+UzEgDi1Pu4Yg3YTf3YTe77ZNcWZwpNifFnjkawjm1nqXvS+V9mfdLTNyRmqP9ELv0k62fBjk9HW8/ocRTbPcJfJ6APmqV1gzCjz2CEOyUd1jj347W4DfeG3p+E9zeB3nfV7g6Fd+ZW9/9/Wj5f6/n9qP+IZTwTPRKoofOfGNYw0tLu/tIZ4f33lAsIvltjvKlavoVZP5BqMkwbkOIaUkL3K/TkR+5jfg/MblFz3dva1LnC9Ir/BMH3gb4lFgJ6hivynA3+vLAfuFhnPCYcNjk58etD85fNAtiswaXB0mxNtmyvtkN+M/kRs+pCXXhY5gxcJjOGz2YOjm7OL+lmynB/Xf9fOi1v9/lfulcI2/LlE4Leqa9qcjnAS/5IzSm6F3Ibnwsyj8Bz/Nj1byMjzf252oZLvkdwJeSr/J4v5EH6/+YCCa0tyQIyx59qafkjLZWeV+y6Ne8f4TMzzCNeLuZ6Yx6GNYg7mrhKsj+NgjkbG816nHIXnQOAf6cecfG8oZ09TzYadauPld+HMWZMLVvh9MrEGi02yhZpfZD5JvvVErJAzV/dZGyvq7wHfTkdpWUJ0ZjFWYbNHNv9O9q7Y+2u0rXT3MgZkWZah/yhitE/U6hsE9b+iP5Mtpl3Dab5xsoHx8c6GMw3QA/OYnf7kfNhQ/UY/jG5hbw0DbJ6hmkNo2tOVvfv/v/+dP1kjFc5RzaMWsPzPPwGXtC+vAHic7ZR/TFVlGMe/55zLOWAoCCKE3vu+59x7IIWAzEyNUAsSFcjCMjPhCqKrsaRCWaZoRfZjzjCtRS6DWEODEtI0a85V5hpz/igS6UrsXu95m8bmKsVs67y9HBjLtdUf/duzfZ/nPOc959m7z/Z8ASgY0kRIIsNVIDrJ6V2uLECKFI2GSMzG3cjDPBRhIR7EEixHOSqwCo+iCk+iGjWoRRuOoBtX8Qe4VC7VSOuk9VKtdE1OlKfJXyurlTVKrfKKskVpUk64NkfEj5nl7vRs9Oz07PL87LlGEoib5JFCspgsIUvJMrKB7CeHyVHyLQmQS+QysWkMNWgKzaJT6UyaQ3NpKX2CbqU76Mf0U3qY9uoReryeqFPd0FP0DH2KXqSX6nV6g77bkA3ViDHijAQj2SDGJCPNyDeWGxVe2Rvr1X1P+S6bMGUz2ow1x5lJZpPZah43T5osdWN6ZXpNRmJLcotue23OuSBDcZcgkY8CQeJ+QWLpCIlKh8RaPI0mfDhComyExCYZ8kR5utypVCvrlDpBYqvSrJxyvSRIwG17NgsSjZ5fCUgSoSSfLBwmUUo2kQPkCDlGzpBe8gsZoKBxgkSmIDGDZgsSJbSKVtN62kg/GSEx/i8kCvVi/Xm9foTEWIeEZ5iE31jhkKA+v++ij19H4n2z0yGxNt2fXi1IJLZQmw6S4Od5iAd5H+/l53iA9/CzvJuf4d/xLv4NP81P8ZP8BG/jrXwHX8Or+Go+2v7d/s2+ag/YV+xL9k/2RfuCbdlB+5wdsL+3e+yzdveVNtbPDrF9rIO1s71sD2th77Fm1sQa2TtsF3ub7WRvsQb2JnuDvc62s9fYNvYq28Lq2LNsA1vPalgJK2IFbAGbzXJYNnNbA9YF60erz/rBClhd1mnroLXPqrdesGosjzXBirfirFgr2oqyEObh8+Hj4c5wRlgPx4W6QiWhRaHi0PzQ3FBuaE7wULAjuD24LfhMX38gOhDRs9K/yl8WtSLy5aGt+T9EqPKowSLhb0wkyMNPMv45hv5U4EIEVMd3ojAKNyAaozEGMYjFWMQhHuOQgPFIRBJuRDImCLdywwMidlOHAa+Y4YMpcoozLxU3OXUSJiNN1HShm5GBTGThFudkitCtmIrbMA23YzpmiH6m0B1C2UJ3Ol/lYJbwwTli/yHcEMgVysM9Is8VfjAP87FAuMJ/DnWv8JQi3ItitUP4LITHPKABpVikDd4cWioe0TK0TNwHv0Y1r2bIDdpk4coV8nPOgMdQiIe0FLyopWk6FmOl+tF1899Vm9VWtU1tUXejUluGx8W7z9R+9YB60DlvR5m6R/1A3f/vd5Xapa/wsPS59IX0JcqlY9JRqeNPgAB9xQB4nH1VTW/bRhBdUpIlSxbKBGlggIcsu6FgQ1JcNGnruq7DSqQsRUlrWTKwdNKWtKRAvuUUtEEL6OaAaX9Hr6P0It9SoNf8hxx6bI45uzNLUrCNtARl7rz5ejszu3ZaP3z/3aOHh748GPT3e3vffvPgfvdep73b8txm42vn7s5X219ufbH5+Wefbtyq19Yq9k3x0Y3Va1eMD8ql4nIhv5TLZnSN1TzRCjhUAshWRLtdJ1mECITngAA4Qq2LNsADZcYvWjpo+fiSpRNbOgtLzeDbbLte457g8NoVfK4d9iSuf3OFz+GtWj9Q62xFCWUULAs9uLc6cTloAfeg9XQSeYGL8WalYlM0x8V6jc2KJVyWcAVr4slMW9vR1EJf87ZmOiuUKS1kbC8cwV5Peq5pWb7CWFPFgqUm5FUsfkyc2Qs+q72Kfp0b7CiorozEKHwkIROiU5TxougErlRhXbiw/uzvVdzyGGrC9aAqMFh3f5FAg5xtCB69Y0hevP3nIhImyJJtvGO0pC0uyoT6dM2QGzLE/VkWcXkxd9gRCjDtyVjm7Mh8yZyNqg96QJpXqebDA9JMU83CPRAWtcoLkvfpZBWmR7xew+qr18YX9RwyleBoOKFvOI6E68Z1G0hwXFw4YbJXb/bxBtqHAW7imMrQk7AhnsA10YgNEODUg+O+VC6JG1xrAguGiRdseC7x4l4UuDFBiiV68pTdPnszu8PNP26zO8wnHnC9iU2peJEcPYYbgTnC+XzMpWmB42P5fCHHPnVJGLD+BtNZKqPywr1dsk6Naed5u8ClbmZ86hYCvIV/RGMbFQa2S4nU0cY2l5rJUjPMkljQ6kIcFDJ2s02qDLk226blW/HzP5TMhFPOhsK5WAYCC05xnv+kFlsToXXujd1zBC8EzSUEk2jv56lTLZLE6FGgdrZTVcbGk4uYjmEURF1c5cD2uBRj4QucIWdP0t6o1qq/3b7o9g6l6nYyJYMLUqzfjCVgFqpTQW/iDLaqZtpWJe8qeSG2L6k7qZpHBdHtRxRcJAEZxxOEm16qdMIXm1fv4NFs4e0mWqHgBm9F4fxsehTNHCd64gWTLYohOqNI9OW2qbjuy1/MZ5TqKutq3UGjXsO7pzET2vPezNGe9w/lqcEYfz6QL3VNbwYNf3YTdfKUM+YoVCeUQBI4CRRpH4WCsjdPHcamSptVgJKHc40prJBiGhvO9RgzUkxHLBtjjsLowSatTrDEeN16fETt+dmfRIFPh4tdx1biq4EmdhjoYmem6UsrUBTjBpREg/C7hN+N8SXC8zgY2nUNi0N3UhQIvKdwoCQztXgUMxSSz8/OBtJ6bb71LRy1R/g7lLBcxbs/Z99Du136BQjvwnQYEg92IMk3b3eGPo5tGhBNOrCMEZaTCGjRUj40jug0xN5gA5X/FAWY+uBXKak89tU4G8DaYgvbHsfMVSjRhh9dFZ+os4lHoWif0GcZubG+jBETRUzmx0XKryDzoUDVMOBY7Swb9nHU47u0aMbIGK/EbGWsfkUzUTLaVsYulYuwfAsD4kvr0i06kjk77/sxeSWdJAaY24ASMqqcK2XigNVBVYe44HuCVMn0TwrTm7N98SPeLERaRcqjGsp2J8TLP/YvISI2U+cC3RGlJMZfMZqnna9g3TP2YH72u/jJOvfUa4L+OdBgMvMUB5v50WUAHlbrtcJltKzgKCqU3+8Q16tQXnwR/Bfh9YCyeJzl1nlcFOUfwPGdGTw4lmUJVkGWtVI7sPU208pVc90kRZRRDgUrSzpsaWE8Q7C0rFS07LRCzfLYFHg8wjQ1tUsrzdQONbXsLvHqTum7fP72335//PbFZ987M888MzszKHXRRr3+p0p3e+r1P1R6hvC7Su8o/Aa/wjm2nWXpDJyGU9AAJxn5C/zMyp/gR/gBvofv4Fv4Bk6o9Gjha5a+guPKnSgcU+4U4ahydxK+hCNwGA4x5AuWPofP4FM4CAdgP3wC++Bj2At74CNO4kP4AHbDLg77PiPfg3fhHXgbdsIO2A5vwTbYypxb4E1WboZN8AZshHp4HTbAelgHa0FBnUrrKtRCjUrrJqyB1fAahGGVSusirIQV7LccXoVXYBm8DEvZfQkshmp4CV6EF5h6ETzP7s/Bs/AMPA1Psd9CeBKegAUwH6pgHlPPZfc58Dg8Bo/CbHZ4BB6GWTATHoIHVZvuwgyohAqYDuXwAEyDqTAFJsMkmAgWlEEphOB+KIGgSu0h3AcT4F64B+6Gu6AYxsOdcAeMg9vhNrgVxkIRFMIYGA0FkA95KuVaIRdGwUgwIQdGwHDIhmGQBUNhCNwCmTAYboYADAI/DISbYAD0h37gg75wI9wA10Mf6A3XqdbXCb3gWugJPaA7dIOu0AU6N2FoqrVXljqx0gvXQEfIgKvhKrgSroAO0F616iO0g8tVq8gDfZlq1Vu4lJVtwQPp4IY0aAOpkAKtoRW4IJkjJHGES1iZCE5IAAfEgx3iIBZiIJo5W0ILVjaHZhAFBuigga0JrREuwHn4B/6Gv+BP+AN+bzqs9lvTN9J+ZeU5OAtn4DScggY4Cb/Az/AT/Ag/wPfwHcf7VrkuF76BE8olD5j2NXylXL2E43BMuQYIR5XrJuFLOAKHlWugcEi5/MIX8Dl8xtSfwkEmO8Bk++ET2MdkH7PfXtgDH8GH8AHsZr9dTP0+vMfJvwvvcLy3lau/sJMddnCg7Zz1W0y2DbbCFngTNsMmeIOpNzJ1PVO/ztQbYD2s40BrQUEdh62FGljD1KvhNQjDKlipkuXfXW2FSu4nLIdXVfIQ4RWVPFRYppKzhJdV8nBhqUr2CUsYspgh1Qx5iSEvsu0FRi5i6XlGPgfPssMz8LRKHiY8xe4L4Ul4glNawMj5jKyCeSo5W5jLyDnwODymknKFR1VSnjBbJY0WHlFJY4SHVdJgYZZKKhBmsu0hRj7IkBm+GvGUY6CnIT7gORY31LNdekvaJm2NHelRUp1UK9VIa6TV0mtSWFolrZRWSMulV6VXpGXSy9JSaYm0WKqWXoop9jwvPSc9Kz0jPS09JS2UnpSekBZI86OLPVXSPGmuNEfqF63/o/9lG2nz6H+LxTaPVqEuifw6TleJkUerDEqVM/JoheB+KIEg3AcT4F64B+6G66GPSojQG66DXnAt9IQe0B26QVfliDynXaAzJIITEsAB8WBXclPqtTiIhRiIhpbQQtkjt7q5r0A8Kf0i/Sz9JP0o/SC386j0pXREOiwdkr6QPpfb8pn0qbRFelPaLG2S3pBelFvxglSvVXKlpypn5JGfwsWZDJNgIlgwAPpzHfqBD/rCjXADXzkZkuCSCBsNw9CVz7Nsi6Hb1kk7JcOwcS7TYAR3fThnlg3DIAuGwhC4BTJhMNwMARgEfhgIN8FlcCkn3xY8kA5uSIM2kAop0Jqv2QpcvkXieekf6W/pL+lPucF/SL9Lv0m/Sueks3JXz0inpe+kb6VvpBPS19JX0nG5ux9KH0i7pV3S+9J70rvSO9Lb0k5ph1QvvS53fIO0XlonrZUWRe6+fp5rXA4PwF3KKX8KacUwnstyJ9wB4+B2uA1uhbFQBIUwBkZDAeRDHuTCKBgJJuRAJ/Byqa+BjpABV8NVcCVcAR2gPfemHVwOzSAKDNBB4zfS5lsqNkoXpO/lwh6UDkj7pU+kfdLH0l5pj/SRXOiN0iyjvWem4fU8pHk9DwYqzRnhSrMiUG5OD5ebseV9yjPLjdjyNsK08nD5ofLmDwSmmtPCU82oqUlT9ZgpgUnm5PAkM3aSFjcxYJk51gnrnGUkWTnWOKvMWmjtlxUtllnrrJ2WUd+4zZdo9erjr7TmW3qSbNdtluaIrL7Uio33lwVCZmk4ZEaFuof0PudC2rGQpncOacNCY0O6jFobanelPzK6R8iV6k8IdQ75Qsb9gaBZEg6aWcFgsCJYHdwabFYRrArqNfJJ9wWj7f77AhPMoxM022a90ZYgbdMblRET3KRfsGm2Bv2Cr1G7Ry7A3XIh7vKON4vD4807vePMO8LjzNu9t5m3eseaRd4xZmF4jDnam28WhPPNPG+uOUrGj/TmmGY4xxzhzTaHh7PNLO9Qc6isH+LNNG8JZ5qDvQHz5nDAHBbQBnn95kCjp0f+B7Gly09JemX6qfSo2LHuErde4j7mPuU2StJOpekVbTRHakVqVarhkDedtxRPSlVKdUpNSjNH0wcjriSxMlEvcVY69c5On3Ov85gzyuZc7NQdVY5qR43DyHIUORocjY6oGodWE781fk+8kRVfFB+MNxzxkWUjwRfv7eJ32D1236BOduP6Tva+9iy7UWXXfHZvV7/P3u4Kf9+4rLiiOKM6TvPFdbjK3xDTGKP7YmRDQ3RjtN4YrdkMra2m2bQEwWgZuUdasscvz+Nal9ZMkz8t6nJGZGRk1rdoHJ5Z23JYQa02u7b9iMi7Lzu/tvnsWpuZX5Bbp2nz8uo0fUBObVJmdj7Ls+bOtfV3Z9a6R+TWLnbnZdZWygdf5EOjfLC561y2/nkZhaVWaWlZRmmGvEmFpbKmzJKfJjR5F62yyJayUpsMybjIKzKiNILVNKjUKrJkDtkgq0ubVkeWCpuGXGyO//R10W/yX7y0/+XB/79frYsK/wX1t7apAAAAeJytVOlTTWEcfn63bnupRLJln2kMYizDFzPGH+BPMD4zY8wY29CYhhi7iEJZUqJF2UKSSGixlSUhKZWKSJabzvW877nde1t8Me6Ze877LL937n2eMy/gnQwY8XB9NvM6inO4hGu4hQd4ik7xw1JswU28x0d8RbdAvGWYjJYo/LePEWtdgUCPInghHLDb7C1Ghr0FsAa5MfFE4Z5TXIw91N7enzPijXyj0ssfwXo22FJGtkPa7TbLQoXtcxW2xKm1nujwTjZyjJQ+P2clVmE11mId1mMDNmITYhCLrYjDNmxnFjFc78BO7MJu7MFe7MN+xOMADiIBh3AYiUjCEeZ4DMlIcWgKJ/NK0KpSTiINGcjk8xRScRrpOEN8lulnIpucyZg4i8xxnCCbRla5FJfD6zxykYcLuMjOTNyL8lGEy7jC51W2eR0FuIFC9ljEZos1p5he/Heneb+NOyjBXZTiHu7zzShDOSpQiYf/pJQ4GYUe4TGe8F2rQjWe4Tle4hXe4C3qUM+3rm2A/oKOGnpeO1zv6GpEC53tdJo+01Or1Wa9QxVn69AgPugSC7ph50q1l6AbStQ9qvZUO6k6Z9VHDrFqKN3ZTRYzzmKfCql1kqONbHpzmWBvfoOnVulox8y7gB6VhVIqHFmUOppQ+xQ6Z8u0lqfnip27uhI1/2G1Wzq1bhk24oNOxkzPVF3pKUcDPSpltUffbOs5a6avZhXvPqO0GuIWng5tTFo9W3UTrWhyrpscejs+4TO69L0DX3iedOIb8XcyHUQD2f7MD14/8Qs2NvgbPW6op5/SA4MdQ0Qs4gHDtXKx+uspVvHimeYjvuInARIoQTJEgsn0VfydSsgAJWAQzVczoTJUwnhehssIGSmjeG6OkbESKeNlgpsW4VTGUZkok2SyQxuuJyOcs5F0hLt5oyRa1vA+VabLDK5nymyZI/NkPplpxLOIF1CL1s9FWIJlWA6btdlSzv3DeKrkYrE15A+uRdCeAHicY2Bg0IHDGjDsYywDwn1MbExFTKeYGZjVmJ2A8AlLE2sCWxG7EfsfDhaONo4+zjDOeWB4i0sODA9wh3C/45nFc4lXifcZ3wx+Mf4TAi0CTwT9BDcJySBDYQ7heSJZogWix8Q4xE6JB4kfk8iQeCHZIPlBaom0iPQyILwEh69G4SgchaNwFI7CUTgKR+EoHIWjcDBBGQEk6AaGK2R54NAEC0wbhYMVyrGA4RbCUF4OJ9ymUEUQPlB4oJiAA16hBlTKg8M/o5AYqDwPE6pY4YRHaA1VnfDAbSCoZkYGvAGB6muoAzXwg12jcDBDTR/SoZaCloK2GIUwaRSOwlE4CkfhKByFo3AUDg8IAKMp7lcAeJzFfAmYHFW97zm19FJV3dXV+77v+zbd07NWJpNk1mS2hGyTnZCwSEICgUAEEVC5oAiyCEq4qLjgQmayNASBC3moV/Kun+TDBeHplfeeoFFEfX4mTM87p6q7ZyaERfS+N530qT5dXXXO//yX3385BQjQCwCxjV4JSKAE6UMQZDqmlBR1On9IQf+iY4ok0CE4ROJuGndPKRX02x1TEPcXBJ8Q8gm+XsJbC8L7ajvolWce7aVOAnRJcA25jfg5vQ+YQAx4ngQmQgFY4CMUR2O0I7xMtwx0d5/Mw8zpl07nstCoJQL+NNFCFruIQt5NmBo9ETKMe8wm4jm1yW93BIxqK+dIer1JB1O7VG0M2B1+kwpaIO5clCM/zegYhQK9wacZHUvTrI6pLVrYZzIBMDsLKrOv0l+g87oI0wkY4hO4Jc0A6JSK4/BagP8odN4b9Fp6BZgAO8B14AC4VuT791xNU0xvb9FtW0t1rXyKuBswYCNxDzCCAFEQmQxjzGSMDNm1s0o8IGpBLNbbv6fovtq2Vrl8WxUGpvkDox+pwtjU8uFKFU4c6h0G3afR69RpvaWir2QQRU5YKplMRncavwRLpSCgb3JZAyJNOU22NCiECKR0k5YushPWu1xQ7iu0QTdE35MSAaWGgkY3gc5tKaYRWbUEiT4W8tIF0QlwzNezWQy2BIT8xV/es/O+LdnY+HXjjsXL+vwaE69W2TKhQNrBah1Ra6AQtKpYA6cglULUac50jZUy2y7b27PousvWikF4g9YWtravyBr14dZwvD2s3+XtWNPmbq8UzKl1q1Z4Ahm3tvYg3Nm6dfVIOD06sNi39Nq1LdH+SxZ3bF+/MuFZsqTXZSy2dbg8aOFokhE03uyWyZUhR9Ck0gYDobhRw7KeQtRb8OuNsa6VlxH/05TKlb3eUqHgsMY9ekMgMzOS6Cu6WINDFxwdGw2aM9k8eQCvJwSX1A4STvoOEAD+p4EdnkGdOvg3oAAksXfa5GFvBt1oAWZekplSgYist5iNWigRUqZ9uYvEtCYsE6suGFOYU1Fn1MGTpZEWu6O0ooXgrDFvMG0l6dXP1Tb//OXa1ud1Fp2KUrLKHS/+5OXdu17+yamdtEpJKrVmNJ7NaDx6NB4fCD6OZGbPlN5EH0fD4oEHnp022Rl5QGg4uoaYKKX1hMVySd9SJCJheektZj2ht7esKJG8I+qMpcyK8QtWraRJWyrkidpZcselhH33yz95cQcaCKVCQzoBD778c3jwOY1Ziwajon9cG0fjuYU4QF5OfxZkQLvIZZQR3mNRWNNAFa7CZ0WD12zVet1RTyRjUfI6BcMGWJDJIOaEmROnTuhm0JvEqdCsUGphBlrMioA/3A2VinAkDbthJFwqd0EPbpFE87BcMlvckIfkOiPpckV134vSyba2JB39Hh91uwjD739vIFyuGD/Xr4u4XaTxNPmoMpvP2zQHz5rMZtPZgxp7PpdVrl+Pe+3ag2eNFovx7EGtQ+rF614EG8nvU140r9CUAsSrhOqIVe+OB91VGJ7iFHqQKZycOVmAclPXRz6hoZUEH37HUuYTGuIn+NA7+X0Fp1PXfsBYo2531MrW/l3Nc0oFq1XDCiv3MbBNxbMKotsZtjC1bzHoWMHyDBxnLGGnI2Jh4Bgj4D6BqX2bsUQkPrXUfgEfgT7gAKZDOlAlPj2tZy1OoDt1EjHD87lsCI2Mh7KAlw0NlQAfUemdpluUgtVvdwV1kN6v8xdDgbyPr0YXtZVdzzBaFU0jFQiND/rjZqXSHEf3aoefIVqJScRzwhRQso+j21IgcxpmTmI6KAI+f7ilWCrg6RKtZmttk81stsGHOIGj4V/b0plKaxpNX5avA7N/QuOOIkWvnlKTQ6D7JB4r5gJ8ibwZPrJoYkJctHJcvGNS7F69QewGkq2ozL5OvkSHgAEkwPcOQWLxytWPg9TsM0d5YhikoPEJpGXB7CmRwZ8B5EngPS4pXsfsb6ZZOOyozv7mMMvDIQdSqaKWHw9ZUS96Q12hKlw5JdKrgLXbPnw6kehG/xEVT23cMJlAMjWZcIh6dA+1F6oZSBghga+PL/ihLoyuiv7QZdc0bVp9dehimsKq1ySrXop8Kb/7yMdv/vb2WGH3kRtv/s72aO2vjMmTbPW3D6f05sxAMdKRchuUxG0PnHlsw7pH//qF+89K7dfX376jL6GvXPGN3bceuSRhyw9t+yii/ecAIB+jLSANjsgUFDXqGFRHoSoCoR5mq7PPiGpEPzELSRCrEndOu62sUJ199QjqFAz6KjwgqgNjMV4HWVpXhYkpUTEhzw1NKt89g3gvcfJEYQat6cbJBJiEaKIO0RqLwhi6z7xb4Tt8kOsh/to4KV9ncnJNSJK5OsHaoYBUSBpKGjckq1yTgN/Jx7B4zZRUWlZBo6M//sjiEhSESstBM81bI55wxqp6Uc2z9DYnki4kUU5XxMqSA3tYWoiHrR6zVnWYoklIKjn12RdZawTRbjWi3ZOI/7qgvk47LZWEVAKq26C6AlmxWudFEZqrxO+PFkLoBSpPEL8H7OwbMluyiG3YeBXuPCq0VrzeyvlYaKeoKZgV6XFdReIgBADWzFElke/WVyqIiYRKBh/AjMSiJysVDAYwpwLEXBAT3bBgdGhUPPnPvDNemA2T9bstXJhuOAci6tytaMARHko68UmkYpgZq9lrVCt0NuMvF4+lBVOsK96+bklao9aoaFLB2BZvuUq88N5tOevQrVfcC2uMwCkuccXsrMqSDPgQ3DC9uXTPxpGgrz1pc4c8nDPjt3gsgjUUsBbWHejr3n/7o7sf4GwxtHYrke44itZuNVwkr90x1TLILIXs2sairYW5KvEDUbN8PLxcDC9fHhZJreMJ4nWkUn5zGJ+gRYSSF1GLKKldchyuAu1ADTccFdrRy1yqE7TUIGgJi37/eLIKKVHweun+cTPWC2aJtuYqXLVALyBUd7qik8hbkXGdvLSnEhjzIagn6CtzC+wQNfUJoIHz5H/9YOZWu6GzFJK2lhEiXuwEbIplved8y680uUny6MBN1ct69q5p06uVpE7H5Ia2LypPtLsCS3Yu26XRcwiRC9zutrWdXnOiN11c31/gVJyKIhRqY9eGa/s2fHZrwd12QaX30sEovHbzPdtbDE63zuiIubIhh8dhzyyOpfoKTqU54nGFjCpHflnC156weUJepTHstvnMOkM4aEuOXzPUvn2kVUuqWkYuRPYlOHuGfI02gjjSjn+qS7hRmYbKBFQ4oVIHkbJRaCArKUkWM0IWkT7t01WJiw5HKAqkniDUwDz7lqhBX5od6YhE3Agi7mEKzTJRhRceFn1jzEpEZ0xoROXCTOIE8m+wAGcKp/MIi+A1l8wDXuRShIcIFUUSMOyEER2MaGFYA88zJmkoH/yO8mrWb1P/Q+uqSGCPQFqzTtgQ5jKc06xmGIA+8jWTfg/nzoaDORdbE7RmHoFDDQPvpK2JnkyhL2Hco7PUdhK1R+EFcG+h5Q2GZxCi4Jk3lLZMxJsJ+w3Ef1Nr1BTyu9i3/5Ijbpr5FsYFm5CMPkZrQRf4TV1G6RKkWxYo1nKV4I5E89G81vUEcQLJ5i/llZBlsq0KQ9N+Pz2f67dNJUfVVbjlmMEqEcc6n9dnEqeQW5XA7C5JGxY2zPHz5MwQL8F4GdaHImnRf+Q2C7XmnCjJ5r/QlBwJDgl1SGXCCEvogrJp67/5+BUdl64qCyqaoNSciokt3rS4bWNP0C1u72/bGHfZPH7iQjV2Yo21YmBJeOeXLm+DX975ld0dvMXC621huzNiZSxOi7VlpDU7WLRzrgiRjwY4e8LdUar9liJyG28Hkv87gdbkR3RQr2AcEnYbRTJyHK2RBzzYWCM9pAXI+hpr5INIHn44rVCYhOPEv6MfmRprZEKkM9FCg2iCxJz2UbbBnIm8rPFeOS0TqrEC2vot0KV58j1/f46SUjbAL5TgKUbmmIDHKSWnqq1SGPwtkZYuF6GC/z7zS5MJA24S6q1aJXXQlQj5DG+HNDo1qeQtAvlWucOdcHJKaxLRpFOiSQjRxCXh0h70+WlkW7KgB/y0gUt7Z585hifdC13Irnx2Gmi1oIooMQdO26vENcdCosQtYhVGp71e5XyOiovq+HiTmRAwUjb0c52VMEA9gQlWQRo6L4HUI+h+PInk5U2RQdp97uKiGl9dd45FeM9byPdIyDTF9KRwiGA+p5Zln7feRdF1lS9j1xL5tC614sD0/sTKpTkzQyKB55LdI7mJvX1+In3jxEV3rI21XfGNXWs/sXlRiK+dtWb7spnelNkQ68m0XUQ8u+LrD995mcjpjaZo0Bc1K7V6bcf2WwZcidL2O9dv/tK+nvjyyz/5YP6SO1YFfR1juZbRFntA9hMeQv7FE+R3kJ8QAY5DwFglqscYd8A2RPN9yNnoRhC1gOl1LvYWzvkMn9D6SrFYycdxcqs99zNpjrcGeT7YGk+0BXW6YNtMX7yCOyrxeDtu2/F4xqGFfIS8GGiQp+Y6DLRKE/skQtcUENC7FWDHHfuU+XM8KbOw4BP5iMU0Q5ssJgtxFr3NOybZlmSypZBM1iqleLxUSKVkP2s7GCGPUkUkq7bHgUBkjgLWonfqFCBzEruIJ15pBAugoq7p1VAKX0CzBboh+q2SVc5ArVFDkwg5E+LMD3UGhqQ1Ri0JkInrtoftPFm7SUkYI+5Y1qmhITJGSq0rFw/F9YSy9jFFEUFmgFQJVUI6w438tlZwsCEhHuKuI3bWZGKR6/qFqWS4gORhirUj40VO53LKYINPg0jbimrdaFHi0yKOionKiYWiUEGikM+clpApmpXj0Ie8TC4rM7pvgfKV4mVQgjgC5nvD3CFVCi+e3HX98trXfKmUDy7Zh5SsNb04UZ5cEq1905rt77z5rgri6sXutrV9X3iqPFj2wJuW7FrVFTVEktSOZCQ6et1EZry3qGPyKy6G/yPSFTPXHnNkumf+llqWtdfusKQW47VcMftbiqUDoAL+RabflBMkniK+B7TACjcDHwjXpxmuwk1ThnGqCtcea8lKc80iszQlqueZIvyGvdsTiFRPftgLIFoh0K+QJUYvGSdFAz3Mc2ElUaJYBOfN3euu7L3ppXtGVj/4i5tL21b2OhgFSTFaNZ/uv3Dp8NUrk5kL9g8v3d6f0TAI7Z2wBWx6S9BnHvvSnx/+CgTfXqt3hR16Z9jpjtu5QCLQfeUjO6746qUtvqhXZU3IPI94jbwN8VoSPCbTCXMCcafIqw1egxeogd2qQTOyPwFjeMZHNXA4HFbYGkxiq8K0qNaMNnFUep7/IzNJAuvdjF7GxUhmHUf/GZeUiUm8g/GQ2T/nEE2P4dUzV2F+I25RazG00qprefgJtQyz1LVr4I/x8UXYpZW5jLFF3Mjms7UTLHZ1cZDpLuzUyjSbPUNdj3BvBvxHQzYzs7+c5uFwqCq3wXrL1lum3mKLdhi1Aa5K3DVlCbKoEVlgiY8FpdkGj8OtQAQccpyM+DPPeTiCIzlO7xrTr6Qlw419DWzEJHLAzKnTeYmsCenPgQzUh71Wg6RybG4uTDcXm2seUtdr3PlwpODS1JycOx8JF9wajbsQjuTdHHxN4ypEwnm3JtjIEBDszF8ax9TzjaNaCL7cOG7QFd6N6GoC8QZdAfG5IyKjG5OHCzNooIiDphsdC4bcTHLcrWkMyZPHQ5obyNzNG7w/ge5nB4ON+5mIz6H1UPNjJomGpiqcnM99MHMS31981xMWsuWCoOYERvQz3/Gl6oTSwHsxzv+IO+bgENPd2xjZ2T+wyAOv00OxG8lmB/hZ3btiNdmsJZNh0larvUpsOxzMcRyDDo6BYGnUxrHW4zCF1jw9++ZhXYAYymFc48VHFh1+18jvlkw2l1Z4oqOelU1G6EY+M2YgNIt8Pi/zlVDQ4Teh0pkpFIQCmviRf+5dFixfoA4+IzAwj/dKyDl2ExZYQE6VdGhS7GaR2xrMOjmi9ilK78n6/VmPnqzdQ7DuDOp3saXUN9M9WS8HrRT0azyx1tAhR8Q2jwtcZ1/TCMgwI3eKcp79dbP/Y4USH6jE354hYbwtyGvRrxryXqX1oLMRAzwa4Zk0zyOgVJxyp/OoOQzcrWMxTAg9HyaGYtG0n9PhI45V8FV44BjSKP5R28o0Op7jl24pQCRUKgkBHcxJc0aQyT31T7hmncZSsCECkWsccEPTOwlscJOWQhrOMS1V1TlChl2BQiJqqz3lbLMQFMU60sFA2s6Uo7eHi7Gg4W1zIhrWQ5LknOmgP21j1luQ7tGGuvPEZOlAe99nhmbWMTochkfE/ZdMRuNuidQiifHxkejS+5YQGxkdR9McEkZCojGJeN0JYuCGuiUKKo4TdwEBuIh/E9VAaMaHE8hZ4gINexFAHYdF0yjXdGvqWP/U6bq9+ft+KEMajFfmEQnbFwmvN2AM2Xvjd2+4tK5ouFwU5tLje/dNJGuns0uHY7uu6l5ZcpI3X/a1PR21rU3+ui2TUVq6Nl6/pXd1nK31+ztXSvgbz30Yzb0EesEX5bkf1qWFGHOceB6dUCYemIp1C9hiONO6xuh12KcWRUtno6MTIbSjom/U0hC25owksHfq9KnTmCMw2PtwV5knrREyTb6DQGaLm6xjPw+Cw7CI81MNeg2r3G35eN7FUXtN0ZwYH2uQDoHAFYUex/IDF6R94oYOVyEVNVzGM7VvtfUYC6mrbmmdaHX6kaeJuE/goC83VLDXDE2K3puMUCRbumDf8KJLJroM2milPz0bDpDbxNV6WlH7rCPXK9vsbuRz3oZ8zn5wvKHrFxH3Hgnmg3nOgfE04NJYrZUBA1NHhTJ6mTsaROmowpTILXLQsfFm/G/1vPifHOedF4c81YyKILiY/iddts6Y5zqVLcVmOORcOKkgbxu68dtbF+9Z3W5nKQRxtIWRy/uzQy3O7PCWHVuGs0uuPLgmvX6ky6ikCVKpYdns0vXlhJgwZVZs27FteRbetP3+i4pmj9+eS3vidtYX9VniXeFkdy6R7Vy5d3Ty9sm01uo2ai0Buytq55w+hylUdCXk7/cgunOzZ8g3EG/7wcq6VANFlfjctFVQ6Bt00FfhusOia54g5pG3hTMZjkPveVaDIufNKWKb+4YE757EFhfjgdqTjAz/GPIODPioh10xG3f2dJOdDJwt5nLHbSxri8t8c9vs69S3EEZIgAvk8T8JvMQd6CszQm4cEx7TjTms9WzA+vlr1439BQkssO9x0tyazgdadUdgnjL+1tJPfv/G/c/esozz5CVsFV62tbNrS2+Iw1PLIdT1n/uevLG387rHryOb0jFDDe8eCIX7L+kl2fm4x4z0zVfQnIJgvO4bARuCE8NHxaDNy9ksVQyCRI3NM2al9XWkpa90Q1vGekqKidp1r9hRgyZ37JxzsI6QSyOwrZEDcLLxRkfI1yV1tC7YlY9UojZBTdWu52hbRylddLI0bIOwheJcpUy6YFByacHEkpBScYKGujYYN9EUY+TftpO/EkwcpbDEA2geOjQPqxR/Hm7ItIW4e0rDebFnHHcAPBFG5EJjDoV+TNGcB0KRM5VX5OS/49g53+IVmWOnuUkY3NBS6IJlQ2MqxH0ykPNwtQcNrKWrnC57eeUdppiJMEQNn6Z5dzFR6bZwevjbWqVZK/M94t9CMTQbVq+tPZve3lranoYdOgNH0aZ4ENmCZUhPXUX+BBSACGP11VFbilVi3WEQiYC2KrFE1AmkBf7JAi1VrgjfLsKilITkNMhLL6YXxavQKjp+6YfkAf/tfkL0j/g3+Une7/ETHOX3Uy4cVdNyiBtdVh0cdp1JD2Dtj1x9ONz5msgNU8CamR/TkpKvGyex9cgkJnefntyN42hSDA2zgMj/fx6NbJdwZA12wrkIWzs8J6VCSaKklHWjuZAvlcmrjIl4KiaUb1+1bN8F2c5rDu+7QIgsynZvHSroWIFVMM6lGy5v33n3puRfN3WuKtmWdbesSXu0OqVSp13W3hPqv7Rv+Z7BYCneHTc6/U6tPWzxBF0BtyG28pb1P9cHC75WsVTEMtc3+wbpJV8CLQ0LP+UEkaeIvVI8wgM8IDgXdvFMGQaoJ2AfyOG8CQuHc0lJeySrcOmUqB5uhBUSzcAETlBIgYl/7EoLIhQNi6KQDYpifngCTYVWWtsGLkhvP3hpefHVX94cHV7cYlbTpFEnhIt9+S0X2QtDheJga1ij5pTUY/aAlbf47DrxwOG9tzx3QxcyGmbeGrC1ZRDZ7r2z7yMDIU/YwzjiGA8NIBk4gmQgAYqQlqk1bTD4klVi8VSiSFWJK0TGRyYNScKRfI7C7GbRIN+a0lHE0Ai1iSIeoh6jEFx1ZnBSD7nbuBW96JzMa+EB6/8BWp2WEEit2srBYbUVnaD+m+hsECOBaxhO17ltcjdOFm+YxAhKCrNL3t//23tLNkIR8M2jv2nhKhGmSCmM+VpJHokFZ/7T0T4p9mzrz/JqTkUSlErTtnZvz1XTV7d3XfX1nbsObs/+mVy3MbMsYyPgmXSyMrnIb7AYlHqfzewx81qrRejY/8SBfU/fvLTnyoc2eC++Jtg5ngEkcNTuIh8mXwRdYDnYCIm6T7qCzyrJ1sBAYeC5AdIzAAd+9QPkeXGQ+8E4dI9D6zgc/+NJE7SYIDDpTARvMm1qJf/W0Rf3Jnue7CFAD+w52TrAr4M6ct0LondFs5ih+/TkJFLIkqRjoUcfJ1+SGqkeyiGunH9ndgC+/83n7t3R80IPQfVA/j3vv2FuBAsGII9ATgC66ynAcESLjswI+pKmeYHxMi63KJXloosCAskIKCNo3NRCODoaziDft/6JfNis22k2FDd/aiKx3MQZCumfDe0bTbTt/c6VV/zrRRnBl/UkMqVEIF7e8smx+LAPOgRT7bsj/aHWkH5kWbg1ZGjv6562ewyKC9dXlmeN5KZs2trpW37NeMKk1QTNrhChIkOLN3T0XLkqHxTXtPg6ynmLZUWmfXMksKV/+bUrU4w6Wftb34gtUfH0rrDGyzOrUlmCNgS8bl2+aAlnsIxeMnsG3k4vBybgA0tkTngaYaKnkQNnIjYBBnjgtUdEm66fHsKG9SVE0gYgevw83503kGOYX+O0n0Nefyjr4hqtoWtiZXvnyokOfyNdSu5v1oFlh9pa+4faKxKG+yga6356Fxprd51neY0JInXIMlADIEshoLAJh5mWygOqh5nkoiPHdKP7/MGmd4yrORw60PB95TEoVEinjYBH6zh4qaFKbJx2u/MMaqdGuiLHEd3yCNQ0PbPhqcGB+eH4YVErLhroWppq7U8N2YbkUUn+fsNAIhJXTuGoPo7MI0L/QxdbOF/JBiiF9+holMvWAVM9Ca5Qcc5sKJx1sUKgJZRaX0J0CgYRnQR/KZhe39IgG2OPebxxCzNw10h5dW9eiA4PDkbW7B/0NulJCKmBFtfSxTPfefce8rrG0UUjI5ZERyjRFTF0XHTrcJ0PyB+jNciDj9XXIG7ARHcDFq0AcCOv+E1cAyJ5x1ydbAgJpwbitmB/k0Z6mUL1CEOD0H/PL9+HsgsJaSJ/zDlzwVDOyRmClXB2yztJ9vnxdQeG/U1CwZlF70UWRI7NUtyhD/k2FKIHzvvtbsiwkbgSfelG7wywzYXk7aKaHwhY63ETJ3JihudC8nOS/UF/Md/vmavkW5AGoaiO/dVr9z22t7Vz/7Frr35sT2ttxpQf726dKDnMuYmuykTJDl+/4slPDvR8tHrVFd/9xMCij1Y/1nP5WDq24vJlqE3Fll8uzfOjtbspgOYZB53gnjr68pUYvPQmkCBuFtXAxJRafBSdbQhItgoHRU14wNGvW9Gs7RqYP4dunIrARbpSmAlzwdEPe415xIicjw3I+eRRCm4okQcUtty5IbKos8Pb5AdbzOOO2ZjI4PLxzJZbL4jWzgixxXlbrlByt2wq5pYkTfD0vqdv6eM9aU9tfTMy92qDOXZGO2PG4Vum9lV2juV4fyla+/ni/vzodll2iCckv2RXXXbCPNKaIgfsPONhMgypIZl6DRVThePI70oMhHmTt980JHtWMu9vxFjqRF1qmPc/fx5t5Nm/C30UxBMI5zAqo82tN8VTSFicC4XE39Xa6tS4vVaWpghyMJi2M0qVUgh2JGdOvVNMLs8vCvOkUs1wprhcOzz7O+LT1CHQBu6q13EIgqY9BgIprL0tmlRj1VMIdU8H+lyaRocGw3BLX64Kl02Jyvrao4U/KQlOYSZ/Ii/IwBIX536Ii8jahKpH0eXCjXbY0qSPDBgVOF5nbgBI4tOsPpApOwc/0ue/xGDEU76Ydcla5llMBKPhuXS70WsTlApWQe9PZgzItIZXXD0Gf5Apu6IW5nuNjSDfYyxRVzlTm+zvV6qVSlMQ1GMM5DT5PEg24j5TOp+nStx0VDT5vApfoEpMipwIvL5ov4+197NDc0EGu/WVc6MM55xUZwplM2Mwp0UsBkvdRSfIaUjSVO3PtBBZXGpZHBbo2p8VSsg6c6EYDkT+UKH4PqlxZsKhjJ0hD9Jawax9+2c4vkBzJh0ZMXq1CkQKilYL3Mxum434DCeoaYrh8fwCs2foF9H8loB76/zgdOnTyaQujrwUkXXpWrU6imxr03VUiYSoEUndov5Cvy7L8n1t1dkfTaM2iVpRiw/adKQl1G8ZUtfNhJQk6Z4XcLFl9BUkEVbdKelDpaKXPW98zfP8uh5XUijJOoHIyNxhGp6HVvMO6RcVqt/TOl9nLtcV0FH3EMStFB/syuU70affqWnEJqFo3smShwjiEVJjz4RCaQdLTpHENwhJ6DIOhnyI9brnaEm41eqZ/5yjrMvHMryaohhMWI7DhMVk5pmZS9n6J0rNy3xUu5s8jOgcBDvquReoVmuB3VEleo6KQbuXsVurxB6RF7V2T7+NMfQzg9QKMNhAM++MWiFZw5FFkTvv6YhwPlIOIpQNaRiB4WIjAFQwSGSDRiXx8UvVI8PRrJVQ7tOY6NpJjbWSSeSdWuWPyWcUhmQ5UXGoaidsZqXOKsCEwqYli4GQSUVyNsvMo8Rmu6BSmUNSbmkJMlC/J59Bvu7DdWzK8CGo43koKHRV4vGjHiN6gXCV+O6UOjS/lsslMrY+vpkldyHDMtgsPJZCqHNFzkAqXnSIbPPaf9elJCy8oVmzHJb2Ri0sEpN3SUmlysTvpeDj4w4XqeY5uLx2wmDB+yMIn9aoUVIqnqkdhpvUyPpc5IpZ1cFYWu9yOAWCyra4IhZGoXOackaP06mbmVGZIwDCXbW7iEn6EWSs9ThDm55mdfQKeQvPvKKkJiQnJllnKuBPOVnU+gOorX23oawUTzWs3uwsGAKAfIoOCAoGqgBwPg5GZ5+Z5onh0SpuodRO8WAYCSPmxdm/wB9TFHFwbk+H9133dFCUyfb2crvJZCenOD2jIFrLmUy5NcPY6jUEFrIAH6GvBg5gnNuLsgx017eiwL9zKwqtjdT3okhixULjF/1xi1JpiSP8s41sIzdJ9yoD/yEcFp2cYssR1BxxKvzmPLptQdo0ePKlGXzv+e5rdx1+KM/Xi0Xhf/GenNeXdmuUOofheiVv8VrtXh7SNYL3ZH2+tEuLv7gBf2Gxe3UU1fmAP4Z3ycT8YbGt5HxaGjKrY2t/eJcvJAznQHOw1OcQPJRM4zk4MeEmj+qdbMRSaEzipdPP62belYL0eXtJi1JnNzbGyEPqKt6dk8ZeuxqP/mMKncVjsfvQtK7SeuRvaN2CUXJQd/7hz/sCr/vnoI3cTv4WYW7NNGB4GmRO1vlnIRomt7duuXlw8KbNrY2W+PjgzVtaWzfjT1tay5tvlngyPfsq+U06j2TD9iQwwaMAkQsenWJ06MpYQHDNWlne3FYqN8PwlNrgjLp8EYFkyfvVepd0TDFKDpk7lc7EU3/AuFClM2sBoAGo7SFfprXSXtYKGAbLwcSTQAO/CCygDf7wcG+vKqV8Cn0kgBf+EKiQxH5RNFCExuHoDrQobiNHhf5u5W3EBOieefWV59HbSayDYeYVvANv5nnsrmL3AQo+Qfovr5EcyI2ES/Xy+PBcKLdU3y5InluASL789gpyyUyQuMbXPp6jYSJk8RhUKtLj1oQKXn5wOFCK2mlKpSBplTJS6gms3Dfg/++MVdrNwqDWhQt9Z56ltWfeorVnL6B6zz5J/KayuiuouEbDErRa9cWo2xTMOTsHNbyG1josdqdSJWiZeN/mmc/bQ3hnTMjuDOFrhWbaEUUss2eo52gj8IMw+FUjSxFsZqBnfyO6peQ0pwlYNcAMteYwywT8DPBSASgEwiFcdOoWWcBBPclxEVcwEHAzGjMI+K3KBZU8lkqrUBDkCHkBF1ggy7dh0m49mS8c+MSJE9B6YsOkfIjsQSLhWDiMI1Ip2z9wN1yBtCbkrq9bhPQpF3IdYVEGSB91iFOYW3OFipujLqjZxyiNqyWRLhoVHPyMQhfoKrQvjQiKZ+ExePkWnPUh1ToNpGa0BlZK+lDX4bQQyZoNz8/8XM6dA0A9g3hTDzxzPqyBeAB9aSfuBGpgrU/SKpWVaUebibgJZOUmzufDftBfNLOP80rQ5pcIPDP57b99s/ZDqc5x6Ft//Mqq2puJjXdfc/OnLv3c1hxx/9TMQ4NysdnowTe+tP7BvYvevqN199fkehNyK5pTBDxe97WUBpzKMmtcwO1SRpFpUlpxgkWJ65OVT8ALgGH2zaPo2GCwKeqlZgrJvmvhkELKm+JCkUbetF5ChyMYmRNCRSqSEIV/4nXn8rLzavHOqaYg0BRZrbq2Bt6u1mLjjI73SNnNgluT8hGbcS/1sDtm5WpflneC2tmam5XNN0vdnYzISVoI+mffoB6gg6AbvFzPFjidPEKFd06BCH+c+Dwo4jXFg7diD1UjtW9Oc7iFkcN+fyXTdRxmkKZj6kuPPNJ1oroybpSW3liFG6fETDNri1MlglzsLbHNidMN/+2/7DbnuMH1ivFyw92Tyx+FhhdYry9HRFFr1Jq2TTev3nDfpW3tF9+9Nrkq9Be9ERdAwiM6m4ExLdp00c6WB/7yjbWbHvvb5yduvajXwVFLXHEbE4wHF+376oWXf/2KNqMRJlMlZ9jCsmaPcWbGnbI7jcyar//p/oMzhzZYfGFnQVoHEvnIDqTromDNvPq9wy5tYExdhdvn7fS4cOFODyiXSky933lzVFi4AWQO+jl8K27Y4G7PBTmVAlc0MGqrO+pwxBxajasYDuc9Grhj9e1bi2qtTqO1+O3+jIPVaDV8qCtHXtNw/hs1X11oLgWwpaFVssTngA8wxF3I2PqJ56eTSZO6SrwgakVgioz5GJ1jTDdXV4nzzLLfkUFGLi9XApzvtLlgIPI2zlN12dhNhNw5NXRDqov1lGKLKjZl7Zp3lF5eqzR685Fo0cPpbbUvwo+b1REpjYmuun3m/qbsPMfK6Wh25mdEWIO8LQyIhWCklpk5FnNIenVk9nXaJu0dXhAbfFaKDT67MDa4XlTz481I3+T8Aod3iQ2+5y8+QGyQto08+Prn7/3VPYOovf+uX907XPudd/iGTZtvHPF5h27YjFvinn+tHZpc8fCZR7949rENyx/+69HtX923qH//l9Zd/PWru/uu+4rEs4nZM0ojWucOcH3d/1JnGA50ZLNcvkoMi0wHZ7FqQoEA568Sd4t60cqVx+Jj2QBLnmMPF/rr2EVvuOuS7y756+/602bdBLKcAbIZ1oDzfE9ywRECcfT/UJjiPYXKkqie/g/iBK2PLC63oQ+K2s/VhK1SyJSdDPlr+DtK4ymlshWPlvoz8WuScRYzyZyZVC+2unia5l1Wsvj2CxaXTjqmdgZjZppkTYa3feRPDVYNTWmsxrej5C90Fg1NmxMhRDMfko1eqf75+kZNjB/JhhUEiRGRSVsyaSt6AQ5XqIpm1svIlAOsNxBgY2MBVnCNCQskxZYpZOxWHY771L30ilQyLpc9IcE5368wzZp4g4UNuKGeI5ujCXghFdGz1u7WTMmjpf/0lkLrKaeKFSNngKXaL/UaS1clU/ZqFL9+RaFxFVL5NjMr1H65NRA3Kyg1gvAv1lKcTk0pzPEA0UIYggkTjftrE/CbuJ82x4Mzb8qx5tnXKUDvWhBrZnylRqz5pveKNS/VDf3Dseb3u8b8WLPpncrm3WLNxS2fWZdavmxJENlctydmY5rZrt7evuhWHGs+K8QXF2xZHGve3JLrTRnh7/Y9dUufEG6LbZbq9xienUuJ1Qz+rEe74pbpKysXj+W0ONb8095l+ZHtiIaDs6+TL9CXIcRcAXfXacg6KseJDYjEGZz9N/iWspWIg9LGGwSIV2G/qLYONHer9B8WtcNy3qWxccBSkYuy5LIV9Ye9xrzszfx6E5zbbRKSTMP5+qpMvsBYY25v1MYuuXf99tvXRAtb7tw4uL+Dlcjo5M6UtpZyyxImfay3aM8VSl5/g2RbB8YQlbZiUna2w1836DdT7O3LjV3Y0nrxeJ73l6NYl9lmzxD3IR+5A+yp4yCzDjhwljEbDyGs4ZouLbOHG7MNV6HnqJjt8w7p+pqVnvnu0zBzojBzonBCjtB/wB+dg08WBJ2bBd7nhKYp4j5KxSiUgs1vcUTs3JfUUtz5S5wzH8Q7ZXcZDDgmeHlweN9oZGkUu9NvuQIGJQ7bh9oTY3LceSbdzAb+WI5MD6771Lo0cs9skUbOD8ljHlzWwCQ42ZePG6vEpml33Da/FHZYVIupgeDSuXSoXP0q189ihPLBzv9A+T2T8H75vUa76BP975Pfmy9XYnfHjn/ZinTR7Mu1u+BD9HIQBFmwsTH7EPH0VIIDiCsO22wgn67Ca6ejnn4EPnuRuqhXP3S/dFooFHBhkTTt6fc5cW6+9cpU80JYtiCRf3uw/yMDsTY7QxGkilHRHr09bOUa6RoDzujjzD6188Y1KZbTW1wWZ8jM0LpAuYO86zwJfnmNj6M1Ls5htRzSt37AoXfkuxJHp1MpM7JCxzBWM/tZOtrvXCrMz3kvwGqvSSbnfKfNL4H+AFiNPM668tFYwadX1n5y7qpClcroy4VDBQ/H87WzMM2xPoZXY8OigS/Vou9c27f/CLdyeqmX5f2G2k9rKaML68va3eQL9fxmQ1962ATWl3FQwPrSFOpnOxMeSpducG9a0nX2gVZJ17VKuk43LC3ru+nLD3uNBTWuMrRpZiBa3l1h1jmCDWILg7OZxW13bgr19vYnWVvUi/xC5h1Ks/ZMg1Twa76cZF4kxckjdbG5QU9kZ2TNeclYXXPKPuTrxFuIhv3g9bn68HSzPrxXRNxEpWH6tTLLQOZ/C2URp/vL3jJBSkXdfAfswFs1HFJh92u4qHvArMPONDBDHWV+q2mK8X4rubJ7Uirt3jiZ0J2eRP8WlI2L3v/iu32IanLircqOT4/n1/VlzRyl4tRsQlxZ8rdEjKHO4dHhzlB+wycm4ivEpEFFkaSSU6nDlcGsP+/VhbtWjK7oCkP30N7lEd5iNaWSroBJaXPbtfao3Z3wOv1JcW23eMlQnNObeN7ksTj8RqXJatLaA0ZP3Ov0JcU10jpdg7EB+TzS55fUYyNsRAYGHmKjyBtS/RGWtvXXt8AhFX2OCZcdM8TUEk9rP8jp57P359RqI0+8ycgv4DS8D7HnwOfH1h8Y9klpVSTv+hBS7pvLDYvvn1+RseNT24lmR021VFLvxGjTIYXAi3Tc7WjeGXDbHOa+VcLccVEtA24LiyD3ZpEXcRyRRMA7AxDgRnrvCO7zsrF+DKL7hblylAX5VuyoYBCOWEbOkzX3HWAAfp7fYsKY69qQbQbVyfPAb5K8WQWdbdlU2cNTX/kKpXUV48miFar/+poa2iu5ZItbSx98kOTsqUiyxQLZV4uCWUuTag0DO2vPMRo1SWvNAjwGv6C3aRWkQsPUXoJx/IwTSmsz1i6ReKMXAPIoHQArwMShzoEqcYfIuYXFqdRigQRWNob3/+TzQrkKM1NBd2cVho/16/WK4PiAgL46pJgA3afxI3vwZnedVESFoNBJ6VEy0vb3cx+lNL/Q+J0C44Ln7kM9ih+x9ParaukRS7z64oubR6Ud929LjvaWbayCpBmtShto6cvnlyaNUIMAkAL/rvYneBgfX+iUA9VSwBpuU1vCLvwItPX7D13RorF47IItaMcdTp/T1z3ZsR0/D80VtqhrX0A/Qrai/nwKZCv7wGsNTTdQf/bCAEx0V4lHD3NOJ9fyBPEx6XEhWvkBDABwkCe5tobyb6vCrulslg7Xi6bmQ8RuUW1Y0yvJVG8ViggubDz3MQny00Mm8eND5j2MYUB6WMg/5w5zz2FoKDnq3DVSnuPu1I0P+aOOvd+4fO0tW7pCWj6x/NrvXB0e7knzKhoBFi3DhUv92dFdS73QXFm8PLnltjXxWk0f7ck4S8WsyZpZlkkvSVvhY1u+es2S2PBHbn143dAjD332MlGt1Wt0BqfRE7MwGh3XcdEnh7ROo6a07dO7CsMtDgYx9iWfmQj4u8bxMwDqz8wAEVAGy6C7sVL99YeG9MPsceJyYARR4nKRcfMBtxG9mNYniEelRZt7akZPlbjxMNPSSc+vUDGIatuaJRL5llShaSH5JDhUf5LbQkccP9WtX70YqnugehFUiZChoGIZVCyFiiVQ0QsVZagoQUULVBShogDVaahOQXUSqhNQHYcKHyS9kEVj58m/czxzzylZ+AcbD+KZX2977sM8YbFZv27pgvhZBJF6tW2J/FHnvsf2fOSRXa2+RZu7C2Nt7vJlX770ks9vyXhax4qdm3oCtVeNie7ExJgpuTTbv8JtaxlpSS9NWy7ctmUzXLf61o255MoDo+XN4/0+56Lh9aXl10/m0xNXLsusGVnm8vaNbyA6A60R43Cvt5RN2xNbZo6GOkt5uy1f7gwsH5uQn7+Rmf0DcQtxnxRr8z8JjPAwjrLBw6KasR3krw88RN8oPc20Hko7NzimPCc4RtwSGNgzsvKKXqe/f8/omj099uc5a9RhC9s4rT1sw5vZYf+K69fm82uuGxw8sL5QWr9/oDycNZsyg6WuFSnBkh0E4P8CtKJA9XicpZHBahsxEIZ/2U5MoC2FUAglhzkFSvBim9x6sk1zSw4O+OCb4pXXwruWkdY+5EECvfeSx+ilb5BHyDHv0H83SnAhPYTsIumbf0bSaAbAZ/yBwtPXxzyywiF+R26gjYfITRyqL5Fb+Kh+RN7DB1VE3qd+G7mN741j7lKtA1ppfULFCif4GbmBT7iP3KT+GLmFr+pb5D0cqavI+9RvIrexVb9wB2HuXfRwRrqAxQweDoFjjpLaiOSxrmdNxZJWSOgZIOcvGFPLsKAv1Jbhahi95ZwyEnfS7/bO5MLOvAtuXsrI+bXzurRulcggz2Vss0UZZGyC8VuTcs85Jrx6yksucUrSvMrimsdadDBkEnlVlPPJaDq4PB3p3F572xm6nGKVQoYNIzTjMTbZJtf+fWf+L7pP104gzUn9+BALJSxtwgILHcYHvlh6SVfecuC/kcJR1VlzlHVPUl5Y1E9dUqv6VnkWVF/vaFbbG/b0OXrGtaCtmbCt+5e8ZCE2iJbS69QU2i/FzaVcmJ1mZt5t1pU8c8Var6wJCf4C2D+SbwAAeJxtmwWUHbcSppsZwszM8VWpKTzQHY7DTGN7Yk9iexxTmJmZmZmZmZmZmZlpx/bfpbd7Nue8J9kzV1+Dqj6VrqwZ2vT//o20Q7X/z3/pMkP/p2uGZmqWZmuO5mqe5muBFmqRFmuJlmozaTNrs2izarNps2tzaHNqc2lza/No82rzafNrC2gLagtpC2uLaItqi2tLaEtpy2rLaStqw7SORlqm5VqhlVqlraKtpq2uraF1ad1aj9arNdpa2jraetpwbUNtI21jbRNtM20LbStta21bbTtte20HbUetT7tIO1g7RLtHO1X7fOjqj9WO0s7RrtAu1o7U3tQO0k7SDd3UjtFO0w7XHtLe1S3tXO1K7RftZ+1X7ULte+127WvtTt3WHd3VPd3XPtMDPdQjPdYTPdVn0mfWZ9Fn1WfTZ9fn0OfU59Ln1ufR59Uu1efT59cX0BfUF9IX1hfRF9UX0xfXl9CX1JfSl9aX0ZfVl9OX11fQV9SH6R1d6KRLPdNzvdBLvdJX0lfWV9FX1VfTV9fX0Lv0br1H79VrvdHX1NfS19bX0dfV19PX1zfQh+sb6hvpG+ub6Jvqm+mb61voW+pb6Vvr2+jb6tvp2+s76DvqffoIfaQ+Su/Xd9JH62P0AX1nfRd9rD5OH68P6hP0XfWJ+iR9sj5Fn6rvpu+u76Hvqe+l763vo++r76fvrx+gH6gfpB+sH6Ifqh+mH64foR+pH6UfrR+jH6sfpx+vn6CfqJ+kn6yfop+qn6afrp+hn6mfpZ+tn6Ofq5+nn69foF+oX6RfrF+iX6pfpl+uX6FfqV+lX61fo1+rX6dfr9+g36jfpN+s36Lfqt+m367fod+p36Xfrd+j36vfp9+vP6A/qD+kP6w/oj+qP6Y/rj+hP6k/pT+tP6M/qz+nP6+/oL+ov6S/rL+iv6q/pr+uv6G/qb+lv62/o7+rv6e/r3+gf6h/pH+sf6J/qn+mf65/oX+pf6V/rX+jf6t/p3+v/6D/qP+k/6z/ov+q/6b/rv+h/6n/pf+t/6P/q/9naIZuGIZpWIZtOIZreIZvBEZoREZsJEZqzGTMbMxizGrMZsxuzGHMacxlzG3MY8xrzGfMbyxgLGgsZCxsLGIsaixmLG4sYSxpLGUsbSxjLGssZyxvrGCsaAwzOoYwyJBGZuRGYZRGZaxkrGysYqxqrGasbqxhdBndRo/2uvaB0WvURmOsaaxlrG2sY6xrrGesb2xgDDc2NDYyNtbe0t7W3tHe197Q3jM2MTY1NjM2N7YwtjS2MrY2tjG2NbYztjd2MHY0+owRxkhjlNFv7GSMNsYYA8bOxi7GWGOcMd4YNCYYuxoTjUnGZGOKMdXYzdjd2MPY09jL2NvYx9jX2M/Y3zjAONA4yDjYOMQ41DjMONw4wjjSOMo42jjGONY4zjjeOME40TjJONk4xTjVOM043TjDONM4yzjbOMc41zjPON+4wLjQuMi42LjEuNS4zLjcuMK40rjKuNq4xrjWuM643rjBuNG4ybjZuMW41bjNuN24w7jTuMu427jHuNe4z7jfeMB40HjIeNh4xHjUeMx43HjCeNJ4ynjaeMZ41njOeN54wXjReMl42XjFeNV4zXjdeMN403jLeNt4x3jXeM943/jA+ND4yPjY+MT41PjM+Nz4wvjS+Mr42vjG+Nb4zvje+MH40fjJ+Nn4xfjV+M343fjD+NP4y/jb+Mf41/jP1EzdNEzTtEzbdEzX9EzfDMzQjMzYTMzUnMmc2ZzFnNWczZzdnMOc05zLnNucx5zXnM+c31zAXNBcyFzYXMRc1FxMO8tc3FzCXNJcylzaXMZc1lzOXN5cwVzRHGZ2TGGSKc3MzM3CLM3KXMlc2VzFXNVczVzdXMPsMrvNHrPXrM3GXNNcy1zbXMdc11zPXN/cwBxubmhuZG5sbmJuam5mbm5uYW5pbmVubW5jbmtuZ25v7mDuaPaZI8yR5iiz39zJHG2OMQfMnc1dzLHmOHO8OWhOMHc1J5qTzMnmFHOquZu5u7mHuae5l7m3uY+5r7mfub95gHmgeZB5sHmIeah5mHm4eYR5pHmUebR5jHmseZx5vHmCeaJ5knmyeYp5qnmaebp5hnmmeZZ5tnmOea55nnm+eYF5oXmRebF5iXmpeZl5uXmFeaV5lXm1eY15rXmdeb15g3mjeZN5s3mLeat5m3m7eYd5p3mXebd5j3mveZ95v/mA+aD5kPmw+Yj5qPmY+bj5hPmk+ZT5tPmM+az5nPm8+YL5ovmS+bL5ivmq+Zr5uvmG+ab5lvm2+Y75rvme+b75gfmh+ZH5sfmJ+an5mfm5+YX5pfmV+bX5jfmt+Z35vfmD+aP5k/mz+Yv5q/mb+bv5h/mn+Zf5t/mP+a/5n6VZumVYpmVZtuVYruVZvhVYoRVZsZVYqTWTNbM1izWrNZs1uzWHNac1lzW3NY81rzWfNb+1gLWgtZC1sLWItai1mLW4tYS1pLWUtbS1jLWstZy1vLWCtaI1zOpYwiJLWpmVW4VVWpW1krWytYq1qrWatbq1htVldVs9Vq9VW421prWWtba1jrWutZ61vrWBNdza0NrI2tjaxNrU2sza3NrC2tLaytra2sba1trO2t7awdrR6rNGWCOtUVa/tZM12hpjDVg7W7tYY61x1nhr0Jpg7WpNtCZZk60p1lRrN2t3aw9rT2sva29rH2tfaz9rf+sA60DrIOtg6xDrUOsw63DrCOtI6yjraOsY61jrOOt46wTrROsk62TrFOtU6zTrdOsM60zrLOts6xzrXOs863zrAutC6yLrYusS61LrMuty6wrrSusq62rrGuta6zrreusG60brJutm6xbrVus263brDutO6y7rbuse617rPut+6wHrQesh62HrEetR6zHrcesJ60nrKetp6xnrWes563nrBetF6yXrZesV61XrNet16w3rTest623rHetd6z3rfesD60PrI+tj6xPrU+sz63PrC+tL6yvra+sb61vrO+t76wfrR+sn62frF+tX6zfrd+sP60/rL+tv6x/rX+s/W7N127BN27Jt27Fd27N9O7BDO7JjO7FTeyZ7ZnsWe1Z7Nnt2ew57Tnsue257Hnteez57fnsBe0F7IXthexF7UXsxe3F7CXtJeyl7aXsZe1l7OXt5ewV7RXuY3bGFTba0Mzu3C7u0K3sle2V7FXtVezV7dXsNu8vutnvsXru2G3tNey17bXsde117PXt9ewN7uL2hvZG9sb2Jvam9mb25vYW9pb2VvbW9jb2tvZ29vb2DvaPdZ4+wR9qj7H57J3u0PcYesHe2d7HH2uPs8fagPcHe1Z5oT7In21PsqfZu9u72Hvae9l723vY+9r72fvb+9gH2gfZB9sH2Ifah9mH24fYR9pH2UfbR9jH2sfZx9vH2CfaJ9kn2yfYp9qn2afbp9hn2mfZZ9tn2Ofa59nn2+fYF9oX2RfbF9iX2pfZl9uX2FfaV9lX21fY19rX2dfb19g32jfZN9s32Lfat9m327fYd9p32Xfbd9j32vfZ99v32A/aD9kP2w/Yj9qP2Y/bj9hP2k/ZT9tP2M/az9nP28/YL9ov2S/bL9iv2q/Zr9uv2G/ab9lv22/Y79rv2e/b79gf2h/ZH9sf2J/an9mf25/YX9pf2V/bX9jf2t/Z39vf2D/aP9k/2z/Yv9q/2b/bv9h/2n/Zf9t/2P/a/9n+O5uiO4ZiO5diO47iO5/hO4IRO5MRO4qTOTM7MzizOrM5szuzOHM6czlzO3M48zrzOfM78zgLOgs5CzsLOIs6izmLO4s4SzpLOUs7SzjLOss5yzvLOCs6KzjCn4wiHHOlkTu4UTulUzkrOys4qzqrOas7qzhpOl9Pt9Di9Tu00zprOWs7azjrOus56zvrOBs5wZ0NnI2djZxNnU2czZ3NnC2dLZytna2cbZ1tnO2d7ZwdnR6fPGeGMdEY5/c5OzmhnjDPg7Ozs4ox1xjnjnUFngrOrM9GZ5Ex2pjhTnd2c3Z09nD2dvZy9nX2cfZ39nP2dA5wDnYOcg51DnEOdw5zDnSOcI52jnKOdY5xjneOc450TnBOdk5yTnVOcU53TnNOdM5wznbOcs51znHOd85zznQucC52LnIudS5xLncucy50rnCudq5yrnWuca53rnOudG5wbnZucm51bnFud25zbnTucO527nLude5x7nfuc+50HnAedh5yHnUecR53HnMedJ5wnnaecp51nnGed55znnRecF52XnJedV5xXndec1503nDedt5y3nXecd533nPedD5wPnY+cj51PnE+dz5zPnS+cL52vnK+db5xvne+c750fnB+dn5yfnV+cX53fnN+dP5w/nb+cv51/nH+d/1zN1V3DNV3LtV3HdV3P9d3ADd3Ijd3ETd2Z3JndWdxZ3dnc2d053Dndudy53Xnced353PndBdwF3YXchd1F3EXdxdzF3SXcJd2l3KXdZdxl3eW0G7Wb3OXdFdwVtVu127SH3WHazdot2iNuRztQe1A7TLvKFdqjLmn3ave50s3cXLvbLdzSrdyV3JXdVdxV3dXc1d013C632+1xe93abdw13bXctd113HXd9dz13Q3c4e6G7kbuxu4m7qbuZu7m7hbulu5W7tbuNu627nbab+727g7ujm6fO8Id6Y5y+92d3NHuGHfA3dndxR3rjnPHu4PuBHdXd6I7yZ3sTnGnuru5u7t7aEdr57l7unu5e7v7uPu6+7n7uwe4B7oHuQe7h7iHuoe5h7tHuEe6R7lHu8e4x7rHuce7J7gnuie5J7unuKe6p2mna5drZ2pnaN+5p2uXaCe6Z7hnamdrl2nHuWdpJ2unuGe757jnuue557sXuBe6F7kXu5e4l7qXuZe7V7hXule5V7vXuNe617nXuze4N7o3uTe7t7i3ure5t7t3uHe6d7l3u/e497r3ufe7D7gPug+5D7uPuI+6j7mPa3e4T7hPuk+5T7vPuM+6z7nPuy+4L7ovuS+7r7ivuq+5r7tvuG+6b7lvu++477rvue+7H7gfuh+5H7ufuJ+6n7mfu1+4X7pfuV+737jfut+537s/uD+6P7k/u7+4v7q/ub+7f7h/un+5f7v/uP+6/3map3uGZ3qWZ3uO53qe53uBF3qRF3uJl3ozeTN7s3izerN5s3tzeHN6c3lze/N483rzefN7C3gLegt5C3uLeIt6i3mLe0t4S3pLeUt7y3jLest5y3sreCt6w7yOJzzypJd5uVd4pVd5K3kre6t4q3qreat7a3hdXrfX4/V6tdd4a3preWt763jreut563sbeMO9Db2NvI29TbxNvc28zb0tvC29rbytvW28bb3tvO29HbwdvT5vhDfSG+X1ezt5o70x3oC3s7eLN9Yb5433Br0J3q7eRG+SN9mb4k31dvN29/bw9vT28vb29vH29fbz9vcO8A70DvIO9g7xDvUO8w73jvCO9I7yjvaO8Y71jvOO907wTvRO8k72TvFO9U7zTvfO8M70zvLO9s7xzvXO8873LvAu9C7yLvYu8S71LvMu967wrvSu8q72rvGu9a7zrvdu8G70bvJu9m7xbvVu82737vDu9O7y7vbu8e717vPu9x7wHvQe8h72HvEe9R7zHvee8J70nvKe9p7xnvWe8573XvBe9F7yXvZe8V71XvNe997w3vTe8t723vHe9d7z3vc+8D70PvI+9j7xPvU+8z73vvC+9L7yvva+8b71vvO+937wfvR+8n72fvF+9X7zfvf+8P70/vL+9v7x/vX+8zVf9w3f9C3f9h3f9T3f9wM/9CM/9hM/9WfyZ/Zn8Wf1Z/Nn9+fw5/Tn8uf25/Hn9efz5/cX8Bf0F/IX9hfxF/UX8xf3l/CX9Jfyl/aX8Zf1l/OX91fwV/SH+R1f+ORLP/Nzv/BLv/JX8lf2V/FX9VfzV/fX8Lv8br/H7/Vrv/HX9Nfy1/bX8df11/PX9zfwh/sb+hv5G/ub+Jv6m/mb+1v4W/pb+Vv72/jb+tv52/s7+Dv6ff4If6Q/yu/3d/JH+2P8AX9nfxd/rD/OH+8P+hP8Xf2J/iR/sj/Fn+rv5u/u7+Hv6e/l7+3v4+/r7+fv7x/gH+gf5B/sH+If6h/mH+4f4R/pH+Uf7R/jH+sf5x/vn+Cf6J/kn+yf4p/qn+af7p/hn+mf5Z/tn+Of65/nn+9f4F/oX+Rf7F/iX+pf5l/uX+Ff6V/lX+1f41/rX+df79/g3+jf5N/s3+Lf6t/m3+7f4d/p3+Xf7d/j3+vf59/vP+A/6D/kP+w/4j/qP+Y/7j/hP+k/5T/tP+M/6z/nP++/4L/ov+S/7L/iv+q/5r/uv+G/6b/lv+2/47/rv+e/73/gf+h/5H/sf+J/6n/mf+5/4X/pf+V/7X/jf+t/53/v/+D/6P/k/+z/4v/q/+b/7v/h/+n/5f/t/+P/6/8XaIEeGIEZWIEdOIEbeIEfBEEYREEcJEEazBTMHMwSzBrMFswezBHMGcwVzB3ME8wbzBfMHywQLBgsFCwcLBIsGiwWLB4sESwZLBUsHSwTLBssFywfrBCsGAwLOoEIKJBBFuRBEZRBFawUrBysEqwarBasHqwRdAXdQU/QG9RBE6wZrBWsHawTrBusF6wfbBAMDzYMNgo2DjYJNg02CzYPtgi2DLYKtg62CbYNtgu2D3YIdgz6ghHByGBU0B/sFIwOxgQDwc7BLsHYYFwwPhgMJgS7BhODScHkYEowNdgt2D3YI9gz2CvYO9gn2DfYL9g/OCA4MDgoODg4JDg0OCw4PDgiODI4Kjg6OCY4NjguOD44ITgxOCk4OTglODU4LTg9OCM4MzgrODs4Jzg3OC84P7gguDC4KLg4uCS4NLgsuDy4IrgyuCq4OrgmuDa4Lrg+uCG4MbgpuDm4Jbg1uC24PbgjuDO4K7g7uCe4N7gvuD94IHgweCh4OHgkeDR4LHg8eCJ4MngqeDp4Jng2eC54PngheDF4KXg5eCV4NXgteD14I3gzeCt4O3gneDd4L3g/+CD4MPgo+Dj4JPg0+Cz4PPgi+DL4Kvg6+Cb4Nvgu+D74Ifgx+Cn4Ofgl+DX4Lfg9+CP4M/gr+Dv4J/g3+C/UQj00QjO0Qjt0Qjf0Qj8MwjCMwjhMwjScKZw5nCWcNZwtnD2cI5wznCucO5wnnDecL5w/XCBcMFwoXDhcJFw0XCxcPFwiXDJcKlw6XCZcNlwuXD5cIVwxHBZ2QhFSKMMszMMiLMMqXClcOVwlXDVcLVw9XCPsCrvDnrA3rMMmXDNcK1w7XCdcN1wvXD/cIBwebhhuFG4cbhJuGm4Wbh5uEW4ZbhVuHW4TbhtuF24f7hDuGPaFI8KR4aiwP9wpHB2OCQfCncNdwrHhuHB8OBhOCHcNJ4aTwsnhlHBquFu4e7hHuGe4V7h3uE+4b7hfuH94QHhgeFB4cHhIeGh4WHh4eER4ZHhUeHR4THhseFx4fHhCeGJ4UnhyeEp4anhaeHp4RnhmeFZ4dnhOeG54Xnh+eEF4YXhReHF4SXhpeFl4eXhFeGV4VXh1eE14bXhdeH14Q3hjeFN4c3hLeGt4W3h7eEd4Z3hXeHd4T3hveF94f/hA+GD4UPhw+Ej4aPhY+Hj4RPhk+FT4dPhM+Gz4XPh8+EL4YvhS+HL4Svhq+Fr4evhG+Gb4Vvh2+E74bvhe+H74Qfhh+FH4cfhJ+Gn4Wfh5+EX4ZfhV+HX4Tfht+F34ffhD+GP4U/hz+Ev4a/hb+Hv4R/hn+Ff4d/hP+G/4X6RFemREZmRFduREbuRFfhREYRRFcZREaTRTNHM0SzRrNFs0ezRHNGc0VzR3NE80bzRfNH+0QLRgtFC0cLRItGi0WLR4tES0ZLRUtHS0TLRstFy0fLRCtGI0LOpEIqJIRlmUR0VURlW0UrRytEq0arRatHq0RtQVdUc9UW9UR020ZrRWtHa0TrRutF60frRBNDzaMNoo2jjaJNo02izaPNoi2jLaKto62ibaNtou2j7aIdox6otGRCOjUVF/tFM0OhoTDUQ7R7tEY6Nx0fhoMJoQ7RpNjCZFk6Mp0dRot2j3aI9oz2ivaO9on2jfaL9o/+iA6MDooOjg6JDo0Oiw6PDoiOjI6Kjo6OiY6NjouOj46IToxOik6OTolOjU6LTo9OiM6MzorOjs6Jzo3Oi86PzogujC6KLo4uiS6NLosujy6Iroyuiq6Oromuja6Lro+uiG6Mbopujm6Jbo1ui26PbojujO6K7o7uie6N7ovuj+6IHoweih6OHokejR6LHo8eiJ6Mnoqejp6Jno2ei56PnohejF6KXo5eiV6NXotej16I3ozeit6O3onejd6L3o/eiD6MPoo+jj6JPo0+iz6PPoi+jL6Kvo6+ib6Nvou+j76Ifox+in6Ofol+jX6Lfo9+iP6M/or+jv6J/o3+i/WIv12IjN2Irt2Ind2Iv9OIjDOIrjOInTeKZ45niWeNZ4tnj2eI54zniueO54nnjeeL54/niBeMF4oXjheJF40XixePF4iXjJeKl46XiZeNl4uXj5eIV4xXhY3IlFTLGMsziPi7iMq3ileOV4lXjVeLV49XiNuCvujnvi3riOm3jNeK147XideN14vXj9eIN4eLxhvFG8cbxJvGm8Wbx5vEW8ZbxVvHW8TbxtvF28fbxDvGPcF4+IR8aj4v54p3h0PCYeiHeOd4nHxuPi8fFgPCHeNZ4YT4onx1PiqfFu8e7xHvGe8V7x3vE+8b7xfvH+8QHxgfFB8cHxIfGh8WHx4fER8ZHxUfHR8THxsfFx8fHxCfGJ8UnxyfEp8anxafHp8RnxmfFZ8dnxOfG58Xnx+fEF8YXxRfHF8SXxpfFl8eXxFfGV8VXx1fE18bXxdfH18Q3xjfFN8c3xLfGt8W3x7fEd8Z3xXfHd8T3xvfF98f3xA/GD8UPxw/Ej8aPxY/Hj8RPxk/FT8dPxM/Gz8XPx8/EL8YvxS/HL8Svxq/Fr8evxG/Gb8Vvx2/E78bvxe/H78Qfxh/FH8cfxJ/Gn8Wfx5/EX8ZfxV/HX8Tfxt/F38ffxD/GP8U/xz/Ev8a/xb/Hv8R/xn/Ff8d/xP/G/8X+JluiJkZiJldiJk7iJl/hJkIRJlMRJkqTJTMnMySzJrMlsyezJHMmcyVzJ3Mk8ybzJfMn8yQLJgslCycLJIsmiyWLJ4skSyZLJUsnSyTLJsslyyfLJCsmKybCkk4iEEplkSZ4USZlUyUrJyskqyarJasnqyRpJV9Kd9CS9SZ00yZrJWsnayTrJusl6yfrJBsnwZMNko2TjZJNk02SzZPNki2TLZKtk62SbZNtku2T7ZIdkx6QvGZGMTEYl/clOyehkTDKQ7JzskoxNxiXjk8FkQrJrMjGZlExOpiRTk92S3ZM9kj2TvZK9k32SfZP9kv2TA5IDk4OSg5NDkkOTw5LDkyOSI5OjkqOTY5Jjk+OS45MTkhOTk5KTk1OSU5PTktOTM5Izk7OSs5NzknOT85LzkwuSC5OLkouTS5JLk8uSy5MrkiuTq5Krk2uSa5PrkuuTG5Ibk5uSm5NbkluT25LbkzuSO5O7kruTe5J7k/uS+5MHkgeTh5KHk0eSR5PHkseTJ5Ink6eSp5NnkmeT55LnkxeSF5OXkpeTV5JXk9eS15M3kjeTt5K3k3eSd5P3kveTD5IPk4+Sj5NPkk+Tz5LPky+SL5Ovkq+Tb5Jvk++S75Mfkh+Tn5Kfk1+SX5Pfkt+TP5I/k7+Sv5N/kn+T/1It1VMjNVMrtVMndVMv9dMgDdMojdMkTdOZ0pnTWdJZ09nS2dM50jnTudK503nSedP50vnTBdIF04XShdNF0kXTxdLF0yXSJdOl0qXTZdJl0+XS5dMV0hXTYWknFSmlMs3SPC3SMq3SldKV01XSVdPV0tXTNdKutDvtSXvTOm3SNdO10rXTddJ10/XS9dMN0uHphulG6cbpJumm6Wbp5ukW6ZbpVunW6Tbptul26fbpDumOaV86Ih2Zjkr7053S0emYdCDdOd0lHZuOS8eng+mEdNd0YjopnZxOSaemu6W7p3uke6Z7pXun+6T7pvul+6cHpAemB6UHp4ekh6aHpYenR6RHpkelR6fHpMemx6XHpyekJ6YnpSe7U8YPDBvWLdAS2mp628kFWgr3GDkwceSUcTuN7d/d2bNv5JTJ/cGeowYn940c2T9+8ozfKoeh7aDFp0tCK9FmaHO0BdoSLehlF9putD1oe9HWaJsZbQV+BX4FbgVuBW4FbgVuBW4FbgVuBW4FbgVuBW7V2MPHDE4cbw9O+/8Zf9eFe+4CuwvsLrC7wO4CuwvsLrC7wO4CuwvsLrC7anuz6cwpitmN+8Vb7OAtdrrB7ga7G+xusLvBbt92N9jdYHeD3Q12N+67G8+7B8+7B/we8HvA7wG/B/we8HvA7wG/B/we8HvA7wG/B/we8HvA7wW/F/xe8HvB7wW/F/xe8HvB7wW/F/xe8HvB7wW/F/xe8HvBr8Gvwa/Br8Gvwa8zZ82RfRMHxzujpzf4W9Br0GvQa9Br0GvQa9Br0BvQG9Ab0BvQG9Ab3H2Du29w9w34zQy+GDYMbQetQEtoJdoMbY62QFuibcfrQtuNtgdtL9oa7Yz7ER3wO+B3wO+A3wG/A34H/A74HYzfwfgdjN/B+ALjC4wvML7A+ALjC4wvML7A+AL3J3B/AvcncH8CfAG+AF+AT+AT+AQ+gU/gE/gEPoFL4BK4BC6BS+ASuASuBFeCK8GV4EpwJbgSXIn7luBL8CX4EnwJvgRfgi/Bz8DPwM/Az8DPwM/Az8DPwM/Az8DPwM/Az8DPwM/Az8DPwc/Bh9NEDn4Ofg5+Dn4Ofg5+Dn4Ofg5+Dn4Ofg5+Dn4BfgF+AX4BfgF+AX4BfgF+AX4BfgF+AX4BfgF+AX4BPqwsYGUBKwtYWcDKAlYWsLKAlQWsLGBlASsLWFnAygJWFrCygJUFrCxgZVGBDzsL2FnAzgJ2FrCzgJ0F7CxgZwE7C9hZwM4CdhYV+F3gd4EPQwsYWsDQAoYWMLSAoQUMLWBoAUMLGFrA0AKGFl3gd4HfDT4sLWBpAUsLWFrA0gKWFrC0gKUFLC1gaQFLC1hawNIClhawtIClBSwtYGkBSwtYWsDSAlYWsLGAjQVsLGBjARsL2FjAxgI2FrCxgI0FbCxgYwEbC9hYwK4CdhWwq4BdBewqYFcBu4oa49UYr8Z48KuAXwX8KuBXAb8K+FXArwJ+FfCrgF8F/CrgVwG/CvhVwK8CfhXwq2j92oDfgN+A34DfgN80/uiJfVP7Rw6OG+FPX2hP603/GQ0T/uSBsaP+928k2gxtjrZAW8ZjBgd36RsxOPV/P9WFthttD9petDXaGc+C4GaCmwluJriZ4GaCmwluJriZOiXaCi34HfDhboK7Ce4muJvgboK7SYhoqPYY0T92cDd1UxA4QeAEgRMEThA4QeAEgRMEThA4QeAEgRMEThA4QeAEgRMEThA4QeAEgROBD5ETRE4QOUHkBJETRE4QOUHkBJETRE4QOUHkBJETRE4QOUHkBJETRE4QOUHkBJETRE4QOUHkBJETRE4QOUHkBJETRE4QOUHkBJETRE4QOUHkBJETRE4QOUHkBJETRE4QOUHkBJETRE4QOUHkBJETRE4QOUHkBJETRE4QOUHkBFETRE0QMUHEBBETRExFbU8eHD84KR410D+xf9LApOl/CrrGThjTN73r940fnNw/tn+gL6onTBoYOzh++l979WT8fO1B9KLh4wZGTsTPo83+55eD4eP6R8/4pZkHhn79/2LZ01lWd//kPnvNvnHj+mZc2JBxwbO2HvqROcSzNx0z1LOmAe11+yZM6HPW6xs3YlSfsf4UY4MpxpYDLq7A2HDA3HjMoL3JwOhxfeamfVNcXI254ZgBs2fofxtOGpiB6aqitf/nilL8YvvnoI8fRNT/v7ff397+QHv7s035vz864+amf94aMe3mRk+7OXtU/9jJfS7GsvacdmvTfjh5+q1NG8zeZfqtjZ1+azMusrvHGD/F2H3AHZxxf+bEMYPOpGk317GnN+bkoXsE35wwdH8jh/439Ed7cNqDj/73maf/z2VGg//71qb871sb5Lc24zJ6hznTL7Pj4SlhjkOe1CutIXbHmf659meY1yhjCWUsoYwllLGEMpZQxhJESxAtQbQE0RJESxAtQbQE0RJESxAtQbQE0RJESxAtQbQE0RJESxAtQbQE0RJESxAtQbQE0RJESxAtQbQE0RJESxAtQbQE0RJES80MvkThK1H4ShS+EoWvhGIlFCuhWAnFShS+EoWvhFwl5CohVwm5SshVQq4ScpWQq4RcJeQqIVcJuUrIVUKuEnKVkKuEXCXkKiFXCblKyFVCrhJylZCrRGEsURhLeFXCqxJelfCqhFclvCrhVQmvSnhVwqsSXpXwqoRXJbwq4VUJr0p4VcKrEl6V8KqEVyW8KuFVCa9KeFXCqxJelfCqhFclvCrhVQmvSnhVwqsSXpXwqoRXJbwq4VUJr0p4VcKrEl6V8KqEVyW8KuFVCa9KeFXCqxJelfCqhFclvCrhVQmvSnhVwqsSXpXwqoRXJbwq4VUJr0p4VcKrEl6V8KqEVyW8KuFVCa9KeFXCqxJelfCqRIEsUSBLFMgSBbKEdyW8K1EgSxTIEgWyRIEs4WUJL0t4WcLLEgWyRIEsUSBLFMgSBbJEgSxRIEsUyBIFskRhLFEYSxTGEoWxRGEsURhLFMYShbFEYSxRGEsUxhKFsURhLFEYSxTGEoWxRGEsURhLFMYShbFEYSxRGEsUxhKFsURhLFEYSxTGEoWxRGEsURhLFMYShbFEYSxRGEsUxhKFsURhLFEYSxTGEoWxRGEsURhLFMYShbFEYSxRGEsUxhKFsURhLFEYSxTGEoWxRGEsURhLFMYShbFEYSxRGEsUxhKFsURhLFEYS2xfS2xfSxTKEtvXEgWzRMEsUTBLFMwSBbNEwSxRMEsUzBIFs4TzJQpmiYJZomCW8L6E9yW8L+F9Ce9LeF/C+xLel/C+hPclvC/hfQnvS3hfwvsS3pfwvoT3Jbwv4X0J70t4X8L7Et6X8L6E9yW8L+F9Ce9LeF/C+xLel/C+hPclvC/hfQnvS3hfwvsS3pfwfgbvZ/B+Bu9n8H4G72fwfgbvZ/B+Bu9n8H4G72fwfgbvZ/B+Bu9n8H4G72fwfgbvZ/B+PcNPnd4Z1znUdtAKtIRWos3Q5mgLtCXaCm0X2m60PWh70dZowe+A3wG/A34H/A74HfA74HfA74DfAb8Dfgf8Dvgd8Dvgd8AX4AvwBfgCfAG+AF+AL8AX4AvwBfgCfAG+AF+AL8An8Al8Ap/AJ/AJfAKfwCfwCXwCn8An8Al8Ar99/xJ8Cb4EX4IvwZfgS/Al+BJ8Cb4EX4IvwZfgS/Al+Bn4GfgZ+Bn4GfgZ+Bn4GfgZ+Bn4GfgZ+Bn4GfgZ+Bn4Ofg5+Dn4Ofg5+Dn4Ofg5+Dn4Ofg5+Dn4Ofg5+Dn4OfgF+AX4BfgF+AX4BfgF+AX4BfgF+AX4BfgF+AX4BfgF+CX4Jfgl+CX4Jfgl+CX4Jfgl+CX4Jfgl+CX4Jfgl+CX4FfgV+BX4FfgV+BX4FfgV+BX4FfgV+BX4FfgV+BX4Ffhd4HeB3wV+F/hd4HeB3wV+F/hd4HeB3wV+F/hd4HeB3wV+F/jd4HeD3w1+N/jd4HeD3w1+N/jd4HeD3w1+N/jd4HeD3w1+N/g94PeA3wN+D/g94PeA3wN+D/g94PeA3wN+A84MH3ZqeKaGZ2p4poZnanimhmdqeKaGZ2p4poZnanimhmdqeKaGZ2p4poZnanimhmdqeKaGZ2p4poZnanimhmdqeKaGZ2p4poZnanimhmdqeKaGZ2p4poZnanimhmdqeKaGZ2p4poZnanimhmdqeKaGZ2p4poZnanimhmdqeKaGZ2p4poZnanimhmdqeKaGZ2p4poZnanimhmdqeKaGZ2p4pl1n1PBMDc/U8EwNz9TwTA3P1PBMDc/U8EwNz9TwTA3P1PBMDc/U8EwNz9TwTA3P1PBMDc/U8EwNz9TwTA3P1PBMDc/U8EwNz9TwTA3P1PBMDc/U8EwNz9TwTA3P1PBMDc/U8EwNz9TwTA3P1PBMDc/U8EwNz9TwTA3P1PBMDc/U8EwNz9TwTA3P1PBMDc/U8EwNz9TwTA3P1PBMDc/U8EwNz9TwRg1v1PBGDW/U8EYNb9TwRg1v1PBGDW/U8EYNb9TwRg1v1PBGDW/U8EYNb9TwRg1v1PBGDW/U8EQNP9TwQw0/1PBDDT/U8EMNP9TwQw0/1PBDDT/U8EMNP9TwQ93VcnGf8EMNP9TwQw0/1PBDDT/U8EMNP9TwQw0/1PBDDT/U8EMNP9TwQw0/1PBDDT/U8EMNP9TwQw0/1PBDDT/U8EMNP9TwQ90Dfg/4PeD3gN8Dfi/4veD3gt8Lfi/4veD3gt8Lfi/4veD3gt8Lfi/4veD3gt8Lfg1+DX4Nfg1+DX4Nfg1+DX4Nfg1+DX4Nfg1+DX4Nfg1+A37TcfaY/s0t/ghsA2wDbANsA+yM8rXTQL8N9NtAvw3020C/DfTbQL8N9NtAv82wdrwutN1oe9D2oq3RzriNBvptoN8G+m2g3wb6baDfBrptoNsGum2g2wa6baDbBnptoNcGem2g1wZ6baDXBnptoNcGem2g1wZ6baDXBnptRMvD/UGvDfTaQK8N9NpArw302kCvDfTaQK8N9NpArw302kCvDfTaQK8N9NpArw302kCvDfTaQK8N9NpArw102kCnDXTaQKcNdNpApw302UCfDfTZQJ8N9NlAnw302UCfDbTZQJdN1o6L64ceG+ixgR4b6LGBHhvosYEeG+ixgR4b6LGBHhvosYEeG+ixgR4b6LGBHhvosYEeG+ixgR4b6LGBHhvosYEeG+ixgR4b6LGBHhvosUHZ1aDsalB2NSi7GpRdDcquBvpsoM8G+mygzwb6bKDPBvpsypaH+4U+G+izgT4b6LOBPhvos4E+G+izgT4b6LOBPhvos4E+G5RdDcquBjptUHY10GoDrTbQagOtNtBqA6020GoDrTbQagOtNtBqA6020GoDrTbQagOtNtBqA6020GoDrTbQagOdNtBpA5020GkDnTbQaQOdNtBpA4020GgDjTbQaAONNtBoA3020GcDfTbQZwN9NtBnA3020GcDfTbQZwN9NtBnA3020GcDXTbQZQNdNtBlA1020GUDTTbQZANNNtBkA0020GQDTTbQZANNNtBkA0020GQDTTbQZANNNtBkA0020GQDTTYNeA148GMDLzbwYgMvNq0XG3AacBpwGnBmlLFi2Ax/DrUdtAItoZVoM7Q52gJtibZC24W2G20P2l60LbcJdhoYPWVi/6i+SWNm/FUHiE4eTxk/qn/ipJGDQz8eMTbedcrg5P6J/VOH/qp/FH6nmdEKtCT9/t1Hju0bN/T7+BsACcCsbfGJAjde4MYL3GiBqyhwowVutMCNFrjRAjda4EYL3GgBbgFeAV4JXgleiQdd4kGX4Jfgl+CX4Jfgl+CX4Jfgl+CX4JfgV+BW4FbgVuBW4HYNi0cOjh0cP25wfP/kvol74G+FNXZgYh/+gEvryp0J/ZOGfgt/xJV14cq6uqxRg+NHW/WUiYP4G1xTF66pC8+kG9fWjWvrxrV149q6cW3dAHeD1A1SN55BN8afEcSig8nambEIG2pztDOeZUcM8/snTR4Y1zcZ86kzY1kjOhIjyNqb9hzGDEwc5U/ebXB6Z9KMH2UYPMOgGQadUUgPtRXaLn9oiP6B0WMmj4kmj5nYj/6kcKeBqW0/mjQ0rcfjD/jcjIeDf/8z1Eq/b+LEwd3G9u802Z3emzIhmN5OnPaxGT8cNbjb+Bm9EUMX6+PXRo2fMUSFS61wqRUutaoi/s0Rk6avwMXQBQSDEyePGRw9OL5vbDQwfvK0sBs5eWBwfNi/65SBqX1j+8eP7LfHDE6Z1B8PReXYwdEDI/vGjh+cHEz75aG1/NjJE7g7Yvq/chL4ulzg63KBr8sFvi4X+Lpc4Otyga/LBb4uF/i6XODrcoGvywW+Lhf4ulzg63KBr8sFvi4X+Lpc4Otyga/LBb4uF/gaTuBrOIGv4QS+hhP4Gk7gaziBr+EEvoYT+BpO4Gs4ga/hhtrG22SoSJj237ROB51h3KG2I9qOnNZx1hJDuYOctTplJmc0WceZ9q/Jxs54T1lPz/S/JQoGJ/SPHzFl7Nj+Gc+6QOoqkLoKpK4CqatA6iqQugqkrgKpq0DqKpC6evDuevDuevDuevDuevDuevDuevDuevDuevDuevDuevDuevDuevDuepCCe5CCe3AfPbgPbFl2FdyWaCu0XTPaGTXTUDv9ehtsUTY1/1mgpRnt0DvaoG9c//r9KwxrO522I9qObDtZ28nbTtF2yrZT+e04w7jX4Z7gHnFPci/jXs49Hk/weILHEzye4PEEjyd4PMHjiYJ7PDLxyMQjE49MPDLxyMQjE49MPDKV3GOGZIZkhmSGZIbkkSWPLHk8yeNlPF7G42U8XsbjZXzNGY+c8cgZX3PGjIwZOTNyZuQ8cs4j5zxyziPnPHLBoxQ8SsFXWvB4BY9X8HgFj1eo8fhKC77SkhklM0pmlMwomVEyo2RGySOXPHLF41U8XsXjVTxKxaNUfKUVj1dVAUdFR3WF6pLqZqqbq26huqXqqnE7w1RXIToK0VGIjlRdhegoREchOgohFEIohFDjCjWuUHchFEIohFAIoRCkEKQQpO6CFI0UjRSNFI0UjRSNFE0qmlQ0qWhS0aSiSUWTiiYVTSqaVLRM0TJFyxQtU7RM0TJFyxQtU7RM0TJFyxUtV7Rc0XJFyxUtV7Rc0XJFyxUtV7RC0QpFKxStULRC0QpFKxStULRC0QpFKxWtVLRS0UpFKxWtVLRS0UpFKxWtVLRK0SpFqxStUrRK0SpFqxStUrRK0VR+GFoKqW5HdYXqkupK1c1UN1fdQnVL1VU0lTWEyhpCZQ2hsoZQWWPaQpm7iqYSiFAJRKgEIlQCESqBCKFoKpcIlUuEyiVC5RKhcolQuUSoXCJULhEqlwiVS4TKJULlEqFyiVC5RKhcIlQuESqXCJVLhMolQuUSoXKJULlEqFwiVC4RKpcIlUuEyiVC5RKhcolQuUSoXCJULhEqlwiVS4TKJUIlEKESiFAJRKgEIlQCESqBCJVAhEogQiUQoRKIUAlEqAQiVAIRKmsIlTWEyhpCZQ2hsoZQWUOorCFU1hAqawiVNYTKGkJlDaGyhlCpQqhUIVSqECpVCJUqhEoVQqUKoVKFUKlCqFQhVKoQKlUIlSpIpQpSqYJUqiCVKkilClKpglSqIJUqSKUKUqmCVKoglSpIpQpSqYJUqiCVKkilClKpglSqIJUqSKUKUqmCVKoglSpIpQpSqYJUqiCVKkilClKpglSqIJUqSKUKUqmCVKoglSpI5QdS+YFUfiCVH0jlB1L5gVR+IJUfSOUHUvmBVH4glR9IJQVSSYFUUiCVFEglBVJJgVRSIJUUKPsfhLohlR9I5QdS+YFUfiCVH0jlB1L5gVRSIJUUSCUFUkmB1KqCVCYglQlIZQJSmYBUJiCVCUiFP6nwJxX+pMKf1KKBVCYglQlIZQJSmYBUJiCVCUiFP6nwJxXzpGKeVMxLFfNSxbxUMS9VzEsV81LFvFQxL1XMSxXzUsW8VIEuVaBLFehSBbpUgS5VoEsV6FIFulSBLlWgSxXoUgW6VIEuVaBLFehSBbpUgS5VoEsV6FIFulSBLlWgSxXoUgW6VIEu1ZpAqpiXKualinmpYl6qmJcq5qWKealiXqqYlyrmpYp5qQJdqkCXKtClCnSZSW/02D0mjJF53naKtlO2nQqdYljb6bQd0Xao7bQDFlnbaUcu2pGLduSiHblsByzbAct2wLIdsGwHLNsBy3bAsh2wbAes2kut2pGrduSqHbBqB6zacSp8PBs2rO2ItiPbTtZ2irbTfqrTfqrTfqrT/nInbzu41Ey0vyw6baf9lGhZov2UaFmiZVH7KWo/Re2nqP0UtZ+i9lOyhcr247L9uGw/Lttrlu3HZfvxrP141n48o7bT3lfW/nLV/qh94Fn7wLOqvcL2yWdV+/H2FeTtK8iHddqOaDvUdmTbydpO3naKtlO2nXbk9jXlnXbk9n3lnXbkTjty+wbz9g3mnXbk9lXmnXbk9p3m7TvN23eai3bk9uXmoh25fac5t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1buPcx2TT5ZKOOdsBh+sUaki2qsn17lNC61d8ZZEmuFWLUSF1v5HcWeO8hwuOF4wwaGLQxt6lVjY3818L3yXe57rAH+wi7Voavr69rdvGut/qDoW87rfVvDW8v1zLF3PeyJ53kKZXuGQnJC3M/QNTzjJRV0eV+Q60wdkfK8kjyD3ZY7ZjeYXuO63uyabX8bNI1vxdbjSxhfQI8k0N/J5sZfnr/xbAxyznPCZOvu6zE3Ur9P9XUNur/2F32eU3yWeE0wtm8UMVNfMc6MNrA4hOfMrRDbxW7mz7yFgDr0TMPRtgepv6KYIPb76QfxPDhlDBbOgxGHdHMezHNgodQfY11xHpxQvjdRX4h3pegvhr+mNQl3juZtBH0goqpfqneSWt6ROlYhfp7Fo/E9qAbQP1wh2vPnKqp/RT9nNPbVqn7x26yy71CvCl9TxPMhCj7Efb1b/h7fD+M9h1CnPrI18ocVcVntOcOrCvehIqkb5lLUJimq5amhNsqwveFOw22KIk8WwPOdxQ2LGBavoNYIth/4I3cYNjC5Zp7ubcM04znt5GNWRt/jElCek1iehDqZfmHwVWn/JW8xRX06sa8h77CL7UPmF67RPSv6lP7GLwDsM95xrGNcPfQTR2iON0c8UN9P9UihI1rlIaL8UMjbcExBf7CP0DZ/490V8cvOaNZTVX0U8idFX2hL/CuOmX7VqeX3Vb0lc/5Aecq9L/Z8bSf+Xsif8Dv6cP4U62uc8YT3F+P7zLu7Io4IaMh3RegzvzWmGQ0xRzVfZaBfGdCUq6rO2/JQXeWgusg/CZ+iXJPkl0KOKconSVw03OoY74Xvu5Xj8fQnZ9o305Qvcm8v6PYhhjj3U9X5xxnivE/I9XSRo+gmLyH+r92L9Ts3gndSq2V9oV39z1r+vzaOL7v8v3Uc4aw2gPF1jPDXZMcHGNqVV327UE57NK/5F0/be/R9Jx+yOGu/3DXn9MdHoA5jbvtF6Hr6QTwneUb3Ns/tOuJ2Rf0sw1LN7/y/EAH0RP0R/T+M4n26vn9mH7jb843fd0Ynf7qVfp8T5Ot2RrfnIm3PSzqccRT2ZJzJwZdMi7zZF4R8dGd0dZZZvRMyvPm9uNPwnpO7H3LfI7zPr++fZ6+0em/aKwtV9spCkW64qwTv6kpOiWvKOpCB7GGTX96pDPks5l14j5z5Jfqjk00nRDlPz7tAzFXx7unHinD2SdmS3BnzVSNMpi/SOnKeFPmN0rfd3Q/5NvH1Qs4t5NOoo5gLmxThY52H5LJA/aJO/RP+X91Jui4p4jzeN8+Zq0GZ5BXZJ31W3rXo7xr8e8njx7DYJGfu8U7lDe/M836/5LnGWs53FfCdd+F5p/pqrZ+e78p4aUCE6J1nBIXOvkX7knsxx5Z1Waf619BeH2j6LoxnU3tn/NpP3wX8bTPDZIWMcVRzW9U/+R9J5uLDvbsYsb6NznPa6bw4h9BuT3/19//zJzIS+RwSH1fPAy0W+DdklF17AAB4nO3Ue2wURRwH8O/t7i0UKS19Xe1jZ3bvtqX2LIiIVKCAtKEolapEg6jXSv3DaGKRCopBGtTGRMGKGF9RW18FWwsKRUEL5aHWRguooQiW3OV2GktiiNpoiN6Mc9vaKBKJ/u0v2d/Mbze7O/NJ5gdAxfCVA4/M0J6UlcetNa0W8GTKYgwyQZGHQhSjBHNRioWoQCWW4CbchVqsxoN4E1vRhnbsQAd2Yy/68Itnuees4lOmKx8r3UqfIlSvmqCmqXnqfPVeda0qtGpthdagPeVNnTAnt8dYZ7xkvGL8YJwl6SSXlJEKcjNZSpaR28haspN0kkPkK3KSnCFDhNMkmkJ9NJsSOoVOo7NoCS2lIbqCPkw30s20g+6hnbTf9Jqpps+kpmXmmUXmVPM6M2Q+ar5gbrEUS7eSrBQr3cqyiFVgFVrlVrV1p1/xJ/vNwMrAkA1bscfbyXaanWk326325/ZheyB/XfCe4OoiX0tWi8n9XAghpSj8UmYKZkmZ+ViARViMG6RMNe7GfVLmtRGZ7a7MR67MHZ56BUqOMkPK9CinXJlENUMtUMvUNeoRrUqr0VZpj2ubpAxyudEgZZqMIQKSSSgpJ5UjMiFST3aRfeQTcoz0kx/JzxRSJsOVmTwqczutpXW0njbSJvrBqEzGn2QqzBvNR8zGUZmJrowxIlNl1bgyNFAVOB0Qf5F52+5xZVYFq4J1UsbXQjmNy4ioiIh+8Y3oE8fE1+JLcUQcFr3iC3FQHBD7RZd4XjwrnhGbxNOiUWwQT4iVYgk/zXt5Nz/ED/L9vIvv4R38Pb6Nt/M23sqb+eLYmdj3scHYd7GBoQ/Zr6ybHWBdbB/rZO+zDraDvcu2sXb2DmtjrWwr28Ja2FvsDfY6a2ZN7FX2MnuRPcc2s8fYevYQW8PuZ7eyRewatpCVs9lsJitmWc5PzoDjON86J53jzlGn19npbHc2OOudOifbyXSSnSQn0Ulw9Ggs+ls0HP0s+mm0MGpEkyJHI8si10cqIwsipZF5kZLwrnB7uDG8MfzAqcETCSeU48tDNaHQ2OoxDcOn7P84T+jKuPjgwd+MPFBGZgr+OYbfVN2swQtd9q4/YuzoLAHjcBHGIxETkIRkTESKez8VaUiXY4Zb+WTXi8fFyEK2O8tBrswGCOKn3oQlR/951xGALftlPiahAJfI7hCU9y5FESbLPnEZpsrqckzDFZiOKzFDVsUX2Ne/jXm4CjNHq7ko8cbiE73AzQFcrRfqQcxGmZ6rU13uR88/5wtzdD+q9Em6cYE/XavfEh+8u72D5z7ydvy3xf8OM1lw7QB4nH1VTW/bRhBdUpIlSxbKBGlggIcsu6FgQ1JcNGnruq7DSqQsRUlrWTKwdNKWtKRAvuUUtEEL6OaAaX9Hr6P0It9SoNf8hxx6bI45uzNLUrCNtMRS3HnzsW9nZlfO7uiH77979PDQlweD/n5v79tvHtzv3uu0d1ue22x87dzd+Wr7y60vNj//7NONW/XaWsW+KT66sXrtivFBuVRcLuSXctmMrrGaJ1oBh0oA2Ypot+skixCB8BwQAEeoddEGeKDM+EVLBy0fX7J0YktnYakZfJtt12vcExxeu4LPtcOexPlvrvA5vFXzB2qerSihjIJloQf3VicuBy3gHrSeTiIvcDHerFRsiua4WK+xWbGE0xLOYE08mWlrO5qa6Gve1kxnhTItCxnbC0ew15Oea1qWrzDWVLFgqQl5FYsfE2f2gs9qr6Jf5wY7CqorIzEKH0nIhOgUZbwoOoErVVgXLqw/+3sVtzyGmnA9qAoM1t1fLKBBzjYEj94xJC/e/nMRCRNkyTbeMZrSFhdpQn06Z8gNGeL+LIu4vJg77AgFmPZkLHN2ZL5kzkbVBz0gzatU8+EBaaapZuEeCItK5QXJeDpZhekRr9cw+2rYOFDPIVMJjoYT+objSLhunLeBBMfFiRMme/VmH2+gfRjgJo4pDT0JG+IJXBON2AABTjU47kvlkrjBtSawYJh4wYbnEi/uRYEbE6RYoidP2e2zN7M73PzjNrvDfOIB15tYlIoXydFjuBGYI+zPx1yaFjg+ps8XcuxTlYQB629wOUutqLxwb5esU2Paed4ucKmbGZ+qhQBv4Y9obKPCwHIpkSra2OZSM1lqhqskFjS7EAeFjN1skypDrs22aflW/PwPJTPhlLOhcC6WgcCCU7zOf1KLrYnQOvfG7jmCF4LmEoJJtPfz1CkXycLoUaBytlNVxsaTi5iOYRREVVzlwPa4FGPhC+whZ0/S3ijXqr7dvuj2DqWqdtIlgwtSrN+MJWAWqlNBb2IPtqpmWlYl7yp5IbYvqTupmkcF0e1HFFwkARnHE4SbXqp0whebV+/g0Wzh7SZaoeAGb0Xh/Gx6FM0cJ3riBZMtiiE6o0j05bapuO7LX8xntNRV1tW6g0a9hndPYya0572Zoz3vH8pTgzH+fCBf6preDBr+7Cbq5ClnzFGoTiiBJHASKNI+CgVlb546jE2VNqsAJQ/nGlNYIcU0NpzrMWakmI5YNsYchdGDRVqdYIrxuvX4iMrzsz+JAp8OF7uOpcShgSZ2GOhiZ6bpSytQFOMGlESD8LuE343xJcLz2BjadQ2TQ3dSFAi8p7ChJDO1uBUzFJLPz84G0nptvvUtbLVH+B5KWK7i3Z+z76HdLr0BwrswHYbEgx1I8s3bnaGPbZsGRJMOLGOE5SQCWrSUD7UjOg2xNlhA5T9FAaY++FVaVB77qp0NYG2xhWWPY+YqtNCGH10Vn6iziUehaJ/QZxm5sb6MERNFXMyPk5RfQeZDgaphwDHbWTbsY6vHd2nRjJExXonZyli9RTNRMtpWxi6Vi7B8CwPioHnpFh3JnJ33/Zi8kk4SA1zbgBIyqpxLZeKA2UFVh7jgOEGqZPonhenN2b74EW8WIq0i5VENZbsT4uUf+5cQEZupc4HuiFIS468YzdPOVzDvGXswP/td/GSde+o1QX8O1JjMPMXGZn50GYCH1XqtcBktKziKCuX3O8T5KpQXXwK5h/8a/wKCNoKCAAB4nNWWZ3hU5RpF550AQiaTSSCTQhJOFAExgKACIyAMLZRAQskBEiC00HsKPRBAFAtg7wULoo4lHFARC9i72Bsq2LugYi+5e9h3/71/vUZW1jo1Ex++j9drlpC323/WrmaZNhSxXrFOsVZRp1ijWK2oVaxSrFSsUCxXLFMsVSxR1CiqFVWKxYpFioWKBYr5inmKuYo5itmKWYqZihmK6YoKxTTFVMUUxWTFJEW5YqJigmK8okxRqhinGKsYo3AVJYrRilGKkYoRimJFkWK4YpiiUDFUMUQxWDFIUaAYqBig6K/op+iriCr6KHorzlT0UvRU9FCcoYgouiu6KboqTlecpjhV0UXRWXGKopOio6KDIl9xsqK94iRFO0VbRRvFiYrWihMUxyvyFI6ilSJXkaPIVrRUZCkyFRmKdEVYkaZooWiuSFWkKEKKZEVQkaQIKBIVzRRNFccpmigaKxopEhR+hSl8/w1rUPyt+Evxp+IPxe+K3xS/Kn5R/Kz4SXFU8aPiB8X3iiOKw4rvFN8qvlF8rfhK8aXiC8Xnis8Unyo+UXys+EjxoeKQ4qDiA8X7ivcUBxTvKt5RvK14S/Gm4g3F64rXFK8qXlG8rNiveEnxouIFxfOK5xTPKp5RPK14SvGk4gnF44rHFI8q9in2Kh5RPKx4SPGgYo/iAcVuxf2K+xT3KnYpdio8xQ5FveIexd2KuxR3KmKKOxS3K25TbFfcqtimuEVxs+ImxY2KrYobFNcrrlNcq7hGcbXiKsWViisUlysuU1yquERxseIixYWKLYrNik2KCxTnK85TnKvYqDhHcbZig0Jjj2nsMY09prHHNPaYxh7T2GMae0xjj2nsMY09prHHNPaYxh7T2GMae0xjj2nssUqF5h/T/GOaf0zzj2n+Mc0/pvnHNP+Y5h/T/GOaf0zzj2n+Mc0/pvnHNP+Y5h/T/GOaf0zzj2n+Mc0/pvnHNP+Y5h/T/GOaf0zzj2n+Mc0/pvnHNP+Yxh7T2GMae0zTjmnaMU07pmnHNO2Yph3TtGOadkzTjvXfGQ9MzV6r3g5mZq9VGFrHo7Veqx5QHY/WUKu9VklQLY9WUSupFdRyL7cvtMzL7Q8tpZZQNbxWzaMqqpInF3u5/aBF1EJqAW+ZT82j5no5A6E51GxqFjWTmuHlDICm86iCmkZNpaZQk6lJVDmfm8ijCdR4qowqpcZRY6kxlEuVUKOpUdRIagRVTBVRw6lhVCE11MseAg2hBnvZQ6FBVIGXXQgN9LKHQQOo/lQ/XuvL56JUHz7XmzqT6sU7e1I9+PgZVITqTnWjuvJlp1On8S2nUl2oznzZKVQnPteR6kDlUydT7amTqHZ8dVuqDd95ItWaOoGvPp7K43MO1YrKpXKobKql17IIyqIyvZbFUAaVzpNhKo0nW1DNqVReS6FCPJlMBakkXgtQiVQzXmtKHUc18bJGQI29rJFQIyqBJ/08Msp3TNZA/X3sFvuLR39Sf1C/89pvPPqV+oX6mfrJyyyBjnqZo6EfefQD9T11hNcO8+g76lvqG177mvqKJ7+kvqA+pz7jLZ/y6BMefcyjj6gPqUO8dpD6gCffp96jDlDv8pZ3ePQ29ZaXMRZ608sYA71Bvc6Tr1GvUq9QL/OW/dRLPPki9QL1PPUcb3mWeoYnn6aeop6knqAe552P8ehRah+1l9ceoR7myYeoB6k91APUbt55P4/uo+6ldlE7vfQ+kOelj4d2UPXUPdTd1F3UnVSMusNLx35tt/Mtt1Hbee1Waht1C3UzdRN1I7WVuoEvu55vuY66lteuoa6mrqKu5ANX8Ohy6jLqUl67hG+5mLqI1y6ktlCbqU3UBbzzfB6dR51LbaTOoc72wlOgDV54KnQWtd4Lz4DWUWu9sAvVeWFsxrbGC3eDVlO1fHwVn1tJrfDCFdByPr6MWkotoWqoaqqKr67k44upRV54GrSQL1vAO+dT86i51BxqNp+bRc3kJ5vBx6dTFbxzGjWVmkJNpiZR5fylJ/KTTaDG85cu46tL+YPGUWP5ccfwB7l8Swk1mhpFjfTSotAILy3+E4q9tPhf7yIvbT003EvrCA3jLYXUUC8Nc4EN4dFgahBPFnhpq6GBXto50AAvbQ3U30urg/p5zQugvlSU6kP19prj33c7k0e9vNRSqCfVw0uN/9U4g4p4qYOg7l7qOKibl1oGdeW106nTvNQO0Km8s4uXGv/FOnup8bV5CtWJj3fkT+hA5fNlJ1Pt+bKTqHZUW6qNlxr/v3Qi1ZrvPIHvPJ4vy+NbHKoVn8ulcqhsqiWV5aVMhDK9lHIow0uZBKVTYSqNakE15wOpfCCFJ0NUMhWkknhngHcm8mQzqil1HNWEdzbmnY14MoHyU0b5og2hqU6cv0PTnL9CFc6f6D/A7+A3nPsV534BP4OfwFGc/xH8gGvf4/gIOAy+A9/i/Dfga1z7Csdfgi/A5+Cz5JnOp8mznE/Ax+Aj8CHOHYIPgg/A+zh+Dz4A3gXvgLeDc523gl2cN+E3gvOc14NtndfAq+hXgvnOy2A/eAnXX8S5F4LznefRz6GfRT8TnOM8HZztPBWc5TwZnOk8gWcfx/seA4+CaMM+fN8LHgEPJy12HkqqdB5MqnL2JFU7D4Dd4H6cvw/ci2u7cG0nznlgB6gH9wSWO3cHVjh3BVY5dwZqnVhgtXMHuB3cBraDW8G2QEfnFvhmcBOeuRHeGpjr3IC+Hn0duBZ9Dd51Nd51Fd51Jc5dAS4Hl4FLwSXgYjx3Ed53YWKRsyWx2NmcONPZlLjNuSBxu7MhoY1zVkLEWW8RZ51b566N1blr3Fp3dazWDdRaoDa7trB2ZW2s9kBttHmTxFXuCndlbIW73F3qLostdff4z/bN8G+I9nKXxGrcRjVpNdU1CUdrLFZjA2qsc435fTUpNXk1CUnVbqVbFat0fZUjKusq6ysb9ayvPFTp91Va4u6GfTsrs1sVwNFVlcGUgsXuQndRbKG7YMZ8dw4+4OzITHdWbKY7I1LhTo9VuNMiU90pkcnupMhEtzw20Z0QKXPHx8rc0sg4dyzuHxMpcd1YiTs6MtIdFRvpFkeK3CKcHx4pdIfFCt2hkcHukNhgd1CkwB2IX96Xk5KTl5OQEv8ARTn4JL5s69c5O5p9KPtIdiNfdn32vuyE5qGWTkt/+1CW9S/OsoVZa7K2ZCWEMvdn+qOZ7TsUhDL2ZxzMOJzRqEU0o32nAl96SnpeekI4/rulDy8pOOY+A+guXY/9rsPTW7ctCIUtFHbC/oFO2Hyph1KPpCaE96bsT/GHQhYKNYT80RBuDyU7yf74t4bkhGhyl+4FoaAT9Me/NQQT0qNBnIm/sV3SiJKCUMAJ+N0+geKAPxro078gGujYucCXYHlmPkuBEprGP4WFnQKs653p1tjw7/mOktH5+YW7m/pGFdY3HTG+3jbWtxkd/x4dWVbfZGO9zy0bP26H2ebSHebvX1KfVjiyjMcbNm3y9cstrM8dPa5+a25pYX0dIhqPBoQvd0e6r19pfnlVTVV+fnU5vpVXVecf+4Mjq4kf5cdPxv9UVeM4/l/NsWNf/v/84m3QpCp8Vetk9f9+6v/9y/7pD/Dv/9rhw1/RcX0b/Gf5KvzrwTqwFtSBNWA1qAWrwEqwAiwHy8BSsATUgGpQBRaDRWAhWADmg3lgLpgDZoNZYCaYAaaDCjANTAVTwGQwCZSDiWACGA/KQCkYB8aCMcAFJWA0GAVGghGgGBSB4WAYKARDwRAwGAwCBWAgGAD6g36gL4iCPqA3OBP0Aj1BD3AGiIDuoBvoCk4Hp4FTQRfQGZwCOoGOoAPIByeD9uAk0A60BW3AiaA1OAEcD/KAA1qBXJADskFLkAUyQQZIB2GQBlqA5iAVpIAQSAZBkAQCIBE0A03BcaAJaAwa9W3A9wTgBwZ8vgrDOfsb/AX+BH+A38Fv4FfwC/gZ/ASOgh/BD+B7cAQcBt+Bb8E34GvwFfgSfAE+B5+BT8En4GPwEfgQHAIHwQfgffAeOADeBe+At8Fb4E3wBngdvAZeBa+Al8F+8BJ4EbwAngfPgWfBM+Bp8BR4EjwBHgePgUfBPrAXPAIeBg+BB8Ee8ADYDe4H94F7wS6wE3hgB6gH94C7wV3gThADd4DbwW1gO7gVbAO3gJvBTeBGsBXcAK4H14FrwTXganAVuBJcAS4Hl4FLwSXgYnARuBBsAZvBJnABOB+cB84FG8E54GywwVfRt86w/g3r37D+DevfsP4N69+w/g3r37D+DevfsP4N69+w/g3r37D+DevfsP4N698qAfYAwx5g2AMMe4BhDzDsAYY9wLAHGPYAwx5g2AMMe4BhDzDsAYY9wLAHGPYAwx5g2AMMe4BhDzDsAYY9wLAHGPYAwx5g2AMMe4BhDzDsAYY9wLAHGNa/Yf0b1r9h7RvWvmHtG9a+Ye0b1r5h7RvWvmHtG9b+P70P/8u/Sv/pD/Av/8qcVP4fUfr87XicrZRJTxRRFIU/WhsSI4jyB/wVbo2JP0C3zorBEUQRGhBQaRVBUbQFB7DBqdsREBQQBxQVxyjigoVbNy4kMe5IqPK8Vz2UHWFl3dR755x3X6Xuua8KcqLgRPBfq9hJGYcUx2gmwgjf2EJY6CJdxLhFLy94xyT/8XKqgsUsnDdINgXgTrs/nZjuoWCeT4mIFcxfmlbcfHcqQ5tyIm6+M5S9hAV2b25gQurvrBl3OrDccHeZ4YEG4UV2x6+cqNPjxDM8WM0a1rKO9Wxis+rfynZ2yJld7KaYEstKtLZNY5HYRmUVKsvgdNYeSnXvYz/lVChKhcsSzKzttbyckKKSKqo5QA21iTFklRqtVFteqbuOg+rMYeotSs6eEuYIR9W1Bo7TOCdrTKEmTnBSfT7F6Vlx81+sRXGGszoP52iljQs6F+10ZKjnrX6JKJ06M2atVUqnRWb1CWM8pJseBqyXhXLNcyTpS5H1sFQe1KjCsO+NPf9CKbfqVLuprSlRaaX0et+OioSPJjOsTO8pXh/MU2oznGhRDR5OV+SxVlt/WvW7Mpea9KPD50y7ZQZlqrPhNi7rC7yi0bhq0FVhD3Va7Nejqdwuy69xnRvqRdyi5OwpMeE4N/Vt3+YOdxVp7Efe3M0927le7tNHPw/UyQEGGbL6XGv/0vsTel9KecQwj3VCnvFcf5pRRVJ5Km0kob6ymsdHeSlusjw2xhv9od7zgY985rXYJzu+FRtngq9MZuUKfeGHxhnGg9/JYwUEh+VzBxsUK4OL/wBIom7tAHic7cIxDsFQAIDhV6/ap16rrWLvYDKKA5gcoqNBRBzCICIGBzEYTCImswN0ErN0MphEYrNIiITEn+8TQjQeZM8ZAyPNjWQsh3Jj9s1jPrGUldpte6W66lqYOrGzK3Z0S6/dprv3Qu9cGvuRvwjqwSnshZfyMppEGQAAAAB8W2X+qqp+2wwA8Ee2d4dPqCkAAADgF9wAtQM8YAAAAHiclXoJcBvXmeZ73Q30gQbQjcYN4gZxECRAEOABXmje96WD1AUdlGRZjq3Dki3ZUnxIsmc9jsd2rHEie7OZzCSOk3XsiLpoK4e8pVQ2syWvNqXxVjKxy66pWStOmLVntxJbEsF9r7tBUocnWRbR7/UDAfb7/u///qMbEKAbAGKbbjUgAQ1SJyFIt87Q1N/M1Z3U637TOkMSaApOknhZh5dnaP2zN1pnIF7PikGxMigGu4lAKQK/Xrpbt/raf+6mLgEAKAAW/qDz6wbBKnA3OAy+DNIyN7Av5zvoWkebd81C8szoSCJhzs9C/ZnukW2/N/eCwlxhzpJPo4Mjn6mVcu1EY4qsR0O2zkfYrCaC9pGOdrINakteqK5l6xp8EL1PhkMpIqYMFLT6CPS39bkUEQ6ZCBKdZuuUL0R/AO/1yTsG4vlKoar41bvXPL46GV11tBgan1pfbQ04eVrwu+x+KysFM76arrSf4ywGPaHjA25rrbw6X1Xcua+rsHfzcL0Xxsz+Gv/A1laPLdWbqR9I2/eHu+/qSoz2yZ7cjs1rK+u6EpbSh3B149biVHXDmuGecPveqWy0d2tby/SG9XWJteum4p6ekfFEhDOyFEGbja6me3dsjEdqfTzBOF0un5ljTOHWVKg54bAn2semScLT1NabTPTIcsRbn3B6alrn47nJQlj0Jhw1W6a3pAKFgkw+gWwAwZaFTyhe5wN5MH2qArQkZxeunhLgCBo/OWVWxt+fMirjH07xynj1lAGNPyGywAScMA2CIAqrZ6SV1HlYBepBLUydZCdBYf7KHH7B9IdJ/CO8ezFTW2k16bEFNIvpscXwOcbfpuGPzUbxhI6xypsODTzy354dWfni/3i06Z51vR5GR1KMgTHVje0dm3xmW2P91ufWj+ybyJlpTk+eE5wWkzUR86z69qff+NaNNzbYAlUek+S2WCskNpaO9Tz59uFDP360I5qO6kUf2jsBXkMkfFZnAhbgBwdkbyEIJSfauySgjUtWtGvJgrYsOdF+pfNEHfqMW0XHraGjjEZl/CNGx62h4z5PiIBF6PAzpgnPLIye1K1SuFtG44o6ZGqLmKDhYChaL+YaskG0dxrxMQlFDAX17OR3Pnml9AdHIuGAla9e/cbEmdzu7z/5xsnD378/T7z06vXvrPDHqCMx/9Q/XD2x88yxwRti+2NvA8Wu6xf+QB3UBUAB/L3sragwO/HOnHhnTgFdsZPj8Qxdq3OWEGUj+GkMBmJybHOMjJk1Dpi1XZo1Dpg1Dpi1XZpnibrT6RzMOWchdzoUyqfbz0MO6AAHEzP5ldZZWH0yPYn3jXggIrdF2y9q+y8WL6oztJyphbfxoKFRxKBgnmBQbKLVRC1jDkUdpBie5ps2Hl33pe8/WOh5+HvbWw/Vl66IIsXyLHzZYLdwluYN09syL/7+HyaL35t7bvDI9h43R22UvBITTUVH//onuw9fONbt9cKHQhHJIzKMUGEpSe6oN+Tki699cvylaz/c4g4n3CEFz9cWrlHjOitIg9nThQwM8xpIvAYSr1GB16jAayDxGN4KR8SA8Tdg/A0YfwPG34CZZZglBNkBZBscAbKED4IIh4GM3geO2YULp9AbeDyL3nNUrYggVGXzBR5e5iHPW7wrLKuRMhcKBQRkce9cAaYRuhhYFd46QRsR1So1lOuRJi9Oy9qJ1spTapyxBp3ugJWZP4VmLmfIyjDWkNMVtDLECGMNuJ1o5kb463Q0zxDt8/+lPKd+XZ7NXyP05bmGH1yD8LOB8XMFx5jjDQcJNAiBBiHQIAQahECDELyFvIlbuHAOIcEJK5Ttom0uulDlbZuBa8rXzdqCDtfyq126QtVPkAaQg+i63KD/TWBTL8imXZBNuyCbdkE27YJsyKanAWteYZuFyZN6xbVh+lL5giqXXHoRXHQkBynWyM7/zJEogwn/O1qghqweiUV+/Hr5wq5/ixUrNMz0SaRPreA1WdjcvqedMNbWOtJpLuV0umf/QinC/PNFMjzPYQZymIEcZiCHGchhBnIYX7BwQXZhsCMNEwanw5h2ZlJ6f3zCv7pMsAKKuWIWbfRKmVtiVlicifm2dDYrZm+yRxhqEReGlzGuoQUiOBwwC9tJZWrTJxmr3+UISgxRypIGm9dq81kNRKkPIra5nAGJrvbcHaiNOFl4QAefNLj9Udd9Zo/EL5l1x/XjNEeTFAoF1L3XTyyuv1IV4d1xz40p8hVflcvASl6bov1bF+aoq7ogkEAMHJbdVgyOFYNjxcJvxcJvxeBYZ4mszAZALXgM5T8+DXWfhrpPk0afJo0+DXXfeRQeOeBCQmheGcYs0U3eHACKZbaUta+cxdC5m+MhdXXwhfePf/Wfnu4ePP7+8WevPNNzJrb+63v2fH1TIrrua/fvfWljnHjxGzdObpp65Y9/d+LaG5smv/N/vrfrx0+PrvrK+R33X3h6ZNWzP8KxbuEa+XPEpQqQAAdPRvTaRvTaRvQaffQaffTaRvSYPg7Ri+HxYni8Am+Ew94Aes+L9H8GiJVI/U/p9TzapuGUbYLHZJlT1V4Nc0sShPeKYtsyKmB1p5aFPPLn8oEfHHwBJVYu7CFVbmirGtl533DiTMtUsfqbL4/u6I2QL2z5j7taS6lFG38/HqIdhQ0PTY3dkzPNfx7v2wrU+I4024D23IAy2Odln5ASGxl03Y14H43KPhrxvhqxnRuRnc8lZHSaKIgYDDQTNXBEDRxRA0fUwBERODMVKWEWMmf3yFCWHW0IgzPBCYfmMhiG4ly+bPS6sudY8nlNJrBzkCnyNlDsDh9ZzmclH4S5aCwFy2mBQW+N+NxBq4E6YKtpX9WyrwwXShOkTId7aN9oLNy5IR/I1cSt+01Mab573FXIPv9q99ZOP3IZhqJYgYeZ3FQhPP+rRRhfj/l1pLFpcndXx46xZqsp2TqaKf1LxEs+MbzTQetLw8GWcUUz+xbmyGnkOwPgozdBx8LV02YBDndoIHVo4Ckjr4wKWB2zRLWcrJMlKxyuk0U4EqmL1PEeJ/6sBwuSRxDwAX3Egw3ieYvIYFU65VEiwYVTLm20quNZMw6TfOo8jIFGlHJEZYMYaISNsoGHw8hCF2QOzxrFRtHeOgv5Mx0eXWKlfRYmNF9ERpgT8/k0CphFYU7AdF2Kmxb1jVuclCo7KTYDKhz0X5DI6snprgPf2tCxe6rFYUCJCmPKju8dbCx2RepW3L3r7hXZlp3Pr0xOjbRKeoog9QbakO4uNteP59x1K3fuumdlFn5p/d9srbMHQs5Kv91roUPxsK9xPNs42pLJtq/aOzbx6GSN2eWXDKJTsqD8tiLs9dZ2VjaMttZl21buRTYyI39/F3E/BLafc8o44xMxaqdxfP2LnR8HBnHhwhnMfb1lFsZPeTX/rkMB+FMFnJ8lhYtlhJblFcGypCmh710U+pjScRyVHSgqo5mR0enQgTzKoBBIXZQqROb6f1qk4jQjVkiS18IwFq8ap0PIl3egOB0Bu2RvBLtxPALdeIy6YdwBo0ZY7YLVTuia1QipTLCTO8sreCJb8JLL6XJGK/0rnDqLmk9Y8gXRAlWjY4ODYhEWi8VkMVmpVosxmILtMLsYuNAM6mniLGVyxby2oFPkabK0loGWeKgiaGEpeD+EO0kGOao/YiQZn8HEkJDSofKFmrF7TBTJGLnrP6UKeF1n8tixXm1AflUg/xFkgQx+KAfMnf7OdCdpYB05Hlklh50kh10jJ+Dd5Gbhn2QTiMXMAPIAaxpo1nyuGRvQqI0GdVQQaJ4lGNkqOn4GckKOaLmQgwDl77lUR9Us9MjmyyEYClHej1ODbb/hRyiQ1urtopK+F/duLJYD2MXkxmI+rSp7HRKzjTjqQwQUbIPKqBi/BZara22FUtIhWnUTO07zyYJQ4XH7TS3PT/Ttm6hp3//qzsP2zGi+bctAhmd4lqI9nZN35bb8h1XRbz/Tva3Tv3a8Y3ebk+dRxOHXFXore+/qGN4zWNmbG6/3eMNeRnCZXV532CtVr35k1UVHTSHRu7KzW4kHJxC+V3R7QRVoA0+cQUkkF2zQKN+guUCDhhg+VxBrmIWfyR5bEicEyQCuhLEFkjhuJAWlQCY4mQU2rqE+SOlqZ6HubHTQ0ysM59H0pG4EK01B6VeUw2FyCbViOfjHbLcn5ArHFtMBWvRBJUBeyW59rpjs7+2NMRaPzVph0dNSwOkKWJj4UH9ffPrpqfjrttykHGiTe2Ldhzvb1zS64EcPnD/WK0abE7uQi1EUcjFdkxIH0GH+XxNNYWH06A8f6Dmyrc1S1VlXOrFyqnXrIcXv1iHMAuQvUGH/1MkKRX/VjP0DLVO/ehonjTFNUWKaosS0fCimwYnGj/EHYrOEQTamTdDk+sgvc8Z+P6pniNPSIPm7DFYn1tifqZ6F+pPsCO4gJOeUw2LZeFFNI25vI+hV8dUvbyKQAUJHu1qH1qS3vLi9vmPvibXJie56J6snLEZzrHV184FHg3KxNT9ZSPI4dfx70SUaXZVei3zo1ANP/PThFsEdcpokpyXmD8aD516fOromGUmGGcmLubQZ4fKy7j4QBXnwtOwvtECDJ489NI/z6jyOZXnMjzymS/48/ByhmVZRS2tgpTWw0prXpjWw0phSnBTsNeRjHsqEXFM34xxE7k6dMo3ohrH8KoQq3NJNUBhVziqWu2EWpROLvCJTcHl62Ui+TIsVVluFhek7sW7rV6biddPPbxo9KtNWP2YV+0rXl7sKiEOIUx3BVrk35ipT6MDI5MjRk9P7zx/r6+kiDLQRi7eRnu9B7Jk+LHcf2Y7Y1JVRc7EiwusE0rYkyIHX5ap0Q6FhdwMpYY+SArjfIgWrceyvxnhVYyCrFZVDbPj8THfy20kCt6TOYI/LURr9KI1lyrlBGVWZozCCwWD1zx+jnqOICxS8TEGKqkj/Jjro/HizaY+JMLEfVygUK2oKt/f+srTVvZdU6YaWtRaNPhxcRizbzfQjbLGGqOKi5ImYa37G17tnQt42kOZpg54kSNrQMLlX3v3d+5tb9/7d1nv+dnPNK+RDB9o2tIcIgogFhw5OpmxuG21yWYySmTe4nFL7w7MP73/z8Z7ufS+vkY4cTw1vb1RjYOXCNeJJ3UFUD26bsQvYCRXn82ja5SlrlkcTNY9GKA/CcKa2qnJ24bJswd2FSm6uoc8dnavtDwwL/UqmWodrk+TF7Keqn2Uv3tyV8UJ15/rlmWpY7dBglVe7MsSTKMLpaZsv4anMBUy/YAyszmL+BYMEChVxzKOCgAXn0XD/fYPhzgiPIp9Zcph0rIF1Zieap2nRLUUCN36HgyRu9JG2QERyi3Rx419NJoxmXvJgHEhQX3qBfIr8r6AdjIJN4LJss9T0YV/rY9Cm+wKCBIf7soXZhc8wCAXNy9D4wVn8VoEeQ1PZaLbA4TEPZa4lszSNGSQoiF2QjWhSk6U9HjpbQ2GU5RyGeQ3+F2sCAvrYmqpK2YDGSnMtTTYN/ppfedVm29xE/ra1vyrQ+aumwfW/CoxpzeqC2vp6Vw0ByewlDK8DJRo41RDRonApiX6T5QPGHaGstKsRztGYCc3sfqjWA2XeNaYQ6A3KUfVvVDKgImExsLYTUi6aRuW3dkY+JZkfD1fUFR8bbdzqsTg6Gn7XtWdFKvelV/bed2K6WghmApl0XaU/ktvw+HCizw8FUSyVthdr+9KO7esz/WnHyk0Tvw0knOyxB4e2t3vI/WF/ZCo9enBltdduSfnCKYIjgm1rW9r3rM5UymtzwfamrMs1XN22OVpZ7Bx5eFUNywRLn27YEWgaiK+9y9/YP7+xuUAwrppE3NbR5a1tVzl+AuWt30Qxug48dLqQg1WSxmGpTG5JI7eksV7CAdrhUxtqSmtN6aop4mHA73FqLw1V/6hQ05+rGYz0uoYVGVUKNJjWWklqWM7f3FBSogp9h3aZmgvayG8yFjX6OlMDtW2Hu9Gp0rAoB+W+5/rXHRoOusqcJswjG7sja1bPP11eWR6Jhwba7npqC9bLJxauwXFdGthAEHzlXCE8Ft4dJu1aXmfXMFDOJWVU6GvXuG7XQLOfJ/aiit/2RW0sDVIbguks55fRJ/2zsP20SxhQ8Hl3LqlpohZh7txtk3D4RUrQgHgI2zAADhUABwZAqm5uTuLXIgTkMVrdMA1rm6sSefRasv1hZPsc+FuZLzTARAZmZAscQanBZeVCM5rwZ3A6wSujIvyZ80QMVTq8tp8v7sUiOrjtNTUAb1WlhT1k0MUHKnrFMiVQ5QfTKNFA2a2ihXUflHe+uPUYvAMh1JoASyTNIu8lDzNSyO0JO8360rFbSQFXMRZXyOkK2VijufQW3GU0KGU5SRtZ+G8l4+3UuPFL+CBnZEkUTljeKZTeKlWKNg0z2IYwswFZ6avuVvqqd+6jlu0NEA6nOaFX2bFm4Tv3UW+zpuv2S1u0ne4yiu/j4GPZY8E3FpT7JlEBF+ExJz7uWQF7l3nvoltj5koacyUtUVS82uez496ar07tVSpdS6VhqTg3h6LauXHcSRhvj2lfuyzf/OSWfFSBJHYefoakRYD6maFBlHrqZWPHYHtvTdNAzbBrGQOWt+ryWtdGzJd7zlgjAJ78e0LxBcrhLVeRGl10l1UBkRhrdXcqv68HB0tHUKLt1V2p/P5FPdFbKhx2r0APPzvQtLa7VqiZGOqLTD044F9SlnD+FmW5fYU8hkIySbIG5sDqMXe6I57prpKQ5AwvaS+yYR04LptVG+KDJsO32klT31vticsln0EQymqs3PJYdrcDfnZOE2QsxzJXM1jligyUwcfxclGRy51DDe8/L8tlcL9Ylhdh/Nrwn5Hlm6BCEG1W81hcD72HMMJ941flikICxi0wIeL+Q5SHUQZGaVhFwgQB79Ar/uCOvWKcrPrSHOSWNaEDNzeh3yI43As7ZwYje5ChXLMQzpgHw6h20kpMXCNpoKUXW8vF8s+f6zGT7zXv+8He3d/Z1ZDf99r9aGx83dN+z1j/zu6gp3DPWN893QH4r7vefHKo85HT96NxEI2HB45M53ObjowMHtmSz208guvr0nHyCsIG19eP4fo62MBpPOE0nnBlDeK03XNK+LappbVSZCsdQbXKvmNtPSCMfWFtfafS+k4s+cLS+qsb410dcmQZXaw2j4VODI+M10z/NS6ts0pp3RvrfrizfW2jG/72wR8d7RNCuXCpvayI1G8Ra0gS8eehqvaEbfjYGw/0PL6tVUp0ZUovrVzTuu3womYS31X6PVtP76mHUbMG0tINVg0ss4aiGYNl0W4TIuEDGDXgRhhWymxyMGq2BQZsw0CTMCWMJRezmuXp/B1dB4OiJ75L6FmGcXgjNldtfXP4Vsep7GjOe43BiJenSEhO230iy7KMNTXcOP/D213naEN3zEwyHMeaPOqeJxbmiHfQngfAOzKfHioMjQ09OvTGkG5Z+/iPWttY8ZoO3HKQbmkrK+1k+BvZr/aQle4xlhithYxLHuxFnrfgH5UbWxwO97yspADoNIq+r8C/wRN86r1G7nfiuLhZ3COSaqv4n3GfeNB+VaXXYpNYaxEX8d3VZS3ipbzo/7dFTLyT3XhktHaqp9bOUbgFnCxMNlV113li8vjqCTmWWHFoRaS/OWGjSRT1OT0bahhIV8kJW1xesXqlHIOmnnuRxR0ua8QvuQXaE/BYwg2V0VzcH0q2T7bWbxmo5i02gTfbBdEl0HaXXQrXVsTq44FQVesqbIvgwv8m7qN+AJrBhtMJIIZrNMxrNFvUaLao0ZSsRuNlDaYh7zDWzIX7vcY5R39mFlInaVWILmHiZbWOxKWLaruGunPBeHNZaS8X2MR9jBBIpBy922TvI2YL7hN/uZw6fYR7ghbzR419jkiFldGxOmq9NySYWH3l0L5RwqRWjO/S6K8olkcTpaYsccVNLMfqTE687+O4d0P+CMW5r8p+FN0MMcygGGZQDHeUY0p+EROURAJ+flb1Nb+Gil9DBY2fKd6JJxgWf9ld/RpHUTL9ucxKNQMxg841gNIN3VIDB3toOcNYpNQdGzhLKWb5yYjFVs7LtMVrc3hF/ciLSjijrWqh7Uj317Yd6qGtfuS7FnYxyh1YPdq646lpIlT2z/n/O7apq3LNauKB8orWaycPIXyqwb+8CcILSJ9x+uZn8LESVaLqxAft2j5t2mhdSuqU0bJ4n2zhE7kR32RDcVKEMQHGdTAURwttIRgJwSCeFoIwEoQBZTUAIwEYM8MHgzCImxasaOsPBpDXBnEHn0VUDOKeET7Dlgji7+fRB4PxgaDBPWBQJVB5FgL9gGRRiYVJ9Rf39Ysq7ri/n1QeEVu8Ub0UJB2So1FSIwV5CBIkUbpEGd1xny/uMlGldygdZCS/wxuWWKpEkdcJTgp6HD6RJr9JsRxP3/gebu1TjIkjp3gLS6Jyh0AHdt7N88T/YnmGJBiDqon1KHc+hvDuAe+/CfqQQLWhzTXhZkaiCTbisTIFo0EYDcCoH0Z9MOqFsQoYp2CChM0tsKUZttTA1mooBGxwRNCKQTzKHCKsEEDfIJi1ZTzKPA4meNncMaD8HYazIIwJu4VHBUqQLfZ+ITtQOdD8XDWsxu9VY90UJHv/juoD1UQPWnUMsxjmf8JYFi8WCpcQliriS7dQ1Jso6o8KtX4RaTJGk4ugwzuAvmyqO0bpSn8ijY64z1/l4skfE8QbpNGd8Plj6Kz0uY5CWbOjImRhyF8RxM8J1oKI77cwxP8k4LsEKwXdTi82DG01L5mFeIZl5/ctGclspVkDshGqwebdLItsZETSix9lcZbPCIZT/APlOYeRvSJgxZvAg7hXj7ntgQkPdCpFjxNGTQ0mIsZCNw46zW7oakJjiwv6B1ycNMANUWNgSCs2CoicSZWWmJ5BUvX7RikFYzCaW7zpJCkIQStNZA/qM3XugEjoD7MCWfopI0R8vpCV1UFIfqYXQ4GKiKgvnRFEHW81wTxl4cgNNqdJRzJm43yKeFcy6JASWhD3dACU9pG/1JmUZzvzYASMgvU/Aka4AthBMzxzxtbdzdTQP4FdKL0LwFWAARB2yWaKMJ5zuwvhc/X6Z0hxYBbWnC7QzxAEKMy/P/9Oev597QGA9z58/0Ph03dQ6ZT98MqHmVooBkXlhXzODNW2fX0sip8IwdEyunSrqKFRc71bUldI/vLGOnJsXk88Ei5MZnU+t9lq1OuICqelprVSWLm+sjXlpUlaT+oYOt7YGRq6tyf0a1r02uzq7US7DVFh/p91pmv/pjNd76LuvX6c1LdsKETIr3MMQen1sz6nq6olODBplgTKIAminaEtIh/v3jD/JG6TM5YKm039rvmRxWeIDiMMq8GDJ913uBWilp63laiEKLOsFJACgAXuWcjIxsei8EIUXo7CaFSPcnx+xjiBAhCvPWK01KdOK7nH0nMVy544Uh8itKl3Y2+ZkocpzsjMv4CfJyTuKt+CLenhjHITFt+iHSUgY+SoPovHwqjPFjIWj9XiEZnSPaxQIVlQplHKMKJHez6J/ExnRfnrtCxmcLisxfRP41mQ03DgNBzuUAloBQDCgbfFVgQ5wbNCWHyabSk8og0u1drwL2q+fEZbQ55wtZ0uRW59gg3+o15wBN1ulNMaLaWV8B2RrsBQ6AWO+Kv5h8p3MZY9yfY2UUCZBKVDC0a3Y35h/iW3pNi9qvQ+3Ac+AB7AzRgcFUC4ckm1hVkTuUZpkbb79CaH+JTOKLkk0cFB6gmDM+J2RRyGZ/25VI3rHZpjFLGB0mOegKDXCwE1Nnxt4U9wF/ofBuA4iW/cXziLb9CzJNLeS0ht38b/cFn7bVe6vTWFX/f1pVM96IW/423YS7aQF1DNajwFOLMOpNFHL93+6BHZkpna39nxwGRtZvKBDjRmiKP4WIvOuvZNZTKT+wH4fy3z3isAAHiclZGxTsMwEIZ/Q0tBINSRAaSbWJCiFnVjoeoASwcixIpM4yYWaV3Zad+FR+gT8AY8AiPiQRj4EwwCCSGRyPZ3/53P5zOALp6g8PGdYhpZYR+PkTfQwXPkTepvkVvYVkeR29hT55G3qN9G7uBMvXKXau3QypoMNSsc4iHyBnM+Rd6k/hK5ha7ajdzGgTqOvEV9HLmDlSqwhrD2HvoYkMawmMDDIXBMUVEbkTwWzaypWNIcCT1DlPwFKbUcBX2hsQxXw+gV54yRWMtprz+QsZ14F9y0kpHzC+d1Zd08kWFZSmrzogqSmmD8ymTcc4NrXDDZFS5xwiI0j7K4Y1pL5/VFenV5MtKlvfO06zNzLBmiGYDU5MtS+38m+ekeUPjwDOo89X1CvLuwWwl7JnQYH3gJ6Sc9+TPDT5dw1L3SHFXT14wnzJrq76nVva89BdXfXyVv7CXf5TN6wnVGW7NC27xB8lWA2CBaKq8zM9P+XtxUqsJ8e5Dcu+WiliduttBza0KCd11ihU0AeJxtnGWgHLeyraeZu8PMzPGo1BTe0B1m5phiO3FsxxBmZmZmZmZmZmZmZnzO8Zqq++Plx5Gy7a3V06P1rSpF93bMzv/++SfuHNL5//yTLTH1f4yO2bE6bsfr+J2gk3Zm7MzUmbkzS2fWzmyd2TtzdObszNWZtzNfZ/7Ogp1FOot2lugs2Vmqs2xnSEd1qJN3ik7ZqTuDnabTdlbtrNZZvbNGZ83OWp11Out21uus39mgs2Fn484mnU07m3U272zR2apzUOfgzt2dUzpHdi7qHNE5sHOiYRpW51TD7vzc+anzS+e7zm2GY7iGZ/hGYIRGZMRGYqRGZkxnTG/MYMxozGTMbMxizGrM1rnEmN2Yw5jTmMuY25jHmNeYz5jfWMBY0FjIWNhYxFjUWMxY3FjCWNJYyljaWMZY1hhidA1lkKGN3CiM0qiM2ljOWN5YwVjRWMlY2VjF6DP6jQFj0GiM1ljVWM1Y3VjDWNNYy1jbWMdY11jPWN/YwNjQ2MjY2NjE2NTYzNjc2MLY0tjK2NrYxtjW2M4YagwzhhsjjJHG9sYoY7QxxtjB2NEYa+xkjDPGGxOMnY2JxiRjsjHF2MXY1djN2N3Yw9jT2MvY29jH2NfYz9jfOMA40DjIONg4xDjUOMw43DjCONI4yjjaOMY41jjOON44wTjROMk42TjFONU4zTjdOMM40zjLONs4xzjXOM8437jAuNC4yLjYuMS41LjMuNy4wrjSuMq42rjGuNa4zrjeuMG40bjJuNm4xbjVuM243bjDuNO4y7jbuMe417jPuN94wHjQeMh42HjEeNR4zHjceMJ40njKeNp4xnjWeM543njBeNF4yXjZeMV41XjNeN14w3jTeMt423jHeNd4z3jf+MD40PjI+Nj4xPjU+Mz43PjC+NL4yvja+Mb41vjO+N74wfjR+Mn42fjF+NX4zfjd+MP40/jL+Nv4x/jX7JiGaZqWaZuO6Zqe6ZuBGZqRGZuJmZqZOZ05vTmDOaM5kzmzOYs5qzmbObs5hzmnOZc5tzmPOa85nzm/uYC5oLmQubC5iLmouZi5uLmEuaS5lLm0uYy5rDnE7JrKJFObuVmYpVmZtbmcuby5grmiuZK5srmK2Wf2mwPmoNmYrbmquZq5urmGuaa5lrm2uY65rrmeub65gbmhuZG5sbmJuam5mbm5uYW5pbmVubW5jbmtuZ051BxmDjdHmCPN7c1R5mhzjLmDuaM51tzJHGeONyeYO5sTzUnmZHOKuYu5q7mbubu5h7mnuZe5t7mPua+5n7m/eYB5oHmQebB5iHmoeZh5uHmEeaR5lHm0eYx5rHmcebx5gnmieZJ5snmKeap5mnm6eYZ5pnmWebZ5jnmueZ55vnmBeaF5kXmxeYl5qXmZebl5hXmleZV5tXmNea15nXm9eYN5o3mTebN5i3mreZt5u3mHead5l3m3eY95r3mfeb/5gPmg+ZD5sPmI+aj5mPm4+YT5pPmU+bT5jPms+Zz5vPmC+aL5kvmy+Yr5qvma+br5hvmm+Zb5tvmO+a75nvm++YH5ofmR+bH5ifmp+Zn5ufmF+aX5lfm1+Y35rfmd+b35g/mj+ZP5s/mL+av5m/m7+Yf5p/mX+bf5j/mv1bEMy7Qsy7Ycy7U8y7cCK7QiK7YSK7UyazpremsGa0ZrJmtmaxZrVms2a3ZrDmtOay5rbmsea15rPmt+awFrQWsha2FrEWtRazFrcWsJa0lrKWtpaxlrWWuI1bWURZa2cquwSquyams5a3lrBWtFayVrZWsVq8/qtwasQauxWmtVazVrdWsNa01rLWttax1rXWs9a31rA2tDayNrY2sTa1NrM2tzawtrS2sra2trG2tbaztrqDXMGm6NsEZa21ujrNHWGGsHa0drrLWTNc4ab02wdrYmWpOsydYUaxdrV2s3a3drD2tPay9rb2sfa19rP2t/6wDrQOsg62DrEOtQ6zDrcOsI60jrKOto6xjrWOs463jrBOtE6yTrZOsU61TrNOt06wzrTOss62zrHOtc6zzrfOsC60LrIuti6xLrUusy63LrCutK6yrrausa61rrOut66wbrRusm62brFutW6zbrdusO607rLutu6x7rXus+637rAetB6yHrYesR61HrMetx6wnrSesp62nrGetZ6znreesF60XrJetl6xXrVes163XrDetN6y3rbesd613rPet96wPrQ+sj62PrE+tT6zPrc+sL60vrK+tr6xvrW+s763vrB+tH6yfrZ+sX61frN+t36w/rT+sv62/rH+tfu2Mbtmlbtm07tmt7tm8HdmhHdmwndmpn9nT29PYM9oz2TPbM9iz2rPZs9uz2HPac9lz23PY89rz2fPb89gL2gvZC9sL2Ivai9mL24vYS9pL2UvbS9jL2svYQu2srm2xt53Zhl3Zl1/Zy9vL2CvaK9kr2yvYqdp/dbw/Yg3Zjt/aq9mr26vYa9pr2Wvba9jr2uvZ69vr2BvaG9kb2xvYm9qb2Zvbm9hb2lvZW9tb2Nva29nb2UHuYPdweYY+0t7dH2aPtMfYO9o72WHsne5w93p5g72xPtCfZk+0p9i72rvZu9u72Hvae9l723vY+9r72fvb+9gH2gfZB9sH2Ifah9mH24fYR9pH2UfbR9jH2sfZx9vH2CfaJ9kn2yfYp9qn2afbp9hn2mfZZ9tn2Ofa59nn2+fYF9oX2RfbF9iX2pfZl9uX2FfaV9lX21fY19rX2dfb19g32jfZN9s32Lfat9m327fYd9p32Xfbd9j32vfZ99v32A/aD9kP2w/Yj9qP2Y/bj9hP2k/ZT9tP2M/az9nP28/YL9ov2S/bL9iv2q/Zr9uv2G/ab9lv22/Y79rv2e/b79gf2h/ZH9sf2J/an9mf25/YX9pf2V/bX9jf2t/Z39vf2D/aP9k/2z/Yv9q/2b/bv9h/2n/Zf9t/2P/a/TscxHNOxHNtxHNfxHN8JnNCJnNhJnNTJnOmc6Z0ZnBmdmZyZnVmcWZ3ZnNmdOZw5nbmcuZ15nHmd+Zz5nQWcBZ2FnIWdRZxFncWcxZ0lnCWdpZylnWWcZZ0hTtdRDjnayZ3CKZ3KqZ3lnOWdFZwVnZWclZ1VnD6n3xlwBp3GaZ1VndWc1Z01nDWdtZy1nXWcdZ31nPWdDZwNnY2cjZ1NnE2dzZzNnS2cLZ2tnK2dbZxtne2coc4wZ7gzwhnpbO+MckY7Y5wdnB2dsc5OzjhnvDPB2dmZ6ExyJjtTnF2cXZ3dnN2dPZw9nb2cvZ19nH2d/Zz9nQOcA52DnIOdQ5xDncOcw50jnCOdo5yjnWOcY53jnOOdE5wTnZOck51TnFOd05zTnTOcM52znLOdc5xznfOc850LnAudi5yLnUucS53LnMudK5wrnaucq51rnGud65zrnRucG52bnJudW5xbnduc2507nDudu5y7nXuce537nPudB5wHnYech51HnEedx5zHnSecJ52nnKedZ5xnneec550XnBedl5yXnVecV53XnNedN5w3nbect513nHed95z3nQ+cD52PnI+dT5xPnc+cz50vnC+dr5yvnW+cb53vnO+dH5wfnZ+cn51fnF+d35zfnT+cP52/nL+df5x/3Y5ruKZrubbruK7rub4buKEbubGbuKmbudO507szuDO6M7kzu7O4s7qzubO7c7hzunO5c7vzuPO687nzuwu4C7oLuQu7i7iLuou5i7tLuEu6S7lLu8u4y7pD3K6rXHK1m7uFW7qVW7vLucu7K7gruiu5K7uruH1uvzvgDrqN27qruqu5q7truGu6a7lru+u467rrueu7G7gbuhu5G7ubuJu6m7mbu1u4W7pbuVu727jbutu5Q91h7nB3hDvS3d4d5Y52x7g7uDu6YzuPuDu549zxnbvcCe7O7kR3kjvZneLu4u7q7ubu7u7h7unu5e7t7uPu6+7n7u8e4B7oHuQe7B7iHuoe5h7uHuEe6R7lHu0e4x7rHuce757gnuie5J7c+dU9xT3VPc093T3DPdM9yz3bPcc91z3PPd+9wL3Qvci92L3EvdS9zL3cvcK90r3Kvdq9xr3Wvc69vnNU51z3BvdG9yb3ZvcW91b3Nvd29w73Tvcu9273Hvde9z73fvcB90H3Ifdh9xH3Ufcx93H3CfdJ9yn3afcZ99nOaZ3LOmd0Tu986z7Xubhzgvu8+0LnrM6lnWPdFzsndU52X3Jfdl9xX3Vfc19333DfdN9y33bfcd9133Pfdz9wP3Q/cj92P3E/dT9zP3e/cL90v3K/dr9xv3W/c793f3B/dH9yf3Z/cX91f3N/d/9w/3T/cv92/3H/9Tqd2z3DMz3Lsz3Hcz3P873AC73Ii73ES73Mm86b3pvBm9GbyZvZm8Wb1ZvNm92bw5vTm8ub25vHm9ebz5vfW8Bb0FvIW9hbxFvUW8xb3FvCW9JbylvaW8Zb1hvidT3lkae93Cu80qu82lvOW95bwVvRW8lb2VvF6/P6vQFv0Gu81lvVW81b3VvDW9Nby1vbW8db11vPW9/bwNvQ28jb2NvE29TbzNvc28Lb0tvK29rbxtvW284b6g3zhnsjvJHe9t4ob7Q3xtvB29Eb6+3kjfPGexO8nb2J3iRvsjfF28Xb1dvN293bw9vT28vb29vH29fbz9vfO8A70DvIO9g7xDvUO8w73DvCO9I7yjvaO8Y71jvOO947wTvRO8k72TvFO9U7zTvdO8M70zvLO9s7xzvXO88737vAu9C7yLvYu8S71LvMu9y7wrvSu8q72rvGu9a7zrveu8G70bvJu9m7xbvVu8273bvDu9O7y7vbu8e717vPu997wHvQe8h72HvEe9R7zHvce8J70nvKe9p7xnvWe8573nvBe9F7yXvZe8V71XvNe917w3vTe8t723vHe9d7z3vf+8D70PvI+9j7xPvU+8z73PvC+9L7yvva+8b71vvO+977wfvR+8n72fvF+9X7zfvd+8P70/vL+9v7x/vX7/iGb/qWb/uO7/qe7/uBH/qRH/uJn/qZP50/vT+DP6M/kz+zP4s/qz+bP7s/hz+nP5c/tz+PP68/nz+/v4C/oL+Qv7C/iL+ov5i/uL+Ev6S/lL+0v4y/rD/E7/rKJ1/7uV/4pV/5tb+cv7y/gr+iv5K/sr+K3+f3+wP+oN/4rb+qv5q/ur+Gv6a/lr+2v46/rr+ev76/gb+hv5G/sb+Jv6m/mb+5v4W/pb+Vv7W/jb+tv50/1B/mD/dH+CP97f1R/mh/jL+Dv6M/1t/JH+eP9yf4O/sT/Un+ZH+Kv4u/q7+bv7u/h7+nv5e/t7+Pv6+/n7+/f4B/oH+Qf7B/iH+of5h/uH+Ef6R/lH+0f4x/rH+cf7x/gn+if5J/sn+Kf6p/mn+6f4Z/pn+Wf7Z/jn+uf55/vn+Bf6F/kX+xf4l/qX+Zf7l/hX+lf5V/tX+Nf61/nX+9f4N/o3+Tf7N/i3+rf5t/u3+Hf6d/l3+3f49/r3+ff7//gP+g/5D/sP+I/6j/mP+4/4T/pP+U/7T/jP+s/5z/vP+C/6L/kv+y/4r/qv+a/7r/hv+m/5b/tv+O/67/nv++/4H/of+R/7H/if+p/5n/uf+F/6X/lf+1/43/rf+d/73/g/+j/5P/s/+L/6v/m/+7/4f/p/+X/7f/j/9v0AmMwAyswA6cwA28wA+CIAyiIA6SIA2yYLpg+mCGYMZgpmDmYJZg1mC2YPZgjmDOYK5g7mCeYN5gvmD+YIFgwWChYOFgkWDRYLFg8WCJYMlgqWDpYJlg2WBI0A1UQIEO8qAIyqAK6mC5YPlghWDFYKVg5WCVoC/oDwaCwaAJ2mDVYLVg9WCNYM1grWDtYJ1g3WC9YP1gg2DDYKNg42CTYNNgs2DzYItgy2CrYOtgm2DbYLtgaDAsGB6MCEYG2wejgtHBmGCHYMdgbLBTMC4YH0wIdg4mBpOCycGUYJdg12C3YPdgj2DPYK9g72CfYN9gv2D/4IDgwOCg4ODgkODQ4LDg8OCI4MjgqODo4Jjg2OC44PjghODE4KTg5OCU4NTgtOD04IzgzOCs4OzgnODc4Lzg/OCC4MLgouDi4JLg0uCy4PLgiuDK4Krg6uCa4NrguuD64IbgxuCm4ObgluDW4Lbg9uCO4M7gruDu4J7g3uC+4P7ggeDB4KHg4eCR4NHgseDx4IngyeCp4OngmeDZ4Lng+eCF4MXgpeDl4JXg1eC14PXgjeDN4K3g7eCd4N3gveD94IPgw+Cj4OPgk+DT4LPg8+CL4Mvgq+Dr4Jvg2+C74Pvgh+DH4Kfg5+CX4Nfgt+D34I/gz+Cv4O/gn+DfsBMaoRlaoR06oRt6oR8GYRhGYRwmYRpm4XTh9OEM4YzhTOHM4SzhrOFs4ezhHOGc4Vzh3OE84bzhfOH84QLhguFC4cLhIuGi4WLh4uES4ZLhUuHS4TLhsuGQsBuqkEId5mERlmEV1uFy4fLhCuGK4UrhyuEqYV/YHw6Eg2ETtuGq4Wrh6uEa4ZrhWuHa4TrhuuF64frhBuGG4UbhxuEm4abhZuHm4RbhluFW4dbhNuG24Xbh0HBYODwcEY4Mtw9HhaPDMeEO4Y7h2HCncFw4PpwQ7hxODCeFk8Mp4S7hruFu4e7hHuGe4V7h3uE+4b7hfuH+4QHhgeFB4cHhIeGh4WHh4eER4ZHhUeHR4THhseFx4fHhCeGJ4UnhyeEp4anhaeHp4RnhmeFZ4dnhOeG54Xnh+eEF4YXhReHF4SXhpeFl4eXhFeGV4VXh1eE14bXhdeH14Q3hjeFN4c3hLeGt4W3h7eEd4Z3hXeHd4T3hveF94f3hA+GD4UPhw+Ej4aPhY+Hj4RPhk+FT4dPhM+Gz4XPh8+EL4YvhS+HL4Svhq+Fr4evhG+Gb4Vvh2+E74bvhe+H74Qfhh+FH4cfhJ+Gn4Wfh5+EX4ZfhV+HX4Tfht+F34ffhD+GP4U/hz+Ev4a/hb+Hv4R/hn+Ff4d/hP+G/UScyIjOyIjtyIjfyIj8KojCKojhKojTKoumi6aMZohmjmaKZo1miWaPZotmjOaI5o7miuaN5onmj+aL5owWiBaOFooWjRaJFo8WixaMloiWjpaKlo2WiZaMhUTdSEUU6yqMiKqMqqqPlouWjFaIVo5WilaNVor6oPxqIBqMmaqNVo9Wi1aM1ojWjtaK1o3WidaP1ovWjDaINo42ijaNNok2jzaLNoy2iLaOtoq2jbaJto+2iodGwaHg0IhoZbR+NikZHY6Idoh2jsdFO0bhofDQh2jmaGE2KJkdTol2iXaPdot2jPaI9o72ivaN9on2j/aL9owOiA6ODooOjQ6JDo8Oiw6MjoiOjo6Kjo2OiY6PjouOjE6ITo5Oik6NTolOj06LTozOiM6OzorOjc6Jzo/Oi86MLoguji6KLo0uiS6PLosujK6Iro6uiq6Nromuj66LroxuiG6ObopujW6Jbo9ui26M7ojuju6K7o3uie6P7ovujB6IHo4eih6NHokejx6LHoyeiJ6OnoqejZ6Jno+ei56MXohejl6KXo1eiV6PXotejN6I3o7eit6N3onej96L3ow+iD6OPoo+jT6JPo8+iz6Mvoi+jr6Kvo2+ib6Pvou+jH6Ifo5+in6Nfol+j36Lfoz+iP6O/or+jf6J/405sxGZsxXbsxG7sxX4cxGEcxXGcxGmcxdPF08czxDPGM8Uzx7PEs8azxbPHc8RzxnPFc8fzxPPG88XzxwvEC8YLxQvHi8SLxovFi8dLxEvGS8VLx8vEy8ZD4m6sYop1nMdFXMZVXMfLxcvHK8QrxivFK8erxH1xfzwQD8ZN3MarxqvFq8drxGvGa8Vrx+vE68brxevHG8QbxhvFG8ebxJvGm8Wbx1vEW8ZbxVvH28TbxtvFQ+Nh8fB4RDwy3j4eFY+Ox8Q7xDvGY+Od4nHx+HhCvHM8MZ4UT46nxLvEu8a7xbvHe8R7xnvFe8f7xPvG+8X7xwfEB8YHxQfHh8SHxofFh8dHxEfGR8VHx8fEx8bHxcfHJ8QnxifFJ8enxKfGp8Wnx2fEZ8ZnxWfH58TnxufF58cXxBfGF8UXx5fEl8aXxZfHV8RXxlfFV8fXxNfG18XXxzfEN8Y3xTfHt8S3xrfFt8d3xHfGd8V3x/fE98b3xffHD8QPxg/FD8ePxI/Gj8WPx0/ET8ZPxU/Hz8TPxs/Fz8cvxC/GL8Uvx6/Er8avxa/Hb8Rvxm/Fb8fvxO/G78Xvxx/EH8YfxR/Hn8Sfxp/Fn8dfxF/GX8Vfx9/E38bfxd/HP8Q/xj/FP8e/xL/Gv8W/x3/Ef8Z/xX/H/8T/Jp3ESMzESuzESdzES/wkSMIkSuIkSdIkS6ZLpk9mSGZMZkpmTmZJZk1mS2ZP5kjmTOZK5k7mSeZN5kvmTxZIFkwWShZOFkkWTRZLFk+WSJZMlkqWTpZJlk2GJN1EJZToJE+KpEyqpE6WS5ZPVkhWTFZKVk5WSfqS/mQgGUyapE1WTVZLVk/WSNZM1krWTtZJ1k3WS9ZPNkg2TDZKNk42STZNNks2T7ZItky2SrZOtkm2TbZLhibDkuHJiGRksn0yKhmdjEl2SHZMxiY7JeOS8cmEZOdkYjIpmZxMSXZJdk12S3ZP9kj2TPZK9k72SfZN9kv2Tw5IDkwOSg5ODkkOTQ5LDk+OSI5MjkqOTo5Jjk2OS45PTkhOTE5KTk5OSU5NTktOT85IzkzOSs5OzknOTc5Lzk8uSC5MLkouTi5JLk0uSy5PrkiuTK5Krk6uSa5NrkuuT25IbkxuSm5ObkluTW5Lbk/uSO5M7kruTu5J7k3uS+5PHkgeTB5KHk4eSR5NHkseT55InkyeSp5OnkmeTZ5Lnk9eSF5MXkpeTl5JXk1eS15P3kjeTN5K3k7eSd5N3kveTz5IPkw+Sj5OPkk+TT5LPk++SL5Mvkq+Tr5Jvk2+S75Pfkh+TH5Kfk5+SX5Nfkt+T/5I/kz+Sv5O/kn+TTupkZqpldqpk7qpl/ppkIZplMZpkqZplk6XTp/OkM6YzpTOnM6SzprOls6ezpHOmc6Vzp3Ok86bzpfOny6QLpgulC6cLpIumi6WLp4ukS6ZLpUunS6TLpsOSbupSinVaZ4WaZlWaZ0uly6frpCumK6Urpyukval/elAOpg2aZuumq6Wrp6uka6ZrpWuna6Trpuul66fbpBumG6Ubpxukm6abpZunm6RbplulW6dbpNum26XDk2HpcPTEenIdPt0VDo6HZPukO6Yjk13Ssel49MJ6c7pxHRSOjmdku6S7prulu6e7pHume6V7p3uk+6b7pfunx6QHpgelB6cHpIemh6WHp4ekR6ZHpUenR6THpselx6fnpCemJ6Unpyekp6anpaenp6RnpmelZ6dnpOem56Xnp9ekF6YXpRenF6SXppell6eXpFemV6VXp1ek16bXpden96Q3pjelN6c3pLemt6W3p7ekd6Z3pXend6T3pvel96fPpA+mD6UPpw+kj6aPpY+nj6RPpk+lT6dPpM+mz6XPp++kL6YvpS+nL6Svpq+lr6evpG+mb6Vvp2+k76bvpe+n36Qfph+lH6cfpJ+mn6Wfp5+kX6ZfpV+nX6Tfpt+l36f/pD+mP6U/pz+kv6a/pb+nv6R/pn+lf6d/pP+m3UyIzMzK7MzJ3MzL/OzIAuzKIuzJEuzLJsumz6bIZsxmymbOZslmzWbLZs9myObM5srmzubJ5s3my+bP1sgWzBbKFs4WyRbNFssWzxbIlsyWypbOlsmWzYbknUzlVGmszwrsjKrsjpbLls+WyFbMVspWzlbJevL+rOBbDBrsjZbNVstWz1bI1szWytbO1snWzdbL1s/2yDbMNso2zjbJNs02yzbPNsi2zLbKts62ybbNtsuG5oNy4ZnI7KR2fbZqGx0NibbIdsxG5vtlI3LxmcTsp2zidmkbHI2Jdsl2zXbLds92yPbM9sr2zvbJ9s32y/bPzsgOzA7KDs4OyQ7NDssOzw7IjsyOyo7OjsmOzY7Ljs+OyE7MTspOzk7JTs1Oy07PTsjOzM7Kzs7Oyc7NzsvOz+7ILswuyi7OLskuzS7LLs8uyK7Mrsquzq7Jrs2uy67PrshuzG7Kbs5uyW7Nbstuz27I7szuyu7O7snuze7L7s/eyB7MHsoezh7JHs0eyx7PHsiezJ7Kns6eyZ71psybsyQIf0KI2Gs/zd2C4Vx2s+71RCMXYz486r35xpjjrHAWGKsMGL9qg9jP8YBjIMYG4zttLGGfg39Gro1dGvo1tCtoVtDt4ZuDd0aujV0a+jW0K1bZ93R4yeOc8b/97/TftaHz9wH7T5o90G7D9p90O6Ddh+0+6DdB+0+aPdBu69xNv6f5hTR7MfnxffUxffU7Yd2P7T7od0P7X5o977Pfmj3Q7sf2v3Q7sfn7sf7HsD7HoD+APQHoD8A/QHoD0B/APoD0B+A/gD0B6A/AP0B6A9AfwD6g9AfhP4g9AehPwj9QegPQn8Q+oPQH4T+IPQHoT8I/UHoD0J/EPoN9BvoN9BvoN9Av8ndVYcPnTh+nDvqfwN+CvUG6g3UG6g3UG+g3kC9gXoL9RbqLdRbqLdQb/HpW3z6Fp++hX47TV8NGYKxi1FhJIwaY46xwFhirDD21uvD2I9xAOMgxgbjtM+jutDvQr8L/S70u9DvQr8L/S70u1i/i/W7WL+L9RXWV1hfYX2F9RXWV1hfYX2F9RU+n8LnU/h8Cp9PQV9BX0FfQZ+gT9An6BP0CfoEfYI+QZegS9Al6BJ0CboEXYKuhq6Groauhq6Groauhq7G59bQ19DX0NfQ19DX0NfQ19DPoZ9DP4d+Dv0c+jn0c+jn0M+hn0M/h34O/Rz6OfRz6OfQL6BfQB+ppZBaqoB+Af0C+gX0C+gX0C+gX0C/gH4B/QL6BfRL6JfQL6FfQr+Efgn9Evol9Evol9AvoV9Cv4R+Cf0S+iX0kcoKqayQygqprJDKCqmskMoKqayQygqprJDKCqmskMoKqayQygqprJDKCqmsaugjnRXSWSGdFdJZIZ0V0lkhnRXSWSGdFdJZIZ0V0lnV0O+Dfh/0kdAKCa2Q0AoJrZDQCgmtkNAKCa2Q0AoJrZDQCgmt+qDfB/1+6COlFVJaIaUVUlohpRVSWiGlFVJaIaUVUlohpRVSWiGlFVJaIaUVUlohpRVSWiGlFVJaIaUVUlkhjRXSWCGNFdJYIY0V0lghjRXSWCGNFdJYIY0V0lghjRXSWCFdFdJVIV0V0lUhXRXSVSFdVYP1GqzXYD3kq0K+KuSrQr4q5KtCvirkq0K+KuSrQr4q5KtCvirkq0K+KuSrQr4q5Kvq5WsL/Rb6LfRb6LfQb6fp05A8GT1+/I5Dh43fZeTw8TsNw08HMTYY8beRnoT0JKQnIT0J6UlITUJqUrfCWGPsw9iPcQAjdJGqhFQlpCohVUmpeMT4ycNGjh2/qzw0opUQrYRoJUQpIUoJUUqIUkKUEqKUEKWEKCVEKSFKCVFKiFJClBKilAgfGpFKiFRCpBIilRCphEglRCohUgmRSohUQqQSIpUQpYQoJUQpIUoJUUqIUkKUEqKUEKWEKCVEKSFKCVFKiFJClBKilBClhCglRCkhSglRSohSQpQSopQQpYQoJUQpIUoJUUqIUkKUEqKUEKWEKCVEKSFKCVFKiFJClBKilBClhCglRCkh+gjRR4g+QvTR4BB38uiRk4d2/Y0nTBozdvw4PCcQRIPanjB6TNcdv9PIUUN7f4ZnQzNAaAYIzQChGSA0AzTY08KzAVcEXBFwRcAVAVcEXBFwRcAVAVcEXBFwRcAVAVcEXBFwRcAVAVcEXBFwRcAVAVcEXBFwRcAVAVcEXBFwRcAVAVcEXBFwRcAVAVcae0Njb2jsBY29oLEXNPaCxl7Q2Asae0FjL2jsBY29oLEXNPaCRlmlUVZplE0aZZNG2aRRNmnsHY29o7F3NPaORtmkUTZplE0aZZNG2aRRNmmUTRplk0bZpFEuaZRLGuWSRrmkUS5plEsa5ZJGuaRRHmmURxrlkUZ5pFEeaZRHGuWRRnmkUR5plEca5ZFGeaRRHmmURxrlkUZ5pFEeaZRHGuWRRnmkUR5plEca5ZFGeaRRHmmURxrlkUZ5pFEeaZRHGuWRRnmkUR5plEca5ZFGeaRRHmmURxrlkUZ5pFEeaZRHGuWRRnmkUR5plEca5ZFGeaRRHmmURxrlkUZ5pHGIoXGIoVEuaRxiaJRNGmWTRtmkUTZplE0aZZNG2aRRNmmUTRrM0iibNMomjbJJg1sa3NLglga3NLilwS0NbmlwS4NbGtzS4JYGtzS4pcEtDW5pcEuDWxrc0uCWBrc0uKXBLQ1uaXBLg1sa3NLglga3NLilwS0NbmlwS4NbGtzS4JYGtzS4pcEtDW5pcEuDWzmOPXIce+Q49shx7JHj2CPHsUeOY48cxx45jj1yHHvkOPbIceyR49gjR+GWo3DLUbjlKNxyFG45CrcchVszreboDk57zqljF6PCSBg1xhxjgbHEWGGsMfZh7Mc4gHEQY4MR+l3od6HfhX4X+l3od6HfhX4X+l3od6HfhX4X+l3od6HfhX4X+gr6CvoK+gr6CvoK+gr6CvoK+gr6CvoK+gr6CvoK+gr6BH2CPkGfoE/QJ+gT9An6BH2CPkGfoE/QJ+gT9Hvfv4a+hr6Gvoa+hr6Gvoa+hr6Gvoa+hr6Gvoa+hr6GvoZ+Dv0c+jn0c+jn0M+hn0M/h34O/Rz6OfRz6OfQz6GfQz+HfgH9AvoF9AvoF9AvoF9Av4B+Af0C+gX0C+gX0C+gX0C/gH4J/RL6JfRL6JfQL6FfQr+Efgn9Evol9Evol9AvoV9Cv4R+Bf0K+hX0K+hX0K+gX0G/gn4F/Qr6FfQr6FfQr6BfQb+Cfg39Gvo19Gvo19CvoV9Dv4Z+Df0a+jX0a+jX0K+hX0O/hn4f9Pug3wf9Puj3Qb8P+n3Q74N+H/T7oN8H/T7o90G/D/p90O+Dfj/0+6HfD/1+6PdDvx/6/dDvh34/9Puh3w/9fuj3Q78f+v3Q74f+APQHoD8A/QHoD0B/APoD0B+A/gD0B6A/AP0WOtPysNsgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJlendEgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgNxrkRoPcaJAbDXKjQW40yI0GudEgNxrkRoPcaJAbDXKjQW40yI0GudEgNxrkRoPcaJAbDXKjQW40yIkG+dAgHxrkQ4N8aJAPDfKhQT40yIcG+dAgHxrkQ4N8aJAPDfKh6evp4nMiHxrkQ4N8aJAPDfKhQT40yIcG+dAgHxrkQ4N8aJAPDfKhQT40yIcG+dAgHxrkQ4N8aJAPDfKhQT40yIcG+dAgHxrkQ4N8aAagPwD9AegPQH8A+oPQH4T+IPQHoT8I/UHoD0J/EPqD0B+E/iD0B6E/CP1B6A9CfxD6DfQb6DfQb6DfQL+BfgP9BvoN9BvoN9BvoN9Av4F+A/0G+i30W+i30Guh10KvhV4LvWl9a7dF7rbI3Ra52yJ3W+Rui9xtkbstcrdF7rZDeuv1YezHOIBxEGODcdrzt8jdFrnbIndb5G6L3G2Ruy1ytkXOtsjZFjnbImdb5GyLXG2Rqy1ytUWutsjVFrnaIldb5GqLXG2Rqy1ytUWutsjVVvX08PmQqy1ytUWutsjVFrnaIldb5GqLXG2Rqy1ytUWutsjVFrnaIldb5GqLXG2Rqy1ytUWutsjVFrnaIldb5GqLHG2Roy1ytEWOtsjRFjnaIjdb5GaL3GyRmy1ys0VutsjNFrnZIi9b5GSb99bF8yMXW+Rii1xskYstcrFFLrbIxRa52CIXW+Rii1xskYstcrFFLrbIxRa52CIXW+Rii1xskYstcrFFLrbIxRa52CIXW+Rii1xskYstcrFFLrbot1r0Wy36rRb9Vot+q0W/1SI3W+Rmi9xskZstcrNFbrbIzbbq6eHzIjdb5GaL3GyRmy1ys0VutsjNFrnZIjdb5GaL3GyRmy1ys0W/1aLfapGjLfqtFnnaIk9b5GmLPG2Rpy3ytEWetsjTFnnaIk9b5GmLPG2Rpy3ytEWetsjTFnnaIk9b5GmLPG2Rpy1ytEWOtsjRFjnaIkdb5GiLHG2Roy3ys0V+tsjPFvnZIj9b5GeL3GyRmy1ys0VutsjNFrnZIjdb5GaL3GyRmy1ys0VutsjNFrnZIidb5GSLnGyRky1yskVOtsjHFvnYIh9b5GOLfGyRjy3ysUU+tsjHFvnYIh9b5GOLfGyRjy3ysUU+tsjHFvnYIh/bFnot9JCPLXKxRS62yMW2l4stdFrotNBpoTOtf1VDpuXn1LGLUWEkjBpjjrHAWGKsMNYY+zD2YxzAOIixp9uG248ZNWXiyBFDJ42e9qNukUwZN2LkxEnDx0/98bCxyc5Txk8eOXHkLlN/NHIE/k47bVQYSQcjdxs+duhOU/8+fgKBvDfib5b4oCU+aIkPVuKDlfhgJT5YiQ9W4oOV+GAlPliJD1big5XQq6BTQafCC63wQivoVtCtoFtBt4JuBd0KuhV0K+hW0K2gW0O3hm4N3Rq6NXT7hiTDx48dP26n8eNGTh46cXf8VNljx0wcin/Bo/UV7oSRk6b+LfwrnqwPT9bXZ48YP26U3UyZOB4/wTP14Zn68O778Wz9eLZ+PFs/nq0fz9YP4X4o9UOpH++gH+tPM6vqYlN2pxVbU8cC47R32VVDgpGTJo/Zaehk7J/utPJFdTVW0I3/33sYPWbiiGDyruP/N5k07Y9yLJ5j0RyLTuuUp441xr5g6hIjx4waPXl0PHn0xJGYT4q2H7NLbx5PmrqNx+Ff8HvTXg6ueU8ddTB04sTxu44duf1k73+zKRPC/40T//u1aX84Yvyu46bNhk192AB/bcS4aUvUeNQaj1rjUes65r85bNLI//1w6gOE4ydOHj1+1PhxQ8fGY8ZN/s9mwyePGT8uGrnzlDG7DB07ctzwkc7o8VMmjUymunDs+FFjhg8dO2785PC/vzxq4tCxkyfwdNjk/62K/56t8N+zp44KI2HUGHOMBcYSY4WxxtiHsR/jAMZBjA3GaW8T/31b4b9vTx2hX0K/wXoN1muwXoP1GqzXYL0W67VYr8V6LdZr8Xna1t9wajPw3z//TbqYDOEJ9SaqN9H/TdzV1FR2kLtat8r1tCHvusPHTBw+dtr3lA8M/O+nROH4CSPHDZsyduzIae+6BLJKIKsEskogqwSySiCrBLJKIKsEssppZxhqAN/dAL67AXx3A/juBvDdDeC7G8B3N4DvbgDf3QC+uwF8dwP47gbw3Q0AvQNA7wA+xwA+B84k+0oeK4w1xr5p47TeaOr4v+dtcQbZNvzvCiNNG6d+R+sM3Wnk2iOXGdKbdHsT1Zvo3iTvTYrepOxNqt6kDnrrDOFZl2eKZ8QzzbOcZwXPSp7xyopXVryy4pUVr6x4PcXrKV5PVTzjlYlXJl6ZeGXilYmfmViDWINYg1hD88qaV9a8suaVNa+neT0tq/CT5rxezuvlvF7O6+X8pDmvnPPKOT9pzho5axSsUbBGwSsXvHLBKxe8csErF7xeyeuVvF7Jz1zyyiWvXPJ6Ja9X8pOWvHLFK1e8csUrV7xyxStX/MwVa1S8csUr17xezevVvF7Nq9S8Ss1PWvN6dR2yK7oyVTIlmWqZ5jItZFrKtJKpSHSHyFTUuqLWFbWuqHVFoisSXZHoioQSCSUSSiSUSCiRUPKBlKgpUVOipkSNRI1EjUSNRI1EjUSNRI1EjUSNRE2LmhY1LWpa1LSoaVHToqZFTYuaFrVc1HJRy0UtF7Vc1HJRy0UtF7Vc1HJRK0StELVC1ApRK0StELVC1ApRK0StELVS1EpRK0WtFLVS1EpRK0WtFLVS1EpRq0StErVK1CpRq0StErVK1CpRq0StErVa1GpRq0WtFrVa1GpRq0WtFrVa1IQaUwskmXZlqmRKMtUyzWVayLSUaSVTUROAKAGIEoAoAYgSgPxXPvNU1IQlSliihCVKWKKEJUpYooQlSliihCVKWKKEJUpYooQlSliihCVKWKKEJUpYooQlSliihCVKWKKEJUpYooQlSliihCVKWKKEJUpYooQlSliihCVKWKKEJUpYooQlSliihCVKWKKEJUoAogQgSgCiBCBKAKIEIEoAogQgSgCiBCBKAKIEIEpQoQQVSlChBBVKUKEEFUpQoQQVSlChhA9K+KCED0qgoAQKSqCgBApKoKAECkqgoAQKSqCghARKSKCEBCQkICEBCQlISEBCAhISkJCAhAQkJCAhAQkJSEhAQgISEpCQgIQEJCQgIQEJCUhIQEICEhKQkICEBCQkICEBCQlISEBCAhISkJCAhAQkJCAhAQkJSEhAYn8S+5PYn8T+JPYnsT+J/UnsT2J/Es+TeJ7E6CRGJzE6idFJjE5idBKjkxid8v8jIZ9CPE/ieRLPk3iexOgkRidxN4m7SdxNUh6QlAck7iZxN4m7SdxN4m4Sd5OkP4m7SdxN4m6S9CcxOonRSYxOYnQSo5MYncTdJO4mcTeJu0ncrcXSWiytxdJaLK3F0losrcXSWiytxdJafKzFx1p8rMXHWnysxcdafKzFx1p8rMXHWnysxcdafKzFx1p8rMXHWnysxcdafKzFx1p8rMXHWnysxcdafKwl0bX4WIuPtfhYi4+1+FiLj7X4WIuPtcS4Fktr8bEWH2vxsRYfa/GxFvPq/P8sJo8u5tViXi3m1WJeLebVEthafKzFx1oCW4ultVhai6W1WFqLpbXEuJYY12J0LUbXYnQtRtdidC1G1xLjWjyvxfNaPK/F81o8r8XzWjyvxfNaPK/F81o8ryXctdhfi/21VPxaSKCFBFpIkEvO5wKFXKCQCxRygUIuUMgFCrlAIRco5AKFXHI+Fz7kwodc+JALH3LhQy58yIUPufAhFz7kwodc+JALH3LhQy58yIUPufAhFz7kwodc+JALH3LhQy58yIUPufAhFz7kwodcIj8XVOSCilxQkQsqckFFLqjIBRW5oCIXVOSCilzSP5eKPxeA5AKQXACSC0ByAUguhUAuLMmFJbmwJBeW5MKSXFiSC0tyYUkuLMmFJbmwJBeW5MKSXFiSC0tyYUkuLMmFJbmwJBeW5MKSXFiSC0tyYUkuLMmFJbmwJBeW5MKSXFiSC0tyYUkuLMmFJbmwJBeW5MKSXFiSC0tyYUkuLMmFJbmwJBeWFMKSQlhSCEsKYUkhLCmEJYWwpBCWFMKSQlhSCEsKYUkhLCmEJYWwpBCWFMKSQlhSCEsKYUkhLCmEJYWwpBCWFMKSQlhSCEsKYUkhLCmEJYWwpBCWFMKSQlhSCEsKYUkhLCmEJYWwpBCWFMKSQlhSCEsKYUkhLCmEJYWwpBCWFMKSQlhSCEsKYUkhLCmEJYWwpBCWFMKSQlhSCEsKYUkhLCmEJYWwpBCWFMKSQlhSCEsKYUkhLCmEJYWwpBCWFMKSQlhSCEsKYUkhLCmEJYWwpBCWFMKSQlhSCEsKYUkhLCmEJYWwpBCWFMKSQlhSCEsKYUkhLCmEJYWwpBCWFMKSQlhSCEsKYUkpLCmFJaWwpBSWlMKSUlhSCktKYUkpLCmFJaWwpBSWlMKSUlhSCktKYUkpLCmFJaWwpBSWlMKSUlhSCktKYUkpLCmFJaWwpBSWlMKSUlhSCktKYUkpLCmFJaWwpBSWlMKSUlhSCktKYUkpLCmFJaWwpBSWlMKSUlhSCktKYUkpLCmFJaWwpBSWlMKSUlhSCktKYUkpLCmFJaWwpBSWlMKSUlhSCktKYUkpLCmFJaWwpBSWlMKSUlhSCktKYUkpLCmFJaWwpBSWlMKSUlhSCktKYUkpLCmFJaWwpBSWlMKSUlhSCktKYUkpLCmFJaWwpBSWlMKSUlhSCktKYUkpLCmFJaWwpBSWVMKSSlhSCUsqYUklLKmEJZWwpBKWVMKSSlhSCUsqYUklLKmEJZWwpBKWVMKSSlhSCUsqYUklLKmEJZWwpBKWVMKSSlhSCUsqYUklLKmEJZWwpBKWVMKSSlhSCUsqYUklLKmEJZWwpBKWVMKSSlhSCUsqYUklLKmEJZWwpBKWVMKSSlhSCUsqYUklLKmEJZWwpBKWVMKSSlhSCUsqYUklLKmEJZWwpBKWVMKSSlhSCUsqYUklLKmEJZWwpBKWVMKSSlhSCUsqYUklLKmEJZWwpBKWVMKSSlhSCUsqYUklLKmEJZWwpBKWVMKSSlhSCUsqYUklLKmEJZWwpBKWVMKSSlhSCUsqYUktLKmFJbWwpBaW1MKSWlhSC0tqYUktLKmFJbWwpBaW1MKSWlhSC0tqYUktLKmFJbWwpO7W/qixu08YXatub6J6E92b5JgQ9Sb8k7I36a2je+vo3jq6t47u/ZYuepPer+sKk7z3W3lPK+/9et779bz363nv13P+9d5jFEN6k97zFL2Vi97KRW/lordy0Vu56K1c9FYueiuXvZXL3splb+Wyt3LZW7nsrVz2Vi57K5e9lcveylVv5aq3ctVbueqtXPVWrnorV72Vq97KVW/lqrdy3Vu57q1c91aueyvXvZXr3sp1b+W6t3LdW7mug/9N/rtlybMuzxTPqDfTmmc5zwqelTyreMYaOWvkrJGzRs4aOWvkrJGzRs4aOWvkrFGwRsEaBWsUrFHJrKf233Xn3qzLM8Uz4pn8Rs6zgmclzyqe9Z6vS6xBrEGsQaxBrEGsQaxBrEGsQT0Nxb+r+HcV/67i31X8u0p+Vw/hWZdnimfEM9bgfaB4HyjeB4r3geJ9oHgfKN4HiveB4n2geB8o3geK94HifaB4HyjeB4r3geJ9oHgfKN4HqmCNgjUK1ihYo2CNgjVK1ihZo2SNkjVK1ihZo2SNkjVK1ihZo2KNijUq1uBdrHgXq4o1KtaoWKNijZpXrnnlmleueeWaV6555VpW6T0pMUGICUJMEGKC0BDNs5xnBc9KnlU8Y40ua3RZo8saXdboskaXNbqs0WWNLmt0WYMpQEwBYgoQU4CYAsQUIKYAMQWIKUBMAWIKEFOAmALEFCB2MrGTiZ1M7GRiJxM7mdjJxE4mdjKxk4mdTOxkYicTO5nYycROJnYtsWuJXUvsWmLXEruW2LXEriV2LbFriV1L7Fpi1xK7lti1xK4ldi2xa4ldS+xaYtcSu5bYtcSuJXYtsWuJvUrsUGJfEruR2I3EbiR2I1W8CvuS2JfEviT2JbEbqeb12I2a3ajZjZrdqNmNm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XNuDRBelBvr58/dcqTXWmoEnsvxGa+MQfIwihVoHUeFQadxdP3EztF1iBrGnJ93dT3ijpk5MJ04jvgHX7vcIRK0Lc6z9dXz19168cL5jY2i4NQUb0pO5hNvAa9fhINods6qKesblwVocRonlU8HbVvnbFtXbJ1H23tjX+AtgpXHSQbepanE5K8gmNPqEMgf5tpcVnkhqZCmBfFXINOQFFRuSnsdv+byR7mpWM28wv/x2pUr5thMNDF5Fd8+uVzl2W9+E5BhgW+vV7bVHgbbViHbRmnV6BlbYpoAY1Mmo7ZtiodhWEA3Ff4YaCk70PG4quPJwMyLrHSajsW+256oTX0bw/tfMBPnvQl6SHT1CJl3bRYdUjDWkCTHIQwFsj4pRNPkBPJ5iBzHqTyshSnnFzz8KYhhKUDvlFIDCMGT4cc+q9oSG1hRM3AGNL0xenwST6AKTTy9aN7PoyeRB6WJFeo24qiSuPGN0X8NJ9z2S2DzcJJnfXTAbLaumLh6Wgz9on0y56OvA4NV/lcTZz/MDVndxgcChCM3VHVu0fcjOOR87G+yAtz0sgmWe+Z/B97tkyp8D/Q86c/jYhP1q3k4iPwi2Z5MQXWug8gKQRL5lKY6pVBJgnN+mxrRBVVGJj0O4hb/BjKtFEBSInhKqQ8/II38jiIItasEfxd6j2LScXydvtiHFAel6fMuP2oAbKu2CuD48khalT/2vDlhMW6NN5PC8Xa9ARINJEQ2eid6U93xjboDJMh4nPOAr58Cn2wa3Tyb86Z4BLN7U7tnKK/IxWGdg/7SjcLl3tHj53ctvGjqZ2SML+0l7w0bZb3dahbpm4TWURwn6f7pTp76ARp1V3bWj7TbXvD783jCpwrtYkOCfln827TRzTNHI/KnUtmSv7IBN8CGO2qvu1pVZmN5PMprGLV1IG/mBJ6FI6lM7c1puhICWkpfteswqYB4fJ0P2s2NgmztkPGQpj7UcVnCVjtLaaZdKcOgqLc8PxQu6Lc99mHhB8s4YLJx+sZ2nHt+R5t0bKEM7+FEvGdJxx6U/99e8M85yGdwxD0/zaBmbbebSRqaIsp3vCQs/6lGrw/yTp4r+M0nQAta7bcEdexnIO/dc7W8N5u8DqpYU4KOhc/iTQcZbgl1kEmG496daaiOW+TioBdrggT9hk7i5eX19ZPt5eW4dEEFY4NkYoCiiqTV7hVJ1OKijMtkTRWAmRggE7WaR1Y38qIZZF4ISp9UrRCiXZrwJM1aaRTFAurCOGhv0lZeH6Baa7i9Miwb2gPOkFIaF+QJlMHwQqj8HdCINA/8JO9oX0XMDUBut9qrRwf9PPNciBUuIGKpwkCeETyAUSLgu2KC8dD3/CyIXEenGOZyaHmdQ0z9BeDx1HxEXT3FHBILYwX0zYlw+0BFeTQ7SDkfgMKdTitMhj5bSbiXiTgSpmtCRmSRBdFlYvSbAOe43KiAMSdqiJ3vBz7ehwNi2dgudZjIOAkFAF4lw9WduSk+4Dt7RuBznwU4xlCMdVlIlHCo1fG/I4D6Q2epKV1leuG/gN4HeAUPqD2pIWvgH7j8JYcwbgYI9T3kcIxPZKKq3kxjk4lRHf25KdispaA2Taz3Abe/if5L7TbToRorkv64pXa4bDmD5jpUBoRWvs34e2yb0Xdid0bwWbWHfhNyph8lvmK02etuDFptqEuCsLW0cfT0uunMh3HWzRuRyIgLORPqfnC3YEkZ5q1OY7c3OOG4bz6+nKQ+pNwoWmrkOdoZfZUzWulA0W+HoVJxtNdfabfiWKlG4UXKYUxwRRwsiMRCcd8U7kK5VJgcvr7c//otlCmo28NWEHo++OU8+OWv8UegZviRMeomxtrPBIVj90QLcdue74yOiR0IsjfTYxoz/LccT5/o947VwzzQuVtAloFYGph4MokF6tw8k8YCkviAijJOTy73svxuIDNX9aBCdQLtuREEdKOMQtdFF49snzm2eWMUg0kiVPXjkNMnUkkyfB8AeirfKft2ojxBBUmSbv8LrbxTNNK0hOSqPCe/1EkjrdMYcG1w8g7AyR2T2lY8K4Fua1sbszMlwIS3tmbvRm+3Aog7ThjqVlICMTaanhdG7aXh2ok0KV2YGGoJnNFYxtQPo/rJep1LVyfJVpI7CXWY7UbcLVKoZiWYDbMO5zgNw87y+sbpm45ttZeDAIoZoCAGEohIwcKm1kITxcVK/wf7zVYUgcsBC4AUIqiJkRWw/av4w8A/dxyo9pku2FU9kBcLjE925yuguWYmPN9MO4+BR2FYpDtcObrd6xaQirRflP3B5srZNjAODO0olN0Ahn/cyUqYcKBKAD+gJIrqvuv6rh/iS5f/uV2CslSOwc4TgzQ187t+ZPu648eXu1Hcaf9PNm6EWxiMvEsDP9ZuFjebRaeAjOdp0DnCD8H+genRwtzfZJS1zfn97sL4JysAkKrMKgl6emTYn7HtvQNfoC87bjT6LlCZV5YdUDNBg3hmwckKL2I+fpDF3Xr/zMb6Ujvwg6DdPrKxdepio9R69IefRHl+vIgSR3OG3LRw3HZWhL4jQUwrBPTHQMr6CVZQWDAgZW6qwMBbWjp6/OzpTeOOaLndHq51dtodpQIvjyoeRzfhj9ZeMp/P58rYNpotEkxCmrcZctFwljkXgwN9n5kgZASmphyqzEDacvv54xKdUef5XNDAEIDtmO6BMDE0x+GbihOIjDTUAcQ0sN99PI6YY35ol1YoAz3nZ2tV5R41wFG/NNdGRXeVQLOQHiheOdpbLnINtYBJHJKaHp535Tb0MHqidmftp2vvOFh7mqg5v2r9Vh2qasF54dJsSph8X6SI7S0xXvKfyxKTjt/xyYLTwQX0u0Y+7GhKtVc2zm+kaeowx3PL1622WmnqOr7Xbr34ulOra/Wm0uAEAooic7WnC4gUzy/ry/1hUJbuu+X9NEn7cUsBTNKkn3iBdJYZQOFOVyHNEKoXm60EBCL6oi5zz/U9HQ87kK5SgBNLQfhLs5tARWGRLfUgarISwBOnWcNNA4+nvnKyuGyVeRY0ipXVdifNHReqi4/rsJ+kGkYa+N00gaB3R//B8XOjyYWLAmAkp64B/45j9MR5wOETkIdutswz20o8h2ZT8fy1qyekyQF6wqIqywFVULgCUnwvyetlw7bn4bQHX+ZTT3vQ7R8D62PQHq3Rd6ZIgmj6m04ae1AQR1F39PXZC4cyTTsOAt1qdFeAU3avXK49iO+vLUGlZLoF1xz9aj63YPmppx8nC4Jw7Ujow9919ODottnxoI+b4nYyHvK7/s2B7/v9lcAf+/mPwc8/OFvxTAue7Nrjy6KJ8qkK1qpnAI7+MtQVkgXyhNTKdIYuPf3Ifw4CVcGtR1UAWYsS+dZ/I9qmrUCnjVzO/vy/X8vBo/s+ZhoF0+sgzZ1L/03XxjiqfQrsW3pmb1/DvfjnL/+za4ygeg9+EnLFGxfwWlWG1wLsM4N5iuXzU+KdbHOZHOMnAdq+zAvpG8IEAoCsEmdF2p41Ck4L34vh/jnIG670+BDEAJi48v1rzSxNYtcTaRJmQZaHG51WmkD5uTr61jyV4jIEolAiCvrzIVBd0VJEYW/hyifYTB+Wsq21oVlG8Pw4C3wHpG/gNUykTDkAfPoDz40DnjMFzPljsLJy5FinlRsG6IyefFYMcMjI1TQJdLPeW6lNao+nwK6WWZ+rNDZezB2z+vlp9RP6JpDp2ZeePbO+0Wr5oA86rc1j9x5Z77Rex5lw3SyHmSscn0OFqcFOOMo8jV58/NT+8c0bB2G41Nk8vn9qc7PbjeMwWOo+3uy3O0sRTKqjo7RZX2l3WknmuI4bR1WP5PyVH0Z/DWO/sfbyhYrfluhP045fnI5DJcKMiSLroGmJMBaBkFl6nhfZoCQw2ympwhKowYWSwagHnMRpHIPmNlVC8Uaz3ckNg7pntaEb1U/Uizh0HXTbkZ0zVvzElISuih6ls119iu+an7rtJIgkvCuJu4PPN/OlosxSXUlEN/9XywNbJoyx+mLwy0QpXq39/2yAOmnLFlVf1pBqB8GTx8sYXGHJHOEqrSCr66dFbex7UDZ4gWJEg6CX1eIlQp9sZSCj4V5MUKWWIHiz0bevhd69hu+7jt0nZLri1CyFOuM1D3Q32HzvOHfMVYrj4vmAshb3Lzx97wc+aVU9mWfONH/mQmAc0D+hfH+r31tvQq0ca992AjCShDu+lu2kFWnPcaAiVAFcbpRBYmhG67LoLoGKKt0AWIrhancCktzBIQ+iNI+0iRqqtBeHDb/hRVHw+awz6LSGCsQmaGlJGOQ/DiqKcgmqhROQskID1lyzyc1xlBP5oBGXGs04cRyzogDaHjDLMfzUD5lp34LqxAJOwkNc6QSuIxVzmBagruxerKfQBfxDpvoazO4Tm/b2xzsRnl5rzyp124s9mAZzHp03lScXnoCqJ2aDZiMJHbkL7qp2ZZEdgtSULgl5BbVXkKNe4eoW145JuxLy9Et0lGmzymdDSak07iwPv661VdoArVdOlkyqVuMrsSniQZ2Xj/aS2Oz5suWAwdQZU3Oir4x137Uqzrn0bZuFBzCbjSwIn69WRBGn1ZrjYDhcPbbUAo/KqX0mgqQjAy8pi6IF6gUC66j0QJKgh0a3zgYE4ZbOvWaj2z+BYN7JQeg8NVgOTD4Me6jLp701wqt1GlNbfQlsu6liTm4AHiCyUDLaTtkm2pndwWobokmxn8ydQo/YRufbMCBQJO7SsptwBRT2NvtaIriWeSkBx4T9GMGvMjuiPAGUC7SBHrWSkGEs9egeZRbvqqEyydC7qWfyOyADT/rGmDqjL2iNLtBqe6p5vrUpAt3zFbDpleNsAAw3MWhqz64gVc9sxsLDYZ8Uu3MNwSI/aU7NciT+E7Nb+R6gLcEj57QTCQHkfQsUrIT71QkFdr2R2u6ZdI35rpTwmzvRC5DZlKXlUQGTSuid+HaCJXChaStw9BgWUE763PhispsJqEQgUCSj70rGaaV6KJx6t3aYtIiwv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')format("woff");}.ff30{font-family:ff30;line-height:0.862305;font-style:normal;font-weight:normal;visibility:visible;}
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c/ucH+H45lzHrnnxPz0fWrvRS9+oLohsTTxItx7u2vhKtl+2k/ZQzFEPRHOEXnAtqYvcyq6Mt3uky9F/3+WIoXtZW6e+pKyP/BHAXYm+x3au4eT3H4GuxS+BTA+wrrKyfN+puMifoxxGp7JR+t6FR0ar7+5PyO4RSX3qmS/quKLZe+M5fuUKNY4/dQShYz1/coHuYeXb2l6xz20sYZ+tTviV8YYom3mOYnVat8kJhyvNk1izjusH302Vov1m9nnnZztkD5N0PEN00sU9ufCEnWu62cpIneBHu9OnQZuo07zHEhV32POIeYVinN2KwwDeh1jXFkju9UwxzDbYNeS00NfGoz5X2vn767Q94ldeNIdWMS+f3RtcUMe69J2R7u3wdb+t9S+8DyY2Bli64443eSRIvvVdvPsWzjeaWw5Q+dHdPY/7fdwscwwaGvfNsO3zy9yE8l7/KTa+EG/fJ/JvaSe66VeBp/RoC2da/5toWvnwE8Rwt+eQswk6BL7RNsxYpyxsgMsFsi2Gh5VXyT9X1ABbdAJFeA6e6GuO8r0jBK0U8ka18LJq7ybe7yyv8s5jvu7XOfd9nfJt77n1O9t1Gfi/q7s6XKPd42WkZ/Ev3i+qDhnxL5xL7zRCvIOoi1feplhwLDW7CLxqOHVCuFWC02PVpgd6DeMMpCT0f7drhBfXuFnhW1aa++gPl5R2pHwb4qWutHGXGTfHnDl3sWVBvvNHGGaODmDIPi6ohiHFTovBHNQcs7rqtK2y/1Pl99snFYByhvnG0YZ4r1V6hcEGxTuIYXPDEGRXKyI1xEhUyRHGA4yDBouU/iHWyFnIyLP+KWher1B7UwVyVHlGGXc+3+z9l/OUdL3327rgnyDOQzwlgAeIWcmqOfkrDyfxDN16LvnGUPa50vNB75L1yvfHf4A8EwEzzqRGx6i6yilT0M8FvY3u0Ld5fkdPNPA+DThC3i+I/su3smzt5PUjhQ2YrhcQCVHk96q7WCbov3gN+K7eY97HOlWVq9mp+r2KOYwim+dYZzmUB2DcHT5fN1uie1hvg+ckOcVA3QmgDMKZ6EPZs4S+u15Lgo2InxHrxnzcJzl7Ps/OTlPI37buHuBas6puucxUo5pTjtaeH6HnBG5XERbvqjeb+OAPeWBesgBxdxgS44n5nkq/klikclWZ6aOl4w79xC+avMY7cfxpuv9ZkPqeZZq7gV2kOeLxN7PNVTyK/L7BDuDMlJOIOaLR8oFrFXw7Es855rNbwXj0HrZX6P8mXb832hH3Hst8IT5fpPVv7CDSfrxcU72SKrl5DRyHcvXl1Ke4dpjnqVR8gvZv+W9rfT5Nr6yvhU8U0uI7ajn1RdUQBt2gnKlDHyB52QlloGtyc+r4MHaNWxbjnc1ngUgbmoi3mq+Er+naVlzD90nbJAzH65owiY3YTcbC+wa/WzCvjSeKv+Nvunc7ng6+PRw9r0T5AxFF/Tynl73Jjqh2z5D4U9o0xf+hXJB93pFrqoHyHmULujpPZMrWFq7Jj4AXKtogCc0qNOP2/VPgZuB7QFveAT6ipi6sZNdb8Y14tvGqaUfKs4NVa959oTnTeJ5klHqT3mORK4RG/F8iZwpiWdGdlROJWdFeL2nkzMkPDcSbQP/z8Xv4iRnzDifOQ6ZU3JF8E6eNZf/1+DZSPANciH5nxDuMYHv5tzrvcZswptsro7Quoz15NztJnvXOAV1S/JVK5Wvib7S/zNH1OdaeKOsnUMUMccluhDzXFV9ZP7prArWqa2T/NRh1v4btX8p4gw5nw7+nb0NuFE5E3kh+bScc+f+8Ri95vl1om7DY2zCM08cq5T7wJ8FUpSRyzBHxDwrOHnjWm0n6xKSr1jmlPfsXAHLxqkNl7OyM8xuD+q3MsYhd1rdzznN3X+s9B2MF4tnKPl/ezw3MrpSfqx9425bYzE+je3ZxeKv1VY+yub1M/Zd5jwZn19sbTzKdf3jWfOM+3CIreV/Mo5x+v8Zozrb2042r5pD6LSmn/n7//NHXalyDomPmX+u7sP1Ke+XMzCnqQ5HtHCtda44zyZr+Ba1EwX3GWdYofXlbNs9+nyO9+bg/o1dzeYOmGSOivu33NOAPZE4nXsEN1sZAR6T/lJtt+wd3aNtzhap/RG5SO1aoE293+n/2/J8yl5WRiD+4B6M/H8g938eUXsntrsWx8neJPPWZ5rctXXMJO/NPATzoovNXsd8OM/o/1jtvPx/xTy02XLoHGf+X1F+staN/2uTg7vlb3dFrjzmy5knF5vaz9n8E9Fkds8AAAB4nO2UfUxXVRjHv7/7hhoK8i7K75x74SIkgS/Ei+ELCYUVxrTFihkvasvGFiZRWQhbzfVHmZWtCDPrj5DQcimBEDqM91DMmDYa9vv5u8c2/mk6tLH2u6fDhbmkVq2/e7bnOc/znHOenfvZ7heAjClfBJeIUF4XlcupFaUCcEWJIgBRoFiCu5CJ1cjGeuSjAJtQjCexHRWowovYjQY04gg+x3G04CRO4RJ+dW1xTUiRUprULfVJlyQuq/JsOUyOl9fJz8jVMldKlR3KHuVNNXTempgBd4273n3Qfc09QcJJDMkl+aSQPEaKyGZSTU6QDtJFvic/kl/IOLFpEI2kBl1KU+lKmkVX0xxaTHfQ3XQv3U+baRvtoKO6qofqkTrVDT1eT9aX6xv0Yv1VvU4/bEiGZgQZIUa4EW0QI9FYYuQZpca2WCk2OFaP2xk3bsKUzEAz2Awzo8yPzSZz0Bwyry6uSSpPej45siG6Qbdjbc65IEVhCDIpyMJaQeYhQWYjilCGp1COZwWZl/CJINMkyBxDsyDT7pApc9VKkBZJGYLMgHTZITNXjpAT5Vx5l3xeKVG2KlXKa8rbggxibPceQeaQe5yARBFK8kjBNJliUku+IqdJD7lIRsl1cpOChtAFNEWQyZwm8wStoJW0lu6jh2jrLTIRfyCTr2/SX9H33SIz3yHjniZTYmx1yNC4krixOH4bmc/MAYdMVVJJUqUgE9lAbTpJhvv4Fe7lHn6Zj/KLfJhf4N/xAd7He3k37+JneCc/yD/kB3g9/4DX8ff5e7yGl9g37RF72D5vD9ln7UG7x+60T9ntdpvdarfYR+0i/2/+Cf8N/7j/+njv1QA2zM6xQfYt62ffsE52mnWwdtbGTrJW1sKa2Ql2nH3JjrEv2FF2hDWxRnaYHWB17F22n73D9rLn2Da2hZWxUvYoe4RtZCtYoMUtv3XDGreuWWPWz9ZZq9/61Kq33rBSrWVWopVgxVuGRawIK9w34bvi8/hyfOm+BO+Yt9L7tHe7t8S72fu4t9Az5On1NHoaPG/9JI0YIwt/eLm4uviFWbsCPpr6y/63vzBNmjO5uPAnRi5I05mEv7epm5N6pkCFJpRrFmZjDu5AIOaK7jzhQQjGfIQgFGEIRwQihbotcO5FY6HQPSAG7hlziRMpdGc1hMcibsYZE/FYjAQkOtWdQi+ThC4kizwFS53eMizHCqTibpGnIR0ZQk9XOjv3CM/CKqGua/7hC/+FqX14QGhRNnLVATwsGutxnxYxuaPd68RVeFDL0XKxDhu0NC1TyxC9tTOG5GlZKNeytXTcL/Ts9vlfqx1ql9otsk4Uajud3gVNUs+pQ07ejwL1jNqjDv639/8OGC6CpQAAAHicfVTNbttGEN6lZFmVYpROHUMAD1l2I8GGpKpA3NR1VZsVuYpcNa1lKcDS6IGUJUO++ZRD0AK+1aDbd1m6F/mWF+g75NBjc8w5nVmSgmW0JQhp5pu/b2Z26ThT+XI0PB4c/fjDi+/73x32nneF53a+dQ72v2l/vffV7pfPvmh91mxs1apP+KePKxvr5sdr5dJHxdXCSj5nUNIQvBswVQtUvsZ7vSbqPAQgvAMEigHUXfZRLNBubNnTAc+ze55O4uksPKnJ2qTdbDDBmfrT42xOTwYS5N897jP1TssvtJyvaWUNFNuGCCYqM48pGjChuq9mkQg8yBeXSy53p6Vmg8SlMohlkNQWv4jp1j7VgrEl9mKDFNewrMpVRThRRwMpPMu2fY0RV+dSBVet6lzsHDmTaxY33kS/zU0yDuoPJnwS/iRVLoSgKCei6Fe1Xlfb3FPbr/+qQMtT1eCeUHUOyfrHiwJUrVRNzqL3BMjzd38vI2GKFKrme4IitrgYE9gzmQA3YAj92TZyuZ47ZAyKuhzIRGdkbN0Qp1X3lRGg5U1mefQSLZeZZREecBtXJYL0fTWrqMsxazZg+vqtwgt2pnK1YHw6w/9wGnHPS+Y2ksrxQHDCtFcRf94C/zCAJs5xDAOpWvxCbfBO4gAAwx2cD6UOScPUhqtIcJpGqZbwkBcTUeAlBDEXH8hb8vTD23iHWX88JTvERx5q04Wl1EQkJ2fqcWBN4HyeMWnZyvFhfD6XUx+3xE21/RbK2bqijoLe7nlnztj5arXIpGHlfNwWAKwLP7zTBoMJ69IqbrTTZpJaJHODKqkHSkt5QMlV3R6achjq9izbt5PnfyhZKaeVqireyWUCsOCU1PlPaok3EtpmYurdIbiUdCUlmGb7d54GziItDBFFXGcvM+WqcHMBMyCNhnCLFabIEZN8yn0OZ8g5ktgbzlrvtz/k/cGJ1NtOT8loSUvsuwtbKinDhQPYrVvZTrX+XOsLtXfPfJiZWVTk/WGEmXmakDC4PtBxoXYYXu8+3IF72YVPG++GnJmsG4XzD5fjKHac6EIEsz3MwQ8nER/KtqWpHctfrNdY6iHp0/6o02zAh6cTc3o1iB16NTyRtyYh7GokbwxquEHHj5+ATd4yQhyNGogiiApDBTMdg1LU/tatQ8iltuY1oPXTOSUaK2YYJadzI8HMDDMAyyeYozF8YEOVGcwXvrWCTXA3P/uzKPDxZpFN2CO8VFG+T5TB92NqFB6oEp92VJl3ED9A/CDBC4ivwqmgmxSmKWY8mxUXs3B6Qyh99AnfjSlZf9b8B43s1iIAAHicZY7bT9NQGMB7Wp3oiz4RQrJ8BMSXGiE+aJQHG0xWsIqM7VNYdUxBbkkZtEBlWplTJhoQE31A45yJ05cm2IIms96w3tDo8EHBy5P+I7VjwIOenPP9ft/l5Bzu1sY/GQd+mw78utEPP5Z2wM/Fbvj+NQVLi9vh2+Ju+JIrhYVcF3zOTcOnXBw254gEOeKi5uN8Aj7Mj8P7+V3wzm6At3YzvLFb4bXdAa9sCebsOFD2FrvMZqQyu9qm80rnK3RNmU1eWtvghbUXnltN8MyS4KmlwBPrAmStYWi0SNaZm7ViCd8yu3oLxFCBtb48Oceq2ul7bArwyDwOs2YbzJg9YJgqPDQTMG2K8CDTD/czMbiXGYd0ygt3Unvgduo63JxCmBqvhivkMo4yLFxkeEiIcTyvx3FE1PCcrmGVRqq0fVpUS2sLmqN5hkUVT+sqgjqpplVGJTE8K8bwjB7DvhgZE5N4SU8iJCeT6SSTZGRsHIoM0UOu9HZIaEikVYpKIxIjuZUBUUZFl5GTI3KfHJfXyXQU+8Uo9ulRjHoI9Lif6uY7sUvvxA6+HU/p7djGn8QTfAS5CDnGh1DUQ1w9HnUHj/BBRD2IAd6PTbof/R4fHOYbsIGphEO8gAd1AQ/wdViv12EdzQLP+9BHWNhavgkqykuAYkhRllCzxWQ9yZJrZjDAskJ2g9MkGEWNokHGjMpAPnL+kOEZMygMic0mIVdbZkoJvT9YIfhDhXx0YoKq9QqGN9Bs3PW2CEbcFS4vjiuU1yymalvCCvv/Uv5xRclTWUncPbDWJu6hVsiuOMuu9slgWBkYXH1jec4tFHJq7TJhS8J/AXTIGI8AeJydkM8rRFEUxz+8uTNNL6Np1pb+BcoOC0IpjI2GkoYwNcKMH4VYTCaLkQWhKSkWkuzeRtnJ1tL/QEk2at7zfXdmYT2nbvec749z7j2xqsk5nn+CwiRq7zQTA0xT4JoxVpvyN8IUcJ1HoqQg+A0+/BsdzyT+IfadkQ4hyboniAefUqQs1m5VX6HK95w+otbr1l6E/ojrdOKq24Iu1d+tpTCvO2JV/8G/tawb6W650B7G6aGXESb0tzQzLLGjekj5LFu6p1hmnX36GWZSfJacdrDLpfbwzJucaTnnyVOUs0SFU+54JcOclGtsU+aKJxZYUb8DjjgTn2n0udedZ5M9DjnmXMyguHDiqPQb6lFmUdMq8hXJmuQfQ29iOQB4nO3CK2/CUAAG0FtoS+kDOjoYWysRCFK1kImq/YCKBjExMY1ATEwiUIRMLchlYnJiqqlELxOVpGJimSBTVdOEZqRQmkLCY0mzfDmHENJYYVL1QIeyf3mUl7Eyr1k9+0Vb9Cf9zehMk3kLsddsnx3ljNw9x3MPS3k5P+Cr/FCghbbwIozFrjiRTOm9UCs4Rb04lEX5LqILAAAAAPDvPS94cUck5gJSyt2kZJQeIz7mlPMEPeUndGxu5ESV6xG3W7DnKiRRq+LBOic3aVO93MrTrk61P+eGziwASNQPuIeiXu3AV33N2dMUAAAAACCdZi0KUPgAeJyVewd4G9eV7tw7DZjBADPovTcSJAACJECwAewEm1hFSRRJVapLlmVVy91WsdxjyyWb2BtTLpt1bNIb26Kfv3yhlMRxVtFuVptNvsTa/bJ52apN8pJsNpIIvjsDgEVSdt8TDeLOEAZO+e85/znnAoNYC4bBLeQwhmM0Fp4GWKRuhiZeuxabpsif1s3gEC2xaVy8TYq3Z2jqH2/WzQDxflxwCT6X4GqBzpwXvJTbTg5f/2oLcQnDFhawvoWfkGvIJB9g6jENPCk+4ySGCTT5A3AcwzAn+izso4V/nN6gcjqnCaD3e7IzmQzlv6t1w/ZqdWUlRqD3+TWxQHZgQ9h27Dh2H7Yxk8oeOEISTEtLpd20jmgYnmEmZrSe6QijjUS0DN6wYwbLHqi0HzGto1V7z/X2lJSoUudaerZMqbDItfQ1dSqCfhlSIHLtoiEViUT4a+KPYEjFBXQ7WqGpbIDJMF6FnuIxO9RplZC244YGvB4UbtlA/l48lrAD9Hfc4w7DgPREaLR2iF5bVRmGHrcS4ugyHpPeEL0AP2bN7OwprfXx/uHTm3oP9gZ9Qyc3+dZs2BIz+q0qUmFQqwwqmc6XcMW7Em6WEVgKEIzFrIk2jtQE104eaG7YtbY1Yvo974q5+/c22w2x3mRtf6XhsC+7pz060tdmr94zOR6s7Y1or4POxJaJ0UjN+t42b83uobi/ZSJVs3H9eCK8ZevmckfvyPpIQK6Q4YBSctq6A7s3lZYkkcikoNEYFTJK5c/EvPXlJn1pffd6XG1vaFkVDXd3tJc4a8NWR2XTvDo13urXeqLWih27dsZ97R0d+OPIqwB7PvdV8FPyFObBzBmF+V2Mf5fCZ3QO9jEsHQGR+R9e++G1aAWgkGnVBjtQAsl8eYsnG3DRwuDHWzds3kAAuVZQaFQMnhhM2Zy1g3FAKXSCSsMCcttf5ob+5m9zqy/LOTkBCZrc8lc/urp//9Uf/2ASJ0mclHGYJMtJJMtlJIsLs2Y4bEatI99VOd7VmZm8MEgUXpJG9KjkQZBIJtRVlTDgzzvboFeDy7bUQAJnVBqFWiuHxMZNG7fggNWoeB1Hwslj0Lj/6o/+agtJI0GQOJfAn//t34A//0uak5GiLN/L9eRl6QSfwiAsw1SY8i8wmp0iECBB5JL46ZTH5fZXVSbiLvSRMMhzuTFOEDjwOsXKCHDdptNbrXpSoUHvA9G++iX+DdKBabAQdigzvCN4NAh3Bo4FYEdgTQBu9Rz0wK22gzbYbhuxwZ3GY0b4oRqcFAAlABkHtikOK+BHMiCnAY0D2Vq4A0LthQySz3mBKbOcVw36zpOrsTTaK4C/eu3KGDLP2PjYyn+ivUS3FXcJXRkmRLzr8ngn8G+Ed73zwMHXt5aHd4rPk+UPqpwVrWuSm+9tNbo77xls2tQWNjPw9HO/nd48/Nbvv/Ls76Tndzb/6f1j9baxV7698/m/O9Nc2r392CnJdp9gGH6W1GNhLJIxYyVzdocRGB0sYHkBCBr1J56BEv48NYTEjqXnvw0iY5fGLo7F55FxfaKorqKsLoFUgjCQsObLg00niL/xsxSjoObvoliGIuUKGjhy/8FrFQSkkKGQ85U8KxiV1H/SnJyMKTUKEnlDqdByNOF/k8EZA89plAz5bUjggKAY6sZOmtMiuR9Ecp9BvmrAhjIVgQpAVugqoOy06WUTPGICRzRAfyHuQz9Y6lusUJ1yOlOW2bieCg/yqdmCOupU6pqQiqAnhNdLqZQYspBLxkSnrFAuCZYCT8E5VDGEqYCILCSKXCmfb5XzCgpSDALB5oMNGkfd2pr0lq6YgmJoHO0lQ3JoMjl6cl2ZrvWRPf8O+2RIsWqFTiWjOL2K0/K8HBi3Tz26OxodaQx4Qh6K03IKnlNo3R5TYv3R5oZ7n33vwO9ppaj/foTV+5H+a7DHMkMnRs6OwIMj4NBqQK8Gh/tO9sFkN/B1A6Jb2w1fqgSnjS8boQEHJASyigu9g/7ejL+315/BlZYLmHJtrVAr6BOz2cGyWaeTzA7qZ/NARTH9WgrFcNE2CLNXxPiOIrugTomWGr8DcClxr8XysVk0WQgUbFgLCnfuZERaZ8fx+5O7v7Izc9dIjZImcY6VJ0cOtHXs7vRF1z3c/yDFsTTFcLL9bfv7QrbUSE39lp4KRrIrJVNX92+vXfvI6lJXZqyuef9gBOwZemKyWm93KhQqA2/Xu4Nuf+tEdd3GNj+yqYrTcJS/fXN9eV+d2xvyEij2sYKSU3vdxuiQmAoGqxlIVQ7sQTEhsXAd/4zUYqVoh/RnIqesYIf1qBV2WEHKCsIufi6gIgCB8imQYeUX9JGAJXyeCLl4nnENMMNYWrShOhW/FouJm/7S+FgqMiZeSUBDVqNCQCjueWE54Io7SA88wIV/plFPUUqDWjAoyfkrciVLQlJOgd+RKoNTZ/AauSlBm/sGzEXA34A9BlvuJ2irEOJ+AT5SgTTWqgUGr6dZGidoBX3zq2bccfOGuP+3IxydJJVoH92d6Xqx/s36DxGXqAcv1r1Z92EdfsYJzpjBETNKKiD5zbuCDwZhMBaMKW0INWlmFiW0xGxZzXnMHXVvcN/lJmRuN1nWb1yCz/iYyAEQjPLwEYE0lt9kK0GTj3bxRYxQHhS2hULc1olhXGgAUjg52XL8ne11u4eqlCQBcRphINS5p6v92Lp42brT69PDXrPRYYYBcW9p1DnB01V199v7kuBL217bm9KYTJwceV+hVdJmh9nTfXCwbUebmzN5wU2rA20szuDMTZIwuemUyLMOI9u8T9rUFGORYuVuhIW3kK0cmCcj8BcoSidcwHROUpg197Oir6+JTv5cpELF1AeKuQ9IeUgMlKISb4mZNWckFWqzxmBicBLcnN+h1pAMJ4f/wqkZkviRQqfTKW68qlDJcErBs8Qxp4FDYlNo94uyjSHZvkY6kGw2KXeNouuXUDyIYk3YnkzniWqwtfxgOaTKwdayg2WPleFMELzsedsDWQ+QPe5+xQ3lbpO7xI2fMr9khiVmYKtAPlVitRd8zZnzTiedOF86aDxP5xOWOu/BaxdTKEYWsDu+5ERCZGjLnZjMk4/CLYIu7Pt8FkvgL+ljA0endpataihRy8VEwATqBip3vLixAk99edu+59f6wlv/9ED34XWZgPrBQNfe9q4dzQ5rZnv38Kvw66vf+fKpLSlWJfBmnUrNEryaHzzz0aQzXr/tdE/fi4c6Srr3PP56/5lvHkkk1+5NpHd1h2KYZKPgwnViLdrLbsyPffV9vwd4Plr4VYZV8B0kMsohN3B/tPBfmV6FquOIEfhZxsO4PR6Fz8t5uQv6jD6pO6yDOq+TuQBANTwCITQ6vBNe6PV6/L7zClbhNto8DKcHhMKDftS2AfUwKcIiLeEeMWEUOFNCHFlQiAMTigMXx2JG/prZxF8ai5nRir/v5MWLII5egp4RgsZCyMqhMZ8+HyACuAvPk+JigDDQHtxFDFKAs+h0JiWNH5//7mEoU5o0OisHKPAtXKGx8GqLhsUHwW/Bf5SoNAyOo7AJ1ubephmaIBi1irgsYyl0l5Xtme+QOMHCdZBEdtJh/AfYHMMPSFoAEdS+xVhVpPEgKcUllMJpFGvVBiWlLcYe4hfFFbbINdrQ+5oxfYbRzWFy1YAun4zRm1+6tkgp/EvvLkjbpY2QKWTzl9V+SmkUxI8Av0Q3iGqlVkVbvMTHxY+5cZDmdIXPWrhOkWiv1mFdmSAXjRoiESZsNJrnvBUKBTOHeRP9rNHARYwVYcoR7HcMF32VRjlOiCOBrohuknwlpOojceSV5ep7QKE8AZ6l+F2ZQGkOeQXEkX+kpY4iKZVBzSPzwByOPKPhUJSRgZwVoPsaMZz71U0mv00rA18lwSeMwWQTsnItzy5Z8ekbO1G0wHHEg4mzN/Yv3v/Ya2F1ds2NmwRmdGlRYWFU53GOdMffQLpbsRLMn9F4qTkBBWzBN0tRCs+srl8hxSppTyMtpQ0tBqvlmSgfeaWNi26LWxp/o/7uqXveKjrbrwZ0oHPzto7AQ00T28IfvTd8d28J/sV1Z3fX5YTlItKG9OjB/qGDKdX890Pdu4ry/ROSL4Eq5ETGyoeFEuYClrxQkhbmrGF+NpMx1M+6+g0Fj0iSihwtduXalWviHlpyRAAP4yvlRmbXG+x4sbzU2AFe6Q+EQVEN9MEmZHeeIY7qoi0bmk8safSbaNrcubfD421an3RVlQe1Rzn67zpHbC3J12a7dre79OKOweUqBaipGm8Nzp9fridJcDXDuxoyW3uqNaqyhv5Y7gceM/7i4AGTjM75fJnVeVx2ozjdjeJ0FhvIhBrnvDFvTIE4mKLTY6kLf5xkZgVnEiSFpKCvm83qGxstZMkyOiZGkDwdG5OKa3VqKa8WUs6toRjl02J+pXQFOxViMYV3N9z1ymjD3tW1eoagWUoZ79/fVT/ZWVI5vHv/7uHKxKbTAyVDXbUaMdVScootbxmvq11TY6tcvWf/ntWVYHz1qYmYwekyOAyCXkl6SjyuhtGautWNVVUNg3f1dB0eLONNDo1cqVFyiOfavDZnsrOkbnVTVVX94D4RC28ie3xC3o34VT22KhM/Wnu6Fh4Nnw5DMqgLwu1yQOI6tG8YV2JaF5rBdEyiykWQ0Sl/p6WN705NkT2iZdKF1oOE5lSRmhaLqYDutqgl5ONnMTHRgh1I6PgktvnZ8dL2lvYSlGhVKlSHkkoDCjkcFertzAY2nRkJ3mes2dDhae3oCXWd6Wrd1GAFP7/n/MNtgr+m5CCiI1J4JVtEaiqyk/nvldf7+O6Hv3aw+6m9zdpwNpE7NLqxefcphIUtSHc7PodVYVszLZOlh0pPlOKTvkO+Ez6c5S08fIl9i4Usa2GhVeKXgRllAp+qME05ohWZCph2rHLACkeFo8w7peksOyeXTFGAh4QPKWWPjxUStljUUMvSMiXyKgkNVKG8lGyD2xE5Mdd3r4mMPbspnt77hcHygdaESU5CgVGWZEbTDz3pb59M161vKWcRJvBXUL3GmoN2Tfre9w8++r+OpASr18TxGs5mQOT6008mnp6I+MN+WqUT/b0L6fwQuQdl4BR2OKNIBrV6rPtQ7EQMlqNk/L4e6ykXk3CdDus5VHaiDJXsOvSCbWYg15l0UM6beChjLalpZWWpEdX5M5oaVxubClgIZemUsbNyStlDdovRTQJEWiq0DalFTITGQui/YvCoB8tpit6wiA48DJYV3TCJJEZlA6/j6I5XRjc9PhKMbXpmYuBUUxEbh7vOdItIEJHhbenoKdMWgfBw79ruh9/ddAABJNsOXcWAMd87uqFp96m2rqf2SZjIx22Ri59GeAhhldjmTOOhihMV8EgYvFjyZgk8G3wjCOUekwfKHSYHlE3Sh2io0bjKZrAQCFUSM66qstcJwhpBO8M4pXTLp6wIDvO/XUbeYp+PieulroPUHlnmed1KfEBdIOGXdgd+2q+ef9HVfWxteks2gig3haN4wFQO7cvs+MreVO3eL05MPjMWuhd//NGWbe1+HNJey9CpjZV6i16st2iOZRiTSZu+94MjBz54oLnlwEtD7DNfiQ/tq5NiYmjhOjxOHkG5Op0JxJ0yRYee5zEn4rI4ZpmOqkpBadoHfMxUot3sn4pmnd18VkoMsTTKYFI/Aj0QYQqBZQHOBvI6raiwPHkWXguK1BQeR3mVlOld5fbSGq/qKs3ICJ67SnFGQUzOp5QqFBjpU+7W7a3ujAvVT6RDKTAEo2AstWNNuyhUTZhMN79TdCyeQiUGKi+3TZwY8nMqltch/d5E+e4xFONiWH3G748kIm0RHIvwEShrD4E2NWCnY6XaaXupiZ8q7/S2mbolCEuJL5/1xP1bbErkw5i0a2nhDnEtrzX+GMXlsWmu7E+0Pt6NLqXisQjZzuc71x7rci2yDGga2tFVsmli/nDxzvIYNtBTN3lqg4jR5xE3jKL8pcNcmCXD6b9u1U0zjrdNfFYS+ipyyLUrdySKGq1U1In9AT2w3yqP2l1e5hIfixLhp4ufDyqiblcUPfK2BHZkS4mbTjN8m/Sxf4yb3vYx2tu1y+dl9L7kNNp7fSgq9bX3AH9PogdiPXwPJFt1rTDQkmyBVIu+BfksDRL+Nj9EjmvTTNvtMWba0beqD2J9oK8hMB3jp7o6vVONnQ1t5dXZ8u5Fb6IkLfX+EJe5MjYmFcWpYrupEJ3/qHf/iLttIO9uQ6FdQE7nva4kDRVd8fRDPeKlqL5RulwGAp0g6BVk7xOtqbUtUVVksKvNPXyw3bEEh/LMLXC4/c6Sgx4c6bVUtJRUtoc0CCfdWBHzyJ4xrDFTgkc1USjTR0Ts4wl1mxqWIsux02n0QrsI+lKTN1s0lDolGumK2DhI5YH/P+O+aIj/DvcFlc/+T7hfoVYe9gj3Yq7+DtJHgwWw9ZnMDt9RH5x0HXLBScshC9xhOGqAJ9XgRbEZfEKAMg6cEjvBp2ko9oK1M2Ib2D7DBE1Tqk7PuTxpWWoDL++k3aEDDJcnI/w71fve2LPz1V1VyX1v7N356s7E/fa2Q2v6DnV5i8/gZ7s/ONHVfN/MXbs/eKyz6b6ZYz1P7ErXbHuiv/fJnQ01k0+IvCv3BfwTpI/Iu7KZ8I7ao7VwTS3YET4qUi/EuoArwdxGubL8qj9GuVYyrjt56I8wrvjm58aDbc3NvkVXIaqoQqmotLu7rxxl28B9xtREh7e1ozfUdbqrdXODDfzintmH2wVvwp8rLzqL+FUx5z4SSpdqux5+52D3k3ubFhnXntPFfQ6/hPSOY76Mxq+ankD3zMy5UKdfpXNmdd1YYaOCyMUxEX/LM8odcSdqRcEvQZKm5Ean32CpTKX9t6Iu0FSXsnPugENB4ADfh3glLWfkhvhQ/fyf3I67p1NtASUuY+U0qxFlHl74JfwYyZzFJjMNJzte7IBmP2D9QAcBAUHje15vDBUR0+JLFZ3hqSRzTtiQvCsJ+4RCJTEllhGd+oLn8n3v5STxikQMYpFrK934/1xHwI+ja493RYZaIqiOQKqwpemRVLi72hFsHBwZbAx6uw72uZuTQR2NS3WEzFnZEYm0hw3BpqGRoSYEt8ZtHX6Vway1m8Qml9Vl1QbTpaU1IZentG6oNjLaUcaqdTyrEBSIbdJ6s14fTDjL6src7pKaflHxwMKv4SjxZ1gNNpypZniO7wgxtUwXg3OMjYGe8mkDxvEc5DihpARTCQ4hLawSCJlQPuXJ2rgpQ7Ziis7vykui88fHLsYi6nyvVjSKyBmJO1OIlURDXyRTcJRW2fyl2ubxOstJJU/IWPpkMQtdp1kZIXDXa3uNAbtORspIvFNnVnFy0pu9qxvG8xziahEPV/MsY/7zbbsR7yBYAen7usij8Q9RfEWciRHMAizhUzyU6gYZG5BCq2NaU54NsKQp613ixSK6xRwtoXt8Wd5ZZMNLZCLfrksu8eKHSKWeV4th9AUpjBYVkoLt6R5S6lAvy7JiBN12agP0LFKJfx7aKYZbuAh2JGcJyhXrkS5l2MZMjZNXCB2lTnCaB8d4EOTBCQocpECAArzLMZNx6PbpoM7lpFweFFSdq1zAFcy6WHOWzW/dtNhYM39uNiJEm03852PSarHjHFrWlYUBsBRmDcBQbKrh6wGAIPcRrlCbBMGsVuBojQOK0/N6swrFcwuEQA9lKpOW1ylI/FWcpmj85tMylE3E+IPvF1c0Q0pXN/+VJHG9GJsgJc9zjRIUe8eRvl5sTSa2w3TUBMGMUw7kciVmtkxnvGYnYzbORJQPKKFSZZ4wQ5nZkTUxmizTRazCugpsQtR0fOzKWFFTSVERsuIuduF5ZyY1YRAA/soCTxAbU6K6QIsS0/2k06M2cpB8UKaAuQ9J1qQr6EcAPSlYtRqTgsy9w6oQ4hSgEVfS+AHEffG8VrheKccJRhDnwQsL2AiG4dOkhacYgLQEC78HNwkAdxVnsuf+2EyWAGrVzYSK51X4Z+JgF1ZaxX+WfCMPYJX4y2AE1QYWTPiAx76uZg3tWPoSAvC387FZVfBlUlP0JHq5Qqs6Q7AqLeLfNCDOyNRIF6taTsbNZcGg/m+l+kVsgqr36S0qklRZ8n75MRjHPfhbKMdz72OMisQilwoir0zJuKe8b3dd3e6+8uIzfKR4Vb9LfN4lvt/C6MJP8G4yibgqyjVInZ8wrJZhWQZjdCxB8uj9I1IKvXQydB+PypfFQXkeiICiEwSqIFS8VoZoxJHCWo7TAkWTkOYEljRQMnGlZjCMwMLIB5dIpXTeJIX1YJ0ZbzkNa2ZalO8YWtAPBM6vyZBXHDKAe6oovN8kZNMEwCKfX/386qU0egjSMPTzz69KbbbCGY7Pv49MILgE6SGZPN83qApI3TYxNfiXpnqJwlED/FajXbq5ER+8+Z/wIW/jmkpSr2OUDEmYddqKxqCwZlMgHXXSOC2eMKCDyWZX62Sz+x8oMbwYVZTY2kTplCKV1/8PqbxRTTx8435cXzee8YA/k9GQIIlPDTpLOOPtWy/oBLFDp9DIaI2a8zetmz9efIfCs+hrXOpF/xzZyo6q7WqsOmPzx+dYxwUzq9Ox2IUy1hyYraigvbN8f+UsPbQ4BEHW+Wl+aLzYNyUKHevirErqO+JLjVNNfukSyc7PLbGO0Z1tuWm1368G+v1PjJbrStOhyvWtwR9a6zcNfHY1u67GOlSy6p7V/wLMDRPZENiZ2tTXENJbvMQzXkt4+GhneKijRsskh/ZBbXyw1pmLBppG5i9nNjW5c7SjfhTheNfCbwgFaUEYCGS0Vix0QVlj/Njln9UMErNV0Y/lq7H0/JVr4kNioBel0umWztCKBL/YISAUkKA1mY33dx/79pmuvme/d2/NnvVZCy1N4mhlfPDI4OhLe+qrd/7J5v6jq5MqhE78PVatVGhCpfbhqV+98uUb747p3WUWhUqjUOpUspJYSfapvzr50KenO9CS5PRSfxiB+R7kGzXmwKwZpeYCZp6TG2eV/ZZZMu+KQpGZ71ovs/6yfjVxz8Br//b6gmRo/tw/vtz7SOrwB09+59NHPzxWD195/Q9vrc6bdN25f3p+/zefWHXjLxtPXV6aUxxAn1+GhTMGc2BOrnFqnJjcPOv3U6ZZrj9QGFoUWuiFowOxFfOLJTR4XMItS/wAIVfQ818RZYPDtEJGEDJ0fQ18JsuvZbkEtNIKOZEQ2VBeTlqpU3Jajs6lUGhUchoFNX9TCpLSrAPFGSWqTAIZDa2Z42yY3UbPajQmatbdb1rW7Y9cFFLFdv9KuW7p/EO8W5Qxx4KfiHJIa99Spxwmpbs/lATS5yfMHD3/7RWNf6XY+9i68GtiK2nD0mKn32pVGeewgOpCZcY463anIg2zJDObGtTORqQG97zU3o8UYJlvVoHboIgIyfJhKqIpBWpWaOkQW8VetiK5/pF1B/7ieGPnI1/f1fpUQ+4DnhdNC56QawVGlVi3YWPkC//06tDouV+cabtvS5tJTuzi9CpZMBIcfv57Bx+59GSn2wNet5qViKxTSpM65zC6HT4TN/HOL5958Q/vbTT7QiZjcdZEiPOyCBbK6D2KOYOXncMMpQPeWcXKKWDkWn6utASW/Nj/Dn0c1+KSSBanXvPHih4o3oGL04ulgnZ0/tztA7j5n0H7smFcHjN/jWSOY7GMOXrRxczp3BfLynTyi5guMOBieMsAvzS9lMQW5efnY0udFsQs7iB58eyClqLlwA7wvyaURo3ap6Xnf3er+ADdUaPArOcIlsuVgN8rKWnGQnBy+NL89juo8RewW6RSBC2nWK1y/n/Pn1YrF30wTvKomo1nLAFUP87ZmXA4NofZqweYsCpAmMSdQOUVMqSWzfcihbmedFQFUUIQ8Oi1ujsM9ey4Ie6vXNKUGGcFndykdTkcmly1u9UBwNIOiRmdZpMKjLlqq5OW/B94o5KuFZMQYyp14cHa+2qzL2dvzi7fMzKNxzL/Qs2ubVviQx8MwV8v71FBbO/CL4nvS+fTApg9o9JewOwXmKBpVjXomV1+suza7ZTl1i4C8f32p370zDOXH0u3Pf13zz75/ZOND4c2Tx09cm5becmmqXuPvTFZBs9+8cb0htG3f/vyS//17oZ1b/3qKwe++8Lw2rOf7jv0vbPDoy9/V7K7gHAkcg63eCYRo+aMAqWetRVGjDFURc9fWgw3t51zyUeaS2L0y90vgkK0Xe5+GStGQVaG3y/FRinK3DiwaKcnaXQDRUNajDCiDLPILusRlkNitnDOYfo5xj/AD1gKRkkvyxZ3KnAalt0h1jcff2/P5jePNlMqveTKyNoH+vofWBMpigd+euij+xsbjr5/EC8rinTznzc+t7EisuHpDbhjcZcB6bxBO5LLi1Vk9JjJPJfxmpwKk2GOMzkGjKQ6P1fPM/krK2g8QmT+2Cvi7sX6JL7ICuFj4lhfUGh5BdrvuVYKKK0GjYFD1P05AE5ASmXWGSwsoPTiYB/gBCWjiMvF0f+NJ4kD0h5i1Kp8vmtfuE5dRHLWYb0Zf4RRYHXRqCI2V6cwGDmfx6NwzxkVyYHSgaiHxZfHM7SNFkU3RVKo+OALa7EQWVRCnJEvVlwrShF85Yom+3FOZ1GrrToOz30f5v4ZshqLRmvTo8tnSc6i15uVJAStAISQkha9gEIzBG0Q1ENSaUTVCwcIffEwAxG48ePF9WVeXdD+WWJfsVFUXOctkZ+/uKTeUAbb+PUXq9+shhXiCZEqhusIaqo1kNGYNajuM6JruaFyGgsEHMh8NTNCY+kbbo9tKlz1ul4f7qyfUvQQ+WpbCpm/zQ/ixqTDM8gsoXFxEoVijliigeVTKLGpsOKIHCGhks5vXb2Y+3AXp0PA5Oq/sKp9f29pw92vbXrGmFjdULehIyIdiKNMmcEN0bEHV7kPn+vY3eHZvK793lZUd5Aky2xt6vC1bqrv2tfp661ZW2e3eW1icaczmdw2dfnQvb3nzbG28t6xbLfIkZtRnXoc2aMB68UmsNnMfSVVqSqoqLBWwFC0NgojTgXfoQhZQ1CWCmaDsNrT4YFmT6kHGmwBG0yY2kxQZ/KhX3KfHKrfK2+fjqdn6FXTFkIVxeN0eZy2WOh4uXh6DlszXerboIrSeHXnlGJwSqfbUI1P1WVLnU1T1Z2jU85VBcaVzlOEH0rdR/5qDNlVOpQYEU+Z58+c80snzMTjM4VjdtKRcmRXf0CJVnoHyB8SKJo+KR5eTSTDoDgNdMX0eL6w0eW7OppKfwAhunCFH1crny51Vaw73lW/16E1Z2t+17BnIFqx7bV9O1+YCPGuCmc8GnXbnLG1xzsDrTbACqq/37+9qq/SvH8y0V9pnti1LvcHb9jCvPDY0P42O/6AVR/aWt1zZLDMbdJWuv2VkIH22tU1dXsHK3yNa+KehupKi7mztGHC71+X7j46VC6nzbl/23aPt2EgvOWAt75/fnNTGy63xiLlhs5uV6INYXrhB7kvgGaUM7xYFIucRzf+IaOXcR2+r4cU2LTJhMXCbwcdWe0UKdkX1X3xuHiCX4yXIXJFG1C/MlKuGOdELbUTreaAXo6iDSWnKJ/FV+lS5bugHKUpznbMGw8NlNIyllPIRAJL6uMDffiHt495xDkxwt5Dhf70qkz8UOJEAh6KnojCSTtgDRYDVKitaihzsKHp0viMrsGXZetDDoIPT5k7q6f4HlGfFVPgO5wLqBLyUWmxB7Q4+KRvGwAXBytl0jGAwgi4tL21rQSRcF6l5cjbhsC5dxY1+1l5g3gIID8IFny1SycFbuYHwcXDAVI8Ti9cJ9fgH2Kt2HOZ0RSPNpk5VZqCIbGrGQwBUwh0WEHCClBl06EEJUqQIoDVpg6XlfGl0za+WgmqlTyB19Twde/dhTwS4Sd4aOEB35iNZ2vKeNzgyxq65d3Lg/hYoZNUiN1j/LKovribxPk52kuL/TM8QOOLrbTFfihKRUlNIbYvLZFGUkBX27Q6u4aFP4DwIlSgpdaqYWDuX5E1lHpeZ+Yo+EsIfwxpETx6RHH/FYL/gLTSpBVPjeOvkpxsqdUGP5PJ5hNLjTdaSS713Wg633dbeSV14QAWRrwliGwcwXZmak5EkAXAKQPQGYB7xuidDhvRD2ZgFTMZPeuMYB4Py4jtRhU7wUK2JOthBVtWWBxYreg6ihY0L7bjCk2UvAl9i9/KYBcPhsqR5Qop0bKY4QHukAGlTa8zqeTEb39DyHmTVjzRJweluZ/LgMqO/qKUEb/4d0LGGbQ6mxLIcz8LKASWxMUzv8dyJ8QeFyn27T4E76D7hLgtc18Gm8QTG2LXLjeSz/2Vub8HI6jitWDqQn/NivFXCg023/9ng+2oJd9fk0tmpoH6Lr1FHIJY8vz1s4U/gIP4SYm/GjMMpv2AsXtM3aQKi1wSe3rxxdJ02aYUbrkGB2mty2x2amla6zSbXeLzymvcb/Hp5XK9z2LLP8/rrfmF1erXyeU6P9K7FyW4t0gLtgpryrjrO+fsQnN5ebOAY0Y2FhOS5732+vNZtZryDnYK5xe/MCCKKJ1nRsT2kpR24svq/mIOF5an89sbKjZwaz/gLYphEYksfkXi0UcXV6ltTw2V9rVWW0SIiy2Wksz6TOOGtBNsRxU4Kf5/uZekXgFZqdQqKEqhlb48AW5KX6PQcNTJ4+/ui/EWr0UpaDhWo5T5Qr7yNY+OnKFQCBa/b5EjxG9UiP4pnHfGKrEObEemdVvT4SZ4Ng50cV+8Ko4TcfBCDLxcBhLBs0Eol4EzNCDxx3AoOwxBKH1ZYbUqqi5jimzNp9Eo6f9Us7nlU3LH8uPDUgmZPz+8bOK5bNhE3Goq+pahYXEG+n50++sHug+trfML2uiqQ6/t8HWmQ0qKgIBkZKwv2Vu19dnxMG5tHVgf3/PcGt+D5oZt3aXDq9qtvo5d7Z2721zgT3pfOdodyO56/NyG1e986dTmlFypZlmFimHVClqpVg49NTvJO018zdaTa9LbO0tUZo/2iW8cjKdG94ncqHD+GiE5ibVj38o8frrt5ba32/ATLWdb3mjB29Kr0/CtOvByHThVBzpr19XCN8LghTB4OfR2CHZ61nlg0gp0Vp8VElZg0pfoIaMHCRVo50Y4WC0DJlmJDLIykBRHDX4IxW9uRC9rg5ftKo9di36Y6stOhOOmy0yHR1X13fp6svxT0+bW5SZPpQoTZikMoV/5SHTrd47uOHq+/Zt6eOXiUTFDAxC7moECGUrgX6vd99rkxCt7asv6D2YbNze7w+PPbR47va7M27I503O4r+Q9V2as9ugDjvTG5gPHo/6ee3o6drd5XnzhmRdAy8ADI+UlfQe7MzvWdHmcHQNjVem7R+KRvp01iY2ru1y+ruENcH+4q8q6ZyLU2Zx2VT85/1J8oL3Z52nu6KvYdfiwiN36hd/AQfi8FFtQFah9HrM/z5ieUz3geY58+Nae4X9XGcNBd/NkS/PmRqezabK1c7LBskftrw8Fa/1qXUldIFzrUYK2nvvWVISG7x/suHddvGr0WLZmfdrlqF+T6tiYMnoya/4vrWznzwB4nKVSsW4TQRB96zixkBCioEAoxZSOohx25I4CRY7kFI5QrCj92rc+r3K+Nbt3llLR8RmIIk1q/oGOH+ArKCl5t2xQkKBA3Gln37yZnZ3ZGQBP8RkKP783+JiwwjP1IuEOeup1wjvk3ybcxRN1m/AuHqsvCe+R/55wD68673hKdR9R+xAjtFihj28Jd+j/MuEd9NUk4S721fuEd/FcfUp4j/zXhHvYdnq4g+AYAwwxIjqHxQIeDoFriZrcmMhjE6UmY4kqZLScoOQvmJErsKItRM1wN/TeUubR8zRyrVcVOcEcN5RTNLyvz7gBB9RzWgWTmIFjPNzJ8WA4knO78C64ZS1j5zfO69q6KpOTspSZLVZ1kJkJxm9NnsmpCbaoTC7zG5k2i74OB5IbmXjnGPAKl4w/wwXOcMjaNCuwzMZTHjGf+0pwdTmZXZwdjnVp594eTdtrEIsrmHTJg56qKZpS+/8O+/cDIxof+o7au9rHDakRwtZlbKDQYHzgu8gwG8g/xvzdWbjaVmquOra9bcw61nxNrh2N1rKK7frT0BRRbzg2994L7mvqmjnbOA7ZrzTEBtFSe52btfbX4pZSr8yDrhfeNZuWXrj1RlfWhAw/AEqZqrV4nG2bVYAcx9Ksp5m718zMrKmsJvNCt5mZLcuyJFuWbIGZmZmZmZmZmZmZmfGXj2Iy78P1w6ny7k59Mz0VEVnpOh2z879//lmsM7rz//knO3HK/xgds2N1nI7b8Tp+J+iEnagTd5JO2unrTNuZrjN9Z4bOjJ2ZOjN3ZunM2pmtM3tnrs7cnXk683Xm7yzeWaozrEOdvFN0lu+s0Fmx098Z6DSdtrNSZ+XOKp3VOqt31uqs3Vmns25nvc4GnQ07G3U27mzS2byzZWerztad4Z2DOgd37u6c0vmsc0jnyM7lnYs6R3QO7JxomIbVObVzWOdBw+5c0fm581Pnl853ndsMx3ANz/CNwAiNyIiNxEiNzOgzpjGmNaYzpjdmMGY0ZjJm7lxizGLMasxmzG7MYcxpzGXMbcxjzGvMZ8xvLGAsaCxkLGwsYixqLGYsbixhLGksZQwzuoYyyNBGbhRGaVRGbSxtLGMsayxnLG+sYKxo9BsDxqAxZDRGa6xkrGysYqxqrGasbqxhrGmsZaxtrGOsa6xnrG9sYGxobGRsbGxibGpsZmxubGFsaWxlbG0MN7YxRhjbGiON7YxRxmhjjLG9sYMx1tjRGGeMN3YydjYmGBONScZkYxdjV2M3Y3djD2NPYy9jb2MfY19jP2N/4wDjQOMg42DjEONQ4zDjcOMI40jjKONo4xjjWOM443jjBONE4yTjZOMU41TjNON04wzjTOMs42zjHONc4zzjfOMC40LjIuNi4xLjUuMy43LjCuNK4yrjauMa41rjOuN64wbjRuMm42bjFuNW4zbjduMO407jLuNu4x7jXuM+437jAeNB4yHjYeMR41HjMeNx4wnjSeMp42njGeNZ4znjeeMF40XjJeNl4xXjVeM143XjDeNN4y3jbeMd413jPeN94wPjQ+Mj42PjE+NT4zPjc+ML40vjK+Nr4xvjW+M743vjB+NH4yfjZ+MX41fjN+N34w/jT+Mv42/jH+Nfs2Mapmlapm06pmt6pm8GZmhGZmwmZmpmZp85jTmtOZ05vTmDOaM5kzmzOYs5qzmbObs5hzmnOZc5tzmPOa85nzm/uYC5oLmQubC5iLmouZi5uLmEuaS5lDnM7JrKJFObuVmYpVmZtbm0uYy5rLmcuby5grmi2W8OmIPmkNmYrbmSubK5irmquZq5urmGuaa5lrm2uY65rrmeub65gbmhuZG5sbmJuam5mbm5uYW5pbmVubU53NzGHGFua440tzNHmaPNMeb25g7mWHNHc5w53tzJ3NmcYE40J5mTzV3MXc3dzN3NPcw9zb3Mvc19zH3N/cz9zQPMA82DzIPNQ8xDzcPMw80jzCPNo8yjzWPMY83jzOPNE8wTzZPMk81TzFPN08zTzTPMM82zzLPNc8xzzfPM880LzAvNi8yLzUvMS83LzMvNK8wrzavMq81rzGvN68zrzRvMG82bzJvNW8xbzdvM2807zDvNu8y7zXvMe837zPvNB8wHzYfMh81HzEfNx8zHzSfMJ82nzKfNZ8xnzefM580XzBfNl8yXzVfMV83XzNfNN8w3zbfMt813zHfN98z3zQ/MD82PzI/NT8xPzc/Mz80vzC/Nr8yvzW/Mb83vzO/NH8wfzZ/Mn81fzF/N38zfzT/MP82/zL/Nf8x/rY5lWKZlWbblWK7lWb4VWKEVWbGVWKmVWX3WNNa01nTW9NYM1ozWTNbM1izWrNZs1uzWHNac1lzW3NY81rzWfNb81gLWgtZC1sLWItai1mLW4tYS1pLWUtYwq2spiyxt5VZhlVZl1dbS1jLWstZy1vLWCtaKVr81YA1aQ1ZjtdZK1srWKtaq1mrW6tYa1prWWtba1jrWutZ61vrWBtaG1kbWxtYm1qbWZtbm1hbWltZW1tbWcGsba4S1rTXS2s4aZY22xljbWztYY60drXHWeGsna2drgjXRmmRNtnaxdrV2s3a39rD2tPay9rb2sfa19rP2tw6wDrQOsg62DrEOtQ6zDreOsI60jrKOto6xjrWOs463TrBOtE6yTrZOsU61TrNOt86wzrTOss62zrHOtc6zzrcusC60LrIuti6xLrUusy63rrCutK6yrrausa61rrOut26wbrRusm62brFutW6zbrfusO607rLutu6x7rXus+63HrAetB6yHrYesR61HrMet56wnrSesp62nrGetZ6znrdesF60XrJetl6xXrVes1633rDetN6y3rbesd613rPetz6wPrQ+sj62PrE+tT6zPre+sL60vrK+tr6xvrW+s763frB+tH6yfrZ+sX61frN+t/6w/rT+sv62/rH+tTu2YZu2Zdu2Y7u2Z/t2YId2ZMd2Yqd2ZvfZ09jT2tPZ09sz2DPaM9kz27PYs9qz2bPbc9hz2nPZc9vz2PPa89nz2wvYC9oL2Qvbi9iL2ovZi9tL2EvaS9nD7K6tbLK1nduFXdqVXdtL28vYy9rL2cvbK9gr2v32gD1oD9mN3dor2Svbq9ir2qvZq9tr2Gvaa9lr2+vY69rr2evbG9gb2hvZG9ub2Jvam9mb21vYW9pb2Vvbw+1t7BH2tvZIezt7lD3aHmNvb+9gj7V3tMfZ4+2d7J3tCfZEe5I92d7F3tXezd7d3sPe097L3tvex97X3s/e3z7APtA+yD7YPsQ+1D7MPtw+wj7SPso+2j7GPtY+zj7ePsE+0T7JPtk+xT7VPs0+3T7DPtM+yz7bPsc+1z7PPt++wL7Qvsi+2L7EvtS+zL7cvsK+0r7Kvtq+xr7Wvs6+3r7BvtG+yb7ZvsW+1b7Nvt2+w77Tvsu+277Hvte+z77ffsB+0H7Ifth+xH7Ufsx+3H7CftJ+yn7afsZ+1n7Oft5+wX7Rfsl+2X7FftV+zX7dfsN+037Lftt+x37Xfs9+3/7A/tD+yP7Y/sT+1P7M/tz+wv7S/sr+2v7G/tb+zv7e/sH+0f7J/tn+xf7V/s3+3f7D/tP+y/7b/sf+1+k4hmM6lmM7juM6nuM7gRM6kRM7iZM6mdPnTONM60znTO/M4MzozOTM7MzizOrM5szuzOHM6czlzO3M48zrzOfM7yzgLOgs5CzsLOIs6izmLO4s4SzpLOUMc7qOcsjRTu4UTulUTu0s7SzjLOss5yzvrOCs6PQ7A86gM+Q0Tuus5KzsrOKs6qzmrO6s4azprOWs7azjrOus56zvbOBs6GzkbOxs4mzqbOZs7mzhbOls5WztDHe2cUY42zojne2cUc5oZ4yzvbODM9bZ0RnnjHd2cnZ2JjgTnUnOZGcXZ1dnN2d3Zw9nT2cvZ29nH2dfZz9nf+cA50DnIOdg5xDnUOcw53DnCOdI5yjnaOcY51jnOOd45wTnROck52TnFOdU5zTndOcM50znLOds5xznXOc853znAudC5yLnYucS51LnMudy5wrnSucq52rnGuda5zrneucG50bnJudm5xbnVuc253bnDudO5y7nbuce517nPud+5wHnQech52HnEedR5zHncecJ50nnKedp5xnnWec553nnBedF5yXnZecV51XnNed15w3nTect523nHedd5z3nfecD50PnI+dj5xPnU+cz53PnC+dL5yvna+cb51vnO+d75wfnR+cn52fnF+dX5zfnd+cP50/nL+dv5x/nX7fjGq7pWq7tOq7req7vBm7oRm7sJm7qZm6fO407rTudO707gzujO5M7szuLO6s7mzu7O4c7pzuXO7c7jzuvO587v7uAu6C7kLuwu4i7qLuYu7i7hLuku5Q7zO26yiVXu7lbuKVbubW7tLuMu6y7nLu8u4K7otvvDriD7pDbuK27kruyu4q7qruau7q7hrumu5a7truOu667nru+u4G7obuRu7G7ibupu5m7ubuFu6W7lbu1O9zdxh3hbuuOdLdzR3Vu6NzojnbHuNt3bu085O7Qualzc+dhd2zngM4DnUPdHTuPuOM693Tudce7O3Xucnd2J7gT3UnuZHcXd1d3N3d3dw93T3cvd293H3dfdz93f/cA90D3IPdg9xD3UPcw93D3CPdI9yj3aPcY91j3OPd49wT3RPck92T3lM6v7qnuae7p7hnume5Z7tnuOe657nnu+e4F7oXuRe7F7iXupe5l7uXuFe6V7lXu1e417rXude717g2dozrnuje6N7k3u7e4t7q3ube7d7h3une5d7v3uPe697n3uw+4D7oPuQ+7j7iPuo+5j7tPuE+6T7lPu8+4z7rPdU7rXNY5o3N651v3+c7FnRPcF9wXO2d1Lu0c677UOalzsvuy+4r7qvua+7r7hvum+5b7tvuO+677nvu++4H7ofuR+7H7ifup+5n7ufuF+6X7lfu1+437rfud+737g/uj+5P7s/uL+6v7m/u7+4f7p/uX+7f7j/uv1/GMzu2e6Vme7Tme63me7wVe6EVe7CVe6mVenzeNN603nTe9N4M3ozeTN7M3izerN5s3uzeHN6c3lze3N483rzefN7+3gLegt5C3sLeIt6i3mLe4t4S3pLeUN8zresojT3u5V3ilV3m1t7S3jLest5y3vLeCt6LX7w14g96Q13itt5K3sreKt6q3mre6t4a3preWt7a3jreut563vreBt6G3kbext4m3qbeZt7m3hbelt5W3tTfc28Yb4W3rjfS280Z5o70x3vbeDt5Yb0dvnDfe28nb2ZvgTfQmeZO9Xbxdvd283b09vD29vby9vX28fb39vP29A7wDvYO8g71DvEO9w7zDvSO8I72jvKO9Y7xjveO8470TvBO9k7yTvVO8U73TvNO9M7wzvbO8s71zvHO987zzvQu8C72LvIu9S7xLvcu8y70rvCu9q7yrvWu8a73rvOu9G7wbvZu8m71bvFu927zbvTu8O727vLu9e7x7vfu8+70HvAe9h7yHvUe8R73HvMe9J7wnvae8p71nvGe957znvRe8F72XvJe9V7xXvde81703vDe9t7y3vXe8d733vPe9D7wPvY+8j71PvE+9z7zPvS+8L72vvK+9b7xvve+8770fvB+9n7yfvV+8X73fvN+9P7w/vb+8v71/vH/9jm/4pm/5tu/4ru/5vh/4oR/5sZ/4qZ/5ff40/rT+dP70/gz+jP5M/sz+LP6s/mz+7P4c/pz+XP7c/jz+vP58/vz+Av6C/kL+wv4i/qL+Yv7i/hL+kv5S/jC/6yuffO3nfuGXfuXX/tL+Mv6y/nL+8v4K/op+vz/gD/pDfuO3/kr+yv4q/qr+av7q/hr+mv5a/tr+Ov66/nr++v4G/ob+Rv7G/ib+pv5m/ub+Fv6W/lb+1v5wfxt/hL+tP9Lfzh/lj/bH+Nv7O/hj/R39cf54fyd/Z3+CP9Gf5E/2d/F39Xfzd/f38Pf09/L39vfx9/X38/f3D/AP9A/yD/YP8Q/1D/MP94/wj/SP8o/2j/GP9Y/zj/dP8E/0T/JP9k/xT/VP80/3z/DP9M/yz/bP8c/1z/PP9y/wL/Qv8i/2L/Ev9S/zL/ev8K/0r/Kv9q/xr/Wv86/3b/Bv9G/yb/Zv8W/1b/Nv9+/w7/Tv8u/27/Hv9e/z7/cf8B/0H/If9h/xH/Uf8x/3n/Cf9J/yn/af8Z/1n/Of91/wX/Rf8l/2X/Ff9V/zX/ff8N/03/Lf9t/x3/Xf89/3P/A/9D/yP/Y/8T/1P/M/97/wv/S/8r/2v/G/9b/zv/d/8H/0f/J/9n/xf/V/83/3//D/9P/y//b/8f8NOoERmIEV2IETuIEX+EEQhEEUxEESpEEW9AXTBNMG0wXTBzMEMwYzBTMHswSzBrMFswdzBHMGcwVzB/ME8wbzBfMHCwQLBgsFCweLBIsGiwWLB0sESwZLBcOCbqACCnSQB0VQBlVQB0sHywTLBssFywcrBCsG/cFAMBgMBU3QBisFKwerBKsGqwWrB2sEawZrBWsH6wTrBusF6wcbBBsGGwUbB5sEmwabBZsHWwRbBlsFWwfDg22CEcG2wchgu2BUMDoYE2wf7BCMDXYMxgXjg52CnYMJwcRgUjA52CXYNdgt2D3YI9gz2CvYO9gn2DfYL9g/OCA4MDgoODg4JDg0OCw4PDgiODI4Kjg6OCY4NjguOD44ITgxOCk4OTglODU4LTg9OCM4MzgrODs4Jzg3OC84P7gguDC4KLg4uCS4NLgsuDy4IrgyuCq4OrgmuDa4Lrg+uCG4MbgpuDm4Jbg1uC24PbgjuDO4K7g7uCe4N7gvuD94IHgweCh4OHgkeDR4LHg8eCJ4MngqeDp4Jng2eC54PngheDF4KXg5eCV4NXgteD14I3gzeCt4O3gneDd4L3g/+CD4MPgo+Dj4JPg0+Cz4PPgi+DL4Kvg6+Cb4Nvgu+D74Ifgx+Cn4Ofgl+DX4Lfg9+CP4M/gr+Dv4J/g37IRGaIZWaIdO6IZe6IdBGIZRGIdJmIZZ2BdOE04bThdOH84QzhjOFM4czhLOGs4Wzh7OEc4ZzhXOHc4TzhvOF84fLhAuGC4ULhwuEi4aLhYuHi4RLhkuFQ4Lu6EKKdRhHhZhGVZhHS4dLhMuGy4XLh+uEK4Y9ocD4WA4FDZhG64UrhyuEq4arhauHq4RrhmuFa4drhOuG64Xrh9uEG4YbhRuHG4SbhpuFm4ebhFuGW4Vbh0OD7cJR4TbhiPD7cJR4ehwTLh9uEM4NtwxHBeOD3cKdw4nhBPDSeHkcJdw13C3cPdwj3DPcK9w73CfcN9wv3D/8IDwwPCg8ODwkPDQ8LDw8PCI8MjwqPDo8Jjw2PC48PjwhPDE8KTw5PCU8NTwtPD08IzwzPCs8OzwnPDc8Lzw/PCC8MLwovDi8JLw0vCy8PLwivDK8Krw6vCa8NrwuvD68IbwxvCm8ObwlvDW8Lbw9vCO8M7wrvDu8J7w3vC+8P7wgfDB8KHw4fCR8NHwsfDx8InwyfCp8OnwmfDZ8Lnw+fCF8MXwpfDl8JXw1fC18PXwjfDN8K3w7fCd8N3wvfD98IPww/Cj8OPwk/DT8LPw8/CL8Mvwq/Dr8Jvw2/C78Pvwh/DH8Kfw5/CX8Nfwt/D38I/wz/Cv8O/wn/DfqBMZkRlZkR05kRt5kR8FURhFURwlURplUV80TTRtNF00fTRDNGM0UzRzNEs0azRbNHs0RzRnNFc0dzRPNG80XzR/tEC0YLRQtHC0SLRotFi0eLREtGS0VDQs6kYqokhHeVREZVRFdbR0tEy0bLRctHy0QrRi1B8NRIPRUNREbbRStHK0SrRqtFq0erRGtGa0VrR2tE60brRetH60QbRhtFG0cbRJtGm0WbR5tEW0ZbRVtHU0PNomGhFtG42MtotGRaOjMdH20Q7R2GjHaFw0Ptop2jmaEE2MJkWTo12iXaPdot2jPaI9o72ivaN9on2j/aL9owOiA6ODooOjQ6JDo8Oiw6MjoiOjo6Kjo2OiY6PjouOjE6ITo5Oik6NTolOj06LTozOiM6OzorOjc6Jzo/Oi86MLoguji6KLo0uiS6PLosujK6Iro6uiq6Nromuj66LroxuiG6ObopujW6Jbo9ui26M7ojuju6K7o3uie6P7ovujB6IHo4eih6NHokejx6LHoyeiJ6OnoqejZ6Jno+ei56MXohejl6KXo1eiV6PXotejN6I3o7eit6N3onej96L3ow+iD6OPoo+jT6JPo8+iz6Mvoi+jr6Kvo2+ib6Pvou+jH6Ifo5+in6Nfol+j36Lfoz+iP6O/or+jf6J/405sxGZsxXbsxG7sxX4cxGEcxXGcxGmcxX3xNPG08XTx9PEM8YzxTPHM8SzxrPFs8ezxHPGc8Vzx3PE88bzxfPH88QLxgvFC8cLxIvGi8WLx4vES8ZLxUvGwuBurmGId53ERl3EV1/HS8TLxsvFy8fLxCvGKcX88EA/GQ3ETt/FK8crxKvGq8Wrx6vEa8ZrxWvHa8TrxuvF68frxBvGG8UbxxvEm8abxZvHm8RbxlvFW8dbx8HibeES8bTwy3i4eFY+Ox8TbxzvEY+Md43Hx+HineOd4QjwxnhRPjneJd413i3eP94j3jPeK9473ifeN94v3jw+ID4wPig+OD4kPjQ+LD4+PiI+Mj4qPjo+Jj42Pi4+PT4hPjE+KT45PiU+NT4tPj8+Iz4zPis+Oz4nPjc+Lz48viC+ML4ovji+JL40viy+Pr4ivjK+Kr46via+Nr4uvj2+Ib4xvim+Ob4lvjW+Lb4/viO+M74rvju+J743vi++PH4gfjB+KH44fiR+NH4sfj5+In4yfip+On4mfjZ+Ln49fiF+MX4pfjl+JX41fi1+P34jfjN+K347fid+N34vfjz+IP4w/ij+OP4k/jT+LP4+/iL+Mv4q/jr+Jv42/i7+Pf4h/jH+Kf45/iX+Nf4t/j/+I/4z/iv+O/4n/TTqJkZiJldiJk7iJl/hJkIRJlMRJkqRJlvQl0yTTJtMl0yczJDMmMyUzJ7MksyazJbMncyRzJnMlcyfzJPMm8yXzJwskCyYLJQsniySLJosliydLJEsmSyXDkm6iEkp0kidFUiZVUidLJ8skyybLJcsnKyQrJv3JQDKYDCVN0iYrJSsnqySrJqslqydrJGsmayVrJ+sk6ybrJesnGyQbJhslGyebJJsmmyWbJ1skWyZbJVsnw5NtkhHJtsnIZLtkVDI6GZNsn+yQjE12TMYl45Odkp2TCcnEZFIyOdkl2TXZLdk92SPZM9kr2TvZJ9k32S/ZPzkgOTA5KDk4OSQ5NDksOTw5IjkyOSo5OjkmOTY5Ljk+OSE5MTkpOTk5JTk1OS05PTkjOTM5Kzk7OSc5NzkvOT+5ILkwuSi5OLkkuTS5LLk8uSK5MrkquTq5Jrk2uS65PrkhuTG5Kbk5uSW5NbktuT25I7kzuSu5O7knuTe5L7k/eSB5MHkoeTh5JHk0eSx5PHkieTJ5Knk6eSZ5NnkueT55IXkxeSl5OXkleTV5LXk9eSN5M3kreTt5J3k3eS95P/kg+TD5KPk4+ST5NPks+Tz5Ivky+Sr5Ovkm+Tb5Lvk++SH5Mfkp+Tn5Jfk1+S35Pfkj+TP5K/k7+Sf5N+2kRmqmVmqnTuqmXuqnQRqmURqnSZqmWdqXTpNOm06XTp/OkM6YzpTOnM6SzprOls6ezpHOmc6Vzp3Ok86bzpfOny6QLpgulC6cLpIumi6WLp4ukS6ZLpUOS7upSinVaZ4WaZlWaZ0unS6TLpsuly6frpCumPanA+lgOpQ2aZuulK6crpKumq6Wrp6uka6ZrpWuna6Trpuul66fbpBumG6Ubpxukm6abpZunm6RbplulW6dDk+3SUek26Yj0+3SUenodEy6fbpDOjbdMR2Xjk93SndOJ6QT00np5HSXdNd0t3T3dI90z3SvdO90n3TfdL90//SA9MD0oPTg9JD00PSw9PD0iPTI9Kj06PSY9Nj0uPT49IT0xPSk9OT0lPTU9LT09PSM9Mz0rPTs9Jz03PS89Pz0gvTC9KL04vSS9NL0svTy9Ir0yvSq9Or0mvTa9Lr0+vSG9Mb0pvTm9Jb01vS29Pb0jvTO9K707vSe9N70vvT+9IH0wfSh9OH0kfTR9LH08fSJ9Mn0qfTp9Jn02fS59Pn0hfTF9KX05fSV9NX0tfT19I30zfSt9O30nfTd9L30/fSD9MP0o/Tj9JP00/Sz9PP0i/TL9Kv06/Sb9Nv0u/T79If0x/Sn9Of0l/TX9Lf09/SP9M/0r/Tv9J/036yTGZmZWZmdOZmbeZmfBVmYRVmcJVmaZVlfNk02bTZdNn02QzZjNlM2czZLNms2WzZ7Nkc2ZzZXNnc2TzZvNl82f7ZAtmC2ULZwtki2aLZYtni2RLZktlQ2LOtmKqNMZ3lWZGVWZXW2dLZMtmy2XLZ8tkK2YtafDWSD2VDWZG22UrZytkq2arZatnq2RrZmtla2drZOtm62XrZ+tkG2YbZRtnG2SbZptlm2ebZFtmW2VbZ1NjzbJhuRbZuNzLbLRmWjszHZ9tkO2dhsx2xcNj7bKds5m5BNzCZlk7Ndsl2z3bLdsz2yPbO9sr2zfbJ9s/2y/bMDsgOzg7KDs0OyQ7PDssOzI7Ijs6Oyo7NjsmOz47LjsxOyE7OTspOzU7JTs9Oy07MzsjOzs7Kzs3Oyc7PzsvOzC7ILs4uyi7NLskuzy7LLsyuyK7Orsquza7Jrs+uy67Mbshuzm7Kbs1uyW7PbstuzO7I7s7uyu7N7snuz+7L7sweyB7OHsoezR7JHs8eyx7Mnsiezp7Kns2eyZ7PnsuezF7IXs5eyl7NXslez17LXszeyN7O3srezd7J3s/ey97MPsg+zj7KPs0+yT7PPss+zL7Ivs6+yr7Nvsm+z77Lvsx+yH7Ofsp+zX7Jfs9+y37M/sj+zv7K/s3+yf/s6fUaf2Wf12X1On9vn9fl9QV/YF/XFfUlf2pf19fVN0zdt33R90/fN0Ddj30x9M/fN0jdr32x9s/fN0Tdn31x9c3uTx40ZNmxAYSSM9f/GbqEwTv15txqGsYsRv696v9cYc4wFxhJjhRHrV/0YBzAOYhzC2GBsp441+DX4Nbg1uDW4Nbg1uDW4Nbg1uDW4Nbg1uDW4deusNXr8hHHO+P/+d+rP+vGZ+8HuB7sf7H6w+8HuB7sf7H6w+8HuB7sf7P7G2eB/zMnCHMDnxffUxffUHQB7AOwBsAfAHgC7930OgD0A9gDYA2AP4HMP4HkP4nkPgj8I/iD4g+APgj8I/iD4g+APgj8I/iD4g+APgj8I/iD4Q+APgT8E/hD4Q+APgT8E/hD4Q+APgT8E/hD4Q+APgT8E/hD4DfgN+A34DfgN+E3urjRi+ITx49xR/xvwU9Ab0BvQG9Ab0BvQG9Ab0FvQW9Bb0FvQW9BbfPoWn77Fp2/Bb6fy1bBhGLsYFUbCqDHmGAuMJcYKY2+9fowDGAcxDmFsME79PKoLfhf8Lvhd8Lvgd8Hvgt8Fv4v1u1i/i/W7WF9hfYX1FdZXWF9hfYX1FdZXWF/h8yl8PoXPp/D5FPgKfAW+Ap/AJ/AJfAKfwCfwCXwCl8AlcAlcApfAJXAJXA2uBleDq8HV4GpwNbgan1uDr8HX4GvwNfgafA2+Bj8HPwc/Bz8HPwc/Bz8HPwc/Bz8HPwc/Bz8HPwc/Bz8HvwC/AB+ppZBaqgC/AL8AvwC/AL8AvwC/AL8AvwC/AL8AvwS/BL8EvwS/BL8EvwS/BL8EvwS/BL8EvwS/BL8EvwQfqayQygqprJDKCqmskMoKqayQygqprJDKCqmskMoKqayQygqprJDKCqmskMqqBh/prJDOCumskM4K6ayQzgrprJDOCumskM4K6ayQzqoGvx/8fvCR0AoJrZDQCgmtkNAKCa2Q0AoJrZDQCgmtkNAKCa36we8HfwB8pLRCSiuktEJKK6S0QkorpLRCSiuktEJKK6S0QkorpLRCSiuktEJKK6S0QkorpLRCSiuktEIqK6SxQhorpLFCGiuksUIaK6SxQhorpLFCGiuksUIaK6SxQhorpKtCuiqkq0K6KqSrQroqpKtqsF6D9Rqsh3xVyFeFfFXIV4V8VchXhXxVyFeFfFXIV4V8VchXhXxVyFeFfFXIV4V8Vb18bcFvwW/Bb8FvwW+n8mlYnoweP36H4duM32XkiPE7boOfDmFsMOKvkZ6E9CSkJyE9CelJSE1CalK3wlhj7Mc4gHEQI7hIVUKqElKVkKqkVLzt+EnbjBw7fld504hWQrQSopUQpYQoJUQpIUoJUUqIUkKUEqKUEKWEKCVEKSFKCVFKiFIifGhEKiFSCZFKiFRCpBIilRCphEglRCohUgmRSohUQpQSopQQpYQoJUQpIUoJUUqIUkKUEqKUEKWEKCVEKSFKCVFKiFJClBKilBClhCglRCkhSglRSohSQpQSopQQpYQoJUQpIUoJUUqIUkKUEqKUEKWEKCVEKSFKCVFKiFJClBKilBClhOgjRB8h+gjRR0PD3EmjR04a3vU32GnimLHjx+F9woJoSNs7jR7TdcfvOHLU8N7v8N5wGCAcBgiHAcJhgHAYoKEeC+8NdkWwK4JdEeyKYFcEuyLYFcGuCHZFsCuCXRHsimBXBLsi2BXBrgh2RbArgl0R7IpgVwS7ItgVwa4IdkWwK4JdEeyKYFcEuyLYFcGuCHalsTc09obGXtDYCxp7QWMvaOwFjb2gsRc09oLGXtDYCxp7QWMvaJRVGmWVRtmkUTZplE0aZZPG3tHYOxp7R2PvaJRNGmWTRtmkUTZplE0aZZNG2aRRNmmUTRrlkka5pFEuaZRLGuWSRrmkUS5plEsa5ZFGeaRRHmmURxrlkUZ5pFEeaZRHGuWRRnmkUR5plEca5ZFGeaRRHmmURxrlkUZ5pFEeaZRHGuWRRnmkUR5plEca5ZFGeaRRHmmURxrlkUZ5pFEeaZRHGuWRRnmkUR5plEca5ZFGeaRRHmmURxrlkUZ5pFEeaZRHGuWRRnmkUR5plEca5ZFGeaRRHmmURxpNDI0mhka5pNHE0CibNMomjbJJo2zSKJs0yiaNskmjbNIomzQ8S6Ns0iibNMomDd/S8C0N39LwLQ3f0vAtDd/S8C0N39LwLQ3f0vAtDd/S8C0N39LwLQ3f0vAtDd/S8C0N39LwLQ3f0vAtDd/S8C0N39LwLQ3f0vAtDd/S8C0N39LwLQ3f0vAtDd/S8C0N39LwLQ3fytH2yNH2yNH2yNH2yNH2yNH2yNH2yNH2yNH2yNH2yNH2yNH2yNH2yFG45SjcchRuOQq3HIVbjsItR+HWTK05ukNT3+eUsYtRYSSMGmOOscBYYqww1hj7MQ5gHMQ4hLHBCH4X/C74XfC74HfB74LfBb8Lfhf8Lvhd8Lvgd8Hvgt8Fvwu+Al+Br8BX4CvwFfgKfAW+Al+Br8BX4CvwFfgKfAU+gU/gE/gEPoFP4BP4BD6BT+AT+AQ+gU/gE/i971+Dr8HX4GvwNfgafA2+Bl+Dr8HX4GvwNfgafA2+Bj8HPwc/Bz8HPwc/Bz8HPwc/Bz8HPwc/Bz8HPwc/Bz8HvwC/AL8AvwC/AL8AvwC/AL8AvwC/AL8AvwC/AL8AvwC/BL8EvwS/BL8EvwS/BL8EvwS/BL8EvwS/BL8EvwS/BL8CvwK/Ar8CvwK/Ar8CvwK/Ar8CvwK/Ar8CvwK/Ar8Cvwa/Br8Gvwa/Br8Gvwa/Br8Gvwa/Br8Gvwa/Br8Gvwa/H/x+8PvB7we/H/x+8PvB7we/H/x+8PvB7we/H/x+8PvB7wd/APwB8AfAHwB/APwB8AfAHwB/APwB8AfAHwB/APwB8AfAHwB/EPxB8AfBHwR/EPxB8AfBHwR/EPxB8AfBb8GZmofdBjnTIGca5EyDnGmQMw1ypkHONMiZBjnTIGca5EyDnGmQMw1ypkHONMiZBjnTIGca5EyDnGmQMw1ypkHONMiZBjnTIGca5EyDnGmQMw1ypkHONMiZBjnTIGca5EyDnGmQMw1ypkHONMiZBjnTIGca5EyDnGmQMw1ypkHONMiZBjnTIGca5EyDnGmQMw1ypkHONMiZBjnTIGca5EyDnGmQMw1ypkHO9OqMBjnTIGca5EyDnGmQMw1ypkHONMiZBjnTIGca5EyDnGmQMw1ypkHONMiZBjnTIGca5EyDnGmQMw1ypkHONMiZBjnTIGca5EyDnGmQMw1ypkHONMiZBjnTIGca5EyDnGmQMw1ypkHONMiZBjnTIGca5EyDnGmQMw1ypkHONMiZBjnTIGca5EyDnGmQMw1ypkHONMiZBjnTIGca5EyDnGmQMw1ypkHONMiZBrnRIDca5EaD3GiQGw1yo0FuNMiNBrnRIDca5EaD3GiQGw1yo0FuNMiNBrnRIDca5EaD3GiQGw1yo0FONMiHBvnQIB8a5EODfGiQDw3yoUE+NMiHBvnQIB8a5EODfGiQD01/j4vPiXxokA8N8qFBPjTIhwb50CAfGuRDg3xokA8N8qFBPjTIhwb50CAfGuRDg3xokA8N8qFBPjTIhwb50CAfGuRDg3xokA8N8qEZBH8Q/EHwB8EfBH8I/CHwh8AfAn8I/CHwh8AfAn8I/CHwh8AfAn8I/CHwh8AfAr8BvwG/Ab8BvwG/Ab8BvwG/Ab8BvwG/Ab8BvwG/Ab8BvwW/Bb8FrwWvBa8FrwVv6rm12yJ3W+Rui9xtkbstcrdF7rbI3Ra52yJ322G99foxDmAcxDiEscE49f23yN0Wudsid1vkbovcbZG7LXK2Rc62yNkWOdsiZ1vkbItcbZGrLXK1Ra62yNUWudoiV1vkaotcbZGrLXK1Ra62yNVW9Xj4fMjVFrnaIldb5GqLXG2Rqy1ytUWutsjVFrnaIldb5GqLXG2Rqy1ytUWutsjVFrnaIldb5GqLXG2Rqy1ytUWOtsjRFjnaIkdb5GiLHG2Rmy1ys0VutsjNFrnZIjdb5GaL3GyRly1yss176+L9Ixdb5GKLXGyRiy1ysUUutsjFFrnYIhdb5GKLXGyRiy1ysUUutsjFFrnYIhdb5GKLXGyRiy1ysUUutsjFFrnYIhdb5GKLXGyRiy1ysUUutjhvtThvtThvtThvtThvtThvtcjNFrnZIjdb5GaL3GyRmy1ys616PHxe5GaL3GyRmy1ys0VutsjNFrnZIjdb5GaL3GyRmy1ys0VutjhvtThvtcjRFuetFnnaIk9b5GmLPG2Rpy3ytEWetsjTFnnaIk9b5GmLPG2Rpy3ytEWetsjTFnnaIk9b5GmLPG2Rpy1ytEWOtsjRFjnaIkdb5GiLHG2Roy3ys0V+tsjPFvnZIj9b5GeL3GyRmy1ys0VutsjNFrnZIjdb5GaL3GyRmy1ys0VutsjNFrnZIidb5GSLnGyRky1yskVOtsjHFvnYIh9b5GOLfGyRjy3ysUU+tsjHFvnYIh9b5GOLfGyRjy3ysUU+tsjHFvnYIh/bFrwWPORji1xskYstcrHt5WILTgtOC04LztTzqxo2NT+njF2MCiNh1BhzjAXGEmOFscbYj3EA4yDGIYw9bhtuN2bU5Akjtx0+cfTUH3WB6BbJ5HHbjpwwccT4Kb/eZmyy8+Txk0ZOGLnLlB+N3BZ/004dFUbSwcjdRowdvuOUv8dPAMp7I/6yxAcu8YFLfMAS9BIfsMQHLPEBS3zAEh+wxAcs8QFLfMASvAqcCpwKD7bCg63ArcCtwK3ArcCtwK3ArcCtwK3ArcCtwa3BrcGtwa3B7R+WjBg/dvy4HcePGzlp+ITd8VNljx0zYTj+BW+tv3B3Gjlxyl/hX/HO+vHO+vvtbcePG2U3kyeMx0/wnvrxnvrx7Afw3gbw3gbw3gbw3gbw3gYAHgBpAKQBPIMBrD9VtKqLzdmdWnRNGQuMU59lVw0LRk6cNGbH4ZOwf7pTyxjV1VhBN/5/z2H0mAnbBpN2Hf+/ycSpv8qxeI5Fcyw69cQ8Zawx9gdTlhg5ZtToSaPjSaMnjMR8YrTdmF1683jilG08Dv+C1019OLjuPWXUwfAJE8bvOnbkdpO8/80m7xT+b5zw38um/nLb8buOmzrbZsqbDfBn246bukSNt1rjrdZ4q3Ud819uM3Hk/3445Q2E4ydMGj1+1Phxw8fGY8ZN+k9mIyaNGT8uGrnz5DG7DB87ctyIkc7o8ZMnjkymqHDs+FFjRgwfO278pPC/Px41YfjYSTvxdJtJ/1sV/11b4b9rTxkVRsKoMeYYC4wlxgpjjbEf4wDGQYxDGBuMU58m/ju3wn/nnjKCX4LfYL0G6zVYr8F6DdZrsF6L9Vqs12K9Fuu1+Dxt66835VDw3z//TbqYDOMJ9SaqN9H/TdyV1RTvIHflbpXrqUPedUeMmTBi7NTvKR8c/N9PicLxO40ct83ksWNHTn3WJSyrhGWVsKwSllXCskpYVgnLKmFZJSyrnNrLUIP47gbx3Q3iuxvEdzeI724Q390gvrtBfHeD+O4G8d0N4rsbxHc3iO9uENY7COsdxOcYxOdAb7K/5LHCWGPsnzpOPSNNGf/3flv0ItuG/11hpKnjlO9ozeE7jlxj5JLDepNub6J6k7w3KXqTsjepepM66L18GM+6PFM8I55pnuU8K3hW8qziGTMUMxQzFDMUMxQzFDMUMxQzFDMUM4gZxAxiBjGDmEHMIGYQM4gZxAzNDM0MzQzNDM0MzQzNDM0ra14555VzXjnnlXNeOeeVc14555Vzfvc5M3JmFMwomFHwygWvXPDKBa9c8MoFr1fyeiWvV/J7LnnlklcueeWSVy555ZLfc8mMihkVMypmVMyomFExo2JGxStXvHLN69W8Xs3r1bxKzavU/E5rXq+uQ9bRMJl2ZapkSjLVMs1lWsi0lGklU6F1hdYVWldoXaF1hdYVWldoXaF1hdYVmhKaEpoSmhKaEpoSmhKaEpoSmhIaCY2ERkIjoZHQSGgkNBIaCY2EpoWmhaaFpoWmhaaFpoWmhaaFpoWWCy0XWi60XGi50HKh5ULLhZYLLRdaIbRCaIXQCqEVQiuEVgitEFohtEJopdBKoZVCK4VWCq0UWim0Umil0EqhVUKrhFYJrRJaJbRKaJXQKqFVQquEVgutFlottFpotdBqodVCq4VWC028RImXKPESJV6ixEuUeIkSL1HiJUq8RImXKPESJV6ixEuUeIkSL1HiJUq8RImXKPESJV6ixEuUeIkSL1HiJUq8RImXKPESJV6ixEuUeIkSL1HiJUq8RImXKPESJV6ixEuUeIkSL1HiJUq8RImXKPESJV6ixEuUeIkSL1HiJUq8RImXKPESJV6ixEuUeIkSL1HiJUq8RImXKPESJV6ixEuUeIkSL1HiJUq8RImXKPESJV6ixEuUeIkSL1HiJUpcQ4lrKHENJa6hxDWUuIYS11DiGkpcQ4lVKLEKJVahxB+U+IMSf1DiD0r8QYk/KPEHJf6gxB+UmIISU1BiCiSmQGIKJKZAYgokpkBiCiSmQGIKJKZAYgokpkBiCiSmQGIKJKZAYgokpkBiCiSmQGIKJKZAYgokpkBiCiSmQGIKJKZAYgokpkBiCiSmQGIKJKZAYgokpkBiCiSmQGIKJKZAYgokpkBiCiSmQGIKJKZAYgokTkDiBCTyJ5E/ifxJ5E8ifxL5k8ifRP6U/z8I+RQifxL5k8ifRP4k8ieRP4n8STRPonkSzZPUDyT1A4nmSTRPonkSzZNonkTzJOUBieZJNE+ieZLygET+JPInkT+J/EnkTyJ/Es2TaJ5E8ySaJ9G8FqFrEboWoWsRuhahaxG6FqFrEboWoWtRtxZ1a1G3FnVrUbcWdWtRtxZ1a1G3FnVrUbcWdWtRtxZ1a1G3FnVrUbcWdWtRtxZ1a1G3FnVrUbcWdWtRtxZ1a5G0FklrkbQWSWuRtBZJa5G0FklryXkt6tYS7lrUrUXdWtStRd1a1K1F0lokrUXSWiStRdJaJK1F0lokrUXSWiStRdJaEl2LurWoW4u6tahbi7q15LyWnNeieS2a16J5LZrXonktmteS81rkr0X+WuSvRf5a5K9F/lrkr0X+WuSvRf5a5K8l/bU4gRYn0HI60GIKWkxBiynkUgjk4g+5+EMu/pCLP+TiD7n4Qy7+kIs/5OIPuRQCuVhFLlaRi1XkYhW5WEUuVpGLVeRiFblYRS5WkYtV5GIVuVhFLlaRi1XkYhW5WEUuVpGLVeRiFblYRS5WkYtV5GIVuVhFLlaRSyGQi2vk4hq5uEYurpGLa+TiGrm4Ri6ukYtr5OIaudQEuRhILgaSi4HkYiC5GEguBpJLeZCLl+TiJbl4SS5ekouX5OIluXhJLl6Si5fk4iW5eEkuXpKLl+TiJbl4SS5ekouX5OIluXhJLl6Si5fk4iW5eEkuXpKLl+TiJbl4SS5ekouX5OIluXhJLl6Si5fk4iW5eEkuXpKLl+TiJbl4SS5ekouX5OIluXhJLl5SiJcU4iWFeEkhXlKIlxTiJYV4SSFeUoiXFOIlhXhJIV5SiJcU4iWFeEkhXlKIlxTiJYV4SSFeUoiXFOIlhXhJIV5SiJcU4iWFeEkhXlKIlxTiJYV4SSFeUoiXFOIlhXhJIV5SiJcU4iWFeEkhXlKIlxTiJYV4SSFeUoiXFOIlhXhJIV5SiJcU4iWFeEkhXlKIlxTiJYV4SSFeUoiXFOIlhXhJIV5SiJcU4iWFeEkhXlKIlxTiJYV4SSFeUoiXFOIlhXhJIV5SiJcU4iWFeEkhXlKIlxTiJYV4SSFeUoiXFOIlhXhJIV5SiJcU4iWFeEkhXlKIlxTiJYV4SSFeUoiXFOIlhXhJIV5SiJcU4iWFeEkhXlKKl5TiJaV4SSleUoqXlOIlpXhJKV5SipeU4iWleEkpXlKKl5TiJaV4SSleUoqXlOIlpXhJKV5SipeU4iWleEkpXlKKl5TiJaV4SSleUoqXlOIlpXhJKV5SipeU4iWleEkpXlKKl5TiJaV4SSleUoqXlOIlpXhJKV5SipeU4iWleEkpXlKKl5TiJaV4SSleUoqXlOIlpXhJKV5SipeU4iWleEkpXlKKl5TiJaV4SSleUoqXlOIlpXhJKV5SipeU4iWleEkpXlKKl5TiJaV4SSleUoqXlOIlpXhJKV5SipeU4iWleEkpXlKKl5TiJaV4SSleUoqXlOIlpXhJKV5SipeU4iWleEkpXlKKl5TiJaV4SSleUomXVOIllXhJJV5SiZdU4iWVeEklXlKJl1TiJZV4SSVeUomXVOIllXhJJV5SiZdU4iWVeEklXlKJl1TiJZV4SSVeUomXVOIllXhJJV5SiZdU4iWVeEklXlKJl1TiJZV4SSVeUomXVOIllXhJJV5SiZdU4iWVeEklXlKJl1TiJZV4SSVeUomXVOIllXhJJV5SiZdU4iWVeEklXlKJl1TiJVVe+aPG7r7T6KoY1pt0exPdm+SYlL2/KXt/U/b+puS/KTGpen9TUW/S+5uK/6bGpMbf1MOG9Sbd3kT1Jvw3ujfJe5OiNyl7k6o3AaLu9v5Y9VZWvZVVb0HV+xvqsYh/0luZegvq3jq6t47uraN7r9K9N6Z7L9e9N5b3XpX3WHnv5Xnv5Xnv5Xnv5Tm/vPc2el9c3fvi6qK3ctFbufdV1r2vsi56Kxe9lYveykVv5d7XXfe+7rrsrVz2Vu5tgLq3Aeqyt3JvJ9Rlb+Wyt3LVW7m3Seqqt3Jvt9RVb+Xetqmr3sq9/VNXvZV7G6mueyvXvZXr3sq8x+reynVv5bq3ct1bue6tXNfB/yb/3Q3kWZdnimfUm2nNs5xnBc9KnlU8Y0bOjJwZOTNyZuTMyJmRMyNnRs6MnBkFMwpmFMwomFHJrEf775Jub9blmeIZ8UxekfOs4FnJs4pnvffXJWYQM4gZxAxiBjGDmEHMIGZQj6H4tYpfq/i1il+r+LVKXquH8azLM8Uz4hkzeB8o3geK94HifaB4HyjeB4r3geJ9oHgfKN4HiveB4n2geB8o3geK9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ebnyQGOdkVuijkS5qSoN5JHmqO2hWuMRa7EclnCL/Ypc1Nir+81zsB8E3MksD3M9fBXPZZ4dnmH49Wqr1L+YfUHHEO5R787344bCil3sfpiOeaerPXqZyQufUCvV/fPyDnrflBl3pMDPeY0VohzdUZlXi6vzb1V6rfivGI+s5grc22OTDN9r+gm4xvhL9GHRT+2QLlYaFr9Ipdk3b5jtmiE4WUo/85WuxLI0TmfB0vEuop9iHN2D6vz3Ep9p9v9b1Tm6oWKbKSTvBzrnHF9BrrtMfbhv6FHBzvJ6wXoif8mQO6Dfs1pk39gPpK6Tw6GZ3K2mXvGbK1G8rHketNLxJ9wK4xhOksR1yXrHDvy52Lv22rDoJ5HDidrnAfUMNcwx2DnEsOiPxvktK/TfXbZ9fo+ybc/495WcDvuU6j5uTyWZa6VvijGTm/XfpK1yjUqBbt2xXkmTxTJ/A7t4TnAaU650wybMxy3f7TjTr63A9rqN7Jz/dLlbqLsLZtU678JwGiTE6Sc66dcuAB9yvVZ2ollirrNfraQ3OKz8PGCHr46zp+d+sW1XWC+K4zojKpNkPYvroDz8PQKcB6YHxitMju/BOdqsqnVh1V9Fdc4ZH2DYxzXN5iz6rW+QR/wbadr6U/oM3F9Q9Y0uMaxSa/R/hYce14rZC8J14IaraDtJdryA2sMgwbuidlo+LnhNQrmH9h3okerzQ4MGIYbmNNgjucuhdj3G9rjBPnOatPH60s74v9O0VI22pgr7duDrszV3WCwY8bAWeJkDU7wNUXRD6t1XAjGWLIP6MbSV8n9T5TfbJxbAa43LjMMN8R7tndNsE3hHlWkweAVyVWKeB7hgyKZbTjKMGRYo0h/2gpZG4yxzk8M1fNtameqSE4u+yhw7euttr7AfQr0f3fZvOAaLTn3bTi+x+maIfWce064f4J7r9D2lOvwtM+rbP393Tpf+W7/vwDXBLkXgz76GJ1HGX0g1xwPN7tC3eX6NZ5poH+a8AVc3wzg1Tn3bk5SO1LYiE7ctRJTZHcYV1hV2g9+I76b95jTy0ZYuZqdqtujyLmLb51vfv1Y7QN/Svl83W6J7WHcmjvZ1+ahM/4Qp36bvpYxOfQ75f4A2Aj/LT0nT2M/M4fl3+RkPVn8s3GoAtUYqZrj21lMNLcdLXyrS4xDPhPRFt/U2208qK+4pY+YJcayLTFJjEsq/kk44RQrM1P7S/qdObIv2zhG+3Ga6fqA2ZB6XFKNVWAHub4u9n6eoRKTyPHptga7s/gh5j12FjdsVnDtN+6HDItaQb5dv/abuP58PX436hHXGgo8Zb7fZPXnx5mkHx/lJAdYvU5OI+fx+tZSyjOce9yX1KisZQ2zeyP0+Ta+srUV3BdJiO2o54EWV0AbdrpypQC+wH18ErPA1uSXVPBI7Ry2Lce7Gi8AEJs1ER81X4XjI/Va82DNgzfImY9XNGGTm7CbjcV2jnY2YV8az5b/Rt90UW88F3y6k33vBlkz7IF+3tNvLq0beuXFCn9Cm77sV5SLe5crcgZ9QNZfe6Cv90yp4IraOfF+4BZFAzyhQZ1+0s6/D9wOjAVSw2PQV8TUjX3tfAfOEd82zi79ULFOXj3nWivXV+P66XD1p1w3lfOX6nqqrKHGNdJ9lFPJ2uhEXSflminXSaNt4P8h0v2c5LIY5zNfIWNKrgjeyT2Ysq+fe4PAN8iF5L8DzImC7+Zcy7jZbMJbbKxma1nGepLneNreNUpB3ZKczVrla6Kv9P/Mk4x2LbxR5s4xipjnEV2IuZ6qPjIHc2EFW9TWSY7mOKv/em1fhjhD9meCf4d3AOuVM5EXkk/Lfs9dbT2O/PqziroNj7EJ1/jZVxnXMz4NZLhGLsO1O+Z+wMkbt2g9WZaQfMVKp7xnfAW8NkptuOwVm2F2e0i/FRiH3GNlP+P0vxQfLX2H7E2Nz1Dyf19fdPo/kXh9vn3jPptjMT6N9dnP4q8Ndn24jesn7btcR2R8fpXV8WTX88e9loHrMYitZc/4qU73jw/vbm+72bxqDqHbnH7+9/vzo65UOYfEx8zBVtcPRivvlzXec1WHI1q41hZX7N+QObxR7UTBfUYZVmt52ctxvz6f4705uH9jf7O5gyaZo+KaB/9DAXsicTr3Zd1u1wjwmOwnarvlvyD3a53DcrU/IperXfO0qT90+n9NrrNOsGsE4g/uRZb/kTEP/5jaO7HdtThO9ncxB32Byf1b+0z2cDEPwbzoxWav7b+1skf1e2rnZb8e/39gexHZz9xfn5+pZeNe85xrre90xf8G4n8H+L8BsakDHM3/B86vdsR4nO3Va0yWZRgH8P/1PLzcIueTiMp7388Dr0cUxbORp0AQz6KSIqeUUDwAApKIHAQPOTM/9KVyprXCzLXlqrXS2Qc7uVZtzZqRM19473dzlZnMciRXD+ic5azNrW9d2324PtzX7v0+XBcAE7fXEJCzw3XIyagvD3A1AbTaSQRWYyYacAJn8C2YiExykaAgCqZQCqdIiqZYiqN4GkwJJMmiRPLQMBpBo2g0pdA4Gk8TaQpNozSaTjNpNqXTHJpL82gBLaIllEPLKZdWUh7lUyGtoRIqpfW0gTZROVVSFdVQLdVRPd2kbrplxBnxxqdmuVljNpj7zP3mUfOLgN2u6LAZCefcje5md4v7Rfdh9zX3TRkrE2SGXCBz5UqZJ/PlDvm2PC3Pyq9lu7wqu2SPCle2GqrGqglqmpqu0lWhqlQH1HPqHfW+Oq0uWi4r2oqzlGVbQ60xVqq10Cq0Wq3nrWO2YQfa4XaUHWsPsqU9wh5lZ9nFdkmikRiRaCVVJXV54DE8IZ4IT4xnoOeo5w3P554vPXpYY/LG5NoxcW2D2qzugJ7EHmZ2tBXycBRvOrqXHlJ38t90sx6gW/xA3YZeXWJHd7Bxzqw268xWR/eA+Yr5VcBeRxcJPX26uxzdI+7rEnKgVDJLLr6jWyib5LvyjPxYfiMvyl/lDQUV5eimOLpTVZqjW6AqVLU6qI6o9+7qDrhHd4GVY7VYB+/qRvbpuu/oFtlr+3RVUlHSlST+i+5xz7k+3a3JRcnVjm5cm+pGj+rV5Q7+jNv4NX6W9/Ie3s27uJVbeCc3cxM3cgPv4HreznW8jZ/iWt7KNVzNVbyFK7mCy3kzb+KNvIHLeD2v41J+kkt4La/hJ7iYi7iQCzifV3Mer+KV/Djn8gpezss4h5fyEl7Mi3ghz+d5nM1zOYszeQ5ncDrP5DSezJN4Ik/g8Zx6Q/gz/TH+aH+UP9If7g/zh/qF3+U3/aRZ9+hb+g/drW/q3/Vv+obu0tf1Nf2Lvqp/0le0V1/S7fo7fV6f0if0cf26PqwP6Rf0dr1MZ+oM/ahO01N1qk7RsTrS97Ovw3feV+/b5qv0Vfg2+8p8pb4CX75vlm+kb3jn/s7GzoqOVO8p70nvW95j3le9L3tf8sZ5wy9fu3z18oUfstvL2tdcOFv0UdGHId6gT/r9eLtj/B//UQQa/XsPwn3OBOPOzcA/x+2XJgLgQqDTx/shCP0RjBCEIgzhiEAkohCNGMRiAOIwEPEYhMFO90+AG9LpSxZsJD7U/5PgwVAMw3CMwEiMQjJGYwxSMBbjkIrxmICJmITJmIKpmIZHkIZHMR0znEkzC7PxGNKRgTnIvK/ueqxDGTZiAzahHJWowBZUoQbV2IpabMN21KHemVY7sBPNaEGrCMUKzEU2FopwZ5KVYhkWiwKswiKxr7eg2IVcsV88g/nIEw2iWTQZXWIvlqDIuIjNaEIJspAjWvG9eFo0YimKRcQ9/zkpIEgEif7CJQLRKD7AHqdmvMgWMSJWdIhOEYZ8IUSwiPpXsyNGsKGw3BhiJBhuFBiWIY2QPwFT4cFneJx9VM1u20YQ3qVkWZVilE4dQwAPWXYjwYakqkDc1HVVmxW5ilw1rWUpwNLogZQlQ775lEPQAr7VoNt3WboX+ZYX6Dvk0GNzzDmdWZKCZbQlCGnmm79vZnbpOFP5cjQ8Hhz9+MOL7/vfHfaed4Xndr51Dva/aX+999Xul8++aH3WbGzVqk/4p48rG+vmx2vl0kfF1cJKPmdQ0hC8GzBVC1S+xnu9Juo8BCC8AwSKAdRd9lEs0G5s2dMBz7N7nk7i6Sw8qcnapN1sMMGZ+tPjbE5PBhLk3z3uM/VOyy+0nK9pZQ0U24YIJiozjykaMKG6r2aRCDzIF5dLLnenpWaDxKUyiGWQ1Ba/iOnWPtWCsSX2YoMU17CsylVFOFFHAyk8y7Z9jRFX51IFV63qXOwcOZNrFjfeRL/NTTIO6g8mfBL+JFUuhKAoJ6LoV7VeV9vcU9uv/6pAy1PV4J5QdQ7J+seLAlStVE3OovcEyPN3fy8jYYoUquZ7giK2uBgT2DOZADdgCP3ZNnK5njtkDIq6HMhEZ2Rs3RCnVfeVEaDlTWZ59BItl5llER5wG1clgvR9NauoyzFrNmD6+q3CC3amcrVgfDrD/3Aacc9L5jaSyvFAcMK0VxF/3gL/MIAmznEMA6la/EJt8E7iAADDHZwPpQ5Jw9SGq0hwmkaplvCQFxNR4CUEMRcfyFvy9MPbeIdZfzwlO8RHHmrThaXURCQnZ+pxYE3gfJ4xadnK8WF8PpdTH7fETbX9FsrZuqKOgt7ueWfO2PlqtcikYeV83BYArAs/vNMGgwnr0iputNNmklokc4MqqQdKS3lAyVXdHppyGOr2LNu3k+d/KFkpp5WqKt7JZQKw4JTU+U9qiTcS2mZi6t0huJR0JSWYZvt3ngbOIi0MEUVcZy8z5apwcwEzII2GcIsVpsgRk3zKfQ5nyDmS2BvOWu+3P+T9wYnU205PyWhJS+y7C1sqKcOFA9itW9lOtf5c6wu1d898mJlZVOT9YYSZeZqQMLg+0HGhdhhe7z7cgXvZhU8b74acmawbhfMPl+ModpzoQgSzPczBDycRH8q2pakdy1+s11jqIenT/qjTbMCHpxNzejWIHXo1PJG3JiHsaiRvDGq4QcePn4BN3jJCHI0aiCKICkMFMx2DUtT+1q1DyKW25jWg9dM5JRorZhglp3MjwcwMMwDLJ5ijMXxgQ5UZzBe+tYJNcDc/+7Mo8PFmkU3YI7xUUb5PlMH3Y2oUHqgSn3ZUmXcQP0D8IMELiK/CqaCbFKYpZjybFRezcHpDKH30Cd+NKVl/1vwHjezWIgAAeJxljttP01AYwHtaneiLPhFCsnwExJcaIT5olAcbTFawioztU1h1TEFuSRm0QGVamVMmGhATfUDjnInTlybYgiaz3rDe0OjwQcHLk/4jtWPAg56c8/1+3+XkHO7Wxj8ZB36bDvy60Q8/lnbAz8Vu+P41BUuL2+Hb4m74kiuFhVwXfM5Nw6dcHDbniAQ54qLm43wCPsyPw/v5XfDOboC3djO8sVvhtd0Br2wJ5uw4UPYWu8xmpDK72qbzSucrdE2ZTV5a2+CFtReeW03wzJLgqaXAE+sCZK1haLRI1pmbtWIJ3zK7egvEUIG1vjw5x6ra6XtsCvDIPA6zZhvMmD1gmCo8NBMwbYrwINMP9zMxuJcZh3TKC3dSe+B26jrcnEKYGq+GK+QyjjIsXGR4SIhxPK/HcUTU8JyuYZVGqrR9WlRLawuao3mGRRVP6yqCOqmmVUYlMTwrxvCMHsO+GBkTk3hJTyIkJ5PpJJNkZGwcigzRQ670dkhoSKRVikojEiO5lQFRRkWXkZMjcp8cl9fJdBT7xSj26VGMegj0uJ/q5juxS+/EDr4dT+nt2MafxBN8BLkIOcaHUNRDXD0edQeP8EFEPYgB3o9Nuh/9Hh8c5huwgamEQ7yAB3UBD/B1WK/XYR3NAs/70EdY2Fq+CSrKS4BiSFGWULPFZD3JkmtmMMCyQnaD0yQYRY2iQcaMykA+cv6Q4RkzKAyJzSYhV1tmSgm9P1gh+EOFfHRigqr1CoY30Gzc9bYIRtwVLi+OK5TXLKZqW8IK+/9S/nFFyVNZSdw9sNYm7qFWyK44y672yWBYGRhcfWN5zi0UcmrtMmFLwn8BdMgYjwB4nJ2QzytEURTHP7y5M00vo2nWlv4Fyg4LQimMjYaShjA1wowfhVhMJouRBaEpKRaS7N5G2cnW0v9ASTZq3vN9d2ZhPadu95zvj3PuPbGqyTmef4LCJGrvNBMDTFPgmjFWm/I3whRwnUeipCD4DT78Gx3PJP4h9p2RDiHJuieIB59SpCzWblVfocr3nD6i1uvWXoT+iOt04qrbgi7V362lMK87YlX/wb+1rBvpbrnQHsbpoZcRJvS3NDMssaN6SPksW7qnWGadffoZZlJ8lpx2sMul9vDMm5xpOefJU5SzRIVT7nglw5yUa2xT5oonFlhRvwOOOBOfafS5151nkz0OOeZczKC4cOKo9BvqUWZR0yryFcma5B9Db2I5AHic7cItDwFxAAfgc+7v5XDe346ZmSD4ACYIJgmCYIIJdkEwH8NM8Akk0cSbLJgJdlkUJEEywcycw85wBYHtt+ehKCr5oKBLyJo6UbGmOUWbXukFJsC0iY9EiEAa5GjIaZob88aJqWiSzBk2yrbYqSUmK1h21qp1asvaxhzPDe1xe8dBO0Rnytl/MAAAAAAAAICvk1Qu5knyBQH+wP7M3dV08FTu9K62z7xZr3jj4xRpTX3ZQuUv+WeqgEtDTbG8CNbvDK52r/B5XgKAT4TKb9iENuHRh44AAAAAAL/pBCcnPzEAAHiclXsJeBvXde7cOxswgwFmsK/EvpAgARIgAYIbIHEFN3EVtZHUSu2SZVmr5d3WYnmPLS9pYjemvDR1bNKNbdHPX75Saqo6VdSmapp8idV+aV66qk5ekqaxROjdOwC4SHL7nmByFsLAWf5zzn/OvUNAooUg4GZ6mCAJlohMASLaMM1Sr12LTTH0TxumSYhOiSkS36bx7WmW+ccbDdMA349Lbsnvltwt0JXzgZdy2+jhL77ZQl0iiJs3ib6bP6FX0UkxyDUSOngCH0maICSWtYBjBEG40HcRH938x6n1GpdrigLGgDc7nckwgbta12+r1VZXExT6nF9RN+kOYojYRhwj7iM2ZFLZ/YdpimtpqS6xrKGahqe58Wm9dyrK6aNRPUc2bZ8msvurSw5b1rCaPWd7e0pLNamzLT2bJzVE9Fr6mjYVRb9MKRC9dsGUikaj4jX8kkypuIRuV1bpqptgMkLWoEM8VgINejVkS0hTE9kICrccIH8vHkuUAPR30uuJwKB8oHT6EojeW1MdgV6PGpLoMh6TPxC9gTxqz+zoKav3i4HhUxt7D/SG/EMnNvpXrd8cMwfsGlpl0mpMGoXBn3DHuxIenpN4BlCczaqrXDZSF1o9sb+5aefq1qjld6I75unf01xiivUm6/urTYf82d3tlSN9bSW1uyfGQvW9Uf0XoDOxeXxttG5db5uvbtdQPNAynqrbsG4sEdm8ZVOFs3dkXTSoVClIwKgFfcP+XRvLSpNIZFrS6cwqBaMJZGK+xgqLsayxex2pLWlqWVEZ6e5oL3XVR+zO6uVz2tRYa0DvrbRXbd+5I+5v7+ggH0deBcTzuW+Cn9InCS9hzais7xLiuww5bXDyjxHpKIjO/fDaD69VVgEGmVZrKgFqIJsvb/FkE4ktDH68Zf2m9RRQ6iWVTsORicGUw1U/GAeMyiBpdDygt/5lbuhv/ja38rJSUFKQYunNf/Wjq/v2Xf3xDyZImiZphUDIspxAslxGsrgJe0YgprUG+l2N812DlcsLg0QRZWmwR2UPgkQyoa2phsFA3tkmoxZcdqQGEiSn0am0eiWkNmzcsJkEvE4jGgQaThyF5n1Xf/RXm2kWCYLEuQT++G//BvzxX7KCgsayfC/Xk5elOvf3YIT4hLAR2g9E4tta3mQnxCuXkBTfrazyIwk0II+lpK6IPjBCq/Sa0xSv0Wt4kQXUaYXWrtfZtcojtvJQyPi3jJIhIaNkgfYuo01N02pb/rs6wUUYguWEhlD/CcHykxQCP4hewpoyXrcnUFOdiLvRF8CQKORGBUkSwOsMr6DAFw6D0W430iod+hyIYvhz8ju0k9ARYeJgZnh76EgI7ggeDcKO4Kog3OI94IVbHAccsN0x4oA7zEfN8EMtOCEBRgIKAWxVHVLBjxQAyceSQLEabodQfz6D5HOd58pt5zSD/nP0SiKN4hKIV69dGUWuGB0bXfoP+wZbpWgTtjpC4dgy5GOLIr8T2fnOAwde31IR2YGPExUPalxVrauSm+5tNXs67xlcvrEtYuXgqed+M7Vp+K3ffePZ38rHdzb94f2jjY7RV7674/m/O91c1r3t6EnZdp8QBHmGNhIRIpqxEqWzJU4zMDt5wIsSkHTaT7wDpeI5ZgiJHUvPfRdERy+NXhiNz13KOxFZtyCrW6LVIAJkXPvzwDZI+Dd5huFUzNxdDM8xtFLFAmfuP0S9ipIdiYCmFnnJrGb+kxWUdEytU9HIG2qVXmCpwJscyZlEQafm6O9CigQUwzHXd7CCHsn9IJL7NPJVEzGUqQpWAbrKUAUVpywvW+BhCzisA8bzcT96Eak/46XalMuVss3EjUxkUEzNFNTRplLXpFQUHRAqL6VSOD0il4xipyxRLgkWklzBOUwxXWoARhYSRalWzrUqRRUDGQ6BYNOBJp2zYXVdenNXTMVwLIni1pQcmkiuPbGm3ND6yO5/h30KpFityqBRMIJRI+hFUQnM2yYf3VVZObIs6A17GUEvqERBpfd4LYl1R5qb7n32vf2/Y9VY/30Iq/cj/VcRj2WGjo+cGYEHRsDBlYBdCQ71neiDyW7g7wZUt74bvlQNTplfNkMTCWgIFFXnewcDvZlAb28gQ6pt5wn16nqpXjImZrKD5TMuF50dNM7kgYrqx7UUqhfYNgizV3AtQVVE0qawpcbuAFwGx1osXwewycKgYMN6ULhzJyOyhhKSvD+56xs7MneN1KlZmhR4ZXJkf1vHrk5/5ZqH+x9kBJ5lOEGxr21fX9iRGqlr3NxTxcl2ZRTa2v5t9asfWVnmzow2NO8bjILdQ09M1BpLXCqVxiSWGD0hT6B1vLZhQ1sA2VQj6AQm0L6psaKvweML+yiUZ3lJLWh9HnPlEC47g7UcZKoHdqOckLj5BfkprSfKUIT0Z6In7WC7/YgddthByg4ibnE2qKEAhWo3UBAV543RoC1yjgq7RZFzD3DDRBrbUJuKX4vFcNBfGhtNRUfxlQw0ZDUmDKRizEuLAVeMICPwAjf5qU47yahNWsmkpueuKNU8DWklA35La0wug8lnFiYlfe47MBcFfwN2mxy5n6BQoXC8AD9OqoJeK3FkI8uzJMWq2BvftJLOG9dx/G9DODpBq1Ec3Z3perHxzcYPEW9pBC82vNnwYQN52gVOW8FhKypgIPmnd4UeDMFQLBRTOxBq0twMKp6JmfK6c4Sn0rPec5eHUng8dHm/eQE+Y6OYbyAY5eGDgTSaD7KloMlnu/g8RhgvSttSIW8bcBqXmoCcTk60HHtnW8OuoRo1TUGSRRgId+7uaj+6Jl6+5tS69LDPanZaYRDHlk6bk7xdNXe/vTcJvrb1tT0pncUiKJH3VXo1a3Vavd0HBtu2t3kEiw/csDtRYAkmV26ChsmNJzGnO4Rs8z7t0DKcTc6VuxAW3kK2chLejCSeZxiDdJ4wuGhpxtrPY19fw07+DNOuYpkFxToL5DqEEyVW4i1cxXNmWqW16kwWjqTBjbntWh3NCUr4L4KWo6kfqQwGg+r6qyqNgmRUIk8ddZkEJDaDoh/LNopk+xbtRLI55Nq1Fl2/hPJBJbGc2J3pPF4LtlQcqIBMBdhSfqD8sXKSC4GXvW97Ie8Fisc9r3ig0mPxlHrIk9aXrLDUChxVyKdqov68vzlzzuViE+fKBs3n2HzB0uY9eO1CCuXIAnbHFpxIYTa42InJPNEp3KLYQtznq1iCfMkYGzgyuaN8RVOpVokLARdsGKje/uKGKjL19a17n1/tj2z5w/3dh9ZkgtoHg1172ru2NzvtmW3dw6/Cb6985+snN6d4jSRaDRotT4lacfD0RxOueOPWUz19Lx7sKO3e/fjr/af/9HAiuXpPIr2zOxwjZBt9evP34AB5AtX3IGHOcIT+A67Ea+mmEVm+lEbUJI5Vu7UCS7dcgwOs3m21uvQsq3dZrW58XHpNBmx+o1Jp9Nsc+eOc0Z4/sdsDBqXSEECy4Lhzk7NEnMgQG779Yu2btbDqo5u/zNRwQkdIV6uDnM6qgwqNGV0rTdVTRDDoRBCsm5aWlb3h8TomIzWvG42RzsZJVQ/VjbGXRj4S536T99Oo7CjE8MPITWFczrBDQCNYcEw9uCUdU3LKYfOOMiI/JUm3YNBKZqHxKyva9/WWNd392sZnzImVTQ3rO6Jy8mUsmcH1laMPrvAcOtuxq8O7aU37va16jqdpntuyvMPfurGxa2+nv7dudUOJw+egeEllsFg8Dm3F0L2956yxtore0Ww39s2byB6f0HejPNtIrMjEj9SfqodHIqcikA4ZQnCbEtCkgYQKzp2YMoSnCQOXqHFTdOVkoNPWJnanJukeDNR0od25ci2v/dgSUhU0zGfaYsMj5RNtEaCsVAIwfslPYpueHStrb2kvRQGn0SDuS6tNqGcSmHBvZza48fRI6D5z3foOb2tHT7jrdFfrxiY7+Pk95x5ukwJ1pQdQWiJJZCC6BVsJZ6m571U0+sXuh791oPupPc36SDaRO7h2Q/Ouk8ipm5HuToSFGmJLpmWi7GDZ8TJywn/Qf9xP8qJNhC/xb/GQ5208tMt1JjitTpCTVZZJZ2VVpgqmnSucsMpZ5Sz3Teo6y88qZVPkq/boKG74ZEiMjRYCF6OBWQRpBudXj5x1CzRTtg3pREnK2ti9Kjr27MZ4es9XhioGWhMWJQ0lTl2aWZt++MlA+0SmYV1LBY+Z+SuIt/HWUIkufe/7Bx79X4dTkt1nEUSd4DChInvxk/Gnx6OBSIDVGLC/dyKdH6J3EwEiRRzKqJIhvZHoPhg7HoMVKAzeNxI96PhfmQYD0XOw/Hg5ou4G9IatVqA0WAxQKVpEqOBtqSl1dZkZ8f1pXZ27jU8FbZS6bNLcWT2p7qHzUYEBkZYJtyk1j4nwaBj95y/AYXFUoIJrmkcHGQGLyDdMIokRfUCdENvxytqNj4+EYhufGR84ubyIjUNdp7sxEjAyfC0dPeX6IhAe7l3d/fC7G/cjgGTbobtYned6165fvutkW9dTe2VM5PMUzg2nEB7CRDWxKbPsYNXxKng4Al4sfbMUngm9EYJKr8ULlU6LEyom2IMs1Onc5dNEGISrqWl3TfnrFGWPosgwT6o9ykk7ggNKCwtJPPbZKD5f6D7kNmmR5w1L8QENwURAjg7yVEA796K7++jq9OYszgCoH0PaVQ/tzWz/xp5U/Z6vjk88Mxq+l3z80Zat7QESsj7b0MkN1UabEfMuVuA5zmLRp+/94PD+Dx5obtn/0hD/zDfiQ3sb5PoavvkFPEYfJhqIdCYYdylUHUZRJFyoppGEbapSUwbK0n7g5yYT7dbAZGXW1S1mCRzzMdRSReW+BP1cQEmvGPFYagfI67SEaXnz1bgeFEsUPEbSLK0wuitKyup8mqssp6BE4SojmCXMuU6qNRRiTyc9rdtaPRk34lG0Uy1xFKfibPWjy3cyiFVYLDf+vOhYMoWoBqKZW8ePDwUE1M4akA7Nua+Qx5Bfm4heYpyYydxXWpOqgaoqexUMV9ZXwqhLJXaowvYwVKRC2RCs9XZ4odVb5oUmR9ABE5Y2CzRY/OiX0q+E2vcq2qfi6Wl2xZSN0lSScbYiztpsbLwCs1Fi1VSZf72mkiVrOydVg5MGw/pacrIhW+ZaPlnbuXbStaJQ2FGiwMD4oZw4xasxVDtkkh/FE6L8vEhcYGxjKHQKtFUeByFzBoJqdGZ0ghLSsKhWJnEzmEhGQDGq3DEjWR2Yry5NUFcdCPrVZOGKPKZVP13mrlpzrKtxj1Nvzdb9tmn3QGXV1tf27nhhPCy6q1zxykqPwxVbfawz2OoAvKT5+33bavqqrfsmEv3V1vGda3K/90Vs3AuPDe1rKyEfsBvDW2p7Dg+Weyz6ak+gGnKwpH5lXcOewSr/slVxb1Nttc3aWdY0HgisSXcfGapQstbcv229x9c0ENm839fYP7dpeRuptMeiFabObneiDZv1TcQBH0N1KkY0ZgKBaCLaFiWJqBiFivYwaNMCfipWpp8qKbOIkxWdvjbELnAawnUJd5mxK7Ipiw1mvhTJmZeV7lCb8sglH2OEfH6xVvcnWh/vRpdyI1BMO53Pd64+2uXWF8EHLUPbu0o3js8dKt5ZXIcGehomTq7Heeb5m1+ASsQZDYSbsGUE47fthinO+bZFzMpCX0VBdQ0L7L9NNJ1eJui41zOCklvl0Xoqyt34Z14i8lTx+0FVpceN/Ogm4M0f5L4CmtH3+1CER8+hG/+QMSqEDv+3wypiymIhYpG3Q86sfpKWsXr1mhSP40kmFilM52UqsE4ZQV8iXqWtfrzVGjQqSUCiOsX4bf5qtyYvs8DoirJaNxwcKGMVvKBSCDoVQxvjA33kh7eLnccAKEEYMBDiB8QUJ7bJ5gLRO5rqdvPob/dKfo6FPpeeQvmhD1XEvvYeEOhJ9ECiR+yBdKuhFQZbki2QaTG2IKylQSLQFoAIcG26qZKSGDfl7FvRB4k+0NcUnIqJk12dvsllnU1tFbXZiu55FKIGTJ4/obb+yuio3JiliiOPAjP4UlR+CUwdIA9TU6FlpafyaFXTpqquePqhHnyJ1TfLl4vAa5Ako4rufaI1tbqlUhMd7GrzDB9ody7AuCJzC4xvv7MArAdHem1VLaXV7WEdwnf3fKwie8aIZZlSslJXCRXGKI5ZMqFt08IyZDl+Ko3eWIKDtcziyxYNhdMiYpG4eU3lA/Z/jteiIf67eC2ofOZ/itclauXDFcUr5okXkT64f1mXyWz3H/HDCfdBN5ywHbTB7aYjJnhCC17EA8njElQI4CSeRp5iIZ5H6qfxKLJkmgtZJjWd3rN5wrwwilw8zbnDFBIuJkLkxdq9b+zZ8erOmuTeN/bueHVH4v6StoOr+g92+YpH8LNdHxzvar5v+q5dHzzWufy+6aM9T+xM1219or/3yR1NdRNPYM6P6uEnSB/M+bOZyPb6I/VwVT3YHjmCaT9i/MCd4G6j+1lxxZfR/aVs/04e+hK2H9/03FiorbnZP+8qwaDRIBpU1t3dV4GYXvA+c2q8w9fa0RvuOtXVuqnJAX5xz8zD7ZIvEchVFJ1F/bLI9x4Jp8v0XQ+/c6D7yT3L59n+7lOyH3civR8q6I16nYOJ4wl4sPJ4JZwoAbzJZoIqrV0LFU4+PFUWnzY0+bN8Y9hJiZFJa2ftpNiD8+ESZnuHXqdGyo/Xiy40zZM59jZSWwzYcrm1KdDasvbWtlJWMIgavUDfRmxz78xnxp9VNOHGJk9uJX/9QvdzI09uiw1PMcfBr8l9rz+jC2imxtE9K3c23BnQGFxZQzdRSFIgemEUx95iJnfHmMMeZeDXIM0ySrMrYLJVp9KBWyMuuLwhVSJ4gk4VharAXtTPsUpOaYoPNc79we0x93SqLagmFbyS5XVY5uGbn8OPkcxZYiLTdKLjxQ5oDQA+AAwQUBAse8/ni8VUtin8VlVnZDLJnZXWJ+9Kwj4JJKWkZGyYXGajSzuNBdTm586Lm7MrMiGPRa8thTB1y1yMWWjYFoyC/MjAjytXH+uKDrVEjRxWhS9Lj6Qi3bXO0LLBkcFlIV/XgT5PczJkYDFfVzIKV3VHNNoeMYWWD40MLUehtmxrR0BjsupLLHjIZHfb9aF0WVld2O0taxiqj67tKOe1BpFXSSrU5bFGq9EYSrjKG8o9ntK6fqx48Oav4Frqj4g6YjhTy4mC2BHm6rkujhQ4Bwe9FVMmQhAFKAhSaSmhkZxSWlohUQqpYtKbdQiTpmzVJJvPSJew88dGL8Si2vysFBsF92rUnan7UoJvLDYxcC2rcQTK9M1jDbYTapFS8OyJYgX+guUVlCR8Ud9rDpYYFLSCJjsNVo2gpH3Zu7phPM/drxbxcDXP7uc+27oL8X2Kl5C+r+P+lfwQ1RbUq3CSVYKlYkqEcr+u4INyWXFO6SqyQZ62ZH0L/ShGN+ZVMrrHFtXc+S50gQDmx2XJhX70IVptFLW4hLwgl5CiQnKhOdVDq/OkZr6y4Oqx9eR66J2nf/88tAOXGjgPdiRnKaqT65Au5cSGTJ1LVEkdZS5wSgRHRRASwXEGHGBAkAGi2zmdcRr2GqDB7WLcXlRQXCvcwB3Kunlrls+HbhpYoqPWz6xmhGirRfxsVD6b7x/Ci6aiMAgW5SdgKk69yXUAQJD7iFRpLZJk1apIdE4CRjCKRqsG1TIbhMAIFRqLXjSoaPJVkmVY8sbTClRJcdoh9+EzlqPlqxv/StOkEackyCjzPCuNeNYqpG8r8VxmbUpETZc1VZaCYYzaUBhYwqDDDhJ2ENCCDjUoVYMUBewObaS8XCybcoi1alCLAEXW1YkN792F8klUHBehTQTismw8W1cukiZ/1tStzDMJlKNlm4xeGcWWsCBUIwiMilfyV6nUIuvguQTqrebtQwZZct5U83g36UxJXd5Ui06RRjD3z5DXOvSGEh0PfwDhBahCp3q7joO5f0UZGWHHYBUY+DmEP4YsTpFGNQP/FYL/gKwaGVOPsuOrtKBYMCX8VKGYSywYllXTC3Zl2bxdl17JVgZEBGEqhGwcJXZk6o5HkQXASRMwmIBn2uybipjRizDxqumMkXdFCa+X5zCcNPw4D/nSrJeXHFlpnowtQRW2oFXMn2vzq3bFBtU/v8LOzw/elchyBYZqywMMIAOTTgVQO4wGi0ZJ/ebXlFK06A12AShBWe7nCqApQX9RK6hf/DulEEx6g0MNlLmfBVUST5N4TeVo7jguGDQvqcCH4B10n8JpNfd1sBFPwihOEnIjeayVolo/huzgI1ZlYtstRywQTLuUQKlUE1bbVMZndXFW83RU/YAaqjXWcStUWJ1ZC6fLcl3UCqKrwNqx/mMFBOGoKiifX0txk3mlk7oICIJAdUFbEAcyXoAeEcD7aZdXaxYg/aBCBXMf0rzFUIglChhpya7XWVR07h1eg0e0YBmpZsn9aokr+JY0qpWyVoS89oBUI6dom8hwAPv65u/ADQrAncX197Nftv5OAa3mRkIjihryU7xhAFbb8T8bYhn5PQPky2CEPkzYCKmwZ6CdSBe2DID/zy0DdNya3zMgQ5JjgXav0aahaU1hz8CPwRjpJd9CXFp4n+A0NBG9VBB5KfUlvRV9uxoadvVVFI/wkeJV40583Ik/7+bamz8hu+kk6gkRr0Hq/ITj9RzPcwRn4ClaRJ8flanqpRPh+8QLlVXzGzDmMZmgeNGgEfUKRNcPF86VJCsxLI2CFUHPxCjwmZYjCIqIIB9cotXyPqYU0UN0ZnwVLKybblG/Y2pBLwhc31IgryCck94ahuy3SNk0BYjoZ1c/u3opjX4keeH7s8+u4gFQIYzEz76PTCC5JflHNnl+NlwTrE4UlnADC0sGicIWFvJWo126sYEcvPGf8CHfslXVtNHAqTmashr0VctC0qqNwXSliyVZvHOFDSWb3a0TzZ5/YHApM2sYRmPG1I2h1V/8H1p9vZZ6+Pr9pLFhLOMFf6RgIUVTF00GWyTj61snGSRSqUGMRMHqtEJg+Zq5Y8VPKBzz89TQzS+oNbSe8BAB4pvvB7zAi1daeJT3aS9QHPQADx4196o0HYfNIMBzXs7j9ar8PsEnnDdmjEnDIVTyfC7uPAC18DCE0Oz0jfugz+cN+M+peJXH7PByghFQKi96aR0D2mF6uJC5olHJlMIGluKoR5HiOJHFL4zGzOI1FMiXRmNWdCbed+LCBRBHb0FH5ABUB/CgzW8sdDKku1AGiiXSxHpJNzXEAMFmQJmKJY/NXTwEFWqLDmcxBvwZqdLZJK1Nx5ND4Dfg81KNLh/LYHXubZZjKYrTaqjLCh5nb16xe64DwUneC/JzhKkSIkzUErUZRyA+yzvPW3mDgSfOl/PW4ExVFeubEfurZ9ih+YVBhKKf5jdSXBMLK2iUHPYL67fyFjJS3g8g5Ud/8qkbN18/t8U61u5oy01pA6jgGvc9sbbCUJYOV69rDf3Q3rhx4NOr2TV19qHSFfes/BdgbRrPhsGO1Ma+prDR5qOe8dkiw0c6I0MddXouObQX6uOD9a5cZXD5yNzlzMblnhzrbFyL4n3nzV9TKtqGYiWY0duJ8Hl1nfljd2BGN0jN1FR+rFxJpOeuXMM/ckd1QR7l3LJKsoR0z0/LKRWkWF1mw/3dR797uqvv2e/dW7d7XdbGyqvTrDo+eHhw7Uu7G2t3/MGm/iMrkxoUxeR7vFat0oXLSoYnf/nK16+/O2r0lNtUGp1KbdAoSmOl2af+6sRDF091oFNaMGIMI99Q9yDfaAknYc+odecJ66zSPKPut83QeVcUhnU4asNgkfXZBbNT9wy89m+v35QNLZ79x5d7H0kd+uDJP7/46IdHG+Err//+rZV5k645+0/P7/vTJ1Zc/8tlJy8T8/uE9qPvLyciGZM1OKvUuXQuQmmdCQQYy4zQH8zvqimsMkQL22li89uElqLB65ZuOSX3U0oVO/cNLBscZlUKilKg62vgU0X+XJFLQDurUlIJ3KHk5WTVBrWgF9hcCpUQNR7bzd2QiwmSF/GPbiRvEPlbx+pmBQdR4mBndDoLM+Ppt8ir9XlRoxek1PzC7xK5FrrNvORkN5Yxx4OfYDnkc7+8KcOsZpDUSfnuD2WBjPldFwI7990iF6c+lgVGsm25+StqC+0g0kQig+qfxjxLBDXnqzPmGY8nFW2aobmZ1KB+JiqvvSNESsWVmysX8gs34DYooiZh8QYD1DoU2qXC8ga1hWJ5RpVc98ia/X9ybFnnI9/e2fpUU+4DUcSmBU8o9RKnSaxZvyH6lX96dWjt2V+cbrtvc5tFSe0UjBpFKBoafv57Bx659GSnxwtet1vVqIFm1BZtzmn2OP0WYfydz5958ffvbbD6wxYzUbA/lUQ5N0qEM0avatbk42cJU9mAb0a1NENGr6XxACe2AJb8Vpg7zMPd86dUklGb8cyCmTta9EDxDjxevLMwYFs7d3beDb+YX3z7GSwpnhdlBlhmea47y4kDsoxfNtdNFr+G1ZhE/MX627+CKH4u+dfoc+NELGOtvODmZg2eC+XlBuUFwhAccHOibUBcqBiyObTyYn5s4ZsRs7uDRYr7hFDPoAQlgPxrSm3Waf16du63t5oFoDtaVBiNAsULuVLwOzVjlCuBoIQvzW27g3n+BHZjQk+xSobXq+f+99wprXo+F7QhfayEMcMZZgmlZsBQCH8U+deWxPy873D8tGGwzV3WBuaF+hxHd61ar8ER/XHxq68fyFPCvO0YGsVxA9GVCQmVlaZolIuYzdZZX5VKxc0SvkQ/bzYJUXNVhHGG+p3DRWThzkuK57FVqL1SqjEaR1V2sTu9872od3G8I65ToNCkfGpgaEZj0orIoDBHokqrE9R6QQFydoDu6/CsKaBdbgk49ArwTRp8wpksDimr1Iv8Aiqevr6DQqSHpJHRz1zftzgv8KhPu36DIsxuvQLTl3ndqTFaJBqJeMYW1Gj0syVcJBKbJUpqB7iIJkhZcCZjhot95oKu0YKO8vY73DsGvUa94Q4KlpCmeKB6wU/UGC8ZlBa92+nU5Wo9rU4AFjJczOyyWjRg1F1fm7Tl/4AMwtZjssVZytxkqP6++uzL2Rszi3VT6Ly2uRfqdm7dHB/6YAj+avGaByT23Pyc+r685zZIlGQ0+vNEyXkuZJnRDHpnFu+WvXY7Nb91Kk19v/2pHz3zzOXH0m1P/92zT37/xLKHw5smjxw+u7WidOPkvUffmCiHZ756fWr92rd/8/JL//Xu+jVv/fIb+//iheHVZy7uPfi9M8NrX/4LWSYcr28gzNmJUiKQ0fmYWclxnpD8Mwyj8s4Y+lWLqseVec4DF68v5ysGtaj2km803j15z1sL1gRssHPT1o7gQ8vHt0Y+em/47t5S8qtrzuxqyElLSoYpvfZA/9CBlGbu++HunUX5/gnJlyBacAURI1Ipd55Ini9NS7P2iDiTyZgaZ9z9pkIkFEkaXn2Ui0lqIQCCZIRcKjcChtGUX8rFjwLoUFapDgQjoKgG+mILwrvIUUcMlS3rm48vaPTryrS1c0+H17d8XdJdUxHSHxHYv+sccbQkX5vp2tXulvMNZuygrmasNTR3brGeNCXUDe9symzpqdVpypv6Y7kfeK3ki4P7LQpUZv2ZlfmY6L75OarrTiJLDGTCy2Z9MV9MZTtPqDq9tobIx0luRnIlC1PXmaxxGR68LtrOipl4YfYqPwihTS3sS1xA2P/z3JXsbrrrlbVNe1bWGzlcX9Xx/n1djROdpdXDu/btGq5ObDw1UDrUVa/DWxUZlEYrWsYa6lfVOapX7t63e2U1GFt5cjxmcrlNTpNkVNPeUq+7aW1dw8plNTVNg3f1dB0aLBctTp1SrVMLiBk6fA5XsrO0YeXymprGwb3YHhLCAu4DPfj5A4KZNUuMdsZRgGgMRC/MXZqnNrftM82zmkuYaeXuxzkZ+zF3v4LHjItXkPfLPExmNNf3zzvrSRbdQMyLxWwGyzCDYngdqgdhzExds4RxlgsMiAO2gtnTi5jpnQaci1duqXXNx97bvenNI82MxijDKrr6gb7+B1ZFi+KBnx786P5lTUfeP0CWF0W68c8bnttQFV3/9HrSOV96gdz3tSO5fERVxkhYrLMZn8WlsphmBYtzwExr8/U9P125smS0ggIk/4hLEBQfjZBrQb5Th4/J7ZVKL6oQt8i1MkBtN+lMAkuC5wA4DhmN1WCy8YAx4gYLkBSjYKjLxRbs+pPUfrmuohYsj+l2VOMuIDkbiN5MIMqpiIbKSlVstkFlMgt+1Il6Zs2q5EDZQKWXJxdzp8JocdEksThVlCdjRSVwbZuvckvGQ+TSM5buJwWDTau1GwQy9315nKiz6fQOI7p8lhZsRqNVTUPQCkAYKWkzSogGQtAGQSOk1WaD0SoAylhsKqng9R/Pn18WtQXtn6X2FoeGxfO8JQDRi3jFW6hHW0Esz3gaO2dLpOaKimaJJMx8LCYlz/lKGs9ltVrGN9gpnZvfxI+3bcp7jBHYL8lbV+KL+o7iXkdp8bbH26PZAW7tR95iOB4Bq/jYwqOPzp+ltj41VNbXWmvDY1Hc4pVm1mWWrU+7wDbUAdD4/8u9JPcqdLVar0JFQy8/0ABuyI826ATmxLF398ZEm8+mlnQCr1Mr/GF/xapHR04zqIfBz0DkKPyUA871hT3IRDXRQWzPtG5dfmg5PBMHhrg/XhMnqTh4IQZeLgeJ0JkQVCrAaRbQ5GOIoByCIJy+rLLbVTWXCVW27mJlJR24qNvUcpHevnhLr0w183t6x25bAKYKu0KXmIq9ZRG1uCb8fuW21/d3H1zdEJD0lSsOvrbd35kOqxkKAppT8P5kb82WZ8cipL11YF1893Or/A9am7Z2lw2vaLf7O3a2d+5qc4M/6H3lSHcwu/Pxs+tXvvO1k5tSSrWW51UajteqWLVWPfTUzITosoh1W06sSm/rLNVYvfonvnMgnlq7F88vCnuiEZNIEu3En2UeP9X2ctvbbeTxljMtb7SQbemVafhWA3i5AZxsAJ31a+rhGxHwQgS8HH47DDu9a7wwaQcGu98OKTuwGEuNkDOChAa0CyMCrFUAi6JUAXkFSOLlhwCE+GmKysv60OUSjbdEj15c7WUXwvHyy1yHV1PzF42NdMVFy6bWxSZPpQor7nLNQb/y0+tbnwO641L87U/qkdXz2zZNTQBPVYKFDVUJ8lv1e1+bGH9ld315/4Hssk3NnsjYc5tGT60p97VsyvQc6it9z50ZrT/ygDO9oXn/scpAzz09HbvavC++8MwLoGXggZGK0r4D3Zntq7q8ro6B0Zr03SPxaN+OusSGlV1uf9fwergv0lVj3z0e7mxOu2ufnHspPtDe7Pc2d/RV7Tx0CGO38eav4SB8XuZ2qDLonydKnucsz2ke8D5HP3zrzOK/Y3Zw0NM80dK8aZnLtXyitXOiybZbG2gMh+oDWkNpQzBS71WDtp77VlWFh+8f7Lh3Tbxm7dFs3bq029m4KtWxIWX2Zlb9X7Mp5ygAAAB4nKVSsW4TQRB96zixkBCioEAoxZSOohx25I4CRY7kFI5QrCj92rc+r3K+Nbt3llLR8RmIIk1q/oGOH+ArKCl5t2xQkKBA3Gln37yZnZ3ZGQBP8RkKP783+JiwwjP1IuEOeup1wjvk3ybcxRN1m/AuHqsvCe+R/55wD68673hKdR9R+xAjtFihj28Jd+j/MuEd9NUk4S721fuEd/FcfUp4j/zXhHvYdnq4g+AYAwwxIjqHxQIeDoFriZrcmMhjE6UmY4kqZLScoOQvmJErsKItRM1wN/TeUubR8zRyrVcVOcEcN5RTNLyvz7gBB9RzWgWTmIFjPNzJ8WA4knO78C64ZS1j5zfO69q6KpOTspSZLVZ1kJkJxm9NnsmpCbaoTC7zG5k2i74OB5IbmXjnGPAKl4w/wwXOcMjaNCuwzMZTHjGf+0pwdTmZXZwdjnVp594eTdtrEIsrmHTJg56qKZpS+/8O+/cDIxof+o7au9rHDakRwtZlbKDQYHzgu8gwG8g/xvzdWbjaVmquOra9bcw61nxNrh2N1rKK7frT0BRRbzg2994L7mvqmjnbOA7ZrzTEBtFSe52btfbX4pZSr8yDrhfeNZuWXrj1RlfWhAw/AEqZqrV4nG2bBXQcxxZtp5m7w8zM8VRVU1jQHWbmyLZiK7EtxxBmZmZmZmZmZmZmZvyydfrM+3/9rPVelaSZ2tPdde+uW1Nu6a3p//27dGts6//zX3LS0P9pLb1ltMyW1bJbTstteS2/FbTCVtSKW0lrhtaMrZlaM7dmac3amq01e2uO1pytuVpzt+ZpzduarzV/a4HWgq2FWgu3Vmmt2lqt1dXqbvW0eltVq26t3lqjtWZrrdbarXVa67bWa63f2qC1YWuj1satTVqbtjZrbd7aorVla6vW1q1tWtu2tmtt39qh1de6qHVw65DWPa1TW5+3Dm0d2zqqdU7ritbFrSNbb7YOap2k6ZrROqZ1Wuvw1kOtdzWzdW7rytYvrZ9bv7YubH3fOqK1U2ugtXNrfGtca0Lr/NZga5fWxNak1uTW1NaU1q6t3VpftnZv7dnao7VXa5/W3q3bWxe09mvt29q/dUDr69a3rTs1S7M1p/Wv5mqe1tJ8TdMCLdQiLdYSbYbWH9qM2kzazNos2qzabNrs2hyt17Q5tbm0ubV5tHm1+bT5tQVaH2kLagtpC2uLaItqi2mLa0u0btCW1JbSltaW0ZZt/d36RFtOW14bobU1oUlNaamWablWaKW2grZi6zNtJW1lbRVtVW01rUvr1nq0Xq3Sam11bQ1tTW0tbW1tHW1dbb3Wpdr62gbahtpG2sbaJtqm2mba5toW2pbaVtrW2jbattp22vbaDlqfNlIbpY3W+rUdtTHaWG1A20nbWRunjdcmaIPaRG0XbZI2WZuiTdV21XbTdtf20PbU9tL21vbR9tX20/bXDtAO1A7SDtYO0Q7VDtMO147QjtSO0o7WjtGO1Y7TjtdO0E7UTtJO1k7RTtVO007XztDO1M7SztbO0c7VztPO1y7QLtQu0i7WLtEu1S7TLteu0K7UrtKu1q7RrtWu067XbtBu1G7SbtZu0W7VbtNu1+7Q7tTu0u7W7tHu1e7T7tce0B7UHtIe1h7RHtUe0x7XntCe1J7Sntae0Z7VntOe117QXtRe0l7WXtFe1V7TXtfe0N7U3tLe1t7R3tXe097XPtA+1D7SPtY+0T7VPtM+177QvtS+0r7WvtG+1b7Tvtd+0H7UftJ+1n7RftV+037X/tD+1P7S/tb+0f7V/tNbuqbruqGbuqXbuqO7uqf7eqCHeqTHeqLPoM+oz6TPrM+iz6rPps+uz6HPqc+lz63Po8+rz6fPry+gL6gvpC+sL6Ivqi+mL64voS+pL6UvrS+jL6svpy+vj9DbutClrvRUz/RcL/RSX0FfUV9JX1lfRV9VX03v0rv1Hr1Xr/RaX11fQ19TX0tfW19HX1dfT19f30DfUN9I31jfRN9U30zfXN9C31LfSt9a30bfVt9O317fQe/TR+qj9NF6v76jPkYfqw/oO+k76+P08foEfVCfqO+iT9In61P0qfqu+m767voe+p76XvrerddbH+j76Pvq++n76wfoB+oH6Qfrh+iH6ofph+tH6EfqR7Xear3deqf1fuuN1nv60fox+rH6cfrx+gn6ifpJ+sn6Kfqp+mn66foZ+pn6WfrZ+jn6ufp5+vn6BfqF+kX6xfol+qX6Zfrl+hX6lfpV+tX6Nfq1+nX69foN+o36TfrN+i36rfpt+u36Hfqd+l363fo9+r36ffr9+gP6g/pD+sP6I/qj+mP64/oT+pP6U/rT+jP6s/pz+vP6C/qL+kv6y/or+qv6a/rr+hv6m/pb+tv6O/q7+nv6+/oH+of6R/rH+if6p/pn+uf6F/qX+lf61/o3+rf6d/r3+g/6j/pP+s/6L/qv+m/67/of+p/6X/rf+j/6v/p/RsvQDN0wDNOwDNtwDNfwDN8IjNCIjNhIjBmMGY2ZjJmNWYxZjdmM2Y05jDmNuYy5jXmMeY35jPmNBYwFjYWMhY1FjEWNxYzFjSWMJY2ljKWNZYxljeWM5Y0RRtsQhjSUkRqZkRuFURorGCsaKxkrG6sYqxqrGV1Gt9Fj9BqVURurG2sYaxprGWsb6xjrGusZ6xsbGBsaGxkbG5sYmxqbGZsbWxhbGlsZWxvbGNu2zjK2M7Y3djD6jJHGKGO00W/saIwxxhoDxk7GzsY4Y7wxwRg0Jhq7GJOMycYUY6qxq7Gbsbuxh7GnsZext7GPsa+xn7G/cYBxoHGQcbBxiHGocZhxuHGEcaRxlHG0cYxxrHGccbxxgnGicZJxsnGKcapxmnG6cYZxpnGWcbZxjnGucZ5xvnGBcaFxkXGxcYlxqXGZcblxhXGlcZVxtXGNca1xnXG9cYNxo3GTcbNxi3GrcZtxu3GHcadxl3G3cY9xr3Gfcb/xgPGg8ZDxsPGI8ajxmPG48YTxpPGU8bTxjPGs8ZzxvPGC8aLxkvGy8YrxqvGa8brxhvGm8ZbxtvGO8a7xnvG+8YHxofGR8bHxifGp8ZnxufGF8aXxlfG18Y3xrfGd8b3xg/Gj8ZPxs/GL8avxm/G78Yfxp/GX8bfxj/Gv8Z/ZMjVTNw3TNC3TNh3TNT3TNwMzNCMzNhNzBnNGcyZzZnMWc1ZzNnN2cw5zTnMuc25zHnNecz5zfnMBc0FzIXNhcxFzUXMxc3FzCXNJcylzaXMZc1lzOXN5c4TZNoUpTWWmZmbmZmGW5grmiuZK5srmKuaq5mpml9lt9pi9ZmXW5urmGuaa5lrm2uY65rrmeub65gbmhuZG5sbmJuam5mbm5uYW5pbmVubW5jbmtuZ25vbmDmafOdIcZY42+80dzTHmWHPA3Mnc2RxnjjcnmIPmRHMXc5I52ZxiTjV3NXczdzf3MPc09zL3Nvcx9zX3M/c3DzAPNA8yDzYPMQ81DzMPN48wjzSPMo82jzGPNY8zjzdPME80TzJPNk8xTzVPM083zzDPNM8yzzbPMc81zzPPNy8wLzQvMi82LzEvNS8zLzevMK80rzKvNq8xrzWvM683bzBvNG8ybzZvMW81bzNvN+8w7zTvMu827zHvNe8z7zcfMB80HzIfNh8xHzUfMx83nzCfNJ8ynzafMZ81nzOfN18wXzRfMl82XzFfNV8zXzffMN803zLfNt8x3zXfM983PzA/ND8yPzY/MT81PzM/N78wvzS/Mr82vzG/Nb8zvzd/MH80fzJ/Nn8xfzV/M383/zD/NP8y/zb/Mf81/7NalmbplmGZlmXZlmO5lmf5VmCFVmTFVmLNYM1ozWTNbM1izWrNZs1uzWHNac1lzW3NY81rzWfNby1gLWgtZC1sLWItai1mLW4tYS1pLWUtbS1jLWstZy1vjbDalrCkpazUyqzcKqzSWsFa0VrJWtlaxVrVWs3qsrqtHqvXqqzaWt1aw1rTWsta21rHWtdaz1rf2sDa0NrI2tjaxNrU2sza3NrC2tLaytra2sba1trO2t7aweqzRlqjrNFWv7WjNcYaaw1YO1k7W+Os8dYEa9CaaO1iTbImW1Osqdau1m7W7tYe1p7WXtbe1j7WvtZ+1v7WAdaB1kHWwdYh1qHWYdbh1hHWkdZR1tHWMdax1nHW8dYJ1onWSdbJ1inWqdZp1unWGdaZ1lnW2dY51rnWedb51gXWhdZF1sXWJdal1mXW5dYV1pXWVdbV1jXWtdZ11vXWDdaN1k3WzdYt1q3Wbdbt1h3WndZd1t3WPda91n3W/dYD1oPWQ9bD1iPWo9Zj1uPWE9aT1lPW09Yz1rPWc9bz1gvWi9ZL1svWK9ar1mvW69Yb1pvWW9bb1jvWu9Z71vvWB9aH1kfWx9Yn1qfWZ9bn1hfWl9ZX1tfWN9a31nfW99YP1o/WT9bP1i/Wr9Zv1u/WH9af1l/W39Y/1r/Wf3bL1mzdNmzTtmzbdmzX9mzfDuzQjuzYTuwZ7BntmeyZ7VnsWe3Z7NntOew57bnsue157Hnt+ez57QXsBe2F7IXtRexF7cXsxe0l7CXtpeyl7WXsZe3l7OXtEXbbFra0lZ3amZ3bhV3aK9gr2ivZK9ur2Kvaq9lddrfdY/falV3bq9tr2Gvaa9lr2+vY69rr2evbG9gb2hvZG9ub2Jvam9mb21vYW9pb2Vvb29jb2tvZ29s72H32SHuUPdrut3e0x9hj7QF7J3tne5w93p5gD9oT7V3sSfZke4o91d7V3s3e3d7D3tPey97b3sfe197P3t8+wD7QPsg+2D7EPtQ+zD7cPsI+0j7KPto+xj7WPs4+3j7BPtE+yT7ZPsU+1T7NPt0+wz7TPss+2z7HPtc+zz7fvsC+0L7Ivti+xL7Uvsy+3L7CvtK+yr7avsa+1r7Ovt6+wb7Rvsm+2b7FvtW+zb7dvsO+077Lvtu+x77Xvs++337AftB+yH7YfsR+1H7Mftx+wn7Sfsp+2n7GftZ+zn7efsF+0X7Jftl+xX7Vfs1+3X7DftN+y37bfsd+137Pft/+wP7Q/sj+2P7E/tT+zP7c/sL+0v7K/tr+xv7W/s7+3v7B/tH+yf7Z/sX+1f7N/t3+w/7T/sv+2/7H/tf+z2k5mqM7hmM6lmM7juM6nuM7gRM6kRM7iTODM6MzkzOzM4szqzObM7szhzOnM5cztzOPM68znzO/s4CzoLOQs7CziLOos5izuLOEs6SzlLO0s4yzrLOcs7wzwmk7wpGOclInc3KncEpnBWdFZyVnZWcVZ1VnNafL6XZ6nF6ncmpndWcNZ01nLWdtZx1nXWc9Z31nA2dDZyNnY2cTZ1NnM2dzZwtnS2crZ2tnG2dbZztne2cHp88Z6YxyRjv9zo7OGGds68bWTc6As5Ozc+vW1m2th51xrZtbt7Qecca3Dmw92DqsdZUzofWoM9i6t3WfM9HZxZnUutuZ7Exxpjq7Ors5uzt7OHs6ezl7O/s4+zr7Ofs7BzgHOgc5BzuHOIc6hzmHO0c4RzpHOUc7xzjHOsc5xzsnOCc6JzknO6c4pzqnOac7Z7R+c850znLOds5xznXOc853LnAudC5yLnYucS51LnMud65wrnSucq52rnGuda5zrnducG50bnJudm5pHd06z7nVuc253bnDudO5y7nbuce517nPud95wHnQech52HnEedR5zHncecJ50nnKedp5xnnWec553nnBedF5qXV66/LWma0zWt85L7cuaZ3ovOK82jq7dVnrOOe11smtU5zXnTecN523nLedd5x3nfec950PnA+dj5yPnU+cT53PnM+dL5wvna+cr51vnG+d75zvnR+cH52fnJ+dX5xfnd+c350/nD+dv5y/nX+cf53/3JarubpruGbrDtdybddxXddzfTdwQzdyYzdxZ3BndGdyZ3ZncWd1Z3Nnd+dw53Tncud253Hndedz53cXcBd0F3IXdhdxF3UXcxd3l3CXdJdyl3aXcZd1l3OXd0e4bVe40lVu6mZu7hZu6a7gruiu5K7sruKu6q7mdrndbo/b61Zu7a7uruGu6a7lru2u467rrueu727gbuhu5G7sbuJu6m7mbu5u4W7pbuVu7W7jbutu527v7uD2uSPdUe5ot9/d0R3jjnUH3J3cnd1x7nh3gjvoTnR3cSe5k90p7lR3V3c3d3d3D3dPdy93b3cfd193P3d/9wD3QPcg92D3EPdQ9zD3cPcI90j3KPdo9xj3WPc493j3BPdE9yT3ZPcU91T3NPd09wz3TPcs92z3HPdc9zz3fPcC90L3Ivdi9xL3Uvcy93L3CvdK9yr3avca91r3Ovd69wb3Rvcm92b3FvdW9zb3dvcO9073Lvdu9x73Xvc+9373AfdB9yH3YfcR91H3Mfdx9wn3Sfcp92n3GfdZ9zn3efcF90X3Jfdl9xX3Vfc193X3DfdN9y33bfcd9133Pfd99wP3Q/cj92P3E/dT9zP3c/cL90v3K/dr9xv3W/c793v3B/dH9yf3Z/cX91f3N/d39w/3T/cv92/3H/df9z+v5Wme7hme6Vme7Tme63me7wVe6EVe7CXeDN6M3kzezN4s3qzebN7s3hzenN5c3tzePN683nze/N4C3oLeQt7C3iLeot5i3uLeEt6S3lLe0t4y3rLect7y3giv7QlPespLvczLvcIrvRW8Fb2VvJW9VbxVvdW8Lq/b6/F6vcqrvdW9Nbw1vbW8tb11vHW99bz1vQ28Db2NvI29TbxNvc28zb0tvC29rbytvW28bb3tvO29Hbw+b6Q3yhvt9Xs7emO8sd6At5O3szfOG+9N8Aa9id4u3iRvsjfFm+rt6u3m7e7t4e3p7eXt7e3j7evt5+3vHeAd6B3kHewd4h3qHeYd7h3hHekd5R3tHeMd6x3nHe+d4J3oneSd7J3ineqd5p3uneGd6Z3lne2d453rneed713gXehd5F3sXeJd6l3mXe5d4V3pXeVd7V3jXetd513v3eDd6N3k3ezd4t3q3ebd7t3h3end5d3t3ePd693n3e894D3oPeQ97D3iPeo95j3uPeE96T3lPe094z3rPec9773gvei95L3sveK96r3mve694b3pveW97b3jveu9573vfeB96H3kfex94n3qfeZ97n3hfel95X3tfeN9633nfe/94P3o/eT97P3i/er95v3u/eH96f3l/e394/3r/ee3fM3XfcM3fcu3fcd3fc/3/cAP/ciP/cSfwZ/Rn8mf2Z/Fn9WfzZ/dn8Of05/Ln9ufx5/Xn8+f31/AX9BfyF/YX8Rf1F/MX9xfwl/SX8pf2l/GX9Zfzl/eH+G3feFLX/mpn/m5X/ilv4K/or+Sv7K/ir+qv5rf5Xf7PX6vX/m1v7q/hr+mv5a/tr+Ov66/nr++v4G/ob+Rv7G/ib+pv5m/ub+Fv6W/lb+1v42/rb+dv72/g9/nj/RH+aP9fn9Hf4w/1h/wd/J39sf54/0J/qA/0d/Fn+RP9qf4U/1d/d383f09/D39vfy9/X38ff39/P39A/wD/YP8g/1D/EP9w/zD/SP8I/2j/KP9Y/xj/eP84/0T/BP9k/yT/VP8U/3T/NP9M/wz/bP8s/1z/HP98/zz/Qv8C/2L/Iv9S/xL/cv8y/0r/Cv9q/yr/Wv8a/3r/Ov9G/wb/Zv8m/1b/Fv92/zb/Tv8O/27/Lv9e/x7/fv8+/0H/Af9h/yH/Uf8R/3H/Mf9J/wn/af8p/1n/Gf95/zn/Rf8F/2X/Jf9V/xX/df81/03/Df9t/y3/Xf8d/33/Pf9D/wP/Y/8j/1P/E/9z/zP/S/8L/2v/K/9b/xv/e/87/0f/B/9n/yf/V/8X/3f/N/9P/w//b/8v/1//H/9/4JWoAV6YARmYAV24ARu4AV+EARhEAVxkAQzBDMGMwUzB7MEswazBbMHcwRzBnMFcwfzBPMG8wXzBwsECwYLBQsHiwSLBosFiwdLBEsGSwVLB8sEywbLBcsHI4J2IAIZqCANsiAPiqAMVghWDFYKVg5WCVYNVgu6gu6gJ+gNqqAOVg/WCNYM1grWDtYJ1g3WC9YPNgg2DDYKNg42CTYNNgs2D7YItgy2CrYOtgm2DbYLtg92CPqCkcGoYHTQH+wYjAnGBgPBTsHOwbhgfDAhGAwmBrsEk4LJwZRgarBrsFuwe7BHsGewV7B3sE+wb7BfsH9wQHBgcFBwcHBIcGhwWHB4cERwZHBUcHRwTHBscFxwfHBCcGJwUnBycEpwanBacHpwRnBmcFZwdnBOcG5wXnB+cEFwYXBRcHFwSXBpcFlweXBFcGVwVXB1cE1wbXBdcH1wQ3BjcFNwc3BLcGtwW3B7cEdwZ3BXcHdwT3BvcF9wf/BA8GDwUPBw8EjwaPBY8HjwRPBk8FTwdPBM8GzwXPB88ELwYvBS8HLwSvBq8FrwevBG8GbwVvB28E7wbvBe8H7wQfBh8FHwcfBJ8GnwWfB58EXwZfBV8HXwTfBt8F3wffBD8GPwU/Bz8Evwa/Bb8HvwR/Bn8Ffwd/BP8G/wX9gKtVAPjdAMrdAOndANvdAPgzAMozAOk3CGcMZwpnDmcJZw1nC2cPZwjnDOcK5w7nCecN5wvnD+cIFwwXChcOFwkXDRcLFw8XCJcMlwqXDpcJlw2XC5cPlwRNgORShDFaZhFuZhEZbhCuGK4UrhyuEq4arhamFX2B32hL1hFdbh6uEa4ZrhWuHa4TrhuuF64frhBuGG4UbhxuEm4abhZuHm4RbhluFW4dbhNuG24Xbh9uEOYV84MhwVjg77wx3DMeHYcCDcKdw5HBeODyeEg+HEcJdwUjg5nBJODXcNdwt3D/cI9wz3CvcO9wn3DfcL9w8PCA8MDwoPDg8JDw0PCw8PjwiPDI8Kjw6PCY8NjwuPD08ITwxPCk8OTwlPDU8LTw/PCM8MzwrPDs8Jzw3PC88PLwgvDC8KLw4vCS8NLwsvD68IrwyvCq8OrwmvDa8Lrw9vCG8MbwpvDm8Jbw1vC28P7wjvDO8K7w7vCe8N7wvvDx8IHwwfCh8OHwkfDR8LHw+fCJ8MnwqfDp8Jnw2fC58PXwhfDF8KXw5fCV8NXwtfD98I3wzfCt8O3wnfDd8L3w8/CD8MPwo/Dj8JPw0/Cz8Pvwi/DL8Kvw6/Cb8Nvwu/D38Ifwx/Cn8Ofwl/DX8Lfw//CP8M/wr/Dv8J/w3/i1qRFumREZmRFdmRE7mRF/lREIVRFMVREs0QzRjNFM0czRLNGs0WzR7NEc0ZzRXNHc0TzRvNF80fLRAtGC0ULRwtEi0aLRYtHi0RLRktFS0dLRMtGy0XLR+NiNqRiGSkojTKojwqojJaIVoxWilaOVolWjVaLeqKuqOeqDeqojpaPVojWjNaK1o7WidaN1ovWj/aINow2ijaONok2jTaLNo82iLaMtoq2jraJto22i7aPtoh6otGRqOi0VF/tGM0JhobDUQ7RTtH46Lx0YRoMJoY7RJNiiZHU6Kp0a7RbtHu0R7RntFe0d7RPtG+0X7R/tEB0YHRQdHB0SHRodFh0eHREdGR0VHR0dEx0bHRcdHx0QnRidFJ0cnRKdGp0WnR6dEZ0ZnRWdHZ0TnRudF50fnRBdGF0UXRxdEl0aXRZdHl0RXRldFV0dXRNdG10XXR9dEN0Y3RTdHN0S3RrdFt0e3RHdGd0V3R3dE90b3RfdH90QPRg9FD0cPRI9Gj0WPR49ET0ZPRU9HT0TPRs9Fz0fPRC9GL0UvRy9Er0avRa9Hr0RvRm9Fb0dvRO9G70XvR+9EH0YfRR9HH0SfRp9Fn0efRF9GX0VfR19E30bfRd9H30Q/Rj9FP0c/RL9Gv0W/R79Ef0Z/RX9Hf0T/Rv9F/cSvWYj02YjO2Yjt2Yjf2Yj8O4jCO4jhO4hniGeOZ4pnjWeJZ49ni2eM54jnjueK543nieeP54vnjBeIF44XiheNF4kXjxeLF4yXiJeOl4qXjZeJl4+Xi5eMRcTsWsYxVnMZZnMdFXMYrxCvGK8Urx6vEq8arxV1xd9wT98ZVXMerx2vEa8ZrxWvH68TrxuvF68cbxBvGG8Ubx5vEm8abxZvHW8RbxlvFW8fbxNvG28XbxzvEffHIeFQ8Ou6Pd4zHxGPjgXineOd4XDw+nhAPxhPjXeJJ8eR4Sjw13jXeLd493iPeM94r3jveJ9433i/ePz4gPjA+KD44PiQ+ND4sPjw+Ij4yPio+Oj4mPjY+Lj4+PiE+MT4pPjk+JT41Pi0+PT4jPjM+Kz47Pic+Nz4vPj++IL4wvii+OL4kvjS+LL48viK+Mr4qvjq+Jr42vi6+Pr4hvjG+Kb45viW+Nb4tvj2+I74zviu+O74nvje+L74/fiB+MH4ofjh+JH40fix+PH4ifjJ+Kn46fiZ+Nn4ufj5+IX4xfil+OX4lfjV+LX49fiN+M34rfjt+J343fi9+P/4g/jD+KP44/iT+NP4s/jz+Iv4y/ir+Ov4m/jb+Lv4+/iH+Mf4p/jn+Jf41/i3+Pf4j/jP+K/47/if+N/4vaSVaoidGYiZWYidO4iZe4idBEiZREidJMkMyYzJTMnMySzJrMlsyezJHMmcyVzJ3Mk8ybzJfMn+yQLJgslCycLJIsmiyWLJ4skSyZLJUsnSyTLJsslyyfDIiaScikYlK0iRL8qRIymSFZMVkpWTlZJVk1WS1pCvpTnqS3qRK6mT1ZI1kzWStZO1knWTdZL1k/WSDZMNko2TjZJNk02SzZPNki2TLZKtk62SbZNtku2T7ZIekLxmZjEpGJ/3JjsmYZGwykOyU7JyMS8YnE5LBZGKySzIpmZxMSaYmuya7JbsneyR7Jnsleyf7JPsm+yX7JwckByYHJQcnhySHJoclhydHJEcmRyVHJ8ckxybHJccnJyQnJiclJyenJKcmpyWnJ2ckZyZnJWcn5yTnJucl5ycXJBcmFyUXJ5cklyaXJZcnVyRXJlclVyfXJNcm1yXXJzckNyY3JTcntyS3Jrcltyd3JHcmdyV3J/ck9yb3JfcnDyQPJg8lDyePJI8mjyWPJ08kTyZPJU8nzyTPJs8lzycvJC8mLyUvJ68kryavJa8nbyRvJm85UycMjBjRLdBKtKXTN75v1KTBCXbfyEn9u/Y7fYNjBif07xyMGjUwadTU8TuO69/dHzV6cErfqFH9E6bYo0f1Db3Y6ceb+qe/ye/nC5z+4ffb/dNfGIz5n2HGdF41Dd4WMhjb+bM5dmTfJHtgysC40f3OAMYfGP5QA8OD6gM7BTt13jE8iszDncdM6u+fMK5vwuiBUfa4vlFTp/Tjbz32uOmfwxw3xLYn/M+fVGZPGP6IE/omDk6eMmlw4th+o3/CGGcQ7MHp7Ghw7NQJY/omTR0/rm/qFHvS/wyR5vak6UPYk6f/Npj8/362TKCV9pThzzFl2kVOHb7IqQBNnQ6ypk4amDAmmvq/OGcqnsZunZGDPTp9e8/pYH9P3llr3OCEMZOHqcUItG20+DSFRKvQpmgztDnaAm2JtgttN9oetL1oK7T1cFuCX4JfgluCW4JbgluCW4JbgluCW4JbgluCW4Jb1tb6YwcnTbAGp/3/8O+6cM1dYHeB3QV2F9hdYHeB3QV2F9hdYHeB3QV2V2VtOp05tcPsxvUi2NoItnY32N1gd4PdDXY32N1gd4PdDXY32N1gd+O6u3G/e3C/e8DvAb8H/B7we8DvAb8H/B7we8DvAb8H/B7we8DvAb8H/F7we8HvBb8X/F7we8HvBb8X/F7we8HvBb8X/F7we8HvBb8X/Ar8CvwK/Ar8CvwqtVcfjtsxw9ls+LegV6BXoFegV6BXoFegV6DXoNeg16DXoNeg17j6Gldf4+pr8OvS75uWCYYTTV//cGoZnDyub/LYTvIRI0agbaMVaCVahTZFm6HN0RZoS7RdaLvR9qDtRVuhHb5c0Qa/DX4b/Db4bfDb4LfBb4PfBrcNXhu8Nnht8NrgCfAEeAI8AZ4AT4AnwBPgCVyvAFfgegX4AnwBvgBfgC/Bl+BL8CX4EnwJvgRfgi/Bl+BL8CX4EnwJvgRfgq/AV+Ar8BX4CnwFvgJfga/AV+Ar8BX4CnwFvgJfgZ+Cn4Kfgp+Cn4Kfgp+Cn4Kfgp+Cn4Kfgp+Cn4Kfgp+Cn4GfgQ+1igz8DPwM/Az8DPwM/Az8DPwM/Az8DPwM/Az8HPwc/Bz8HPwc/Bz8HPwc/Bz8HPwc/Bz8HPwc/Bz8HHzIXEDmAjIXkLmAzAVkLiBzAZkLyFxA5gIyF5C5gMwFZC4gcwGZC8hcQOaiBB9SF5C6gNQFpC4gdQGpC0hdQOoCUheQuoDUBaQuSvC7wO8CH2IXELuA2AXELiB2AbELiF1A7AJiFxC7gNgFxC66wO8Cvxt8yF1A7gJyF5C7gNwF5C4gdwG5C8hdQO4CcheQu4DcBeQuIHcBuQvIXUDuAnIXkLuA3AVkLiBxAYkLSFxA4gISF5C4gMQFJC4gcQGJC0hcQOICEheQuICUBaQsIGUBKQtIWUDKAlIWFcarMF6F8aBlAS0LaFlAywJaFtCygJYFtCygZQEtC2hZQMsCWhbQsoCWBbQsoGVRg1+DX4Nfg1+DX4Nf196YSX279o8aHD/Sm+7tab3pf5MjhDe9Avif3yi0KdoMbY62iMYODu7cN3Jw1/99VxfabrQ9aHvRVmiH74WEsyWcLeFsCWdLOFvC2RLOlnC2bBdoS7Tgw+ESDpdwuITDJRwu4XAJh0shwqHCZWT/uMHdOhcFkUuIXELkEiKXELmEyCVELiFyCZFLiFxC5BIilxC5hMglRC4hcgmRS4hcQuQSIpcQuYTIJUQuIXIJkUuIXELkEiKXELmEyCVELiFyCZFLiFxC5BIilxC5hMglRC4hcgmRS4hcQuQSIpcQuYTIJUQuIXIJkUuIXELkEiKXELmEyCVELiFyCZFLiFxC5BIilxC5hMglRC4hcgmRS4hcQuQSIpcQuYTIJUQuIXIJkUuIXELkEiKXELWEqCVELCFiCRFLiFjmlTVlcMLg5Gj0QP+k/skDk6f/5HeNmzi2b3rX65swOKV/XP9AX1hNnDwwVIBP/7VbTcHf1xxEL1x//MC0in/4h03/58X++uP7xwy/aMaBoZf/XyxrOsvs7p/SZ63eN3583/AHGzIueOZWQ38yhnjWJmOHeuY0oLV238SJffY6feNHju7T152qrzdV32LAwSfQNxgwNho7aG08MGZ8n7FJ31QHn8bYYOyA0TP0vw0mDwxjuspwzf/5RAle2Pzs9/FGhP3/e/n9zeUPNJc/y9T/+63DFzf9/ebIaRc3ZtrFWaP7x03pczCWuee0S5v2xynTL23aYNbO0y9t3PRLG/6Q3T36hKn67gPO4PD1GZPGDtqTp11c25reGFOGrhF8Y+LQ9Y0a+t/Qj9bgtBsf/u89T/6fjxkO/u9Tm/q/T22QT234Y/SOsKd/zLaLu4Q5DnnKXmUOsdv29Pc1f8O8RvUrUf1KVL8S1a9E9StR/UqIVkK0EqKVEK2EaCVEKyFaCdFKiFZCtBKilRCthGglRCshWgnRSohWQrQSopUQrYRoJUQrIVoJ0UqIVkK0EqKVEK2EaCVEKyFaCdFKiFbWw3yFglihIFYoiBUKYgXFKihWQbEKilUoiBUKYgW5KshVQa4KclWQq4JcFeSqIFcFuSrIVUGuCnJVkKuCXBXkqiBXBbkqyFVBrgpyVZCrglwV5KogV4UCWaFAVvCqglcVvKrgVQWvKnhVwasKXlXwqoJXFbyq4FUFryp4VcGrCl5V8KqCVxW8quBVBa8qeFXBqwpeVfCqglcVvKrgVQWvKnhVwasKXlXwqoJXFbyq4FUFryp4VcGrCl5V8KqCVxW8quBVBa8qeFXBqwpeVfCqglcVvKrgVQWvKnhVwasKXlXwqoJXFbyq4FUFryp4VcGrCl5V8KqCVxW8quBVBa8qeFXBqwpeVfCqglcVvKrgVYUCWaFAViiQFQpkBe8qeFehQFYokBUKZIUCWcHLCl5W8LKClxUKZIUCWaFAViiQFQpkhQJZoUBWKJAVCmSFwlihMFYojBUKY4XCWKEwViiMFQpjhcJYoTBWKIwVCmOFwlihMFYojBUKY4XCWKEwViiMFQpjhcJYoTBWKIwVCmOFwlihMFYojBUKY4XCWKEwViiMFQpjhcJYoTBWKIwVCmOFwlihMFYojBUKY4XCWKEwViiMFQpjhcJYoTBWKIwVCmOFwlihMFYojBUKY4XCWKEwViiMFQpjhcJYoTBWKIwVCmOFwlihMFbY9VbY9VYolBV2vRUKZoWCWaFgViiYFQpmhYJZoWBWKJgVCmYF5ysUzAoFs0LBrOB9Be8reF/B+wreV/C+gvcVvK/gfQXvK3hfwfsK3lfwvoL3Fbyv4H0F7yt4X8H7Ct5X8L6C9xW8r+B9Be8reF/B+wreV/C+gvcVvK/gfQXvK3hfwfsK3lfwvoL3Fbyv4P0U3k/h/RTeT+H9FN5P4f0U3k/h/RTeT+H9FN5P4f0U3k/h/RTeT+H9FN5P4f0U3k/h/WrYT+3e4c851LbRCrQSrUKbos3Q5mgLtCXaLrTdaHvQ9qKt0ILfBr8Nfhv8Nvht8Nvgt8Fvg98Gvw1+G/w2+G3w2+C3wW+DL8AX4AvwBfgCfAG+AF+AL8AX4AvwBfgCfAG+AF+AL8GX4EvwJfgSfAm+BF+CL8GX4EvwJfgSfAm+BL95/gp8Bb4CX4GvwFfgK/AV+Ap8Bb4CX4GvwFfgK/AV+Cn4Kfgp+Cn4Kfgp+Cn4Kfgp+Cn4Kfgp+Cn4Kfgp+Cn4GfgZ+Bn4GfgZ+Bn4GfgZ+Bn4GfgZ+Bn4GfgZ+Bn4Gfg5+Dn4Ofg5+Dn4Ofg5+Dn4Ofg5+Dn4Ofg5+Dn4Ofg5+AX4BfgF+AX4BfgF+AX4BfgF+AX4BfgF+AX4BfgF+AX4Jfgl+CX4Jfgl+CX4Jfgl+CX4Jfgl+CX4Jfgl+CX4Jfhd4HeB3wV+F/hd4HeB3wV+F/hd4HeB3wV+F/hd4HeB3wV+F/jd4HeD3w1+N/jd4HeD3w1+N/jd4HeD3w1+N/jd4HeD3w1+N/g94PeA3wN+D/g94PeA3wN+D/g94PeA3wN+Dc6wD9sVPFPBMxU8U8EzFTxTwTMVPFPBMxU8U8EzFTxTwTMVPFPBMxU8U8EzFTxTwTMVPFPBMxU8U8EzFTxTwTMVPFPBMxU8U8EzFTxTwTMVPFPBMxU8U8EzFTxTwTMVPFPBMxU8U8EzFTxTwTMVPFPBMxU8U8EzFTxTwTMVPFPBMxU8U8EzFTxTwTMVPFPBMxU8U8EzFTxTwTMVPFPBMxU806wzKnimgmcqeKaCZyp4poJnKnimgmcqeKaCZyp4poJnKnimgmcqeKaCZyp4poJnKnimgmcqeKaCZyp4poJnKnimgmcqeKaCZyp4poJnKnimgmcqeKaCZyp4poJnKnimgmcqeKaCZyp4poJnKnimgmcqeKaCZyp4poJnKnimgmcqeKaCZyp4poJnKnimgmcqeKaCZyp4poJnKnimgmcqeKbKa3u36d842btN/7rJ263ZwBz+O3xSwScVfFLBJxV8UsEnFXxSwScVfFLBJxV8UsEnFXxSwScVfFLBJxV8UsEnFXxSwScVfFLBJxX8UcEbFbxRwRsVvFHBGxW8UcEbFbxRwRsVvFHBGxW8UcEbFbxRdTVcXCe8UcEbFbxRwRsVvFHBGxW8UcEbFbxRwRsVvFHBGxW8UcEbFbxRwRsVvFHBGxW8UcEbFbxRwRsVvFHBGxW8UcEbFbxR9YDfA34P+D3g94DfC34v+L3g94LfC34v+L3g94LfC34v+L3g94LfC34v+L3g94JfgV+BX4FfgV+BX4FfgV+BX4FfgV+BX4FfgV+BX4FfgV+DX7ftPabHF34Etga2BrYGtgZ2uKxt19ByDS3X0HINLdfQcg0t19ByDS3X0HI9ohmvC2032h60vWgrtMOXUUPLNbRcQ8s1tFxDyzW0XEPDNTRcQ8M1NFxDwzU0XEO7NbRbQ7s1tFtDuzW0W0O7NbRbQ7s1tFtDuzW0W0O7tWh4uD5ot4Z2a2i3hnZraLeGdmtot4Z2a2i3hnZraLeGdmtot4Z2a2i3hnZraLeGdmtot4Z2a2i3hnZraLeGZmtotoZma2i2hmZraLaGVmtotYZWa2i1hlZraLWGVmtotYZOa2i0Tptx8fmhzRrarKHNGtqsoc0a2qyhzRrarKHNGtqsoc0a2qyhzRrarKHNGtqsoc0a2qyhzRrarKHNGtqsoc0a2qyhzRrarKHNGtqsoc0a2qxRjtUox2qUYzXKsRrlWI1yrIY+a+izhj5r6LOGPmvos4Y+66Lh4Xqhzxr6rKHPGvqsoc8a+qyhzxr6rKHPGvqsoc8a+qyhzxrlWI1yrIZOa5RjNbRaQ6s1tFpDqzW0WkOrNbRaQ6s1tFpDqzW0WkOrNbRaQ6s1tFpDqzW0WkOrNbRaQ6s1tFpDpzV0WkOnNXRaQ6c1dFpDpzV0WkOjNTRaQ6M1NFpDozU0WkOfNfRZQ5819FlDnzX0WUOfNfRZQ5819FlDnzX0WUOfNfRZQ5c1dFlDlzV0WUOXNXRZQ5M1NFlDkzU0WUOTNTRZQ5M1NFlDkzU0WUOTNTRZQ5M1NFlDkzU0WUOTNTRZQ5N1DV4NHvxYw4s1vFjDi3XjxRqcGpwanBqc4fJWjBj251DbRivQSrQKbYo2Q5ujLdCWaLvQdqPtQduLtuHW/o4DY6ZO6h/dN3ns8K/aQLSzaOqE0f2TJo8aHPrzyHHRLlMHp/RP+7cckyb3j8Zr6uFWoJXK69991Li+8UOvx28AlACmTYt35LjwHBee40JzfIocF5rjQnNcaI4LzXGhOS40x4Xm4Obg5eAV4BXgFbjRBW50AX4BfgF+AX4BfgF+AX4BfgF+AX4BfgluCW4JbgluCW7XiGjU4LjBCeMHJ/RP6Zu0B34rzHEDk/rwAz5aV2ZP7J889Cr8iE/WhU/W1WWOHpwwxqymThrEb/CZuvCZunBPuvHZuvHZuvHZuvHZuvHZugHuBqkbpG7cg26MPxzEoo3J2h5ehA21Gdrhe9kWI7z+yVMGxvdNwXxqDy9rRFthBFW50+7D2IFJo70puw1O70we/lOKwVMMmmLQ4QJ7qC3RdnlDQ/QPjBk7ZWw4ZeykfvQnBzsO7Nr0w8lD03oCfsD7hm8O/jnRUKu8vkmTBncb17/jFGd6b+pEf3o7adrbhv84enC3CcO9kUMf1sPLRk8YHqLERy3xUUt81LIM+cqRk6evwMXQB/AHJ00ZO+1fSPWNCwcmTJkWdqOmDAxOCPp3mTqwa9+4/gmj+q2xg1Mn90dDUTlucMzAqL5xEwan+NNePLSWHzdlIrsjp/+jNIGv0QW+Rhf4Gl3ga3SBr9EFvkYX+Bpd4Gt0ga/RBb5GF/gaXeBrdIGv0QW+Rhf4Gl3ga3SBr9EFvkYX+Bpd4Gt0ga/nBL6eE/h6TuDrOYGv5wS+nhP4ek7g6zmBr+cEvp4T+HpuqK3djYeKhGn/Teu00RnBjmw6oumoaR17DTGUO6S9RrtI1XCTtu1p/0Rt3PBzSnt6pv9WSn9wYv+EkVPHjesfvtc5UleO1JUjdeVIXTlSV47UlSN15UhdOVJXjtTVg2fXg2fXg2fXg2fXg2fXg2fXg2fXg2fXg2fXg2fXg2fXg2fXg2fXgxTcgxTcg+vowXVgK7MrZ1ugLdF2DbfDNdNQO/3zDi2JRqBtfhZoJdrp3BpbnDW2OGtscdbY4hxScu2u1ze+f93+5UY0nXbTEU1HNZ206WRNJ286RdMpvWacEey12RPsSfYUeyl7GXs5ewV7ZAgyBBmCDEGGIEOQIcgQZAgyBBmSDEmGJEOSIcmQZEgyJBmSDEmGIkORochQZCgyFBmKDEWGIkORkZKRkpGSkZKRkpGSkZKRkpGSkZKRkZGRkZGRkZGRkZGRkZGRkZGRkZGTkZORk5GTkZORk5GTkZORk5GTUZBRkFGQUZBRkFGQUZBRkFGQUZBRklGSUZJRklGSUZJRklGSUZJRlj5jcESn2+50RacrO13V6aadbtbp5p1u0el2aO0Ord2htTu0dofW7tDaHVq7Q2t3aO0Ord2hiQ5NdGiiQxMdmujQRIcmOjTRoYkOTXRoskOTHZrs0GSHJjs02aHJDk12aLJDkx2a6tBUh6Y6NNWhqQ5NdWiqQ1MdmurQVIeWdmhph5Z2aGmHlnZoaYeWdmhph5Z2aGmHlnVoWYeWdWhZh5Z1aFmHlnVoWYeWdWhZh5Z3aHmHlndoeYeWd2h5h5Z3aHmHlndoeYdWdGhFh1Z0aEWHVnRoRYdWdGhFh1Z0aEWHVnZoZYdWdmhlh1Z2aGWHVnZoZYdWdmidXCI6uUR0cono5BLRySWik0tEJ5eITi4RnVwiOrlEdHKJ6OQS0cklopNLRCeXiE4uEZ1cIjq5RHRyiejkEtHJJaKTS0Qnl4hOLhGdXCI6uUR0cono5BLRySWik0tEJ5eITi4RnVwiOrlEdHKJ6OQS0cklopNLRCeXiE4uEZ1cIjq5RHRyiejkEtHJJaKTS0Qnl4hOLhGdXCI6uUR0cono5BLRySWik0tEJ5eITi4RaeqOGbfHxLEizZpOjk5eNJ0SnWJE02mjUzYvLvHioRqk6bSbjmw6qumkTSdrOnnT4TiAynYzYLsZsN0M2G4GbDcDtpsB282A7WbAdjOgaAYUzYBCNJ1mZNGMLJqRRTOyaAYUzYCyGVA248hmHNmMI5txVANVzYtV82LVvFg1L84wsmpulGpulGquXTXXrpprV22+pmg6+KiquXbVXLtqrl01166aa1fNtavm2pVoRm5ugmpugmpugpLNyM3dUM3dUM3dUM3dULIZOWOnQWQNImsQeYPIG0TeIPIGkTeIvEHkzch5M3IzsVUzsVUzn1XRDFg0AxbNgEUzYNEMWDQDFs2ARTNg2XzUshm5bEYumwHLZsAmiFSJt6dNEKUjRNNRTSdtOnnTad7VRErabt7VzI20mRtpMyXSZiakzUxIm5mQNhMgbZ572jz3tHncafOU0+Ypp83DTZtnmsrmXbJ5l2qgTRSkTRSkzeRPm8mfqubtqnl72rw9bd6eyqbTXFfavLhs/tTc8LS54WnZfMLmzqdN+kqbR5A1jyBr8ljWPIusSWhZ81Cy5qFkTZxmzdPJmoSWNY8pax5T1iS0rHleWZPZsia6s+YJZs0TzJrozppHmTXRnTXPNGueadY806yJ7qx5uFkT3VnzTDPZDKiaTtaM00Rl1oRe1oRe3qSCvBknb1JB3kySvJkkeZMK8ma25E0qyJtpkzfTJm8+T97Mn7yZP3kzf/Jm/uRNFs2biZQ3EylXzcjNjMqbC8ybqZU3UytvplaeNiM3cyxPm5EbaeaNNPNGmnkzD/NmHuZNDs+bm5lnzchZM3LWjJw1Izf5MG/ufN7kw7zJh3mTD/PmoeR8KE0+zJt8mDf5MG/yYd7kw7zJh3mTD/MmDeZNisubzFY0k7ZoJmTRPK+ieV5F87yK5nkVzfMqmqdTNM+iaB5B0TyConkERfMIiuYeFs09LJo7VjR3rGjuRtHcjaK59iLnaxpok/CLJs8XTXovCr6m+WBNJimbnFA2OaFsckI5gq9RTSdtOlnTyZtO0XSAKJswL5vILZvILZuALZuALZsgKiV/04zc3PmyueFlEyBlc+fLJi7KJi7K5lmUTVyUzZ0vm8lfNpO/bCZ/2Uz+spn8Zcq3Nx+jeXBl8+DKZvKXzeQvm0dZNo+ybCZ/2Uz+spn8ZTP5y+Zxl83jLpvJXzaTv2wmQNlMgLKZ/GUzE8pm8pfN5C+bVW7ZTJKyCYeymS1lsyoom2lTNquCspk/ZbMqKJuJVDargrJZF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Z2+h9gez+82cI0v6w0p98Mszff2An+x+eiYJ7K8EvMfRe7jODvP/IGeD0rO6MkKyH+2r+SVUKecdc4VW6P5Db4/R21n9drznOH8DtfMi51j1+Cznnm+mfab5x9T7Xp9tedS71ec5IvkmuftWNdkvuo9/Q//JI/zS4WUQ+eTLSr7nnv95Wrrq7pT7Mvljb3H/bZhua/8mZW9coHtkeNM3yu6mV6jepsyf/Cwgf6c7fF7k3Otf6MU0rf1rX8jDTy3WVDvJ+vjvDFHH1H0l/ah33Co9fkC6+t9agOkv4sre/VehcQa47TPwv3hT8PrUAf1/BytJ2UdzAE9CoBPZTO1jORhT9d9lKGOjLmycfVvpMj//JdLxD/5Bmx+ad889gvztRV+rOfPkftOVPidFfId08qSl8l8TjYca5hhsLN36rnkUJmjhr73vRnvjrfv7BZofWF/kePlmvnkBwGeVT5lEsjRvnxnAJ1MYCPlrOWPTvNa4CYSgzBG3EWva/y1jkkmdxQ5HfUx70lu9EnzbZhjnuv5g51+t/Gzsh/d0Na/8Z37h700RuIAfiPIPhwD8IyAMQW/FWMudaruuV7KpeD0Ob+XAi9sPaAQjvh8sQo+nujmq4u9PoRfTD/TGdF3pbM6o2oTehk/7bvwMeZAaNtuUMk9IPup4sOqvornE3I2wfPZeDZBG9vtbOJLeo9SuAT2dDybkDMPPienZA74oAo/bvRbvgMh+uug7SVaz9bR/E6k0/csyUkK4fOztZ3qtymCNa0tnmlt5Mo46jRF869oZ3a9LclnfKFetni2smw71ttEaCmq4yGKeai29afyefRVcv+Ksgzj5E7I7lJU77UeNDymcE8pktywmqJ1oaJ53xtaBxv2MdxguE5RxFcR/IZiXcMIw7oNtOpg/XF+OA/81k30mjls+r/N1T8FfoMI25VO1Pvio+9S3yfc+hotm0BPyX/ppzP6oJt1v2YbW5nIVemjl+g+El/M7yueNhswywBb2+cB+tlvax43A8/Ij1Q7IjZinuvMXWNMwW8wIpdIS/vB+mPdfJbxjHuO9bdhp9rsUeTd1hbrkvppGzKbG3u/abdod+TZYp0n8ac8c32jKzi3tEnucKnN1+3mO1Au2UrbCHOtjHGoiFqMVMGqxkQ1vtWIcSLIZyLa4pvmuGPs0kvc0kvM8gZXi0+EJ8W4pMEjWUc2q5x7mfd9y/6kY2xNTtf5k3nhNy4nGX5oMtp6Xp+jyOYb7jUZfcB8tQuS6+A6dokj8tHdYwd+C9pCX/gtY3hnHfxOsHlvKAxWflXv/6v148W+/8/aj3hOEMG8ehWF79ysgVGGwe4vayDe30i5gPCLJfa7ijUbaNQTuQbjpLYc0LASsle5PydhH/P7Yn7TkOvezr7aA65X5DcaTmz/LbEI0Ddckf+o/feqcuBekfGsacTQ6Manh8x7PQdkewCTh0avubRBc2xd8mLRn4hNH/biyyJn8AKBMXw2Z2j0ku9unkfKGWTzd+PMsdPvv+deKWzDH0oEfvu4jq3pSCfxLzmj5FbIbXi2yDwKz4Lv1Jx0Rp7/E7MLlXyP5E7IU/m/P8yH8HvAhxXULckBMcaeZzr9qJbLziz3XRr3jvGZmOcRrhdzPTGPQxvFHMy9JVgfx8EcjYznXU45Cs8PwD/Sjzn5fk3OK6aZDTvVxsvvjJkvJRes8PtkUgMWm2Q8XyNf/7zTbwcRK+TM1X3Wxor6+8C309FalpA5sxirsNmj6r+T/Sr2/lptK92rjAFZlmXoP4oY7RON+oZA86/ozxSLaddymm+cYmB8vJvhDAPmgXnMbn9yxmiofvMdxnSwt4Y2m2eo5hBqe7qyd//z9+/zJzpS4RzVPGoBy//8DaqNL6cAAAB4nO3VaUwVVxQH8P+Zx/OKomyyCPLunYGHG4JrXatWUFGLaxWQUkAFtS6I4lJQEMGliIhrtUaj6QdN7Zq21toYk2qaxmiXNLWLsdanbyaxe6UmhsjpBYmxNbZJk37rTe7cez/MmZnfJP8DwIV7sxtIX+E+p0/Ueg5wHwOoSB8EivAEUjEBU/EUMlGBV3AGX4KJyEVuEhRIHakTBVMohVMERVFXiqU4kmRSPHmpO/Wk3tSHUqgfDaBBNISG0QgaSaNpDKXROJpAkyiDptA0mkEzKZOyKYdyKY/mUiHNp4W0iJZQMZXQClpJq6mM1tIdaqK7RpTR1fjIVexa6apw1brqXEdcHwdscod3HhV33lPpqfJUew54Dnl+9dyRETJOjpUZMlNmyxyZK9fJt+VpeU5+Li/Ln2WjbFbBylKJqq8aqIapkSpN5akSVa92q3fUKXVaXTHdZrgZZSrTMhPNZLO/OdnMM2vM/eYxy7DaWcFWmBVhxVjS6mn1ttKtAqsw3ogPiTcTViQ0euE1vEHeEG8Xb7T3iPe494L3E6/dvTJpcdLq5KijMUfNpoDm+GZm1u5KO4/Fk5iOWcjBEbymna/+S+fBf3FOf4RzwSOdK1qcibVzrHHeVeoqc9Vo53rXS65PA7ZoZ8Q1tzpv1M6HPbckZLRUMl1ObXPOk+vlCXlGfigvySvyN3lbQYVp5xTtPFSN0M7PqGWqVDWow+rkfefIB5wzzBlmtdlw3zm01dnT5pxvzWt1Vgn5CTcT+E/OL3vPtzqvSspPKtXOUUdVE5pVizNfZx9f46v8LV/hb/gkv8uHeT/v4xd4L+/h3byLd/IObuDtXM/buI63ci0/z1t4M2/ijVzD1byBq3g9V3IFr+O1XM5l/Byv4dW8ildyKa/g5VzCy7iYl/ISXsyL+FleyAt4PhdxIc/juTyHCzif8ziXn+Ycns3ZnMWZPItn8jTO4HQez+N4LKdx6u1oJ8vxOglOvGM5ypGOx4l2Ip0uTpgT4gQ7nZ1OTpDTwQl02jvCcTsBjuGQA7vZbrJv2b/YP9jf27Z90T5tv2+fsl+3X7WP23V2oZ1lz7In2xn2RDvVHm0n2paf/Y1+27/NX+vf4K/yV/rL/Wv8xf6l/un+4f6hNw7eaLhRdT3Vd9F31veB7z3fCd9bvjd8PXzKZ/hw7eZ3OZfLL5d+/UX+pfzPgm4FftX+7r08+X/856Od0aFlITwkTjDadgb+fty704UAuNFO5317BKIDOiIIndAZwQhBKMIQji6IQCSiEI2uiEGs7hJx8EDq1DJhIR4JuopXz0R0Rw/0RK/Wur2RhD5IRore90U/9NfrAAxse/YgPIbBGIKhGIbhGIHHMRKjMFp3nDE6C9N0Go7DeKTr7jMRk3QyZmAypuhONE1n5Azdj2bqpMxE1kPfVIbnUI51WKv71XpsQBWqUYNN2IjN2IJa1GErtmE76rELO7Ebe4QH8zFbp26eUFiCNShEgSjGIuSLAy0FxV4sEAfFIeRisdgudoodLrfYjzkoMX5CJXZgFbIxT+zBj+JF0YC5WC7MB97nrAgVYSJGxIpIEYUGcQH7dM1eIkd4RaJoFL8LiaUiWnQT8f/4z980uhn9UGT0MZKNFBQb/Y2+RtwfWx/UZQAAAHicfVVNb9tGEF1SkiVLFsoEaWCAhyy7oWBDUlw0aeu6rsNKpCxFSWtZMrB00pa0pEC+5RS0QQvo5oBpf0evo/Qi31Kg1/yHHHpsjjm7M0tSsI20BGXuvPl6OzO7dlo/fP/do4eHvjwY9Pd7e99+8+B+916nvdvy3Gbja+fuzlfbX259sfn5Z59u3KrX1ir2TfHRjdVrV4wPyqXiciG/lMtmdI3VPNEKOFQCyFZEu10nWYQIhOeAADhCrYs2wANlxi9aOmj5+JKlE1s6C0vN4Ntsu17jnuDw2hV8rh32JK5/c4XP4a1aP1DrbEUJZRQsCz24tzpxOWgB96D1dBJ5gYvxZqViUzTHxXqNzYolXJZwBWviyUxb29HUQl/ztmY6K5QpLWRsLxzBXk96rmlZvsJYU8WCpSbkVSx+TJzZCz6rvYp+nRvsKKiujMQofCQhE6JTlPGi6ASuVGFduLD+7O9V3PIYasL1oCowWHd/kUCDnG0IHr1jSF68/eciEibIkm28Y7SkLS7KhPp0zZAbMsT9WRZxeTF32BEKMO3JWObsyHzJnI2qD3pAmlep5sMD0kxTzcI9EBa1yguS9+lkFaZHvF7D6qvXxhf1HDKV4Gg4oW84joTrxnUbSHBcXDhhsldv9vEG2ocBbuKYytCTsCGewDXRiA0Q4NSD475ULokbXGsCC4aJF2x4LvHiXhS4MUGKJXrylN0+ezO7w80/brM7zCcecL2JTal4kRw9hhuBOcL5fMylaYHjY/l8Icc+dUkYsP4G01kqo/LCvV2yTo1p53m7wKVuZnzqFgK8hX9EYxsVBrZLidTRxjaXmslSM8ySWNDqQhwUMnazTaoMuTbbpuVb8fM/lMyEU86GwrlYBgILTnGe/6QWWxOhde6N3XMELwTNJQSTaO/nqVMtksToUaB2tlNVxsaTi5iOYRREXVzlwPa4FGPhC5whZ0/S3qjWqr/dvuj2DqXqdjIlgwtSrN+MJWAWqlNBb+IMtqpm2lYl7yp5IbYvqTupmkcF0e1HFFwkARnHE4SbXqp0whebV+/g0Wzh7SZaoeAGb0Xh/Gx6FM0cJ3riBZMtiiE6o0j05bapuO7LX8xnlOoq62rdQaNew7unMRPa897M0Z73D+WpwRh/PpAvdU1vBg1/dhN18pQz5ihUJ5RAEjgJFGkfhYKyN08dxqZKm1WAkodzjSmskGIaG871GDNSTEcsG2OOwujBJq1OsMR43Xp8RO352Z9EgU+Hi13HVuKrgSZ2GOhiZ6bpSytQFOMGlESD8LuE343xJcLzOBjadQ2LQ3dSFAi8p3CgJDO1eBQzFJLPz84G0nptvvUtHLVH+DuUsFzFuz9n30O7XfoFCO/CdBgSD3YgyTdvd4Y+jm0aEE06sIwRlpMIaNFSPjSO6DTE3mADlf8UBZj64FcpqTz21TgbwNpiC9sex8xVKNGGH10Vn6iziUehaJ/QZxm5sb6MERNFTObHRcqvIPOhQNUw4FjtLBv2cdTju7RoxsgYr8RsZax+RTNRMtpWxi6Vi7B8CwPiS+vSLTqSOTvv+zF5JZ0kBpjbgBIyqpwrZeKA1UFVh7jge4JUyfRPCtObs33xI94sRFpFyqMaynYnxMs/9i8hIjZT5wLdEaUkxl8xmqedr2DdM/Zgfva7+Mk699Rrgv450GAy8xQHm/nRZQAeVuu1wmW0rOAoKpTf7xDXq1BefBH8F+H1gLJ4nOXWeVwU5R/A8Z0ZPDiWZQlWQZa1Ujuw9TbTylVz3SRFlFEOBStLOmxpYTxDsLSsVLTstELN8tgUeDzCNDW1SyvN1A41tewu8epO6bt8/vbffn/89sVn3zszzzwzOzModdFGvf6nSnd76vU/VHqG8LtK7yj8Br/CObadZekMnIZT0AAnGfkL/MzKn+BH+AG+h+/gW/gGTqj0aOFrlr6C48qdKBxT7hThqHJ3Er6EI3AYDjHkC5Y+h8/gUzgIB2A/fAL74GPYC3vgI07iQ/gAdsMuDvs+I9+Dd+EdeBt2wg7YDm/BNtjKnFvgTVZuhk3wBmyEengdNsB6WAdrQUGdSusq1EKNSusmrIHV8BqEYZVK6yKshBXstxxehVdgGbwMS9l9CSyGangJXoQXmHoRPM/uz8Gz8Aw8DU+x30J4Ep6ABTAfqmAeU89l9znwODwGj8JsdngEHoZZMBMeggdVm+7CDKiECpgO5fAATIOpMAUmwySYCBaUQSmE4H4ogaBK7SHcBxPgXrgH7oa7oBjGw51wB4yD2+E2uBXGQhEUwhgYDQWQD3kq5VohF0bBSDAhB0bAcMiGYZAFQ2EI3AKZMBhuhgAMAj8MhJtgAPSHfuCDvnAj3ADXQx/oDdep1tcJveBa6Ak9oDt0g67QBTo3YWiqtVeWOrHSC9dAR8iAq+EquBKugA7QXrXqI7SDy1WryAN9mWrVW7iUlW3BA+nghjRoA6mQAq2hFbggmSMkcYRLWJkITkgAB8SDHeIgFmIgmjlbQgtWNodmEAUG6KCBrQmtES7AefgH/oa/4E/4A35vOqz2W9M30n5l5Tk4C2fgNJyCBjgJv8DP8BP8CD/A9/Adx/tWuS4XvoETyiUPmPY1fKVcvYTjcEy5BghHlesm4Us4AoeVa6BwSLn8whfwOXzG1J/CQSY7wGT74RPYx2Qfs99e2AMfwYfwAexmv11M/T68x8m/C+9wvLeVq7+wkx12cKDtnPVbTLYNtsIWeBM2wyZ4g6k3MnU9U7/O1BtgPazjQGtBQR2HrYUaWMPUq+E1CMMqWKmS5d9dbYVK7icsh1dV8hDhFZU8VFimkrOEl1XycGGpSvYJSxiymCHVDHmJIS+y7QVGLmLpeUY+B8+ywzPwtEoeJjzF7gvhSXiCU1rAyPmMrIJ5KjlbmMvIOfA4PKaScoVHVVKeMFsljRYeUUljhIdV0mBhlkoqEGay7SFGPsiQGb4a8ZRjoKchPuA5FjfUs116S9ombY0d6VFSnVQr1UhrpNXSa1JYWiWtlFZIy6VXpVekZdLL0lJpibRYqpZeiin2PC89Jz0rPSM9LT0lLZSelJ6QFkjzo4s9VdI8aa40R+oXrf+j/2UbafPof4vFNo9WoS6J/DpOV4mRR6sMSpUz8miF4H4ogSDcBxPgXrgH7obroY9KiNAbroNecC30hB7QHbpBV+WIPKddoDMkghMSwAHxYFdyU+q1OIiFGIiGltBC2SO3urmvQDwp/SL9LP0k/Sj9ILfzqPSldEQ6LB2SvpA+l9vymfSptEV6U9osbZLekF6UW/GCVK9VcqWnKmfkkZ/CxZkMk2AiWDAA+nMd+oEP+sKNcANfORmS4JIIGw3D0JXPs2yLodvWSTslw7BxLtNgBHd9OGeWDcMgC4bCELgFMmEw3AwBGAR+GAg3wWVwKSffFjyQDm5IgzaQCinQmq/ZCly+ReJ56R/pb+kv6U+5wX9Iv0u/Sb9K56SzclfPSKel76RvpW+kE9LX0lfScbm7H0ofSLulXdL70nvSu9I70tvSTmmHVC+9Lnd8g7ReWietlRZF7r5+nmtcDg/AXcopfwppxTCey3In3AHj4Ha4DW6FsVAEhTAGRkMB5EMe5MIoGAkm5EAn8HKpr4GOkAFXw1VwJVwBHaA996YdXA7NIAoM0EHjN9LmWyo2Shek7+XCHpQOSPulT6R90sfSXmmP9JFc6I3SLKO9Z6bh9TykeT0PBirNGeFKsyJQbk4Pl5ux5X3KM8uN2PI2wrTycPmh8uYPBKaa08JTzaipSVP1mCmBSebk8CQzdpIWNzFgmTnWCeucZSRZOdY4q8xaaO2XFS2WWeusnZZR37jNl2j16uOvtOZbepJs122W5oisvtSKjfeXBUJmaThkRoW6h/Q+50LasZCmdw5pw0JjQ7qMWhtqd6U/MrpHyJXqTwh1DvlCxv2BoFkSDppZwWCwIlgd3BpsVhGsCuo18kn3BaPt/vsCE8yjEzTbZr3RliBt0xuVERPcpF+wabYG/YKvUbtHLsDdciHu8o43i8PjzTu948w7wuPM2723mbd6x5pF3jFmYXiMOdqbbxaE8808b645SsaP9OaYZjjHHOHNNoeHs80s71BzqKwf4s00bwlnmoO9AfPmcMAcFtAGef3mQKOnR/4HsaXLT0l6Zfqp9KjYse4St17iPuY+5TZK0k6l6RVtNEdqRWpVquGQN523FE9KVUp1Sk1KM0fTByOuJLEyUS9xVjr1zk6fc6/zmDPK5lzs1B1VjmpHjcPIchQ5GhyNjqgah1YTvzV+T7yRFV8UH4w3HPGRZSPBF+/t4nfYPXbfoE524/pO9r72LLtRZdd8dm9Xv8/e7gp/37isuKI4ozpO88V1uMrfENMYo/tiZENDdGO03hit2QytrabZtATBaBm5R1qyxy/P41qX1kyTPy3qckZkZGTWt2gcnlnbclhBrTa7tv2IyLsvO7+2+exam5lfkFunafPy6jR9QE5tUmZ2Psuz5s619Xdn1rpH5NYududl1lbKB1/kQ6N8sLnrXLb+eRmFpVZpaVlGaYa8SYWlsqbMkp8mNHkXrbLIlrJSmwzJuMgrMqI0gtU0qNQqsmQO2SCrS5tWR5YKm4ZcbI7/9HXRb/JfvLT/5cH/v1+tiwr/BfW3tqkAAAB4nK1U6VNNYRx+frdue6lEsmWfaQxiLMMXM8Yf4E8wPjNjzBjb0JiGGLuIQllSokXZQpJIaLGVJSEplYpIlpvO9bzvud17W3wx7pl7zvssv3fufZ4zL+CdDBjxcH028zqKc7iEa7iFB3iKTvHDUmzBTbzHR3xFt0C8ZZiMlij8t48Ra12BQI8ieCEcsNvsLUaGvQWwBrkx8UThnlNcjD3U3t6fM+KNfKPSyx/BejbYUka2Q9rtNstChe1zFbbEqbWe6PBONnKMlD4/ZyVWYTXWYh3WYwM2YhNiEIutiMM2bGcWMVzvwE7swm7swV7sw37E4wAOIgGHcBiJSMIR5ngMyUhxaAon80rQqlJOIg0ZyOTzFFJxGuk4Q3yW6Wcim5zJmDiLzHGcIJtGVrkUl8PrPHKRhwu4yM5M3IvyUYTLuMLnVbZ5HQW4gUL2WMRmizWnmF78d6d5v407KMFdlOIe7vPNKEM5KlCJh/+klDgZhR7hMZ7wXatCNZ7hOV7iFd7gLepQz7eubYD+go4ael47XO/oakQLne10mj7TU6vVZr1DFWfr0CA+6BILumHnSrWXoBtK1D2q9lQ7qTpn1UcOsWoo3dlNFjPOYp8KqXWSo41senOZYG9+g6dW6WjHzLuAHpWFUiocWZQ6mlD7FDpny7SWp+eKnbu6EjX/YbVbOrVuGTbig07GTM9UXekpRwM9KmW1R99s6zlrpq9mFe8+o7Qa4haeDm1MWj1bdROtaHKumxx6Oz7hM7r0vQNfeJ504hvxdzIdRAPZ/swPXj/xCzY2+Bs9bqinn9IDgx1DRCziAcO1crH66ylW8eKZ5iO+4icBEihBMkSCyfRV/J1KyAAlYBDNVzOhMlTCeF6GywgZKaN4bo6RsRIp42WCmxbhVMZRmSiTZLJDG64nI5yzkXSEu3mjJFrW8D5VpssMrmfKbJkj82Q+mWnEs4gXUIvWz0VYgmVYDpu12VLO/cN4quRisTXkD65F0J4AeJxjYGDQgcMaMOxjLAPCfUxsTEVMp5gZmNWYnYDwCUsTawJbEbsR+x8OFo42jj7OMM55YHiLSw4Mz3Encf/hmcIbwcfCZ8PXwx8gwCRQJvBFcJlQktAhYTXhA8hQZI2on+gTsQZxH/FrEnckoyQ3SKlILZF6Jr1CxkBmiayb7Au5DHkb+SsKAQoHFEuU2JTKlDmA0AQOfUbhKByFo3AUjsJROApH4SgchaNwFFIdFiHBFSCowqWSB4fTsMATo3DwQ9U0fFCNAwkWkQ1vqN1Qj6ASPIQPagRo7BqFo3AUkgo1fUiHWgpaCtpiFMKkUTgKR+EoHIWjcBSOwlE4PCAAftNeZQB4nMV8CZgcVb3vObV1d1V1d/W+7/u+Tvf0rDWTSTJrMltCtslOSFgkIYFAIIIIqFxQZFeUcFFwwYXMZGkIAhfyUK/kPj/JhwvC0yvvPUHjgvr8JJmed071Mj2ToIje96aTrurT1VXn/M9/+f3+ZwEE6AOA2E6vAiSQgeRhCFId0zKKOpM9zNA/7ZgmCXQKDpO4mMbF0zKGPtcxDXF5TuPRBDwaTx/hrvjhg5Wd9Kp3n+ijTgF0S3AduZ34Cb0fGEAEuJ4BBoIBHPAQzLEIbQsuF5aD7u5TWZg68+qZTBrqVYTPmyRayHwXkcs6CUO9JEQGcYnRQLyoMHitNp9eYeZtcbc7bmMrlyv0PqvNa5BDE8SFPRnyk6zAMgx6g8+xAkfTnMBWehaWGQwAzM2B0twb9OforBBiOwFLfAwfSSMAgkwWhdcD/Eeh696m19ErwSTYCW4AB8H1onpg77U0xfb15Z2WdVTXqmeJ+wALNhH3Az3wETmRTbH6VErPkl27ysRDogpEIn0De/POay3rZCu2l6FvRn1w7ENlGJleMVIqw8nDfSOg+wx6nT6jNZW0pRSSyElTKZVKCWfwS2Mq5TTom0xah0RTTJItdQkhAcmcpKmL7IS1IgesluXaoBOi70lJgNKBgnonga5tySeRWFUEiT7mstIN0QVw3NO7RfS3+DTZS7+4d9eDW9ORiRsmbEuW93uVBrVCbkkFfEkbp7KFzb6c3yzndDxDyjRhuzHVNV5Ibb9iX2/PDVesE/3wJpUlaG5fmdZrg63BaHtQu9vdsbbN2V7KGRPrV690+VJOVeVhuKt125rRYHJscIln2fXrWsIDly3p2LFhVcy1dGmfQ59v63C4UMfRJKtRutNbp1YFbH6DXOX3BaJ6Jce5cmF3zqvVR7pWXUH8T0MiU3S7C7mczRx1aXW+1OxorD/v4HQ2wT82PuY3ptJZ8iDuTwguqxwi7PRdwAe8zwErfBcVCvAvgAEksW/G4OJuBd2oA2ZfrSolg4SsNRn1KigJsir7YheJZU2YJldfNM4YE2F72KYmC6MtVlthZQvBmyNuf9JM0mterGz5yWuVbS8JJkFOyTjZzld++Nqe3a/98PQuWi4jZSojqs8WVB8tqo8H+J9CNrN3WmugT6BqqYELnp0xWNlqhVB1hLqZyKT+hPliQduSJ0LBatebjFpCa21ZWSDVtrA9kjAyExetXkWTlkTAFbZy5M7LCeue1374yk5UEUqOqnQSHnrtJ/DQi0qjClVGTv+gMoHqcxtxkLyS/jRIgXaRT8lCapeJMSeBPFiGL4g6t9GscjvDrlDKJFMLDMv5OJBKIeWEqZOnTwqz6E3SVGhkZCqYgiYj4/MGu6GMCYaSsBuGgoViF3ThI7JoNSwWjCYnVENyvZ50OMLCt8N0vK0tToe/rQ47HYTuN7/REQ5HRD1fLoScDlJ/hnxCls5mLcpDZw1Go+HsIaU1m0nLNmzApVbVobN6k0l/9pDKJpXifs+DTeR3KDdqV2CaAdEyIT9q1jqjfmcZBqd5RgtSuVOzp3Kweqj5I4+m7pU0HvyOrcyjqZufxoPeye8wvKCofJc1h53OsJmr/LtCzcsYTqWAJa5axsI2uZpjiG570MRWvs6ic4ZTs3CCNQXttpCJheOsBpdp2Mo3WFNI0lNT5afwcegBNmA4LIAy8ckZLWeyA+H0KaQML2XSAVQzNawaeFFXdwnwcbnWbrhNpjF7rQ6/AOkDgjcf8GU96nK4p63oeJ5VyWkauUCof9gbNcpkxih6Vjv8FNFKTCGd00wDGfcUeiwFUmdg6hSWA+PzeIMt+UION5doNZormy1GowU+wmt4Gv65LZkqtSZR86v2dXDuD6jeYeToFdMKchh0n8J1xVqAb5E1wsd7JifFnlUT4l1TYveajWI3kGJFae4t8lU6AHQgBr59GBJLVq15CiTmnj+mJkZAAuqfRl4WzJ0WWfwZQDUJ3Cckx2ub++UMB0ds5blfHuHUcNiGXKqoUk8EzKgUvaGiQBmumhbp1cDcbR05E4t1o/9Iiqc3bZyKIZuaitlELXqGwg0VLCT0kMD3xzf8QDdGd0V/6LZrGzGt1jt0Pklh12uoul6KfDW75+hHb/3Gjkhuz9Gbb/3mjnDlz6zBFW/1to8ktMbUYD7UkXDqZMQdD7375Mb1T/z5c589Kx2/suHOnf0xbemqr+65/ehlMUt2ePuHkezvBYB8kjaBJDhalaCoVESgIgzlIQi1MF2ee15UIPmJaUiCSJm4e8Zp5jTluTeOokKNTluGB0WFbzyiFiBHC2UYmxaZyWrbUKOy3bNI92KnTuZmUZ9umoqBKYgaahPNkTCMoOc0PQo/4f3cD+nXpqnqfaam1gYkm6sJrB1qkAtJQsnjBqou16DB7+ST2LxmC3IVx9Do7PffNzk0DCFX8dBIq80hVzBllr+iUHP0djuyLmRRdkfIzJGDezlaEw2aXUaV/AhFk5CU8Yqzr3DmEJLdGiS7Z5D+dUFtTXYqKg6pGFS0QUUJcmK5posiNJaJ3xzLBdALlJ4mfgO4uberaskhteGiZbjrmKa15HaXLqRCu0RlzsgkJ4SSpEEIAKydl0os260tlZASaUopfAJTkoqeKpUwGMCaCpByQSx03YLaoVqpyX/mk3HHbJyqPW1hx3TDeRBR026mDkfUUPKJzyAXw86ajW69ghEs+p8tGU9qDJGuaPv6pUmlQimnSYa1LNl6jXjxA9sz5uHbr3oAVlgNz1zmiFg5uSnu8yC4Yfjdsr2bRv2e9rjFGXDx9pTX5DJpzAGfObf+YH/3gTuf2PMQb4mgvluFfMcx1HdrYE+1747Ll0N2GeTW1TttHcyUie+KyhUTwRVicMWKoEiqbE8TbyGX8ssj+AIVElS1E1VIkqqlJ+Bq0A4UcOMxTTt6GQs1gRbqAi1g0x+YiJchJWrcbnpgwoj9glGSrbEMVy/wCwjVnSkJknhLVVxX7drTMYz5ENTTaEvzHWwTlbUGoIqryf/6ysz3dt1nMZK3riJE3Nkx2DDLWsmFul9mcJLkscFbylf07lvbplXISEFgM8M7eoqT7Q7f0l3Ldyu1PELkGn5P27pOtzHWl8xvGMjxcl5OEYxC37Xx+v6Nn96Wc7ZdVOq7fCgMr99y/44Wnd0p6G0RRzpgc9msqSWRRH/OLjOGXI6AXm7LLo952mMWV8At0wedFo9R0AX9lvjEdcPtO0ZbVaS8ZfRiFF/8c++Sb9J6EEXe8Q81C9fLklAWg4wdygSInA2jhJzkJDmsCGkk+qRHKBOXHAlRFEg8TSiAce4dUYm+NNqSIUm4ISTcIxRqZawMLz4iesbZVUjOWNBIyrnZ2EnEb7ABp3JnsgiL4D6XwgPu5EJIDREqCsVg0A5DAgypYFAJL1AnqSrv/4nV3qw9pvaH+pWJYUYg9VknrBtzEc57ViP0QQ/5pkG7l3emg/6Mg6toVEY1AodKFt5Nm2O9qVx/TL9XMFV2EZUn4EVwX67lbVbNIkShZt+WWVIhdyro1RH/TaFUUIh3cef+lCFumf06xgWbkY0+SatAF/hlzUbpAqRbFjjWYpngj4az4azK8TRxEtnmz6o9UbXJtjIMzHi9dLPWb5+OjynKcOtxnVkSjrlZ12djpxGtimF1l6wNGxvW+CY700ULMFqEtapIXvQfecxCrzlvStXwn2tYjgSHNDVIZcAIS9MFq6Ft4NYTV3VcvrqokdMEpeDlbGTJ5iVtm3r9TnHHQNumqMPi8hIXKzCJ1VfyvqXBXV+4sg1+cddjezrUJpNaawla7SEza7KbzC2jremhvJV3hIhs2MdbY86OQuVXFJHZdCeQ+O8k6pPv034tw9ok7DaGbOQE6iMXeLjeR1pIayDnqfeRByJ7+N4Mwxg0J4h/Rz8y1PvIgERnoDV1oWkk5bSOcXXljGWrHu/1M1VB1XtAVXsEurWa/Ku/X+SkZHXwCyV4ipE5FuAJSsbLK6sZnbcl1NLlIOTw32d/ZjBgwE1CrVklow45YgGP7lxAKShImdqkId8pdjhjdl5mjiOZdEoyCSCZOCRc2os+P4diSxr0gh/VcWnf3PPHcaP7oAPFlU/PAJUKlJEk5sFpe5m47nhAlLRFLMPwjNsta9aoqKiITjSUCQEjWd0/11QJA9STWGAl5KGzEkg9ip6nJpG9/E5kkXefv7mowHcXFkWEv/qI6jNiVZlieVI4RdCsqcUq560VUXTN5Vexa4F8TkisPDhzILZqWcbIksjg+Xj3aGZyX7+XSN48ecld6yJtV31197qPbekJqCtnzen+dKovYdRFelNtlxAvrPzKo3dfIfJavSHs94SNMpVW1bHjtkFHrLDj7g1bvrC/N7riyo8/nL3srtV+T8d4pmWsxeqr8oRHEL94mvwm4gkhYDsM9GWifJx1+izDtLofkY1uBFFzWF6Lsbdm0Wf4tMpTiEQKHp6vHlWLP5PGaKtfrfa3RmNtfkHwt832R0u4oBSNtuNjO67PBDSRj5OXAiViao4jQCUzcM8gdE0BDXo3A0zcMafMLmJSRs2CT+TjJsMsbTAZTMRZ9NZ0TnIt8XhLLh6vlArRaCGXSFR51g4wSh6j8shWLU8BDZE6BjiT1i4wIHUKU8STr9eTBZCpeXoFlNIX0GiCToh+K+Nks1ClV9IkQs6EOPs9QceStFKvIgEKcd3WoFVNVm6REfqQM5K2K2mIgpFM5chEA1EtIat8hMnj9pvm3qVeRHHVC4Lg53X78Ne00IdRlVNiSrzSZ1YCI1QZgxzr87LATfmgxhcMYEV1ihzgoZbk+ZDD7/M5WaUR+LxmmdYxrl1FSy6gG+GkVk0O4STsRnJIjbPQkto4ZTWfyuYOfuzkSWg+iTiFdJpJg1jMtrAaR/HJP/K0TDoWWxtwwloqiPTU0jCFegg1yXykhzrMM8bWTK7k5KmLKtZxSuloiSXzeoaHn2IEX1eufVlIw7wAj8Mrt/qjBppUCEpIzap0HMWYoj7qBo2BI0nOqHtp9idSP6+c+xXF0T5QAv9Sle60HcSeJb4NVMAMtwAPCNYaGSzDzdO6CaoM1x1vSUtmn0Yha1pUNIUp/IaZLxKR7ZkPeoNMGhMCpmpNWilwMXVk0URvJTOjOAT1jd3rr+675dX7R9c8/NNbC9tX9dlYhqRYlUKdHLh42ci1q+Kpiw6MLNsxkFKyCAmetPgsWpPfYxz/wh8ffQyCb6zTOoI2rT1od0atvC/m67768Z1XfenyFk/YLTfHqvaAQhp5B4pdcfBkVU6HrSHEcEW1QufWuYECWM1K1CLr0zCCW3xMCUeCQcZS95eWMkyKCuVYA2Mlm7hR1SXHsE9OaauYGamD7dg/45ZVYRKSL5hHBFLuadEpah6rVsxe40kkPMRtChWGXSpFJQs/pqhCMEXlOvgDfH4JpruhOLUzHmItISfCA1zlJIdpME5A3YMJb1VmKN5vQzILgadqMpPpysS9olHpAE6HLKyGIzIzr4TDMhxbZE/Di4Bu7nfH0LlOZ2FQwJtBVzBSe1VwmCnD9UdE75ilEbJrTcTJltRJTUkSmqj5J94XCQ+eJ6tGyq4mTdREDslpLbxTocLDAeh8L+/KhoI5pxJJcgsupR51Rsx85YvVLJ6VqzgRemUY9EbdFw9xlqgkr4G5t6mHaD/oBq9V5TVjt6vNSMumQUh9gvgMyAMzYmao8mbM0JTS8XczPD7C0BGvt5TqOgFTgAZsTUdY1DZRUZrQSzqiL8NN02KqEaaxsWmqgVrKV53E2AnJ8Kn/usfUJbrAlAtFja8JYxk0VbjQwAZIKAgAKNs237pm44OXt7Vfet+6+OrAn7R6rKDwqGDRsYaezZfsannoT19dt/nJv3xm8vZL+mw8tdQRtbD+qL9n/5cuvvIrV7Xp9TCeKNiDJo4zuvSzs86E1a5n137lD589NHt4o8kTtOfqekvdiGJOCvz3esRJVZUmUFMef+3I1Y5s7YhR2hF09PFl4p5pk59DBxQNTNFxvyQa/wm4DYiAR2FLjz+reRdP8ChSLIgNUlCISbKDqdNnskI1OuA/GwJdH/RedVdQzTc36XEj39w4pW5UOrPBUM6hrNh5Z1WXlc5cMJR18vBNpSMXCmadSn991IvgZv9UP6deqp9VAvC1+nldrvA+JFcDiNblCoh7j4qsMF6tLkyhiiIFnKkXLKhyY+DuPmW9Sq4srtJ8ReYfXvfZk+h5VjBUf54BuR8OKNTjBkmGhjKcavaaMHUKP198zwsWutMFifpJzFJnv+lJ1ASlhA9g7vohZ8TGI2f5QL1mZ3/LWSJ1eTB7kH/sAD+uZQw4ZTptSqXYpNlsLRPbj/gzPM+ik+PAXxiz8Jz5BEygPk/O/e6I4COGMxiru/GZScDvyuq7KZXOJBlXeMy1qqEIGHFgBcJQI5ut6pUmJ+A3TakzlctpcqjhR/+5T1nQfb4aoQpBX7MPbYcY28AcQjnSqYHZwznSAX/azhOVT1BaV9rrTbu0ZOV+gnOmULmDKyS+luxNu3lopqBX6Yq0Bg7bQpYmLXCcfVOpQWAT+1f72V80yj+SK6h9pei5WRJG2/xqFfpV3d7LtBZ01vPax0JqNqlWI/Cfn3Yms+hwBDhbxyNYEFp1kBiOhJNeXsBnPMeoy/DgcRQJcQhJovN5femWkp6aUimG/F9p3ppTmqq4p/8J96zJWEqghWAShnxOaDhfwDonacol4bzSUmXBFtDt9uViYUvlWXubiaAozpb0+5JWthi+M5iP+HXnjLFwUAtJkrcn/d6khd1gQr5HFejOElOFg+39nxqeXc9WAxlL/UsqpXS2hCqh2MTEaHjZg0uJTazA0zSPjJEAo3Nv0WZp/CUE9lSl/BzQEy8gQ3CidxZY5mHNBmR/Ez5zFVpj+6ObmCUOVGekIPV+f9EUc5pGShZASdo8+vBbDz7w8/uH0PEz9/z8gZHKr90jN23efPOoxz180xZ8JO7/18rhqZWPvvvE588+uXHFo38+tuNL+3sGDnxh/aVfuba7/4bHJP6IdYlENm0HEXBTDfX4mRPEPUADHMS/iQqgaYztxGYYhveVGywCxo6IhjG+gUNqPP30mRoe/Pt+WGt2DC5GLBLXRsW44RTZd/O3brq85lD5TBhmkhP79k/GK2fSy0Yiu6/pXlWwk7de8eW9HZVtDTu6I5WSmbo23bi1b02Uqwx4O1c12j6C2l4AfeDz1bYfEZKaCHuCeAldUCQemo50a3BktCeFeu0FnA8TRVNnvaCzDCPHRM+Yqe5UGi0qob7Pnj4joYkSEsjhD3aXJq8UIpPkeQIympxkbe6DC1FZmMdjy3V5jcidbdlo1sFT+wzhjBgdr4su4YErc722FQcvSnrEjR2OXCKsu0LNVr7e1qvPJa65rXWy1e7l1CyyMg0PPZnhnLWia0j0gXiIIrnCRftHei6b7NKpwqWB5FzQR24X12hppvJpW6aviqm7595CQD0ABsCJekzrIR446s/6s7ytTHxuGvBJ7L6LgIWJY5oiehk76kLpKMOEyPfY6MhEI3e/ptlYpDGapjGE042MJqJzyX/SbeftkVqUuqynMhfTPYa8Y/jmb2xbsndNu5WjEAVR5UavHEgPt9jTI1t3bh1JL7360NrkhtEuvYwmSJmS49LLNhRjYsyQWrl95/YVaXjLjs9ekje6vNZM0hW1cp6wxxTtCsa7M7F056p9Y1N3TiVVZqdeZfJZHWErb/fYDIG8I1b9fi+SO4+4zNtIt71gVc2qAYO4zIxZw2jrctBKTMLRZIhZmDqJRyFth//qVfM84wLzATC2eFuiX89gZIFxT+UZtkrPWPIuTMioRx0RC3/2TEOddLwl4nBGLVyVWqD6G5FtPoawkB9M1Hg+sCCIMXJM9FvcvMWEeRknKi2ucTOtraEvbakbWlLm01Lu3yq8bkUH1Jbji67B9lSdAoTjTzXRXA3o6AwyMlKgBX9XNlQKWzQKqnIjT1s6Csm8naNhG4QtFO8opJI5nYxP4uQEpOS8Rkldj7MXFKtXn7OSP9cYeCl9gdoRm3tXpkPt6AA31jCTIsXyoCOd5lGcHhHZDt5kVgZ8Pt5bJu4TtaKZL45Hx9M+jlyUf+luapwlVSppS2bhtHSuLVX9i6h+z5822oxciI+sA5tG63U5XS1pUz9DcqDfYAzR3lxpaVhL/wdxktaGlhTb0Aem8hMFYSnlUkU7S/4C/ppSugrxdMmlov5I/IJk7flUPGMkFUvMDjVNqx1mMn/uZZNDkM6pXf6IkSY5g+6ch/yRzqykKaVZfy5M/lQwKWnaGAsgv7wc+YxryB+CHBBhpNb7ClO+TKw/AkIh0FYmloqChjTBP5igqczn4bk8zEuD+ZhE5/PJnmgZmkXbz7yQPOi900uI3lHvZi+p9rq8BE95vZQDZ6dVPNJuh1mAI453k4PYE4sK9KHzTZEfoYA51ZwbliYxbJqSeGFsas+ZqT04Hy3loquS//9cm2qMwKk42AnnM9XtcNHQJCVhKVnVTxkxlSWv0ceiiYimeOfq5fsvSnded2T/RZpQT7p723BO4DQcw9qXbbyyfdd9m+N/3ty5umBZ3t2yNulSCTKZoFre3hsYuLx/xd4hfyHaHdXbvXaVNWhy+R0+py6y6rYNP9H6c55WsSDlRj889xYF6N0gipDr/bV+ZT2FE8RmRLFixC0IbBjYQouHotN155MuwyFRGRy0LROGG+P0g8hXj9R9dTdOHeEJVxLswJ1x7IPeowl4hQzn082qhdShmEzjhFKEBfmtn1qfWLF8qR85L6crYmF5xAcCaQfv7evrD2+7/aJw5awmuiRnSecKzpYtLZm+hB7+ev+zt/Vrgm2RLVKMZdUc7atD04oOMQjVyttmri5dOp5ReQvhyo/6lmdHdyB/0j/3NukhXwUtdcQybQehZ4l9Uv7TBVyNJK+/DF3TukHqadgPMngMl4MjmbjU/HgZLpsWFSP1NGaskQjFg6VSIvQfu9OCjGg9QjLVAMk0p0NRU2iZuW3wouQlhy4vLrn2i1vDI0tajAqa1AuaYL4/u3WnNTeSyw+1BpUKXkY9afWZ1SaPVRAPHtl324s3daEgaFSbfZa2FFK9B+7u/9BgwBV0sbYo1rch5Edepq8AQVAC99WkxdlKJ4iNKMSkiKtEVudZxpVCNkoVrSsLstUBUWEezEvty6NPR0TVCD1cj31VTemWUH3V9BUf9B5NuK7ZZnMI0DWUjkzCZtxfJF9mzRGnO2zhlj6wYceda8O5rXdvGjrQwUkqZ+ffLWwrZJbHDNpIX96ayRXc3rp6bRscRxq1DatdZzv8RV3XZvN9/Znxi1taL53Iqr3FMJbbIJ4/gvxvDOQhXcvs6XSeeJlYMh3LU2UsOQ8Z18UJW/xFCrs6kxKOAEqgiOFRajNFPEI9SSF6Zk+Vq3k5fBTd6JrUm8FB8/8BKkFFaEiVwszDEYUZXaD4i2ivK1EMz0M7U/N0U3vwhJ+NUxhJv15L94mK/7fPltwC4/M06a1hoXYThlAhKDkF8ljEP/tzW/tUT+/2gbRawctJgpIr29bt690/c2171zVfuXT3oR3pP5LrN6WXpywEfDcZL031eHUmnUzrsRhdRrXKbNJ0HHj64P7nbl3We/UjG92XXufvnEgh27fMvUs8SF+LsMTeWq8YBYBA9KaZdDTAlqFjprDcGizPj1+4jonpfvew0N9gFNluZOYnc7MncyclTsq+zx8tyoM6YFUKTDMZqeVE22E9D0o8SMlZRqaxeE22kJX/AoZ+et0XeHvWj2dT7NbpaFR0pX9k/1hoWViloKh3HD6dTCaXaQLtsXHWFHYUU7PJ+owK4gepoiNsYofWf2J9UqlWWkKABLbKPeSj5CugC6wAmyBRw1gr1WkZ2eobzA2+OEi6BuHgz7/LQ9Tj/HcnoHMCmifgxO9PGaDJAIFBMBBqg2FzK/mXjv6oO977TC8BemHvqdZB9XookOtfFt0rG5P0us9MTSEIKUVeHITRx6lXpYMUP2ziquYnc4Pwbz98/tkdvS/3ElQvVP/V52+cr8GCCkzVIxjqFGdtakswpEJnRkQLSUNTSqGIpxEWiklY9zeIRCLa2EAFXYQuH0xBFVn7RD5qFHYZdfktn5iMrTDwulzyx8P7x2Jt+7559VX/eklK40m7YqlCzBctbv34eHTEA20aQ+VbowOB1oB2dHmwNaBr7++esbp0zMUbSivSenJzOmnu9Ky4biJmUCn9RkeAkJOBJRs7eq9enfWLa1s8HcWsybQy1b4l5Ns6sOL6VQlWEa/8pX/UEiu5+laao8XZ1Yk0Qet8bqeQzZuCKcwZPow4zw8QvsiCK+pckyM2TWej+jKxeQbRi2b6PSIqxMSgf5lluOqY64y7ytlxsuv9Xb8w5StFONkFctVVoG0gf8DbM/5Axs7r/KVgemtLHSvUjz0fG1h/cMTrrSs9nO0ZbHEsWzL7zXpJM04Quzt2/ss27LMvm3sX3kmvQEDKA5bW81VG4jlgBwaEr1jggtcfFS3CQLX2r6LKz2emzv/ugolsXfO85QOLa67rmlzV3rlqsqNRd/JAY253eritdWC4vYTzLnOvVe6Bj6C6+kEabKr3VIB4bjrGA+TNjlgsIJssw+tnwq4BfRn2IahWs4DuV89ocjkMVKSaz/yNC+dbUWPukja/R4Pu9A98aDDSZmUpgpSzctqltQbNPG+vtQ63DLeQ2nXz2gTHa00Okz1gZGnBV+wg77lAQ6v6eALpYx5srfdIBvWFF/Do3Qh8xLGZRMLIlonjokoERi9HhwfsyzQNBUOsDsHa6ky2M8Js9k3sYLgLXdacIoIX0L76rDY9I1Pg2Q4nOEc2HMl5tLLKDxf3I5TL9Z5MMJBz8Wp15SxM8pwHsXmawkPzr1bC5+vhud/DbbxWKuXUXl3lR5WE3lFtPzyA2m8A3TW/rFYaIIKPHAuVAHIU6u3NeDhlWbUpteGU6oRx20y9+MKDKufpn/f8ilXrwCgQlhkFT9TyIMt0OGI6nVkk+E3To10hzD+yQGgy9emhQX95Hv2OoO7pGexalmgdSAxbmuXelOQtnT6jwRNJJYP6h272NzzKe7gYR53L17qaUWDVDaYdnMbXEkhsKCA5+bGcNN6CP7mh4XhYa8TljprYwXtGi2uWZjXhkaGh0NoDQ+6GPAlNYpELOr+EvKF+dsnoqCnWEYh1hXQdl9w+0vDLqA+y4CO1PojqsNCdknsGTgEP1yJSIblbvu5uOeRuoxb/QENG2qqEahnmuqD/nl++L19dF+R7++qGyD4z8Td89QKxIHFskfLO/YgHU0gei8YWrpbGFq5eOLZgFRXqwcZIgb2Ztb7H2MJf/cX7GFugqI4D5ev3P7mvtfPA8euvfXJva2XWkJ3obp0s2IyZya7SZMEK37rqmY8P9n64fM1V3/rYYM+Hyx/pvXI8GVl55XJ0TERWXCm188OV+yiA2tnM9z0Fts73b/1rfH9AWPkP8/2/dY9mvn8hNXgPvo8o18ZQT2eHu6EPlojLiXh/aGjFRGor5vvvaiJLspYM5vub85mlcQM8s/+52/rVrqSrsqExAvVGXTl2hTsj+pHbpveXdo1n1Jjv/2TJQHZsB+awlfvIl2syrHNYFxfDHDYKcpiJGQIDXGfMRQnJugCSEv+0DrZKjW+V+KcwIoXG9+KwH/QezfqkqaYV63planlvEluLqpwfZ0iwxPLb794c6OsbiHOWsNsZMbPnEdnK83W5wS97MlJ6RCKzakQVttQFWflRjc1eNl5jszX/Q5yQ8om7a/4nqEaRR+SBVc262BRLKkm2toYA0agJkRVjg0G1wT1gGK7mjKv+YxPmoSdrnof929cvIk0XdDVYxxjiBOKIrFxvcWoN0QRyOIscja+rtdWudLrNHI3AyZA/aWUxSfJ3xGdPn+9qrsz2BNWkTMHyhvo8nbeId1D7B8Bb82MwycYYTJ+IEAmVhMk3iygws/9bUxSxSy26iwQpDZyoO2AHHva1SYMnb+KBk0GjgLObwAgFyvhOw7Tw3I3q6MmUNHyyaSomnJlC/xYMzYju/+KnfYARG+Kd0s5PTmTX96eNPCXnFVxMXFXwtoT0gc6RsZHOQHbjxyajK8W4Tk6RpIyXK4KlobQ36xaCXSvHVnYFoXN434qQ2mQ2JOIOn0FmcVpV1rDVGXPbvXFxXbd42XCU1xrUaoPLZPPqZQazQWX16V1Rt90TF9dW1zjO/Zr4JHUYtIF7avPNNRplewT4EhipmJSJunEmEEuf8fU7lPUCJU7RmfozZbh8WpTVxINM9JQUJHKz2ZNZTX2uVOKD3KQaOakLE/2F6QBjPUlCfJLT+lJF+9CH+r2X6fRYNS/lHNWI+gIr5QJeTLbr3RaNjOEY+kA8pUMoOrjy2nH43SrT/3Z9wfq3q7mAytTAgEwhkxn8kryuw/k98iWEKy6r2TUXqib3XMQmUa1LDIQ42jJQm36EkMGiNBy2U8kJSj5Q9X4uv1DObh5m12eHNRzfyzg0eJA7G/zM+IaDIx6p+ciwtQEEKLYU61k7bzNK2PmJHUSjoCJfJkEKYqxeUh0bI2dQu+P1sb1pweMqE7ccEw0eN+PxlYkpkReB2xMe8HDWAW54fnDMan598ejYootqtiNrzH5p8ug6U7E2TkTOQJKmKn+kNaElhZYlQQ1d+SMjg5w9E4jgwebvMcx3SKU9FQykrCx5iFZpjKpzP8bjYjRvEMiQ3q1iUGMoWqHhZ/dYLMSneA2iGKwa96tv7l36FdS+peCBmh3YHdpkPC5Ey8QSkXMIrSqBItvahI4yEROVIin0DOQGhDSn7m8rz31/Bh3j6Ciq8EmbQJoCA6ZhxXB9NCwWiy0cS5PGz+qDaXhgTRrRwfe8wK+7qxJiZPVRNDI0f5qEF5BV0yn9CiP/DS14OjOZLp9A3U8Qt1Nqf1cm24k+/VpBI/0IhLN2jjxMEI+TSmsqEEjaOHKaJL5KSDEzZWPJRzi3c16WhFOhmP3Peck6PBxiaxTFYsHyPBYsFrOanb2cq32iFGrJftxIj+5Eck6BO6pyfgZ4iduBGfiJqKhImtELmDi+TGwR1SKeq04aOXcK+Hwcok5HcZmbiwz4OI1jQDMPtRfoGRau1Sy8jlw11jft/Jg6YrIX+i02MGMNk3GN9dxkY6TSNj9MS94qh/a2dKLoUlOPPUapHPloPG+Gij+/qYDWUibe4lTRhx4meWsiFG8xQe6NPFJCmlQoWdhZeZFVKkhaZdTA4/BzWouKIRklW3kVRvHaO0pl0Vcuq45DI/x1BMnID3bW5lpBhUIFrChu9h4T/VY3azWXib1IGCqra8DC6gbYIWolGKqzuvNHpJEfxiPsIn/By1H7PWTVsRR1SRiCwXzTGC1WLaiXER+9XDE6Ek6bCdl+pYGunFKaS6lY1q6S/YB8ntHFi7GSTV45aTHKBLMGxhiLisz7AgY5yVtMs08QW6waudwYkOaSLUVA/Tfk8yAGHq1xdFYdgIJaDTWMUCaeOubSoxcIlolvTSsCzeuRHCJr6Vc3ZnM7EMAeaiyelaYSzC/UBdICPNTljXv/XbeScgIbG+tug9L+HgsXOlV3+pCW2xK/wXMKZp+yOUiFmocrKid1JrzGn/Co9EoZJUde9QjcrEBo8hJHxKzwR5Jah82uIah0iyNkYhnBbsjoXXa7MDsrN4YAhLsr9xBT9OOItGjxjMzkDCcgICxtQ9G0sKbh9Ykpzp7weRN2Dh29PnSsfKseyJhn6yh2bg4MA0A+S/s0DAvlANifAmNzz8+oiZGxMj5C6TitBiPIYWFdnPsT/AFFEYfm9yVwv+e+BBRlsJxbYTUYrOQ0r2UZorWYShVbU6ylNtfdRObg4/S1wAb08/spLAfdte0U4N+5nQKtCtX2U5BcDwf1n/dGTTKZKYo4zHayjdwsPasIvIdt6GlT01wxhA5H7YzXmEWPzUkb35x6dRY/uzlV3V2jYbILlWJT+F9qV8btSTqVMsGmu1GmNrnNVrca0hVC7Up7PEmHCn9xE/7CZHULFNX5kDeCd3qIeINiW8H+nFRlTuAqv32PLyQua0NtMNXa4D8cT+I22LHgpo5p7VzIlKs34tUzLwmz7ylB+oKlpEkmWPX1OqohdY3amZHqXrkW1/4jjGBymawe1KxrVK7qN7SwoJY8FC5c/aYvcL/fCy3kDvJXQAeUM4BV0yB1qqY/C7MC5I7WrbcODd2ypbV+JD46dOvW1tYt+NPW1uKWWyWdTM69QX6NziLbsDwDDPAYQOKCx6ZZAd0ZGwhed1VcuDII+W5KobOHHZ6QhuTIzyq0DumcYmU8ggRywaCmfov5sVwwqgCgAajsJV+jVdJ+TCUwAlaAyWeAEn4emEAb/N6Rvj55QvYs+kgAN/wekCOL/byoowilzdbta2HuIMc0A92yO4hJ0D37xusvobdT2AfD1Ot4F5nZl3DaDqdRoMajkf5X+6gK7kLBQm2Jd3B+GkWhtuUNuXgRHfnauZXk0lk/cZ2nfSJDw1jA5NLJ5aTLqQzk3OqhEV8hbKUpOUPSclmo0OtbtX/Q+x+sWdqRgUVHB16sOvsCrXr3HVp19iKq7+wzxC9La7r8zHVKjqAV8s+HnQZ/xt45pFQraZXNZLXL5BoVG+3fMvsZawDv7hCw2gP4XoHZdiSxOwGgCkh2TuThW8GhOv9zEfcctXIGAwfwHLx4MFcmrpvmrMj5kjOZjKw5YRkQFcJYYyg7gqjBwkU7Z6Qhk9QZaacEHNgPf8DbVJEndd7SH5mThPMzQHVNk0ELwSVTu29cUfkyXgMEl+5/bE+HObkkVpxaGq58zZwe6Lz1nlJfwrjE2bau/3PPFoeKLnjL0t2ru8K66mqg8NgNk6mJvrzAZldeCv9HqCtirDxpS3XP/iWxPG2t3GVKLJHmiSIZPo9kqAWu+XydjngIGYCVuBso8PKTI7V1pUlRoRqzmesbpKBINnmhfN37/UVjpl2TTJqnwz4/9Y2/fK3yPan9w1///WOrK7+Lbbrvuls/cfm92zLEZ6dnHxmqNnXs0Ntf2PDwvp5zd7Xu+TLyAyTimjZaD8JgbdPahiMOlW9cUYY7mlZ2X7xwZTescvjpv3XdPAdfuOB7PkzaPCtv2uhsz/h5OYNnQbIKszNss0VsKqUjHwxmXUq4c82d2/IKlaBUmbxWb8rGKVVKdaArQ17XoEO1+fBdqC25+XGWNHEv8ACWuAc5Ji/x0kw8blCUiZfxOIshNO5hBdu4ML/mBNPApnGWKjq90GXz9A++n3EWqotzFSI9JYusct15y1Kul+nd2VA47+K1lsrn4UeNipA03QrddcfsZxvrrV7kqpMkudkfE0ElQu8YPGj8oUpq9nikuk79jrm3qK+j9sfARXUc7ybuQl8ZiXtEng2OC+MN/drQPM+1u66QIvdXLlqQ41vIdZv7k/r6so9/5+YDL9y2XFpNlnUqg8u3dXZt7QvweBpoBjX5P/c/c3Nf5w1P3UA2ZhLPUiN7BgPBgcv6SK55LYwH9WmftKbpxnlucq/ETUZFNmlKVekJj1ediIiWsNXZk4BzI3oSGcfEYlyzoIctqVwKUxHUqBoSL0nLF+fpyAV+hTu8sca1xkdQIFPACxASSIW0nLm7NVVwqeg/vMOoXMVEvqTndbBQ+ZlWaeoqpYpuJfOL1xmlI5fIthk5TeVn23xRI0MpUJh+pZLgBQXFGKM+ooXQ+WMGPOTGVybh13A5bYz6Z38n9beAZGOW9u4YqduuibhvWsm7sRePYoB1r8iKfGDcxmjHmcbc2BQyzdLr1Y3TbMcXfYt7eV6jm6aGOqEp1wWLjWmhxINVFXbxlYd1nKmrmCy61bK7DBEDoQvrPkmrnflYqdvEa+GvKqXGPoPfJv4tEEEt4rSqygvJHa2FHUnYIegQazVE/ahNfQgLH6N9YCWYPNw5WCbuEnmnZkkisURDAjMXwWsIsllNsQxT035nZxkGjw9otYx/YhDRh9hhBsX2M3jLHrzYXZAG4mDq5ClpKxlp+fvirZSaJ0ienxB0wMVrTY/hLZbOvaGQtlhSKy69tHFW2PnZ7fGxvqKFQ0GdVclVvpb+bHZZXA+ViHQz+HeVP8Aj+PxiezXIS8EebleYgg68BdqGA4evalGaXFaNxW/FBXaP3dM91bED74fmCJoUlc+hH6E4VNufAuRBP3iz3vODtb0XBmGsu0w8cYS32/mWp4mPSNuFqKobMADAQzXJt9XDcVsZds2k03SwNvDWPP2nW1To1vZJnqCvDEXkCTYt3iahunvIFN4+pGkzhkFps5B/zhPm92GoJ3GpxX0kWzQ8U/NH5Pc79n31ynW3be0KqNSxFdd/89rgSG9SLacJUq5i+WBhID22e5kbGktLVsS33rE2Wqlow70peyGfNphTy1PJpUkzfHLrl65bGhn50O2Prh9+/JFPX4EitFYp6Ox6V8TEKgW+45KPD6vsemVh+yd350ZabKzWorrsU5M+b9cEUuP6nhkghLjCcuis99RAbdOQAZg+QVwJUOwlrhRZp9rn1KMX2/o08YTUafO7ZvSWiZuPsC2ddHPmVycqLGuXSuJbWoaGheKTpgzUdnJb6ODwrm4DiiVQ0QsVPVAuQpaCzHLILIPMUsj0QaYImQJkWiCTh0wOKpJQkYCKOFTEoCIKGQ8k3ZBDdVeTf2d95vcpWfgH6xvxNM9LWryZJ8w35oyauiDGfqHarKQC+f3O/U/u/dDju1s9PVu6c+NtzuIVX7z8ss9sTblax/Odm3t9lTf0se7Y5Lghviw9sNJpaRltSS5Lmi7evnULXL/m9k2Z+KqDY8UtEwMee8/IhsKKG6eyycmrl6fWji53uPsnNhKdvtaQfqTPXUgnrbGts8cCnYWs1ZItdvpWjE9W999Izf2WuI14UBrL9T4D9PAIHsWFR0QFazmkvtH3CH2ztJtpLdIuplmyRYOvxG2+wb2jq67qs3sH9o6t3dtrfYk3h22WoIVXWYMWvGAdDqy8cV02u/aGoaGDG3KFDQcGiyNpoyE1VOhamdCY0kMA/F/Oc0BuAAAAeJylkcFqGzEQhn/ZTkygLYVQCCWHOQVK8GKb3HqyTXNLDg744JvildfCu5aR1j7kQQK995LH6KVvkEfIMe/QfzdKcCE9hOwi6Zt/RtJoBsBn/IHC09fHPLLCIX5HbqCNh8hNHKovkVv4qH5E3sMHVUTep34buY3vjWPuUq0DWml9QsUKJ/gZuYFPuI/cpP4YuYWv6lvkPRypq8j71G8it7FVv3AHYe5d9HBGuoDFDB4OgWOOktqI5LGuZ03FklZI6Bkg5y8YU8uwoC/UluFqGL3lnDISd9Lv9s7kws68C25eysj5tfO6tG6VyCDPZWyzRRlkbILxW5NyzzkmvHrKSy5xStK8yuKax1p0MGQSeVWU88loOrg8HencXnvbGbqcYpVChg0jNOMxNtkm1/59Z/4vuk/XTiDNSf34EAslLG3CAgsdxge+WHpJV95y4L+RwlHVWXOUdU9SXljUT11Sq/pWeRZUX+9oVtsb9vQ5esa1oK2ZsK37l7xkITaIltLr1BTaL8XNpVyYnWZm3m3WlTxzxVqvrAkJ/gLYP5JvAAB4nG2bBZQctxZti7mqw8zMcUsqCg9UhZk5Y3tiT2J7HEOYmZmZmZmZmZmZmfGPPadOv//Xz1rvSfZMaxfo3q2rljVDm/7fv5F2qPb/+a+11ND/6ZqhmZql2ZqjuZqn+VqghVqkxVqitbQZtBm1mbSZtVm0WbXZtNm1ObQ5tbm0ubV5tHm1+bT5tQW0BbWFtIW1RbTFtCW0JbWltKW1ZbTltRFaWxOa1FIt03Kt1FbQVtFW1VbTurRurUfr1Sqt1lbX1tDW1NbS1tbW0dbV1tPW1zbQNtQ20jbWNtE21TbTNte20LbUttK21rbRttW207bXdtD6tIu0g7VDtHu0U7XPh+7qWO0o7RztCu1i7UjtTe0g7STd0E3tGO007XDtIe1d3dLO1a7UftF+1n7VLtS+147QdtIGtJ218do4bYJ2vjao7aJN1CZpk7Wp2hRtV2037Uttd21PbQ9tL20fbW/tdu0CbT9tX21/7QDta+1b7U7d1h3d1f7VPd3XNT3QdT3UIz3WE72lz6D9oc+oz6TPrM+iz6rPps+uz6G9ps+pz6XPrc+jz6vPp8+vL6B9pC+oL6QvrC+iL6ovpi+uL6HdoC+pL6UvrS+jL6v9rX2iL6cvr4/Q27rQpa70VM/0XC/0Ul9BX1H7TF9JX1lfRV9VX03v0rv1Hr1Xr/RaX11fQ19TX0tfW19HX1dfT7tUX1/fQN9Q30jfWN9E31TfTN9c30LfUt9K31rfRt9W307fXt9B79NH6qP00Xq/vqM+Rh+rD+g76Tvr4/Tx+gR9UJ+o76JP0ifrU/Sp+q76bvru+h76nvpe+t76Pvq++n76/voB+oH6QfrB+iH6ofph+uH6EfqR+lH60fox+rH6cfrx+gn6ifpJ+sn6Kfqp+mn66foZ+pn6WfrZ+jn6ufp5+vn6BfqF+kX6xfol+qX6Zfrl+hX6lfpV+tX6Nfq1+nX69foN+o36TfrN+i36rfpt+u36Hfqd+l363fo9+r36ffr9+gP6g/pD+sP6I/qj+mP64/oT+pP6U/rT+jP6s/pz+vP6C/qL+kv6y/or+qv6a/rr+hv6m/pb+tv6O/q7+nv6+/oH+of6R/rH+if6p/pn+uf6F/qX+lf61/o3+rf6d/r3+g/6j/pP+s/6L/qv+m/67/of+p/6X/rf+j/6v/p/hmbohmGYhmXYhmO4hmf4RmCERmTERmK0jBmMGY2ZjJmNWYxZjdmM2Y05jDmNuYy5jXmMeY35jPmNBYwFjYWMhY1FjEWNxYzFjSWMJY2ljKWNZYxljeWM5Y0RRtsQhjSUkRqZkRuFURorGCsaKxkrG6sYqxqrGV1Gt9Fj9BqVURurG2sYaxprGWsb6xjrGusZ6xsbGBsaGxkbG5sYmxqbGZsbWxhbGlsZWxvbGNsa2xnbGzsYfcZIY5Qx2ug3djTGGGONAWMnY2djnDHemGAMGhONXYxJxmRjijHV2NXYzdjd2MPY09jL2Ft7XfvA2MfY19jP2N84wDjQOMg42DjEONQ4zDjcOMI40jhKe0t7W3tHe197Q3vPONo4xjjWOM443jjBONE4yTjZOMU41TjNON04wzjTOMs42zjHONc4zzjfuMC40LjIuNi4xLjUuMy43LjCuNK4yrjauMa41rjOuN64wbjRuMm42bjFuNW4zbjduMO407jLuNu4x7jXuM+433jAeNB4yHjYeMR41HjMeNx4wnjSeMp42njGeNZ4znjeeMF40XjJeNl4xXjVeM143XjDeNN4y3jbeMd413jPeN/4wPjQ+Mj42PjE+NT4zPjc+ML40vjK+Nr4xvjW+M743vjB+NH4yfjZ+MX41fjN+N34w/jT+Mv42/jH+Nf4z9RM3TRM07RM23RM1/RM3wzM0IzM2EzMljmDOaM5kzmzOYs5qzmbObs5hzmnOZc5tzmPOa85nzm/uYC5oLmQubC5iLmouZi5uLmEuaS5lLm0uYy5rLmcubw5wmybwpSmMlMzM3OzMEtzBXNFcyVzZXMVc1VzNbPL7DZ7zF6zMmtzdXMNc01zLXNtcx1zXXM9c31zA3NDcyNzY3MTc1NzM3NzcwtzS3Mrc2tzG3Nb7SxzO3N7cwezzxxpjjJHm/3mjuYYc6w5YO5k7myOM8ebE8xBc6K5iznJnGxOMaeau5q7mbube5h7mnuZe5v7mPua+5n7mweYB5oHmQebh5iHmoeZh5tHmEeaR5lHm8eYx5rHmcebJ5gnmieZJ5unmKeap5mnm2eYZ5pnmWeb55jnmueZ55sXmBeaF5kXm5eYl5qXmZebV5hXmleZV5vXmNea15nXmzeYN5o3mTebt5i3mreZt5t3mHead5l3m/eY95r3mfebD5gPmg+ZD5uPmI+aj5mPm0+YT5pPmU+bz5jPms+Zz5svmC+aL5kvm6+Yr5qvma+bb5hvmm+Zb5vvmO+a75nvmx+YH5ofmR+bn5ifmp+Zn5tfmF+aX5lfm9+Y35rfmd+bP5g/mj+ZP5u/mL+av5m/m3+Yf5p/mX+b/5j/mv9ZmqVbhmValmVbjuVanuVbgRVakRVbidWyZrBmtGayZrZmsWa1ZrNmt+aw5rTmsua25rHmteaz5rcWsBa0FrIWthaxFrUWsxa3lrCWtJaylraWsZa1lrOWt0ZYbUtY0lJWamVWbhVWaa1grWitZK1srWKtaq1mdVndVo/Va1VWba1urWGtaa1lrW2tY61rrWetb21gbWhtZG1sbWJtam1mbW5tYW1pbWVtbW1jbWttZ21v7WD1WSOtUdZoq9/a0RpjjbUGrJ2sna1x1nhrgjVoTbR2sSZZk60p1lRrV2s3a3drD2tPay9rb2sfa19rP2t/6wDrQOsg62DrEOtQ6zDrcOsI60jrKOto6xjrWOs463jrBOtE6yTrZOsU61TrNOt06wzrTOss62zrHOtc6zzrfOsC60LrIuti6xLrUusy63LrCutK6yrrausa61rrOut66wbrRusm62brFutW6zbrdusO607rLutu6x7rXus+637rAetB6yHrYesR61HrMetx6wnrSesp62nrGetZ6znreesF60XrJetl6xXrVes163XrDetN6y3rbesd613rPet96wPrQ+sj62PrE+tT6zPrc+sL60vrK+tr6xvrW+s763vrB+tH6yfrZ+sX61frN+t36w/rT+sv62/rH+tf6z9bs3XbsE3bsm3bsV3bs307sEM7smM7sVv2DPaM9kz2zPYs9qz2bPbs9hz2nPZc9tz2PPa89nz2/PYC9oL2QvbC9iL2ovZi9uL2EvaS9lL20vYy9rL2cvby9gi7bQtb2spO7czO7cIu7RXsFe2V7JXtVexV7dXsLrvb7rF77cqu7dXtNew17bXste117HXt9ez17Q3sDe2N7I3tTexN7c3sze0t7C3treyt7W3sbe3t7O3tHew+e6Q9yh5t99s72mPssfaAvZO9sz3OHm9PsAftifYu9iR7sj3Fnmrvau9m727vYe9p72Xvbe9j72vvZ+9vH2AfaB9kH2wfYh9qH2Yfbh9hH2kfZR9tH2Mfax9nH2+fYJ9on2SfbJ9in2qfZp9un2GfaZ9ln22fY59rn2efb19gX2hfZF9sX2Jfal9mX25fYV9pX2VfbV9jX2tfZ19v32DfaN9k32zfYt9q32bfbt9h32nfZd9t32Pfa99n328/YD9oP2Q/bD9iP2o/Zj9uP2E/aT9lP20/Yz9rP2c/b79gv2i/ZL9sv2K/ar9mv26/Yb9pv2W/bb9jv2u/Z79vf2B/aH9kf2x/Yn9qf2Z/bn9hf2l/ZX9tf2N/a39nf2//YP9o/2T/bP9i/2r/Zv9u/2H/af9l/23/Y/9r/+doju4YjulYju04jut4ju8ETuhETuwkTsuZwZnRmcmZ2ZnFmdWZzZndmcOZ05nLmduZx5nXmc+Z31nAWdBZyFnYWcRZ1FnMWdxZwlnSWcpZ2lnGWdZZzlneGeG0HeFIRzmpkzm5Uzils4KzorOSs7KzirOqs5rT5XQ7PU6vUzm1s7qzhrOms5aztrOOs66znrO+s4GzobORs7GzibOps5mzubOFs6WzlbO1s42zrbOds72zg9PnjHRGOaOdfmdHZ4wz1hlwdnJ2dsY5450JzqAz0dnFmeRMdqY4U51dnd2c3Z09nD2dvZy9nX2cfZ39nP2dA5wDnYOcg51DnEOdw5zDnSOcI52jnKOdY5xjneOc450TnBOdk5yTnVOcU53TnNOdM5wznbOcs51znHOd85zznQucC52LnIudS5xLncucy50rnCudq5yrnWuca53rnOudG5wbnZucm51bnFud25zbnTucO527nLude5x7nfuc+50HnAedh5yHnUecR53HnMedJ5wnnaecp51nnGed55znnRecF52XnJedV5xXndec1503nDedt5y3nXecd533nPedD5wPnY+cj51PnE+dz5zPnS+cL52vnK+db5xvne+c750fnB+dn5yfnV+cX53fnN+dP5w/nb+cv51/nH+d/1zN1V3DNV3LtV3HdV3P9d3ADd3Ijd3EbbkzuDO6M7kzu7O4s7qzubO7c7hzunO5c7vzuPO687nzuwu4C7oLuQu7i7iLuou5i7tLuEu6S7lLu8u4y7rLucu7I9y2K1zpKjd1Mzd3C7d0V3BXdFdyV3ZXcVd1V3O73G63x+11K7d2V3fXcNd013LXdtdx13XXc9d3N3A3dDdyN3Y3cTd1N3M3d7dwt3S3crd2t3G3dbdzt3d3cPvcke4od7Tb7+7ojnHHajdqN7kD7k7uztqt2m3aw+447WbtFu0Rd7x2oPagdph2lTtBe9Qd1O7V7nMnuru4k7S73cnuFHequ6u7m7u7u4e7p7uXu7e7j7uvu5+7v3uAe6B7kHuwe4h7qHuYe7h7hHuke5R7tHuMe6x7nHu8e4J7onuSe7J7inuqe5p7unuG9pt7pnuWe7Z7jnuue557vnuBe6F7kXuxe4l7qXuZe7l7hXule5V7tXuNe617nXu9e4N7o3uTe7N7i3a0dp57q3ube7t7h3une5d7t3uPe697n3u/+4D7oPuQ+7D7iPuo+5j7uPuE+6T7lPu0+4z7rPuc+7z7gvui+5J2una5dqZ2hvad+7J2iXai+4r7qna2dpl2nPuadrJ2ivu6+4b7pvuW+7b7jvuu+577vvuB+6H7kfux+4n7qfuZ+7n7hful+5X7tfuN+637nfu9+4P7o/uT+7P7i/ur+5v7u/uH+6f7l/u3+4/7r/ufp3m6Z3imZ2l3eLbneK7neb4XeKEXebGXeC1vBm9GbyZvZm8Wb1ZvNm92bw5vTm8ub25vHm9ebz5vfm8Bb0FvIW9hbxFvUW8xb3FvCW9JbylvaW8Zb1lvOW95b4TX9oQnPeWlXublXuGV3greit5K3sreKt6q3mpel9ft9Xi9XuXV3ureGt6a3lre2t463rreet763gbeht5G3sbeJt6m3mbe5t4W3pbeVt7W3jbett523vbeDl6fN9Ib5Y32+r0dvTHeWG/A28nb2RvnjfcmeIPeRG8Xb5I32ZviTfV29Xbzdvf28Pb09vL29vbx9vX28/b3DvAO9A7yDvYO8Q71DvMO947wjvSO8o72jvGO9Y7zjvdO8E70TvJO9k7xTvVO8073zvDO9M7yzvbO8c71zvPO9y7wLvQu8i72LvEu9S7zLveu8K70rvKu9q7xrvWu8673bvBu9G7ybvZu8W71bvNu9+7w7vTu8u727vHu9e7z7vce8B70HvIe9h7xHvUe8x73nvCe9J7ynvae8Z71nvOe917wXvRe8l72XvFe9V7zXvfe8N703vLe9t7x3vXe8973PvA+9D7yPvY+8T71PvM+977wvvS+8r72vvG+9b7zvvd+8H70fvJ+9n7xfvV+8373/vD+9P7y/vb+8f71/vM1X/cN3/Qt3/Yd3/U93/cDP/QjP/YTv+XP4M/oz+TP7M/iz+rP5s/uz+HP6c/lz+3P48/rz+fP7y/gL+gv5C/sL+Iv6i/mL+4v4S/pL+Uv7S/jL+sv5y/vj/DbvvClr/zUz/zcL/zSX8Ff0V/JX9lfxV/VX83v8rv9Hr/Xr/zaX91fw1/TX8tf21/HX9dfz1/f38Df0N/I39jfxN/U38zf3N/C39Lfyt/a38bf1t/O397fwe/zR/qj/NF+v7+jP8Yf6w/4O/k7++P88f4Ef9Cf6O/iT/In+1P8qf6u/m7+7v4e/p7+Xv7e/j7+vv5+/v7+Af6B/kH+wf4h/qH+Yf7h/hH+kf5R/tH+Mf6x/nH+8f4J/on+Sf7J/in+qf5p/un+Gf6Z/ln+2f45/rn+ef75/gX+hf5F/sX+Jf6l/mX+5f4V/pX+Vf7V/jX+tf51/vX+Df6N/k3+zf4t/q3+bf7t/h3+nf5d/t3+Pf69/n3+/f4D/oP+Q/7D/iP+o/5j/uP+E/6T/lP+0/4z/rP+c/7z/gv+i/5L/sv+K/6r/mv+6/4b/pv+W/7b/jv+u/57/vv+B/6H/kf+x/4n/qf+Z/7n/hf+l/5X/tf+N/63/nf+9/4P/o/+T/7P/i/+r/5v/u/+H/6f/l/+3/4//r/+f4EW6IERmIEV2IETuIEX+EEQhEEUxEEStIIZghmDmYKZg1mCWYPZgtmDOYI5g7mCuYN5gnmD+YL5gwWCBYOFgoWDRYJFg8WCxYMlgiWDpYKlg2WCZYPlguWDEUE7EIEMVJAGWZAHRVAGKwQrBisFKwerBKsGqwVdQXfQE/QGVVAHqwdrBGsGawVrB+sE6wbrBesHGwQbBhsFGwebBJsGmwWbB1sEWwZbBVsH2wTbBtsF2wc7BH3ByGBUMDroD3YMxgRjg4Fgp2DnYFwwPpgQDAYTg12CScHkYEowNdg12C3YPdgj2DPYK9g72CfYN9gv2D84IDgwOCg4ODgkODQ4LDg8OCI4MjgqODo4Jjg2OC44PjghODE4KTg5OCU4NTgtOD04IzgzOCs4OzgnODc4Lzg/uCC4MLgouDi4JLg0uCy4PLgiuDK4Krg6uCa4NrguuD64IbgxuCm4ObgluDW4Lbg9uCO4M7gruDu4J7g3uC+4P3ggeDB4KHg4eCR4NHgseDx4IngyeCp4OngmeDZ4Lng+eCF4MXgpeDl4JXg1eC14PXgjeDN4K3g7eCd4N3gveD/4IPgw+Cj4OPgk+DT4LPg8+CL4Mvgq+Dr4Jvg2+C74Pvgh+DH4Kfg5+CX4Nfgt+D34I/gz+Cv4O/gn+Df4L9RCPTRCM7RCO3RCN/RCPwzCMIzCOEzCVjhDOGM4UzhzOEs4azhbOHs4RzhnOFc4dzhPOG84Xzh/uEC4YLhQuHC4SLhouFi4eLhEuGS4VLh0uEy4bLhcuHw4ImyHIpShCtMwC/OwCMtwhXDFcKVw5XCVcNVwtbAr7A57wt6wCutw9XCNcM1wrXDtcJ1w3XC9cP1wg3DDcKNw43CTcNNws3DzcItwy3CrcOtwm3DbcLtw+3CHsC8cGY4KR4f94Y7hmHBsOBDuFO4cjgvHhxPCwXBiuEs4KZwcTgmnhruGu4W7h3uEe4Z7hXuH+4T7hvuF+4cHhAeGB4UHh4eEh4aHhYeHR4RHhkeFR4fHhMeGx4XHhyeEJ4YnhSeHp4SnhqeFp4dnhGeGZ4Vnh+eE54bnheeHF4QXhheFF4eXhJeGl4WXh1eEV4ZXhVeH14TXhteF14c3hDeGN4U3h7eEt4a3hbeHd4R3hneFd4f3hPeG94X3hw+ED4YPhQ+Hj4SPho+Fj4dPhE+GT4VPh8+Ez4bPhc+HL4Qvhi+FL4evhK+Gr4Wvh2+Eb4ZvhW+H74Tvhu+F74cfhB+GH4Ufh5+En4afhZ+HX4Rfhl+FX4ffhN+G34Xfhz+EP4Y/hT+Hv4S/hr+Fv4d/hH+Gf4V/h/+E/4b/RVqkR0ZkRlZkR07kRl7kR0EURlEUR0nUimaIZoxmimaOZolmjWaLZo/miOaM5ormjuaJ5o3mi+aPFogWjBaKFo4WiRaNFosWj5aIloyWipaOlomWjZaLlo9GRO1IRDJSURplUR4VURmtEK0YrRStHK0SrRqtFnVF3VFP1BtVUR2tHq0RrRmtFa0drROtG60XrR9tEG0YbRRtHG0SbRptFm0ebRFtGW0VbR1tE20bbRdtH+0Q9UUjo1HR6Kg/2jEaE42NBqKdop2jcdH4aEI0GE2MdokmRZOjKdHUaNdot2j3aI9oz2ivaO9on2jfaL9o/+iA6MDooOjg6JDo0Oiw6PDoiOjI6Kjo6OiY6NjouOj46IToxOik6OTolOjU6LTo9OiM6MzorOjs6Jzo3Oi86PzogujC6KLo4uiS6NLosujy6Iroyuiq6Oromuja6Lro+uiG6Mbopujm6Jbo1ui26PbojujO6K7o7uie6N7ovuj+6IHoweih6OHokejR6LHo8eiJ6Mnoqejp6Jno2ei56PnohejF6KXo5eiV6NXotej16I3ozeit6O3onejd6L3o/eiD6MPoo+jj6JPo0+iz6PPoi+jL6Kvo6+ib6Nvou+j76Ifox+in6Ofol+jX6Lfo9+iP6M/or+jv6J/o3+i/WIv12IjN2Irt2Ind2Iv9OIjDOIrjOIlb8QzxjPFM8czxLPGs8Wzx7PEc8ZzxXPHc8TzxvPF88fzxAvGC8ULxwvEi8aLxYvHi8RLxkvFS8dLxMvGy8XLx8vGIuB2LWMYqTuMszuMiLuMV4hXjleKV41XiVePV4q64O+6Je+MqruPV4zXiNeO14rXjdeJ14/Xi9eMN4g3jjeKN403iTePN4s3jLeIt463ireNt4m3j7eLt4x3ivnhkPCoeHffHO8Zj4rHxQLxTvHM8Lh4fT4gH44nxLvGkeHI8JZ4a7xrvFu8e7xHvGe8V7x3vE+8b7xfvHx8QHxgfFB8cHxIfGh8WHx4fER8ZHxUfHR8THxsfFx8fnxCfGJ8UnxyfEp8anxafHp8RnxmfFZ8dnxOfG58Xnx9fEF8YXxRfHF8SXxpfFl8eXxFfGV8VXx1fE18bXxdfH98Q3xjfFN8c3xLfGt8W3x7fEd8Z3xXfHd8T3xvfF98fPxA/GD8UPxw/Ej8aPxY/Hj8RPxk/FT8dPxM/Gz8XPx+/EL8YvxS/HL8Svxq/Fr8evxG/Gb8Vvx2/E78bvxe/H38Qfxh/FH8cfxJ/Gn8Wfx5/EX8ZfxV/HX8Tfxt/F38f/xD/GP8U/xz/Ev8a/xb/Hv8R/xn/Ff8d/xP/G/+XaImeGImZWImdOImbeImfBEmYREmcJEkrmSGZMZkpmTmZJZk1mS2ZPZkjmTOZK5k7mSeZN5kvmT9ZIFkwWShZOFkkWTRZLFk8WSJZMlkqWTpZJlk2WS5ZPhmRtBORyEQlaZIleVIkZbJCsmKyUrJyskqyarJa0pV0Jz1Jb1IldbJ6skayZrJWsnayTrJusl6yfrJBsmGyUbJxskmyabJZsnmyRbJlslWydbJNsm2yXbJ9skPSl4xMRiWjk/5kx2RMMjYZSHZKdk7GJeOTCclgMjHZJZmUTE6mJFOTXZPdkt2TPZI9k72SvZN9kn2T/ZL9kwOSA5ODkoOTQ5JDk8OSw5MjkiOTo5Kjk2OSY5PjkuOTE5ITk5OSk5NTklOT05LTkzOSM5OzkrOTc5Jzk/OS85MLkguTi5KLk0uSS5PLksuTK5Irk6uSq5NrkmuT65LrkxuSG5ObkpuTW5Jbk9uS25M7kjuTu5K7k3uSe5P7kvuTB5IHk4eSh5NHkkeTx5LHkyeSJ5OnkqeTZ5Jnk+eS55MXkheTl5KXk1eSV5PXkteTN5I3k7eSt5N3kneT95L3kw+SD5OPko+TT5JPk8+Sz5Mvki+Tr5Kvk2+Sb5Pvku+TH5Ifk5+Sn5Nfkl+T35Lfkz+SP5O/kr+Tf5J/k/9aWktvGS2zZbXsltNyW17LbwWtsBW14lbSarVmaM3Ymqk1c2uW1qyt2Vqzt+ZozdmaqzV3a57WvK35WvO3Fmgt2FqotXBrkdaircVai7eWaC3ZWqq1dGuZ1rKt5VrLt0a02i3Rki3VSltZK28VrbK1QmvF1kqtlVurtFZtrdbqanW3elq9rapVt1ZvrdFas7VWa+3WOq11W+u11m9t0NqwtVFr49YmrU1bm7U2b23R2rK1VWvr1jatbVvbtbZv7dDqc6dOGBgxoluglWhLt29836hJgxOcvpGT+nftd/sGxwxO6N85HDVqYNKoqeN3HNe/ezBq9OCUvlGj+idMcUaP6hv6ZbcfH+qf/qGgn7/g9g9/3umf/ovhmP8ZZkznt6bB20KGYzs/tsaO7JvkDEwZGDe63x3A+APDFzUwPKgxsFO4U+cTw6PIPNp5zKT+/gnj+iaMHhjljOsbNXVKP37W44ybfh3WuCG2M+F/fqQyZ8LwJU7omzg4ecqkwYlj+83+CWPcQbAHp7PjwbFTJ4zpmzR1/Li+qVOcSf8zRJo7k6YP4Uye/rfh5P/32jKBVjpThq9jyrSbnDp8k1MBmjodZE+dNDBhTDz1f3HuVLyN3Tojh3t0+s6e08HBnnyy9rjBCWMmD1OLEWjbaHE1hUSr0KZoM7Q52gJtibYLbTfaHrS9aCu09XBbgl+CX4JbgluCW4JbgluCW4JbgluCW4JbgluCW9b2+mMHJ02wB6f9//DfdeGeu8DuArsL7C6wu8DuArsL7C6wu8DuArsL7K7K3nQ6c2qH2Y37RbC1EWztbrC7we4GuxvsbrC7we4GuxvsbrC7we7GfXfjeffgefeA3wN+D/g94PeA3wN+D/g94PeA3wN+D/g94PeA3wN+D/i94PeC3wt+L/i94PeC3wt+L/i94PeC3wt+L/i94PeC3wt+L/gV+BX4FfgV+BX4VeqsPhy3Y4az2fDfgl6BXoFegV6BXoFegV6BXoNeg16DXoNeg17j7mvcfY27r8Gvy6BvWiYYTjR9/cOpZXDyuL7JYzvJR4wYgbaNVqCVaBXaFG2GNkdboC3RdqHtRtuDthdthXb4dkUb/Db4bfDb4LfBb4PfBr8NfhvcNnht8NrgtcFrgyfAE+AJ8AR4AjwBngBPgCdwvwJcgfsV4AvwBfgCfAG+BF+CL8GX4EvwJfgSfAm+BF+CL8GX4EvwJfgSfAm+Al+Br8BX4CvwFfgKfAW+Al+Br8BX4CvwFfgKfAV+Cn4Kfgp+Cn4Kfgp+Cn4Kfgp+Cn4Kfgp+Cn4Kfgp+Cn4GfgY+1Coy8DPwM/Az8DPwM/Az8DPwM/Az8DPwM/Az8HPwc/Bz8HPwc/Bz8HPwc/Bz8HPwc/Bz8HPwc/Bz8HPwIXMBmQvIXEDmAjIXkLmAzAVkLiBzAZkLyFxA5gIyF5C5gMwFZC4gcwGZixJ8SF1A6gJSF5C6gNQFpC4gdQGpC0hdQOoCUheQuijB7wK/C3yIXUDsAmIXELuA2AXELiB2AbELiF1A7AJiFxC76AK/C/xu8CF3AbkLyF1A7gJyF5C7gNwF5C4gdwG5C8hdQO4CcheQu4DcBeQuIHcBuQvIXUDuAnIXkLmAxAUkLiBxAYkLSFxA4gISF5C4gMQFJC4gcQGJC0hcQOICUhaQsoCUBaQsIGUBKQtIWVQYr8J4FcaDlgW0LKBlAS0LaFlAywJaFtCygJYFtCygZQEtC2hZQMsCWhbQsoCWRQ1+DX4Nfg1+DX4Nfl37Yyb17do/anD8SH+6t6f1pv9MjhD+9Argf/5GoU3RZmhztEU8dnBw576Rg7v+76e60Haj7UHbi7ZCO/wsJJwt4WwJZ0s4W8LZEs6WcLaEs2W7QFuiBR8Ol3C4hMMlHC7hcAmHSzhcChENFS4j+8cN7ta5KYhcQuQSIpcQuYTIJUQuIXIJkUuIXELkEiKXELmEyCVELiFyCZFLiFxC5BIilxC5hMglRC4hcgmRS4hcQuQSIpcQuYTIJUQuIXIJkUuIXELkEiKXELmEyCVELiFyCZFLiFxC5BIilxC5hMglRC4hcgmRS4hcQuQSIpcQuYTIJUQuIXIJkUuIXELkEiKXELmEyCVELiFyCZFLiFxC5BIilxC5hMglRC4hcgmRS4hcQuQSIpcQuYSoJUQtIWIJEUuIWELEMq/sKYMTBifHowf6J/VPHpg8/U9B17iJY/umd/2+CYNT+sf1D/RF1cTJA0MF+PS/9qop+Pmag+hF648fmFbxD/9h0//55WD98f1jhn9pxoGhX/+/WPZ0ltXdP6XPXr1v/PjhvRw5ZFzwrK2GfmQO8exNxg71rGlAe+2+iRP7nHX6xo8c3WesO9VYb6qxxYCLKzA2GDA3GjtobzwwZnyfuUnfVBdXY24wdsDsGfrfBpMHhjFdZbTm/1xRC7/Y/Dno44OI+v/39vub2x9obn+Wqf/3R4dvbvrnrZHTbm7MtJuzR/ePm9LnYixrz2m3Nu2HU6bf2rTB7J2n39q46bc2fJHdPcaEqcbuA+7g8P2Zk8YOOpOn3Vzbnt6YU4buEXxz4tD9jRr639Af7cFpDz7632fe+n8uMxr837c29X/f2iDf2vBl9I5wpl9m28NTwhyHPGWvsobYbWf655qfYV6j+pWofiWqX4nqV6L6lah+JUQrIVoJ0UqIVkK0EqKVEK2EaCVEKyFaCdFKiFZCtBKilRCthGglRCshWgnRSohWQrQSopUQrYRoJUQrIVoJ0UqIVkK0EqKVEK2EaCVEK+thvkJBrFAQKxTECgWxgmIVFKugWAXFKhTECgWxglwV5KogVwW5KshVQa4KclWQq4JcFeSqIFcFuSrIVUGuCnJVkKuCXBXkqiBXBbkqyFVBrgpyVZCrQoGsUCAreFXBqwpeVfCqglcVvKrgVQWvKnhVwasKXlXwqoJXFbyq4FUFryp4VcGrCl5V8KqCVxW8quBVBa8qeFXBqwpeVfCqglcVvKrgVQWvKnhVwasKXlXwqoJXFbyq4FUFryp4VcGrCl5V8KqCVxW8quBVBa8qeFXBqwpeVfCqglcVvKrgVQWvKnhVwasKXlXwqoJXFbyq4FUFryp4VcGrCl5V8KqCVxW8quBVBa8qeFXBqwpeVfCqQoGsUCArFMgKBbKCdxW8q1AgKxTICgWyQoGs4GUFLyt4WcHLCgWyQoGsUCArFMgKBbJCgaxQICsUyAoFskJhrFAYKxTGCoWxQmGsUBgrFMYKhbFCYaxQGCsUxgqFsUJhrFAYKxTGCoWxQmGsUBgrFMYKhbFCYaxQGCsUxgqFsUJhrFAYKxTGCoWxQmGsUBgrFMYKhbFCYaxQGCsUxgqFsUJhrFAYKxTGCoWxQmGsUBgrFMYKhbFCYaxQGCsUxgqFsUJhrFAYKxTGCoWxQmGsUBgrFMYKhbFCYaxQGCsUxgqFsUJhrFAYK+x6K+x6KxTKCrveCgWzQsGsUDArFMwKBbNCwaxQMCsUzAoFs4LzFQpmhYJZoWBW8L6C9xW8r+B9Be8reF/B+wreV/C+gvcVvK/gfQXvK3hfwfsK3lfwvoL3Fbyv4H0F7yt4X8H7Ct5X8L6C9xW8r+B9Be8reF/B+wreV/C+gvcVvK/gfQXvK3hfwfsK3lfwfgrvp/B+Cu+n8H4K76fwfgrvp/B+Cu+n8H4K76fwfgrvp/B+Cu+n8H4K76fwfgrvp/B+Neyndu/wdQ61bbQCrUSr0KZoM7Q52gJtibYLbTfaHrS9aCu04LfBb4PfBr8Nfhv8Nvht8Nvgt8Fvg98Gvw1+G/w2+G3w2+AL8AX4AnwBvgBfgC/AF+AL8AX4AnwBvgBfgC/AF+BL8CX4EnwJvgRfgi/Bl+BL8CX4EnwJvgRfgi/Bb96/Al+Br8BX4CvwFfgKfAW+Al+Br8BX4CvwFfgKfAV+Cn4Kfgp+Cn4Kfgp+Cn4Kfgp+Cn4Kfgp+Cn4Kfgp+Cn4GfgZ+Bn4GfgZ+Bn4GfgZ+Bn4GfgZ+Bn4GfgZ+Bn4Gfg5+Dn4Ofg5+Dn4Ofg5+Dn4Ofg5+Dn4Ofg5+Dn4Ofg5+AX4BfgF+AX4BfgF+AX4BfgF+AX4BfgF+AX4BfgF+AX4Jfgl+CX4Jfgl+CX4Jfgl+CX4Jfgl+CX4Jfgl+CX4Jfhf4XeB3gd8Ffhf4XeB3gd8Ffhf4XeB3gd8Ffhf4XeB3gd8Ffjf43eB3g98Nfjf43eB3g98Nfjf43eB3g98Nfjf43eB3g98Nfg/4PeD3gN8Dfg/4PeD3gN8Dfg/4PeD3gF+DM+zDdgXPVPBMBc9U8EwFz1TwTAXPVPBMBc9U8EwFz1TwTAXPVPBMBc9U8EwFz1TwTAXPVPBMBc9U8EwFz1TwTAXPVPBMBc9U8EwFz1TwTAXPVPBMBc9U8EwFz1TwTAXPVPBMBc9U8EwFz1TwTAXPVPBMBc9U8EwFz1TwTAXPVPBMBc9U8EwFz1TwTAXPVPBMBc9U8EwFz1TwTAXPVPBMBc8064wKnqngmQqeqeCZCp6p4JkKnqngmQqeqeCZCp6p4JkKnqngmQqeqeCZCp6p4JkKnqngmQqeqeCZCp6p4JkKnqngmQqeqeCZCp6p4JkKnqngmQqeqeCZCp6p4JkKnqngmQqeqeCZCp6p4JkKnqngmQqeqeCZCp6p4JkKnqngmQqeqeCZCp6p4JkKnqngmQqeqeCZCp6p4JkKnqngmQqeqfLa2W36N07ObtO/bvJ3azYwh38On1TwSQWfVPBJBZ9U8EkFn1TwSQWfVPBJBZ9U8EkFn1TwSQWfVPBJBZ9U8EkFn1TwSQWfVPBJBX9U8EYFb1TwRgVvVPBGBW9U8EYFb1TwRgVvVPBGBW9U8EYFb1RdDRf3CW9U8EYFb1TwRgVvVPBGBW9U8EYFb1TwRgVvVPBGBW9U8EYFb1TwRgVvVPBGBW9U8EYFb1TwRgVvVPBGBW9U8EYFb1Q94PeA3wN+D/g94PeC3wt+L/i94PeC3wt+L/i94PeC3wt+L/i94PeC3wt+L/i94FfgV+BX4FfgV+BX4FfgV+BX4FfgV+BX4FfgV+BX4Ffg1+DXbWeP6fGFPwJbA1sDWwNbAztc1rZraLmGlmtouYaWa2i5hpZraLmGlmtouR7RjNeFthttD9petBXa4duooeUaWq6h5RparqHlGlquoeEaGq6h4RoarqHhGhquod0a2q2h3RraraHdGtqtod0a2q2h3RraraHdGtqtod1aNDzcH7RbQ7s1tFtDuzW0W0O7NbRbQ7s1tFtDuzW0W0O7NbRbQ7s1tFtDuzW0W0O7NbRbQ7s1tFtDuzW0W0OzNTRbQ7M1NFtDszU0W0OrNbRaQ6s1tFpDqzW0WkOrNbRaQ6c1NFqnzbi4fmizhjZraLOGNmtos4Y2a2izhjZraLOGNmtos4Y2a2izhjZraLOGNmtos4Y2a2izhjZraLOGNmtos4Y2a2izhjZraLOGNmtos4Y2a5RjNcqxGuVYjXKsRjlWoxyroc8a+qyhzxr6rKHPGvqsoc+6aHi4X+izhj5r6LOGPmvos4Y+a+izhj5r6LOGPmvos4Y+a+izRjlWoxyrodMa5VgNrdbQag2t1tBqDa3W0GoNrdbQag2t1tBqDa3W0GoNrdbQag2t1tBqDa3W0GoNrdbQag2t1tBpDZ3W0GkNndbQaQ2d1tBpDZ3W0GgNjdbQaA2N1tBoDY3W0GcNfdbQZw191tBnDX3W0GcNfdbQZw191tBnDX3W0GcNfdbQZQ1d1tBlDV3W0GUNXdbQZA1N1tBkDU3W0GQNTdbQZA1N1tBkDU3W0GQNTdbQZA1N1tBkDU3W0GQNTdbQZF2DV4MHP9bwYg0v1vBi3XixBqcGpwanBme4vBUjhv051LbRCrQSrUKbos3Q5mgLtCXaLrTdaHvQ9qJtuHWw48CYqZP6R/dNHjv8V20g2lk8dcLo/kmTRw0O/XjkuHiXqYNT+qf9W45Jk/tH43fq4Vaglcrv333UuL7xQ7+PvwFQApg2LT6R48Zz3HiOG81xFTluNMeN5rjRHDea40Zz3GiOG83BzcHLwSvAK8Ar8KALPOgC/AL8AvwC/AL8AvwC/AL8AvwC/AL8EtwS3BLcEtwS3K4R8ajBcYMTxg9O6J/SN2kP/K2wxg1M6sMfcGldmTOxf/LQb+GPuLIuXFlXlzV6cMIYq5o6aRB/g2vqwjV14Zl049q6cW3duLZuXFs3rq0b4G6QukHqxjPoxvjDQSzamKzt4UXYUJuhHX6WbTHC7588ZWB83xTMp/bwska0FUZQlTftOYwdmDTan7Lb4PTO5OEfpRg8xaApBh0usIfaEm2XPzRE/8CYsVPGRlPGTupHf3K448CuTT+aPDStJ+AP+Nzww8E/Jxpqld83adLgbuP6d5ziTu9NnRhMbydN+9jwD0cP7jZhuDdy6GJ9/NroCcNDlLjUEpda4lLLMuJvjpw8fQUuhi4gGJw0Zey0fyHVNy4amDBlWtiNmjIwOCHs32XqwK594/onjOq3xw5OndwfD0XluMExA6P6xk0YnBJM++Whtfy4KRPZHTn9H6UJfI0u8DW6wNfoAl+jC3yNLvA1usDX6AJfowt8jS7wNbrA1+gCX6MLfI0u8DW6wNfoAl+jC3yNLvA1usDX6AJfowt8PSfw9ZzA13MCX88JfD0n8PWcwNdzAl/PCXw9J/D1nMDXc0Nt7W08VCRM+29ap43OCHZk0xFNR03rOGuIodwhnTXaRaqGm7TtTPsnauOG31Pa0zP9b6UMBif2Txg5ddy4/uFnnSN15UhdOVJXjtSVI3XlSF05UleO1JUjdeVIXT14dz14dz14dz14dz14dz14dz14dz14dz14dz14dz14dz14dz14dz1IwT1IwT24jx7cB7Yyu3K2BdoSbddwO1wzDbXTr3doSTQCbfNngVainc6tscVZY4uzxhZnjS3OISXX3np94/vX7V9uRNNpNx3RdNKmkzWdvOkUTaf0m4+PYK/NnmBPsqfYS9nL2MvZ48iCIwuOLDiy4MiCIwuOLDiy4MiCI0uOLDmy5MiSI0uOLDmy5MiSIyuOpzie4niK4ymOojiKKtjj9aUcL+V4KcdLOV7K60s5csqRU15fSkZKRkZGRkbGkTOOnHHkjCNnHDnnKDlHyXmlOcfLOV7OUfLOKLy+nNdXcOSCIxccueDIBUcueKUFGQVHLjhyyfFKjldyvJKjlByl5JWWHK8sA0ZAu9MVna7sdFWnm3a6Waebd7pFp9tBtEd0uh1au0Nrd2jtDq3dGbfdGbfdGVd0xhWdcUVnXNEZV3TGFZ27EJ27EB2a6NBEhyY7NNmhyQ5NdmiyQ5MdmuzQZIcmOzTZoakOTXVoqkNTHZrq0FSHpjo01aGpDk11aGmHlnZoaYeWdmhph5Z2aGmHlnZoaYeWdmhZh5Z1aFmHlnVoWYeWdWhZh5Z1aFmHlnVoeYeWd2h5h5Z3aHmHlndoeYeWd2h5h5Z3aEWHVnRoRYdWdGhFh1Z0aEWHVnRoRYdWdGhlh1Z2aGWHVnZoZYdWdmhlh1Z2aGWH1kkVQwukTrfd6YpOV3a6qtNNO92s08073aLT7dA6WUN0soboZA3RyRqikzWmLZ/Z7dA6uUR0cono5BLRySWik0tEJ5eITi4RnVwiOrlEdHKJ6OQS0cklopNLRCeXiE4uEZ1cIjq5RHRyiejkEtHJJaKTS0Qnl4hOLhGdXCI6uUR0cono5BLRySWik0tEJ5eITi4RnVwiOrlEdHKJ6OQS0cklopNLRCeXiDT1xozbY+JYkWZNJ0cnL5pOiU4xoum00SmbXy7xy0Pr+qbTbjqy6aimkzadrOnkTYfjACrbzYDtZsB2M2C7GbDdDNhuBmw3A7abAdvNgKIZUDQDCtF0mpFFM7JoRhbNyKIZUDQDymZA2Ywjm3FkM45sxlENVDW/rJpfVs0vq+aXM4ysmgelmgelmntXzb2r5t5Vm79TNB1cqmruXTX3rpp7V829q+beVXPvqrl3JZqRm4egmoegmoegZDNy8zRU8zRU8zRU8zSUbEbO2GkQWYPIGkTeIPIGkTeIvEHkDSJvEHkzct6M3Exs1Uxs1cxnVTQDFs2ARTNg0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peZG+BeEeplPhd9Qp0ZuC7XsrWb+nFyoq1nrgXGjVPG+n7rfcSY3wPWl8yddlZInT+lXXKN51HpF+L9O/i+Du2lXa0fCeOFysbW1ynnAO1QxuoZh3gLgG5JMIc0jrnC70MOJLTnGPuf5P39N8/Z0gdnrIP2P30L5mSX4BrkZbqzNPJ6pU9cxsyrGHkpe/YWy9ceYcecq3rMa9sZVRvtWEMcizjR33upP2diN+EtTXpd68do9cd6/Z/tPVb39f+v7xHHrVQ2ntpj7i2y+arxNMhqxo4039WqpzkLkCZSx1um2r1ibUPl6tdcRi41edq5twlzxzFVzOolLaY6o11/vEV5nT7eOh77u9fPY9Zp0WqnjP+pL0+9u39Ubl2jMQXWgRxlTpy+tsaJ6PtTf51vqOyEjM1vFt33w5y75jwPq8vsc6a3VI/SBqUshbzkHgj6v/TVdd/ZPdK9/25cjdp/tPlgP2S0ISj/6WfTXhxjLmGovaGXDobxF91n9XD3scaHIIPz5xvZrb3PY/rV5f4xUtzsnN59zlgP/XP10X/ZOu+xr1Rjd6/xXHbruIr3wB7KFta092DqXtHpRvZY6/xpqfaeVPtKW/fic825gpGJRvH97vNq/8hqpNyLMhrV/pTVQHuvy1gZuFduunPYP0a5X2Z1MNYc1bDkXFOT+jMo39V3X+/fQY4xyw/oz7B7hUfdQ9wnNxfHAdQXH7f6y2ov2P8R3B+UL+7PMDJ/GDncJcd6nA+jO4aR58PIw7btoXm22J6IjyN7orIfYCckr8T5H2syxi+Yn+WeDsbH4esW64r6sOqDX2tzN9vCYvEZ82PQzxnXGePx8V5E2geMVVGfn2Pk2xvUQdwfpzng2d7/B1sd3aMW5XnKnBQp99RpbmYbJ85T8LeHRNAGg0/HfXD6PbRDGCM5BtfQZznzsNB7xUTLFWUvBvS/mCtDf+s+H8ZxGN9hLPGLNtbqJ9JXgu9Pf15z7LSLYCNm7KcPuB3EePkPDeYQmItSGZwbWebAtwxcryeJ7X28xO//2nV5nFOIYujlvjXVTeXetTj2z5xvtBdAc1Dc13yNf88zYnvRZlocg/k+1su5/4n2NsfkQ/69zKMwVj3FZcZGNk8YS9Z9gdv6t3EPIN/nLsv15Bz7H7ltF+0T1X1/HK93iO3lm2Pfq9/MfQ7Md9A+v9xl5kNWL2fusownl7LZ45zlHkWNAZf7FMs9iLQzuX/w7hq2x+/g/kL9noPEYpfMq3FPzftsfPX/hY4Xs0PP8u+lbYv5MyJ1mVzpfjhjRRPc94ff22nlvMs9Wxpzf0aqvXWdr4r66oF2NceIsd1zbb2pncA15nvPGPfLPuC5avj6BZ6TY77pvlSswxHa25AlGuenvISdxXgZ2+D+s5zf/V7RfUm6D63cL7SPI70p1vJ5cZp/xxJbw5yPGotkfo95CsbDGG9l/ID5qSifnezbovTHHkD7WD/Fg+BCgD7Od0D70yzmqvKGcbu/iO5v5h7YEczX7OtWl4SpHv/ke3wS9TDHMubvaN8dLprrZm6D7XB+5HOsfsq5zPwsZdinTGYwPlUw9/4xn4+YAyOn4Hgzq0t0Xt/q7x/9Pxr/b437FHXfGfMrWBfjqI9+hutOeczrg+j1V+6tqPzEqc3zZP9ID9xg75jNkmovCOuyTrn3WfdVfLDVXh9GfR/fC8+987rn/hiHccxdnPMc/n/CUb2/L/6L923FPmvYWrptPafL3nLi/UUNe2JxzXN/z/0997d6/3TtRrEexs+7cu2+T28YGbk6oS5p7LeGvvhfBlMviwB4nGNgYGBmgGAZBkYGEMgB8hjBfBaGACAtAIQgeQWGRIZkhkyGnId6D+f//48p8v/x/8X/F/2f+3+23C25LKhpKICRjQEuzMgEJJjQFUCcQhFgYWAF00C72Ck1iwYAAOWIF7YAeJx9VU1v20YQXVKSJUsWygRpYICHLLuhYENSXDRp67quw0qkLEVJa1kysHTSlrSkQL7lFLRBC+jmgGl/R6+j9CLfUqDX/IccemyOObszS1KwjbQEZe68+Xo7M7t2Wj98/92jh4e+PBj093t7337z4H73Xqe92/LcZuNr5+7OV9tfbn2x+flnn27cqtfWKvZN8dGN1WtXjA/KpeJyIb+Uy2Z0jdU80Qo4VALIVkS7XSdZhAiE54AAOEKtizbAA2XGL1o6aPn4kqUTWzoLS83g22y7XuOe4PDaFXyuHfYkrn9zhc/hrVo/UOtsRQllFCwLPbi3OnE5aAH3oPV0EnmBi/FmpWJTNMfFeo3NiiVclnAFa+LJTFvb0dRCX/O2ZjorlCktZGwvHMFeT3quaVm+wlhTxYKlJuRVLH5MnNkLPqu9in6dG+woqK6MxCh8JCETolOU8aLoBK5UYV24sP7s71Xc8hhqwvWgKjBYd3+RQIOcbQgevWNIXrz95yISJsiSbbxjtKQtLsqE+nTNkBsyxP1ZFnF5MXfYEQow7clY5uzIfMmcjaoPekCaV6nmwwPSTFPNwj0QFrXKC5L36WQVpke8XsPqq9fGF/UcMpXgaDihbziOhOvGdRtIcFxcOGGyV2/28QbahwFu4pjK0JOwIZ7ANdGIDRDg1IPjvlQuiRtcawILhokXbHgu8eJeFLgxQYolevKU3T57M7vDzT9uszvMJx5wvYlNqXiRHD2GG4E5wvl8zKVpgeNj+Xwhxz51SRiw/gbTWSqj8sK9XbJOjWnnebvApW5mfOoWAryFf0RjGxUGtkuJ1NHGNpeayVIzzJJY0OpCHBQydrNNqgy5Ntum5Vvx8z+UzIRTzobCuVgGAgtOcZ7/pBZbE6F17o3dcwQvBM0lBJNo7+epUy2SxOhRoHa2U1XGxpOLmI5hFERdXOXA9rgUY+ELnCFnT9LeqNaqv92+6PYOpep2MiWDC1Ks34wlYBaqU0Fv4gy2qmbaViXvKnkhti+pO6maRwXR7UcUXCQBGccThJteqnTCF5tX7+DRbOHtJlqh4AZvReH8bHoUzRwneuIFky2KITqjSPTltqm47stfzGeU6irrat1Bo17Du6cxE9rz3szRnvcP5anBGH8+kC91TW8GDX92E3XylDPmKFQnlEASOAkUaR+FgrI3Tx3GpkqbVYCSh3ONKayQYhobzvUYM1JMRywbY47C6MEmrU6wxHjdenxE7fnZn0SBT4eLXcdW4quBJnYY6GJnpulLK1AU4waURIPwu4TfjfElwvM4GNp1DYtDd1IUCLyncKAkM7V4FDMUks/PzgbSem2+9S0ctUf4O5SwXMW7P2ffQ7td+gUI78J0GBIPdiDJN293hj6ObRoQTTqwjBGWkwho0VI+NI7oNMTeYAOV/xQFmPrgVympPPbVOBvA2mIL2x7HzFUo0YYfXRWfqLOJR6Fon9BnGbmxvowRE0VM5sdFyq8g86FA1TDgWO0sG/Zx1OO7tGjGyBivxGxlrH5FM1Ey2lbGLpWLsHwLA+JL69ItOpI5O+/7MXklnSQGmNuAEjKqnCtl4oDVQVWHuOB7glTJ9E8K05uzffEj3ixEWkXKoxrKdifEyz/2LyEiNlPnAt0RpSTGXzGap52vYN0z9mB+9rv4yTr31GuC/jnQYDLzFAeb+dFlAB5W67XCZbSs4CgqlN/vENerUF58EfwX4fWAsnic5dZ5XBTlH8DxnRk8OJZlCVZBlrVSO7D1NtPKVXPdJEWUUQ4FK0s6bGlhPEOwtKxUtOy0Qs3y2BR4PMI0NbVLK83UDjW17C7x6k7pu3z+9t9+f/z2xWffOzPPPDM7Myh10Ua9/qdKd3vq9T9Ueobwu0rvKPwGv8I5tp1l6QychlPQACcZ+Qv8zMqf4Ef4Ab6H7+Bb+AZOqPRo4WuWvoLjyp0oHFPuFOGocncSvoQjcBgOMeQLlj6Hz+BTOAgHYD98AvvgY9gLe+AjTuJD+AB2wy4O+z4j34N34R14G3bCDtgOb8E22MqcW+BNVm6GTfAGbIR6eB02wHpYB2tBQZ1K6yrUQo1K6yasgdXwGoRhlUrrIqyEFey3HF6FV2AZvAxL2X0JLIZqeAlehBeYehE8z+7PwbPwDDwNT7HfQngSnoAFMB+qYB5Tz2X3OfA4PAaPwmx2eAQehlkwEx6CB1Wb7sIMqIQKmA7l8ABMg6kwBSbDJJgIFpRBKYTgfiiBoErtIdwHE+BeuAfuhrugGMbDnXAHjIPb4Ta4FcZCERTCGBgNBZAPeSrlWiEXRsFIMCEHRsBwyIZhkAVDYQjcApkwGG6GAAwCPwyEm2AA9Id+4IO+cCPcANdDH+gN16nW1wm94FroCT2gO3SDrtAFOjdhaKq1V5Y6sdIL10BHyICr4Sq4Eq6ADtBeteojtIPLVavIA32ZatVbuJSVbcED6eCGNGgDqZACraEVuCCZIyRxhEtYmQhOSAAHxIMd4iAWYiCaOVtCC1Y2h2YQBQbooIGtCa0RLsB5+Af+hr/gT/gDfm86rPZb0zfSfmXlOTgLZ+A0nIIGOAm/wM/wE/wIP8D38B3H+1a5Lhe+gRPKJQ+Y9jV8pVy9hONwTLkGCEeV6ybhSzgCh5VroHBIufzCF/A5fMbUn8JBJjvAZPvhE9jHZB+z317YAx/Bh/AB7Ga/XUz9PrzHyb8L73C8t5Wrv7CTHXZwoO2c9VtMtg22whZ4EzbDJniDqTcydT1Tv87UG2A9rONAa0FBHYethRpYw9Sr4TUIwypYqZLl311thUruJyyHV1XyEOEVlTxUWKaSs4SXVfJwYalK9glLGLKYIdUMeYkhL7LtBUYuYul5Rj4Hz7LDM/C0Sh4mPMXuC+FJeIJTWsDI+YysgnkqOVuYy8g58Dg8ppJyhUdVUp4wWyWNFh5RSWOEh1XSYGGWSioQZrLtIUY+yJAZvhrxlGOgpyE+4DkWN9SzXXpL2iZtjR3pUVKdVCvVSGuk1dJrUlhaJa2UVkjLpVelV6Rl0svSUmmJtFiqll6KKfY8Lz0nPSs9Iz0tPSUtlJ6UnpAWSPOjiz1V0jxprjRH6het/6P/ZRtp8+h/i8U2j1ahLon8Ok5XiZFHqwxKlTPyaIXgfiiBINwHE+BeuAfuhuuhj0qI0Buug15wLfSEHtAdukFX5Yg8p12gMySCExLAAfFgV3JT6rU4iIUYiIaW0ELZI7e6ua9APCn9Iv0s/ST9KP0gt/Oo9KV0RDosHZK+kD6X2/KZ9Km0RXpT2ixtkt6QXpRb8YJUr1VypacqZ+SRn8LFmQyTYCJYMAD6cx36gQ/6wo1wA185GZLgkggbDcPQlc+zbIuh29ZJOyXDsHEu02AEd304Z5YNwyALhsIQuAUyYTDcDAEYBH4YCDfBZXApJ98WPJAObkiDNpAKKdCar9kKXL5F4nnpH+lv6S/pT7nBf0i/S79Jv0rnpLNyV89Ip6XvpG+lb6QT0tfSV9JxubsfSh9Iu6Vd0vvSe9K70jvS29JOaYdUL70ud3yDtF5aJ62VFkXuvn6ea1wOD8Bdyil/CmnFMJ7LcifcAePgdrgNboWxUASFMAZGQwHkQx7kwigYCSbkQCfwcqmvgY6QAVfDVXAlXAEdoD33ph1cDs0gCgzQQeM30uZbKjZKF6Tv5cIelA5I+6VPpH3Sx9JeaY/0kVzojdIso71npuH1PKR5PQ8GKs0Z4UqzIlBuTg+Xm7Hlfcozy43Y8jbCtPJw+aHy5g8EpprTwlPNqKlJU/WYKYFJ5uTwJDN2khY3MWCZOdYJ65xlJFk51jirzFpo7ZcVLZZZ66ydllHfuM2XaPXq46+05lt6kmzXbZbmiKy+1IqN95cFQmZpOGRGhbqH9D7nQtqxkKZ3DmnDQmNDuoxaG2p3pT8yukfIlepPCHUO+ULG/YGgWRIOmlnBYLAiWB3cGmxWEawK6jXySfcFo+3++wITzKMTNNtmvdGWIG3TG5URE9ykX7Bptgb9gq9Ru0cuwN1yIe7yjjeLw+PNO73jzDvC48zbvbeZt3rHmkXeMWZheIw52ptvFoTzzTxvrjlKxo/05phmOMcc4c02h4ezzSzvUHOorB/izTRvCWeag70B8+ZwwBwW0AZ5/eZAo6dH/gexpctPSXpl+qn0qNix7hK3XuI+5j7lNkrSTqXpFW00R2pFalWq4ZA3nbcUT0pVSnVKTUozR9MHI64ksTJRL3FWOvXOTp9zr/OYM8rmXOzUHVWOakeNw8hyFDkaHI2OqBqHVhO/NX5PvJEVXxQfjDcc8ZFlI8EX7+3id9g9dt+gTnbj+k72vvYsu1Fl13x2b1e/z97uCn/fuKy4ojijOk7zxXW4yt8Q0xij+2JkQ0N0Y7TeGK3ZDK2tptm0BMFoGblHWrLHL8/jWpfWTJM/LepyRmRkZNa3aByeWdtyWEGtNru2/YjIuy87v7b57FqbmV+QW6dp8/LqNH1ATm1SZnY+y7PmzrX1d2fWukfk1i5252XWVsoHX+RDo3ywuetctv55GYWlVmlpWUZphrxJhaWypsySnyY0eRetssiWslKbDMm4yCsyojSC1TSo1CqyZA7ZIKtLm1ZHlgqbhlxsjv/0ddFv8l+8tP/lwf+/X62LCv8F9be2qQAAAHicrVTpU01hHH5+t257qUSyZZ9pDGIswxczxh/gTzA+M2PMGNvQmIYYu4hCWVKiRdlCkkhosZUlISmVikiWm871vO+53XtbfDHumXvO+yy/d+59njMv4J0MGPFwfTbzOopzuIRruIUHeIpO8cNSbMFNvMdHfEW3QLxlmIyWKPy3jxFrXYFAjyJ4IRyw2+wtRoa9BbAGuTHxROGeU1yMPdTe3p8z4o18o9LLH8F6NthSRrZD2u02y0KF7XMVtsSptZ7o8E42coyUPj9nJVZhNdZiHdZjAzZiE2IQi62IwzZsZxYxXO/ATuzCbuzBXuzDfsTjAA4iAYdwGIlIwhHmeAzJSHFoCifzStCqUk4iDRnI5PMUUnEa6ThDfJbpZyKbnMmYOIvMcZwgm0ZWuRSXw+s8cpGHC7jIzkzci/JRhMu4wudVtnkdBbiBQvZYxGaLNaeYXvx3p3m/jTsowV2U4h7u880oQzkqUImH/6SUOBmFHuExnvBdq0I1nuE5XuIV3uAt6lDPt65tgP6Cjhp6Xjtc7+hqRAud7XSaPtNTq9VmvUMVZ+vQID7oEgu6YedKtZegG0rUPar2VDupOmfVRw6xaijd2U0WM85inwqpdZKjjWx6c5lgb36Dp1bpaMfMu4AelYVSKhxZlDqaUPsUOmfLtJan54qdu7oSNf9htVs6tW4ZNuKDTsZMz1Rd6SlHAz0qZbVH32zrOWumr2YV7z6jtBriFp4ObUxaPVt1E61ocq6bHHo7PuEzuvS9A194nnTiG/F3Mh1EA9n+zA9eP/ELNjb4Gz1uqKef0gODHUNELOIBw7VysfrrKVbx4pnmI77iJwESKEEyRILJ9FX8nUrIACVgEM1XM6EyVMJ4XobLCBkpo3hujpGxEinjZYKbFuFUxlGZKJNkskMbricjnLORdIS7eaMkWtbwPlWmywyuZ8psmSPzZD6ZacSziBdQi9bPRViCZVgOm7XZUs79w3iq5GKxNeQPrkXQngB4nO3CPUgCURwA8PMytW/79qOsTu+0686swUHCUZqaQhyiySGaHZqiKRpCGiLCoSGaG26KEGeniGg4GkKiIRriBomm6Hkv8+I95booEP78fgzDSJjNYztn7WyKrbBaR77Gnmyq0pkzuMccWySn23lb59rRXdB0BZAT5KWhW+nJGqh0vWlE6zvF+tcNSthAhGrfLRgcADMGFymusKECaTiku6YbUVoZTX7RsLFX0niuhacaz8Z3XtGrGPmEJsq+sn/T/4xNlEiTaSzgIGxPRZEE4W06R/U4c1zHiVyhjZUA+ENVrhpcCmZ0eZ0WWm1qF1E+qcg7iU/x+R8p8kXhzIxwPLxiXYSLcLOeX7oUM3NxaVl2yTfyXXQtmp2XTDhsQaV4sC6WsOAoVm1Y2AMAAAAAAAAAAAAAAADwPz4A4R7WrnicxbwHfFzVnS9+zi1T7r3Te++9amY0o1G9KpZGsiSr2MZN7jYYU2xsbGxwKBtIwkJCIISQAiwkbBI2AUuyPWAWeOBHNhu8m3/iDyksKW95/39g0b5syssntjX6n3PvzGgk24Ql2fesj+feuXPLOd9fL/cAAvQBQOyk1wASSEHyOASp9mkpRc1ljkvof2mfJgm0C46T+DCND09LJfTF9mmIj2c1Hk3Ao/H0Ee6KH36hcg295vwzfdRZgG4JBhbeJQ+RPwJZwMPIcUj0rlk3LTflysTGWRAKgdYysYJXa0gT/K0JmspcDl7MwVx54RVezingcC6X7I6WoZm3/cILyWPe+70E7x3zbvWSKq/LS3CU10s5ygu/4JWcCg47zGo44jifHOooL/yKl6MvHe/w3AgFzKku68hcrGsuFtMWU1s2T01NbZma06D92NT+uan9MDV3pphSz2WKTWkbr/q/PJqm9PqAXgl93iTsgMKWaM51Em2wOZckfF4lUT1CZTNOwiDFRwx6YzaTL5CH9LFoIqIp3L924PBV6Y4js4ev0oS60107hrNqVsNKGHv/5hvb9jy8Nf6HrR1r85aBrub1SZdSLZWqlQNtPYHB60qjB1b689GuqN7utSutQZPL7/A5dZE192z6qdaf9bTw+RwAEJQW3iPd5JugGXylSlU7CL1EHARKYIYu4AL+hV/NsggGfxm6pnVD1AuwBJoQkiwLR5riZvxTvAz7p3n5CDAjQOZj52JzXehzDlMjgwjx4p99JxFJSQ1BhJfEoBe++rxoz4mOCEcJNBVaam4duiq5+/HrCr23fHVbeKS32SinSb1aE8yVMtuvtmaHs7mVLUGFnJNSz1l9ZpXJY1Xzx2YP3vPaHZ1Ks9OoMvssrSkE2yMPlm4YCriCLsYWxTKwd+E8vJ8eBQbgAStEtF4GRuJlYAcGYitggAveeoK3qAfpYTSBrjcRdyAM8PBtz1/mN3FWIhdoxGkRBh2eV7A5l89mjPAo50gHAmkHV9vqOlevaetYs7rdy6gYmkYf5FFGxUokrIqB6eHWlsHhtiLAdP0YGutReh8aa5c4Ul6lMEAENctABYAsBcrE1hM8o+4XBwRTwogELp6yzdQOX3aMl46rPhzax6jxcNQMwsuycJ4i6aNAB9aAseMrwGniBQwSsWV6zbi7TGw5kU/Hx0sjZeiYaR9wI9q7ZvNpFVSV4a0n6XwpOGwZBl1dXefmppBId82hMZ7NzmXenj83909NaaivC5BI+vowPZr6rgClKHLL2cYBPRmjgSIV7kIk0uJRKDwtkUjBrdBx9iZ/oMnOVU6gvYC/ycHu0+louYq5MTB8cJUxEXayUppg1RKVwW5oTsPzwSD1j4GsS6FwZQP+jFupdGcu5GqAED+YTy7upwqOsIlZtfGTGxOUjGGVRp81HaIkdGlyjccPwMICMC68T/XSo9rd8BkAun7DA/UAESZOivuABqBygHyLVgr6vQhGwChY/SJQwK8AE2iF35vt65MlpC+hrwRww+8BGYDwK7yOIhQ2W5evWXIfOa4Z7JLeR6wGXfM/e/t19HEW6auzMPX23Jtz6vnXNUWRYSFCUfiPoFTVlFcomG+DSNKac8FF9ZUvdJJL8K/SA5JvXVxFrpj3E0c8bZNNNIwFTC6dTEa6nIpA1q1aOeLLh600JZOQtEwayvf41hwe8v4TYw7ZHSEzg7YOO9rOv0orz/+GVl64iuq78CLxq+K6Tr/kiIIlaLnsK2Gnwd9k71ipUClopc1ktUtlGiUTLW2bf9QaMDGMKWC1B/C9AvNtCBET4sfXaD3wgiD4pSgVz9e1kg9rdyfeC3AKn1kBjFBpDLKMz8sAN+WDGl8wUIZR3smzgINakuNCDr/P52QURuDzmqVax4R2DTK8SGi6tKZiiyarEa1CFglWBlpSm6es5rOZ7LFPnDkDzWc2T4m7TWkQi9mWDuME3vlzntaUjsXWB5xVuoVIj1RJYjOUL0CRWCapj/RQxzmJsaUpW3Ry1FUV6wSlcDTHkjm9hIOfkah9ndm2/pBG8io8BW/c7o8aaFKuVkBqXqljKYkp6qNu0xhYkmSNutfnf4p0DgnuB4DKI950ghhoAY/XEHYRD52wsgYDi1TOl6fjwWyZODLNWkNlSM40NUn95UW7EED2dTwnmIJcGUameelqwRQIVhZNcK6IFGomNYfYVFvEevX4R7wN0muItSmfBykIDVK2HqzXEAdLnSRE1jkGNdik6BZ3qXywd2rf7aOVr3sSCQ9ccfhr+9vNyd5YYWpFuPJ35vRgx90PFfsSxl5n64bSl18qrCy44MdX7FvbGdaF4tQ18VB4/LbVqcm+nJrJrLoW/jzUGTFWnrOluub/mBhIWysPmBK9WG+vWvg3iqN9SLb/um6PYy8R3xHs8TZkeILVaQbLcOu0bpIqww2nmtPCXNNluB1Zz7U161k3w+fOVM3wR7rBEuur7YSiHhWlXXRaFg0wxZESxti18ea+u9/8/Ni6x96+O79zTZ+NkZAUo5SrkoO7+keOrImnrrp1pH/3YErBcDLqjMVn0Zr8HuPEU7978msQfHuD1hG0ae1BuzNq5XwxX9fNT19z099e1+wJu2XmGBD8UcxrryBe0yLHYn/NFuuIL6EfrcSDQA7M1WmayzDJy5XjNmGGtjJcPc3TDeywaKE/7BUi7xBLeIdu4JRXpr79x7+rfE/gk+Fv/cfX1lZ+Hdvy8JG7P3Xd53Y0EV+cnn9ipcgS44+/99Smxw52X3ygZf/XEe3RnMj70Jzi4DlxRpi7iQd5lVzn1rnRnKxmBRqR9QUYwVQ8qYAjwaDEUmN8izBuxXhIGDeSi+Q0L1nK+DE8XyQ6xRT2ktGsT/4lbllzEpYLkw8FE0t30fQYlXz+EMaGuEeuxHZRKa9k4Cfkoo2UV47AH+D9q5ERYEWYGEvIiUwBWznDmpBxCJqYykOsOQQEP+f+hfPkDoRZCDxfxUyqKxOf440KB3A6pGEVHJGasdMvVSM3U/oCvAroFn59Eu3rdBYJcvJn0BkSYb5KOCwpw42zvHfcImhWPMnqFGMYtzOaogAar/kL3rfOTY1YLbpcIppoiizCaT28X65kaWH/AOfKhIJZpwIhuQ0fpZ50Rsxc5auMOex0hq1sxcmKrhhLPRwPsZaogNfgwnvUl2g/6AJviXjN2O0qM+KyaRBSnSYeBTksB3jwZjT4GYWw/fUMh7cwNOv1FlOdp2EKeSJMlUcYNDdeXpzUCzyiL8Mt03xqbY1HsALBpkmEEGmiOfSlJm7/NY+pIbpEPeULNWdQZE8N1v6L7gqFQJEr5IrWrXev2/yF61rbrn14Q3xt4PdaPWZQeEJt0TGG7q1X72n+0u+/uWHrc398dPW9V/fZOGqFI2ph/FF/9+G/3XXjN25q1ethPJG3B00sa3Tp5+edCatdz6z/xm+/+Pj88c0mT9CerfEtdTvyRVLgn2t2MiUyTaDKPP7qlq1umeoWoO0s2vq4MvHQtMnPog3yEkzRCb8Ajf803AF4wCF3Ro+/qzgXR3DIg1jiMwjOQkzADqbOzWXUoteA/9l4+Ue+15J4oZGPq6EDOlbbpW5XODPBUNahqNg5p8jLCmc2GMo4OfiOwpENBTNOhZ9RMxIJ+iDY+d/X9qnXa3uVAHyrtl/DFT6McDWAaA1XQHwOBzoT4nCrgQ4KcaoHLh/iPKyoDcmVwUNaHMjiw/HzyIX3CRt6Xhisb3jerEPpm5CX4e5TOrO5alN2ISvSYFmRPsHDmP5T5y1ys6TmWmMrszhUwuZZdcdmZ1uTn5NJCFKqYORmZ9hmi9iUCkcuGMy4FPCadffvyMmVaoXS5LV6UzZWoVSoAp1N5JFabFLjyU40lyzYXrOoaeJzyGVgiIcQoF7i9Zl43CAvE2/wSh4YQhMeRm2bUC/yQRHzEoIXC6J6PoPnx7OXO20RcxiCl+GSqpuKojWpHDoh1cm68pHuokVaOXIJq9wq1bszoXDOxWktla/AvzLKQ0KKBN119/wX6zrwNVakGjv/EyKo0DAUDlI1/lAlNX8qYhN5B9nf1Wj+VrCyRksDMiUskKsmDAJ5DGU41WgBUUQqTPKKJyw1jXUhwCp9NYZ9/llPojoTBXwEE+MGZ8TGIcP3SI3LLvwv1hKp8bZkP7J17eAn1ZieVaTTplSKSZrN1jKxc9bfxHEM2jkF/PlxC8eaT8MEkt/kwq9n1T5iuAnpWN6N90xq/KkQP02pdFNS4gqPu9bUhRpHFVgZ4HAikxF1hCarxh+aYkcqm9Vk0cRP/GWfskQUfVAIWogQ9DXaQxSBovgFZhGLCLsGyX7WkQ7403aOqHyK0rrSXm/apSUrnydYZwodd7D5xN8le9JuDpop6FW4Ii2B47aQpUGiHRfeQRxB0phP7Bf+tX78zmxe5StGL86TMNrqVynRVTU5KdNa0AFOiHQ4GVIxSZVKXyZy085kBm1mgbNlIoKB0KqCxHAknPRyarzHsRJVGR47hbwa7A4k0f4ivwjCgYKbYgzZsuKiZk5pRLin/wL3rGIcgwK0SP58Tmi4FGCdkzRlk3CRaamy2hbQ7fNlY2FL5SV7q4mgKNaW9PuSVqYQvj+Yi/h1F42xcFALSZKzJ/3epIXZZEJ2RBnoyhBT+WNtpc8Mz2+s5Yeov06lFM7mUCUUm5wcC/d/YQWxhVFzNM0JuaOxhXdpCx0AOuTZ1f17PfEqEgQn+mSAZdFF3YTkb9JnFsNnLH/02sv59x/2igb/oaZx6dzSUIe2jD327qOP/PLzK9H2iw/98pGRyvvukTu2brtrzOMevmMb3hKf/5vK8alVT55/5isXnts8+uQfTu7+28Pdg0ef2njtN27pKt32NTGOEXJkSmAHEXBH1YP1S04jhasBDuK/8XKgCQjjDJRhbEYi4XzleqYAxmZ5wzhX9ykF/wfzTNW3/89dWJ12DC73PqnG4Ibsu+vv77iuahy5pjBsSk4ePLw6XplL949E9h3qWpO3k3df//UD7ZUddTm6L5WSmjq33L69b12UrQx6O9YIcx9bMNIPIRqHQBu4v+qNMh5tuEy8Og3sSIxendV6GEWiNvAEJhxrmgxQBWFmBYF0ihrpzp0VIpJizc3ERYCZj3A9AoKuQhBaTNtn6xkCGi7nhoeknFLm2XvbnYXkX43VuOKzP390lSnORzq3doeMTOWm5fxxqz9ulvp7t3UZXCNPXvjWVy48u3n0b/7316969K7rIvkWu8KQJX686+nD3aWjT23Y+03MMU9X+WUE8Use9NUy9rPqpCbCnCZeR6AWiC9NR7o02DO0J9W1iavLMDDD86aO2oGOMoyc5D3jppoirnOBkGA5Nyd40xjA4x/tLg2aPEQmyUuYymhyktV8iwsZeJgLhpKwxmMjMmdrJppxcNRBQ7iJj07U2A0F1KuyPbbRY1clPfzmdkc2EdZdr2Iq32rt0WcTh+5pWd1i97IqBmkmDQc9TcNZa0VX58JH4iGKZPNXHR7p3ru6U6cMFweTC0EfuZNfp6Ullc/amvrEmLJr4V0UqAbAIDhd8wO6iUdO+DP+DGfDOSzAJbHJKwAGJk5qCujP2F4Dpb0MEzzXbaMjk0aBy4xluK5RwWB1HNOIIbh6DourEI/PCSma5F/otos6jFriNebqXuTyFI6EvG/4rm/v6D2wrs3KUigEV2bHbhxMDzfb0yPbr9k+kl5x8+Prk5vGOvVSGnuZLJvu31SI8TFDatXOa3aOpuHHd3/x6pzR5bU2JV1RK+sJe0zRzmC8qymW7lhzcHzq/qmk0uzUK00+qyNs5ewemyGQc8TE3w8g3DkUy7+HeNsL1lQ1IZCgWH7GrJFoazhohUja0aC8MjB1Zv4sZtUPPGsxzl6MT2qiLfhj7wnphxexN4b9y8qLjJieYMgHcEKCetIRsXAX5urspOMsEYczamHF0BqN/76Fd6lvIf8xBq4Sx/8icBMPoJ+MKELjmOCEeqKeU9rUSLuumpHi2Q84qdEuLfqS+uXxAPWt/k/+w11HX71nQMgQIMcyOLCjo3N7X4DDU2tCLvP/OPziXX0dtz1/G1mXjnlqZP9QIDi4t49kG+MbI9I3T6M5+cFkNR8JLMjVHDnJ+y1uzmLCuRaWV1hcE2ZaW42otCgOsKTMYiRgVb9tRRs0uVPLzsE6QnDxKOyHCHnFqmOH9qBESmpotb8zEy6GLRo5Vbmdoy3t+WTOztKwDcJminPkU8msTsolcSIaUjJOo6BuxZlqitGrLlrJX2oMnJCqRvOILZyX6tE82sHtVd9ZnmI40J5Oc8jQjPBMO2cyKwI+H+ctEw/zWt7MFSaiE2kfSy7LtXc1TM6SKha1RbP6nLCvLYo6k1dd8dL6nJFa9JE1B7c+e11WV03Q1/YQDvTPJYZoT7a4Iqyl/5k4Q2tDvYVW9EVS+amcsBSzqYKdIf8Vvk8pXPlEuuhSUr8j/pVk7LlUvMlIynvNDhVNqxxmMnfxDZNDLexTe/wRI02yBt1FD/ljnVlBUwqz/mKY/Be1SUHTxlgAYaZGtDcjzKJgpKYHTcTD0wrOjTP4URvAxGd4LjBhk2gnJHXaowh7vvj2nPpNzNKnlv2KuXhRBBum7oSmbCcs1KdNfEEMjFxc5TEda+osJAtulfQBQ8RA6MK6T9MqZy5W7DJxWvhvlWKNZeF3iP8WiCAOYLXKyqvJ3S353UnYrtZxFG2I+pH9/BiSUUDvQ3PqAJ+vcjTjyZ8mtqIIN0Z8HDlcBibf7KHodE2ZpMtwJa8IDtn61cNFQTSLZTiERHOkLprYcTAVq64XZoGTH/UeDUIeMlwq7SJ31NxRqcYJBYsJcts/szExOrDCj5SR0xWxMPXKbF9fKbzj3qvClQuaaG/Wks7mnc3bmpv6Enr4/uGX7ilpgq2RbYLNZFTsYvm2okNRlHLVPTM3F6+daFJ68+HKj/sGMmO7EYYrkX18g74eBEERPFzFkLUVTxObka5LETfxjM7TzxZDNkoZrQEQLcNBXm4eqldlBmd55YhYZK4lk01FURGK7Rvyj3qPBt+jse8ii5yOOpBkEjZ6cAXyDcYccbrDFnbFI5t2378+nN3+4JaVR9tZAUY7dz6/I980EDNoI305a1M27/bWINsxNIFQ2oGh7GiD/1rDbz7XV2qa2NXccu1kRuUthLG/O4RwO0n+CNmHHKSr/q5O54mXid7pWI4qY+Q8ZFwXJ2zx1yjcrmJSwBFAqSlieIzaShFPUM9RKOyyp8pi7hRveTc6J/VOcMj8v4FSrSQ0pFJu5uCI3IxOkP+Rt9eaKWLntmyemqt2q0zt3zwVm9s8hb29t6spWV7+f/bZAqtLfJ6G8pFhaZcHYQjlhVKzlDwZ8c//0tY21d2zczCtknMykqBkitYNB3sOz9zS1nnoG9fue3x3+nfkxi3pgZSFgOeT8eJUt1dn0km1HovRZVQpzSZN+9EXjh1++e7+npuf2Oy+9oi/YzKF9Jxl4TzxBfoWZBsOVKliVAPk6G2ZSUcDDG5PyA9Yg+XFupnrJJ8uuYfVpbrXm+lCntyZ7PyZ7Bkh1mQ+5EXLctUOWE17NTrMy5sYKOILlIyRSDUWr8kWsnJPYfdEr3uKs2f8je0K/pHD46H+sFJOUb9x+HRSqUyqCbTFJhhT2FFIXdqWsHLjpzYmFSqFJSRiQv2cPgq2gY2zAwPeST+CYzrJGdGGZ1Z7tV4tKGaTMgTO7IaBydIqvNPV7zOm0ERPFUuRYfswV8LdG11zGdy7IeJzBvunWSGnocE8BxvaMS4z8yt3cojxQ0Mvx+Jh6ucKFcLGbWjNImRY2qD9akNLh6NpCUaBkZvH4v0WDoGErtKaPfrWDFwZHLl5PDZgYVUyivpdOiyRSUqTay6F7VIIezZ8cmNShe5lCTma0HXSwckBodsD3V9pDos9MZKVQk/MbeCu2bGxxC24E2Y2PhW/DpnTF08ycfRXdJWJrdO3bUpgtOW9HcVbStW+mBma7j2Isd4xsKm0Du8M9ifcRQx6byk7XGuZqYOOo7GpWuPMXLXw909CIk8rEuBDdNF8QEMNdRkiXNplI1mp8BSikYJHqfQUItGCR6Gr2afKbGO/TeZS4qwIVmlj8eiLmDbDB1cZUqHFJhyHPp+GF4KhD92EcwWyKZWXUO1yPTqibJC/RvpiDPTOuly+fgbLxpjFh1uakDu2sl+HdUbXgK8uDJYSXaNLvY/pXFUGFjOeoq368HrAVM2Sk7+uYUiyMtYfjxkS7T7l5xhBLTy8vIspfNXdm20drVGzkoRyS1PEj66r929R90jQ/EltoD1yRT0xsuFTCBqpXM7J5UpOKjR7VXF5H+mMW8AusOU4P4R5l9vl84Hcrl1c/7oswArVqOZGy3CAZ7aM8KVsqbXVmMBMbB8YAhwCa8ZYkmCgBPZFDNol6A0BrTPoa1ZbFOvWH4SKYYk+rfHkUkiNDQaHqnqi37xEfw4fGg+t9CllJFa3Eo3FY8JpYzghoI1491UR4dcS7Xq3WSuVMFKa1XlTefvwDSUv8bsraFiRzxoV8neQ00DTCMbviJBXpgYHpXKp1OC3x9NaFSsJrrplAn5X6LGxVR4inyR/CDrBKNgCiWoss0qVlpItvqHs0GtDpGsIDv3yuxxElpj77iR0TkLzJJz8j7MGaDJAYFAbCJXBsLWF/GN7KeqO97zYQ4Ae2HO2ZUi1EarJjW/w7lWiU4psdtfc1BRy2oXaKm4NRF+n3hQ2gq9q49c0Ppkdgn/64YvPbu95o4egeqDqA5+/eXEESwYwVfOWEUWdUKR6MKREe0YXFLNLNc1WSELcqJasGw+klKDYxGYQeUGXC6agkqx+I580qvcYdbltn1odGzVwumzyJ8OHx2OtB5+9+aa/uTql8aRdsVQ+5osWtn9yIjrigTaNofL3Y4OBloB2bCDYEtC1lbpmrC6dZNem4mhaT25NJ80dntEjkzGDUuE3OgKEjAz0bm7vuXltxs+vb/a0FzIm06pU27aQb/vg6K1rEow8XvljacwSK7r6Vpmjhfm1iTRB63xupzqTMwVT1R5P8gcolsmA62vxGYs0USaqR+Zjxhm1NKbuRng5nxjy91uGRYe5lq0T8324uPDhzl9aLhWUvPQyFTwxqjOQP6ipJp2/GExvb17eOdr9icGNx0a8dQUE57uHmh39vfPPXtpSWtHxXe3X/PUO5EsvvFV5CD5BjwI/SCNtU519gHh5OsZhRTNrsYBMEhvMsGtQX4Z9KNSqclXXm3OabBY3JwvTnvkTJy7Ot5pJMy5Ntyxp2L3fP3jDUKTVylAEKWNktEtrDZo5zl7t3sWdu7iDl9pz1/oEy2lNDpM9YGRota/QTj50mUZekcanEY1zizXZJhSregGHPo3AR5ycSSSMyAKdwjVZo5elw4P2fk2daEI+vKEm+46QZbrcaY0p2w9RkyVPs45MOJL1aKWVHy2nKpTJ9J6mIDLInEpVuQCTHOthVHKawi2Eb1bCl9L24n/AHZxWOMqqvLrKjysJvUOcv0SOYqYx8Ew1J4isKzIkTmdGNLudIRy7Z4C6gXWnVw41tgOOIGi6hzr7Ey2DiWFL45wbikTFc7irEHcGIvf9z7rZn5CQK4iMo5YIqcIskWO2CaYdrMbXHEhsyiNsBauj8eb9yU11QWKsEZc7amKGHhorrFuR0YRHVq4MrT+60l0XKUKTWCZSlx4hb6vtXT02Zoq1B2KdIV371feO1PUMokEG3FmlQVSHQXcK6gY41bh1h4UjgvrgauqDReojavEP1jHSighVK1Q1oP8zV34o3VMD8sq6pw7Zo5N/QvcsgQXBsU2oW5UW3qUohMey2uTNQm3y5qW1SSsvVw3VK432xozPFWqTH3jFh6hNUlT70fKth5872NJx9NSttzx3oKUyb8hMdrWsztuMTas7i6vzVvjuTS9+cqjnY+VDN/39J4a6P1a+s+fGiWRk1Y0DaJuIjN4ozPNjlYcpgObZmCvz5JlaruzuD8qVDapX/dm5sj91j8Zc2eXY4Aq5suz2BzeHujva3XV+sERczoiFCa0cnUxtx7my85pIb8bShHNlW3NNK+IGOHf45XtKKlfSVdlUr2D/rMYce8IdEf3IPdOHi3smmlQ4V/bT3sHMuJArqzxMvlHFsJYrc7ExnCuLgizO+BgCg2xHzEWpkzUAkkKeyzrUIky+RchzqUcEs3SlXNlHvceSmoKYjq7xlan5ysmyqkVj/Ti7iBHL7Xxwa6CvbzDOWsJuZ8TMXJIwq7xSww1+3dMkpBaFpJkKecDbakBWflzNmu2dqGbNqvqHOC28e7avqn+CKuTh8BywqhgXk2JIBcngtBSLu+TgJM/wsaGgyuAeNAyLWWdRf2zB+a4zVc3D/OnzlyVnLqtqMI9JiNOUTMHI9Ban1hBNIIWzTNH4Olta7Aqn28zSyDFY6U9aGez7+9vj8+cuVTU3ZrqDKlIqZzhDrWfzXeI3aP6D4N3FemSyXo/s45E3QCVh8p0Cy0Dm/9MUeKxSC+4CQQpFRFU7bMdtIzahkPgOLiIOoUBMAYeBEaop42/qooX7+MRK4pRQStwyFVPjt2+mlpQpefd/8dM+QvWS+E3xmk9PZjaW0kaOknFyNsavyXubQ/pAx8j4SEcgs/kTq6Or+LhORpGklJPJg8WVaW/GrQ52rhpf1RmEzuGDoyGVyWxIxB0+g9TitCqtYasz5rZ74/yGLn7vcJTTGlQqg8tk8+qlBrNBafXpXVG33RPn1wt0Mi28T3yaOg5awUMinU5pNIq2CPDhPM60aUkjgmvGV3IoagcU+JU4U6kJhcbTvLQKDxLRs4KRyM5nzmQ0tb7ZxEe5iWg5qcuHzFeIjYlPs1pfqmBfiaLZvTo9Zs1rWYdoUWuhb7JN77ZopBJWQh+Np3T1WFWMd68c2Nbwot30LWAn2Hxiors7szOLcwaGUXswAzJe9KdYN7qztHmzJBscxXNbVyqguZ0sjcSH7SVjGTqOSwYATnOh/3MZnNBCOlHMMWqy6rPVLCPOci3LDcAr5lg8l80NXAYwshAYOTQRHAjhHKFMLpH6IkZ72KJoSDkKWZfK9Q0QXRlP8pXF7KuQG1DIr5CrbUwOfADgVXypNOLHbtA1nepW47Ao5nTGkO7ccpJsjnWX1DHMQ23NJRT4DMwERuRC7qXr7Bxu+BPrArj7DAGYMRo+Ckj/M+qpp/dubACC0fqvCITfe/Hrl59uwvAB063yk4z6JdgFptB8lVjoYqPrME8ZFT0KO/oDzbHVYLTUXSqV2tYp8eynm0taLDCBkU1ocxyJDWYmzE5nMylcmD+Ds04iR4m9eELGjrosEpIrIvEn0lC0jNX5kgUbThxV7mwAiqSlam/y8lDB2xelUYmZrjERdTSe1Cu5KloNINo9RpVCeSUY/1Cro/7hEoFdWMD4Sl6iR7VBeAoAtZQI00013CXfRLhfC66ednWuEhJ/12auVV47NXWtkrSNYkL0NOGwfDpgm8TpP+XOkdJwZ6mp1NISWwVsmA6BEoUJYBAJUIVfSP+JqWsTooFIhJSQ//twHNiAu+dD8DD8aqO06rxXYNJF5Ak+6l3k8GWJQJGexO+ukM+7MvhXFoGl6UCE/RFciyVfR7HZ3qpvxIbEQqwLkUGlSwyGWNoyWG3nR9HVspKp2LSNHEnBj1R+mNMvV19d1o+SLyxWWt/A7rUHuYRDj05sOjbiEaBDzpE2gIKybYVahdXbGGld86ndRP1ARdYvhGXEeL1ZXehLIWfQvOO1XqFptcdVJj5+kjd43BKPr0xM8RwP3J7woIe1DrLDi40pVvPbyztTlp1U9T+k9Q7kBq9YZ6q2KBDkDCRpqvI7WhPqzTf3BjV05XcSKWSR5o/g5rXvSST/QCrsqWAgZWXIx2mlxqi8+BPck0JzBjUZ0ruVEpxyp+Uabn6/xUJ8htPIaYpRYbr6Fs7TP0TzWwEeqfoSdoc2GY+ro2Wil2cd6halmiJbW9XtZSLGK3hS3T2YHVSnWVWptbzw/Rm0jaMtr8Q7rWrSFBg0DcuHa50osVhsaR+L0LtSa2TBTS1CHwu+52WurvYiSaS1DhYytLibhJfBqmGX/qFE9u+02tPR1NTpU1OfJ4h7KZW/synTgb69L6cRfwTCGTtLHieIp0mFNRUIJG0sOU0S3ySEuCNlY8gnWLdzEUvCKZfP/49FZB0ellHJKYrBwHIcBhbDrGLmr2Or3yi5SpAfN+Kj+xHOKXBfrWfLS9wLzMBPRHl50oz+gInlysQ2XsXjd4JJI+tOAZ+PZcrECXzMzUYGfazGMahZTFcs4TMMrtWsfhu5u5jftIs9ejb+stdiATNW41q2yoMFHVlvlbEttkiRd8ugvTWdKLhU1Ne+RikduWg8Z4byP7wjh9ZiU7zZqaQff4zkrIlQvNkE2Z/lEBPSpFzBwI7Ka4xCTtJKowaegl/WWpQSUqJgKm/CqIxDTo3Soq/sFTAyohh2FmHkB9dU+92hXK4EVhR79Jzk/VY3YzWXiQMIDKXVNWhhdIPMSmoVWFnLjF3aDYbfOcfT5y57Opq/hxQVS0GH3xAJ5hr6ozBrQb2U+Kvr5GMj4bSZkB5WGOjKWYW5mIpl7ErpD8hXJLp4IVa0ySpnLEap2qyBMYlFSeZ8AYOM5Cym+WeIbVaNTGYMWHCeA5CvCOs6sIADevz+zsuzEjmJy9c/OwtxxAMbc7zw/toiDJUD1BvVVG3lGWwHK/8Cn4YeYAOG42pk7j49o2VNdqA+h+/yuljpU9XpWX9R/mmZ1m64R6oxe60OvxrSR9XeXMCX8ajK4e7WguMVRilDWk/NQv1j3qhRKjVG0ZifWPgtfIF8VshB2Y4DfZkon2KcPsswrULjPtt1VrCblxZ4Ncu+wxeUnnwkkvdwnLhVLv9OGqMtfpXK3xKNtfrVan/rfClaxAeK0Wgb3rZhHjmGxvM0DCMM5dNyEvmRZ/F8G2B7unv1ar57zST/wBTftW4z3yXaLxOZhU+jGMAG9IuYIa++Chn8T0JGK0NVzATxR5h9xRs1SaUmjNlOspXcKjyrALzHcfva1DRbCKHNCbvEa8ygx2bPZtCDz745j5/dWELqqqaTpJc7itnx/1W5mtyepFMhVdt0t0tVJrfZ6lZBukKoXGmPJ+lQ4h/uwD+YrG41RXV8yRvB1Ix4g3xr3v6yMGRWzVb+1xV+EHJyNjQHU3UO/uPxJJ6DHQM3dVJrZ0OmbG0Sb869rp6/IoL0ZY+SJqnaqq+NUQWpQypnkzD2yi149HdK1CaXyepB0zqkdIm/0Oolo+Sg+vLDb/gB052o/D/kWvqfgQFYXgQGYgQxDiBGpxk1DVIpRIK3kdjpquOrQX+RVjtinkjORkmItZTannBHs1aKrswr1AwtU1s0ks8oNOIe5i24r/IQMUU/jZ6hxW9yJWdYNb0KdKWqMr28wkFMsfaEz5uws2jr9aFt5e9rzpnkpfq6JhC0wc8QLcQUUAHNNJCyzyORp0AKF6pFVeERmR53FRMtRnNlq8VotMAnOA1Hwz+0JlPFliRjFnNbC7+HP6Ao4vHFe7mveC+KMlgujloNBis5zWkZCdFSSKUKLSnGUn0Xem/lccJOPwB8wPsysMLz6KAa/hFIAEkcnDG42LuFuc+/OYcbM6EE+b1ak1FfXSQiSQqVUhFqwrR67VUTEmMibA/bVGR+rNlqy69qJjhzxO1Pmkl63WuVbT99q7LjdbVJLaOkrPSaH/7orf373vrRuT20TEpKlUY0nm1oPFo0Hg/wY616YFproE+jYamAC16YMVgZcUB45ZE3qxSpLlSRK+S1zTkiFKw6EkYtobU2r8qTKlvYHkkYJZNXrV1Dk5ZEwBW2suQ11xHW/W/96IfXoIFQMjSkM/Dxt34KH39NYVSiwcjoH1Qmsa9M7oQ76cM1fojOsLS6qmoW+SFEVh8qhcOM0We1+YxyaIIKxG2eOHL9yU8jJqCFXtOXBe5AH4hkYOE9egPirtXgGnAbOAZu5VWDB25B3lxfX85p2UB1rnmJeBgwYAvxeaAHPiLLMylGn0rpGbJzT5n4Eq8EkUjf4IGc8xbLBunozjL0zaiOjd+Al68YHSmW4erjfdXY9BwOhpAFxSVMISrCzoR6TmMqZjVCVlwnlLzJpW+tkKZOsgPWoyHxWLZVLJ2LrpvYjA31QhGqtkgVWcv6Jkl0Apzw9Gzj/c0+Tebarx7Y84Xt6cjkbZO23oGSV2FQyWWWVMCHvDWlLWz2Zf1mFNZyElKqCduNqc6JfGrn9Qd7um+7fgPvh3coLUFz26q0XhtsCUbbgtp97vb1rc62YtaY2Lh2lcuXciorj8E9LTvWjQWT40O9nv5bNzSHB/f2tu/etCbmWrGiz6HPtbY7XJgeJKNRuNPbp9YEbH6DTOn3BaJ6Bcu6smF31qvVRzrXXE/8T0OiqeB257NZmznq0up8qfmxWCnnYHU2tX98YtxvTKUz5DFRlvqQV3CS9gFE0eMdQ2XiAZ5zanoTiV4NCcxsBL9TlcloCmWYmvY7O8oweGpQq5X4J4c06KfjktUAt/rglhWcNMCFRZg6c1aglmCWqy+F1lYE0zQuDnZpghMHr0vXUTgpYZXyiz+TK3GcqpJfe219L3/NF3fGx/sKFlZC0sh1UPqaS5lMf1wPFcgBluDrKr+Fs3h/l11caEdYcAfulJuCDnvQxGw6evymZoXJZdVY/FZ8wO6xe7qm2nczpiBefkFe+TK6aGEBDCOMXqJ9Ggn5bRkA9ufB+MIrMypiZLyMt1DYTqvACAo2BNu1GsWq36f9IAdK4J1aJnto4ZVT6BowBGNdZeKZWc5u55pfIO5EEvULXol/QdQAHFSRXGst09lahp0z6TQdrBYeG9ssu3i5bn2fEL/2lSE/zdNbFstntVfkkCt+bio2V2snmorZTqABqMi/1BOQOkGPaExiU8tpKl1WnqqKGfn99oPfvHHDPds7A0pVbPTWZ28JjvQkVTKaIGVKhgvmB9Pj+/rd0FjsHY1vv299tFLRhntS9nwubTCnBlLJFUkzfG773x5ZERm54d4nNw4//cRnr+flSq1CrbPrXRETo1Bz7Vd/clhp1yvyOz+9LzvSbGOQ87/3M6t93s5J3GPUIdAJv5dXAAPQWaPU4MIrJzE9BmH6NHEj0mJh4kaecap8Tj36Y1peIJ4RiMaIRFORoKdM3DXLNHfQjZlvHS+3rF8hwLeiDA1L4au+vocrA2K9AX2IsRKiET8o74XyHijvhjIeMhSUDEBJP5SsgJI+KClASR5KmqEkByVZKE9CeQLK41Aeg/IolHgg6YYsGruK/E+OR6QlEBZGa/wHhc8l5dhLla74qqCwRp2pE+L1hELVLqM8+f2Ow88duOHpfS2e7m1d2YlWZ+H6r16399HtKVfLRK5ja4+v8jN9rCu2esIQ708PrnJamseak/1J066d27fBjevu3dIUX3NsvLBtctBj7x7ZlB+9fSqTXH3zQGr92IDDXZrcTHT4WkL6kT53Pp20xrbPnwx05DNWS6bQ4RudWC2uo1NEtH5TeM82Br5To3SiSukE1L+ArBZYONdAVPdpwZDZxPqZrYYkXicHyetkwIyO1t88XdPwBpMgHnXqihTVomfI3VDOQEIPCXx/W/kj3lhcug7d9nIVcqqhgEmRb2b2n/iru7+9O5Ldf+Kuu5/dHa78gTG44i3etpGE1pgayoXaE06dlLjvS+ef27zxmT98+YsXhO03Nt1/TQnxxE3f3H/vib0xS2Z458eQdvocEprnaBNI1t4H5xXyCJSHoSwEoRamhYUnEX58GpIgUiYenHGaWU154Wcn0EGNTluGx3i5byKiUkPkkSD7sfj2NppUpmseeSixs2ey+C23LVMxILCejTdHwjCCntPwKPyED3M/zNNToMbCy42RVAnFJE4hUG1G0QjRwXPYeMznZYKpUcr/4/smh0ZCyJQcNNIqc8gVTJllP8T1j532EF59TTAsLDl0gKU10aDZZVTKZimahKSUk1/4IV7CB4J1CLsXEf91Qm0VOyUVhxQS2lYoL0KWL1d5kYfGMvHvJ7MB9AeKLxD/DtiF90S2ZBHbsNEy3HNS01J0u4uXY6E9vCJrlCQn1fWOgvUN6zRkxDJkTFhXrDgnGIjY3FkxU4M5FYs/xKDrlowOjUpF/iWfvKhs4HLC4Fhz2cqhkpqmUQkOAgISv8lnNrr1conaov9F70RSY4h0Rts2rkgq5AoZTUoYS+/2Q/yuR3Y2mYfvvekRWGE0nGSvI2JlZaa4z4PcN8Ov+w9sGfN72uIWZ8DF2VNeFPNpzAGfObvxWKnr6P3P7P8SZ4kg2q3B77Mg2q2D3dUcpWwAMv2Q3VAj2gbYVCa+yytGJ4OjfHB0NMiTStsLxLtIpfxqFp+gxG+RCERUIiSVK07DtaANyOHmk5o29GfMVwHN1wDNY9EfnIyXIcVr3G56EL8OC0fq78SuXaIXhLXe1AK89fdtMWnPxWoFBW1xkcA2XlGdABq4ivyvH8witRvWeMk3lLvFZRpEsaweuRz5pQYnSZ4c+nj5+p6D61u1cimpVjNNw7u7C6vbHL4Vewb2KbQcimM13P7WDR1uY6wvmds0mOVwno+QyPWdm28tbf7sjqyz9api33Urw/DWbZ/f3ayzO9V6W8SRDthcNmuqN5IoZe1SY8jlCOhltsxAzNMWs7gCbqk+6LR4jGpd0G+JTx4Zbts91qIkZc1ju5B98S+cJ98R3iFMgt9WJVwvTUJpDErsUKqGSNlIFJAVlCSLGSGNoE961GXi6tkQRYHEC4QcGBd+wyvQj0Zbsr4U2dpZCs0yVoa7ZnnPBFN70xf73POxMxmkMpEAY287IyxrGqsacBufD6lgKAlDMRi0w5AahpQwqICXGZMwlA//RJGaS/0EsT3ZUC+X1IS5ltPAmtUIfdBDvmPQHuCc6aBQNNYojSopXsoHPkibYz2pbCmmP6A2VfYQlWfgVfBgtvm9Wi3kPaklFXKngl4d8d/lCjmFFzG5+Psm4uPz38Ke81Yko8/RStAJflWVUToP6eYlirVQJrgT4Uw4o3S8QJwRfDiBEqJMtuLX/r1eupHrd07Hx+VluL1h2aK1S5ctEhcCED3tWL11pCZnumgeRguwOhRBi/45j1mqNS+7XJLoh/mWrFAnQdGUmFgmnxu8+/RN7detLWiQp03JORkT6d3a27qlx+/kdw+2bok6LC4vsUuOAn6DvpLzrQjueerGVvjVPV/b364ymVRaS9CKoymT3WRuHmtJr8xZOUeIyIR9nDXmbM9X/o0imrbcD4Q1XqtxkFZCnhVizXGhx1cJXOCxGo20kNZA1lOjkQciefjejERi0Jwm/hFdZKjRyICgM9CaGmgagTmt42zj6/GY+4VifgMFlNVHoFuryA+8fpmSqhXFCtDTsJ4aeZqScrLKWonO2xxq7nQQMviP878wGHA/Mwm1ZqWUetwRC3h0FwMKtZyUqkwa8jeFdmfMzknNcYRJNeZAmPyz4Jf2oO8vI9uSBj3gxzW/tK8aK/ZBB7Irn50BSiVeDa3BOW0rE0dOBXiBW/gyDM+43dJGjory8uhknZmQYyRd2+jsC8Hh3BkMWGNo2IduzeOeJgZp98Wb83J8d/Uyi/CBjxCf0RAfUsubnApLlhyhlnZ35smX1YlVx2aOxtb0NxkZEgk8F+8aa1p9sOQlknetvvqBDZHWm765b8MntnUHVJUL5nQpnepLGHWRnlTr1cSrq77x5IPX85xWbwj7PWGjVKlVtu++Z8gRy+9+cNO2pw73REdv/ORjmb0PrPV72ieamsebrT4xH9K5kCeOEWMgDwrPAz3RfiLhSXhAtkxs4LVy3zf22e+wE3bTT8JHuNyz5FEh+zF/bgovPnq2Kvu0kM1s9GWClyyCXnVljMQxhapi1ZiVEprTqz7uS1rk6aQrF3HJJQzSi/pk92isb1efR5lav7IEo5z2tqifVjutZo/drL7L19IU0weTWoNWpvfYHB69xahyFcdSvhWTu/p6xd6jwMJ5+BTxEPAA9/NIBl7gOZPmDhayHGu/nb4TdHW9jZzuqbPZucYXtOqOca0aYIBPyUxhlxOF1bdojRyKSFnZcxSrdVucfh2tlyJLjFwuKfynFinF2iwas5aldxAEAQlaQgm6IEDcCZ+irVopZUZs/wlhbDmwhfwHyg1SIDAtAdEyITth1jqjfmcZBqc5iRaksmfnz2ahuKmmLi+7rsWyJcf+QcKp5ZXviitEmtnKP8pV+P0tpRwWWfEYA1tlKlZCdOG8T+Vb9VcSJnHux4a8ejjBaPAxDVP5NvLwhfF+YuGI5O/olSABvLySdLnCGi/QhFlg8iaB+s2zGMm33z6DG9jOoMEmsfHthIVOwmgSso8SpFKEo0S+gI7XR0/HD/36kEzKuuxWv1UjIx5U6TSa+RtkGvTV7mKlMvTzhTtlStw0oZQRb+79+c1ynS1ot9pkUun8DSqv2ejF50tkNqs9aNPJDv18L2NJ+hA3iWsFnlwwSD5Jz6JxB48bvGWixHMK4EBjp2lNWIPGfuaM6JafgamzQtCkhNL6UIVqrDAFfJTAC9gsdiGTwb0/PSSrjkaCxy6MhnhQKq2P5qd7OVvK50vZOCp96P2bZVLGYbf5LVp8tl6LR661+G12ByOV3fz+oQtsbabC2B9ceF7+Hs2ClSDPm1v0AV0RZE3KThP6A4H+WIte4tIPA/W5t8+oEfZo/ILPeQb94SNnhOJCI+5kweOEpvpcoPjGFJojPkpIpEpS6kmSSygnfw8N8llhkDYnK5Wnt+2+rvWPTxz67haZVC4QTSudfxYTjRiXagWiyaUyfFabZGvrdbu3peVS1mkTpzyu0hPbMb2elUlldgEheXrTlm3Ne57fIlLVjn5Ap4k4jjecNbV5W3Pzts1T6cXz0GO9CKb/H70cxkUAAAB4nKWRwU4bMRCGf4dAhNQiJFQJVT3MqRJCrBLgxolECC4cWBB3k3U2FrtxZG9y6INU6p0Lj8GFN+AReuw79PfWICqVQ8WubH/+ZzwezwDYxCMU/nz7mCRW2MJD4g56+Jl4BVvqU+IuPqqTxKv4oOrEa9S/J+7hqPOFp1R3nbuijRBZ4St+JO5gA0+JV6j/StzFZ7WTeBXb6jLxGvVviXtYqjvcQ5h7HwMcks5hMYaHQ+CYoKE2InnM21lTsaQZMlqOUfEX5NRKTGkL7c5wNfReci7oiXvZ7w8O5dyOvQtu0sjI+bnzurFulslxVUluy2kTJDfB+KUpeOYaVzhlsAucYZdJaF5lccOwFnsYMokqFuX66jS/ONsd6creeLs3dBXFmEKJBT00/ZGbclFp/76Yb3kf0PTK8SDeEh8fUqGEpc1YYKHB+MAXyyDry/8E/NtTOGKdNUfT9qTghXX71FtqsW/RMqX6746W7X7Bnj57j7nW3GsmbNv+ZS9ZiA2ipfG6MLX2t+Im0kzNq2aW3i3mUR67eq5n1oQMvwFTrpLDAHicfdpFlHXlFa5tlvtaH+7uzp5zKe7u7gR3gltwd3dNcHd3gru7BneHJCTAf8b4T2rerVONXbNVz9iNusfbuMZzx/t//lRz/J8PZzx3PG+8JcdberwVx1vFcR3P8Z3ACZ3IiZ3ESZ3MyZ3CKZ3KGeeM70zgTOhM5EzsTOJM6kzmTO5M4UzpTOVM7UzjTOtM50zvzODM6MzkzOzM4szqzObM7szhzOnM5cztzOPM68znjBxx1KmdxmmdzumdwZnfWcBZ0FnIWdhZxFnUWcxZ3FnCWdJZylnaWcZZ1lnOWd5ZwVnRWclZ2VnFWdVZzVndWcNZ01nLWdtZx1nXWc9Z39nA2dDZyNnY2cT5k7Ops5mzubOFs6WzlbO1s42zrbOds72zg7Ojs5PzZ2dnZxdnV2c3Z3dnD2dPZy9nb2cfZ1/nL85+zv7OAc6BzkHOwc4hzqHOYc7hzhHOkc5RztHOMc6xznHO8c4JzonOSc7JzinOqc5pzunOGc6ZzlnO2c45zrnOec75zgXOhc5fnb85FzkXO5c4lzqXOZc7VzhXOlc5VzvXONc61znXOzc4Nzo3OTc7tzi3Orc5tzt3OHc6dzl3O/c49zr3Ofc7DzgPOn93HnIedh5xHnUecx53nnCedJ5ynnaecZ51nnOed15wXnRecl52XnFedV5zXnfecN503nLedt5x3nXec953/uF84HzofOR87HzifOp85nzufOF86XzlfO1843zrfOd87/zg/Oj85Pzs/OL80/mX82/nV+c/zn+d35zfnT/c8VzHdV3P9d3ADd3Ijd3ETd3Mzd3CLd3KHeeO707gTuhO5E7sTuJO6k7mTu5O4U7pTuVO7U7jTutO507vzuDO6M7kzuzO4s7qzubO7s7hzunO5c7tzuPO687njlxx1a3dxm3dzu3dwZ3fXcBd0F3IXdhdxF3UXcxd3F3CXdJdyl3aXcZd1l3OXd5dwV3RXcld2V3FXdVdzV3dXcNd013LXdtdx13XXc9d393A3dDdyN3Y3cT9k7upu5m7ubuFu6W7lbu1u427rbudu727g7uju5P7Z3dndxd3V3c3d3d3D3dPdy93b3cfd1/3L+5+7v7uAe6B7kHuwe4h7qHuYe7h7hHuke5R7tHuMe6x7nHu8e4J7onuSe7J7inuqe5p7unuGe6Z7lnu2e457rnuee757gXuhe5f3b+5F7kXu5e4l7qXuZe7V7hXule5V7vXuNe617nXuze4N7o3uTe7t7i3ure5t7t3uHe6d7l3u/e497r3ufe7D7gPun93H3Ifdh9xH3Ufcx93n3CfdJ9yn3afcZ91n3Ofd19wX3Rfcl92X3FfdV9zX3ffcN9033Lfdt9x33Xfc993/+F+4H7ofuR+7H7ifup+5n7ufuF+6X7lfu1+437rfud+7/7g/uj+5P7s/uL+0/2X+2/3V/c/7n/d39zf3T+88TzHcz3P873AC73Ii73ES73My73CK73KG+eN703gTehN5E3sTeJN6k3mTe5N4U3pTeVN7U3jTetN503vzeDN6M3kzezN4s3qzebN7s3hzenN5c3tzePN683njTzx1Ku9xmu9zuu9wZvfW8Bb0FvIW9hbxFvUW8xb3FvCW9JbylvaW8Zb1lvOW95bwVvRW8lb2VvFW9VbzVvdW8Nb01vLW9tbx1vXW89b39vA29DbyNvY28T7k7ept5m3ubeFt6W3lbe1t423rbedt723g7ejt5P3Z29nbxdvV283b3dvD29Pby9vb28fb1/vL95+3v7eAd6B3kHewd4h3qHeYd7h3hHekd5R3tHeMd6x3nHe8d4J3oneSd7J3ineqd5p3uneGd6Z3lne2d453rneed753gXehd5fvb95F3kXe5d4l3qXeZd7V3hXeld5V3vXeNd613nXezd4N3o3eTd7t3i3erd5t3t3eHd6d3l3e/d493r3efd7D3gPen/3HvIe9h7xHvUe8x73nvCe9J7ynvae8Z71nvOe917wXvRe8l72XvFe9V7zXvfe8N703vLe9t7x3vXe8973/uF94H3ofeR97H3ifep95n3ufeF96X3lfe19433rfed97/3g/ej95P3s/eL90/uX92/vV+8/3n+937zfvT/88XzHd33P9/3AD/3Ij/3ET/3Mz/3CL/3KH+eP70/gT+hP5E/sT+JP6k/mT+5P4U/pT+VP7U/jT+tP50/vz+DP6M/kz+zP4s/qz+bP7s/hz+nP5c/tz+PP68/nj3zx1a/9xm/9zu/9wZ/fX8Bf0F/IX9hfxF/UX8xf3F/CX9Jfyl/aX8Zf1l/OX95fwV/RX8lf2V/FX9VfzV/dX8Nf01/LX9tfx1/XX89f39/A39DfyN/Y38T/k7+pv5m/ub+Fv6W/lb+1v42/rb+dv72/g7+jv5P/Z39nfxd/V383f3d/D39Pfy9/b38ff1//L/5+/v7+Af6B/kH+wf4h/qH+Yf7h/hH+kf5R/tH+Mf6x/nH+8f4J/on+Sf7J/in+qf5p/un+Gf6Z/ln+2f45/rn+ef75/gX+hf5f/b/5F/kX+5f4l/qX+Zf7V/hX+lf5V/vX+Nf61/nX+zf4N/o3+Tf7t/i3+rf5t/t3+Hf6d/l3+/f49/r3+ff7D/gP+n/3H/If9h/xH/Uf8x/3n/Cf9J/yn/af8Z/1n/Of91/wX/Rf8l/2X/Ff9V/zX/ff8N/03/Lf9t/x3/Xf89/3/+F/4H/of+R/7H/if+p/5n/uf+F/6X/lf+1/43/rf+d/7//g/+j/5P/s/+L/0/+X/2//V/8//n/93/zf/T+C8QIncAMv8IMgCIMoiIMkSIMsyIMiKIMqGBeMH0wQTBhMFEwcTBJMGkwWTB5MEUwZTBVMHUwTTBtMF0wfzBDMGMwUzBzMEswazBbMHswRzBnMFcwdzBPMG8wXjAIJNKiDJmiDLuiDIZg/WCBYMFgoWDhYJFg0WCxYPFgiWDJYKlg6WCZYNlguWD5YIVgxWClYOVglWDVYLVg9WCNYM1grWDtYJ1g3WC9YP9gg2DDYKNg42CT4U7BpsFmwebBFsGWwVbB1sE2wbbBdsH2wQ7BjsFPw52DnYJdg12C3YPdgj2DPYK9g72CfYN/gL8F+wf7BAcGBwUHBwcEhwaHBYcHhwRHBkcFRwdHBMcGxwXHB8cEJwYnBScHJwSnBqcFpwenBGcGZwVnB2cE5wbnBecH5wQXBhcFfg78FFwUXB5cElwaXBZcHVwRXBlcFVwfXBNcG1wXXBzcENwY3BTcHtwS3BrcFtwd3BHcGdwV3B/cE9wb3BfcHDwQPBn8PHgoeDh4JHg0eCx4PngieDJ4Kng6eCZ4NngueD14IXgxeCl4OXgleDV4LXg/eCN4M3greDt4J3g3eC94P/hF8EHwYfBR8HHwSfBp8FnwefBF8GXwVfB18E3wbfBd8H/wQ/Bj8FPwc/BL8M/hX8O/g1+A/wX+D34Lfgz/C8UIndEMv9MMgDMMojMMkTMMszMMiLMMqHBeOH04QThhOFE4cThJOGk4WTh5OEU4ZThVOHU4TThtOF04fzhDOGM4UzhzOEs4azhbOHs4RzhnOFc4dzhPOG84XjkIJNazDJmzDLuzDIZw/XCBcMFwoXDhcJFw0XCxcPFwiXDJcKlw6XCZcNlwuXD5cIVwxXClcOVwlXDVcLVw9XCNcM1wrXDtcJ1w3XC9cP9wg3DDcKNw43CT8U7hpuFm4ebhFuGW4Vbh1uE24bbhduH24Q7hjuFP453DncJdw13C3cPdwj3DPcK9w73CfcN/wL+F+4f7hAeGB4UHhweEh4aHhYeHh4RHhkeFR4dHhMeGx4XHh8eEJ4YnhSeHJ4SnhqeFp4enhGeGZ4Vnh2eE54bnheeH54QXhheFfw7+FF4UXh5eEl4aXhZeHV4RXhleFV4fXhNeG14XXhzeEN4Y3hTeHt4S3hreFt4d3hHeGd4V3h/eE94b3hfeHD4QPhn8PHwofDh8JHw0fCx8PnwifDJ8Knw6fCZ8NnwufD18IXwxfCl8OXwlfDV8LXw/fCN8M3wrfDt8J3w3fC98P/xF+EH4YfhR+HH4Sfhp+Fn4efhF+GX4Vfh1+E34bfhd+H/4Q/hj+FP4c/hL+M/xX+O/w1/A/4X/D38Lfwz+i8SInciMv8qMgCqMoiqMkSqMsyqMiKqMqGheNH00QTRhNFE0cTRJNGk0WTR5NEU0ZTRVNHU0TTRtNF00fzRDNGM0UzRzNEs0azRbNHs0RzRnNFc0dzRPNG80XjSKJNKqjJmqjLuqjIZo/WiBaMFooWjhaJFo0WixaPFoiWjJaKlo6WiZaNlouWj5aIVoxWilaOVolWjVaLVo9WiNaM1orWjtaJ1o3Wi9aP9og2jDaKNo42iT6U7RptFm0ebRFtGW0VbR1tE20bbRdtH20Q7RjtFP052jnaJdo12i3aPdoj2jPaK9o72ifaN/oL9F+0f7RAdGB0UHRwdEh0aHRYdHh0RHRkdFR0dHRMdGx0XHR8dEJ0YnRSdHJ0SnRqdFp0enRGdGZ0VnR2dE50bnRedH50QXRhdFfo79FF0UXR5dEl0aXRZdHV0RXRldFV0fXRNdG10XXRzdEN0Y3RTdHt0S3RrdFt0d3RHdGd0V3R/dE90b3RfdHD0QPRn+PHooejh6JHo0eix6PnoiejJ6Kno6eiZ6Nnouej16IXoxeil6OXolejV6LXo/eiN6M3orejt6J3o3ei96P/hF9EH0YfRR9HH0SfRp9Fn0efRF9GX0VfR19E30bfRd9H/0Q/Rj9FP0c/RL9M/pX9O/o1+g/0X+j36Lfoz/i8WIndmMv9uMgDuMojuMkTuMszuMiLuMqHhePH08QTxhPFE8cTxJPGk8WTx5PEU8ZTxVPHU8TTxtPF08fzxDPGM8UzxzPEs8azxbPHs8RzxnPFc8dzxPPG88Xj2KJNa7jJm7jLu7jIZ4/XiBeMF4oXjheJF40XixePF4iXjJeKl46XiZeNl4uXj5eIV4xXileOV4lXjVeLV49XiNeM14rXjteJ143Xi9eP94g3jDeKN443iT+U7xpvFm8ebxFvGW8Vbx1vE28bbxdvH28Q7xjvFP853jneJd413i3ePd4j3jPeK9473ifeN/4L/F+8f7xAfGB8UHxwfEh8aHxYfHh8RHxkfFR8dHxMfGx8XHx8fEJ8YnxSfHJ8SnxqfFp8enxGfGZ8Vnx2fE58bnxefH58QXxhfFf47/FF8UXx5fEl8aXxZfHV8RXxlfFV8fXxNfG18XXxzfEN8Y3xTfHt8S3xrfFt8d3xHfGd8V3x/fE98b3xffHD8QPxn+PH4ofjh+JH40fix+Pn4ifjJ+Kn46fiZ+Nn4ufj1+IX4xfil+OX4lfjV+LX4/fiN+M34rfjt+J343fi9+P/xF/EH8YfxR/HH8Sfxp/Fn8efxF/GX8Vfx1/E38bfxd/H/8Q/xj/FP8c/xL/M/5X/O/41/g/8X/j3+Lf4z+S8RIncRMv8ZMgCZMoiZMkSZMsyZMiKZMqGZeMn0yQTJhMlEycTJJMmkyWTJ5MkUyZTJVMnUyTTJtMl0yfzJDMmMyUzJzMksyazJbMnsyRzJnMlcydzJPMm8yXjBJJNKmTJmmTLumTIZk/WSBZMFkoWThZJFk0WSxZPFkiWTJZKlk6WSZZNlkuWT5ZIVkxWSlZOVklWTVZLVk9WSNZM1krWTtZJ1k3WS9ZP9kg2TDZKNk42ST5U7JpslmyebJFsmWyVbJ1sk2ybbJdsn2yQ7JjslPy52TnZJdk12S3ZPdkj2TPZK9k72SfZN/kL8l+yf7JAcmByUHJwckhyaHJYcnhyRHJkclRydHJMcmxyXHJ8ckJyYnJScnJySnJqclpyenJGcmZyVnJ2ck5ybnJecn5yQXJhclfk78lFyUXJ5cklyaXJZcnVyRXJlclVyfXJNcm1yXXJzckNyY3JTcntyS3Jrcltyd3JHcmdyV3J/ck9yb3JfcnDyQPJn9PHkoeTh5JHk0eSx5PnkieTJ5Knk6eSZ5NnkueT15IXkxeSl5OXkleTV5LXk/eSN5M3kreTt5J3k3eS95P/pF8kHyYfJR8nHySfJp8lnyefJF8mXyVfJ18k3ybfJd8n/yQ/Jj8lPyc/JL8M/lX8u/k1+Q/yX+T35Lfkz/S8VIndVMv9dMgDdMojdMkTdMszdMiLdMqHZeOn06QTphOlE6cTpJOmk6WTp5OkU6ZTpVOnU6TTptOl06fzpDOmM6UzpzOks6azpbOns6RzpnOlc6dzpPOm86XjlJJNa3TJm3TLu3TIZ0/XSBdMF0oXThdJF00XSxdPF0iXTJdKl06XSZdNl0uXT5dIV0xXSldOV0lXTVdLV09XSNdM10rXTtdJ103XS9dP90g3TDdKN043ST9U7ppulm6ebpFumW6Vbp1uk26bbpdun26Q7pjulP653TndJd013S3dPd0j3TPdK9073SfdN/0L+l+6f7pAemB6UHpwekh6aHpYenh6RHpkelR6dHpMemx6XHp8ekJ6YnpSenJ6Snpqelp6enpGemZ6Vnp2ek56bnpeen56QXphelf07+lF6UXp5ekl6aXpZenV6RXplelV6fXpNem16XXpzekN6Y3pTent6S3prelt6d3pHemd6V3p/ek96b3pfenD6QPpn9PH0ofTh9JH00fSx9Pn0ifTJ9Kn06fSZ9Nn0ufT19IX0xfSl9OX0lfTV9LX0/fSN9M30rfTt9J303fS99P/5F+kH6YfpR+nH6Sfpp+ln6efpF+mX6Vfp1+k36bfpd+n/6Q/pj+lP6c/pL+M/1X+u/01/Q/6X/T39Lf0z+y8TInczMv87MgC7Moi7MkS7Msy7MiK7MqG5eNn02QTZhNlE2cTZJNmk2WTZ5NkU2ZTZVNnU2TTZtNl02fzZDNmM2UzZzNks2azZbNns2RzZnNlc2dzZPNm82XjTLJNKuzJmuzLuuzIZs/WyBbMFsoWzhbJFs0WyxbPFsiWzJbKls6WyZbNlsuWz5bIVsxWylbOVslWzVbLVs9WyNbM1srWztbJ1s3Wy9bP9sg2zDbKNs42yT7U7Zptlm2ebZFtmW2VbZ1tk22bbZdtn22Q7ZjtlP252znbJds12y3bPdsj2zPbK9s72yfbN/sL9l+2f7ZAdmB2UHZwdkh2aHZYdnh2RHZkdlR2dHZMdmx2XHZ8dkJ2YnZSdnJ2SnZqdlp2enZGdmZ2VnZ2dk52bnZedn52QXZhdlfs79lF2UXZ5dkl2aXZZdnV2RXZldlV2fXZNdm12XXZzdkN2Y3ZTdnt2S3Zrdlt2d3ZHdmd2V3Z/dk92b3ZfdnD2QPZn/PHsoezh7JHs0eyx7PnsiezJ7Kns6eyZ7Nnsuez17IXsxeyl7OXslezV7LXs/eyN7M3srezt7J3s3ey97P/pF9kH2YfZR9nH2SfZp9ln2efZF9mX2VfZ19k32bfZd9n/2Q/Zj9lP2c/ZL9M/tX9u/s1+w/2X+z37Lfsz/y8XInd3Mv9/MgD/Moj/MkT/Msz/MiL/MqH5ePn0+QT5hPlE+cT5JPmk+WT55PkU+ZT5VPnU+TT5tPl0+fz5DPmM+Uz5zPks+az5bPns+Rz5nPlc+dz5PPm8+Xj3LJNa/zJm/zLu/zIZ8/XyBfMF8oXzhfJF80XyxfPF8iXzJfKl86XyZfNl8uXz5fIV8xXylfOV8lXzVfLV89XyNfM18rXztfJ183Xy9fP98g3zDfKN843yT/U75pvlm+eb5FvmW+Vb51vk2+bb5dvn2+Q75jvlP+53znfJd813y3fPd8j3zPfK9873yffN/8L/l++f75AfmB+UH5wfkh+aH5Yfnh+RH5kflR+dH5Mfmx+XH58fkJ+Yn5SfnJ+Sn5qflp+en5GfmZ+Vn52fk5+bn5efn5+QX5hflf87/lF+UX55fkl+aX5ZfnV+RX5lflV+fX5Nfm1+XX5zfkN+Y35Tfnt+S35rflt+d35Hfmd+V35/fk9+b35ffnD+QP5n/PH8ofzh/JH80fyx/Pn8ifzJ/Kn86fyZ/Nn8ufz1/IX8xfyl/OX8lfzV/LX8/fyN/M38rfzt/J383fy9/P/5F/kH+Yf5R/nH+Sf5p/ln+ef5F/mX+Vf51/k3+bf5d/n/+Q/5j/lP+c/5L/M/9X/u/81/w/+X/z3/Lf8z+K8QqncAuv8IugCIuoiIukSIusyIuiKIuqGFeMX0xQTFhMVExcTFJMWkxWTF5MUUxZTFVMXUxTTFtMV0xfzFDMWMxUzFzMUsxazFbMXsxRzFnMVcxdzFPMW8xXjAoptKiLpmiLruiLoZi/WKBYsFioWLhYpFi0WKxYvFiiWLJYqli6WKZYtliuWL5YoVixWKlYuVilWLVYrVi9WKNYs1irWLtYp1i3WK9Yv9ig2LDYqNi42KT4U7FpsVmxebFFsWWxVbF1sU2xbbFdsX2xQ7FjsVPx52LnYpdi12K3Yvdij2LPYq9i72KfYt/iL8V+xf7FAcWBxUHFwcUhxaHFYcXhxRHFkcVRxdHFMcWxxXHF8cUJxYnFScXJxSnFqcVpxenFGcWZxVnF2cU5xbnFecX5xQXFhcVfi78VFxUXF5cUlxaXFZcXVxRXFlcVVxfXFNcW1xXXFzcUNxY3FTcXtxS3FrcVtxd3FHcWdxV3F/cU9xb3FfcXDxQPFn8vHioeLh4pHi0eKx4vniieLJ4qni6eKZ4tniueL14oXixeKl4uXileLV4rXi/eKN4s3ireLt4p3i3eK94v/lF8UHxYfFR8XHxSfFp8VnxefFF8WXxVfF18U3xbfFd8X/xQ/Fj8VPxc/FL8s/hX8e/i1+I/xX+L34rfiz/K8UqndEuv9MugDMuojMukTMuszMuiLMuqHFeOX05QTlhOVE5cTlJOWk5WTl5OUU5ZTlVOXU5TTltOV05fzlDOWM5UzlzOUs5azlbOXs5RzlnOVc5dzlPOW85XjkoptazLpmzLruzLoZy/XKBcsFyoXLhcpFy0XKxcvFyiXLJcqly6XKZctlyuXL5coVyxXKlcuVylXLVcrVy9XKNcs1yrXLtcp1y3XK9cv9yg3LDcqNy43KT8U7lpuVm5eblFuWW5Vbl1uU25bblduX25Q7ljuVP553Lncpdy13K3cvdyj3LPcq9y73Kfct/yL+V+5f7lAeWB5UHlweUh5aHlYeXh5RHlkeVR5dHlMeWx5XHl8eUJ5YnlSeXJ5SnlqeVp5enlGeWZ5Vnl2eU55bnleeX55QXlheVfy7+VF5UXl5eUl5aXlZeXV5RXlleVV5fXlNeW15XXlzeUN5Y3lTeXt5S3lreVt5d3lHeWd5V3l/eU95b3lfeXD5QPln8vHyofLh8pHy0fKx8vnyifLJ8qny6fKZ8tnyufL18oXyxfKl8uXylfLV8rXy/fKN8s3yrfLt8p3y3fK98v/1F+UH5YflR+XH5Sflp+Vn5eflF+WX5Vfl1+U35bfld+X/5Q/lj+VP5c/lL+s/xX+e/y1/I/5X/L38rfyz+q8Sqnciuv8qugCquoiqukSqusyquiKquqGleNX01QTVhNVE1cTVJNWk1WTV5NUU1ZTVVNXU1TTVtNV01fzVDNWM1UzVzNUs1azVbNXs1RzVnNVc1dzVPNW81XjSqptKqrpmqrruqroZq/WqBasFqoWrhapFq0WqxavFqiWrJaqlq6WqZatlquWr5aoVqxWqlauVqlWrVarVq9WqNas1qrWrtap1q3Wq9av9qg2rDaqNq42qT6U7VptVm1ebVFtWW1VbV1tU21bbVdtX21Q7VjtVP152rnapdq12q3avdqj2rPaq9q72qfat/qL9V+1f7VAdWB1UHVwdUh1aHVYdXh1RHVkdVR1dHVMdWx1XHV8dUJ1YnVSdXJ1SnVqdVp1enVGdWZ1VnV2dU51bnVedX51QXVhdVfq79VF1UXV5dUl1aXVZdXV1RXVldVV1fXVNdW11XXVzdUN1Y3VTdXt1S3VrdVt1d3VHdWd1V3V/dU91b3VfdXD1QPVn+vHqoerh6pHq0eqx6vnqierJ6qnq6eqZ6tnquer16oXqxeql6uXqlerV6rXq/eqN6s3qrert6p3q3eq96v/lF9UH1YfVR9XH1SfVp9Vn1efVF9WX1VfV19U31bfVd9X/1Q/Vj9VP1c/VL9s/pX9e/q1+o/1X+r36rfqz/GjTfOGeeO88b544Jx4bhoXDwuGZeOy8bl44px5bhq3Lhx44+bYNyE4yYaN/G4ScZNOm6ycZOPm2LclOOmGjf1uGnGTTtuunHTj5th3IzRHjttu9RIlvr/fw9LxytvuuOWK205z3z/O0b/O+R/R/2/o/nf0f7v6P539P87huR/f2e+sWs0dsnYpWNXPXY1Y1c7dnVjVz92jW3I2IaMbcjYhoxtyNiGjG3I2IaMbcjYhoxt6NiGjm3o2IaObejYho5t6NiGjm3o2IaObdRjG/XYRj22UY9t1GMb9dhGPbZRj23UYxv12EYzttGMbTRjG83YRjO20YxtNGMbzdhGM7bRjG20Yxvt2EY7ttGObbRjG+3YRju20Y5ttGMb7dhGN7bRjW10Yxvd2EY3ttGNbXRjG93YRje20Y1t9GMb/dhGP7bRj230Yxv92EY/ttGPbfRjG/3YxjC2MYxtDGMbw9jGMLYxjG0MYxvD2MYwtjEM6dj/4Hx2juwUO9XO2s7GztbOzs7eTlsb2drI1ka2NrK1ka2NbG1kayNbG9nayNbE1sTWxNbE1sTWxNbE1sTWxNbE1tTW1NbU1tTW1NbU1tTW1NbU1tTWalurba22tdrWalurba22tdrWalurba2xtcbWGltrbK2xtcbWGltrbK2xtcbWWltrba21tdbWWltrba21tdbWWltrba2ztc7WOlvrbK2ztc7WOlvrbK2ztc7Welvrba23td7Welvrba23td7WelvrbW2wtcHWBlsbbG2wtcHWBlsbbG2wNWuJWEvEWiLWErGWiLVErCViLRFriVhLxFoi1hKxloi1RKwlYi0Ra4lYS8RaItYSsZaItUSsJWItEWuJWEvEWiLWErGWiLVErCViLRFriVhLxFoi1hKxloi1RKwlYi0Ra4lYS8RaItYSsZaItUSsJWItEWuJWEvEWiLWErGWiLVErCViLRFriVhLxFoiFhCxgIgFRCwgYgERC4hYQMQCIhYQsYCIBUQsIGIBEauGWDXEqiFWDbFqiFVDrBpi1RCrhlg1xKohVg2xaohVQ6waYtUQq4ZYNcSqIVYNsWqIVUOsGmLVEKuGWDXEqqFWDbVqqKVCLRVqqVBLhVoq1FKhlgq1VKilQi0VaqlQS4VaKtRSoZYKtVSopUItFWqpUEuFWirUUqGWCrVUqKVCLRVqqVBLhVoq1FKhlgq1VKilQi0VaqlQS4VaKtRSoZYKtVSopUItFWqpUEuFWirUUqHWB7U+qPVBrQ9qfVDrg1of1PqgDSbsC1kq1FKhlgq1VKilQi0VaqlQ64NaH9T6oNYHtQeGWirUUqGWCrVUqKVCLRVqqVBLhVoq1FKhlgq1VKilQi0VaqlQS4VaKtRSoZYKtVSopUItFWqpUEuFWirUUqGWitpSUVsqantg1FaN2qpRWzVqq0Zt1aitGrVVo7Zq1FaN2qpRWzVqq0ZtqagtFbWlorZU1JaK2lJRWypqS0VtqagtFbWlorZU1JaK2lJRWypqS0VtqagtFbWlorZU1JaK2lJRWypqS0VtqagtFbWlorZU1JaK2lJRWypqS0VtqajtVVFbNWqrRm3VqK0atVWjtmrUVo3aqlFbNWqrRm3VqK0atVWjtmrUVo3aqlFbNWp7YNQWkNoCUltAagtIbQGpLSC1BaS2gNQWkNoCUltAagtIbQGpLSC1BaS2gNQWkNoCUltAagtIbQGpLSC1BaS2gNQWkNoCUltAagtIbQGpLSC1BaS2gDQWkMYC0lhAGgtIYwFpLCCNBaSxgDQWkMYC0lhAGgtIYwFpLCCNBaSxZ0djLWmsJY21pLGWNNaSxlrSWEsaa0ljLWmsJY21pLGWNNaSxlrSWEsaa0ljLWmsJY21pLGWNNaSxlrSWEsaa0ljLWmsJY21pLGWNNaSxlrSWEsaa0ljLWmsJY21pLGWNNaSxlrSWEsaa0ljLWmsJY21pLGWNNaSxlrSWEsaa0ljLWmsJY21pLGWNNaSxlrSWEsaa0ljLWmsJY21pLGWNNaSxlrSWEsaa0ljLWmsJY21pLGWNNaSxlrSWEsaa0ljLWmsJY21pLGWNNaSxlrSWEsaa0ljLWmsJY21pLGWtNaS1lrSWktaa0lrLWmtJa21pLWWtNaS1lrSWktaa0lrLWmtJa21pLWWtNaS1lrSWktaa0lrLWmtJa21pLWWtNaS1lrSWktaa0lrLWmtJa21pLWWtNaS1lrSWktaa0lrLWmtJa21pLWWtNaS1lrSWktaa0lrLWmtJa21pLWWtNaS1lrSWktaa0lrLWmtJa21pLWWtNaS1lrSWktaa0lrLWmtJa21pLWWtNaS1lrSWktaa0lrLWmtJa21pLWWtNaS1lrSWktaa0lrLWmtJa21pLWWtNaS1lrSWktaa0lrLWmtJa21pLWWtNaS1lrSWktaa0lrLWmtJa21pLWWtNaS1lrSWktaa0lnLemsJZ21pLOWdNaSzlrSWUs6a0lnLemsJZ21pLOWdNaSzlrSWUs6a0lnLemsJZ21pLOWdNaSzlrSWUs6a0lnLemsJZ21pLOWdNaSzlrSWUs6a0lnLemsJZ21pLOWdNaSzlrSWUs6a0lnLemsJZ21pLOWdNaSzlrSWUs6a0lnLemsJZ21pLOWdNaSzlrSWUs6a0lnLemsJZ21pLOWdNaSzlrSWUs6a0lnLemsJZ21pLOWdNaSzlrSWUs6a0lnLemsJZ21pLOWdNaSzlrSWUs6a0lnLemsJZ21pLOWdNaSzlrSWUs6a0lnLemsJZ21pLOWdNaSzlrSWUs6a0lnLemsJZ21pLOW9NaS3lrSW0t6a0lvLemtJb21pLeW9NaS3lrSW0t6a0lvLemtJb21pLeW9NaS3lrSW0t6a0lvLemtJb21pLeW9NaS3lrSW0t6a0lvLemtJb21pLeW9NaS3lrSW0t6a0lvLemtJb21pLeW9NaS3lrSW0t6a0lvLemtJb21pLeW9NaS3lrSW0t6a0lvLemtJb21pLeW9NaS3lrSW0t6a0lvLemtJb21pLeW9NaS3lrSW0t6a0lvLemtJb21pLeW9NaS3lrSW0t6a0lvLemtJb21pLeW9NaS3lrSW0t6a0lvLemtJb21pLeW9NaS3lrSW0t6a0lvLemtJb21pLeW9NaS3lrSW0t6a8lgLRmsJYO1ZLCWDNaSwVoyWEsGa8lgLRmsJYO1ZLCWDNaSwVoyWEsGa8lgLRmsJYO1ZLCWDNaSwVoyWEsGa8lgLRmsJYO1ZLCWDNaSwVoyWEsGa8lgLRmsJYO1ZLCWDNaSwVoyWEsGa8lgLRmsJYO1ZLCWDNaSwVoyWEsGa8lgLRmsJYO1ZLCWDNaSwVoyWEsGa8lgLRmsJYO1ZLCWDNaSwVoyWEsGa8lgLRmsJYO1ZLCWDNaSwVoyWEsGa8lgLRmsJYO1ZLCWDNaSwVoyWEsGa8lgLRmsJYO1ZLCWDNaSwVoyWEsGa8lgLRmsJYO1ZLCWDNaSwVoyWEsGa8lgLRmsJYO1ZBiG7P+eo/nmmw/3CLfgVtw17gZ3i7vD3ePG7gi7I+yOsDvC7gi7I+yOsDvC7gi7I+wKdgW7gl3BrmBXsCvYFewKdgW7il3FrmJXsavYVewqdhW7il3Fbo3dGrs1dmvs1titsVtjt8Zujd0auw12G+w22G2w22C3wW6D3Qa7DXYb7LbYbbHbYrfFbovdFrstdlvstthtsdtht8Nuh90Oux12O+x22O2w22G3w26P3R67PXZ77PbY7bHbY7fHbo/dHrsDdgfsDtgdsDtgd8DugN0BuwN20asRejVCr0bo1Qi9GqFXI/RqhF6N0KsRejVCr0bo1Qi9GqFXI/RqhF6N0KsRejVCr0bo1Qi9GqFXI/RqhF6N0KsRejVCr0bo1Qi9GqFXI/RqhF6N0KsRejVCr0bo1Qi9GqFXI/RqhF6N0KsRejVCr0bo1Qi9GqFXI/RqhF6N0KsRejVCr0bo1Qi9GqFXI/RqhF6N0KsRejVCr0bo1Qi9GqFXI/RqhF6N0KsRejVCr0bo1Qi9GqFXI/RqhF6N0KsRejVCr0bo1Qi9GqFXI/RqhF6N0KsRejVCr0bo1Qi9GqFXI/RqhF6N0KsRejVCr0bo1Qi9GqFXI/RqhF6N0KsRejVCr0bo1Qi9EvRK0CtBrwS9EvRK0CtBrwS9EvRK0CtBrwS9EvRK0CtBrwS9EvRK0CtBrwS9EvRK0CtBrwS9EvRK0CtBrwS9EvRK0CtBrwS9EvRK0CtBrwS9EvRK0CtBrwS9EvRK0CtBrwS9EvRK0CtBrwS9EvRK0CtBrwS9EvRK0CtBrwS9EvRK0CtBrwS9EvRK0CtBrwS9EvRK0CtBrwS9EvRK0CtBrwS9EvRK0CtBrwS9EvRK0CtBrwS9EvRK0CtBrwS9EvRK0CtBrwS9EvRK0CtBrwS9EvRK0CtBrwS9EvRK0CtBrwS9UvRK0StFrxS9UvRK0StFrxS9UvRK0StFrxS9UvRK0StFrxS9UvRK0StFrxS9UvRK0StFrxS9UvRK0StFrxS9UvRK0StFrxS9UvRK0StFrxS9UvRK0StFrxS9UvRK0StFrxS9UvRK0StFrxS9UvRK0StFrxS9UvRK0StFrxS9UvRK0StFrxS9UvRK0StFrxS9UvRK0StFrxS9UvRK0StFrxS9UvRK0StFrxS9UvRK0StFrxS9UvRK0StFrxS9UvRK0StFrxS9UvRK0StFrxS9UvRK0StFrxS9UvRK0StFrxS9qtGrGr2q0asavarRqxq9qtGrGr2q0asavarRqxq9qtGrGr2q0asavarRqxq9qtGrGr2q0asavarRqxq9qtGrGr2q0asavarRqxq9qtGrGr2q0asavarRqxq9qtGrGr2q0asavarRqxq9qtGrGr2q0asavarRqxq9qtGrGr2q0asavarRqxq9qtGrGr2q0asavarRqxq9qtGrGr2q0asavarRqxq9qtGrGr2q0asavarRqxq9qtGrGr2q0asavarRqxq9qtGrGr2q0asavarRqxq9qtGrGr2q0asavarRqxq9qtGrGr2q0asavarRqxq9qtGrGr2q0asavWrQqwa9atCrBr1q0KsGvWrQqwa9atCrBr1q0KsGvWrQqwa9atCrBr1q0KsGvWrQqwa9atCrBr1q0KsGvWrQqwa9atCrBr1q0KsGvWrQqwa9atCrBr1q0KsGvWrQqwa9atCrBr1q0KsGvWrQqwa9atCrBr1q0KsGvWrQqwa9atCrBr1q0KsGvWrQqwa9atCrBr1q0KsGvWrQqwa9atCrBr1q0KsGvWrQqwa9atCrBr1q0KsGvWrQqwa9atCrBr1q0KsGvWrQqwa9atCrBr1q0KsGvWrQqwa9atCrBr1q0KsGvWrQqwa9atCrBr1q0KsGvWrQqwa9atCrBr1q0asWvWrRqxa9atGrFr1q0asWvWrRqxa9atGrFr1q0asWvWrRqxa9atGrFr1q0asWvWrRqxa9atGrFr1q0asWvWrRqxa9atGrFr1q0asWvWrRqxa9atGrFr1q0asWvWrRqxa9atGrFr1q0asWvWrRqxa9atGrFr1q0asWvWrRqxa9atGrFr1q0asWvWrRqxa9atGrFr1q0asWvWrRqxa9atGrFr1q0asWvWrRqxa9atGrFr1q0asWvWrRqxa9atGrFr1q0asWvWrRqxa9atGrFr1q0asWvWrRqxa9atGrFr1q0asWvWrRqxa9atGrFr1q0asWvWrRqxa96tCrDr3q0KsOverQqw696tCrDr3q0KsOverQqw696tCrDr3q0KsOverQqw696tCrDr3q0KsOverQqw696tCrDr3q0KsOverQqw696tCrDr3q0KsOverQqw696tCrDr3q0KsOverQqw696tCrDr3q0KsOverQqw696tCrDr3q0KsOverQqw696tCrDr3q0KsOverQqw696tCrDr3q0KsOverQqw696tCrDr3q0KsOverQqw696tCrDr3q0KsOverQqw696tCrDr3q0KsOverQqw696tCrDr3q0KsOverQqw696tCrDr3q0KsOverQqw696tCrDr3q0KsOverRqx696tGrHr3q0aseverRqx696tGrHr3q0aseverRqx696tGrHr3q0aseverRqx696tGrHr3q0aseverRqx696tGrHr3q0aseverRqx696tGrHr3q0aseverRqx696tGrHr3q0aseverRqx696tGrHr3q0aseverRqx696tGrHr3q0aseverRqx696tGrHr3q0aseverRqx696tGrHr3q0aseverRqx696tGrHr3q0aseverRqx696tGrHr3q0aseverRqx696tGrHr3q0aseverRqx696tGrHr3q0aseverRqx696tGrHr3q0aseverRqx696tGrHr0a0KsBvRrQqwG9GtCrAb0a0KsBvRrQqwG9GtCrAb0a0KsBvRrQqwG9GtCrAb0a0KsBvRrQqwG9GtCrAb0a0KsBvRrQqwG9GtCrAb0a0KsBvRrQqwG9GtCrAb0a0KsBvRrQqwG9GtCrAb0a0KsBvRrQqwG9GtCrAb0a0KsBvRrQqwG9GtCrAb0a0KsBvRrQqwG9GtCrAb0a0KsBvRrQqwG9GtCrAb0a0KsBvRrQqwG9GtCrAb0a0KsBvRrQqwG9GtCrAb0a0KsBvRrQqwG9GtCrAb0a0KsBvRrQqwG9GtCrAb0a0KsBvRrQqwG9GtCrAb0a0KsBvRrQK/h2gW8X+HaBbxf4doFvF/h2gW8X+HaBbxf4doFvF/h2gW8X+HaBbxf4doFvF/h2gW8X+HaBbxf4doFvF/h2gW8X+HaBbxf4doFvF/h2gW8X+HaBbxf4doFvF/h2gW8X+HaBbxf4doFvF/h2gW8X+HaBbxf4doFvF/h2gW8X+HaBbxf4doFvF/h2gW8X+HaBbxf4doFvF/h2gW8X+HaBbxf4doFvF/h2gW8X+HaBbxf4doFvF/h2gW8X+HaBbxf4doFvF/h2gW8X+HaBbxf4doFvF/h2gW8X+HaBbxf4doFvF/h2gW8X+HaBbxf4doFvF/h2gW8X+HaBbxf4doFvF/h2gW8X+HaBbxf4doFvF/h2gW8X+HaBbxf4doFvF/h2gW8X+HaBbxf4doFvF/h2gW8X+HaBbxf4doFvF/h2gW8X+HaBbxf4doFvF/h2gW8X+HaBbxf4doFvF/h2gW8X+HaBbxf4doFvF/h2gW8X+HaBbxf4doFvF/h2gW8X+HaBbxf4doFvF/h2gW8X+HaBbxf4doFvF/h2gW8X+HaBbxf4doFvF/h2gW8X+HaBbxf4doFvF/h2gW8X+HaBbxf4doFvF/h2gW8X+HaBbxf4doFvF/h2gW8X+HaBbxf4doFvF/h2gW8X+HaBbxf4doFvF/h2gW8X+HaBbxf4doFvF/h2gW8X+HaBb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D6yH/g55tvp9492RT6KeRHmoag3kjuao/aE64pFfsTyV8Ip9inzUWKj7zWewBwT8yKwN8zv8K96LDHs8g7Hq1VfpfzD6gM4hnKPvna+HTcUUu5i9b9yjD6T9ei16mO4RiL2vrJnRs5Z94Mq85685zGn8UGcqzMq83J5be6tUl8V5xVzmMVcmWtzZJrpe0U3GdMIZ4l+K/quBcq/QtPqF/kj6/Z9s0UjDC9D+Xe22pVAXs75PFgi1lXsQ5yze1id51bqO93uf7syVy9UZCOd5OJY54xrMtBtj7EP/w49OthJLi9AT/w/AeQ76NecNvkn5hOp++RdeCZnm7lPzNZnJAdLfje9RPwTPoUxTGcp4lpknVdHzlzsd1ttGNTzyNtkXfOAGuYa5hjsXOJW9GeDPPb1utcuu0HfJzn2Z9zbCj7HvQk1P5fHssyv0hfFeOnt2k+yPrlGpWDXrjjP5IkimdOhPTwHOM0pX5phc4bj9rd23Mn3dkBb/UZ2rl+63E2U/WSTav03ARhtcoKUc/2UCxegT7kmSzuxTFG32c8Wkk98Fj5e0MNXx/mzU794XReY7wojOqNqE6T9iyvgPDy9ApwH5gRGq8zOL8G5mmxq9WFVX8V1DVnT4BjHNQ3mqXqtadAHfNfp+vkT+kxc05B1DK5rbNJrtL8Fx57XCtk/wvWfRitoe4m2nMAaw6CB+2A2Gn5teK2COQf2nejRarMDA4bhBuYxmNe5SyH2/cb22EC+s9r08YbSjvhPKFrKRhtzpX170JX5uRsNdsy4N0ucrLsJvqko+mG1jgvBuEr2/txU+iq5/6nym41zK8D1xmWG4YZ4z/arCbYp3KOKNBi8IrlKEc8jfFAksw1HGYYMaxTpL1sh64ExvvmFoXq+Te1MFcnJZR8Frne91dYUuDeB/u8umxdclyXnvg3H9zhdJ6Sec58J90xwvxXannLtnfZ5la25v0fnK9/t/xPgOiD3X9BHH6PzKKMP5Drj4WZXqLtcs8YzDfRPE76Aa5oBvDrnfs1JakcKG9GJu1ZiiuwO4wqrSvvBb8R38x7zeNkIK1ezU3V7FDl38a3zza8fq33gTymfr9stsT2MU3Mne9k8dMYf4tRv09cyDod+p9wTABvhv6Pn5GnsZ8bP/s+crCGLfzYOVaAaI1XzejuLiea2o4VvdYlxyGci2uKberuNB/UVt/QRs8RYtiUmiXFJxT8JJ5xiZWZqf0m/My/2NRvHaD9OM10fMBtSj0uqsQrsINfUxd7PM1RiEjk+3dZddxY/xDzHzuKGzQqu98Y9kGFRK8i369f+N64/X4//H/WI6wsFnjLfb7L658eZpB8f5STvV71OTiPn8frWUsoznHvci9SorF8Ns3sj9Pk2vrK1FdwLSYjtqOeBFldAG3a6cqUAvsC9exKzwNbkl1TwSO0cti3HuxovABCbNREfNV+N4yP1WvNgzX03yJmPVzRhk5uwm43Fdo52NmFfGs+W/0bfdFFvPBd8upN97wZZJ+yBft7Tby6tG3rlxQp/Qpu+7LeUi3uXK3IGfUDWXHugr/dMqeCK2jnxAeAWRQM8oUGdftLOfwzcDowFUsNj0FfE1I197XwHzhHfNs4u/VCxNl495/oq11Tjmulw9adcK5Xzl+oaqqybxnXRfZRTyXroRF0b5Top10ajbeBvINL9nOSyGOczXyFjSq4I3sl9l7KXn/uBwDfIheT3AsyJgu/mXL+42WzCW2ysZmtZxnqS53ja3jVKQd2SnM11ytdEX+n/mScZ7Vp4o8ydYxQxzyO6EHM9VX1kDubCCraorZMczXFW//XavgxxhuzJBP8O7wDWK2ciLySflj2eu9oaHPn1FxV1Gx5jE67rs68yrmF8DshwjVyG63XM/YCTN27RerIsIfmKlU55z/gKeG2U2nDZHzbD7PaQfiswDrnHyn7e6e8nPlL6DtmPGp+h5G+9vuL0tyHx+nz7xn02x2J8Guuzn8VfG+z6cBvXT9t3uXbI+Pwqq+PJrucf91cGrsEgtpZ94qc63TM+vLu97WbzqjmEbnP6+b/fnz/qSpVzSHzMHGx1/WC08n5Z1z1XdTiihWttccWeDZnDG9VOFNxnlGG1lpf9G/fr8znem4P7N/Y3mztokjkqrnnwdxOwJxKncy/W7XaNAI/JfqG2W37/cb/WOSxX+yNyudo1T5v6U6e/0eS66gS7RiD+4P5j+e0Y8/CPqb0T212L42RPF3PQF5jcv7XPZN8W8xDMi15s9tp+Tyv7Un+odl726PE3B7b/kP3MPfX5mVo27i/Pwd3yd7ritwLx9wL8rYDY1AGO5n8DbLN2yHic7dVrTFd1GAfw73MOf38iKje5Sfx/5xz4aybiHRVN0dBABE1URFIuQmYoiIAoiqCA4iVHqzetzWG2LDXXi3St5fSFa2bXrWY554W/nt9pvai8ppE8HdA5L7O2tt71bOc553lxnnPO52zPA0DH3eMpkJvh+dStqKcO8LQDVOIWAiVIxQxkYQ5ysBEHcQw/gIlIJw8JCqQg6kfBFErhFEFRFEOxFEeSTIonHw2mITSUhtFwGkmjaSyNpxSaRJMplaZRGs2gDMqkLJpNL1AOzadcyqN8WkwFtJRKaRktpzJaSRVUSVVUQ7VURxvoNnXSHS1Ki9FO6hV6jb5R367v1PfoXwds8YT3nxJ3ytvg3eRt8r7l3e294r0tI2ScnC6zZK7Mk/lysayXH8mj8oT8Tp6Vv8rrsssINixjkDHCGGOkGJONNKPAqDR2GW8Yh41PjKPGOdNjhptRpmFa5iAzyRxlZpsFZrP5pvmepVm9rGArzIqwBlrSGmINtdKtIqs0XosPiTcTqhKu++DTfH19Ib4BvmjfHt8B35e+b3xqcEPiisTapKh9A/eZnQFd8V3M7Kob95XzsQeHXOUL/1J53CPK6U9QLnqi8sZuZWJXOVY7pVfrdXqzq7xL36t/G9DqKiOuq0e5xVVu916TkNHSkOlyzj3lAtkoj8hj8jN5Wp6TV+VNA0aYqzzcVZ5gTHKVlxirjGqjzWg3Pr6vHPmAcpaZYzaZbfeVQ3uUvfeUC62SHmUjoTDh5wR+SHm/71SP8prEwsRqVzlqn9GJLqNbmS/xef6RT/P3/BUf4P38Ou/kHbydt3Erb+Ut3MLN3MSbeRM3cgNv5HrewOu5jtfxWq7lNVzD1VzFq7mSV3EFl/NKXsFl/Aov55d5Gb/EpVzCS7mYi7iQC3gJL+YXOZ8XcR4v5FxewPN5HufwXJ7Dszmbs3gWZ/JMzuB0TuNUnsgpPIHH8zhOvhnkZDrRTpQT6UQ44U6YE+oEOYGOcDyO7mgOOVCs7qg/Vaf6Q91Sv6sb6rq6pq6oX5RSl9QFdV6dUcfVh+qQ+kC9rdrVbtWgFqpMlaGmqlT1rEpWo1WMirCv2o59xm606+0au9pebZfbZXaxXWRPt5PsxMttl5suV19K9h/3H/Ef9h/0v+9/17/XH+sP77jRca3j3MXss+Vnl505Wfh54Ym+KvCL3r/dnST/x38cvbQ+3SfCY94E7d6Vhr+Pu3fqCIAHvdw53xuB6IMg9EU/9EcwQhCKMIRjACIQiShEIwYDEetuhzh4Id15ZcJC/AMdEx7q7+vJg3ry4Eee/TSG4BkMRSKGIQnDMQIjMQqjMQZjkYxxGI8JSMFETMKzmIwp7gaaiml4DmmY7k7J55GODMxE5mPftBIrUI5VqEAlqlCDaqxBLdZhLeqwHvVocDdYIzZjE7agBVvRKkKxyJ262ZgrwlGIMizEPFGMJcgRu7obim3IF23iNXcuF4jNokU0a7fETsxHidaB1WjGcsxCrmjFRfGqaMIClIoBD7zPEREgPKKf6C8CRR80iWPY4faME9kiWsQIR/wkwlAkgkSwiPyHvwW8owVrCcjTDM3ULBRrPi1eC/kLRpPM3XicfVTNbttGEN6lZFmVYpROHUMAD1l2I8GGpKpA3NR1VZsVuYpcNa1lKcDS6IGUJUO++ZRD0AK+1aDbd1m6F/mWF+g75NBjc8w5nVmSgmW0JQhp5pu/b2Z26ThT+XI0PB4c/fjDi+/73x32nneF53a+dQ72v2l/vffV7pfPvmh91mxs1apP+KePKxvr5sdr5dJHxdXCSj5nUNIQvBswVQtUvsZ7vSbqPAQgvAMEigHUXfZRLNBubNnTAc+ze55O4uksPKnJ2qTdbDDBmfrT42xOTwYS5N897jP1TssvtJyvaWUNFNuGCCYqM48pGjChuq9mkQg8yBeXSy53p6Vmg8SlMohlkNQWv4jp1j7VgrEl9mKDFNewrMpVRThRRwMpPMu2fY0RV+dSBVet6lzsHDmTaxY33kS/zU0yDuoPJnwS/iRVLoSgKCei6Fe1Xlfb3FPbr/+qQMtT1eCeUHUOyfrHiwJUrVRNzqL3BMjzd38vI2GKFKrme4IitrgYE9gzmQA3YAj92TZyuZ47ZAyKuhzIRGdkbN0Qp1X3lRGg5U1mefQSLZeZZREecBtXJYL0fTWrqMsxazZg+vqtwgt2pnK1YHw6w/9wGnHPS+Y2ksrxQHDCtFcRf94C/zCAJs5xDAOpWvxCbfBO4gAAwx2cD6UOScPUhqtIcJpGqZbwkBcTUeAlBDEXH8hb8vTD23iHWX88JTvERx5q04Wl1EQkJ2fqcWBN4HyeMWnZyvFhfD6XUx+3xE21/RbK2bqijoLe7nlnztj5arXIpGHlfNwWAKwLP7zTBoMJ69IqbrTTZpJaJHODKqkHSkt5QMlV3R6achjq9izbt5PnfyhZKaeVqireyWUCsOCU1PlPaok3EtpmYurdIbiUdCUlmGb7d54GziItDBFFXGcvM+WqcHMBMyCNhnCLFabIEZN8yn0OZ8g5ktgbzlrvtz/k/cGJ1NtOT8loSUvsuwtbKinDhQPYrVvZTrX+XOsLtXfPfJiZWVTk/WGEmXmakDC4PtBxoXYYXu8+3IF72YVPG++GnJmsG4XzD5fjKHac6EIEsz3MwQ8nER/KtqWpHctfrNdY6iHp0/6o02zAh6cTc3o1iB16NTyRtyYh7GokbwxquEHHj5+ATd4yQhyNGogiiApDBTMdg1LU/tatQ8iltuY1oPXTOSUaK2YYJadzI8HMDDMAyyeYozF8YEOVGcwXvrWCTXA3P/uzKPDxZpFN2CO8VFG+T5TB92NqFB6oEp92VJl3ED9A/CDBC4ivwqmgmxSmKWY8mxUXs3B6Qyh99AnfjSlZf9b8B43s1iIAAHicZY7bT9NQGMB7Wp3oiz4RQrJ8BMSXGiE+aJQHG0xWsIqM7VNYdUxBbkkZtEBlWplTJhoQE31A45yJ05cm2IIms96w3tDo8EHBy5P+I7VjwIOenPP9ft/l5Bzu1sY/GQd+mw78utEPP5Z2wM/Fbvj+NQVLi9vh2+Ju+JIrhYVcF3zOTcOnXBw254gEOeKi5uN8Aj7Mj8P7+V3wzm6At3YzvLFb4bXdAa9sCebsOFD2FrvMZqQyu9qm80rnK3RNmU1eWtvghbUXnltN8MyS4KmlwBPrAmStYWi0SNaZm7ViCd8yu3oLxFCBtb48Oceq2ul7bArwyDwOs2YbzJg9YJgqPDQTMG2K8CDTD/czMbiXGYd0ygt3Unvgduo63JxCmBqvhivkMo4yLFxkeEiIcTyvx3FE1PCcrmGVRqq0fVpUS2sLmqN5hkUVT+sqgjqpplVGJTE8K8bwjB7DvhgZE5N4SU8iJCeT6SSTZGRsHIoM0UOu9HZIaEikVYpKIxIjuZUBUUZFl5GTI3KfHJfXyXQU+8Uo9ulRjHoI9Lif6uY7sUvvxA6+HU/p7djGn8QTfAS5CDnGh1DUQ1w9HnUHj/BBRD2IAd6PTbof/R4fHOYbsIGphEO8gAd1AQ/wdViv12EdzQLP+9BHWNhavgkqykuAYkhRllCzxWQ9yZJrZjDAskJ2g9MkGEWNokHGjMpAPnL+kOEZMygMic0mIVdbZkoJvT9YIfhDhXx0YoKq9QqGN9Bs3PW2CEbcFS4vjiuU1yymalvCCvv/Uv5xRclTWUncPbDWJu6hVsiuOMuu9slgWBkYXH1jec4tFHJq7TJhS8J/AXTIGI8AeJydkM8rRFEUxz+8uTNNL6Np1pb+BcoOC0IpjI2GkoYwNcKMH4VYTCaLkQWhKSkWkuzeRtnJ1tL/QEk2at7zfXdmYT2nbvec749z7j2xqsk5nn+CwiRq7zQTA0xT4JoxVpvyN8IUcJ1HoqQg+A0+/BsdzyT+IfadkQ4hyboniAefUqQs1m5VX6HK95w+otbr1l6E/ojrdOKq24Iu1d+tpTCvO2JV/8G/tawb6W650B7G6aGXESb0tzQzLLGjekj5LFu6p1hmnX36GWZSfJacdrDLpfbwzJucaTnnyVOUs0SFU+54JcOclGtsU+aKJxZYUb8DjjgTn2n0udedZ5M9DjnmXMyguHDiqPQb6lFmUdMq8hXJmuQfQ29iOQB4nO3MPY/BYAAH8CqPVlXV+2tuFhGDT2AQg0GMRkMHkctFfAqjmMQgJpGbLzeaRExyH+AmERFDB4OYRFMiD9UFA8k/v/3HMEzqStGS0HxZfnRrVtI12YVVsYVtTRIkH0Qhn2Rvz11oczJX4VY0vs6rjqpjKzSEuXMsJsWaONFsXF2trElLt+IeySV56kl7Bt6y99+Xv1IEAAAAAACAp2tQhgZ/Rn4e3kDvKJAx1Q8ylOxJxygknCm6lqldaBdOU/qUtblI1eD7ZHtLtBCdAcAjYuU7qDE1/vugPQAAAADAazoAo0+i1QAAeJyVewl4G9d17tw7GzCDZQb7RuwbCRIgARIguAHcCW7iKkqiSGqldsmyrNXybmuxvMeWlzSxG1Nemjo26ca26OcvXyk1VZ0qalM1Tb7Ear80L11ZJy9J01gi9O4dAFwkuX1PNDl3hjRw7jn/Oec/5x4QkGghCLiFHiZIgiXC04CI1M2w1Gvz0WmG/mndDAnRkpgm8WMaP55hmX+8UTcD8POY6BJ9LtHVAp1ZL3gpu50e/uKbLdRlgrh5k+i7+RN6DZ0QAlwDoYUn8ZWkCUJk2SJwnCAIJ3ov4qOb/zi9Qe10TlPA4PdkZtJpxn9X64bt1ZrKSoJCr/Mr6ibdQQwR24njxH3ExnQyc+AITXEtLZV28zqqYXiGm5jReaYjnC4S0XFkw44ZInOg0n7EvI5V7z3X21NcrE6ea+nZMqUmIvOpeU0ygn4YkyAyf9GYjEQiwjz+Eo3JmIgel1doKxtgIkxWoUssaod6nQqydtLYQNaD/KMikHsWi8btAP2e9LjDMCBdKK3ODtHfVlWGocetgiS6jUWlF0R/QB6zpXf2lNT6BP/w6U29B3uDvqGTm3xrNmyJmvw2Na0watRGtUzvi7tiXXE3z4k8AyjOatGWN47UBNdOHmhu2LW2NWL+neCKuvv3NtuN0d5EbX+l8bAvs6e9fKSvzV69Z3I8WNsb0X0BOuNbJkYjNet727w1u4di/paJZM3G9ePx8Jatm8scvSPrIwG5QkYCRqXU1R3YvamkOIFEpkWt1qSQMWp/OuqtLzMbSuq715Mae0PLqvJwd0d7sbM2bHNUNi1okuOtfp2n3FaxY9fOmK+9o4N8HFkVEM9nvwl+Sp8iPIQlrbC8SwjvMuSM3sE/RqQiILLww/kfzpdXAAapVmO0AxWQ1JfTeKKBxBoGP966YfMGCsh1okKr5sj4YLLIWTsYA4xCL6q1PKC3/WV26G/+Nrv6ilwppyDF0lv+6kfX9u+/9uMfTJI0TdIyJSHJchLJcgXJ4iJsaSUxo9HT76od7+otXE4YJIogSYMtKlkQxBNxTVUlDPhzxjYaNOBKUXIgTnJqrUKjk0Nq46aNW0jAa9WCXknDyWPQtP/aj/5qC80iQZA4l8Ef/+3fgD/+S1Ypo7Es38v25GSpzP49GCE+IayE5gOB+LaGN9oI4eplJMV3yyt8SAI1yGEpoS2gD4zQCp36DMWrdWpeYAF1Rqax6bQ2jfyotTQYNPwtI2dIyMhZoLnLYFXRtMqae69OcAkGYSmhJlR/QrD8FIXADyKX8U4Zj8vtr6qMx1zoDWBQUGbHlKKoBK8zvIwCXxTpDTabgVZo0etA5MOfk9+hHYSWCBGH0sM7gkeDcGfgWAB2BNYE4FbPQQ/cWnSwCLYXjRTBnaZjJvihBpwUASMCmRJsUxxWwI9kAMnHkkC2Fu6AUHchjeRzXuBKrefVg77z9GoihfwSCNfmr44hU4yNj638h22DtVLQCVsZprBv6XO+RZHfCe9654GDr28tC+/E18myB9XOitY1ic33tprcnfcMNm1qC1s4ePq530xvHn7rd9949rfS9Z3Nf3j/WH3R2Cvf3fn8351pLunefuyUpLtPCII8SxuIMBFJW4jiObvDBEwOHvCCCESt5hPPQLFwnhlCYkdTC98FkbHLYxfHYguXc0ZE2s3L6hJpFQgDCde+HLD1Iv5JnmU4BbNwF8NzDC1XsMCR/Q9Bp6AkQyKgqQReNKmY/2SVcjqq0ipoZA2VQqdkKf+bHMkZBaVWxdHfhRQJKIZjru9klTok94NI7jPIVg3EULoiUAHoCn0FlJ02v2yGR8zgiBYYLsR86ItI/hkvViedzqR1NmZgwoNCcja/HU0yOS8mI+iCUHk5mcThEZlkDBtlxeYSYCnI5Y3DFMKlGmBkIVHkKvlCq1xQMJDhEAg2H2zQOurW1qS2dEUVDMeSyG+NiaHJxOjJdaX61kf2/Dvsk6GNVSv0ahmjNKiVOkGQA9P2qUd3l5ePNAY8IQ+j1CkVglKhc3vM8fVHmxvuffa9A79jVXj/+xFW70f7X0M8lh46MXJ2BB4cAYdWA3Y1ONx3sg8muoGvG1Ddum74UiU4bXrZBI0koCGQVVzoHfT3pv29vf40qbJeIFRra8Va0RCfzQyWzjqddGbQMJsDKsof80mUL7BuEGav4lyCsoioSWJNjd8BuAz2tWguD2CVhUBeh7Ug/+ROSmT1dpK8P7H7GzvTd43UqFiaVPLyxMiBto7dnb7ydQ/3P8goeZbhlLL9bfv7QkXJkZr6LT0VnKRXRqap7t9eu/aR1SWu9Fhd8/7BCNgz9MRktcHuVCjURsFucAfd/taJ6rqNbX6kU7VSq2T87Zvry/rq3N6Ql0JxlhdVSo3XbSofwmlnsJqDTOXAHhQT4je/ID+ldUQJ8pD+dOSUDeywHbXBDhtI2kDYJcwF1BSgUO4GMqLsgiESsIbPUyGXIHCuAW6YSGEdapKx+WgUO/3l8bFkZAzfSUBDWmNCQCz4vLgccAUPMgAPcJGfajVTjMqoEY0qeuGqXMXTkJYz4Le02ujUG70m5ZSoy34HZiPgb8AeY1H2J8hVKOwvwIeDqlKnETmynuVZkmIV7I1vWkjHjevY/7cjHJ2kVciP7k53vVj/Zv2H9SRdD16se7PuwzryjBOcsYAjFpTAQOJP7wo+GITBaDCqKkKoSXGzKHnGZ0trzhPucvcG911uSuZ206X9piX4jI9hvoFglIMPBtJYzslWgiYX7WKLGGE8KGyL+bitx2FcbABSODnZcvyd7XW7h6pUNAVJFmEg1Lmnq/3YuljputPrU8Nei8lhgQHsW1pNVvR0Vd399r4E+Nq21/YmtWazUo6sr9CpWIvD4uk+ONi2o82tNHvBDZsDOZbS6MxO0jCx6RTmdIeRbt6nizQMZ5Ni5W6EhbeQrhyEJy0KFxhGL14g9E5anLX089jW89jIn2HaVUizoJBngZSHcKDEm3gLZ/GsiVZoLFqjmSNpcGNhh0ZLc0o5/BelhqOpHyn0er3i+qsKtYxkFAJPHXMalUhsBnk/lm0MyfYt2oFks0u5axTdv4TiQTnRROxJd56oBlvLDpZBpgxsLT1Y+lgpyQXBy563PZD3ANnj7lfcUO42u4vd5CnLSxZYbAFFFcimKqL2gq85fd7pZOPnSwZN59lcwtLkLDh/MYliZB6740tGpDAbXG7ERI7o5B9RbN7vc1ksTr5kiA4cndpZuqqhWCPHiYAL1A1U7nhxYwWZ/Pq2fc+v9YW3/uGB7sPr0gHNg4Guve1dO5odtvT27uFX4bdXv/P1U1uSvFoULHq1hqcEjTB45qNJZ6x+2+mevhcPdRR373n89f4zf3oknli7N57a1R2KEpKOPr35e3CQPInye4AwpTlC9wFn95i7aUSWL6cQNYnhrd2agcVb7sFBVueyWJw6ltU5LRYXvq68J/1Wn0EuN/isRbnrgsGWW9hsfr1crvfjvIuw1I2wFCACaS2rnVMWEfYiFnmUmZl195slNElaj0QuislFwVD5kY+ZaLkYN/J+QnZTKMFmefATViGnpLVPChoov/o1MCE9/SFKKmzWkIsKSnbhu4VIQX3stbIqfU42BrEroo7oSgeV5eXGSIQLm0yWOW+FQsHNEd54P28yKiOmijDjCPY7hjXDNBYYBTtjUoylQOTqfFSMCfiHmKyPxGJiLM8XJHE9eeoXAJ7le0ApAlFQEEPBT1rqGZpRGzUCkh5mSShTaZXIQ2UgawPouRaHQr+myewv0snAN2nwCWc0F4kZuU7gdYt7evr6TuRpJIn4KnX2+v7le+X1du31GxRhculQAWDS5DCC7fIG2ruNKCb8aa2XmRNRsBN9swyj8Mzq+xXLLHN1XigYZnkUz1lDAj16jN2BfKP+7ql73lqyBWADnZu3dQQeaprYFv7oveG7e4vJr647u7suK64whzE1erB/6GBSvfD9UPcuHIO6kZ93Iz/PEAPpUOOcN+qNKlAOV3R6rHXhjxPcrOhMgISYEA11sxlDY6OVLl6WzpModefS+ZhUCGqSS3F5fhH71C3xuBCfGX1+j3lfZsjuhrteGW3Yu7rWwFEsz6hi/fu76ic7iyuHd+/fPVwZ33R6oHioq1aLQzVi73xZy3hd7ZqaosrVe/bvWV0JxlefmoganS6jwygaVLSn2ONqGK2pW91YVdUweFdP1+HBUsHs0MpVWpUS8aQib5Ez0Vlct7qpqqp+cB+2F85fLnKOiBFpYuO3X6x+sxpWfHTzl+kqTtkR1FZrIae1aKFMbUL3cmPlNBEIOJAaa2bExpI33J6iqXDV6wZDuLN+StFDdWPbppBthYXf5OLdmBTwUKUcQuEuhGkhDmygHiwFuFpwC62hpNTN5pRkQPEuQbqUemR5Zf1XVrXv7y1puPu1Tc+Y4qsb6jZ0RCQSw5jTgxvKxx5c5T58rmN3h2fzuvZ7W3UcT9M8t7Wpw9e6qb5rX6evt2ZtnR0pgeJFhd5sdhdpyobu7T1vibaV9Y5lurE+3kT6+IS+G/GVemJVOna09nQtPBo+HYZ0UB+E2+WAJvXIlzhXfFofmiH0XLzKRdHlU/5Oa5vQnZyiezBSUvm2gYTwZIHqFUJjQL+E9XzjQMwRlkKgZ0U7kID/SXTzs+Ml7S3txShxqdWohqRVRlFjVDKh3s5MYNOZkeB9ppoNHZ7Wjp5Q15mu1k0NNvDze84/3Cb6a4oPovROkkhBdAvWEs72C98rq/cJ3Q9/62D3U3ubdeFMPHtodGPz7lPIqFvQ3h0IC1XE1nTLZMmhkhMl5KTvkO+Ej+QFqwBf4t/iIc9beWiT+FpgRhUnpyrMU47yinQFTDlWOWCFo8JR6p3Sdpaek0uqyLuL5C8SJMbH8gkQo4FZlhoYzFMk72Dy5ZqkG9KBkr2lvntNZPzZTbHU3q8MlQ20xs1yGoqcqjg9mnr4SX/7ZLpufUsZjyvcV1D9w1uCdm3q3vcPPvq/jiRFm9esFLTKIiMiq5c+mXh6IuIP+1m1Htt7F9rzQ/Qewk8kicNpRSKoMxDdh6InorAMucH7BqIHXf8rXacneg6VnihFJbAe/cE2C5DrzXooF8wClPHW5LSqssSE6uYZbY2rjU8GrJSqZMrUWTml6qFzXoEBkZIKV2NyEROhsRD6rxDZl3sFIq7GRXSQYbCsiIUJJDGi4YJeyXa8Mrrp8ZFgdNMzEwOnmgrYONx1phsjASPD29LRU6orAOHh3rXdD7+76QACSKYdugrBcqF3dEPT7lNtXU/tkzCRi+U4NpxGeAgRlcTmdOOhihMV8EgYvFj8ZjE8G3wjCOUeswfKHWYHlE2yh1io1bpKZ4gQCFVSM66q0tcpyhZBnmGaUrnlUzYEBxQWlshQ9LMxvF6q4qV2wzLL61fiA+oDcb/kHeRpv2bhRVf3sbWpLRkcARgSxUeucmhfesc39iZr9351YvKZsdC95OOPtmxr95OQ9VqHTm2sNFgNuH5hlTzHmc261L0fHDnwwQPNLQdeGuKf+UZsaF+dxFNDN7+Ax+kjKH+n0oGYU6boMAgC4UTckCSs0+XqElCS8gEfNxVvt/inyjPObiGD0zeqiVFWk+p79H0RBT2wLOAXgdyeVlQsnhyrrQUFqgePo1xLywyuMntJjVd9jeVklKC8xihNIk7Yp1RqlCjYU+7W7a3utAvVI7RDJXIUp+CstWNNuxjEzs3mG39eMCyZRJQdlWvbJk4M+ZVqXtCjPTRnv0IeR3ZtIHqJCWI2fV9xVbIKKipsFTBUXlsOI06F0KEI2UJQlgxmgrDa0+GBFk+JBxqLAkUwbm4zQ73Zh37IfXKoea+sfTqWmmFXTVspdTkZY8tirNXKxspwVUesmS7xbVCXs2R155RicEqv31BNTtVlSpxNU9Wdo1POVXmCnMLZFPfYcOAUrkVR7pCK5QjutOb6rsJS5TOOXCdf/kltVaROf0CFVgYHsJP6ZZwzgZsq8UQYFLzKFTWQlf7F7NIAtZX+gE9F5u/I4xrV0yWuinXHu+r3OnSWTM1vG/YMlFdse23fzhcmQoKrwhkrL3cXOaNrj3cGWosAL6r/fv/2qr5Ky/7JeH+lZWLXuuzvvWEr98JjQ/vb7OQDNkNoa3XPkcFSt1lX6fZXQg7aa1fX1O0drPA1rol5GqorrZbOkoYJv39dqvvoUJmctWT/bds93oaB8JYD3vr+hc1NbaTcFo2UGTu7XfE2rNY3Ec96DOWpKFGf9vsj8UhbhCQiQgTK2kOgTQP46WiJbtpeYhamyjq9bYild0sME2kaROajVyVVFho1uVQkRV5WvENuyiGXfIxR5uKLpbI/3vp4N7qVCupC2Ol8vnPtsS7XInuE5qEdXcWbJhYOF54sz0MDPXWTpzbgOPP8zS9AOeJkesJFWNNKw7dt+mnO8bZZyEhCX0NONY8F9t0mmlYnFbq4Z2IA9lvl0bjLSl34e1Ei8nTh/UFFuduF7Ogi4M0fZL8CmtH7e5GHR86jB/+QNsiUHb5vhxTEtNlMRMNvBx0Z3RQtYfXavBiL4RMBLFKIXkH5JAR9iXjl1tqJVkvAICcB5nKMz+qrdKlzMisZbUFWy8ZDAyWsjFcqZEqtgqENsYE+8sPbxc5hANgRBvSE8AExzQltkrpA5I6qul09ututkusHo9elp1F86EMZsa+9B/h74j2Q6BF6IN2qb4WBlkQLZFoMLQhrKRD3t/khAlybdtpuj3LTjr5VfZDoA30NgemoMNXV6Z1q7GxoK6vOlHUvohARZqmPG5lPXh0bkxocyULrMM8MvhSVXwLTIpCDqTHf+qGnc2hV0caKrljqoR58i7dvkm6XgVcvigYF3ftEa3JtS7k6MtjV5h4+2O5YgnFZ+hYY3/5kCVgPjvRaK1qKK9tDWoTv7kVfRfqMEo3pYrJcWw5lhgj2WTKuadPAEqQ5fjqF/tCOnbXE7M0UFIXDImKRuAmUzDns/+yvBUX8d/6a3/LZ/8lfV2wr567IXzFPvIT2g/sA69PpHb6jPjjpOuSCk9ZDVrjDeNQIT2rAi7ixf0KEMiU4hbv6p1mI+/q6GdzSt89wQfOUutNzLkeYl1r6y7uid+jmw+VEiLxUve+NvTtf3VWV2PfGvp2v7ozfb287tKb/UJe3cAU/2/3Bia7m+2bu2v3BY51N980c63liV6pm2xP9vU/ubKiZfAJzfpQPP0H7wZw/kw7vqD1aC9fUgh3ho5j2I8YPXHHuNrqfEVZ9Gd1fyfbvZKEvYfuxzc+NB9uam32LpkJlmxrRoJLu7r4yxPQC95mSEx3e1o7eUNfprtbNDUXgF/fMPtwueuP+bFnBWNQvC3zvkVCqRNf18DsHu5/c27TI9vecluy4C+37ofy+Ua1zKH4iDg+VnyiHk3bAG61GqNDYNFDm4EPTJbEZfYMvw9eHHJQQnrJ0Vk8JPTgermC2d6h1qsRcr6JgQuMimWNvI7UFhy2VSps8rS1pb20rZpV6Qa1T0rcR2+w7i5HxZ2UNuLDJkVvRV7tU/dzIkdtCwVOIcfBrUt3rS2v96ukJ9MzCnQt1+tV6Z0bfTeSDFIhcHMO+t5zJ3dHnsEUZ+DVIs4zc5PQbrZXJlP9Wjws01SXtSnfAoaBQFtiH6jlWzsmNsaH6hT+43eeeTrYFVKSMl7O8Fss8fPNz+DGSOUNMphtOdrzYAS1+wPuBHgIKgsb3vN5oVGGdxn+q6AxPJbhz4obEXQnYJ+Y7GlO4ndFpyKM2d36zvDi7KhHyaGR+JYT/n/sZ8OPytce7IkMtEQOHt8KXpEaS4e5qR7BxcGSwMejtOtjnbk4E9Swp9TNkzsqOSKQ9bAw2DY0MNSFXa9zW4VcbLTq7GTdrbS6bLpgqKakJuTwldUO1kdGOUl6jF3iFqEBVHmuwGAzBuLO0rtTtLq7pxxsP3PwVHKX+iKghhtPVnKAUOkJcLdfFkUquiIOesmkjoRSUUKkUi4sJtegQU+IqkZKJZVOeTJFyypipmGJzEekyNv742MVoRJM7c8BKwbUadWfqvpLgGwpFDBxl1UX+El3zeJ31pEqgZDx7spCBv2B5GSUqv6jtNQXsehkto8lOvUWtlNPezF3dMJbj7tcKeLiWY/cLn23bjfg+xYtov6/j+pX8EOUWVKtwokWExUJSgFK9LuMDUlpxTGvLMgGeNme8S/UoRjfmVRK6x5fl3MUqdIkA5trOiaV69CFaZRA0OIW8IKWQwoakRHO6h1blSM1iZsHZY9upDdCzSP/+eWgnTjVwEexIzmKUJ9ejvZQSG9M1TkEhdpQ4wWkBHBNAUAAnGHCQAQEGCC7HTNqh36eHepeTcXlQQnGucgFXMOPiLRk+57opYI6MWT6zmBCiLWbhszFptVg/hJadLsAAWBafgLFwekSuBwCC7EekQmMWRYtGQaI1CRilQTBY1CiXWSEEBihTm3WCXkGTr5Isw5I3npahTIrDDrkfr1iOlu5u/CtNkwYckiAjz/GsFOJZa9B+W4nn0qNJARVdlmRJEoYwaoMhYA6BDhuI24BfAzpUoFgFkhSwFWnCpaVCyXSRUK0C1QhQZE2NUPfeXSieRIQJAVoFIDRmYpmaUoE0+jLGbnmOSaAYLelk7OoY1oQZoRpBYEy4mrtLJpdpB/clUG21qB8ywJKLqlrEu1FrTGhzqlq2RDuC2X+GvKZIp7drefgDCC9CBVrqbFoOZv8VRWSEHb1FycDPIfwxZHGINKgY+K8Q/AdkVUiZOhQdX6WVsiVVwk9lsoX4kmJZFb2kV5bN6XXlnaRlQIQRpoJIxxFiZ7rmRARpAJwyAr0RuGdM3umwCX0RRl4xkzbwzgjh8fAchpOan+AhX5zx8GJRRlwkYytQhTVoEXJrTe70u1Cg+hYnVfjFAyw50lyeoVpzAANIwaRDBlRFBr1ZLad+82tKLph1epsSyEFJ9ucyoLaj36hk1C/+nZIpjTp9kQrIsz8LKESeJvHZ5LHsCZwwaF5UgA/BO+g5hcNq9utgE+6EUZyozI7ksFaMcv040oOXWJOO7jAfNUMw45QDuVxFWKzTaa/FyVlMMxHVAyqoUlsmLFBmcWTMnDbDdVGriK48a8f7H88jCHtVfvO5M0kXmdt0QhsGAeCvzO8WH0hgvAAdIoD3006PxqSE9IMyBcx+SPNmfd6XKGCgRZtOa1bQ2Xd4NW7RgkZSxZIHVCKXty1pUMmlXRHSGR7aGjlNWwWGg9jWN38HblAA7irMsZz7sjkWCmjUN+JqQVCTn+LBG1hpw/+siGXkZm/Il8EIfYSwEmJ+9qadSOVHb8D/5+gNHbPkZm8kSHIs0OwzWNU0rc7P3vwYjJMe8i3EpZXvE5yaJiKX8yKvpL6kp6xvd13d7r6ywhU+Urir34Wvu/Dr3Ry9+ROym06gmhDxGrSdn3C8juN5juD0PEUL6PUjElW9fDJ0n3CxvGJxkGkRk3GKF/RqQSdDdP1Ifi0nWZFhaeSsCHpGRoZXGo4gKCKMbHCZVknzgEmih+hMe8tYWDPTonrH2IK+IHB+S4asgnBOeqoYst8sZlIUICKfXfvs2uUU+halAZLPPruGG0B5NxI++z5SgegSpW9J5bnecFVAOufCNMS/dGQQz4+Ckbcq7fKNjeTgjf+ED3kb11TSBj2n4mjKotdVNAbFNZsCqXInS7J4AowNJppdrZPN7n9gcCozqRl8pIWoG0Orvvg/tOp6NfXw9ftJQ9142gP+SMZCiqYuGfXWcNrbt17Ui6RcjRiJjNVqlP6mdQvHC6+Qv+b6qcGbX1DraB3hJvzEN9/3e4AHn7TwKO7THiA75AZu3GruVag7jpiAn+c8nNvjUfi8Sq/ygiFtSOgPo5TndXIXAKiGRyCEJod3wgu9Xo/fd17BK9ymIg+nNABK4UFfmqKBwrmipFfRiE+vkvlzRRzIYhfHoiZhHjny5bGoBa2E+05evAhi6E/QFRkA5QHcaPMZ8pUM6cqngUKKNLIe0kUNMUBp1aNIxZLHFy4dhjKVWYujGAP+jFRoraLGquXJIfAb8HmxWpvzZbA2+zbLsRTFadTUFRmPozcv27PQgeAkzVT9HGHKToSIaqI6XeSPzfGOCxZer+eJC6W8JTBbUcF6Z4X+yll2aPGAHaHop7mBpMVzRUpy+6U5CGkUk1w6WNTmli5cfP3cGu0Y3dmWndb4UcI17H9itExfkgpVrm8N/tBWv2ng02uZdTW2oeJV96z+F2BpmMiEwM7kpr6GkMHqpZ7xWsPDRzvDQx01Oi4xtA/qYoO1zmx5oGlk4Up6U5M7yzrqR5G/77r5a0pBW5GvBNI6GxG6oKoxfezyz2oHqdmq8o/lq4nUwtV5/C1VVBelVs4tpyQrSPdit5xSQIrVpjfe333su2e6+p793r01e9ZnrKw05cGqYoNHBkdf2lNfvfMPNvcfXZ1QIy8m3+M1KoU2VGIfnvrlK1+//u6YwV1qVai1CpVeLSuOFmee+quTD1063YGWtNIgne8ip78H2UZDOAhbWqW9QFjm5KZZVb91ls6ZIt+sy53qLtP+svNc6p6B1/7t9ZuSooVz//hy7yPJwx88+eeXHv3wWD185fXfv7U6p9J15/7p+f1/+sSq63/ZeOoKsThvdwC9fykRThstgTm51ql1EnLLrN/PmGeV/YHcdFrhiDk/lhZdHLdbiYaV8wDSDMABfO6/8A0sGxxmFTKKkqH7efCpLLeWZePQhicB4rhCycnJqvQqaSwgiVKICrftFm5IyQQQW2/+itpKFxEpIp5GOUZtmiMC6guVadOs252MNMzS3GxyUDcbkQ6YkdXFwunI1Yu5wxFwm7kREV8+DIPoeb4kyR8hUFvxWbIisf6RdQf+5Hhj5yPf3tX6VEP2A0HA4oMn5DqRU8fXbdgY+co/vTo0eu4XZ9ru29JmllO7lAa1LBgJDj//vYOPXH6y0+0Br9ssKlSkMiqzJuswuR0+s3Linc+fefH37220+EJmU84mKK4lUFyLEKG0waOYM3r5OcJYMuCdVayMQpH53GzDkkFyY1t36Dm7FpdUglGZcF+AWThWmAAoPIEnCk+WmlijC+cWZwB+sXjA9TNoL6wLMgMss9Q7neOEAUnGL+udJgpvw6qNAn5j3e1vQRRel/xr9LoxIpq2lF90cXN698XSUr38IqEPDLg4wTogLEVlSR0a6cA8uvTOiD3dQSOFmTbEy+XADsi/plQmrcanYxd+e6taAHqiQcnHoKR4ZbYY/E7FGKRoq5TDlxa230E9fwK7MWmmWDnD61QL/3vhtEa16G9taD8WwpDm9HOEXD2gz7sY8q75FX61aDvsR20YbAtXNP5FoT7HHlSt0qmx13xceOvrB3O0K4+jcVog6olY2hpQq3Vzdi4cjs4R9uoBLqwOUGY82cMMF+qZpTmZSH4+RhqXxDVKwGPQ6e8wHGMnjTF/5ZKs1Dgv6uVmncvh0Gar3a0OAJamTKImp8WsBmOu2uqENfcLwaRia3FS58wlLjJYe19t5uXMjdnlQycyrce68ELNrm1bYkMfDMFfLe+tQ2Lvzc+p70sz0gHCnlbrLhD2C1zQPKse9Mwun26ev50C3tr9pL7f/tSPnnnmymOptqf/7tknv3+y8eHQ5qmjR85tKyveNHXvsTcmS+HZr16f3jD69m9efum/3t2w7q1ffuPAX7wwvPbspX2Hvnd2ePTlv1ic2fknFFPjRAuOUkJYLOYuEIkLxSlxzhYWZtNpY/2sq9+Yx20h2eJTJClgJZd8JkCGyZWzPEjxBmPuSA5/NEKLkFvpD4RBYbQHvbFZKxoFjjqqL2/Z0HxiSf+/Lk9ZOvd2eLxN6xOuqrKg7qiS/bvOkaKWxGuzXbvbXRKmMfMCNVXjrcGF88vNQFPKmuFdDemtPdVadWlDfzT7A4+FfHHwgFnGZn2+9Ooc5kS0d8xf3fjzBwQzZxIZzWxRfkwpCiIXFy4vjo7dNmeamxq7jDNE9n6Mcyx39n4ZjzMFLyPvl/KHNDF2/cCicE+y6AHKGCyeFsMyzCJMrEc+FsIZ1TlHGOY4/4AwYM0DIrUso96pMbP8xIla33z8vT2b3zzazKgNkhojax/o639gTaQgHvjpoY/ub2w4+v5BsrQg0o1/3vjcxorIhqc3kI7FcAYkvtqO5PISFWkDYbbMpb1mp8JsnFOaHQMmWpOLmbmq8OqKkhABIvcRF1QHFvoqscUKAz4m0UKFTlCgeJ1tZYDKZtQalagMfA6AE5BRW/RGKw8YAyaGgKQYGUNdKVDH609SB6RYhahjzobtN79gLiI564jetD/CKYi68nJFdK5OYTQpfYhBu+dMisRAyUC5hyeX56N8S2RZB6TQDZEq+sIm8JzdYqdoRVlLrlyxdD+p1Fs1GpteSWa/L7VBtFatrsiAbp+llVaDwaKiIWgFIIQ2aTWIKLVC0AZBPaRVJlQJKwFlKJBhKnD9x4vrK4Imv/tnqX2FZkdhndMEIHpRrH4LcctVRFPaXd85Zxeby8qaRZIw8dGomDjvtdefz2g0jHewUzy/OMSPxzalGWME9svSkXtsGV8qzGiJy8e1bieiReBWHvUWw/EIWIWPLTz66OIque2poZK+1morbudgalqcXp9u3JBygu2IV9H4/8u+JHEsulKlUzCMQid9oAHckD7aoFUyJ4+/uy8qWL1WlahV8lqVzBfyla15dOQMg7gX/gxElsKfcsCxLT+DTFQSHcSOdOu2psNN8GwM6GO+WFWMpGLghSh4uRTEg2eDUC4DZ1hAk4+RUHYYglDqisJmU1RdIRSZmkvl5bT/knZzyyV6x/KRXil952Z6x287uKLy02wrVMXecvhTOMt6v3z76we6D62t84u68lWHXtvh60yFVAwFAc3JeF+it2rrs+Nh0tY6sD6257k1vgctDdu6S4ZXtdt8HbvaO3e3ucAf9L5ytDuQ2fX4uQ2r3/naqc1JuUrD8wo1x2sUrEqjGnpqdlJwmoWarSfXpLZ3FqstHt0T3zkYS47uw3VXfiYaZaYE0U78Wfrx020vt73dRp5oOdvyRgvZllqdgm/VgZfrwKk60Fm7rha+EQYvhMHLobdDsNOzzgMTNqC3+WyQsgGzodgAOQOIq0G7ckQJq2XALCuWQV4GErht6ocQf5qi/IoueMWu9th16IurvuJEOG66wnV41FV/UV9Pl10yb25drvJkMn9SKNW06Eeu63br54DueIR4+yf1yMrFcTNjA8DVYCA/CBInv1W777XJiVf21Jb2H8w0bm52h8ef2zx2el2pt2VzuudwX/F7rvRY7dEHHKmNzQeOl/t77unp2N3mefGFZ14ALQMPjJQV9x3sTu9Y0+VxdgyMVaXuHolF+nbWxDeu7nL5uoY3wP3hrirbnolQZ3PKVf3kwkuxgfZmn6e5o69i1+HDGLv1N38NB+HzEldAmUH3PGF/njM/p37A8xz98K211n/HFOCgu3mypXlzo9PZNNnaOdlg3aPx14eCtX6NvrguEK71qEBbz31rKkLD9w923LsuVjV6LFOzPuVy1K9JdmxMmjzpNf8XugDnMQAAeJylUrFuE0EQfes4sZAQoqBAKMWUjqIcduSOAkWO5BSOUKwo/dq3Pq9yvjW7d5ZS0fEZiCJNav6Bjh/gKygpebdsUJCgQNxpZ9+8mZ2d2RkAT/EZCj+/N/iYsMIz9SLhDnrqdcI75N8m3MUTdZvwLh6rLwnvkf+ecA+vOu94SnUfUfsQI7RYoY9vCXfo/zLhHfTVJOEu9tX7hHfxXH1KeI/814R72HZ6uIPgGAMMMSI6h8UCHg6Ba4ma3JjIYxOlJmOJKmS0nKDkL5iRK7CiLUTNcDf03lLm0fM0cq1XFTnBHDeUUzS8r8+4AQfUc1oFk5iBYzzcyfFgOJJzu/AuuGUtY+c3zuvauiqTk7KUmS1WdZCZCcZvTZ7JqQm2qEwu8xuZNou+DgeSG5l45xjwCpeMP8MFznDI2jQrsMzGUx4xn/tKcHU5mV2cHY51aefeHk3baxCLK5h0yYOeqimaUvv/Dvv3AyMaH/qO2rvaxw2pEcLWZWyg0GB84LvIMBvIP8b83Vm42lZqrjq2vW3MOtZ8Ta4djdayiu3609AUUW84NvfeC+5r6po52zgO2a80xAbRUnudm7X21+KWUq/Mg64X3jWbll649UZX1oQMPwBKmaq1eJxtmwV0HTfXrs8wz5SZmZsjaahsmCkzc53ETdwmcRooMzMzMzMzMzMzMzNeJ37nPd+9635r/b8U20fPgPZ+tHXUlt6a/r9/l26Nbf1//pecPPT/tJbeMlpmy2rZLafltryW3wpaYStqxa2kNUNrxtZMrZlbs7Rmbc3Wmr01R2vO1lytuVvztOZtzdeav7VAa8HWQq2FW0u2RrRkK2ut0lq1tVqrq9Xd6mn1tqpW3Vq9tUZrzdZarbVb67TWba3XWr+1QWvD1katjVubtDZtbdbavLVFa8vWVq2tW9u0tm1t19q+tUOrr3VR6+DWIa17Wqe2Pm8d2jq2dVTrnNYVrYtbR7bebB3UOknTNaN1TOu01uGth1rvambr3NaVrV9aP7d+bV3Y+r51RGun1kBr59b41rjWhNb5rcHWLq2JrUmtya2prSmtXVu7tb5s7d7as7VHa6/WPq29W7e3Lmjt19q3tX/rgNbXrW9bd2qWZmtO61/N1TytpfmapgVaqEVarCXaDK0/tBm1mbSZtVm0WbXZtNm1OVqvaXNqc2lza/No82rzafNrC7Q+0hbUFtIW1hbRFtUW0xbXlmjdoC2pLaUtrS2jLdv6u/WJtpy2vDZCa2tCk5rSUi3Tcq3QSm0FbcXWZ9pK2sraKtqq2mpal9at9Wi9WqXV2uraGtqa2lra2to62rraeq1LtfW1DbQNtY20jbVNtE21zbTNtS20LbWttK21bbRtte207bUdtD5tpDZKG631aztqY7Sx2oC2k7azNk4br03QBrWJ2i7aJG2yNkWbqu2q7abtru2h7antpe2t7aPtq+2n7a8doB2oHaQdrB2iHaodph2uHaEdqR2lHa0dox2rHacdr52gnaidpJ2snaKdqp2mna6doZ2pnaWdrZ2jnaudp52vXaBdqF2kXaxdol2qXaZdrl2hXaldpV2tXaNdq12nXa/doN2o3aTdrN2i3ardpt2u3aHdqd2l3a3do92r3afdrz2gPag9pD2sPaI9qj2mPa49oT2pPaU9rT2jPas9pz2vvaC9qL2kvay9or2qvaa9rr2hvam9pb2tvaO9q72nva99oH2ofaR9rH2ifap9pn2ufaF9qX2lfa19o32rfad9r/2g/aj9pP2s/aL9qv2m/a79of2p/aX9rf2j/av9p7d0Tdd1Qzd1S7d1R3d1T/f1QA/1SI/1RJ9Bn1GfSZ9Zn0WfVZ9Nn12fQ59Tn0ufW59Hn1efT59fX0BfUF9IX1hfRF9UX0xfXF9CX1JfSl9aX0ZfVl9OX14fobd1oUtd6ame6ble6KW+gr6ivpK+sr6Kvqq+mt6ld+s9eq9e6bW+ur6Gvqa+lr62vo6+rr6evr6+gb6hvpG+sb6Jvqm+mb65voW+pb6VvrW+jb6tvp2+vb6D3qeP1Efpo/V+fUd9jD5WH9B30nfWx+nj9Qn6oD5R30WfpE/Wp+hT9V313fTd9T30PfW99L1br7c+0PfR99X30/fXD9AP1A/SD9YP0Q/VD9MP14/Qj9SPar3Verv1Tuv91hut9/Sj9WP0Y/Xj9OP1E/QT9ZP0k/VT9FP10/TT9TP0M/Wz9LP1c/Rz9fP08/UL9Av1i/SL9Uv0S/XL9Mv1K/Qr9av0q/Vr9Gv16/Tr9Rv0G/Wb9Jv1W/Rb9dv02/U79Dv1u/S79Xv0e/X79Pv1B/QH9Yf0h/VH9Ef1x/TH9Sf0J/Wn9Kf1Z/Rn9ef05/UX9Bf1l/SX9Vf0V/XX9Nf1N/Q39bf0t/V39Hf19/T39Q/0D/WP9I/1T/RP9c/0z/Uv9C/1r/Sv9W/0b/Xv9O/1H/Qf9Z/0n/Vf9F/13/Tf9T/0P/W/9L/1f/R/9f+MlqEZumEYpmEZtuEYruEZvhEYoREZsZEYMxgzGjMZMxuzGLMasxmzG3MYcxpzGXMb8xjzGvMZ8xsLGAsaCxkLG4sYixqLGYsbSxhLGksZSxvLGMsayxnLGyOMtiEMaSgjNTIjNwqjNFYwVjRWMlY2VjFWNVYzuoxuo8foNSqjNlY31jDWNNYy1jbWMdY11jPWNzYwNjQ2MjY2NjE2NTYzNje2MLY0tjK2NrYxtm2dZWxnbG/sYPQZI41Rxmij39jRGGOMNQaMnYydjXHGeGOCMWhMNHYxJhmTjSnGVGNXYzdjd2MPY09jL2NvYx9jX2M/Y3/jAONA4yDjYOMQ41DjMONw4wjjSOMo42jjGONY4zjjeOME40TjJONk4xTjVOM043TjDONM4yzjbOMc41zjPON84wLjQuMi42LjEuNS4zLjcuMK40rjKuNq4xrjWuM643rjBuNG4ybjZuMW41bjNuN24w7jTuMu427jHuNe4z7jfuMB40HjIeNh4xHjUeMx43HjCeNJ4ynjaeMZ41njOeN54wXjReMl42XjFeNV4zXjdeMN403jLeNt4x3jXeM9433jA+ND4yPjY+MT41PjM+Nz4wvjS+Mr42vjG+Nb4zvje+MH40fjJ+Nn4xfjV+M343fjD+NP4y/jb+Mf41/jP7NlaqZuGqZpWqZtOqZreqZvBmZoRmZsJuYM5ozmTObM5izmrOZs5uzmHOac5lzm3OY85rzmfOb85gLmguZC5sLmIuai5mLm4uYS5pLmUubS5jLmsuZy5vLmCLNtClOaykzNzMzNwizNFcwVzZXMlc1VzFXN1cwus9vsMXvNyqzN1c01zDXNtcy1zXXMdc31zPXNDcwNzY3Mjc1NzE3NzczNzS3MLc2tzK3Nbcxtze3M7c0dzD5zpDnKHG32mzuaY8yx5oC5k7mzOc4cb04wB82J5i7mJHOyOcWcau5q7mbubu5h7mnuZe5t7mPua+5n7m8eYB5oHmQebB5iHmoeZh5uHmEeaR5lHm0eYx5rHmceb55gnmieZJ5snmKeap5mnm6eYZ5pnmWebZ5jnmueZ55vXmBeaF5kXmxeYl5qXmZebl5hXmleZV5tXmNea15nXm/eYN5o3mTebN5i3mreZt5u3mHead5l3m3eY95r3mfebz5gPmg+ZD5sPmI+aj5mPm4+YT5pPmU+bT5jPms+Zz5vvmC+aL5kvmy+Yr5qvma+br5hvmm+Zb5tvmO+a75nvm9+YH5ofmR+bH5ifmp+Zn5ufmF+aX5lfm1+Y35rfmd+b/5g/mj+ZP5s/mL+av5m/m7+Yf5p/mX+bf5j/mv+Z7UszdItwzIty7Itx3Itz/KtwAqtyIqtxJrBmtGayZrZmsWa1ZrNmt2aw5rTmsua25rHmteaz5rfWsBa0FrIWthaxFrUWsxa3FrCWtJaylraWsZa1lrOWt4aYbUtYUlLWamVWblVWKW1grWitZK1srWKtaq1mtVldVs9Vq9VWbW1urWGtaa1lrW2tY61rrWetb61gbWhtZG1sbWJtam1mbW5tYW1pbWVtbW1jbWttZ21vbWD1WeNtEZZo61+a0drjDXWGrB2sna2xlnjrQnWoDXR2sWaZE22plhTrV2t3azdrT2sPa29rL2tfax9rf2s/a0DrAOtg6yDrUOsQ63DrMOtI6wjraOso61jrGOt46zjrROsE62TrJOtU6xTrdOs060zrDOts6yzrXOsc63zrPOtC6wLrYusi61LrEuty6zLrSusK62rrKuta6xrreus660brButm6ybrVusW63brNutO6w7rbusu617rHut+6z7rQesB62HrIetR6xHrcesx60nrCetp6ynrWesZ63nrOetF6wXrZesl61XrFet16zXrTesN623rLetd6x3rfes960PrA+tj6yPrU+sT63PrM+tL6wvra+sr61vrG+t76zvrR+sH62frJ+tX6xfrd+s360/rD+tv6y/rX+sf63/7Jat2bpt2KZt2bbt2K7t2b4d2KEd2bGd2DPYM9oz2TPbs9iz2rPZs9tz2HPac9lz2/PY89rz2fPbC9gL2gvZC9uL2Ivai9mL20vYS9pL2Uvby9jL2svZy9sj7LYtbGkrO7UzO7cLu7RXsFe0V7JXtlexV7VXs7vsbrvH7rUru7ZXt9ew17TXste217HXtdez17c3sDe0N7I3tjexN7U3sze3t7C3tLeyt7a3sbe1t7O3t3ew++yR9ih7tN1v72iPscfaA/ZO9s72OHu8PcEetCfau9iT7Mn2FHuqvau9m727vYe9p72Xvbe9j72vvZ+9v32AfaB9kH2wfYh9qH2Yfbh9hH2kfZR9tH2Mfax9nH28fYJ9on2SfbJ9in2qfZp9un2GfaZ9ln22fY59rn2efb59gX2hfZF9sX2Jfal9mX25fYV9pX2VfbV9jX2tfZ19vX2DfaN9k32zfYt9q32bfbt9h32nfZd9t32Pfa99n32//YD9oP2Q/bD9iP2o/Zj9uP2E/aT9lP20/Yz9rP2c/bz9gv2i/ZL9sv2K/ar9mv26/Yb9pv2W/bb9jv2u/Z79vv2B/aH9kf2x/Yn9qf2Z/bn9hf2l/ZX9tf2N/a39nf29/YP9o/2T/bP9i/2r/Zv9u/2H/af9l/23/Y/9r/2f03I0R3cMx3Qsx3Ycx3U8x3cCJ3QiJ3YSZwZnRmcmZ2ZnFmdWZzZndmcOZ05nLmduZx5nXmc+Z35nAWdBZyFnYWcRZ1FnMWdxZwlnSWcpZ2lnGWdZZzlneWeE03aEIx3lpE7m5E7hlM4KzorOSs7KzirOqs5qTpfT7fQ4vU7l1M7qzhrOms5aztrOOs66znrO+s4GzobORs7GzibOps5mzubOFs6WzlbO1s42zrbOds72zg5OnzPSGeWMdvqdHZ0xztjWja2bnAFnJ2fn1q2t21oPO+NaN7duaT3ijG8d2HqwdVjrKmdC61FnsHVv6z5norOLM6l1tzPZmeJMdXZ1dnN2d/Zw9nT2cvZ29nH2dfZz9ncOcA50DnIOdg5xDnUOcw53jnCOdI5yjnaOcY51jnOOd05wTnROck52TnFOdU5zTnfOaP3mnOmc5ZztnOOc65znnO9c4FzoXORc7FziXOpc5lzuXOFc6VzlXO1c41zrXOdc79zg3Ojc5Nzs3NI6unWec6tzm3O7c4dzp3OXc7dzj3Ovc59zv/OA86DzkPOw84jzqPOY87jzhPOk85TztPOM86zznPO884LzovNS6/TW5a0zW2e0vnNebl3SOtF5xXm1dXbrstZxzmutk1unOK87bzhvOm85bzvvOO867znvOx84HzofOR87nzifOp85nztfOF86XzlfO9843zrfOd87Pzg/Oj85Pzu/OL86vzm/O384fzp/OX87/zj/Ov+5LVdzdddwzdYdruXaruO6ruf6buCGbuTGbuLO4M7ozuTO7M7izurO5s7uzuHO6c7lzu3O487rzufO7y7gLugu5C7sLuIu6i7mLu4u4S7pLuUu7S7jLusu5y7vjnDbrnClq9zUzdzcLdzSXcFd0V3JXdldxV3VXc3tcrvdHrfXrdzaXd1dw13TXctd213HXdddz13f3cDd0N3I3djdxN3U3czd3N3C3dLdyt3a3cbd1t3O3d7dwe1zR7qj3NFuv7ujO8Yd6w64O7k7u+Pc8e4Ed9Cd6O7iTnInu1Pcqe6u7m7u7u4e7p7uXu7e7j7uvu5+7v7uAe6B7kHuwe4h7qHuYe7h7hHuke5R7tHuMe6x7nHu8e4J7onuSe7J7inuqe5p7unuGe6Z7lnu2e457rnuee757gXuhe5F7sXuJe6l7mXu5e4V7pXuVe7V7jXute517vXuDe6N7k3uze4t7q3ube7t7h3une5d7t3uPe697n3u/e4D7oPuQ+7D7iPuo+5j7uPuE+6T7lPu0+4z7rPuc+7z7gvui+5L7svuK+6r7mvu6+4b7pvuW+7b7jvuu+577vvuB+6H7kfux+4n7qfuZ+7n7hful+5X7tfuN+637nfu9+4P7o/uT+7P7i/ur+5v7u/uH+6f7l/u3+4/7r/uf17L0zzdMzzTszzbczzX8zzfC7zQi7zYS7wZvBm9mbyZvVm8Wb3ZvNm9Obw5vbm8ub15vHm9+bz5vQW8Bb2FvIW9RbxFvcW8xb0lvCW9pbylvWW8Zb3lvOW9EV7bE570lJd6mZd7hVd6K3greit5K3ureKt6q3ldXrfX4/V6lVd7q3treGt6a3lre+t463rreet7G3gbeht5G3ubeJt6m3mbe1t4W3pbeVt723jbett523s7eH3eSG+UN9rr93b0xnhjvQFvJ29nb5w33pvgDXoTvV28Sd5kb4o31dvV283b3dvD29Pby9vb28fb19vP2987wDvQO8g72DvEO9Q7zDvcO8I70jvKO9o7xjvWO8473jvBO9E7yTvZO8U71TvNO907wzvTO8s72zvHO9c7zzvfu8C70LvIu9i7xLvUu8y73LvCu9K7yrvau8a71rvOu967wbvRu8m72bvFu9W7zbvdu8O707vLu9u7x7vXu8+733vAe9B7yHvYe8R71HvMe9x7wnvSe8p72nvGe9Z7znvee8F70XvJe9l7xXvVe8173XvDe9N7y3vbe8d713vPe9/7wPvQ+8j72PvE+9T7zPvc+8L70vvK+9r7xvvW+8773vvB+9H7yfvZ+8X71fvN+937w/vT+8v72/vH+9f7z2/5mq/7hm/6lm/7ju/6nu/7gR/6kR/7iT+DP6M/kz+zP4s/qz+bP7s/hz+nP5c/tz+PP68/nz+/v4C/oL+Qv7C/iL+ov5i/uL+Ev6S/lL+0v4y/rL+cv7w/wm/7wpe+8lM/83O/8Et/BX9FfyV/ZX8Vf1V/Nb/L7/Z7/F6/8mt/dX8Nf01/LX9tfx1/XX89f31/A39DfyN/Y38Tf1N/M39zfwt/S38rf2t/G39bfzt/e38Hv88f6Y/yR/v9/o7+GH+sP+Dv5O/sj/PH+xP8QX+iv4s/yZ/sT/Gn+rv6u/m7+3v4e/p7+Xv7+/j7+vv5+/sH+Af6B/kH+4f4h/qH+Yf7R/hH+kf5R/vH+Mf6x/nH+yf4J/on+Sf7p/in+qf5p/tn+Gf6Z/ln++f45/rn+ef7F/gX+hf5F/uX+Jf6l/mX+1f4V/pX+Vf71/jX+tf51/s3+Df6N/k3+7f4t/q3+bf7d/h3+nf5d/v3+Pf69/n3+w/4D/oP+Q/7j/iP+o/5j/tP+E/6T/lP+8/4z/rP+c/7L/gv+i/5L/uv+K/6r/mv+2/4b/pv+W/77/jv+u/57/sf+B/6H/kf+5/4n/qf+Z/7X/hf+l/5X/vf+N/63/nf+z/4P/o/+T/7v/i/+r/5v/t/+H/6f/l/+//4//r/Ba1AC/TACMzACuzACdzAC/wgCMIgCuIgCWYIZgxmCmYOZglmDWYLZg/mCOYM5grmDuYJ5g3mC+YPFggWDBYKFg4WCRYNFgsWD5YIlgyWCpYOlgmWDZYLlg9GBO1ABDJQQRpkQR4UQRmsEKwYrBSsHKwSrBqsFnQF3UFP0BtUQR2sHqwRrBmsFawdrBOsG6wXrB9sEGwYbBRsHGwSbBpsFmwebBFsGWwVbB1sE2wbbBdsH+wQ9AUjg1HB6KA/2DEYE4wNBoKdgp2DccH4YEIwGEwMdgkmBZODKcHUYNdgt2D3YI9gz2CvYO9gn2DfYL9g/+CA4MDgoODg4JDg0OCw4PDgiODI4Kjg6OCY4NjguOD44ITgxOCk4OTglODU4LTg9OCM4MzgrODs4Jzg3OC84PzgguDC4KLg4uCS4NLgsuDy4IrgyuCq4OrgmuDa4Lrg+uCG4MbgpuDm4Jbg1uC24PbgjuDO4K7g7uCe4N7gvuD+4IHgweCh4OHgkeDR4LHg8eCJ4MngqeDp4Jng2eC54PngheDF4KXg5eCV4NXgteD14I3gzeCt4O3gneDd4L3g/eCD4MPgo+Dj4JPg0+Cz4PPgi+DL4Kvg6+Cb4Nvgu+D74Ifgx+Cn4Ofgl+DX4Lfg9+CP4M/gr+Dv4J/g3+C/sBVqoR4aoRlaoR06oRt6oR8GYRhGYRwm4QzhjOFM4czhLOGs4Wzh7OEc4ZzhXOHc4TzhvOF84fzhAuGC4ULhwuEi4aLhYuHi4RLhkuFS4dLhMuGy4XLh8uGIsB2KUIYqTMMszMMiLMMVwhXDlcKVw1XCVcPVwq6wO+wJe8MqrMPVwzXCNcO1wrXDdcJ1w/XC9cMNwg3DjcKNw03CTcPNws3DLcItw63CrcNtwm3D7cLtwx3CvnBkOCocHfaHO4ZjwrHhQLhTuHM4LhwfTggHw4nhLuGkcHI4JZwa7hruFu4e7hHuGe4V7h3uE+4b7hfuHx4QHhgeFB4cHhIeGh4WHh4eER4ZHhUeHR4THhseFx4fnhCeGJ4UnhyeEp4anhaeHp4RnhmeFZ4dnhOeG54Xnh9eEF4YXhReHF4SXhpeFl4eXhFeGV4VXh1eE14bXhdeH94Q3hjeFN4c3hLeGt4W3h7eEd4Z3hXeHd4T3hveF94fPhA+GD4UPhw+Ej4aPhY+Hj4RPhk+FT4dPhM+Gz4XPh++EL4YvhS+HL4Svhq+Fr4evhG+Gb4Vvh2+E74bvhe+H34Qfhh+FH4cfhJ+Gn4Wfh5+EX4ZfhV+HX4Tfht+F34f/hD+GP4U/hz+Ev4a/hb+Hv4R/hn+Ff4d/hP+G/4XtSIt0iMjMiMrsiMnciMv8qMgCqMoiqMkmiGaMZopmjmaJZo1mi2aPZojmjOaK5o7mieaN5ovmj9aIFowWihaOFokWjRaLFo8WiJaMloqWjpaJlo2Wi5aPhoRtSMRyUhFaZRFeVREZbRCtGK0UrRytEq0arRa1BV1Rz1Rb1RFdbR6tEa0ZrRWtHa0TrRutF60frRBtGG0UbRxtEm0abRZtHm0RbRltFW0dbRNtG20XbR9tEPUF42MRkWjo/5ox2hMNDYaiHaKdo7GReOjCdFgNDHaJZoUTY6mRFOjXaPdot2jPaI9o72ivaN9on2j/aL9owOiA6ODooOjQ6JDo8Oiw6MjoiOjo6Kjo2OiY6PjouOjE6ITo5Oik6NTolOj06LTozOiM6OzorOjc6Jzo/Oi86MLoguji6KLo0uiS6PLosujK6Iro6uiq6Nromuj66LroxuiG6ObopujW6Jbo9ui26M7ojuju6K7o3uie6P7ovujB6IHo4eih6NHokejx6LHoyeiJ6OnoqejZ6Jno+ei56MXohejl6KXo1eiV6PXotejN6I3o7eit6N3onej96L3ow+iD6OPoo+jT6JPo8+iz6Mvoi+jr6Kvo2+ib6Pvou+jH6Ifo5+in6Nfol+j36Lfoz+iP6O/or+jf6J/o//iVqzFemzEZmzFduzEbuzFfhzEYRzFcZzEM8QzxjPFM8ezxLPGs8Wzx3PEc8ZzxXPH88TzxvPF88cLxAvGC8ULx4vEi8aLxYvHS8RLxkvFS8fLxMvGy8XLxyPidixiGas4jbM4j4u4jFeIV4xXileOV4lXjVeLu+LuuCfujau4jleP14jXjNeK147XideN14vXjzeIN4w3ijeON4k3jTeLN4+3iLeMt4q3jreJt423i7ePd4j74pHxqHh03B/vGI+Jx8YD8U7xzvG4eHw8IR6MJ8a7xJPiyfGUeGq8a7xbvHu8R7xnvFe8d7xPvG+8X7x/fEB8YHxQfHB8SHxofFh8eHxEfGR8VHx0fEx8bHxcfHx8QnxifFJ8cnxKfGp8Wnx6fEZ8ZnxWfHZ8TnxufF58fnxBfGF8UXxxfEl8aXxZfHl8RXxlfFV8dXxNfG18XXx9fEN8Y3xTfHN8S3xrfFt8e3xHfGd8V3x3fE98b3xffH/8QPxg/FD8cPxI/Gj8WPx4/ET8ZPxU/HT8TPxs/Fz8fPxC/GL8Uvxy/Er8avxa/Hr8Rvxm/Fb8dvxO/G78Xvx+/EH8YfxR/HH8Sfxp/Fn8efxF/GX8Vfx1/E38bfxd/H38Q/xj/FP8c/xL/Gv8W/x7/Ef8Z/xX/Hf8T/xv/F/SSrRET4zETKzETpzETbzET4IkTKIkTpJkhmTGZKZk5mSWZNZktmT2ZI5kzmSuZO5knmTeZL5k/mSBZMFkoWThZJFk0WSxZPFkiWTJZKlk6WSZZNlkuWT5ZETSTkQiE5WkSZbkSZGUyQrJislKycrJKsmqyWpJV9Kd9CS9SZXUyerJGsmayVrJ2sk6ybrJesn6yQbJhslGycbJJsmmyWbJ5skWyZbJVsnWyTbJtsl2yfbJDklfMjIZlYxO+pMdkzHJ2GQg2SnZORmXjE8mJIPJxGSXZFIyOZmSTE12TXZLdk/2SPZM9kr2TvZJ9k32S/ZPDkgOTA5KDk4OSQ5NDksOT45IjkyOSo5OjkmOTY5Ljk9OSE5MTkpOTk5JTk1OS05PzkjOTM5Kzk7OSc5NzkvOTy5ILkwuSi5OLkkuTS5LLk+uSK5MrkquTq5Jrk2uS65PbkhuTG5Kbk5uSW5NbktuT+5I7kzuSu5O7knuTe5L7k8eSB5MHkoeTh5JHk0eSx5PnkieTJ5Knk6eSZ5NnkueT15IXkxeSl5OXkleTV5LXnemThgYMaJboJVoS6dvfN+oSYMT7L6Rk/p37Xf6BscMTujfORg1amDSqKnjdxzXv7s/avTglL5Ro/onTLFHj+ob+mOnHx/qn/4hv59/4PQPf97un/6HwZj/GWZM56+mwdtCBmM7vzbHjuybZA9MGRg3ut8ZwPgDwxc1MDyoPrBTsFPnE8OjyDzcecyk/v4J4/omjB4YZY/rGzV1Sj9+12OPm34d5rghtj3hf36lMnvC8CVO6Js4OHnKpMGJY/uN/gljnEGwB6ezo8GxUyeM6Zs0dfy4vqlT7En/M0Sa25OmD2FPnv7TYPL/e22ZQCvtKcPXMWXaTU4dvsmpAE2dDrKmThqYMCaa+r84Zyrexm6dkYM9On17z+lgf08+WWvc4IQxk4epxQi0bbS4mkKiVWhTtBnaHG2BtkTbhbYbbQ/aXrQV2nq4LcEvwS/BLcEtwS3BLcEtwS3BLcEtwS3BLcEtwS1ra/2xg5MmWIPT/v/wz7pwz11gd4HdBXYX2F1gd4HdBXYX2F1gd4HdBXZXZW06nTm1w+zG/SLY2gi2djfY3WB3g90NdjfY3WB3g90NdjfY3WB347678bx78Lx7wO8Bvwf8HvB7wO8Bvwf8HvB7wO8Bvwf8HvB7wO8Bvwf8XvB7we8Fvxf8XvB7we8Fvxf8XvB7we8Fvxf8XvB7we8Fvxf8CvwK/Ar8CvwK/Cq1Vx+O2zHD2Wz4p6BXoFegV6BXoFegV6BXoNeg16DXoNeg16DXuPsad1/j7mvw69Lvm5YJhhNNX/9wahmcPK5v8thO8hEjRqBtoxVoJVqFNkWboc3RFmhLtF1ou9H2oO1FW6Edvl3RBr8Nfhv8Nvht8Nvgt8Fvg98Gtw1eG7w2eG3w2uAJ8AR4AjwBngBPgCfAE+AJ3K8AV+B+BfgCfAG+AF+AL8GX4EvwJfgSfAm+BF+CL8GX4EvwJfgSfAm+BF+Cr8BX4CvwFfgKfAW+Al+Br8BX4CvwFfgKfAW+Al+Bn4Kfgp+Cn4Kfgp+Cn4Kfgp+Cn4Kfgp+Cn4Kfgp+Cn4KfgZ+BD7WKDPwM/Az8DPwM/Az8DPwM/Az8DPwM/Az8DPwc/Bz8HPwc/Bz8HPwc/Bz8HPwc/Bz8HPwc/Bz8HPwcfMhcQOYCMheQuYDMBWQuIHMBmQvIXEDmAjIXkLmAzAVkLiBzAZkLyFxA5qIEH1IXkLqA1AWkLiB1AakLSF1A6gJSF5C6gNQFpC5K8LvA7wIfYhcQu4DYBcQuIHYBsQuIXUDsAmIXELuA2AXELrrA7wK/G3zIXUDuAnIXkLuA3AXkLiB3AbkLyF1A7gJyF5C7gNwF5C4gdwG5C8hdQO4CcheQu4DcBWQuIHEBiQtIXEDiAhIXkLiAxAUkLiBxAYkLSFxA4gISF5C4gJQFpCwgZQEpC0hZQMoCUhYVxqswXoXxoGUBLQtoWUDLAloW0LKAlgW0LKBlAS0LaFlAywJaFtCygJYFtCygZVGDX4Nfg1+DX4Nfg1/X3phJfbv2jxocP9Kb7u1pvem/kyOEN70C+J+fKLQp2gxtjraIxg4O7tw3cnDX//1UF9putD1oe9FWaIefhYSzJZwt4WwJZ0s4W8LZEs6WcLZsF2hLtODD4RIOl3C4hMMlHC7hcAmHSyHCocJlZP+4wd06NwWRS4hcQuQSIpcQuYTIJUQuIXIJkUuIXELkEiKXELmEyCVELiFyCZFLiFxC5BIilxC5hMglRC4hcgmRS4hcQuQSIpcQuYTIJUQuIXIJkUuIXELkEiKXELmEyCVELiFyCZFLiFxC5BIilxC5hMglRC4hcgmRS4hcQuQSIpcQuYTIJUQuIXIJkUuIXELkEiKXELmEyCVELiFyCZFLiFxC5BIilxC5hMglRC4hcgmRS4hcQuQSIpcQtYSoJUQsIWIJEUuIWOaVNWVwwuDkaPRA/6T+yQOTp//L7xo3cWzf9K7XN2FwSv+4/oG+sJo4eWCoAJ/+Y7eagt+vOYheuP74gWkV//A/Nv2fP/bXH98/ZviPZhwY+vP/i2VNZ5nd/VP6rNX7xo/vG76wIeOCZ2419CtjiGdtMnaoZ04DWmv3TZzYZ6/TN37k6D593an6elP1LQYcXIG+wYCx0dhBa+OBMeP7jE36pjq4GmODsQNGz9D/bTB5YBjTVYZr/s8VJfjD5t9+Hx9E2P+/t9/f3P5Ac/uzTP2/Pzp8c9M/b46cdnNjpt2cNbp/3JQ+B2OZe067tWm/nDL91qYNZu08/dbGTb+14Yvs7tEnTNV3H3AGh+/PmDR20J487eba1vTGmDJ0j+AbE4fub9TQ/w390xqc9uDD/33myf9zmeHg/761qf/71gb51oYvo3eEPf0y2y6eEuY45Cl7lTnEbtvTP9f8DvMa1a9E9StR/UpUvxLVr0T1KyFaCdFKiFZCtBKilRCthGglRCshWgnRSohWQrQSopUQrYRoJUQrIVoJ0UqIVkK0EqKVEK2EaCVEKyFaCdFKiFZCtBKilRCthGglRCshWlkP8xUKYoWCWKEgViiIFRSroFgFxSooVqEgViiIFeSqIFcFuSrIVUGuCnJVkKuCXBXkqiBXBbkqyFVBrgpyVZCrglwV5KogVwW5KshVQa4KclWQq4JcFQpkhQJZwasKXlXwqoJXFbyq4FUFryp4VcGrCl5V8KqCVxW8quBVBa8qeFXBqwpeVfCqglcVvKrgVQWvKnhVwasKXlXwqoJXFbyq4FUFryp4VcGrCl5V8KqCVxW8quBVBa8qeFXBqwpeVfCqglcVvKrgVQWvKnhVwasKXlXwqoJXFbyq4FUFryp4VcGrCl5V8KqCVxW8quBVBa8qeFXBqwpeVfCqglcVvKrgVQWvKnhVwasKXlXwqoJXFQpkhQJZoUBWKJAVvKvgXYUCWaFAViiQFQpkBS8reFnBywpeViiQFQpkhQJZoUBWKJAVCmSFAlmhQFYokBUKY4XCWKEwViiMFQpjhcJYoTBWKIwVCmOFwlihMFYojBUKY4XCWKEwViiMFQpjhcJYoTBWKIwVCmOFwlihMFYojBUKY4XCWKEwViiMFQpjhcJYoTBWKIwVCmOFwlihMFYojBUKY4XCWKEwViiMFQpjhcJYoTBWKIwVCmOFwlihMFYojBUKY4XCWKEwViiMFQpjhcJYoTBWKIwVCmOFwlihMFYojBUKY4XCWGHXW2HXW6FQVtj1ViiYFQpmhYJZoWBWKJgVCmaFglmhYFYomBWcr1AwKxTMCgWzgvcVvK/gfQXvK3hfwfsK3lfwvoL3Fbyv4H0F7yt4X8H7Ct5X8L6C9xW8r+B9Be8reF/B+wreV/C+gvcVvK/gfQXvK3hfwfsK3lfwvoL3Fbyv4H0F7yt4X8H7Ct5X8L6C91N4P4X3U3g/hfdTeD+F91N4P4X3U3g/hfdTeD+F91N4P4X3U3g/hfdTeD+F91N4P4X3q2E/tXuHr3OobaMVaCVahTZFm6HN0RZoS7RdaLvR9qDtRVuhBb8Nfhv8Nvht8Nvgt8Fvg98Gvw1+G/w2+G3w2+C3wW+D3wZfgC/AF+AL8AX4AnwBvgBfgC/AF+AL8AX4AnwBvgBfgi/Bl+BL8CX4EnwJvgRfgi/Bl+BL8CX4EnwJfvP+FfgKfAW+Al+Br8BX4CvwFfgKfAW+Al+Br8BX4CvwU/BT8FPwU/BT8FPwU/BT8FPwU/BT8FPwU/BT8FPwU/Az8DPwM/Az8DPwM/Az8DPwM/Az8DPwM/Az8DPwM/Az8HPwc/Bz8HPwc/Bz8HPwc/Bz8HPwc/Bz8HPwc/Bz8HPwC/AL8AvwC/AL8AvwC/AL8AvwC/AL8AvwC/AL8AvwC/BL8EvwS/BL8EvwS/BL8EvwS/BL8EvwS/BL8EvwS/BL8LvA7wK/C/wu8LvA7wK/C/wu8LvA7wK/C/wu8LvA7wK/C/wu8LvB7wa/G/xu8LvB7wa/G/xu8LvB7wa/G/xu8LvB7wa/G/xu8HvA7wG/B/we8HvA7wG/B/we8HvA7wG/B/wanGEftit4poJnKnimgmcqeKaCZyp4poJnKnimgmcqeKaCZyp4poJnKnimgmcqeKaCZyp4poJnKnimgmcqeKaCZyp4poJnKnimgmcqeKaCZyp4poJnKnimgmcqeKaCZyp4poJnKnimgmcqeKaCZyp4poJnKnimgmcqeKaCZyp4poJnKnimgmcqeKaCZyp4poJnKnimgmcqeKaCZyp4poJnKnimWWdU8EwFz1TwTAXPVPBMBc9U8EwFz1TwTAXPVPBMBc9U8EwFz1TwTAXPVPBMBc9U8EwFz1TwTAXPVPBMBc9U8EwFz1TwTAXPVPBMBc9U8EwFz1TwTAXPVPBMBc9U8EwFz1TwTAXPVPBMBc9U8EwFz1TwTAXPVPBMBc9U8EwFz1TwTAXPVPBMBc9U8EwFz1TwTAXPVPBMBc9U8EwFz1TwTJXX9m7Tv3Gyd5v+dZO3W7OBOfx7+KSCTyr4pIJPKvikgk8q+KSCTyr4pIJPKvikgk8q+KSCTyr4pIJPKvikgk8q+KSCTyr4pIJPKvijgjcqeKOCNyp4o4I3KnijgjcqeKOCNyp4o4I3KnijgjcqeKPqari4T3ijgjcqeKOCNyp4o4I3KnijgjcqeKOCNyp4o4I3KnijgjcqeKOCNyp4o4I3KnijgjcqeKOCNyp4o4I3KnijgjcqeKPqAb8H/B7we8DvAb8X/F7we8HvBb8X/F7we8HvBb8X/F7we8HvBb8X/F7we8HvBb8CvwK/Ar8CvwK/Ar8CvwK/Ar8CvwK/Ar8CvwK/Ar8Cvwa/btt7TI8v/BPYGtga2BrYGtjhsrZdQ8s1tFxDyzW0XEPLNbRcQ8s1tFxDy/WIZrwutN1oe9D2oq3QDt9GDS3X0HINLdfQcg0t19ByDQ3X0HANDdfQcA0N19BwDe3W0G4N7dbQbg3t1tBuDe3W0G4N7dbQbg3t1tBuDe3WouHh/qDdGtqtod0a2q2h3RraraHdGtqtod0a2q2h3RraraHdGtqtod0a2q2h3RraraHdGtqtod0a2q2h3RqaraHZGpqtodkamq2h2RparaHVGlqtodUaWq2h1RparaHVGjqtodE6bcbF9UObNbRZQ5s1tFlDmzW0WUObNbRZQ5s1tFlDmzW0WUObNbRZQ5s1tFlDmzW0WUObNbRZQ5s1tFlDmzW0WUObNbRZQ5s1tFlDmzW0WaMcq1GO1SjHapRjNcqxGuVYDX3W0GcNfdbQZw191tBnDX3WRcPD/UKfNfRZQ5819FlDnzX0WUOfNfRZQ5819FlDnzX0WUOfNcqxGuVYDZ3WKMdqaLWGVmtotYZWa2i1hlZraLWGVmtotYZWa2i1hlZraLWGVmtotYZWa2i1hlZraLWGVmtotYZOa+i0hk5r6LSGTmvotIZOa+i0hkZraLSGRmtotIZGa2i0hj5r6LOGPmvos4Y+a+izhj5r6LOGPmvos4Y+a+izhj5r6LOGLmvosoYua+iyhi5r6LKGJmtosoYma2iyhiZraLKGJmtosoYma2iyhiZraLKGJmtosoYma2iyhiZraLKGJusavBo8+LGGF2t4sYYX68aLNTg1ODU4NTjD5a0YMezPobaNVqCVaBXaFG2GNkdboC3RdqHtRtuDthdtw639HQfGTJ3UP7pv8tjhH7WBaGfR1Amj+ydNHjU49OuR46Jdpg5O6Z/233JMmtw/Gn9TD7cCrVRe/+6jxvWNH/p7/ARACWDatPhEjhvPceM5bjTHVeS40Rw3muNGc9xojhvNcaM5bjQHNwcvB68ArwCvwIMu8KAL8AvwC/AL8AvwC/AL8AvwC/AL8AvwS3BLcEtwS3BLcLtGRKMGxw1OGD84oX9K36Q98FNhjhuY1Id/4NK6Mnti/+Shv8I/cWVduLKuLnP04IQxZjV10iB+gmvqwjV14Zl049q6cW3duLZuXFs3rq0b4G6QukHqxjPoxvjDQSzamKzt4UXYUJuhHX6WbTHC6588ZWB83xTMp/bwska0FUZQlTvtOYwdmDTam7Lb4PTO5OFfpRg8xaApBh0usIfaEm2XNzRE/8CYsVPGhlPGTupHf3Kw48CuTT+cPDStJ+Af+Nzww8F/TjTUKq9v0qTB3cb17zjFmd6bOtGf3k6a9rHhX44e3G3CcG/k0MV6+LPRE4aHKHGpJS61xKWWZci/HDl5+gpcDF2APzhpythp/4VU37hwYMKUaWE3asrA4ISgf5epA7v2jeufMKrfGjs4dXJ/NBSV4wbHDIzqGzdhcIo/7Y+H1vLjpkxkd+T0/yhN4Gt0ga/RBb5GF/gaXeBrdIGv0QW+Rhf4Gl3ga3SBr9EFvkYX+Bpd4Gt0ga/RBb5GF/gaXeBrdIGv0QW+Rhf4Gl3g6zmBr+cEvp4T+HpO4Os5ga/nBL6eE/h6TuDrOYGv5wS+nhtqa3fjoSJh2v+mddrojGBHNh3RdNS0jr2GGMod0l6jXaRquEnb9rT/RG3c8HtKe3qm/1RKf3Bi/4SRU8eN6x9+1jlSV47UlSN15UhdOVJXjtSVI3XlSF05UleO1NWDd9eDd9eDd9eDd9eDd9eDd9eDd9eDd9eDd9eDd9eDd9eDd9eDd9eDFNyDFNyD++jBfWArsytnW6At0XYNt8M101A7/XqHlkQj0Db/Fmgl2uncGlucNbY4a2xx1tjiHFJy7a7XN75/3f7lRjSddtMRTUc2HdV00qaTNZ286RRNp/SaAUew12ZPsCfZU+yl7GXs5ewV7JEhyBBkCDIEGYIMQYYgQ5AhyBBkSDIkGZIMSYYkQ5IhyZBkSI6sOLLiyIojK46sOLLiyIojK46sePWKjJSMlIyUjJSMlIyUjJSMlIyUjJSMjIyMjIyMjIyMjIyMjIyMjIwj5xw558g5R845cs6Rc46cc+ScI+e8+pyMgoyCjIKMgoyCjIKMgoyCIxccueTIJUcuOXLJkUuOV3K8ktdccuSy9BlbIzrddqcrOl3Z6apON+10s04373SLTrdDa3do7Q6t3aG1O7R2h9bu0NodWrtDa3do7Q5NdGiiQxMdmujQRIcmOjTRoYkOTXRookOTHZrs0GSHJjs02aHJDk12aLJDkx2a7NBUh6Y6NNWhqQ5NdWiqQ1MdmurQVIemOrS0Q0s7tLRDSzu0tENLO7S0Q0s7tLRDSzu0rEPLOrSsQ8s6tKxDyzq0rEPLOrSsQ8s6tLxDyzu0vEPLO7S8Q8s7tLxDyzu0vEPLO7SiQys6tKJDKzq0okMrOrSiQys6tKJDKzq0skMrO7SyQys7tLJDKzu0skMrO7SyQ+vkEtHJJaKTS0Qnl4hOLhGdXCI6uUR0cono5BLRySWik0tEJ5eITi4RnVwiOrlEdHKJ6OQS0cklopNLRCeXiE4uEZ1cIjq5RHRyiejkEtHJJaKTS0Qnl4hOLhGdXCI6uUR0cono5BLRySWik0tEJ5eITi4RnVwiOrlEdHKJ6OQS0cklopNLRCeXiE4uEZ1cIjq5RHRyiejkEtHJJaKTS0Qnl4hOLhGdXCI6uUR0colIU3fMuD0mjhVp1nRydPKi6ZToFCOaThudsvnjEn88VGQ0nXbTkU1HNZ206WRNJ286HAdQ2W4GbDcDtpsB282A7WbAdjNguxmw3QzYbgYUzYCiGVCIptOMLJqRRTOyaEYWzYCiGVA2A8pmHNmMI5txZDOOaqCq+WPV/LFq/lg1f5xhZNU8KNU8KNXcu2ruXTX3rtr8m6Lp4FJVc++quXfV3Ltq7l01966ae1fNvSvRjNw8BNU8BNU8BCWbkZunoZqnoZqnoZqnoWQzcsZOg8gaRNYg8gaRN4i8QeQNIm8QeYPIm5HzZuRmYqtmYqtmPquiGbBoBiyaAYtmwKIZsGgGLJoBi2bAsrnUshm5bEYumwHLZsAmiFSJj6dNEKUjRNNRTSdtOnnTaT7VRErabj7VzI20mRtpMyXSZiakzUxIm5mQNhMgbd572rz3tHndafOW0+Ytp83LTZt3msrmU7L5lGqgTRSkTRSkzeRPm8mfqubjqvl42nw8bT6eyqbT3Ffa/HHZ/Kp54GnzwNOyucLmyadN+kqbV5A1ryBr8ljWvIusSWhZ81Ky5qVkTZxmzdvJmoSWNa8pa15T1iS0rHlfWZPZsia6s+YNZs0bzJrozppXmTXRnTXvNGveada806yJ7qx5uVkT3VnzTjPZDKiaTtaM00Rl1oRe1oRe3qSCvBknb1JB3kySvJkkeZMK8ma25E0qyJtpkzfTJm+uJ2/mT97Mn7yZP3kzf/Imi+bNRMqbiZSrZuRmRuXNDebN1MqbqZU3UytPm5GbOZanzciNNPNGmnkjzbyZh3kzD/Mmh+fNw8yzZuSsGTlrRs6akZt8mDdPPm/yYd7kw7zJh3nzUnK+lCYf5k0+zJt8mDf5MG/yYd7kw7zJh3mTBvMmxeVNZiuaSVs0E7Jo3lfRvK+ieV9F876K5n0VzdspmndRNK+gaF5B0byConkFRfMMi+YZFs0TK5onVjRPo2ieRtHce5Hzbxpok/CLJs8XTXovCv5Nc2FNJimbnFA2OaFsckI5gn+jmk7adLKmkzedoukAUTZhXjaRWzaRWzYBWzYBWzZBVEr+pBm5efJl88DLJkDK5smXTVyUTVyUzbsom7gomydfNpO/bCZ/2Uz+spn8ZTP5y5Qfby6jeXFl8+LKZvKXzeQvm1dZNq+ybCZ/2Uz+spn8Z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r7o7fr+tv+/PcfUbv9ffY44Tye68fA2sjda5VXiEehq5syk/le7Tmo5wCeujHUG63fNmZRCh040OeZ6fr4Ka+kx+Z9fqMZgo7f2j2vk7YxpB5V5M/kcM6hGrZ9kKUVyF6x1jIiO9C0/0qPkUKinubeRta5HnObFVrM5OkuR/QrPQs9y7xBr56xp0v/ZpTzKngPGs9RlE3CkLoW+5J4QxvtSQ2Uug7m4+t7CASXi69JHh/+QburUdjed+sZd1lb6tc/10s50qtW0y0F9VbL7leaDxpGtn7vZGxvTaW+rzHebPaUx+V6bbsmGKu0+Sy0a9MygNB9p/Vzsp5mK5HtzeqO/taX+UN/701865nqGGrtMGfn+oanB1BrbjOtolr7pVAdsl4OYEjLMWbZV33S7D7rX/dEd9jTnOQ/JOwyY+sdib9x/Ce6Xysb2TTc6v9C10yvphDafu9Bj3diObvR5iz5cs/Z5jVbfQ2qCsT8Rn0f+BH+T+wz0CRrvlaS014h1ZK8Lc5iIdZuzO4lhA34veTO8Q7qI1h5S5jphn9MfON2zF+/NpH/AXAX3To9UsoUU2iDuFwz0N7a08d9Or2luWM4L61piT4co+R5DqUVZW8Vu8bc7RbBWipiO+wKZ0w30Q5gjQezGvdKyjx1+ZJNjOkjzDqyjS90PYxyYA/6X01iUeVPEodk12qfESoj9Gc+H0+0d4SumHKfj1Q9ibsY/rrAeKHvgvuO0LsEcaf4/BcyxcL0e4mSfXTjbyT659B0dq7iG0m4fX1H/qOl62VMX75VGn4y1Zc8d34f1jHHW98JO6pse8TjrkJJ34XgyJ8IaCPNMnN/ZTGfMo3KSfcvpPknel/kK7onk88DXkz0nI03X0Lc73BX7HWQfJPvf1enexm3xeX2Fukv20tI/v9p05ut6XWa59Tx3nuey5bPt2ZR8d75vM9+TST+T+ymfKWF/fA/ut5T3QcwveVrWEbnX6BidX/nfJ87d75zkgOR9xwDIT48rj8l1TvIgDeaKNrLYH3Fvo1bjL/aGPa9zID79lhars45xA+AcMY89Cs8xj46XrDHbk0fZSo+32jxi/Sbuk83ptG6NeeqhjEGXSE2D+vJzJ/ky2efBXBff+1An+7Vkf16+j2oTw7WH9W7m8aQ+y/e43NYKfPLsOJNV6AfJh3HcmT9AjFCpJW1WI4/HXkL/WD/NVwDih+YYfTfWzblXUfQN83YfOtnvzT3BPdyzeIdeS7iOJP/pdR1lkLEUk5Ldid/t5qS2zzpO8yKVj2xbvZ7xJPNG6aMqb9QZzE9ln+h8izxiDnrQli6g1xKR6wn2/AOj/R/cV7+V7cejHoGOG0B79DTajfyc7Z1o95fvAynixMHVz8mIyA7co8+Ycu/C0eW1vCaOWfk/C5X++qCv5xE5n1nfu/Jsw53+r8IYhfsN+f8Pnf5kr6EhMWtM3dczWvwtI953VfEnxpZ8/ff139d/U/dP1m6U62H+vOX/7liPu607HTk1oS2p7O2G7/Mf/4ovwwAAAHicY2BgYGaAYBkGRgYQmALkMYL5LAwVQFqKQQAowsWgwKDGYMXgyRDMEMaQzpDJkM9QxlD5cP7//0A1MLkgoFwiUC6HoQgi9//x/3v/T//f+3/r/83/V/5f8X/Z/yX/F8nVQu3CARjZGOAKGJmABBO6AoiTGYBOxASsqFw2GIOdg4GBEyHOxc3Dy8cvwCDIwCAkLCLKwCAmLiEpxcAgjc9l9AMA9B0kvXicfVVNb9tGEF1SkiVLFsoEaWCAhyy7oWBDUlw0aeu6rsNKpCxFSWtZMrB00pa0pEC+5RS0QQvo5oBpf0evo/Qi31Kg1/yHHHpsjjm7M0tSsI20BGXuvPl6OzO7dlo/fP/do4eHvjwY9Pd7e99+8+B+916nvdvy3Gbja+fuzlfbX259sfn5Z59u3KrX1ir2TfHRjdVrV4wPyqXiciG/lMtmdI3VPNEKOFQCyFZEu10nWYQIhOeAADhCrYs2wANlxi9aOmj5+JKlE1s6C0vN4Ntsu17jnuDw2hV8rh32JK5/c4XP4a1aP1DrbEUJZRQsCz24tzpxOWgB96D1dBJ5gYvxZqViUzTHxXqNzYolXJZwBWviyUxb29HUQl/ztmY6K5QpLWRsLxzBXk96rmlZvsJYU8WCpSbkVSx+TJzZCz6rvYp+nRvsKKiujMQofCQhE6JTlPGi6ASuVGFduLD+7O9V3PIYasL1oCowWHd/kUCDnG0IHr1jSF68/eciEibIkm28Y7SkLS7KhPp0zZAbMsT9WRZxeTF32BEKMO3JWObsyHzJnI2qD3pAmlep5sMD0kxTzcI9EBa1yguS9+lkFaZHvF7D6qvXxhf1HDKV4Gg4oW84joTrxnUbSHBcXDhhsldv9vEG2ocBbuKYytCTsCGewDXRiA0Q4NSD475ULokbXGsCC4aJF2x4LvHiXhS4MUGKJXrylN0+ezO7w80/brM7zCcecL2JTal4kRw9hhuBOcL5fMylaYHjY/l8Icc+dUkYsP4G01kqo/LCvV2yTo1p53m7wKVuZnzqFgK8hX9EYxsVBrZLidTRxjaXmslSM8ySWNDqQhwUMnazTaoMuTbbpuVb8fM/lMyEU86GwrlYBgILTnGe/6QWWxOhde6N3XMELwTNJQSTaO/nqVMtksToUaB2tlNVxsaTi5iOYRREXVzlwPa4FGPhC5whZ0/S3qjWqr/dvuj2DqXqdjIlgwtSrN+MJWAWqlNBb+IMtqpm2lYl7yp5IbYvqTupmkcF0e1HFFwkARnHE4SbXqp0whebV+/g0Wzh7SZaoeAGb0Xh/Gx6FM0cJ3riBZMtiiE6o0j05bapuO7LX8xnlOoq62rdQaNew7unMRPa897M0Z73D+WpwRh/PpAvdU1vBg1/dhN18pQz5ihUJ5RAEjgJFGkfhYKyN08dxqZKm1WAkodzjSmskGIaG871GDNSTEcsG2OOwujBJq1OsMR43Xp8RO352Z9EgU+Hi13HVuKrgSZ2GOhiZ6bpSytQFOMGlESD8LuE343xJcLzOBjadQ2LQ3dSFAi8p3CgJDO1eBQzFJLPz84G0nptvvUtHLVH+DuUsFzFuz9n30O7XfoFCO/CdBgSD3YgyTdvd4Y+jm0aEE06sIwRlpMIaNFSPjSO6DTE3mADlf8UBZj64FcpqTz21TgbwNpiC9sex8xVKNGGH10Vn6iziUehaJ/QZxm5sb6MERNFTObHRcqvIPOhQNUw4FjtLBv2cdTju7RoxsgYr8RsZax+RTNRMtpWxi6Vi7B8CwPiS+vSLTqSOTvv+zF5JZ0kBpjbgBIyqpwrZeKA1UFVh7jge4JUyfRPCtObs33xI94sRFpFyqMaynYnxMs/9i8hIjZT5wLdEaUkxl8xmqedr2DdM/Zgfva7+Mk699Rrgv450GAy8xQHm/nRZQAeVuu1wmW0rOAoKpTf7xDXq1BefBH8F+H1gLJ4nOXWd3wTdR/A8VyujI40TRe0JQ17FVI2IioBIQQKHbTHKKPIEERGSRtZFqqIooyylb1ngLbHCshUBJygIspQtotVWQ7A+k0+z5/P/4+v15NXP3nnLkm5u983KaXBqs+4Vk9oYfMZl+rxLYXZ4NbjWgtjIRf66VXbCH0hG2rpVdoKNaEGVAcbJIIVqkEcJEBVqKLHOm0+5TJcgovwA3wPF+A8nIOz8B18C2fga/gGTsNX8CWcgi/gc/gMPoVP4GM4AcfhGByFD+EDOAL79Bg/J/UYTdgLPtgDu/WYIcIu2Ak7QIePAqgtdFtjoTk0g6bQBJIDa6va2TLpiclCaADjI93aRPgL/oDf4SE8gPtwD+7COb1ac+EsfAffwjdwGr6GvRxLGOO2B76CL2E37AQfo7gGVsMq2AUr4Awsg5VM60yYBW8zYG+yNQ3GMMIz4C0YBSPhZRjB2zXoA72hF/SEdyATMmA5pMJ0SIc06A7dAqhmtrpCCsQGhsgYA6OhB0RDFESCBSLADOFggjAIhRDIgmCG9jBTd4ipS2SWrFANEiAOqkIQ46Yybj8xNj/CdbgGx5mQY/ARHGUKPoRtsBW8zFI8C96Ky9MSBgeOWo3lIGIgGqIgEiwQAQqHa+Bwy+EJPIYrHO5luAQX4Qf4Hi7AefiAMzoCh+EQHIQDsB/eh32wmZPeBBthA6yHdXCVC7IQFsBcKIL5jP48mAgTYDyMgznwCnggH/JgEJ+OHBgA/eEFaMGqNIdm0BSawEBIBjs0hiRoCA2gLtSB2lAf6vEBMjLCjRjhh3Af7sFd+A3K4A7chltwE27Ar/AL/Aw/wY9wHR7ANbgKV5jPxkxdI0iChtAA6kM9qAO1oCbUABuEMMLBUBkqQUVG+DcmsgzuwG24BTfhV/gFfoaTTOQXcANOwefwGaP4CXwMJ/jA1mVLZxRLoBi2wxJYDO/Bp7AlgFqB4VsEU6EQXoMpMBmGMoo74CUYzry8CEOgFDqBCzpAe3BAO3gDXod34Rl4DtrC09AGukBncMJT0BoqM8KV4FmoCBUgCFT4z8wr0BGeBwNMYgbL4W92DmPrCTyGR/AX/Al/wEH+IhyA/fA+lOrRM4SSAMYCFuDVAEqi43hEB9vv4S7bQ+mBqavtinRZuhSWavtIOip9KH0gHZEOS4dCe9oOSjulHZIulUolUrG0XdombZW80hZps7RJ2ihtkNZL66S10uqQ4bZV0kpphbRcWiYtlZZIi6X3pHelRdLC4HG2udIcqUiaLe1VM9V0R0hP2yzZmBk81NY+WO2hphuGG2xqBipr9KhmctKrYZUe6b8EK2EuzNEtDqEIZsMsmAkz4B14G6bDW5AK3XW5uD6lG6RAV+gCLugMTugEHXVzJ+F56ABWqAYJEA9xUFWXtfQpVSAWYiAaoiBSl5X2KRZHL/G+dE+6K/0mlUl3pNuy4helH6TvpQvSeemcdFZW7zvpgLRf2iftldbIKi2QhfApi7nY78FLXJjhMAxehKEwBAbDIHgBBkJLaMFlag7NoCk0gWSwQ2OuTyOoBBWhgp+9apqaqre1tTikpho6SlmSWn5YdjZo5NwbeBAZ6/Qp2/SoaHnTVj0qQfDCFj2qlrAZNsFGTnwDrId1sBbehUWwEBYwj/NhHuTAAM6/P/SDvpANfaA39IKeoEEWZEIPyIB0SIMkaMhVbAD1oR7UhTpQG2pBTajBha4ONggCFYyggMExVaa0XPpbeiI9lh5Jf8lY/in9Id2Ubki/Sr9IP0s/ST/KeF6XrklXpZPSF9Ln0mfSp9In0sfSCem4dEzySXtkhHdLuySfUsyKbIcVsByWsSJLYQm8CdN0i114g6s3FV6H16AQpsBkKIBXYRJMhAkwHsbBK+CBfMgDN4yFXBgDo2EUjIT24GDR2sFz8Cw8A23haWgDT0FrlrAVRIAZwsEEYRDKN1IIBENlR7J4S1bkW+mM9I10Wvpa+kr6UjolqzRfvmzmBb5wXubij3CMlvOYptaxvaHabVMVu+11V6H2mrdQm+Iq0CZ7C7TQgrYFKQVqaEGCMKnAW3C+oOKrronaJO9ELWhi9ERjyATXOG28d5wWOk4Je8Xl0bI81zz3PWq0J8szxJPvWeA5LTsqrfPs9Bz1qL7yw45Iz1NtnYWeOR5jtDxvNHgUs393dU9ouDPf5dbyvG4tyF3bneVW25S5FaPDrQx057qN8qId7tr1nf4XJ7hj453V3Q53ulsd6xqj5XrHaKNdo7Q7o5SI9iGqZqgunZJUg1nNMhSpWY5yo2Fk7khj8Ag525fsw7Th3mHai/Yh2lDvEG2wfZD2gn2glmPvrw3w9tf62bO1vt5srY+9t9ZLXt/TnqVp3iwt056h9fBmaGn2VC1V9ne3p2jdvClaV7tL6+J1aekupbPdqXVSW9nkL6khUX5yEwsTyxKDQgdac63GXOsla5lVza1WVs04JUExx0+JL4pXzXJn5C7OFlcUtzKuOK6COfBADcuNLIw05loKLcYmFofllOWSJchgWWUxmovMK83FZjXNnGO+Yy43BxWbleLwQ+Enw9W08JzwMeGqOdy/rUY4wu1NnWaTI8VmSjapzySb2pnSTGqRSXGY7M2cDlPtes52YWlhOWHqyjDFEVa3gfNOSHmI0REiTziC6zaWuyoJToOqVFcUgxIhqJX9a6HE2ORL3rAjVqmgyP8JSrMyk5JSfJXKe6SUVE7vW6JML6mT6b93ZGSXVJxeYtCy+/YuVZTZfUoV4/NZJdEpGdlsT5s1y9DBmlJizexdssraJ6WkUB44/A/K5YHBWhpr6NAnaUCeJy8pKSkvKS9f7vMH5MmefI/8BFDkXvTk+5/JzzP4X/jfb/6n+UVJeZ4ceXdgX57/93qS/Fv+/P/Gv/z2bztC5X99AP/Xt6o5A/4BRSkWKAAAeJytlFtsVFUUhr81ZdoCMpYiVAkQkJvEG4nCiwaCQR+N8cknMb6YYPD2ItF4C1FC4r2IAjrirVCKVlQUK0opqJSWqpXSgkil3FqgUFss2MI5/nufwzAt5c05OTNr/f+/9uyz/nU25KUhKObi5zFe4F3K2EAFW9jB73TZEB7gRTZzkGN00mtYno20MTaN/+0TLEouYFhOJbkUQdgTtgWlYRskU1lIsbKiQVMuImFh2N4fC4qDjUFd7lAKfG1BokZoh7WHPYnZLg9nujyx2MW+oiMvHZQH7/fZzjw98SM8qm48zoM8pOwJFvIUT/MMz/Icz7NIHXmJxSzR98u8wqu8xhu8STFLeYtlvM07LGcFK9XN90gLX6Y87Vk8s4oPKWENa1nHp3zGB8o/4mM+YbXQUuFlyld7RVmsSQspEVYaV5XzOetjLoq/4Eu+knvl/fJv2Mi3fB3/VvAdm/ieH+RqpXyuir8jJhu/fEUtW9nGj/zEz2ynWrNSI2wndfxyCT4QdkF7+VV+5TfqNYG7aGA3TexhL3+wn2ZaNIuHOOEVEbuPP8X8JbSF1n6VjZnaSNUs3YF4jSMclb6Ndk5m1UT6fVK10s0ZzXy+jbaxlrIR/MNZ5cNslJgeG6xogk21G+0mu9lutRl2m82xO+xeZdOZz8O8rrlYKvejeViheXhSc7REmJuWyPESvXWlGZfL5ZtzbaV67q7NvvNVA3Rqp550jarWe48v9aoqrtgufofmLlvlnNzaZzXX8bV+B25uKqSojKurM240aJVdfbrZwmExrm+Ob/JMje9ys+/yIfFHvAtOFfW3Uf7uzqywTfs9oNp6+VLvVc61PbqdplqqdeL3x861clxuOc+OKTuqeJM/mQ5rx87LgzFXK6ZD59VpOXuKvxV1KXbXFiGduk8KPaV/6NLtNMe1rw7t6IQ87pTrZ8T8q7ibc7pOa0c99CpyzF4x3T7vJSQg1KlolrAc4S7G15zT85/XbgIpAzPOW44Nslydn/manCE21K7Q/LhKj0SraKoSUjku3yNez9mM/korsOFWaCPsKp3Do7RqSlihXR0zgy8wViQslaUfCR67xkYrGmfjbQJ1OsnH0a35HqMJH2/Xik3YWPncYBM12dfZNJtut9gMVUyyyfo3N+mzbLZNFDLZpthU/V6v59PE2+1i5thcu1NsaDfYTL0Ps+yugc78xHK9Af6j87spmbKkzv+qxN0sVN6oGVzFPdzH/cxPtiZqmZsc/h+ncv5IAHic7cKtFUBQAIDR9/w+/yYQJckEkiAKgmAaSZQlAwiCYxJZMIPoCHaQvnOvECL7SEu2ctZq7dY7/TFWMzcPq7dLlapJXc7mVu7uFd7pD0ESjGEcLlEDAAAAAAAAAAAAAMBfXqgHGh8AeJytWQlwHFV6fn1P9/T0TPccPfd9j0ZzSnNqpnVr5JEl2TpsybdhbQw2BqrWHOtlWSrlJVu7LBgnhEogJIQNIalgCRuBySapqNhsElflcEGRwoRNCgLUqmqTsKEW0Cive2YkSxyxt1ZT0rx5fajf9//f93//G4CCAQDQm4hpgAEKdJ5HQKK8QOEzK+nzJPFWeQFD4RCcx+RpQp5eoMjZz8oLiDyf4T18wMN7BlB3w4883jhKTH/y/AB+GQCAA7D2PuEnxkEN7AV3gDvB6ZdBB3pQojOVfNg3ild2X0IvAQE40bckbvz4Pg0mgHEBviqHl9B/kzQqcDwf3udLakZpbGoJcS1a7pwsLSHjC4NjR5eQ0AI2Fn4FG8FqYFcsVl2BrysrglhAEivLhUIiwRfgB92KboWHb6+vpJIBDvF5O9GubAXNdWLwDc+knajRwKGUExMrZCZtMnAY5UTgAM7i8slIBZ7Yifq8HDzRiWIcJr9l0sotEOzC3vfO7H/6rt7gzgf3Wbx6WhvqP/L9A8fPzYfCB37/lDWTLTiDWQPB2hOBQk7vTOQ9yV6bgaMYTohZhWRxpPHEzpvzetaZDuZHojpSYzrSORQXjcntRVdvtSD6B3orqz+9vbwtuuPUWOXUiZsT8YmBvME7Pl7LeyP9s/HSiWPHcqEBqepOHhv3CAyh8U3vPTjrjUU4AxPvjAic1p1CPw72lrusnMuqcydyIueLpRuvW/KlPp+9K2JRG2x8YNvYJIbCmKFgZu1/UAz7c6AHIZD8SzjzGWCAAV0FTuBDnl2w1Ikl5IcL2pHN0EPQr0CIEQ6TUctVMBlabNMn5BOVJVQMRzJWlIajQiSctaLfVVnCyhyiUpnhXCRrwTBTNO/X6fz5aLQkv5dWa9GCT6f1FWLRojxRBAAB2bVP0C7CAIxg8BVsCBuGT3IeQfund0laI1AzRjVgcEK3g5gOx8zVqpIXr2XSqaRNUn/+WCq5O9B6WH3zaSmkiuo82WAoZWewXyC8JxMMphw06mN0DEHAP/jftkdAwQ0+D347wYEUqIBnNz/RRdGkYokwWMJISZMOFxzOPHxFwkRhCclJXKSDDTtNtKiiHA5ffgkpvSR1TPqm+ebTVa1jK0IhIRaEwkpzDbrTZ5aXEbPuyipfuHJZWdP5G78VXDKipD4i6p2IzAJ5+SGsE4sh2DoWSMYDwSAgBeCsnPb47b76PbPJXmMXTmi8pXg0Y6fRtMoW7YnuOKwgFpQR+5kq50fm588ezTfe00f7E+dqp7cdlRzYR9I3T87Z9HccavzS5GMZjsYJtcAirnQ9Y2kITUS1avzxjpB36Ng99qRP33gkNrATIGtrax9gPyICYBQ8tBndVwGPfgiqoBv9L4m3VuELBPjuARfVQXWk2CWkujCwM7WEnFyUXDMyDBCE6gqvKIRQgIgqYiHrhJwbzPVf2QRQUYmWPJAtFNe1RQYMygcpSw78jGM/wkhao6O5aM+ObPe2hOgrj42Plf317y7f3XtiumjHoTLwDJ8YOtBf2lV2+Uuj27eV/CPfOn9rem40a6Dx51VOf8BlsDgszlSPy59LdCQL2w5W9z19asDo9DidKncg5Da4Am5ndjASyCeiyfy2Q71zjx/v0Yp2vRHy5sW1T4h+yBsvOLiFN3YgekWTiTEyZrVjB2BMoldtNKs2EaUq45Xh4SvNZ2TA+C89c4NTISyorB8V9RlEoRdCUuhf0IZgJVMa8mvQJzHUmkulcg4VegJF/pcSPLl4slvg9J28UY1hapMef8Tm4QlcbdB9Zsfe5/QMTppifpl3lbUPcAv2BgiCEjjX1qTmihZph8q5hMZeDIaCJRUcLIBgagl9TmL1dCnkwIMA89SiS8j0gnW0ewmZuiBxY1hdWYAS6iqMslJPrlxdgSvWybFXBOQGrlZQUOpOtSWOzeQwiTlILkVoOuFhDl+vK9hNeK7HFTJTqF3bN3e8OHFMspnT249/b/fObyV18JgzLKrQxj/5pvPRoe6ITUObw66OPRM9nMco4LRW/bB7uBjM77+3v3rusYeOVQf7xo0CQWuZxke5XLh/1/6DEWd31NI1f8+gjJ8f4geIkyAO+sBzm/GTBDXvcLrcvly+YC/YhQIvABk+upNnCnkvTmXg6iVNaNQu8GqcE4e4ehkCsShRY226KJnQrMpXVhJy3kD14pabPwIiw3nxhu+1zrxgiJKxDeaQlmhD4aKUIU60qrYWket5BccBxPDE92anHkhoIYblGI5QKOdOBQKdNhU6TLBaLSX0zxxOF6YqYTPdWKXEsCc+P1HR2CHQ4YFcxM6hD/b91mPfOVrp668b9QYDAWuBmiTVOqbxhJhJJwR3b9btSA9sm6haujvsXXvuHTyT6wpJM/sPQd6V1j7E5rDXQRe4YzPKF+x2wIezlxAfIACDhBcSo+5LiB9YgAGZWJQCrfWvXlmpwl8kcXm5kICwvQqy13dFS+hbOgXzzCSnWdPjkBC8lljh2JxasOm09kglld3RE7aqh+v5iUKEZ2iVhrcV67uTz/+JmN1595NHwnUpZaaww2Ix6zM7LZ21vftn3ZNTDh+MHZ/Jxq0eq+7Pnut59OxvHpNYo10U2jw9ThwHHVCqz27JM8YTr3rhAdqbk/NLa+zwYqEhOEkDFcklZY7ZR4tfwDE5IxQRh5YvkUkrqSUzlLvBG3yOpXhbwsV1P9CmqanJ0pvbLLUpLC1M94TNjDkDeborNFxK8vtRzgWzK2GFXD0NUygymIvYuHT3FqaWAjBj6pOh3nNnYWbxjrAJeaOdVqsTuXyod/bAgVh9rGu3TFeIYwnWwZ9AvesEZXBhM44Xo+kciQN6CT0r0T6edWIGgy+xhD4shYCP59n0h9Hca2FA6kiJnCAPkC+Qf0VSNowkndFRdk1yrjMNmgSwf9/emGyeCwkkcbVpGxQrLcMb+NVv1srGGMIhmzIRpa5VR4h3NijTl5LPwH7S+9C/PLoHx6f29t0ynmVZhlTzalaaO1k88PCBpCW/6/Qzt8w/OBX5uFpOj5djmqmJ2/qc6L+O3LWzQ4zrJ3foRT2n5TtiQYY1GzThHffP9v/Oue8cqcSG5/vDXf6enQmjPwU9xmjjLFYl7gbT4KktlURw8q5L6N2wxvAQTr5WHpFqJalmMtWkEg6i0CwEF7cPO6FkhS+WXH5hZKRbnpL8420YlmGarS7LTnlZhA6i6SGU9kQpKi8D9rpvscV5aNsNS8u4BUOdyLUOJKdvsbyEtKy46ESwKkao1JyK1JtdgjvhNau0f6BlMRXL6dXP/J6uNHff9uwQQ+DQsKg5moTTWvks+rdPshqMYnR6zQm9rmf+vu3WbNRNkgSRJW1ev0tPUqQQqsTqeiPjDvid+s9+vvOb0zEdZKGGtHvgBIqh+nA1jv6cNzNuf8ChPzz1rZkYQbMkoehEd+OsUs/LYBK8s0UnjH6d1YbWM9me8uSEw95jB/Zyz7AsGYI6Ys+WgR0ncjXXZE8G90sy25OjgiDW4UhS+8fCmKgXUSsmLiHYokS0YVWSsypneEsO5GKVWF5ZTq8XKx5WqgKIyamv/fX9FxhG4gvjVUFy12kV9gj1b5z/+vSZuI5FKUYrsKyvOFPNTJYDKo1VrdSzsVv6HE1Z+rx9kCVJw1pCdkWU0Pkz8502o8ogkHYvDAxv4GETFundZff0Zl3ZPd8Y6YXl75bKhqH4hWIooD558yFj1/y9gzB+QdiXdRDbYf8YAcc2x+/FiMvghF0QIqkZl9NpcEVwv0W7hJy7SEj+mqUly2+PrfDNGFxZkQ0DRP2l/+dcmRCbe80tzRwaoMzhYizaZcNV7RHW+BjVutL+QAIagPNwKKs1HOJ/F8i4NBpXJuBPuznOnf40y2iVvoTB7oXNCZRmrdLzIcpaY9A7GcHwlkzVwR5UYgBsQ2GjOUTUN5pQ6+VWF/r5g9d0oW1Dg/hQrTPtDyasNNo2LHJJ8bYfacOENJ+HdEDuzMsd6KbnEQfi8c6CaPJ6tnvn5+H/znvVO0f58BICfb9UG813ekQGmOJq7/z2gQKXqdQydXu99WhN5wUNxTK0/5AakBhQvJZhD3C51QYs/ir32tR0QwY0BR/7qikFFG0LHLH5ZjSQFPEUqoXQ+JNWGrsVJ33x8Mx4j2ayOSljd4wk/B3tyXbQF1GNLeZ0hUwU6jAO7b4lX5zOOXBxePfR3ND+olWlWkcZFcW4mChmd5/qb9x2zWRK7ChsnsROM1qakNlx1lcrBly50Zh/pBgIDe7t9g0HmjHC3oMxKoJ7t8SITVmttiCmxbmA1iiDaZC6R3HOFrBqU0GVO1Zz1+kWiE0MV5BmMNpReBkYr+cqpXyQNwA09h5N3d4iCMTyNoIIxiO7xitfjuXcrcWh/SUr+oZvKLD65gZg5rQ+XvxKwCJDe5v7KWXoc9YgTiJIgNnNSMm7Uq8AM/DDvyxwIN4F/WhkCfFd2yy0d6QgKF9ywjVVtK2+raahLbA4tmYrzt//zNduPnsouTFqfMaHejrS49VOJ7cxQu8cefyR+w/mE/O/MTPy+A8eOCCPjkR74+ZQ3+yBw/FoHxz1zx481MoBFq4tA+7ZkgP6MM87BDtw2LWsi02wmAaD3mK/pJPio4KdDztCpOitieuS0S4tcibwmZZcyl7iqy/Z4iC+lGEmjMVVrFavpgWTlfeODeXYiY2YL6BcO+Z2c3W4HtC6bEaSxP6U8iczHXaKorLTd1Qat38+1N+PjXQ5cZImSEVHURhrCuIxBB7cjMerQIveA01XFj0n6U0l+AI+bVayDf4nwXwgjbqXEHAxmvilZNvc8nzBxg57nZdt7pbkXR18fW9sc5nuyipdAtoCiqI4Pavxpfvjvpxfn6nvqqeLtz91U3J2MMmqKIyiWU7FebvHS5GesD41Ojua6j762L7oeDXBqLFTbCLp04uC4IqaXdFAuDzTW39gXxdnsKpVAkfbvV47b3ZY9N4Oi68jGC7O9A7fO59RCyY1I+O3b+1n6Lv4eTC4dQdEcnR3xHKxPhXdS/fm6FgsmRNzIkj2jeR6y6oOaDUv0DFP9wgsrDsWJc81nr2wkr5ckLd7Lssowta/2bovL+vOKC3Wxeu+RSvXZHP6pZZ/3aOi6x5VcbVwVZScfn8zhRHBiNlrEVQqtUqjo2l/Km8vz1dcKEFgs7dpWEpnFW4NKyIlVwE0/Nc8i51jXH6/Q9/Yq41owgGKprS8PhkP0LSOpSzdU2W1w+3RIIu8mc91BX8MCylBwEL6Y5OM6SzsV0XsNehD79uCqU1tBqlyOuXzW8xAbfan0mWfhYaW0FmDcMxekHRjxEaL2az6UKKXlbqp9E+667tso0Bu7B11r3saBc62w2/PHYIyHHXJlMRshqG5Y/mhgyUbTZ1okVauhJCABpcpsmuiqqsjujaXPW1qPuIbLvlD/fty3uEAGmnPrr5vSprMITvXtff+UeTb7WmI0wmoZe9CnFJgZjNOLwMPGl0QTOFL6HOQ5W70UUktmeI1r8ZW07TUSE4wuNorK7qrCkvprYdbtYrDqPZWokLC1m6iEeZK+7uGd0kyMHfb6RpjD3f7c5KXRW5BUNqWiYU7LSqkTmR2DlecmM6TCQYSFhr7I7VbuO3NK/+wn+NplGCNOsyrs7MGo4bEGZ5dvcNCj/3uMy8c0ugYHCogXKehcQ7W7ddAEhzd0hv6DPrIJfSP4Rq96LOLZrPcgP+7xEn6zppPZXDUDNu48VYBLrQWfLmQWO/8JPYLz9tYeVOcERj5TYvPtNZuwt4jSe/417499RFtixSDsS4zqvmPsyiucWUDkYSZRveg6R0DBTPKebpjUhJ7WuPm9yz/49unGs9qeDVJ6cw8EsPmNHZGMLEExhi0qw9ve+KpP9wpR1kn12KoL/hPoacfBftA/mUwh5xbnCiyScj9lzSJwJBUHNFD9r8YkBN442uh6kr1crNl1b2lfP3WqjGeGxUCT9pE6Td/s/Rmi+k2GvtB4+SNqQPM9jAqRa3UDGUOlaJyU0CpxFZTsGH5/vlGZcPvRSa2tA6AAKBxF/YOwSnfrZbANJgB4xfiprhJVe5l0CKoAQp5AULsRgFQAQQ5Lwk4GsiR2KRNw5+cRCYHKHQKVK++fXXv21cvw/fL8nbM6yu61ddhMwmlOZVEeA+v/BrkvYD2NlYFKSHNKqUUshaq7f5IAX3j69Bmf4lg73w2jg2t+tGvuweOjjixeMDkEijEQvis6kRfWNA4Er5gMWIlVRROMpQqlOvzDh4Z8Db+HldxNBdz2316Ut7Y0kQ8Vq+eagQJ7pP/JrhPZ/GBT1/F+O6bt2fIezRqlKBVP/TYnMmS0xBw8BqthuMouws6BkHL+HomV5+k7W4Ho+FonZFVO1xOhmNVWtOq5/8ASus/dAAAAHicrZK/TsMwEMa/lEKFhFBH2G6viNrSjQk6AEOHRhW7SdzUIq0rO+3OxisgnoAH4AUY2HgO3gBG+BKMBBJjE9n53Z3vT3wHoI0XRPh++pgGjnCI18ANtPAReAuH0XHgJvk28Db2oqfAO9S/B27hpHFHr6i5SymrI1QcMdd94Ab28RZ4i/rPwE30o1HgbRxED4F3qH8O3MK60cYjhH5d9DAgjWCQwsHCc01RUjckOSzrXVFjSAvEtJyi4CtIqMsxo83XkuZX8/Sae8aTeJR+tzeQkUmd9XZaytC6pXWqNHYRy2lRSGLyWekl0V67tc7oc4UJzhlsjAt0WIRiKoNrhjU4whmLKBj8kkm/LSldJufJ+KIzVIW5dubozBbZZUmBpqqoHCueVIyAROerQrlNZ9l0tOoSfbhwYYtiNkpo0M7z5qQXd2XTSf/6C1fVU8VV1v3PWNS8vsQb6qoZqSwzav+fnryWV5yfn9Mpv3PKij9l6llht0MpYrwoKZ3K9Fy5G7FTKWf61+Dkzq6WlTq186VaGO1jfAGe0a8AAAB4nH3aRbQ15dWG66/cqzbu7s6asxR3d3fX4C6B4Anu7u7uDgnuHiSBhARLcCfoOY3z73m3Do2Mt1UPNOa9V8a4JrgT/n//qXb/f//HmeBO8CYkE6abMO+EZkI7YZiwzIRlJyw3YfkJK0xYccJKE1aZsPqENSasOWGtCetOWG/C+hM2mLDhhE0c1/Ec3wmc0Imc2Emc1Mmc3Cmc0qmcMWciZ2JnEmdSZzJncmcKZ0pnKmdqZxpnWmc6Z3pnBmdGZyZnZmcWZ1ZnNmd2Zw5nTmcuZ25nHmdeZz5nfmcBZ0Fn5IijTu00Tut0Tu8MzkLOws4izqLOYs7izhLOks5SztLOMs6yznLO8s4KzorOSs7KzirOqs5qzurOGs6azlrO2s46zrrOes76zgbOhs5GzsbOJs6mzmbO5s4WzpbOVs7WzjbOts52zvbODs6Ozu+cnZydnV2cXZ3dnN2dPZw9nb2cvZ19nH2d/Zz9nQOcA53fOwc5Bzt/cA5xDnUOcw53jnCOdI5y/uj8yTnaOcY51jnOOd45wTnROck52TnFOdU5zTndOcM50znLOds5xznXOc8537nAudC5yLnYucS51LnMudy5wrnSucq52rnGuda5zrneucG50bnJudm5xbnVuc253bnDudO5y7nbuce517nPud95wHnQech52Pmz8xfnEedR5zHncecJ50nnKedp5xnnWec553nnBedF5yXnZecV51XnNeevzuvOG86bzlvO35y/O2877zj/cP7pvOv8y/m3857zvvOB86HzkfMf57/Ox84nzqfOZ87nzhfOl85XztfON863znfO984Pzv+cH52fnJ+dX5xfnd/cCa7juq7n+m7ghm7kxm7ipm7m5m7hlm7ljrkTuRO7k7iTupO5k7tTuFO6U7lTu9O407rTudO7M7gzujO5M7uzuLO6s7mzu3O4c7pzuXO787jzuvO587sLuAu6I1dcdWu3cVu3c3t3cBdyF3YXcRd1F3MXd5dwl3SXcpd2l3GXdZdzl3dXcFd0V3JXdldxV3VXc1d313DXdNdy13bXcdd113PXdzdwN3Q3cjd2N3E3dTdzN3e3cLd0t3K3drdxt3W3c7d3d3B3dH/n7uTu7O7i7uru5u7u7uHu6e7l7u3u4+7r7ufu7x7gHuj+3j3IPdj9g3uIe6h7mHu4e4R7pHuU+0f3T+7R7jHuse5x7vHuCe6J7knuye4p7qnuae7p7hnume5Z7tnuOe657nnu+e4F7oXuRe7F7iXupe5l7uXuFe6V7lXu1e417rXude717g3uje5N7s3uLe6t7m3u7e4d7p3uXe7d7j3uve597v3uA+6D7kPuw+6f3b+4j7iPuo+5j7tPuE+6T7lPu8+4z7rPuc+7L7gvui+5L7uvuK+6r7l/dV9333DfdN9y/+b+3X3bfcf9h/tP9133X+6/3ffc990P3A/dj9z/uP91P3Y/cT91P3M/d79wv3S/cr92v3G/db9zv3d/cP/n/uj+5P7s/uL+6v7mTfAcz/U8z/cCL/QiL/YSL/UyL/cKr/Qqb8ybyJvYm8Sb1JvMm9ybwpvSm8qb2pvGm9abzpvem8Gb0ZvJm9mbxZvVm82b3ZvDm9Oby5vbm8eb15vPm99bwFvQG3niqVd7jdd6ndd7g7eQt7C3iLeot5i3uLeEt6S3lLe0t4y3rLect7y3greit5K3sreKt6q3mre6t4a3preWt7a3jreut563vreBt6G3kbext4m3qbeZt7m3hbelt5W3tbeNt623nbe9t4O3o/c7bydvZ28Xb1dvN293bw9vT28vb29vH29fbz9vf+8A70Dv995B3sHeH7xDvEO9w7zDvSO8I72jvD96f/KO9o7xjvWO8473TvBO9E7yTvZO8U71TvNO987wzvTO8s72zvHO9c7zzvcu8C70LvIu9i7xLvUu8y73rvCu9K7yrvau8a71rvOu927wbvRu8m72bvFu9W7zbvfu8O707vLu9u7x7vXu8+73HvAe9B7yHvb+7P3Fe8R71HvMe9x7wnvSe8p72nvGe9Z7znvee8F70XvJe9l7xXvVe837q/e694b3pveW9zfv797b3jveP7x/eu96//L+7b3nve994H3ofeT9x/uv97H3ifep95n3ufeF96X3lfe19433rfed9733g/c/70fvJ+9n7xfvV+83f4Lv+K7v+b4f+KEf+bGf+Kmf+blf+KVf+WP+RP7E/iT+pP5k/uT+FP6U/lT+1P40/rT+dP70/gz+jP5M/sz+LP6s/mz+7P4c/pz+XP7c/jz+vP58/vz+Av6C/sgXX/3ab/zW7/zeH/yF/IX9RfxF/cX8xf0l/CX9pfyl/WX8Zf3l/OX9FfwV/ZX8lf1V/FX91fzV/TX8Nf21/LX9dfx1/fX89f0N/A39jfyN/U38Tf3N/M39Lfwt/a38rf1t/G397fzt/R38Hf3f+Tv5O/u7+Lv6u/m7+3v4e/p7+Xv7+/j7+vv5+/sH+Af6v/cP8g/2/+Af4h/qH+Yf7h/hH+kf5f/R/5N/tH+Mf6x/nH+8f4J/on+Sf7J/in+qf5p/un+Gf6Z/ln+2f45/rn+ef75/gX+hf5F/sX+Jf6l/mX+5f4V/pX+Vf7V/jX+tf51/vX+Df6N/k3+zf4t/q3+bf7t/h3+nf5d/t3+Pf69/n3+//4D/oP+Q/7D/Z/8v/iP+o/5j/uP+E/6T/lP+0/4z/rP+c/7z/gv+i/5L/sv+K/6r/mv+X/3X/Tf8N/23/L/5f/ff9t/x/+H/03/X/5f/b/89/33/A/9D/yP/P/5//Y/9T/xP/c/8z/0v/C/9r/yv/W/8b/3v/O/9H/z/+T/6P/k/+7/4v/q/BRMCJ3ADL/CDIAiDKIiDJEiDLMiDIiiDKhgLJgomDiYJJg0mCyYPpgimDKYKpg6mCaYNpgumD2YIZgxmCmYOZglmDWYLZg/mCOYM5grmDuYJ5g3mC+YPFggWDEaBBBrUQRO0QRf0wRAsFCwcLBIsGiwWLB4sESwZLBUsHSwTLBssFywfrBCsGKwUrBysEqwarBasHqwRrBmsFawdrBOsG6wXrB9sEGwYbBRsHGwSbBpsFmwebBFsGWwVbB1sE2wbbBdsH+wQ7Bj8Ltgp2DnYJdg12C3YPdgj2DPYK9g72CfYN9gv2D84IDgw+H1wUHBw8IfgkODQ4LDg8OCI4MjgqOCPwZ+Co4NjgmOD44LjgxOCE4OTgpODU4JTg9OC04MzgjODs4Kzg3OCc4PzgvODC4ILg4uCi4NLgkuDy4LLgyuCK4OrgquDa4Jrg+uC64MbghuDm4Kbg1uCW4PbgtuDO4I7g7uCu4N7gnuD+4L7gweCB4OHgoeDPwd/CR4JHg0eCx4PngieDJ4Kng6eCZ4NngueD14IXgxeCl4OXgleDV4L/hq8HrwRvBm8Ffwt+HvwdvBO8I/gn8G7wb+CfwfvBe8HHwQfBh8F/wn+G3wcfBJ8GnwWfB58EXwZfBV8HXwTfBt8F3wf/BD8L/gx+Cn4Ofgl+DX4LZwQOqEbeqEfBmEYRmEcJmEaZmEeFmEZVuFYOFE4cThJOGk4WTh5OEU4ZThVOHU4TThtOF04fThDOGM4UzhzOEs4azhbOHs4RzhnOFc4dzhPOG84Xzh/uEC4YDgKJdSwDpuwDbuwD4dwoXDhcJFw0XCxcPFwiXDJcKlw6XCZcNlwuXD5cIVwxXClcOVwlXDVcLVw9XCNcM1wrXDtcJ1w3XC9cP1wg3DDcKNw43CTcNNws3DzcItwy3CrcOtwm3DbcLtw+3CHcMfwd+FO4c7hLuGu4W7h7uEe4Z7hXuHe4T7hvuF+4f7hAeGB4e/Dg8KDwz+Eh4SHhoeFh4dHhEeGR4V/DP8UHh0eEx4bHhceH54QnhieFJ4cnhKeGp4Wnh6eEZ4ZnhWeHZ4TnhueF54fXhBeGF4UXhxeEl4aXhZeHl4RXhleFV4dXhNeG14XXh/eEN4Y3hTeHN4S3hreFt4e3hHeGd4V3h3eE94b3hfeHz4QPhg+FD4c/jn8S/hI+Gj4WPh4+ET4ZPhU+HT4TPhs+Fz4fPhC+GL4Uvhy+Er4avha+Nfw9fCN8M3wrfBv4d/Dt8N3wn+E/wzfDf8V/jt8L3w//CD8MPwo/E/43/Dj8JPw0/Cz8PPwi/DL8Kvw6/Cb8Nvwu/D78Ifwf+GP4U/hz+Ev4a/hb9GEyIncyIv8KIjCKIriKInSKIvyqIjKqIrGoomiiaNJokmjyaLJoymiKaOpoqmjaaJpo+mi6aMZohmjmaKZo1miWaPZotmjOaI5o7miuaN5onmj+aL5owWiBaNRJJFGddREbdRFfTREC0ULR4tEi0aLRYtHS0RLRktFS0fLRMtGy0XLRytEK0YrRStHq0SrRqtFq0drRGtGa0VrR+tE60brRetHG0QbRhtFG0ebRJtGm0WbR1tEW0ZbRVtH20TbRttF20c7RDtGv4t2inaOdol2jXaLdo/2iPaM9or2jvaJ9o32i/aPDogOjH4fHRQdHP0hOiQ6NDosOjw6IjoyOir6Y/Sn6OjomOjY6Ljo+OiE6MTopOjk6JTo1Oi06PTojOjM6Kzo7Oic6NzovOj86ILowuii6OLokujS6LLo8uiK6Mroqujq6Jro2ui66ProhujG6Kbo5uiW6Nbotuj26I7ozuiu6O7onuje6L7o/uiB6MHooejh6M/RX6JHokejx6LHoyeiJ6OnoqejZ6Jno+ei56MXohejl6KXo1eiV6PXor9Gr0dvRG9Gb0V/i/4evR29E/0j+mf0bvSv6N/Re9H70QfRh9FH0X+i/0YfR59En0afRZ9HX0RfRl9FX0ffRN9G30XfRz9E/4t+jH6Kfo5+iX6NfosnxE7sxl7sx0EcxlEcx0mcxlmcx0VcxlU8Fk8UTxxPEk8aTxZPHk8RTxlPFU8dTxNPG08XTx/PEM8YzxTPHM8SzxrPFs8ezxHPGc8Vzx3PE88bzxfPHy8QLxiPYok1ruMmbuMu7uMhXiheOF4kXjReLF48XiJeMl4qXjpeJl42Xi5ePl4hXjFeKV45XiVeNV4tXj1eI14zXiteO14nXjdeL14/3iDeMN4o3jjeJN403izePN4i3jLeKt463ibeNt4u3j7eId4x/l28U7xzvEu8a7xbvHu8R7xnvFe8d7xPvG+8X7x/fEB8YPz7+KD44PgP8SHxofFh8eHxEfGR8VHxH+M/xUfHx8THxsfFx8cnxCfGJ8Unx6fEp8anxafHZ8RnxmfFZ8fnxOfG58XnxxfEF8YXxRfHl8SXxpfFl8dXxFfGV8VXx9fE18bXxdfHN8Q3xjfFN8e3xLfGt8W3x3fEd8Z3xXfH98T3xvfF98cPxA/GD8UPx3+O/xI/Ej8aPxY/Hj8RPxk/FT8dPxM/Gz8XPx+/EL8YvxS/HL8Svxq/Fv81fj1+I34zfiv+W/z3+O34nfgf8T/jd+N/xf+O34vfjz+IP4w/iv8T/zf+OP4k/jT+LP48/iL+Mv4q/jr+Jv42/i7+Pv4h/l/8Y/xT/HP8S/xr/FsyIXESN/ESPwmSMImSOEmSNMmSPCmSMqmSsWSiZOJkkmTSZLJk8mSKZMpkqmTqZJpk2mS6ZPpkhmTGZKZk5mSWZNZktmT2ZI5kzmSuZO5knmTeZL5k/mSBZMFklEiiSZ00SZt0SZ8MyULJwskiyaLJYsniyRLJkslSydLJMsmyyXLJ8skKyYrJSsnKySrJqslqyerJGsmayVrJ2sk6ybrJesn6yQbJhslGycbJJsmmyWbJ5skWyZbJVsnWyTbJtsl2yfbJDsmOye+SnZKdk12SXZPdkt2TPZI9k72SvZN9kn2T/ZL9kwOSA5PfJwclByd/SA5JDk0OSw5PjkiOTI5K/pj8KTk6OSY5NjkuOT45ITkxOSk5OTklOTU5LTk9OSM5MzkrOTs5Jzk3OS85P7kguTC5KLk4uSS5NLksuTy5IrkyuSq5OrkmuTa5Lrk+uSG5MbkpuTm5Jbk1uS25PbkjuTO5K7k7uSe5N7kvuT95IHkweSh5OPlz8pfkkeTR5LHk8eSJ5MnkqeTp5Jnk2eS55PnkheTF5KXk5eSV5NXkteSvyevJG8mbyVvJ35K/J28n7yT/SP6ZvJv8K/l38l7yfvJB8mHyUfKf5L/Jx8knyafJZ8nnyRfJl8lXydfJN8m3yXfJ98kPyf+SH5Ofkp+TX5Jfk9/SCamTuqmX+mmQhmmUxmmSpmmW5mmRlmmVjqUTpROnk6STppOlk6dTpFOmU6VTp9Ok06bTpdOnM6QzpjOlM6ezpLOms6Wzp3Okc6ZzpXOn86TzpvOl86cLpAumo1RSTeu0Sdu0S/t0SBdKF04XSRdNF0sXT5dIl0yXSpdOl0mXTZdLl09XSFdMV0pXTldJV01XS1dP10jXTNdK107XSddN10vXTzdIN0w3SjdON0k3TTdLN0+3SLdMt0q3TrdJt023S7dPd0h3TH+X7pTunO6S7prulu6e7pHume6V7p3uk+6b7pfunx6QHpj+Pj0oPTj9Q3pIemh6WHp4ekR6ZHpU+sf0T+nR6THpselx6fHpCemJ6Unpyekp6anpaenp6RnpmelZ6dnpOem56Xnp+ekF6YXpRenF6SXppell6eXpFemV6VXp1ek16bXpden16Q3pjelN6c3pLemt6W3p7ekd6Z3pXend6T3pvel96f3pA+mD6UPpw+mf07+kj6SPpo+lj6dPpE+mT6VPp8+kz6bPpc+nL6Qvpi+lL6evpK+mr6V/TV9P30jfTN9K/5b+PX07fSf9R/rP9N30X+m/0/fS99MP0g/Tj9L/pP9NP04/ST9NP0s/T79Iv0y/Sr9Ov0m/Tb9Lv09/SP+X/pj+lP6c/pL+mv6WTciczM28zM+CLMyiLM6SLM2yLM+KrMyqbCybKJs4mySbNJssmzybIpsymyqbOpsmmzabLps+myGbMZspmzmbJZs1my2bPZsjmzObK5s7myebN5svmz9bIFswG2WSaVZnTdZmXdZnQ7ZQtnC2SLZotli2eLZEtmS2VLZ0tky2bLZctny2QrZitlK2crZKtmq2WrZ6tka2ZrZWtna2TrZutl62frZBtmG2UbZxtkm2abZZtnm2RbZltlW2dbZNtm22XbZ9tkO2Y/a7bKds52yXbNdst2z3bI9sz2yvbO9sn2zfbL9s/+yA7MDs99lB2cHZH7JDskOzw7LDsyOyI7Ojsj9mf8qOzo7Jjs2Oy47PTshOzE7KTs5OyU7NTstOz87IzszOys7OzsnOzc7Lzs8uyC7MLsouzi7JLs0uyy7PrsiuzK7Krs6uya7Nrsuuz27Ibsxuym7ObsluzW7Lbs/uyO7M7sruzu7J7s3uy+7PHsgezB7KHs7+nP0leyR7NHssezx7Insyeyp7OnsmezZ7Lns+eyF7MXspezl7JXs1ey37a/Z69kb2ZvZW9rfs79nb2TvZP7J/Zu9m/8r+nb2XvZ99kH2YfZT9J/tv9nH2SfZp9ln2efZF9mX2VfZ19k32bfZd9n32Q/a/7Mfsp+zn7Jfs1+y3fELu5G7u5X4e5GEe5XGe5Gme5Xle5GVe5WP5RPnE+ST5pPlk+eT5FPmU+VT51Pk0+bT5dPn0+Qz5jPlM+cz5LPms+Wz57Pkc+Zz5XPnc+Tz5vPl8+fz5AvmC+SiXXPM6b/I27/I+H/KF8oXzRfJF88XyxfMl8iXzpfKl82XyZfPl8uXzFfIV85XylfNV8lXz1fLV8zXyNfO18rXzdfJ18/Xy9fMN8g3zjfKN803yTfPN8s3zLfIt863yrfNt8m3z7fLt8x3yHfPf5TvlO+e75Lvmu+W753vke+Z75Xvn++T75vvl++cH5Afmv88Pyg/O/5Afkh+aH5Yfnh+RH5kflf8x/1N+dH5Mfmx+XH58fkJ+Yn5SfnJ+Sn5qflp+en5GfmZ+Vn52fk5+bn5efn5+QX5hflF+cX5Jfml+WX55fkV+ZX5VfnV+TX5tfl1+fX5DfmN+U35zfkt+a35bfnt+R35nfld+d35Pfm9+X35//kD+YP5Q/nD+5/wv+SP5o/lj+eP5E/mT+VP50/kz+bP5c/nz+Qv5i/lL+cv5K/mr+Wv5X/PX8zfyN/O38r/lf8/fzt/J/5H/M383/1f+7/y9/P38g/zD/KP8P/l/84/zT/JP88/yz/Mv8i/zr/Kv82/yb/Pv8u/zH/L/5T/mP+U/57/kv+a/FRMKp3ALr/CLoAiLqIiLpEiLrMiLoiiLqhgrJiomLiYpJi0mKyYvpiimLKYqpi6mKaYtpiumL2YoZixmKmYuZilmLWYrZi/mKOYs5irmLuYp5i3mK+YvFigWLEaFFFrURVO0RVf0xVAsVCxcLFIsWixWLF4sUSxZLFUsXSxTLFssVyxfrFCsWKxUrFysUqxarFasXqxRrFmsVaxdrFOsW6xXrF9sUGxYbFRsXGxSbFpsVmxebFFsWWxVbF1sU2xbbFdsX+xQ7Fj8rtip2LnYpdi12K3Yvdij2LPYq9i72KfYt9iv2L84oDiw+H1xUHFw8YfikOLQ4rDi8OKI4sjiqOKPxZ+Ko4tjimOL44rjixOKE4uTipOLU4pTi9OK04szijOLs4qzi3OKc4vzivOLC4oLi4uKi4tLikuLy4rLiyuKK4uriquLa4pri+uK64sbihuLm4qbi1uKW4vbituLO4o7i7uKu4t7inuL+4r7iweKB4uHioeLPxd/KR4pHi0eKx4vniieLJ4qni6eKZ4tniueL14oXixeKl4uXileLV4r/lq8XrxRvFm8Vfyt+HvxdvFO8Y/in8W7xb+KfxfvFe8XHxQfFh8V/yn+W3xcfFJ8WnxWfF58UXxZfFV8XXxTfFt8V3xf/FD8r/ix+Kn4ufil+LX4rZxQOqVbeqVfBmVYRmVcJmVaZmVeFmVZVuVYOVE5cTlJOWk5WTl5OUU5ZTlVOXU5TTltOV05fTlDOWM5UzlzOUs5azlbOXs5RzlnOVc5dzlPOW85Xzl/uUC5YDkqpdSyLpuyLbuyL4dyoXLhcpFy0XKxcvFyiXLJcqly6XKZctlyuXL5coVyxXKlcuVylXLVcrVy9XKNcs1yrXLtcp1y3XK9cv1yg3LDcqNy43KTctNys3Lzcotyy3Krcutym3Lbcrty+3KHcsfyd+VO5c7lLuWu5W7l7uUe5Z7lXuXe5T7lvuV+5f7lAeWB5e/Lg8qDyz+Uh5SHloeVh5dHlEeWR5V/LP9UHl0eUx5bHlceX55QnlieVJ5cnlKeWp5Wnl6eUZ5ZnlWeXZ5TnlueV55fXlBeWF5UXlxeUl5aXlZeXl5RXlleVV5dXlNeW15XXl/eUN5Y3lTeXN5S3lreVt5e3lHeWd5V3l3eU95b3lfeXz5QPlg+VD5c/rn8S/lI+Wj5WPl4+UT5ZPlU+XT5TPls+Vz5fPlC+WL5Uvly+Ur5avla+dfy9fKN8s3yrfJv5d/Lt8t3yn+U/yzfLf9V/rt8r3y//KD8sPyo/E/53/Lj8pPy0/Kz8vPyi/LL8qvy6/Kb8tvyu/L78ofyf+WP5U/lz+Uv5a/lb9WEyqncyqv8KqjCKqriKqnSKqvyqqjKqqrGqomqiatJqkmryarJqymqKaupqqmraappq+mq6asZqhmrmaqZq1mqWavZqtmrOao5q7mquat5qnmr+ar5qwWqBatRJZVWddVUbdVVfTVUC1ULV4tUi1aLVYtXS1RLVktVS1fLVMtWy1XLVytUK1YrVStXq1SrVqtVq1drVGtWa1VrV+tU61brVetXG1QbVhtVG1ebVJtWm1WbV1tUW1ZbVVtX21TbVttV21c7VDtWv6t2qnaudql2rXardq/2qPas9qr2rvap9q32q/avDqgOrH5fHVQdXP2hOqQ6tDqsOrw6ojqyOqr6Y/Wn6ujqmOrY6rjq+OqE6sTqpOrk6pTq1Oq06vTqjOrM6qzq7Oqc6tzqvOr86oLqwuqi6uLqkurS6rLq8uqK6srqqurq6prq2uq66vrqhurG6qbq5uqW6tbqtur26o7qzuqu6u7qnure6r7q/uqB6sHqoerh6s/VX6pHqkerx6rHqyeqJ6unqqerZ6pnq+eq56sXqherl6qXq1eqV6vXqr9Wr1dvVG9Wb1V/q/5evV29U/2j+mf1bvWv6t/Ve9X71QfVh9VH1X+q/1YfV59Un1afVZ9XX1RfVl9VX1ffVN9W31XfVz9U/6t+rH6qfq5+qX6tfhubMOaMuWPemD8WjIVj0Vg8loylY9lYPlaMlWPV2NjYRGMTj00yNunYZGOTj00xNuXYVGNTj00zNu3YdGPTj80wNuPYTGMzj80yNuvYbGOzj80xNufYXGNzj80zNu/YfGPzjy0wtuDYaEzGdKwea8basW6sHxvGFhpbeGyRsUXHFhtbfGyJsSXHlhpbemyZsWXHlhtbfmyFsRXHVhpbeWyVsVXHVhtbfWyNsTXH1hpbe2ydsXWjfXbdcdnRsFy82pa7bLvqtvMv+H+P0f895P8e9f89mv97tP/36P7v0f/fY0j+7zsLjr9G4y8Zf+n4qx5/NeOvdvzVjb/68df4hoxvyPiGjG/I+IaMb8j4hoxvyPiGjG/I+IaOb+j4ho5v6PiGjm/o+IaOb+j4ho5v6PhGPb5Rj2/U4xv1+EY9vlGPb9TjG/X4l+vxLzfjX27Gv9yMf7kZ/3Iz/uVm/MvN+Jeb8X/7ZnyjGd9oxzfa8Y12fKMd32jHN9rxjXZ8ox3faMc32vGNbnyjG9/oxje68Y1ufKMb3+jGN7rxjW58oxvf6Mc3+vGNfnyjH9/oxzf68Y1+fKMf3+jHN/rxjWH8y8P4l4fxLw/j3xvGvzeMf28Y/94wpONXtqA9R/YUe6o9a3s29mzt2dmzt6etjWxtZGsjWxvZ2sjWRjYxsomRTYxsQmxCbEJsQmxCbELsP0hsTWxNbE1sTW1NbU1tTW1NbU1tTW1NbU1tTW2ttrXa1mpbq22ttrXa1mpbq22ttrXa1hpba2ytsbXG1hpba2ytsbXG1hpba2yttbXW1lpba22ttbXW1lpba22ttbXW1jpb62yts7XO1jpb62yts7XO1jpb62ytt7Xe1npb622tt7Xe1npb622tt7Xe1gZbG2xtsLXB1gZbG2xtsLXB1gZbs4CIBUQsIGIBEQuIWEDEAiIWELGAiAVELCBiARELiFhAxAIiFhAZ2Zq1RKwlYi0Ra4lYS8RaItYSsZaItUSsJWItEWuJWEvEWiLWErGWiLVErCViLRFriVhLxFoi1hKxloi1RKwlYi0Ra4lYS8RaItYSsZaItUSsJWItEWuJWEvEWiLWErGWiLVErCViARELiFhAxAIiFhCxgIgFRCwgYgERC4hYQMQCIpYKsVSIpUIsFWKpEEuFWCrEUiGWCrE+iPVBrA9iURCLglgUxKIgFgWxKIhFQSwKYlEQK4FYCcRKoFYCtRKolUCtBGolUCuBWgnUSqBWArUSqJVArQRqJVArgVoJ1EqgVgK1EqiVQK0EaiVQK4FaCdRKoFYCtRKolUCtBGolUCuBWgnUSqBWArUSqJVArQRq5692/mrnr3b+auevdv5q5692/mrnr3b+auevdv5qN69282o3r3bzajevdvNqN69289pgwv6D7PzVzl/t/NXOX+381c5f7fzVbl7t5tVuXu1Hg9qPBrWbV7t5tZtXu3m1m1e7ebXfBGo3r3bzajev9ptA7fzVzl/t/NXOX+381c5f7fzVzl/t/NXOX+381c6/tpuv7eZru/nabr62m6/t5mu7+dpuvrabr+3Qazv02g69tkOv7bpru+7arru2667tumu77tquu7brru26a7vu2q67tuuu7bpru+7arru2667tumu77tquu7brru3vfG3XXdt113bdtV13bddd23XXdt21XXdt113bddf2F722667tumu77tquu7brru2kazvp2k66tpOu7aRrO+naTrq2k67tpGs76dpOura/6LVdd23XXdt113bdtV13bX/na/s7X9vN13bztd18bTdf283XdvO1/Z2v7fxrO//azr+286/t/Gs7/9rOv7bzr+38azv/2s6/tvOv7fxrO//a/i9BbSWorQS1laCxHwKNRaGxKDQWhcai0FgUGotCY1FoLAqNRaGxHwKN9aGxPjTWh8b60NgPgcZS0VgqGktFY6loLBWNpaKxVDSWisZS0VgqGktFY6loLBWNpaKxVDSWisZS0VgqGktFY6loLBWN/SZorBqNVaOxajRWjcaq0Vg1GqtGY9VorBqNVaOx3wSNBaSxgDQWkMYC0lhAGgtIYz8PGmtJYy1prCWNtaSxljTWksZa0lhLGmtJYy1prCWNtaSxljTWksZa0lhLGmtJYy1prCWNtaSxljTWksZa0lhLGmtJYy1prCWNtaSxljTWksZa0lhLGmtJYy1prCWNtaSxljTWksZa0lhLGmtJYy1prCWNtaS1lrTWktZa0lpLWmtJay1prSWttaS1lrTWktZa0lpLWmtJay1prSWttaS1lrTWktZa0lpLWmtJay1prSWttaS1lrTWktZa0lpLWmtJay1prSWttaS1lrTWktZa0lpLWmtJay1prSWttaS1lrTWktZa0lpLWmtJay1prSWttaS1lrTWktZa0lpLWmtJay1prSWttaS1lrTWktZa0lpLWmtJay1prSWttaS1lrTWktZa0lpLWmtJay1prSWttaS1lrTWktZa0lpLWmtJay1prSWttaS1lrTWktZa0lpLWmtJay1prSWttaS1lrTWktZa0lpLWmtJay1prSWttaS1lrTWktZa0lpLOmtJZy3prCWdtaSzlnTWks5a0llLOmtJZy3prCWdtaSzlnTWks5a0llLOmtJZy3prCWdtaSzlnTWks5a0llLOmtJZy3prCWdtaSzlnTWks5a0llLOmtJZy3prCWdtaSzlnTWks5a0llLOmtJZy3prCWdtaSzlnTWks5a0llLOmtJZy3prCWdtaSzlnTWks5a0llLOmtJZy3prCWdtaSzlnTWks5a0llLOmtJZy3prCWdtaSzlnTWks5a0llLOmtJZy3prCWdtaSzlnTWks5a0llLOmtJZy3prCWdtaSzlnTWks5a0llLOmtJZy3prCWdtaSzlnTWks5a0llLOmtJZy3prCWdtaS3lvTWkt5a0ltLemtJby3prSW9taS3lvTWkt5a0ltLemtJby3prSW9taS3lvTWkt5a0ltLemtJby3prSW9taS3lvTWkt5a0ltLemtJby3prSW9taS3lvTWkt5a0ltLemtJby3prSW9taS3lvTWkt5a0ltLemtJby3prSW9taS3lvTWkt5a0ltLemtJby3prSW9BaS3gPQWkN4C0ltAegtIbwHpLSC9BaS3gPQWkN4C0ltAegtIbwHpLSC9BaS3gPQWkN4C0ltAegtIbwHpLSC9BaS3gPQWkN4C0ltAegtIbwHpLSC9BaS3gPQWkN4C0ltAegtIbwHpLSC9BaS3gPQWkN4CMlhABgvIYAEZLCCDBWSwgAwWkMECMlhABgvIYAEZLCCDBWSwgAwWkMECMlhABgvIYAEZLCCDVWOwagxWjcGqMVg1BqvGYNUYrBqDVWOwagxWjcGqMVg1BqvGYNUYrBqDVWOwagxWjcGqMVg1BqvGYNUYrBqDVWOwagxWjcGqMVg1BqvGYNUYrBqDVWOwagz2C2SwgAwWkMECMlhABgvIYAEZLCCDBWSwgAwWkMECMlhABgvIYAEZLCCDBWSwgAwWkMECMlhABgvIYAEZLCCDBWSwgAwWkMECMlhABgvIYAEZLCCDBWSwgAwWkMECMlhABgvIYAEZLCCDBWSwgAwWkMECMgxD9v89RwsuuCDeI7wFb8W7xrvBu8W7w7vHG7sj7I6wO8LuCLsj7I6wO8LuCLsj7I6wK9gV7Ap2BbuCXcGuYFewK9gV7Cp2FbuKXcWuYlexq9hV7Cp2Fbs1dmvs1titsVtjt8Zujd0auzV2a+w22G2w22C3wW6D3Qa7DXYb7DbYbbDbYrfFbovdFrstdlvstthtsdtit8Vuh90Oux12O+x22O2w22G3w26H3Q67PXZ77PbY7bHbY7fHbo/dHrs9dnvsDtgdsDtgd8DugN0BuwN2B+wO2EWvRujVCL0aoVcj9GqEXo3QqxF6NUKvRujVCL0aoVcj9GqEXo3QqxF6NUKvRujVCL0aoVcj9GqEXo3QqxF6NUKvRujVCL0aoVcj9GqEXo3QqxF6NUKvRujVCL0aoVcj9GqEXo3QqxF6NUKvRujVCL0aoVcj9GqEXo3QqxF6NUKvRujVCL0aoVcj9GqEXo3QqxF6NUKvRujVCL0aoVcj9GqEXo3QqxF6NUKvRujVCL0aoVcj9GqEXo3QqxF6NUKvRujVCL0aoVcj9GqEXo3QqxF6NUKvRujVCL0aoVcj9GqEXo3QqxF6NUKvRujVCL0aoVcj9GqEXo3QqxF6NUKvRujVCL0aoVcj9ErQK0GvBL0S9ErQK0GvBL0S9ErQK0GvBL0S9ErQK0GvBL0S9ErQK0GvBL0S9ErQK0GvBL0S9ErQK0GvBL0S9ErQK0GvBL0S9ErQK0GvBL0S9ErQK0GvBL0S9ErQK0GvBL0S9ErQK0GvBL0S9ErQK0GvBL0S9ErQK0GvBL0S9ErQK0GvBL0S9ErQK0GvBL0S9ErQK0GvBL0S9ErQK0GvBL0S9ErQK0GvBL0S9ErQK0GvBL0S9ErQK0GvBL0S9ErQK0GvBL0S9ErQK0GvBL0S9ErQK0GvBL0S9ErQK0GvBL0S9ErRK0WvFL1S9ErRK0WvFL1S9ErRK0WvFL1S9ErRK0WvFL1S9ErRK0WvFL1S9ErRK0WvFL1S9ErRK0WvFL1S9ErRK0WvFL1S9ErRK0WvFL1S9ErRK0WvFL1S9ErRK0WvFL1S9ErRK0WvFL1S9ErRK0WvFL1S9ErRK0WvFL1S9ErRK0WvFL1S9ErRK0WvFL1S9ErRK0WvFL1S9ErRK0WvFL1S9ErRK0WvFL1S9ErRK0WvFL1S9ErRK0WvFL1S9ErRK0WvFL1S9ErRK0WvFL1S9ErRK0WvFL1S9ErRK0WvFL1S9KpGr2r0qkavavSqRq9q9KpGr2r0qkavavSqRq9q9KpGr2r0qkavavSqRq9q9KpGr2r0qkavavSqRq9q9KpGr2r0qkavavSqRq9q9KpGr2r0qkavavSqRq9q9KpGr2r0qkavavSqRq9q9KpGr2r0qkavavSqRq9q9KpGr2r0qkavavSqRq9q9KpGr2r0qkavavSqRq9q9KpGr2r0qkavavSqRq9q9KpGr2r0qkavavSqRq9q9KpGr2r0qkavavSqRq9q9KpGr2r0qkavavSqRq9q9KpGr2r0qkavavSqRq9q9KpGr2r0qkavavSqRq9q9KpGr2r0qkavavSqQa8a9KpBrxr0qkGvGvSqQa8a9KpBrxr0qkGvGvSqQa8a9KpBrxr0qkGvGvSqQa8a9KpBrxr0qkGvGvSqQa8a9KpBrxr0qkGvGvSqQa8a9KpBrxr0qkGvGvSqQa8a9KpBrxr0qkGvGvSqQa8a9KpBrxr0qkGvGvSqQa8a9KpBrxr0qkGvGvSqQa8a9KpBrxr0qkGvGvSqQa8a9KpBrxr0qkGvGvSqQa8a9KpBrxr0qkGvGvSqQa8a9KpBrxr0qkGvGvSqQa8a9KpBrxr0qkGvGvSqQa8a9KpBrxr0qkGvGvSqQa8a9KpBrxr0qkGvGvSqQa8a9KpBrxr0qkWvWvSqRa9a9KpFr1r0qkWvWvSqRa9a9KpFr1r0qkWvWvSqRa9a9KpFr1r0qkWvWvSqRa9a9KpFr1r0qkWvWvSqRa9a9KpFr1r0qkWvWvSqRa9a9KpFr1r0qkWvWvSqRa9a9KpFr1r0qkWvWvSqRa9a9KpFr1r0qkWvWvSqRa9a9KpFr1r0qkWvWvSqRa9a9KpFr1r0qkWvWvSqRa9a9KpFr1r0qkWvWvSqRa9a9KpFr1r0qkWvWvSqRa9a9KpFr1r0qkWvWvSqRa9a9KpFr1r0qkWvWvSqRa9a9KpFr1r0qkWvWvSqRa9a9KpFr1r0qkWvWvSqRa9a9KpDrzr0qkOvOvSqQ6869KpDrzr0qkOvOvSqQ6869KpDrzr0qkOvOvSqQ6869KpDrzr0qkOvOvSqQ6869KpDrzr0qkOvOvSqQ6869KpDrzr0qkOvOvSqQ6869KpDrzr0qkOvOvSqQ6869KpDrzr0qkOvOvSqQ6869KpDrzr0qkOvOvSqQ6869KpDrzr0qkOvOvSqQ6869KpDrzr0qkOvOvSqQ6869KpDrzr0qkOvOvSqQ6869KpDrzr0qkOvOvSqQ6869KpDrzr0qkOvOvSqQ6869KpDrzr0qkOvOvSqQ6869KpDrzr0qkOvOvSqQ6869KpDrzr0qkOvOvSqR6969KpHr3r0qkevevSqR6969KpHr3r0qkevevSqR6969KpHr3r0qkevevSqR6969KpHr3r0qkevevSqR6969KpHr3r0qkevevSqR6969KpHr3r0qkevevSqR6969KpHr3r0qkevevSqR6969KpHr3r0qkevevSqR6969KpHr3r0qkevevSqR6969KpHr3r0qkevevSqR6969KpHr3r0qkevevSqR6969KpHr3r0qkevevSqR6969KpHr3r0qkevevSqR6969KpHr3r0qkevevSqR6969KpHr3r0qkevevSqR6969KpHr3r0qkevevSqR6969KpHr3r0akCvBvRqQK8G9GpArwb0akCvBvRqQK8G9GpArwb0akCvBvRqQK8G9GpArwb0akCvBvRqQK8G9GpArwb0akCvBvRqQK8G9GpArwb0akCvBvRqQK8G9GpArwb0akCvBvRqQK8G9GpArwb0akCvBvRqQK8G9GpArwb0akCvBvRqQK8G9GpArwb0akCvBvRqQK8G9GpArwb0akCvBvRqQK8G9GpArwb0akCvBvRqQK8G9GpArwb0akCvBvRqQK8G9GpArwb0akCvBvRqQK8G9GpArwb0akCvBvRqQK8G9GpArwb0akCvBvRqQK8G9GpArwb0akCvBvRqQK/g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbBb5d4NsFvl3g2wW+XeDbB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smYNbXNjFEOFLvteA6G2I/nXYxlk35Gzu0ma394bk9GeWIkvhuk6069viJDan8uyWCnZOB3K4EbWvr2nXXNekocW+SSRX4Wyvx5QQ5BpwL8+comagMWZff06UQarxZi4/S7srDXhir0Owv6Io/+imMUdeoV42OetXCtwn0JXJXfjsSw+zFsZBvms8wzwi1EJtcJaCPjWQC/gblD29I8hL8m99st108o76PXLwK09Z+oZIyPOW/bW+cBc+O/cYE+RhzTh2LjfTz2ptp38pdNVZ87tAjobkReAD/L75Z83IN9wrN9u4+Rb4aez8bUDFXj26L++OgzfQ6IHIrjgG2MeJbLXBJ0N+KZ1+DW68WwsWV+l3cA1u1Zgc8bLCkWIwYkmsVyqW9oEDfFZ9ZGiG3iEbWR96utvD/5p4/Vmbvm/p8l0uf9aP9y8UU+huA5sj9Dhm9Iz5DJt5qdIV8uZZQ+1oRtDmfI/myaz5lz4FndXpm9Ko7bf6dEtK8EORRR+mclqr6bqvVd1UkCn+MZLf3kv53y6KR9kV+unLMdowTFv7Sf0ZV9+Tz0xZV102eLsr5Du0W4kiD/PkQ6D/m+PsieBx7qy2/M6jBHWgvJY4J8WelFxesC84kgKiuWEpTGC4rlVlHaR7GjYpbiLkGacwsgB+yi6KzoUkCpEmw/zA/ngd9aer0mNyKPWc1IvMpvXWG/4r5S7nku3pscxudebpe6EfSU+RFy3YRcYrbs16Sr1gm5DPLcubKPPJ/ld1afqg0YoYC9bUOM20a+dJOcvSWIJ8oHiR3xNmKSqZ3bCDknct/Ax+PMfrD90DafJfwWaYKOt2CnquxRyMtoX2zLt0/bkOjc6O+Ldot2xz+bI/PkeQG/jdnApDkZ3yc54HU6Xw+q/0C9aC3pw03UOhqHBFTk0HJY3JxZRcxSyIEFkJcGVOW/iu8dclut5LVayWn1NBX5K893Q96qEIuxjWRENvd+3nfOxhOvqWtyjsyfnxfGCicp/qIy2HpejxUkUxRPqQw+YIrYBeaj/Do2yXOUuzfPbfBb5BLGwm9p3a6V4HesxbJGqFd/ccv/18bxdZf/t44jnO8GMD7PI/WdPQropqhXPr+AUL6ycAHPL+bqfR6dCii0E7gG492q3Gm7DH6vcn/uhH3M79sZb5ZlbydXtoCZgvLdihOr730sA7R1FJQfqL5fXA7cKhJ+I9C5MZrx6YbnIl8CyTZA/8Zo9ayl7hlMk3OT4E+8TW/39cs07/YVgbmYZEJjtHIuWvyOxH87UrwvfCtS6/7fuVdS2/BeBgfu53NSXNNVjI+ByRl9jozchnlI5sP4Dc8jcmaZkOc/qnYhlzP1OTDyVP6PGfNa4ID8Rtt/p91R86iMsyepTs+Tesl52b6Lw95RPhPydZ7rhZxdyMfRRjGX9lQGtsf3YK7Nv88eRjgKz5jBP+KTjf/O2J9rD1Ebdrq+L//foIPkN/L8PtqpAI1NkllyfsG8oP/GG7FCmbnXs/Rd0X4b+HbcXeoSfs40xkptdrfK+2iXnL2/Q/qK+2UxIOuyTsj1+hjt1EJ7DVD8S8ejuX+eFfgzhkEKxse9FecqeB4zsLqt4p//7kSR/98Pt2YNe6uosnmKfA6hYk/n9u43f/8/f15HcpzDx8fFM0XN//wL+34d4wAAeJztlGtsFFUUx8/OzA6lD/radtdC596Z3SnWLtuC1RAtJYoNNYFaJNEQo7sVajQ+AMGqaKEJBImJ2kCjwWpp8dGGhwH6UCmtwYjRCsFIbKlY3GXmmMgHidrUYNh7vTtdGymJJMaPnuTcM/85987c+0vuHwBkmMw54BIjKC8K5XK0okQAXB4hZoAHKJhQAiFYALdBJdwBVXA3LINauA9WwWqoh8dgHTTA83AAuqEXPoZBGIHfXatdlyWvdKt0QvpCGpG47JZnyh65SF4ir5UbZa7UKeuV7cpr7txZiwuHtC1aq9am/aJdJnmkkFSR5eR+soo8QB4kjaSHDJDPyBlyjlwi44TRTJpDvXQ2JbSMltMKWknvomG6nm6mr9IWup/20qN0gI7puXqRHtIX6DV6WN+m79a7DMlQjUwjx8gzCgxiFBslRrVRZ9T7JX+WXw9sCIybYEpmupllekyf2WHuN0+ap80f524JPhF8NuTtLOjUmZ9xzgWlv6iUQTlUCCpLHCo1cK+gUudQeRyedqgcdqgcc6g87GqSQJojLRRUhqTzDpUMOV8ulqvkTfLXSkRZozQoO5SdggoUMm27oNKujRMgPkJJNalNUgmTJtJHPiGfk2EyRn4lExQElXyHSukUlYfoOrqRNtFm2k4P0o+uorJcX6lv1ZunqGQ7VLQklYixxqFCA5HAxQC/iso+c8ih0hCMBDcKKt5OymiCCrf4D/w7fpaP8GH+LT/Dv+Gn+Sl+kn/Fv+Sf8uN8kA/wY/wo38G38a28iW/mj/ClbIwdZ/3sQ9bHelg3O8i62HtsL+tge1gba2F3xi/Eo/Hv4+fio+Mf4M/Yj73YjUfwEO7DLnwf38W92IHtuAfb8C1sxTdxN76Br2ML7sKd2Iyv4Mv4Ej6Hz+BT+CQ+ivfgYlyEFXg7lmEpzsMSTLdH7BP2oN1vd9hv25vstXadnWK7rbh1xfrDmrB+sy5aP1mnrD6rx/JZaReuxAZj1bHK2KJYeWx+LBQrib4TbY02Rl+I1p8fHp0YvXS2NrwivCylZsaGyZv1f0wLVUpNFBdcw8cFUvJJgn+OyZXylFb+1nNP/gUS/pUCM0VNhTRIhwyYBZmQJXQ25ECuM8sjMg/ywZtc63PGG0QWwGzhhQCFoAER9113Osa0ffghIJwAoCip54q8EYrhJuEOQZgnVAhKhUvMF/6ZiJuvc67/KNR8Z8yGW1SfmjjNQjVVzVDTxTvPtKnlahasVPPUtOt8slJdmijuA9e23F3/bpd/AtR2ZmJ4nH1VTW/bRhBdUpIlSxbKBGlggIcsu6FgQ1JcNGnruq7DSqQsRUlrWTKwdNKWtKRAvuUUtEEL6OaAaX9Hr6P0It9SoNf8hxx6bI45uzNLUrCNtARl7rz5ejszu3ZaP3z/3aOHh748GPT3e3vffvPgfvdep73b8txm42vn7s5X219ufbH5+Wefbtyq19Yq9k3x0Y3Va1eMD8ql4nIhv5TLZnSN1TzRCjhUAshWRLtdJ1mECITngAA4Qq2LNsADZcYvWjpo+fiSpRNbOgtLzeDbbLte457g8NoVfK4d9iSuf3OFz+GtWj9Q62xFCWUULAs9uLc6cTloAfeg9XQSeYGL8WalYlM0x8V6jc2KJVyWcAVr4slMW9vR1EJf87ZmOiuUKS1kbC8cwV5Peq5pWb7CWFPFgqUm5FUsfkyc2Qs+q72Kfp0b7CiorozEKHwkIROiU5TxougErlRhXbiw/uzvVdzyGGrC9aAqMFh3f5FAg5xtCB69Y0hevP3nIhImyJJtvGO0pC0uyoT6dM2QGzLE/VkWcXkxd9gRCjDtyVjm7Mh8yZyNqg96QJpXqebDA9JMU83CPRAWtcoLkvfpZBWmR7xew+qr18YX9RwyleBoOKFvOI6E68Z1G0hwXFw4YbJXb/bxBtqHAW7imMrQk7AhnsA10YgNEODUg+O+VC6JG1xrAguGiRdseC7x4l4UuDFBiiV68pTdPnszu8PNP26zO8wnHnC9iU2peJEcPYYbgTnC+XzMpWmB42P5fCHHPnVJGLD+BtNZKqPywr1dsk6Naed5u8ClbmZ86hYCvIV/RGMbFQa2S4nU0cY2l5rJUjPMkljQ6kIcFDJ2s02qDLk226blW/HzP5TMhFPOhsK5WAYCC05xnv+kFlsToXXujd1zBC8EzSUEk2jv56lTLZLE6FGgdrZTVcbGk4uYjmEURF1c5cD2uBRj4QucIWdP0t6o1qq/3b7o9g6l6nYyJYMLUqzfjCVgFqpTQW/iDLaqZtpWJe8qeSG2L6k7qZpHBdHtRxRcJAEZxxOEm16qdMIXm1fv4NFs4e0mWqHgBm9F4fxsehTNHCd64gWTLYohOqNI9OW2qbjuy1/MZ5TqKutq3UGjXsO7pzET2vPezNGe9w/lqcEYfz6QL3VNbwYNf3YTdfKUM+YoVCeUQBI4CRRpH4WCsjdPHcamSptVgJKHc40prJBiGhvO9RgzUkxHLBtjjsLowSatTrDEeN16fETt+dmfRIFPh4tdx1biq4EmdhjoYmem6UsrUBTjBpREg/C7hN+N8SXC8zgY2nUNi0N3UhQIvKdwoCQztXgUMxSSz8/OBtJ6bb71LRy1R/g7lLBcxbs/Z99Du136BQjvwnQYEg92IMk3b3eGPo5tGhBNOrCMEZaTCGjRUj40jug0xN5gA5X/FAWY+uBXKak89tU4G8DaYgvbHsfMVSjRhh9dFZ+os4lHoWif0GcZubG+jBETRUzmx0XKryDzoUDVMOBY7Swb9nHU47u0aMbIGK/EbGWsfkUzUTLaVsYulYuwfAsD4kvr0i06kjk77/sxeSWdJAaY24ASMqqcK2XigNVBVYe44HuCVMn0TwrTm7N98SPeLERaRcqjGsp2J8TLP/YvISI2U+cC3RGlJMZfMZqnna9g3TP2YH72u/jJOvfUa4L+OdBgMvMUB5v50WUAHlbrtcJltKzgKCqU3+8Q16tQXnwR/Bfh9YCyeJzl1nlcFOUfwPGdGTw4lmUJVkGWtVI7sPU208pVc90kRZRRDgUrSzpsaWE8Q7C0rFS07LRCzfLYFHg8wjQ1tUsrzdQONbXsLvHqTum7fP72335//PbFZ987M888MzszKHXRRr3+p0p3e+r1P1R6hvC7Su8o/Aa/wjm2nWXpDJyGU9AAJxn5C/zMyp/gR/gBvofv4Fv4Bk6o9Gjha5a+guPKnSgcU+4U4ahydxK+hCNwGA4x5AuWPofP4FM4CAdgP3wC++Bj2At74CNO4kP4AHbDLg77PiPfg3fhHXgbdsIO2A5vwTbYypxb4E1WboZN8AZshHp4HTbAelgHa0FBnUrrKtRCjUrrJqyB1fAahGGVSusirIQV7LccXoVXYBm8DEvZfQkshmp4CV6EF5h6ETzP7s/Bs/AMPA1Psd9CeBKegAUwH6pgHlPPZfc58Dg8Bo/CbHZ4BB6GWTATHoIHVZvuwgyohAqYDuXwAEyDqTAFJsMkmAgWlEEphOB+KIGgSu0h3AcT4F64B+6Gu6AYxsOdcAeMg9vhNrgVxkIRFMIYGA0FkA95KuVaIRdGwUgwIQdGwHDIhmGQBUNhCNwCmTAYboYADAI/DISbYAD0h37gg75wI9wA10Mf6A3XqdbXCb3gWugJPaA7dIOu0AU6N2FoqrVXljqx0gvXQEfIgKvhKrgSroAO0F616iO0g8tVq8gDfZlq1Vu4lJVtwQPp4IY0aAOpkAKtoRW4IJkjJHGES1iZCE5IAAfEgx3iIBZiIJo5W0ILVjaHZhAFBuigga0JrREuwHn4B/6Gv+BP+AN+bzqs9lvTN9J+ZeU5OAtn4DScggY4Cb/Az/AT/Ag/wPfwHcf7VrkuF76BE8olD5j2NXylXL2E43BMuQYIR5XrJuFLOAKHlWugcEi5/MIX8Dl8xtSfwkEmO8Bk++ET2MdkH7PfXtgDH8GH8AHsZr9dTP0+vMfJvwvvcLy3lau/sJMddnCg7Zz1W0y2DbbCFngTNsMmeIOpNzJ1PVO/ztQbYD2s40BrQUEdh62FGljD1KvhNQjDKlipkuXfXW2FSu4nLIdXVfIQ4RWVPFRYppKzhJdV8nBhqUr2CUsYspgh1Qx5iSEvsu0FRi5i6XlGPgfPssMz8LRKHiY8xe4L4Ul4glNawMj5jKyCeSo5W5jLyDnwODymknKFR1VSnjBbJY0WHlFJY4SHVdJgYZZKKhBmsu0hRj7IkBm+GvGUY6CnIT7gORY31LNdekvaJm2NHelRUp1UK9VIa6TV0mtSWFolrZRWSMulV6VXpGXSy9JSaYm0WKqWXoop9jwvPSc9Kz0jPS09JS2UnpSekBZI86OLPVXSPGmuNEfqF63/o/9lG2nz6H+LxTaPVqEuifw6TleJkUerDEqVM/JoheB+KIEg3AcT4F64B+6G66GPSojQG66DXnAt9IQe0B26QVfliDynXaAzJIITEsAB8WBXclPqtTiIhRiIhpbQQtkjt7q5r0A8Kf0i/Sz9JP0o/SC386j0pXREOiwdkr6QPpfb8pn0qbRFelPaLG2S3pBelFvxglSvVXKlpypn5JGfwsWZDJNgIlgwAPpzHfqBD/rCjXADXzkZkuCSCBsNw9CVz7Nsi6Hb1kk7JcOwcS7TYAR3fThnlg3DIAuGwhC4BTJhMNwMARgEfhgIN8FlcCkn3xY8kA5uSIM2kAop0Jqv2QpcvkXieekf6W/pL+lPucF/SL9Lv0m/Sueks3JXz0inpe+kb6VvpBPS19JX0nG5ux9KH0i7pV3S+9J70rvSO9Lb0k5ph1QvvS53fIO0XlonrZUWRe6+fp5rXA4PwF3KKX8KacUwnstyJ9wB4+B2uA1uhbFQBIUwBkZDAeRDHuTCKBgJJuRAJ/Byqa+BjpABV8NVcCVcAR2gPfemHVwOzSAKDNBB4zfS5lsqNkoXpO/lwh6UDkj7pU+kfdLH0l5pj/SRXOiN0iyjvWem4fU8pHk9DwYqzRnhSrMiUG5OD5ebseV9yjPLjdjyNsK08nD5ofLmDwSmmtPCU82oqUlT9ZgpgUnm5PAkM3aSFjcxYJk51gnrnGUkWTnWOKvMWmjtlxUtllnrrJ2WUd+4zZdo9erjr7TmW3qSbNdtluaIrL7Uio33lwVCZmk4ZEaFuof0PudC2rGQpncOacNCY0O6jFobanelPzK6R8iV6k8IdQ75Qsb9gaBZEg6aWcFgsCJYHdwabFYRrArqNfJJ9wWj7f77AhPMoxM022a90ZYgbdMblRET3KRfsGm2Bv2Cr1G7Ry7A3XIh7vKON4vD4807vePMO8LjzNu9t5m3eseaRd4xZmF4jDnam28WhPPNPG+uOUrGj/TmmGY4xxzhzTaHh7PNLO9Qc6isH+LNNG8JZ5qDvQHz5nDAHBbQBnn95kCjp0f+B7Gly09JemX6qfSo2LHuErde4j7mPuU2StJOpekVbTRHakVqVarhkDedtxRPSlVKdUpNSjNH0wcjriSxMlEvcVY69c5On3Ov85gzyuZc7NQdVY5qR43DyHIUORocjY6oGodWE781fk+8kRVfFB+MNxzxkWUjwRfv7eJ32D1236BOduP6Tva+9iy7UWXXfHZvV7/P3u4Kf9+4rLiiOKM6TvPFdbjK3xDTGKP7YmRDQ3RjtN4YrdkMra2m2bQEwWgZuUdasscvz+Nal9ZMkz8t6nJGZGRk1rdoHJ5Z23JYQa02u7b9iMi7Lzu/tvnsWpuZX5Bbp2nz8uo0fUBObVJmdj7Ls+bOtfV3Z9a6R+TWLnbnZdZWygdf5EOjfLC561y2/nkZhaVWaWlZRmmGvEmFpbKmzJKfJjR5F62yyJayUpsMybjIKzKiNILVNKjUKrJkDtkgq0ubVkeWCpuGXGyO//R10W/yX7y0/+XB/79frYsK/wX1t7apAAAAeJytVOlTTWEcfn63bnupRLJln2kMYizDFzPGH+BPMD4zY8wY29CYhhi7iEJZUqJF2UKSSGixlSUhKZWKSJabzvW877nde1t8Me6Ze877LL937n2eMy/gnQwY8XB9NvM6inO4hGu4hQd4ik7xw1JswU28x0d8RbdAvGWYjJYo/LePEWtdgUCPInghHLDb7C1Ghr0FsAa5MfFE4Z5TXIw91N7enzPijXyj0ssfwXo22FJGtkPa7TbLQoXtcxW2xKm1nujwTjZyjJQ+P2clVmE11mId1mMDNmITYhCLrYjDNmxnFjFc78BO7MJu7MFe7MN+xOMADiIBh3AYiUjCEeZ4DMlIcWgKJ/NK0KpSTiINGcjk8xRScRrpOEN8lulnIpucyZg4i8xxnCCbRla5FJfD6zxykYcLuMjOTNyL8lGEy7jC51W2eR0FuIFC9ljEZos1p5he/Heneb+NOyjBXZTiHu7zzShDOSpQiYf/pJQ4GYUe4TGe8F2rQjWe4Tle4hXe4C3qUM+3rm2A/oKOGnpeO1zv6GpEC53tdJo+01Or1Wa9QxVn69AgPugSC7ph50q1l6AbStQ9qvZUO6k6Z9VHDrFqKN3ZTRYzzmKfCql1kqONbHpzmWBvfoOnVulox8y7gB6VhVIqHFmUOppQ+xQ6Z8u0lqfnip27uhI1/2G1Wzq1bhk24oNOxkzPVF3pKUcDPSpltUffbOs5a6avZhXvPqO0GuIWng5tTFo9W3UTrWhyrpscejs+4TO69L0DX3iedOIb8XcyHUQD2f7MD14/8Qs2NvgbPW6op5/SA4MdQ0Qs4gHDtXKx+uspVvHimeYjvuInARIoQTJEgsn0VfydSsgAJWAQzVczoTJUwnhehssIGSmjeG6OkbESKeNlgpsW4VTGUZkok2SyQxuuJyOcs5F0hLt5oyRa1vA+VabLDK5nymyZI/NkPplpxLOIF1CL1s9FWIJlWA6btdlSzv3DeKrkYrE15A+uRdCeAHic7cIxDsFQHMDhP21fn1dttR5DD2ASs9HYUxg6GM2NdBCTMxgMZpNJehAnEBGTmIwWEgcQ0y/fJyLDL7ncGuvmzBk49w93/Hb1Ku+iluroa7/WI71vTU1mFuYc5MGhvQ0n4SnaRc+4jOtOlbhJmWbppju3yq7so1cAAAAAwH/0BQAAAAAAAL/zApZWwicAAHicxVoJlBT1mf//6+ijqvqovu/7rul7pmd6zgKGYa6GYQ4BYRhARBATRBAUxRgjmBhQV0VMjMdqzLGsCsPVAaKJspp9hn37DI9kk5ineb63ajJZY9z1LTA9+6+qrp4ZUGPU3eXoqq6urvp/v+/7ft/v+6oBBjoBwNaSIwAHSpA6BEG6dVxJEBO5Qwryt63jOIZ2wSFcOEwKh8eVCvJi6zgUjudZPxv2s/5OzFcJwYcr68mR8wc6iTMAAAh2Tv0Ffg/GAA3U42q8H3ScyWbCJkUwEGmoL+RzFvi9OcPD/JyRIf6+Ub5j6Uq+A30NYKA49Q5+jgwDI+DAK4cgNm9k6Y9Acuonx3RYCSSh6QS2D4CpszwlvAdQhwPfSXSIAs6ptw/TsOQsT719hNbBfmcZDvNa3VDYho6iF3QoXIYj4zx5BbB1OEoTHNeB/sP0xNmxlaPcRDYzyjl5A7qH2gfVFMRMEBOuL1zwM10YXRX9QZddBk1aLBhIYQ317Vg+58HI+hQRDGgxs8mD3rcT+Lnc5qNf2/Xsunh+89E7dj23Llb5kDJ765oCLaWkwZLurY+2Jj1GJbbnkfMHVy4/8OF3vn1B3P5wxd713ZyheMM/bL776EbOnutfexvC/kEA8IOkFaTAUQlBXqOOQ3UMqqIQGmCmPPUTXo3w4zMQB/Eydv9hj41my1O/O4oOskZDGe7k1cHBuE4PaVJfhtw4rxiWbENG5Tomz8A0d+Z0fhL5dGyUA6MQGerkbfEYjKP7zLiVcIdPc71sBo6NStcZHV0WFvDyVwFrgaxSC1NQ2G8Mt+MCgGZWeMUPKmiterKg0tIKEu39+V+tblaBqbQMtJA6W9QbSdtUv1DraHKtK2qlKGvU5Y7aaLx3C02yiYjNa9GqjhAkDnElo77wC9oWRdgtRdidQvHXDg1V7LREHSQ4qG6G6iKk+XI1FnloKWN/OpYPo7+geAL7E6Cn3pXCkkZhQyfKcMMxtqno8xU/KoQ28Jq8RZEa0hfFCCqW4bJpVLhch6FYREHEFtPCDkyLIXqmWEyn9WKkAhRcUADdOGt1aFU6/Iu8s+CYlaPVu812TAdsxxvqU5gQydXoVojOQSfpoF9w0CmS0lOTNovPpFbo7aY35g2mWHO8PdGyfH5Ko9aoSFxB2eet2cZfvX9t1tZ/9w37YYViGcVGd9xBq6x1QX86HDS/17VlbCDkb6mze8JexpUOWL1W1hYO2vLLd3Z37Nh7YPMjjD2OuCM0dR5/izSBBIr8v1S9Z1KmoJKDChdU6iEKJIUG0mIC0IKnMgiulF9fxq45EiUIkDyBqYFl6n1egz60OFNREaFoGV5xhNDrKa4Mrz7C+wepEQSWgJahmM5PcqdzKB2Qc9L5iVwOZQRylZj6gnsKUR2MpmCUgxEXjOphVAsjGvgRaxKX8unvKPmlepvqH8QzCg6aq2TTBmVHNcLprLHAIPTjb5kNWxhPJhLKuukKq7XolLhSQ8H7SRs3N53v5kxb9NbKBqxyAC6BW/MN71I6iiTRy7tKezrqS0cCRuyf1Bo1QdJ6+uJ/ZrE7J58ROH8V4u6DpBa0g7cl9I+TBUg2zEqaxjLGHI3lYjmt+wR2GlH5G5IngBbZr20uw/DhQIAsyPFaKMO143WL1WW45rjRJoJjQ+DUyHaSOzuB2BbBIiXJWQ5BhLKkliQoQxIFmGiE1aWIGfJ5bjM7I6rUrpCpHdE5JiWFWOpYVOv8Yk4ogn62HUq01bPr5A2t113RyKpIjFAzKio+b9W85rG5IQ+/rqd5LOG2ewPY1Wo9TZpNlfrg/MiGpzY1w+9ueHpzq85q1RnsEYcraqOsLqutYaAp01fvYNxRLBcLMg7O01qo/IHAsmN7pXr6BKrDJ/DnUD2NAuchYCpj5eOUJ2jvJ3XdqCh3ICpHYYuMuqRGsZe8hye0/kI8XvAzjLTVXvoetySaQjpdqCnBNYf0+lDzZHeiKBwoJhItwrZFWI916jzxEsrRAIiAN+X6Hqq6IYj8wXvEispogjYNsECtJUJTwQAFfEQQssEIKrUJ3sPTgIEGnGGi7lAw6KE0FhAM2JQG96BhhBRzpcNgLTaxeRa5DLkrj1InB+3plaMO25lcfuddp09D22lUe8TdbAZwnHP2Mo4KO5/nbtkMxy0Le6AWCjBGcb9Si6M9WJDT0aoM4n7iEKOwNGXzRQ9DLKk4BgmNu4FL1ZsUDLxXoQ+251u6oqziRXgcbloTSphJXK3XQGJSa6QJhTURJG5lzTSO0xbjy5O/FnXXoqk/EDQZBEXwTQndcRfgnsdeAVpgg6uBH0SqRkbKcNW4cYgowyuPN2TEkM+g8B/n1TNCXngRFBKCyHnqs14gmxEKh0KKJoOYBAqZpWbIIDHMCBqVBEvH8hs77zz30MDSx367q7B2pNNJKXCC0qp1qZ6ru0o3jdSll+woda3rSWsoRkWctgftBmvIbxl86oMnn4bg2SsN7ojT4Iq4PAkHE+SCHTd+b/0N37+uwR/zqWyclBcoPYgXEFcZgBdslpB6ARixR9CHDux+oAa2qpmIB1K8WrvYaZPFH2IFuVoiThDgQSai8Pm030B4QKmQThMEkoQYB1kBBuKF0Wf/+0DlVX8y6Yf9//jnp6+ovMeN7btp1zc2PnhVFvv2+OQTfdE6Yn1ddPHj7z614rGtcy7e17T5B8j3yCZ8D7KpDhyULDrkiCJ1x+vURp/Rh2xy2DRoRY4TMC548ZgGliIRhV0mQbu4bs3iWg1KzdAFEvtxgr1pg6RDUIg7j30Rl5QCZDYgYoCg5mL2LjKP0qkntwnYYLvVWqEsadWVHLxLLZUodeVm+Jqwf40g9SSYKHvUg/iSrpymBQkYsVKVBwSxJ+bL3qnzcB/iIzNIyGwEsAeP8pR+UEptmEZrRZYelg/IqxXCma2yoxnu03hy0Ujeo9F4c5FozqMJIemjUKAX4mV5D1R9NIzu5wB98v3M2IOIYdS6QbOIkrkMR2eiBNNnhPvzH3vCbPiqC5LgGhaq9uRz/qTGkxdXBfcLtfzLnriTQeDsl1d24T9opKCqeBBl0gDa5N7hWFRHpXQ6VDjqxz2pHNocAZ6mwXh56j3eoItg/fFYKsDohT2GVuiQ1j+OEA8sto+k0P70OjtEYckWixxiyaJg1tmJHAqiNKLNPLJv/Au4ZhUJDgqMi3qGaNADzey0swotUCBeowe35lFHUQOLKOudYeP1wTwXs1eedzVbMYKgnalQMOWgGmN7I/XxkPGihYtFDBDHGVcqFEjZqRXWkI3Whjty2GhhZ0v3vf2Tyyk9rVDQyOXfTKc1noZoJcoNDQ3Euh6ej41ReoYkGRQEGBiYeoe0iT1udJp7TNiLyAEe9EoB+3T6rEB+HwrapLIk+L3WZc7ink/7DZl7Znejs2iYtA089s7D+998qA9tv/XAm/tLlT/6SrevWnXHgN/Xf/tqYYs99PeVQ6OLnjx/4FHUiS588sNj676/fU7PjqeWX/vDmzq6b31a4lgUSzjiIxeIg9urjBRSnMQeACxwYz/l1YCt9c/cYYWCCZZrFRhyR3jzYkbWvaL04oSYqfLO3/bFqtmIYWcEg8AzxEzixTvv+PHt11UTmcnGYDY1tHX7cF1lItNVil+/rWOk4MJ3fekHW1orV9Wye086rbS2j31lTefSBF3pCbSN1GwvIdsLoBM8Ktl+RJ9i49RJ7GV0QiP2yHi8gy1jD4y7Unp59XpBl/K8tU0+0FaG8WO8f7FV1hk1i4rI97mzyP1C5CNADn22q8wgsyiewi8DyGL14AL/Kj24F3ogrI+gbkbGq6TyNOcSOTdDbDXHsnxiUIYOFa5F+bnOhTuXpPz8ylZ3PhkzfklHVZ5pnmvKJ7ftbhpucgVoHYWyjGWgP9ufd1SMNUT310UJnC4s2V6as3G43aiNFXtSU5EgvpZfaiAVlb9zZjsl7u5A/cYelEc94KTMpXOw/UdDuVCOcZax74wDJnUSJkEjoGDyGNuI/lpaZVBayzDJM3OcZHzIIsaSpQyXzkwWsQ9mpVKnnxBCT+4skBRKfUGXnc5H4pIWQm4pLpVKCnxP/x3PXjVvy9IWB02gUqfND2zqyfQ3uDKlNevXlDLzb3x8WWrFQLtJSWKoraPpTNeKRo7nzOlFa9evXZiBd6779jX1Fm/AkU15Ew7aH/NbE+2Ruo4sl2kb2bp4dO9oSmvzmLTWoMMdczAuv9Mcrndz0udbEO4M6rPfRbEdACPVrAaKMvbgYRurMMg4GMpw+RHePSMRUZd8Wpj0OA994lk1dTQdiXIjKwoDdGehzJ8SKppQbyunKEkGUPh9QuEnnnTH7cyFiVo4GRl73O1J2GnanpDiZs/UO8QzqAZzYIm0/lPAh92HPrJgD/AMFRnUD9a024qZvuuQCZenP+GkmRw7XY+r7Dqj6DzT9fWf3bHjxd0LGC9KG1ScIwuuamtf0xlmBNOyHgb+fvupOzrbbv3RrXgtOyaJ0ubecKRnYydOz9QVFsQ3TyObQmCoqvuB3VHGSsf4kN3H2K1lQWTwGrt30EYaqkrGUOxAPZHtrDhXcOhfd6ANMu74JecIHCH2LoRQU6Um1grzUhsDFUpcT+pD7bloMWZn1UTlKwxpby2k6l00CZshbCAYdyGdyhuVTEpoViChYlgNcYvQzRCUSXfRgb/JmhmxnUF26JEdNnGGU5Jz2ortG9cwvjJ283jCCQRDKJ4JDzoVhkFFzQ6k0iaLr0/ozwnuOX7Jp4JHpsNp2gijB1rz7bDRKJuCPSwJJS9TecxIW9sbU40+nfI+c9yMGWPGe0idp54rdlgZA/xDpSjDD1/BfhqOI2tog7byYmpdU2FdCrbqjQxBmhMhVAsWIJ7ahv8S5AEP41XvqK31ZWz5ERCNguYyNp/Xs7gV/sUKrWWmHl6sh/XikJbRwP76+tScRBnaeOcbAYjvDOwNYHxgILAqgOsC3gDGEIEA4S5PvcFrGRSNbpseltznU70C+/Nq9KbtLZ4pEcCWljUAJ3Wpo6Njo0L1SHOjmydGN6PQPl0UVL0QArzu/3k1Ul0SWmfYVm2hpWHwJRNHQkwlpcSNlnyu0IhvM3GJZJxt3HvFgu1LMm03H9m+hI3OyXRc1Z/X0yytoFxdKze1bNi3qu7DVW1XFOwLOhqWpbxavVKp1y5omRvuua574Za+UCHRkTC5Ai6tI2L1htxBjzE+snvFrw2hvL+JL9QLNf42xCOAvB7Faht4qOpXyl84ia1C7QSH3YkEjpkqNPgJMiMTHuqQ+3hNpNfZpe+vzV97EX2UavQhtEXWYlXqCM449lmvMYOIoubLGUkaQ8jyT8l6oFjVQf2ae5cnFy6YH0KE6fHG7RTjzoTDGTcT6Ozsjl1195JY5QKbmJe3Z/IFT8Pqhmxn0gT/uP353d1spDm+WqzrlI4mg7IcrhgDGa920e7DNxavHcxqA4VY5VedC3ID61C+d0+9i/vwc6BBVknjLhB9Htsqziu8qDmXhzKhMvSOG3uJE7AbZIX5LQ1L2TrR/Loy7Brn1SV57MDVBhfCoFQcXHy+K82aYMhVWSEVZcXM8QUyhVTamnuXpNY9fl3jvJu+uzpWmtdgUZO4Sc9G6rtza65x5Pvz9X1NEY2aURIHHUGbzup36PmdR7bufun2dlR4LTpb0N6cRqG3//7uL/eGvREv5UwI8daLeOQo4hEO1ENSQuuw0eivK2Pzxrl6oozdwFN+vM5YhznrXiKElLWifhwQegLrHyBWEdgTxEECtTautPBYQAdLwpb3oXPSb0V6bf8FtHotxuJatY2BJbUNnaD+b94lg8EJz8kmqhk7ull4ILFyVFChrwtTabFD/b+9txjeiqB/Bv7m2V7CzNFCRAxu/Gg8NPl7Z8soP3dtT0anZlQ4Rqg0zVdunbvt8E0t7dt+uOH6x9dlPsCXj6UXpO0YPJ+qK47OCRitRqXBb7d4LTqtzcq27jixc/sLu7rm3vjESt+1N4fahtLILxunzsO95EKU9H4wX+7nLNgLqPExIy6ggBfecpS363vIfqEgnUM5Ot25Xf7ZRw4YjDOfne6QM1LeGtuHR1raRoZbA/KoHt+BUhBln46Cmf7mpp7+lqKofW5D2u0k4qx6sEZeaRatMQAY9GoBQezY4WTSQpWx47yWB5YATcZ6XF1sv7Q8seFG1CQ9iZjQT+beEtXQR502s7WY2VbI9CM/lTAplGrUWuAnaXcuFs/7DcrKLy+1D6pUJn82Es57GZ2ucgGmGNqPVCBJCOPQc5WYbPU051z8M7yKMYhHaV3AWPlVJWlyS/bDHch+M+ioPiHSacwQUQBNQQ2ANIEExiph/NMlmVId/0gPc52H5cMfPQS6zC+ByxcmrUGhQnk8AA5U9XOXsYyNHfZ4cgj4sfGB9qhQQ3JIDNU6utJ4X2+oPM1gJeSeOb3tXcmmnmS/fSbuM4YDRdQeIjcVxUD7XBebba/Ie0r2Ew5IiLhloVV1tULFuDLhSMZNs8GGcHJFAeEUCiGc2EAhlFrRIMNGOeJeX8JK9T4w0Li0M8fGSn190WU7+nw1PDE22dvg7po3+dzHH8FvlfeuGRiwcq1hrj1qbL3m7pKcB68hH+TAV6s+SBgF0D2ARh4AHtRNvyc8ORW7aqYKG1LQyd6EPdRTw8ggIVSdTMhA/y3f/CvIzgbSjL/GuLKhcNbFGEPFSGbN5ZB9a2j5zlKgBhScnPNJsCA4Vovzim6kZQiExyUzqRvFmdSNs2dSDl6t661NmFwzlcfHzKQ+8RufYiZFEK07yrdsP7i1qW3H8VtuOrilqTJpzg11NA0XnJbscHtxuOCA79xw6uu9c28rb7vhx3f1zrmt/NW5mwZT8UWbFqBtMr5wk2jnbZV9BEB2ztRs/gIla7Zdn6TZevSLPrdm+2vXmKnZPioMPkaz5dfcvzI6p63VV4sHe9zrQdot2rdwKL1G0Gzn2fi8nD0raLZV9dn5dWY4sf2F3d06b8pbWVGbXP5ODo4Nsba4qbR7fHtxw2BWJ2i2X8/ryS1eJ+UOdkLsZ66v5k5Eh1iTZ4BDR3mpNIVrcKr6ywOqDIdQv8b1RnRmX4+5X+rIpNgfE/TD6WrWUH/9/BnYSNZ/DD4K7ASq7ZTKZPcYzIkkShbX7CQJtDc1uTQen40mCQzvC6UclFKlZEOtdZNnL0+TTbk5ER2uVFOMOSHW0J6pd7D3kf094J3puVOqNnfq5FE1JVIw9VYjKirUv7ONvEAHjb5GDBeHRbpW2CqMup3iwOgtYVjUa9EL3RWwQD1heb8WFsJvCaSJ0ag4Mhob5fQTo+jfrHEU7/tfvttnmFJh7xfX3zOUW96dsTCo41fTHD9SCDRETeG20uJSWzi38q7hxCK+zqgicFzJqNSRYl8mkPPpI+2LFi9qj0BP/9aFUZ3VZk7WuYNmpd3j0DpiDg/ncwXq+Cs7+I39CcZg1unMXqszYFKabWatI2jyJnwufx2/TPSTdeqP2D3EIdAMHqj+HoFlNS1xEEwKVdaqScrZmUQdweFgt1sjH9AILYK1O1uGC8Z5ZRUelKBnRILLT+ZO51hJ9Ao/TvsMF5FYn5CiVxR2UnMrx3FVGQnzWIssbrF7aEMw3ejq+3J3YKPRJITmtbRbqgYvCsFqMr6UajH57KxSQSvIHXVpI5KAkUU3DcJ/Tje6Y1bqFZTmJInS/BXKGnM3piujPT1KtVJpDol43Yz6i5/jL6OauLGa1zQSIivRZ15sjNcZkz1RmrT3hGyybDjCa0tSOZNHm9KETBwhaD/N6TOqX63Pv2RmVmisHcB/LtCaP25DZW5wxc6SXzQfJbYhjIrh6kZaJD/XtOwSKtz6b6zDagcqqi6xHGKL5SPS7Aw/jOyuk+eZ43q/t4zdeYw3+30Kf7CMjfIMD3z+WI+fdvTQ/dPDM4ft9UunZ5ecVM0dJRRHaMJjqVqVsxqt1dEThh+GOElUPiDZ6LxCw7wIS1Y+UCgh7cqG48KA/VWF4me4xpWOhNMOCn+c1LIW7cV/E+ZmJGPW41GTT6tAxhCkmmUmN9vt2L0Mi+QxpRNng5V9+BFkXwisrz7Tg2q1FjgQV809xoccPsphK2NbeB2vdXh77JSxh+ojFoE+WQVePiVEsS9McnnmI09HJvtxyZmNxhSMwki9PHDLG0XToUmJfe069UAplrFhyu0aM1k5o7EV01zOpVW+hv9EYaxr5IpOVeW03aLU21jIKexavD4YNqtwxm6dPICtdrAqlSVsB4AEoLIF/w2pFX/DWgQlsBAMnwIa+Ciwgmb46pHOTlVS+Tx6iwEffBWoAISP8kYC0zidHcEGxR58MdvTodyDDYOOyd+9/jJ6OSPYB9OvT5xDLc7LgoQWJA1k/az4X/yBWzVYoxHhoaLAhZHpsVShserVS39Eg//m4iJ8/mQIu9nfMpQlIRe2eo0qFe71aMJ5n66vFCzEHCShUuCkShktzA2ObO8N/AtlE3+5SKGtW/jhz+SLpPb8+6T2whKi88Ip7O3i0vaQ4mYNjZFq1aMxjzmUdbX1aXQaUuu0OlxKFaulEt2rJ7/lCAu/ggw7XGHhWuHJlv8Be3kBSgAAeJylkUFKAzEUhv/U2iKICCK4fCtBikNb3LlRW9yICysoLmMnnQanTUmm3XoBL+AR3HsBN+IFPIJL7+A/YwQFd50hyZf/vWTevB/AJl6h8P10MYqssIWXyDU08RF5BVtqO3KdfBF5FevqPnKD+nPkJg5rRzyl6mvcpdUNJSvs4jFyDRt4j7xC/TNyHbtqL/IqdpSJ3KD+ELmJhXrDE4S1t9HBAekcFkN4OASOEQpqPZLHrJo1FUuaImHkGDlfwYBahjFjodoZrobZC84pM/Ek3XbnQM7t0LvgRoX0nJ85rwvrpokc57kMbDYuggxMMH5hUp45wzVOcYNL9NFiEZqfsrjltRb7OGERedmUs+vTm8t+q6dze+vt/onLKZYlZJgzQzMfA5PNc+2Xu3OZs1dVO0JsnbDZCVsuDBgf2APpJG1Z7hN/s4Wj9EJzFJVvKUuYVO24o1Z6W0bGVP93Pav2c/r+kz3kOuFe8xds5TFdikWIDaKl8Do1E+3vxI2kGJtfhmfezWelPHSTmZ5aExJ8AThkmr94nG2cZYAdt7KtdzN3h5mZ461SU3igO8zMMUxsJ7bHMYWZmZmZmZmZmZmZmZ5zvFx1f7z8OFLGHn0bVN8qKX1vx+z8759/4s4hnf/PP9lSU//H6Jgdq+N30s6MnZk7s3Rm7czemaMzZ2euztydeTrzdubvLNBZsLNIZ7HO4p0lOst0lu90O6pDnbxTdMpO1ak7K3X6O02n7azRWaezXmf9zgadDTsbdTbubNrZrLN5Z4vOlp1tOhd1TjRMw+qcatidnzs/dX7pfNe5zXAM1/AM3wiM0IiM2EiM1MiMGYwZjZmMmY1ZjFmN2YzZjTk6lxhzGnMZcxvzGPMa8xnzGwsYCxoLGQsbixiLGosZixtLGEsaSxlLG8sYyxrLGcsbQ4yuoQwytJEbhVEalVEbKxgrGisZKxurGKsaqxk9Rq/RZ/QbjdEaqxtrGGsaaxlrG+sY6xrrGesbGxgbGhsZGxubGJsamxmbG1sYWxpbGVsb2xjbGtsZ2xs7GEONYcZwY4QxYOxojDRGGaONnYydjTHGWGOcMWiMN3YxJhgTjUnGZGOKsauxm7G7sYexp7GXsbexj7GvsZ+xv3GAcaBxkHGwcYhxqHGYcbhxhHGkcZRxtHGMcaxxnHG8cYJxonGScbJxinGqcZpxunGGcaZxlnG2cY5xrnGecb5xgXGhcZFxsXGJcalxmXG5cYVxpXGVcbVxjXGtcZ1xvXGDcaNxk3GzcYtxq3Gbcbtxh3GncZdxt3GPca9xn3G/8YDxoPGQ8bDxiPGo8ZjxuPGE8aTxlPG08YzxrPGc8bzxgvGi8ZLxsvGK8arxmvG68YbxpvGW8bbxjvGu8Z7xvvGB8aHxkfGx8YnxqfGZ8bnxhfGl8ZXxtfGN8a3xnfG98YPxo/GT8bPxi/Gr8Zvxu/GH8afxl/G38Y/xr9kxDdM0LdM2HdM1PdM3AzM0IzM2EzM1M3MGc0ZzJnNmcxZzVnM2c3ZzDnNOcy5zbnMec15zPnN+cwFzQXMhc2FzEXNRczFzcXMJc0lzKXNpcxlzWXM5c3lziNk1lUmmNnOzMEuzMmtzBXNFcyVzZXMVc1VzNbPH7DX7zH6zMVtzdXMNc01zLXNtcx1zXXM9c31zA3NDcyNzY3MTc1NzM3NzcwtzS3Mrc2tzG3Nbcztze3MHc6g5zBxujjAHzB3NkeYoc7S5k7mzOcYca44zB83x5i7mBHOiOcmcbE4xdzV3M3c39zD3NPcy9zb3Mfc19zP3Nw8wDzQPMg82DzEPNQ8zDzePMI80jzKPNo8xjzWPM483TzBPNE8yTzZPMU81TzNPN88wzzTPMs82zzHPNc8zzzcvMC80LzIvNi8xLzUvMy83rzCvNK8yrzavMa81rzOvN28wbzRvMm82bzFvNW8zbzfvMO807zLvNu8x7zXvM+83HzAfNB8yHzYfMR81HzMfN58wnzSfMp82nzGfNZ8znzdfMF80XzJfNl8xXzVfM1833zDfNN8y3zbfMd813zPfNz8wPzQ/Mj82PzE/NT8zPze/ML80vzK/Nr8xvzW/M783fzB/NH8yfzZ/MX81fzN/N/8w/zT/Mv82/zH/tTqWYZmWZdmWY7mWZ/lWYIVWZMVWYqVWZs1gzWjNZM1szWLNas1mzW7NYc1pzWXNbc1jzWvNZ81vLWAtaC1kLWwtYi1qLWYtbi1hLWktZS1tLWMtay1nLW8NsbqWssjSVm4VVmlVVm2tYK1orWStbK1irWqtZvVYvVaf1W81Vmutbq1hrWmtZa1trWOta61nrW9tYG1obWRtbG1ibWptZm1ubWFtaW1lbW1tY21rbWdtb+1gDbWGWcOtEdaAtaM10hpljbZ2sna2xlhjrXHWoDXe2sWaYE20JlmTrSnWrtZu1u7WHtae1l7W3tY+1r7Wftb+1gHWgdZB1sHWIdah1mHW4dYR1pHWUdbR1jHWsdZx1vHWCdaJ1knWydYp1qnWadbp1hnWmdZZ1tnWOda51nnW+dYF1oXWRdbF1iXWpdZl1uXWFdaV1lXW1dY11rXWddb11g3WjdZN1s3WLdat1m3W7dYd1p3WXdbd1j3WvdZ91v3WA9aD1kPWw9Yj1qPWY9bj1hPWk9ZT1tPWM9az1nPW89YL1ovWS9bL1ivWq9Zr1uvWG9ab1lvW29Y71rvWe9b71gfWh9ZH1sfWJ9an1mfW59YX1pfWV9bX1jfWt9Z31vfWD9aP1k/Wz9Yv1q/Wb9bv1h/Wn9Zf1t/WP9a/dsc2bNO2bNt2bNf2bN8O7NCO7NhO7NTO7BnsGe2Z7JntWexZ7dns2e057Dntuey57Xnsee357PntBewF7YXshe1F7EXtxezF7SXsJe2l7KXtZexl7eXs5e0hdtdWNtnazu3CLu3Kru0V7BXtleyV7VXsVe3V7B671+6z++3Gbu3V7TXsNe217LXtdex17fXs9e0N7A3tjeyN7U3sTe3N7M3tLewt7a3sre1t7G3t7ezt7R3sofYwe7g9wh6wd7RH2qPs0fZO9s72GHusPc4etMfbu9gT7In2JHuyPcXe1d7N3t3ew97T3sve297H3tfez97fPsA+0D7IPtg+xD7UPsw+3D7CPtI+yj7aPsY+1j7OPt4+wT7RPsk+2T7FPtU+zT7dPsM+0z7LPts+xz7XPs8+377AvtC+yL7YvsS+1L7Mvty+wr7Svsq+2r7Gvta+zr7evsG+0b7Jvtm+xb7Vvs2+3b7DvtO+y77bvse+177Pvt9+wH7Qfsh+2H7EftR+zH7cfsJ+0n7Kftp+xn7Wfs5+3n7BftF+yX7ZfsV+1X7Nft1+w37Tfst+237Hftd+z37f/sD+0P7I/tj+xP7U/sz+3P7C/tL+yv7a/sb+1v7O/t7+wf7R/sn+2f7F/tX+zf7d/sP+0/7L/tv+x/7X6TiGYzqWYzuO4zqe4zuBEzqREzuJkzqZM4MzozOTM7MzizOrM5szuzOHM6czlzO3M48zrzOfM7+zgLOgs5CzsLOIs6izmLO4s4SzpLOUs7SzjLOss5yzvDPE6TrKIUc7uVM4pVM5tbOCs6KzkrOys4qzqrOa0+P0On1Ov9M4rbO6s4azprOWs7azjrOus56zvrOBs6GzkbOxs4mzqbOZs7mzhbOls5WztbONs62znbO9s4Mz1BnmDHdGOAPOjs5IZ5Qz2tnJ2dkZ44x1xjmDznhnF2eCM9GZ5Ex2pji7Ors5uzt7OHs6ezl7O/s4+zr7Ofs7BzgHOgc5BzuHOIc6hzmHO0c4RzpHOUc7xzjHOsc5xzsnOCc6JzknO6c4pzqnOac7ZzhnOmc5ZzvnOOc65znnOxc4FzoXORc7lziXOpc5lztXOFc6VzlXO9c41zrXOdc7Nzg3Ojc5Nzu3OLc6tzm3O3c4dzp3OXc79zj3Ovc59zsPOA86DzkPO484jzqPOY87TzhPOk85TzvPOM86zznPOy84LzovOS87rzivOq85rztvOG86bzlvO+847zrvOe87HzgfOh85HzufOJ86nzmfO184XzpfOV873zjfOt853zs/OD86Pzk/O784vzq/Ob87fzh/On85fzv/OP+6HddwTddybddxXddzfTdwQzdyYzdxUzdzZ3BndGdyZ3ZncWd1Z3Nnd+dw53Tncud253Hndedz53cXcBd0F3IXdhdxF3UXcxd3l3CXdJdyl3aXcZd1l3OXd4e4XVe55Go3dwu3dCu3dldwV3RXcld2V3FXdVdze9xet8/tdxu3dVd313DXdNdy13bXcdd113PXdzdwN3Q3cjd2N3E3dTdzN3e3cLd0t3K3drdxt3W3c7d3d3CHusPc4e4Id8Dd0R3pjnJHuzu5O7tjOo+4Y91x7mDnLne8u4s7wZ3oTnInu1PcXd3d3N3dPdw93b3cvd193H3d/dz93QPcA92D3IPdQ9xD3cPcw90j3CPdo9yj3WPcY93j3OPdE9wT3ZPckzu/uqe4p7qnuae7Z7hnume5Z7vnuOe657nnuxe4F7oXuRe7l7iXupe5l7tXuFe6V3XOda92r3Gvda9zr3dvcG90b3Jvdm9xb3Vvc29373DvdO9y73bvce9173Pvdx9wH3Qfch92H3EfdR9zH3ef6JzWuaxzRuf0zrfuk52LOye4T7lPd87qXNo51n2mc1LnZPdZ9zn3efcF90X3Jfdl9xX3Vfc193X3DfdN9y33bfcd9133Pfd99wP3Q/cj92P3E/dT9zP3c/cL90v3K/dr9xv3W/c793v3B/dH9yf3Z/cX91f3N/d39w/3z87t7l/u3+4/7r9exzM807M823M81/M83wu80Iu82Eu81Mu8GbwZvZm8mb1ZvFm92bzZvTm8Ob25vLm9ebx5vfm8+b0FvAW9hbyFvUW8Rb3FvMW9JbwlvaW8pb1lvGW95bzlvSFe11MeedrLvcIrvcqrvRW8Fb2VvJW9VbxVvdW8Hq/X6/P6vcZrvdW9Nbw1vbW8tb11vHW99bz1vQ28Db2NvI29TbxNvc28zb0tvC29rbytvW28bb3tvO29Hbyh3jBvuDfCG/B29EZ6o7zR3k7ezt4Yb6w3zhv0xnu7eBO8id4kb7I3xdvV283b3dvD29Pby9vb28fb19vP2987wDvQO8g72DvEO9Q7zDvcO8I70jvKO9o7xjvWO8473jvBO9E7yTvZO8U71TvNO907wzvTO8s72zvHO9c7zzvfu8C70LvIu9i7xLvUu8y73LvCu9K7yrvau8a71rvOu967wbvRu8m72bvFu9W7zbvdu8O707vLu9u7x7vXu8+733vAe9B7yHvYe8R71HvMe9x7wnvSe8p72nvGe9Z7znvee8F70XvJe9l7xXvVe8173XvDe9N7y3vbe8d713vPe9/7wPvQ+8j72PvE+9T7zPvc+8L70vvK+9r7xvvW+8773vvB+9H7yfvZ+8X71fvN+937w/vT+8v72/vH+9fv+IZv+pZv+47v+p7v+4Ef+pEf+4mf+pk/gz+jP5M/sz+LP6s/mz+7P4c/pz+XP7c/jz+vP58/v7+Av6C/kL+wv4i/qL+Yv7i/hL+kv5S/tL+Mv6y/nL+8P8Tv+sonX/u5X/ilX/m1v4K/or+Sv7K/ir+qv5rf4/f6fX6/3/itv7q/hr+mv5a/tr+Ov66/nr++v4G/ob+Rv7G/ib+pv5m/ub+Fv6W/lb+1v42/rb+dv72/gz/UH+YP90f4A/6O/kh/lD/a38nf2R/jj/XH+YP+eH8Xf4I/0Z/kT/an+Lv6u/m7+3v4e/p7+Xv7+/j7+vv5+/sH+Af6B/kH+4f4h/qH+Yf7R/hH+kf5R/vH+Mf6x/nH+yf4J/on+Sf7p/in+qf5p/tn+Gf6Z/ln++f45/rn+ef7F/gX+hf5F/uX+Jf6l/mX+1f4V/pX+Vf71/jX+tf51/s3+Df6N/k3+7f4t/q3+bf7d/h3+nf5d/v3+Pf69/n3+w/4D/oP+Q/7j/iP+o/5j/tP+E/6T/lP+8/4z/rP+c/7L/gv+i/5L/uv+K/6r/mv+2/4b/pv+W/77/jv+u/57/sf+B/6H/kf+5/4n/qf+Z/7X/hf+l/5X/vf+N/63/nf+z/4P/o/+T/7v/i/+r/5v/t/+H/6f/l/+//4/wadwAjMwArswAncwAv8IAjCIAriIAnSIAtmCGYMZgpmDmYJZg1mC2YP5gjmDOYK5g7mCeYN5gvmDxYIFgwWChYOFgkWDRYLFg+WCJYMlgqWDpYJlg2WC5YPhgTdQAUU6CAPiqAMqqAOVghWDFYKVg5WCVYNVgt6gt6gL+gPmqANVg/WCNYM1grWDtYJ1g3WC9YPNgg2DDYKNg42CTYNNgs2D7YItgy2CrYOtgm2DbYLtg92CIYGw4LhwYhgINgxGBmMCkYHOwU7B2OCscG4YDAYH+wSTAgmBpOCycGUYNdgt2D3YI9gz2CvYO9gn2DfYL9g/+CA4MDgoODg4JDg0OCw4PDgiODI4Kjg6OCY4NjguOD44ITgxOCk4OTglODU4LTg9OCM4MzgrODs4Jzg3OC84PzgguDC4KLg4uCS4NLgsuDy4IrgyuCq4OrgmuDa4Lrg+uCG4MbgpuDm4Jbg1uC24PbgjuDO4K7g7uCe4N7gvuD+4IHgweCh4OHgkeDR4LHg8eCJ4MngqeDp4Jng2eC54PngheDF4KXg5eCV4NXgteD14I3gzeCt4O3gneDd4L3g/eCD4MPgo+Dj4JPg0+Cz4PPgi+DL4Kvg6+Cb4Nvgu+D74Ifgx+Cn4Ofgl+DX4Lfg9+CP4M/gr+Dv4J/g37ATGqEZWqEdOqEbeqEfBmEYRmEcJmEaZuEM4YzhTOHM4SzhrOFs4ezhHOGc4Vzh3OE84bzhfOH84QLhguFC4cLhIuGi4WLh4uES4ZLhUuHS4TLhsuFy4fLhkLAbqpBCHeZhEZZhFdbhCuGK4UrhyuEq4arhamFP2Bv2hf1hE7bh6uEa4ZrhWuHa4TrhuuF64frhBuGG4UbhxuEm4abhZuHm4RbhluFW4dbhNuG24Xbh9uEO4dBwWDg8HBEOhDuGI8NR4ehwp3DncEw4NhwXDobjw13CCeHEcFI4OZwS7hruFu4e7hHuGe4V7h3uE+4b7hfuHx4QHhgeFB4cHhIeGh4WHh4eER4ZHhUeHR4THhseFx4fnhCeGJ4UnhyeEp4anhaeHp4RnhmeFZ4dnhOeG54Xnh9eEF4YXhReHF4SXhpeFl4eXhFeGV4VXh1eE14bXhdeH94Q3hjeFN4c3hLeGt4W3h7eEd4Z3hXeHd4T3hveF94fPhA+GD4UPhw+Ej4aPhY+Hj4RPhk+FT4dPhM+Gz4XPh++EL4YvhS+HL4Svhq+Fr4evhG+Gb4Vvh2+E74bvhe+H34Qfhh+FH4cfhJ+Gn4Wfh5+EX4ZfhV+HX4Tfht+F34f/hD+GP4U/hz+Ev4a/hb+Hv4R/hn+Ff4d/hP+G3UiIzIjK7IjJ3IjL/KjIAqjKIqjJEqjLJohmjGaKZo5miWaNZotmj2aI5ozmiuaO5onmjeaL5o/WiBaMFooWjhaJFo0WixaPFoiWjJaKlo6WiZaNlouWj4aEnUjFVGkozwqojKqojpaIVoxWilaOVolWjVaLeqJeqO+qD9qojZaPVojWjNaK1o7WidaN1ovWj/aINow2ijaONok2jTaLNo82iLaMtoq2jraJto22i7aPtohGhoNi4ZHI6KBaMdoZDQqGh3tFO0cjYnGRuOiwWh8tEs0IZoYTYomR1OiXaPdot2jPaI9o72ivaN9on2j/aL9owOiA6ODooOjQ6JDo8Oiw6MjoiOjo6Kjo2OiY6PjouOjE6ITo5Oik6NTolOj06LTozOiM6OzorOjc6Jzo/Oi86MLoguji6KLo0uiS6PLosujK6Iro6uiq6Nromuj66LroxuiG6ObopujW6Jbo9ui26M7ojuju6K7o3uie6P7ovujB6IHo4eih6NHokejx6LHoyeiJ6OnoqejZ6Jno+ei56MXohejl6KXo1eiV6PXotejN6I3o7eit6N3onej96L3ow+iD6OPoo+jT6JPo8+iz6Mvoi+jr6Kvo2+ib6Pvou+jH6Ifo5+in6Nfol+j36Lfoz+iP6O/or+jf6J/405sxGZsxXbsxG7sxX4cxGEcxXGcxGmcxTPEM8YzxTPHs8SzxrPFs8dzxHPGc8Vzx/PE88bzxfPHC8QLxgvFC8eLxIvGi8WLx0vES8ZLxUvHy8TLxsvFy8dD4m6sYop1nMdFXMZVXMcrxCvGK8Urx6vEq8arxT1xb9wX98dN3Marx2vEa8ZrxWvH68TrxuvF68cbxBvGG8Ubx5vEm8abxZvHW8RbxlvFW8fbxNvG28XbxzvEQ+Nh8fB4RDwQ7xiPjEfFo+Od4p3jMfHYeFw8GI+Pd4knxBPjSfHkeEq8a7xbvHu8R7xnvFe8d7xPvG+8X7x/fEB8YHxQfHB8SHxofFh8eHxEfGR8VHx0fEx8bHxcfHx8QnxifFJ8cnxKfGp8Wnx6fEZ8ZnxWfHZ8TnxufF58fnxBfGF8UXxxfEl8aXxZfHl8RXxlfFV8dXxNfG18XXx9fEN8Y3xTfHN8S3xrfFt8e3xHfGd8V3x3fE98b3xffH/8QPxg/FD8cPxI/Gj8WPx4/ET8ZPxU/HT8TPxs/Fz8fPxC/GL8Uvxy/Er8avxa/Hr8Rvxm/Fb8dvxO/G78Xvx+/EH8YfxR/HH8Sfxp/Fn8efxF/GX8Vfx1/E38bfxd/H38Q/xj/FP8c/xL/Gv8W/x7/Ef8Z/xX/Hf8T/xv0kmMxEysxE6cxE28xE+CJEyiJE6SJE2yZIZkxmSmZOZklmTWZLZk9mSOZM5krmTuZJ5k3mS+ZP5kgWTBZKFk4WSRZNFksWTxZIlkyWSpZOlkmWTZZLlk+WRI0k1UQolO8qRIyqRK6mSFZMVkpWTlZJVk1WS1pCfpTfqS/qRJ2mT1ZI1kzWStZO1knWTdZL1k/WSDZMNko2TjZJNk02SzZPNki2TLZKtk62SbZNtku2T7ZIdkaDIsGZ6MSAaSHZORyahkdLJTsnMyJhmbjEsGk/HJLsmEZGIyKZmcTEl2TXZLdk/2SPZM9kr2TvZJ9k32S/ZPDkgOTA5KDk4OSQ5NDksOT45IjkyOSo5OjkmOTY5Ljk9OSE5MTkpOTk5JTk1OS05PzkjOTM5Kzk7OSc5NzkvOTy5ILkwuSi5OLkkuTS5LLk+uSK5MrkquTq5Jrk2uS65PbkhuTG5Kbk5uSW5NbktuT+5I7kzuSu5O7knuTe5L7k8eSB5MHkoeTh5JHk0eSx5PnkieTJ5Knk6eSZ5NnkueT15IXkxeSl5OXkleTV5LXk/eSN5M3kreTt5J3k3eS95PPkg+TD5KPk4+ST5NPks+T75Ivky+Sr5Ovkm+Tb5Lvk9+SH5Mfkp+Tn5Jfk1+S35P/kj+TP5K/k7+Sf5NO6mRmqmV2qmTuqmX+mmQhmmUxmmSpmmWzpDOmM6UzpzOks6azpbOns6RzpnOlc6dzpPOm86Xzp8ukC6YLpQunC6SLpouli6eLpEumS6VLp0uky6bLpcunw5Ju6lKKdVpnhZpmVZpna6QrpiulK6crpKumq6W9qS9aV/anzZpm66erpGuma6Vrp2uk66brpeun26QbphulG6cbpJumm6Wbp5ukW6ZbpVunW6Tbptul26f7pAOTYelw9MR6UC6YzoyHZWOTndKd07HpGPTcelgOj7dJZ2QTkwnpZPTKemu6W7p7uke6Z7pXune6T7pvul+6f7pAemB6UHpwekh6aHpYenh6RHpkelR6dHpMemx6XHp8ekJ6YnpSenJ6Snpqelp6enpGemZ6Vnp2ek56bnpeen56QXphelF6cXpJeml6WXp5ekV6ZXpVenV6TXptel16fXpDemN6U3pzekt6a3pbent6R3pneld6d3pPem96X3p/ekD6YPpQ+nD6SPpo+lj6ePpE+mT6VPp0+kz6bPpc+nz6Qvpi+lL6cvpK+mr6Wvp6+kb6ZvpW+nb6Tvpu+l76fvpB+mH6Ufpx+kn6afpZ+nn6Rfpl+lX6dfpN+m36Xfp9+kP6Y/pT+nP6S/pr+lv6e/pH+mf6V/p3+k/6b9ZJzMyM7MyO3MyN/MyPwuyMIuyOEuyNMuyGbIZs5mymbNZslmz2bLZszmyObO5srmzebJ5s/my+bMFsgWzhbKFs0WyRbPFssWzJbIls6WypbNlsmWz5bLlsyFZN1MZZTrLsyIrsyqrsxWyFbOVspWzVbJVs9Wynqw368v6syZrs9WzNbI1s7WytbN1snWz9bL1sw2yDbONso2zTbJNs82yzbMtsi2zrbKts22ybbPtsu2zHbKh2bBseDYiG8h2zEZmo7LR2U7ZztmYbGw2LhvMxme7ZBOyidmkbHI2Jds12y3bPdsj2zPbK9s72yfbN9sv2z87IDswOyg7ODskOzQ7LDs8OyI7MjsqOzo7Jjs2Oy47PjshOzE7KTs5OyU7NTstOz07IzszOys7OzsnOzc7Lzs/uyC7MLsouzi7JLs0uyy7PLsiuzK7Krs6uya7Nrsuuz67Ibsxuym7ObsluzW7Lbs9uyO7M7sruzu7J7s3uy+7P3sgezB7KHs4eyR7NHssezx7Insyeyp7OnsmezZ7Lns+eyF7MXspezl7JXs1ey17PXsjezN7K3vbmzxu9JAhvQojYaz/N3YLhXHaz7vVEIxdjPjzavqfa4w5xgJjibHCiPWrHoy9GPsw9mNsMLbTxhr8Gvwa3BrcGtwa3BrcGtwa3BrcGtwa3BrcGty6ddYfNThhnDP43/9O+1kP3nMP2D1g94DdA3YP2D1g94DdA3YP2D1g94Dd0zib/o85WZi9eL/4nrr4nrq9YPeC3Qt2L9i9YE//PnvB7gW7F+xesHvxvnvxeffh8+4Dvw/8PvD7wO8Dvw/8PvD7wO8Dvw/8PvD7wO8Dvw/8PvD7we8Hvx/8fvD7we8Hvx/8fvD7we8Hvx/8fvD7we8Hvx/8fvAb8BvwG/Ab8Bvwm9xdffjQCYPj3JH/G/BT0BvQG9Ab0BvQG9Ab0BvQW9Bb0FvQW9Bb0Fu8+xbvvsW7b8Fvp/HVkCEYuxgVRsKoMeYYC4wlxgrj9PV6MPZi7MPYj7HBOO39qC74XfC74HfB74LfBb8Lfhf8LtbvYv0u1u9ifYX1FdZXWF9hfYX1FdZXWF9hfYX3p/D+FN6fwvtT4CvwFfgKfAKfwCfwCXwCn8An8AlcApfAJXAJXAKXwCVwNbgaXA2uBleDq8HV4Gq8bw2+Bl+Dr8HX4GvwNfga/Bz8HPwc/Bz8HPwc/Bz8HPwc/Bz8HPwc/Bz8HPwc/Bz8AvwCfKSWQmqpAvwC/AL8AvwC/AL8AvwC/AL8AvwC/AL8EvwS/BL8EvwS/BL8EvwS/BL8EvwS/BL8EvwS/BL8EnykskIqK6SyQiorpLJCKiukskIqK6SyQiorpLJCKiukskIqK6SyQiorpLJCKqsafKSzQjorpLNCOiuks0I6K6SzQjorpLNCOiuks0I6qxr8HvB7wEdCKyS0QkIrJLRCQisktEJCKyS0QkIrJLRCQisktOoBvwf8XvCR0goprZDSCimtkNIKKa2Q0goprZDSCimtkNIKKa2Q0goprZDSCimtkNIKKa2Q0goprZDSCqmskMYKaayQxgpprJDGCmmskMYKaayQxgpprJDGCmmskMYKaayQrgrpqpCuCumqkK4K6aqQrqrBeg3Wa7Ae8lUhXxXyVSFfFfJVIV8V8lUhXxXyVSFfFfJVIV8V8lUhXxXyVSFfFfJVTc/XFvwW/Bb8FvwW/HYan4bkyajBwZ2HDhucMjB8cOww/LQfY4MRfxvpSUhPQnoS0pOQnoTUJKQmdSuMNcYejL0Y+zCCi1QlpCohVQmpSkrFIwYnDRsYM7irvGhEKyFaCdFKiFJClBKilBClhCglRCkhSglRSohSQpQSopQQpYQoJUQpEd40IpUQqYRIJUQqIVIJkUqIVEKkEiKVEKmESCVEKiFKCVFKiFJClBKilBClhCglRCkhSglRSohSQpQSopQQpYQoJUQpIUoJUUqIUkKUEqKUEKWEKCVEKSFKCVFKiFJClBKilBClhCglRCkhSglRSohSQpQSopQQpYQoJUQpIUoJUUqIUkL0EaKPEH2E6KP+Ie6kUQOThnb9TcdPHD1mcBxeJxRE/doeP2p01x0cOzBy6PQ/w2vDYYBwGCAcBgiHAcJhgPqns/DaoCuCrgi6IuiKoCuCrgi6IuiKoCuCrgi6IuiKoCuCrgi6IuiKoCuCrgi6IuiKoCuCrgi6IuiKoCuCrgi6IuiKoCuCrgi6IuiKoCuNvaGxNzT2gsZe0NgLGntBYy9o7AWNvaCxFzT2gsZe0NgLGntBo63SaKs02iaNtkmjbdJomzT2jsbe0dg7GntHo23SaJs02iaNtkmjbdJomzTaJo22SaNt0miXNNoljXZJo13SaJc02iWNdkmjXdJojzTaI432SKM90miPNNojjfZIoz3SaI802iON9kijPdJojzTaI432SKM90miPNNojjfZIoz3SaI802iON9kijPdJojzTaI432SKM90miPNNojjfZIoz3SaI802iON9kijPdJojzTaI432SKM90miPNNojjfZIoz3SaI802iON9kijPdJojzTaI432SKM90rjE0LjE0GiXNC4xNNomjbZJo23SaJs02iaNtkmjbdJomzTaJg1nabRNGm2TRtuk4S0Nb2l4S8NbGt7S8JaGtzS8peEtDW9peEvDWxre0vCWhrc0vKXhLQ1vaXhLw1sa3tLwloa3NLyl4S0Nb2l4S8NbGt7S8JaGtzS8peEtDW9peEvDWxre0vCWhrc0vKXhrRzXHjmuPXJce+S49shx7ZHj2iPHtUeOa48c1x45rj1yXHvkuPbIce2Ro3HL0bjlaNxyNG45GrccjVuOxq2Z1nN0+6e9zqljF6PCSBg1xhxjgbHEWGGsMfZg7MXYh7EfY4MR/C74XfC74HfB74LfBb8Lfhf8Lvhd8Lvgd8Hvgt8Fvwt+F3wFvgJfga/AV+Ar8BX4CnwFvgJfga/AV+Ar8BX4CnwCn8An8Al8Ap/AJ/AJfAKfwCfwCXwCn8An8Kd//xp8Db4GX4Ovwdfga/A1+Bp8Db4GX4Ovwdfga/A1+Dn4Ofg5+Dn4Ofg5+Dn4Ofg5+Dn4Ofg5+Dn4Ofg5+Dn4BfgF+AX4BfgF+AX4BfgF+AX4BfgF+AX4BfgF+AX4Bfgl+CX4Jfgl+CX4Jfgl+CX4Jfgl+CX4Jfgl+CX4Jfgl+BX4FfgV+BX4FfgV+BX4FfgV+BX4FfgV+BX4FfgV+BX4Nfg1+DX4Nfg1+DX4Nfg1+DX4Nfg1+DX4Nfg1+DX4Nfg94PeA3wN+D/g94PeA3wN+D/g94PeA3wN+D/g94PeA3wN+D/i94PeC3wt+L/i94PeC3wt+L/i94PeC3wt+L/i94PeC3wt+L/h94PeB3wd+H/h94PeB3wd+H/h94PeB3wd+C860POw2yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXJmep/RIGca5EyDnGmQMw1ypkHONMiZBjnTIGca5EyDnGmQMw1ypkHONMiZBjnTIGca5EyDnGmQMw1ypkHONMiZBjnTIGca5EyDnGmQMw1ypkHONMiZBjnTIGca5EyDnGmQMw1ypkHONMiZBjnTIGca5EyDnGmQMw1ypkHONMiZBjnTIGca5EyDnGmQMw1ypkHONMiZBjnTIGca5EyDnGmQMw1ypkHONMiZBjnTIDca5EaD3GiQGw1yo0FuNMiNBrnRIDca5EaD3GiQGw1yo0FuNMiNBrnRIDca5EaD3GiQGw1yo0FuNMiJBvnQIB8a5EODfGiQDw3yoUE+NMiHBvnQIB8a5EODfGiQDw3yoemZzsX7RD40yIcG+dAgHxrkQ4N8aJAPDfKhQT40yIcG+dAgHxrkQ4N8aJAPDfKhQT40yIcG+dAgHxrkQ4N8aJAPDfKhQT40yIcG+dD0gd8Hfh/4feD3gd8Pfj/4/eD3g98Pfj/4/eD3g98Pfj/4/eD3g98Pfj/4/eD3g9+A34DfgN+A34DfgN+A34DfgN+A34DfgN+A34DfgN+A34Lfgt+C14LXgteC14I37dzabZG7LXK3Re62yN0Wudsid1vkbovcbZG77ZDp6/Vg7MXYh7EfY4Nx2utvkbstcrdF7rbI3Ra52yJ3W+Rsi5xtkbMtcrZFzrbI2Ra52iJXW+Rqi1xtkastcrVFrrbI1Ra52iJXW+Rqi1xtkautms7D+0OutsjVFrnaIldb5GqLXG2Rqy1ytUWutsjVFrnaIldb5GqLXG2Rqy1ytUWutsjVFrnaIldb5GqLXG2Rqy1ytEWOtsjRFjnaIkdb5GiL3GyRmy1ys0VutsjNFrnZIjdb5GaLvGyRk20+fV28fuRii1xskYstcrFFLrbIxRa52CIXW+Rii1xskYstcrFFLrbIxRa52CIXW+Rii1xskYstcrFFLrbIxRa52CIXW+Rii1xskYstcrFFLrbIxRbnrRbnrRbnrRbnrRbnrRbnrRa52SI3W+Rmi9xskZstcrNFbrbVdB7eL3KzRW62yM0WudkiN1vkZovcbJGbLXKzRW62yM0WudkiN1uct1qct1rkaIvzVos8bZGnLfK0RZ62yNMWedoiT1vkaYs8bZGnLfK0RZ62yNMWedoiT1vkaYs8bZGnLfK0RZ62yNMWOdoiR1vkaIscbZGjLXK0RY62yNEW+dkiP1vkZ4v8bJGfLfKzRW62yM0WudkiN1vkZovcbJGbLXKzRW62yM0WudkiN1vkZovcbJGTLXKyRU62yMkWOdkiJ1vkY4t8bJGPLfKxRT62yMcW+dgiH1vkY4t8bJGPLfKxRT62yMcW+dgiH1vkY4t8bJGPbQteCx7ysUUutsjFFrnYTs/FFpwWnBacFpxp51c1ZFp+Th27GBVGwqgx5hgLjCXGCmONsQdjL8Y+jP0Yp3PbcMfRIydPGBgxdOKoaT/qFsnkcSMGJkwcPjj1x8PGJLtMHpw0MGFgytQfDYzA32mnjQoj6WBgt+Fjho6d+vfxEwDy6SP+Zok3WuKNlnhjJd5YiTdW4o2VeGMl3liJN1bijZV4YyXeWAleBU4FToUPtMIHWoFbgVuBW4FbgVuBW4FbgVuBW4FbgVuDW4Nbg1uDW4PbMyQZPjhmcNzYwXEDk4ZO2B0/VfaY0ROG4l/w0noKd/zAxKl/C/+KV9aDV9bTY48YHDcS/4KX04OX04OPvRcvqxcvqxcvqxcvqxcvqxfMXkB6AenF2+/F+tPqVHW7FAxMnDR67NBJ2BrdaZ2J6mr8Dd34/73FUaMnjAgm7Tr4v8nEaX80LcynjgXGEmOFscbYE0xdYmD0yFGTRsWTRk0YwHxitOPoKdPn8cSpO3Qc/gW/N+3N4wnuqaMOhk6YMLjrmIEdJ3n/m00eH/5vnPDfr037wxGDu46bNhs29cUG+Gsjxk1bosZLrfFSa7zUuo75bw6bOPC/H059AeHghEmjBkcOjhs6Jh49btJ/FTR80ujBcdHALpNHTxk6ZmDc8AFn1ODkiQPJ1AIbMzhy9PChY8YNTgr/+8sjJwwdM2k8T4dN+t+q+E/VCv+peuqoMBJGjTHHWGAsMVYYa4w9GHsx9mHsx9hgnPZp4j9dK/yn66kj+CX4DdZrsF6D9Rqs12C9Buu1WK/Fei3Wa7Fei/fTtv7GU/v8//75b9LFZAhPaPpETZ/o/ybuGmqqFshdo1vletqQd93hoycMHzPte8r7+v73U6JwcPzAuGGTx4wZmPZZl7BRCRuVsFEJG5WwUQkblbBRCRuVsFE57XpC9eG768N314fvrg/fXR++uz58d3347vrw3fXhu+vDd9eH764P310fvrs+WLUPVu3D++jD+8B1Y0/JY4WxxtgzbZx27Jk6/u/1trhebBv+d4WRpo1Tv6P1ho4dWHdguSHTJ93pEzV9kk+fFNMn5fRJNX1SB9N/fQjPujxTPCOeaZ7lPCt4VvKMV1a8suKVFa+seGXF6yleT/F6itcjXo94PeL1iNcjfqXEKxOvTLwyVTxjhmaGZoZmhmaGZoZmhmaG5pU1r5zzyjmvnPPKOa+c88o5r5zzyjm/+pwZOTMKZhTMKHjlglcueOWCVy545YJXLnm9ktcr+TWXvHLJK5e8XsnrlbIev9KKV6545YpXrnjlileu+DVXzKh45YpXrnm9mtereb2aV6l5lZpfac3r1XXI9dGVqZIpyTSXaSHTUqaVTGXd7hCZCqIriK4gulqmgugKoiuIriCUIJQglKyrZF0l70IJQglCCUIJggRBgiB5FyQ0EhoJjYRGQiOhkdC00LTQtNC00LTQtNC00LTQtNC00HKh5ULLhZYLLRdaLrRcaLnQcqHlQiuEVgitEFohtEJohdAKoRVCK4RWCK0UWim0Umil0EqhlUIrhVYKrRRaKbRKaJXQKqFVQquEVgmtEloltEpoldBqodVCq4VWC60WWi20Wmi10GqhiR+m9kIy7cpUyZRkqmWay7SQaSnTSqZCE2sosYYSayixhhJr/Ncp81RoIhAlAlEiECUCUSIQpYQmLlHiEiUuUeISJS5R4hIlLlHiEiUuUeISJS5R4hIlLlHiEiUuUeISJS5R4hIlLlHiEiUuUeISJS5R4hIlLlHiEiUuUeISJS5R4hIlLlHiEiUuUeISJS5RIhAlAlEiECUCUSIQJQJRIhAlAlEiECUCUSIQJQJRogolqlCiCiWqUKIKJapQogolqlCiCiWqUKIKJapQogolflDiByV+UOIHJX5Q4gclflDiByV+UOIHJX5Q4gclfiDxA4kfSPxA4gcSP5D4gcQPJH4g8QOJH0j8QOIHEj+Q+IHEDyR+IPEDiR9I/EDiBxI/kPiBxA8kfiDxA4kfSPxA4gcSP5D4gcQPJH4g8QOJH0j8QOIHEj+Q+IHEDyR+IPEDiR9I/EDiBxI/kPiBxA8kfiDxA4kUSKRAIgUSKZBIgUQKJFIgkQLl/wchb0j8QOIHEj+Q+IFECiRSIDEBiQlITEDSSpC0EiQmIDEBiQlITEBiAhITkJQ/SfmTlD9J+ZN0CiQmIDEBiQlITEBiAhITkJQ/SfmT1DxJzZPUvJZC11LoWgpdS6FrKXQtha6l0LUUupZC11LdWqpbS3VrqW4t1a2lurVUt5bq1lLdWqpbS3VrqW4t1a2lurVUt5bq1lLdWqpbS3VrqW4t1a2lurVUt5bq1lLdWqpbS0lrKWktJa2lpLWUtJaS1lLSWkpaS0lrKWktOa+lpLWUtJaS1lLSWkpaSx1rqWMtdayljrXUsZY61lLHWupYS85rKWktJa0l57VUt5bq1lLdWqpbS3VrSX8t6a+l5rXUvJaa11LzWmpeS81rSX8t5a+l/LWUv5by11L+WspfS/lrKX8t5a+l/LWUv5ZGQIsJtJhASyOgRQpapKBFCrk0Arn4IRc/5OKHXPyQix9y8UMufsjFD7n4IZdGIBdV5KKKXFSRiypyUUUuqshFFbmoIhdV5KKKXFSRiypyUUUuqshFFbmoIhdV5KKKXFSRiypyUUUuqshFFbmoIhdV5KKKXBqBXKyRizVysUYu1sjFGrlYIxdr5GKNXKyRizVyaQRyEUguAslFILkIJBeB5CKQXHqCXFySi0tycUkuLsnFJbm4JBeX5OKSXFySi0tycUkuLsnFJbm4JBeX5OKSXFySi0tycUkuLsnFJbm4JBeX5OKSXFySi0tycUkuLsnFJbm4JBeX5OKSXFySi0tycUkuLsnFJbm4JBeX5OKSXFySi0tycUkuLinEJYW4pBCXFOKSQlxSiEsKcUkhLinEJYW4pBCXFOKSQlxSiEsKcUkhLinEJYW4pBCXFOKSQlxSiEsKcUkhLinEJYW4pBCXFOKSQlxSiEsKcUkhLinEJYW4pBCXFOKSQlxSiEsKcUkhLinEJYW4pBCXFOKSQlxSiEsKcUkhLinEJYW4pBCXFOKSQlxSiEsKcUkhLinEJYW4pBCXFOKSQlxSiEsKcUkhLinEJYW4pBCXFOKSQlxSiEsKcUkhLinEJYW4pBCXFOKSQlxSiEsKcUkhLinEJYW4pBCXFOKSQlxSiEsKcUkhLinEJYW4pBCXFOKSQlxSiEsKcUkhLinEJYW4pBCXFOKSUlxSiktKcUkpLinFJaW4pBSXlOKSUlxSiktKcUkpLinFJaW4pBSXlOKSUlxSiktKcUkpLinFJaW4pBSXlOKSUlxSiktKcUkpLinFJaW4pBSXlOKSUlxSiktKcUkpLinFJaW4pBSXlOKSUlxSiktKcUkpLinFJaW4pBSXlOKSUlxSiktKcUkpLinFJaW4pBSXlOKSUlxSiktKcUkpLinFJaW4pBSXlOKSUlxSiktKcUkpLinFJaW4pBSXlOKSUlxSiktKcUkpLinFJaW4pBSXlOKSUlxSiktKcUkpLinFJaW4pBSXlOKSUlxSiktKcUkpLinFJaW4pBSXlOKSUlxSiktKcUkpLqnEJZW4pBKXVOKSSlxSiUsqcUklLqnEJZW4pBKXVOKSSlxSiUsqcUklLqnEJZW4pBKXVOKSSlxSiUsqcUklLqnEJZW4pBKXVOKSSlxSiUsqcUklLqnEJZW4pBKXVOKSSlxSiUsqcUklLqnEJZW4pBKXVOKSSlxSiUsqcUklLqnEJZW4pBKXVOKSSlxSiUsqcUkl1qjEGpVYoxJrVGKNSqxRiTUqsUYl1qjEGpVYoxJrVGKNSqxRiTUqsUYl1qjEGpVYoxJrVGKNSqxRiTUqsUYl1qjEGpVYoxJrVGKNSqxRiTUqsUYl1qjEGpVYoxJrVGKNSqxRiTUqsUYl1qjEGpVYoxZr1GKNWqxRizVqsUYt1qjFGrVYoxZr1GKNWqxRizVqsUYt1qjFGrVYoxZr1GKNWqxRizVqsUYt1qjFGrVYoxZr1GKNWqxRizVqsUYt1qjFGrVYoxZr1GKNWqxRizVqsUYt1qjFGrVYoxZr1GKNWqxRizVqsUYt1qjFGrVYoxZr1GKNWqxRizVqsUYt1qjFGrV0ILV0ILW4pBaX1OKSWlxSi0tqcUktLqnFJbW4pBaX1OKSWlxSi0tqcUktLqnFJbW4pBaX1OKSWlxSi0tqcUktLqnFJbW4pBaX1OKSWlxSi0tqcUktLqnFJbW4pBaX1OKSWlxSi0tqcUktLqnFJbW4pBaX1HUdYfrfw6r/Z979P3P1f+b0f+ZlMHLM7uNHdYdozbOcZwXP5O9VPKunz/IhPOvyTPGMeMaMnBk5M3Jm5MzImVEwo2BGwYyCGZXMptO6agjPujxTPCOeyW/kPCt4VvKs4tn019clZhAziBnEDGIGMYOYQcwgZtB0huLfVfy7in9X8e8q/l0lv6uH8KzLM8Uz4hkzeB8o3geK94HifaB4HyjeB4r3geJ9oHgfKN4HiveB4n2geB8o3geK94HifaB4HyjeB4r3gSqYUTCjYEbBjIIZBTNKZpTMKJlRMqNkRsmMkhklM0pmlMyomFExo2IG72LFu1hVzKiYUTGjYkbNK9e8cs0r17xyzSvXvHItq0x/pTRkCM+6PFM8I55pnuU8K3hW8qziGTO6zOgyo8uMLjO6zOgyo8uMLjO6zOgygy1AbAFiCxBbgNgCxBYgtgCxBYgtQGwBYgsQW4DYAsQWIK5k4komrmTiSiauZOJKJq5k4komrmTiSiauZOJKJq5k4komrmTiSiauWuKqJa5a4qolrlriqiWuWuKqJa5a4qolrlriqiWuWuKqJa5a4qolrlriqiWuWuKqJa5a4qolrlriqiWuWuKqJa5V4golrkviaiSuRuJqJK5GqngVrkviuiSuS+K6JK5Gqnk9rkbN1ai5GjVXo+Zq1FyNmqtRczVqrkbN1ai5GjVXo+Zq1FyNmmtQcw1qrkHNNai5BjXXoOYa1FyDmmtQcw1qrkHNNai5BjXXoOYa1FyDmmtQcw1qrkHNNai5BjXXoOYa1FyDmmtQcw1qrkHNNai5BjXXoOYa1FyDmmtQcw1qrkHNNag5TTWnqea61FyXmutSc11qrkvNdam5LjXXpea61FyXmutSc11qrkvNdam5LjXXpea61FyXmutSc11qrkvN1ai5GjVXo+Zq1JyhmutSc4ZqrlDNGaq5VjVnqOaq1Vy1mqtWc9VqrlrNVVvyZ1ryzyr+dCv+dCv+dCv+dCv+dCv+dCv+dCv+dCv+dCv+dCv+dCv+dCv+dCv+dCv+dCv+dCu2XsWfc8Wfc8Wfc8Wfc8Wfc8Wfc8Wfc8Wfc8Wfc8Wfc8Wfc8Wfc8Wfc8Wfc8Wfc8WfcyWfKduxYjtWbMeKu5aKPVnVzGBjVtzJVOzOmt1ZsztrdmfN7qzZnTW7s2Z31uzOmt1ZsztrdmfN7qzZnTV3MjVbtGaL1mzRmi1as0VrtmjNFq3ZojVbtGaL1mzRmi1as0VrtmjNFq3ZojVbtGaL1mzRmi1as0VrtmjNFq3ZojVbtGaL1mzRmi1as0VrtmjNFq3ZojVbtGaL1mzRmi1as0VrtmjNFq3ZojVbtGaL1lzxNdd5zXVec53XXOc113nNdV5znddc5zXXec11XnOd11znNdd5zXVec53XXOc113nNdV5znddc5zXXec11XnOd11znNdd5zXVec53XXOc113nNdV5znddc5zXXec11XnOd11znNdd5zXVec53XXOc113nNdV5Pr/P//g90edblmeIZ8UzzLOdZwbOSZxXPmNFlRpcZXWZ0mdFlRpcZXWZ0mdFlRpcZihmKGYoZihmKGYoZihmKGYoZihnEDGIGMYOYQcwgZhAziBnEDGKGZoZmhmaGZoZmhmaGZoZmhmaGZkbOjJwZOTNyZuTMyJmRMyNnRs6MnBkFMwpmFMwomFEwo2BGwYyCGQUzCmaUzCiZUTKjZEbJjJIZJTNKZpTMKJlRMaNiRsWMihkVM6bXuerybif+Uz4LKe7bFfftivt2xX274r5dcd+uuG9X3Lcr7tsV9+2K+3bFfbvivl1x3664b1fctyvu2xX37Yr7dsV9u+K+XXHfrrhvV9y3K+7bFfftivt2xX274r5dcd+uuG9X3Lcr7tsV9+2K+3bFfbvivl1x3664b1fctyvu2xX37Yr7dsV9u+K+XXHfrrhvV9y3K+7b//t/yMAzZvBO5A5ecQevuINX3MEr7uAVd/CKO3jFHbziDl5p2WsVMypmVMyomFEzo2ZGzYyaGTUzambUzKiZUTODEyfnxMk5cXJOnJwTJ+fEyTlxck6cnBMn58TJOXFyTpycazDnxMk5cXJOnJwTJ+fEyTlxck6cnBMn58TJOXFyTpycEyfnOs+5znOu85zrPOc6z7nOc67znOs85zrPuc5zrvOc6zznOs+5znOu85zrPOc6z7nOc67znOs85zrPuc5zrvOc6zznOs+5znOu85zrPOc6z7nOc67znOs85zrPuc5zrvOc6zznOs+5znOu85zrPOfdmfPuzHl3Frw7C96dBe/Ogndnwbuz4N1Z8O4seHcWvDsL3p0F786Cd2fBu7Pg3Vnw7ix4dxa8OwvenQXvzoJ3Z8G7s+DdWfDuLHh3Frw7C96dBe/Ogndnwbuz4N1Z8O4seHcWvDsL3p0F786Cd2fBu7Pg3Vnw7ix4dxa8OwvenQXvzoKdWLATi0r+lF8BO7FgJxbsxIKdWLATC3ZiwU4s2IkFO7FgJxbsxJK/o5K/o5K/o5K/o5K/o5K/o5K/o5K/o5K/o5JrpuSaKXP505xn/Aq4ZkqumZJrpuSaqXh3Vrw7K96dFe/Oindnxbuz4t1Z8Tuv+J3zGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGVbxGZb4DEt8hiU+wxKfYYnPsMRnWOIzLPEZlvgMS3yGJT7DEp9hic+wxGdY4jMs8RmW+AxLfIYlPsMSn2GJz7DEZ1jiMyzxGZb4DEt8hiU+wxKfYYnPsMRnWOIzLPEZlvgMS3yGJT7DEp9hic+wxGdY4jMs8RmW+AxLfIYlPsMSn2GJz7DEZ1jiMyzxGZb4DEt8hiU+wxKfYYnPsMRnWOIzLPEZlvgMS3yGJT7DEp9hic+wxGdY4jMs8RmW+AxLfIYlPsMSn2GJz7DEZ1jiMyzxGZb4DEt8hiU+wxKfYYnPsMRnWOIzLPEZlvgMS3yGJT7DEp9hic+wxGfYqTNmVMyomFExo2ZGzYyaGTUzambUzKiZUTOjZgbXeZfrvMt13uU673Kdd7nOu1znXa7zLtd5l+u8y3Xe5Trn0/vUGTO4zrtc512u8y7XeZfrvMt13uU652dsiJ+xIX7GhvgZG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yvjbY6MNH0v6CbjG7H/wYcFP3aicjFfs/oFLsm6/dJsUS/DNih/XL1d8eTonM/dOUJdxT6EObul1Xl8ob6j7f69hbl6psL1jiQvxzo7rs9AtxOMvf8z9GhQJHk9Dz1JfgyQ+6BfU9rk35iPpO6Tg+GZlG3mnjFbq5F8LLne6BzhJ9wKYxgfqQjrkmWOHfhztvdtnqE7quPqssY5sITxhnEGO5cYFv1ZJafdTffZuRv1fZJvL3I77lMo+bk0lGWulb4oxE4HaD/JWuV8lYKNOwTzO7SHHwZOiJQ7jbE5w3H7hh238r8lNNSvd/P6xdR9+pqhpf4bDPQ1Objzcv4M9CnXZ2knpivKNvvlQnKLL8PHC9r46jB/NugXF7SA+S7fqzmKNkHaP7UAzsNJBeDcMz/QV6WbnINztbKs3ocVfRXXOGR9g2Mc1jeYs2q3vkEf8PNI19LX6zNhfUPWNLjGsUyv0f5mHHtCPWQvCdeCqvWg7SUa8gPzDd0G7olZavi94Z0K5h/Yd6JH88wOdBl6GpjTYI7nPoXY95sa4wT5zjzTxxtzO5J8VVFXNtiYK+3b3VGeq7vJYMeMgV0lkjU4wQ8VWT/M03EhGGPJPqCbc18l9y/Kv1k9vQBcr84y9DSEe7Z3TbBaET2riL0hUVSuUoTzgMQrKmMNBxoWGuYr4t/VQ9YGQ6zzW0PxfLXamSIqx+R95Ln2ta+tL3CfAv3ffTYvuEZLzn0njh+IdM2Qes49J9w/wb1XaHvMdXja57m2/v5Rna98d/I3gGuC3ItBH32wziNHH8g1x/3MrlB3uX6NZ6ronxp8Adc3PXh1yr2bQ9WOZDaiGXctxBTubuMKc3P7wW+Ed/Mec3qul5Ur2amyPQqcO/vWZPPrh2gfJMfmz5ftltgexq1pJPvaEuhMsnukfpu+ljE59Dvm/gDYiOSnek6exn5mDit5TyTryeKfjUNlKMZIxRzfhmKi8Y2o41stYhzymYCG+KbcbuNBHcUtHcQsIZati0lCXFLwT8IJh1uZI7S/pN+ZI7vDxjHYjxNM17vMhpTjkmKsAjvI9XWx9xMMhZhEjifZGuyG4oeQ99hQ3LBCwbXfsB/ST6kH+Xb52n/i+qv1+N+oR1hryPCC+X6TxV+yg0n68T6R5ACL18lp5DxcX5VLeYZzj/uSqoW1rB52r5c+38BXVtWD+yIJsR3lPNDUAmjDJilX8uAL3McnMQtsTXp+Ac+UzmHbUryrugmA2KyG+Kj2NhyP0mu1QZoHr5IzH6aowSbXYDerU+0c7azBvlRfLv8Nvumc9ngl+HQz+94KsmbYBp28p9NcWiu0y4tl/oQ2ffq/KKe2L5flDDqArL+2QUfvGV7AFaVz4jPAbYoqeEKVOv28nT8G3AX0B2LDGugrYurqTnb+Es4R31ZPy/1Qtk5ePOdaK9dXw/ppT/WnXDeV8zfqeqqsoYY10h2VU8na6BBdJ+WaKddJg23g/yHinSPJZTHOZ75CxpRcEbyTezBlXz/3BoFvkAvJfweYEwXfTbmWcavZhH1srMZqWcZ6kud40d7VR0HdkpzNAuVroq/0/8yT9I3qeKPMnYMVIc8juhByPUV9ZA7mzAJWqq2THM2hVv/F2j6HOEP2Z4J/+w8Ci5UzkReST8t+z41tPY78+lpF2YaH2IRr/Owrx/WMywCHa+QyXLtj7gecvHqb1pNlCclXzI6U9wwogNf6qA2XvWJjzG4v1G95xiEPWNnLI/0vxbm575C9qeEZSv7v69uR/k8kXJ9o33jQ5liIT0N9drb4a4ld72njeol9l+uIjM+vsjoeE7X9ca+l53oMYmvZM358pPvHe7a2t61sXjGH0GpOv/r7//lRV4qcQ+Jj5mCL6wd9lffLGu/pqsMBdVxrZZTt35A5vFTtRMZ9+hjmaXnZy/GQPp/ivSm4f3UXs7ndJpmj4poH/0MBeyJx+p7AXXaNAI9xv1XbLf8FeUjr7Geo/RE5Q+1aQpv6RKT/1+Q662C7RiD+4F5k+R8Z8/Br1N6J7S7FcbK/iznoM0zuUt9nsoeLeQjmRc8ze23/rZU9qo+qnZf9evz/ge1FZD9zf316ipYNe81TrrUeF2X/Gwj/HeD/BsSmdnE0/wFiglcQeJzt1WtMlmUYB/D/9Ty83CLnk4jKe9/PA69HFMWzkadAEM+ikiKnlFA8AAKSiBwEDzkzP/Slcqa1wsy15aq10tkHO7lWbc2akTNfeO93c5WZzHIkVw/onOWsza1vXdt9uD7c1+79PlwXABO31xCQs8N1yMmoLw9wNQG02kkEVmMmGnACZ/AtmIhMcpGgIAqmUAqnSIqmWIqjeBpMCSTJokTy0DAaQaNoNKXQOBpPE2kKTaM0mk4zaTal0xyaS/NoAS2iJZRDyymXVlIe5VMhraESKqX1tIE2UTlVUhXVUC3VUT3dpG66ZcQZ8canZrlZYzaY+8z95lHzi4DdruiwGQnn3I3uZneL+0X3Yfc1900ZKxNkhlwgc+VKmSfz5Q75tjwtz8qvZbu8KrtkjwpXthqqxqoJapqartJVoapUB9Rz6h31vjqtLlouK9qKs5RlW0OtMVaqtdAqtFqt561jtmEH2uF2lB1rD7KlPcIeZWfZxXZJopEYkWglVSV1eeAxPCGeCE+MZ6DnqOcNz+eeLz16WGPyxuTaMXFtg9qs7oCexB5mdrQV8nAUbzq6lx5Sd/LfdLMeoFv8QN2GXl1iR3ewcc6sNuvMVkf3gPmK+VXAXkcXCT19ursc3SPu6xJyoFQySy6+o1som+S78oz8WH4jL8pf5Q0FFeXopji6U1Wao1ugKlS1OqiOqPfu6g64R3eBlWO1WAfv6kb26brv6BbZa/t0VVJR0pUk/ovucc+5Pt2tyUXJ1Y5uXJvqRo/q1eUO/ozb+DV+lvfyHt7Nu7iVW3gnN3MTN3ID7+B63s51vI2f4lreyjVczVW8hSu5gst5M2/ijbyBy3g9r+NSfpJLeC2v4Se4mIu4kAs4n1dzHq/ilfw45/IKXs7LOIeX8hJezIt4Ic/neZzNczmLM3kOZ3A6z+Q0nsyTeCJP4PGcekP4M/0x/mh/lD/SH+4P84f6hd/lN/2kWffoW/oP3a1v6t/1b/qG7tLX9TX9i76qf9JXtFdf0u36O31en9In9HH9uj6sD+kX9Ha9TGfqDP2oTtNTdapO0bE60vezr8N33lfv2+ar9FX4NvvKfKW+Al++b5ZvpG945/7Oxs6KjlTvKe9J71veY95XvS97X/LGecMvX7t89fKFH7Lby9rXXDhb9FHRhyHeoE/6/Xi7Y/wf/1EEGv17D8J9zgTjzs3AP8ftlyYC4EKg08f7IQj9EYwQhCIM4YhAJKIQjRjEYgDiMBDxGITBTvdPgBvS6UsWbCQ+1P+T4MFQDMNwjMBIjEIyRmMMUjAW45CK8ZiAiZiEyZiCqZiGR5CGRzEdM5xJMwuz8RjSkYE5yLyv7nqsQxk2YgM2oRyVqMAWVKEG1diKWmzDdtSh3plWO7ATzWhBqwjFCsxFNhaKcGeSlWIZFosCrMIisa+3oNiFXLFfPIP5yBMNolk0GV1iL5agyLiIzWhCCbKQI1rxvXhaNGIpikXEPf85KSBIBIn+wiUC0Sg+wB6nZrzIFjEiVnSIThGGfCFEsIj6V7MjRrChsNwYYiQYbhQYliGNkD8BU+HBZ3icfVTNbttGEN6lZFmVYpROHUMAD1l2I8GGpKpA3NR1VZsVuYpcNa1lKcDS6IGUJUO++ZRD0AK+1aDbd1m6F/mWF+g75NBjc8w5nVmSgmW0JQhp5pu/b2Z26ThT+XI0PB4c/fjDi+/73x32nneF53a+dQ72v2l/vffV7pfPvmh91mxs1apP+KePKxvr5sdr5dJHxdXCSj5nUNIQvBswVQtUvsZ7vSbqPAQgvAMEigHUXfZRLNBubNnTAc+ze55O4uksPKnJ2qTdbDDBmfrT42xOTwYS5N897jP1TssvtJyvaWUNFNuGCCYqM48pGjChuq9mkQg8yBeXSy53p6Vmg8SlMohlkNQWv4jp1j7VgrEl9mKDFNewrMpVRThRRwMpPMu2fY0RV+dSBVet6lzsHDmTaxY33kS/zU0yDuoPJnwS/iRVLoSgKCei6Fe1Xlfb3FPbr/+qQMtT1eCeUHUOyfrHiwJUrVRNzqL3BMjzd38vI2GKFKrme4IitrgYE9gzmQA3YAj92TZyuZ47ZAyKuhzIRGdkbN0Qp1X3lRGg5U1mefQSLZeZZREecBtXJYL0fTWrqMsxazZg+vqtwgt2pnK1YHw6w/9wGnHPS+Y2ksrxQHDCtFcRf94C/zCAJs5xDAOpWvxCbfBO4gAAwx2cD6UOScPUhqtIcJpGqZbwkBcTUeAlBDEXH8hb8vTD23iHWX88JTvERx5q04Wl1EQkJ2fqcWBN4HyeMWnZyvFhfD6XUx+3xE21/RbK2bqijoLe7nlnztj5arXIpGHlfNwWAKwLP7zTBoMJ69IqbrTTZpJaJHODKqkHSkt5QMlV3R6achjq9izbt5PnfyhZKaeVqireyWUCsOCU1PlPaok3EtpmYurdIbiUdCUlmGb7d54GziItDBFFXGcvM+WqcHMBMyCNhnCLFabIEZN8yn0OZ8g5ktgbzlrvtz/k/cGJ1NtOT8loSUvsuwtbKinDhQPYrVvZTrX+XOsLtXfPfJiZWVTk/WGEmXmakDC4PtBxoXYYXu8+3IF72YVPG++GnJmsG4XzD5fjKHac6EIEsz3MwQ8nER/KtqWpHctfrNdY6iHp0/6o02zAh6cTc3o1iB16NTyRtyYh7GokbwxquEHHj5+ATd4yQhyNGogiiApDBTMdg1LU/tatQ8iltuY1oPXTOSUaK2YYJadzI8HMDDMAyyeYozF8YEOVGcwXvrWCTXA3P/uzKPDxZpFN2CO8VFG+T5TB92NqFB6oEp92VJl3ED9A/CDBC4ivwqmgmxSmKWY8mxUXs3B6Qyh99AnfjSlZf9b8B43s1iIAAHicZY7bT9NQGMB7Wp3oiz4RQrJ8BMSXGiE+aJQHG0xWsIqM7VNYdUxBbkkZtEBlWplTJhoQE31A45yJ05cm2IIms96w3tDo8EHBy5P+I7VjwIOenPP9ft/l5Bzu1sY/GQd+mw78utEPP5Z2wM/Fbvj+NQVLi9vh2+Ju+JIrhYVcF3zOTcOnXBw254gEOeKi5uN8Aj7Mj8P7+V3wzm6At3YzvLFb4bXdAa9sCebsOFD2FrvMZqQyu9qm80rnK3RNmU1eWtvghbUXnltN8MyS4KmlwBPrAmStYWi0SNaZm7ViCd8yu3oLxFCBtb48Oceq2ul7bArwyDwOs2YbzJg9YJgqPDQTMG2K8CDTD/czMbiXGYd0ygt3Unvgduo63JxCmBqvhivkMo4yLFxkeEiIcTyvx3FE1PCcrmGVRqq0fVpUS2sLmqN5hkUVT+sqgjqpplVGJTE8K8bwjB7DvhgZE5N4SU8iJCeT6SSTZGRsHIoM0UOu9HZIaEikVYpKIxIjuZUBUUZFl5GTI3KfHJfXyXQU+8Uo9ulRjHoI9Lif6uY7sUvvxA6+HU/p7djGn8QTfAS5CDnGh1DUQ1w9HnUHj/BBRD2IAd6PTbof/R4fHOYbsIGphEO8gAd1AQ/wdViv12EdzQLP+9BHWNhavgkqykuAYkhRllCzxWQ9yZJrZjDAskJ2g9MkGEWNokHGjMpAPnL+kOEZMygMic0mIVdbZkoJvT9YIfhDhXx0YoKq9QqGN9Bs3PW2CEbcFS4vjiuU1yymalvCCvv/Uv5xRclTWUncPbDWJu6hVsiuOMuu9slgWBkYXH1jec4tFHJq7TJhS8J/AXTIGI8AeJydkM8rRFEUxz+8uTNNL6Np1pb+BcoOC0IpjI2GkoYwNcKMH4VYTCaLkQWhKSkWkuzeRtnJ1tL/QEk2at7zfXdmYT2nbvec749z7j2xqsk5nn+CwiRq7zQTA0xT4JoxVpvyN8IUcJ1HoqQg+A0+/BsdzyT+IfadkQ4hyboniAefUqQs1m5VX6HK95w+otbr1l6E/ojrdOKq24Iu1d+tpTCvO2JV/8G/tawb6W650B7G6aGXESb0tzQzLLGjekj5LFu6p1hmnX36GWZSfJacdrDLpfbwzJucaTnnyVOUs0SFU+54JcOclGtsU+aKJxZYUb8DjjgTn2n0udedZ5M9DjnmXMyguHDiqPQb6lFmUdMq8hXJmuQfQ29iOQB4nO3Cuw1AQAAA0PM5E6gUSpURlEYzy1WiEvORi1JCon15L4QwfpJCKoZsf1dOl6OaH6x1e0uxjwsAAADwR9NlGwAAAPDVCTIFk+sAeJx9V2tQG9cZ3Xv3Je1qpV1JK2klhJBWLwRISAIJYYHEW0iA7QDBGAsTHIONcewmBfxKaruJwXHSJk1bp5npJG3kOI9xG8g0jp12Mq2djv/Q/slM/9SeTvunP8qk7aRNxzF2764gdtKZsoi7e+eOZs/5zjnfBwaxTgyDj5LDGI7RWHgZYJH0Ck28thZbpsg/pldwiG6xZVzZJpXtFZr6y530ClD244Jb8LkFdyesuusFL9/dRw7ffqeTWMXQV2Lb7n2Kf0S6MBNWg81nh/cHjwbhTOBYAOYCOwJwrzwnw73OOSfscY444YztmA1eNoJFAVAC0HBgWreggx9ogJYGNA40o3A/hOZrWQxgVdeYWscVw6DvCvkwllnLrAH+1tonxbX6aHG8+NUfYNZD2ROGjQ2tMB6rhHRDmJA9eiiaK9FzK4F/FD5w6Vtzr++tC88o61TdSUNVtGtHcs/xLpsn/83B9snusJ2BZ7/32fKe4Tc//+mL/1LXS3t+8lSxxVl85bcz3//DuY5Q375jSwgzwE5iGH4OYW7FhrLRQBSQUTEKNWelH0nwiASOmIDlWtyHLiz1MSs0paqqUo6rcQsVHuRTV6khhCaWMaZSa0IqghYQWVtNpSIRXoFWVMD5FDzuDUBJ0Io3NoShAmgDJKWAFNEhA3CjO/QqWr12vUvL6yhIMYjMPXOtJld6tDnzaCGmoxgahwRtTQ5NJccWd9aKXd8++De4TaNnyCadaNBQnMXAmXleC2z7Sk/P1tePtAXkGpnizJyO53Rmjywldh3taD3+4rtPfE7rzQj/PlTzRVKP8D+eLZxvudhyuQUnW8D59MX05TR+rgqcs4MjdkBBkPz14eDJIAzGgjG98xqmzzBXTSZb4mpt8xXMU++Z8Bz2EBqPh6zdbrtarrMxFRkvrvEKOUrJP1kzKuQUy+Q8UG1qs9qowrBMECV7/I1CQyLuVvmhZLfQCpQj+GLniUv70rNDjXqSgDjNUExN/mCh59jOeO3Os7syw167zWWHAYUTk/GuIBcaH3/rUBL8ePq1x1ImSeK0nAkxoaftLrvcNzfYvb/bw0lecKfChQjhrFV3p0iYnFxS/KBw48Z/g8WxLPbIL843XWyC0Q/u/T3byHC5oKnJBBmT3QQ1Bht61loblrFAwIUobV4R2kJveGRnKdz4usUSzreUdP1EH5ZBlCAm+PXPVANcL6aQUGKp+mgNEkqNIhWAyAAtQF1VxWwBX9MLoeqFLlvCEo8lkribE42CjWt5aWvPNwZCrY+/NvmCLfFwa3oiF2EUwVBSdnCivnhyq2fhQm42J+/Z2XO8y8ywJMkye9tzvq7JlsKhvG+geTRd6fQ6CVbQiZLkcRrrho4PXLHHuusGir19ilceRXy4EB+N2N5s51RoPnQmhE/55n1nfDjLO3j4MvsmC1nWwcIKdFyDBVb0CbwUlUqu+mg2CjOurS4YdUVdtd6SKV97QduvhoGgiqLII6GotIwXYxsCQYxQD4QBpejAo6pjIw5U0eAuZAl7S9+OyPiLk/HMYy8N1T3UlZC0JBQYfXV2LHP6eX/PVDa9q7OOpbQU/orOpGftwUpT5vh7c0//8khKqPBKHG/inFZvjffGr3Z/d3fEH/bTBlHRwAGE+RR5EPNjKWwhq0sGzRasbz52JgbrkBTes2D9aP1PNi1i/fO1Z2phkBfRgWk70IqSCLW8xEMN60gt6xtCNgKLrJia3d1sKuAg9KGSLd9Q0veTZWWsGa2pjBqM1pSqCiUaa4o16Ne3EYoPKiMes1iFDduIeBg8EJIwid6YMxt4kaNzr4xNPjsSjE2+sPuhpXZSbxWMVo5aKJzr65psrbA1T+S8nbn+WjPyEY4jtZweGO07/fPJJ66c7u7tgW6KoQgC/VkfGJton13qLnznUIc53JvA1Oy8eO82/gzSQwxry1bj9aZ6qLFE/JFEBE8Yu40wZFquZJcz6GAlX6rLhyRvr9SnokXJgJpA5BMlHFJKsceLmxiR6dUK08L9jTJKJygngIg/Q3FlHPaG7YmuZ/vQo1Gw6klSLwqCRUcO/DA/eqzgNm++PZSG9heqJ3evL2zu4GcVZyjpcXJkID21NKH2P0XfNxAeExbAdmWz+31HfXDKPe+GU455B9xvPWqFi0ZwXml4ZwSIWt6S0u3O0lDpd+YVpdVVrjBBqWTIyxfI/q+2uvH/3+XggwXEbzQdeuOxmVcPNCYPvXFo5tWZxFOV3fM7ts8XvJsr+PPs+2cKHU+uHJ59/5l8+5Mrx/qfO5Bpnn5u+8DzM63NU8+hlxm+9yn8EOHpxaayrYu58zlo9wPWD0QICAja3vV6YzGdY1kppS4fLiWZC8JE8nASbhNAUkgKlnSpzUFW5y2lMpZyn3vQrAgYyvhYZDPRN3ARX8tz6r6By7g3sFLww/rRE4XIUGfEwihlYUOZkVS4r8kVbBscGWwLegtz2zwdyaCI2h6OvKupashFIj1ha7B9aGSoPQjItumc32C1myslDmV6hbvCHMyEQs01bjmUHtoSGcvVskaRZ3WCDrmettgtlmCiqjZd6/FUN29XgAfu/QOOEW9jzdhwtonhOT5Xw2xhCgzOMU4GynXLVozjOchxQnU1ZhBcQkbYKhAaoa4k9zq5krU3WqLLlV5VJD1evB5Dk0CkGF9TU0zxLlGWsdLRNiJ9U9Dl5k/VAEHJ8vIuHKMNTn/I3DGedizqeULD0oubvr1NsxpC4G5vGbAFKkUNqSHxvGg3cFrS23u4D8ZRezNx1K1Nbd+i0KMkrd+cnmV0DAp2hPd1Jc/wy8izmWyAEewCrOZTPFTzW8MGVLu6lk11vQGWlHq99/MJVT+D5htU8o1s+p9U+jKOBFXGieT9fDpF6i28UbHmD1RrbgJSDXy2Hz0iA3PUl45VXDm9NAHlTSjrfx2aUSwMvzQuRmBhNLutotlFmYNTWD+Wz3rraNi80qm/ZO1EFwRVP9MQALo0AJcbKXy7JPRmCDQv37x189ZqBn0EdWi7efPWmmAsD27ouvm7+ihAc7L6UUezct9pDDQktgBV0v77LTmRbMXVNvQ1T+Ordx7BB+/8G57ytu1oIC0igyYSwi6ao21BYcdkIFNfReM0iZMaOpjscHdNdXj+RCm02AwUZbApgUaR+tv/JPVfNBGnv3gKt6THszJ4W0NDgiRuWEVHOOvdtksQBVxrQOrW0CYj52/fuX5i8xs2VkzNtuC928RO0ox5UCd75z2/DGRlkmF1fI6UgWbeAzxKGxvQGXJHbMDPMjLjkWWdz8t5uWuWrCUpLohQ9FYx1wBogkcghDaXd7cXer2y33dFx+o8NqfMcBZA6GR0GZ0PGYfRfyhq1CNeBWtKIViIo4FHiAMJ+eN6MWbj1+wSv1qM2dEd/+Ti9esgjo6gFRUA9b5xZSqylGkNoElMjyt3yhStEGylZdxNDFGAc4iipKfxE+s3FqBGL5nECg5Q4GNcZ3IIRoeJxYfAZ+DTaoOJUXscGL37Fs3QBMEYDcTvNazS+VjNwfUc9l92YeFRAAB4nKWSwWobMRCG/904MYVSegil9DRHB5OtHXLroQSb+BCHggMNOcq78lpkvXKltSEvkMcohZ5y60u0r9EX6KGP0H8VBVrozbtI+mZGGs1oBsBL/ECCx+8DvkROcJi8iZyim7yPvEf9p8gd8rfI+3ie/Ix8gMP0VeQu3qVfeSrpPKP0OXhoOUEPvyOneJG8jbyHXjKJ3CHfR97H6+R75APqf0XuYpv28QDBCQYY4pR0CYMcDhaeY4GGuhHJYR1mRY0h1choOUPFXzCjrsSSNh8kzVVz95ZzEXaOg67dVQedYI47zlNseF+Pfj2OKBe0CiYhAkt/eJCTwfBULk3urLeLRkbWra1TjbF1JmdVJTNTLhsvM+212+oik7H2pqx1IfM7mW7ynvJHUmiZOGvp8ALXOMcNrhhTn7kpZmAYjeN8zHieMsHF9fnN1bg/UpWZO3M8ba9BSK5k0BUPOoq63FTK7ex2x+Mfw3P7WBphMTOWVGjQzvOlZJgNZOdb/j0gHG25FUcTWqMt3iq8yy11bfu0lmUo6f8aqwzyhq31tDvnuqKsmIUJLZPx2scoxHhR0jhV6JVyt2IX0iz1X51ROrtZt+rcrtaqNtpn+AN56LGuAHicbZsFdBzHFm2nmbvDzMzxVFVTWNAdZubItmIrsS3HEGZmZmZmZmZmZmZm/LJ1+sz7f/2s9V6VpJna0911765bU27pren//bt0a2zr//NfctLQ/2ktvWW0zJbVsltOy215Lb8VtMJW1IpbSWuG1oytmVozt2ZpzdqarTV7a47WnK25WnO35mnN25qvNX9rgdaCrYVaC7dWaa3aWq3V1epu9bR6W1Wrbq3eWqO1Zmut1tqtdVrrttZrrd/aoLVha6PWxq1NWpu2Nmtt3tqitWVrq9bWrW1a27a2a23f2qHV17qodXDrkNY9rVNbn7cObR3bOqp1TuuK1sWtI1tvtg5qnaTpmtE6pnVa6/DWQ613NbN1buvK1i+tn1u/ti5sfd86orVTa6C1c2t8a1xrQuv81mBrl9bE1qTW5NbU1pTWrq3dWl+2dm/t2dqjtVdrn9berdtbF7T2a+3b2r91QOvr1retOzVLszWn9a/map7W0nxN0wIt1CIt1hJthtYf2ozaTNrM2izarNps2uzaHK3XtDm1ubS5tXm0ebX5tPm1BVofaQtqC2kLa4toi2qLaYtrS7Ru0JbUltKW1pbRlm393fpEW05bXhuhtTWhSU1pqZZpuVZopbaCtmLrM20lbWVtFW1VbTWtS+vWerRerdJqbXVtDW1NbS1tbW0dbV1tvdal2vraBtqG2kbaxtom2qbaZtrm2hbaltpW2tbaNtq22nba9toOWp82Uhuljdb6tR21MdpYbUDbSdtZG6eN1yZog9pEbRdtkjZZm6JN1XbVdtN21/bQ9tT20vbW9tH21fbT9tcO0A7UDtIO1g7RDtUO0w7XjtCO1I7SjtaO0Y7VjtOO107QTtRO0k7WTtFO1U7TTtfO0M7UztLO1s7RztXO087XLtAu1C7SLtYu0S7VLtMu167QrtSu0q7WrtGu1a7Trtdu0G7UbtJu1m7RbtVu027X7tDu1O7S7tbu0e7V7tPu1x7QHtQe0h7WHtEe1R7THtee0J7UntKe1p7RntWe057XXtBe1F7SXtZe0V7VXtNe197Q3tTe0t7W3tHe1d7T3tc+0D7UPtI+1j7RPtU+0z7XvtC+1L7Svta+0b7VvtO+137QftR+0n7WftF+1X7Tftf+0P7U/tL+1v7R/tX+01u6puu6oZu6pdu6o7u6p/t6oId6pMd6os+gz6jPpM+sz6LPqs+mz67Poc+pz6XPrc+jz6vPp8+vL6AvqC+kL6wvoi+qL6Yvri+hL6kvpS+tL6Mvqy+nL6+P0Nu60KWu9FTP9Fwv9FJfQV9RX0lfWV9FX1VfTe/Su/UevVev9FpfXV9DX1NfS19bX0dfV19PX1/fQN9Q30jfWN9E31TfTN9c30LfUt9K31rfRt9W307fXt9B79NH6qP00Xq/vqM+Rh+rD+g76Tvr4/Tx+gR9UJ+o76JP0ifrU/Sp+q76bvru+h76nvpe+t6t11sf6Pvo++r76fvrB+gH6gfpB+uH6Ifqh+mH60foR+pHtd5qvd16p/V+643We/rR+jH6sfpx+vH6CfqJ+kn6yfop+qn6afrp+hn6mfpZ+tn6Ofq5+nn6+foF+oX6RfrF+iX6pfpl+uX6FfqV+lX61fo1+rX6dfr1+g36jfpN+s36Lfqt+m367fod+p36Xfrd+j36vfp9+v36A/qD+kP6w/oj+qP6Y/rj+hP6k/pT+tP6M/qz+nP68/oL+ov6S/rL+iv6q/pr+uv6G/qb+lv62/o7+rv6e/r7+gf6h/pH+sf6J/qn+mf65/oX+pf6V/rX+jf6t/p3+vf6D/qP+k/6z/ov+q/6b/rv+h/6n/pf+t/6P/q/+n9Gy9AM3TAM07AM23AM1/AM3wiM0IiM2EiMGYwZjZmMmY1ZjFmN2YzZjTmMOY25jLmNeYx5jfmM+Y0FjAWNhYyFjUWMRY3FjMWNJYwljaWMpY1ljGWN5YzljRFG2xCGNJSRGpmRG4VRGisYKxorGSsbqxirGqsZXUa30WP0GpVRG6sbaxhrGmsZaxvrGOsa6xnrGxsYGxobGRsbmxibGpsZmxtbGFsaWxlbG9sY27bOMrYztjd2MPqMkcYoY7TRb+xojDHGGgPGTsbOxjhjvDHBGDQmGrsYk4zJxhRjqrGrsZuxu7GHsaexl7G3sY+xr7Gfsb9xgHGgcZBxsHGIcahxmHG4cYRxpHGUcbRxjHGscZxxvHGCcaJxknGycYpxqnGacbpxhnGmcZZxtnGOca5xnnG+cYFxoXGRcbFxiXGpcZlxuXGFcaVxlXG1cY1xrXGdcb1xg3GjcZNxs3GLcatxm3G7cYdxp3GXcbdxj3GvcZ9xv/GA8aDxkPGw8YjxqPGY8bjxhPGk8ZTxtPGM8azxnPG88YLxovGS8bLxivGq8ZrxuvGG8abxlvG28Y7xrvGe8b7xgfGh8ZHxsfGJ8anxmfG58YXxpfGV8bXxjfGt8Z3xvfGD8aPxk/Gz8Yvxq/Gb8bvxh/Gn8Zfxt/GP8a/xn9kyNVM3DdM0LdM2HdM1PdM3AzM0IzM2E3MGc0ZzJnNmcxZzVnM2c3ZzDnNOcy5zbnMec15zPnN+cwFzQXMhc2FzEXNRczFzcXMJc0lzKXNpcxlzWXM5c3lzhNk2hSlNZaZmZuZmYZbmCuaK5krmyuYq5qrmamaX2W32mL1mZdbm6uYa5prmWuba5jrmuuZ65vrmBuaG5kbmxuYm5qbmZubm5hbmluZW5tbmNua25nbm9uYOZp850hxljjb7zR3NMeZYc8DcydzZHGeONyeYg+ZEcxdzkjnZnGJONXc1dzN3N/cw9zT3Mvc29zH3Nfcz9zcPMA80DzIPNg8xDzUPMw83jzCPNI8yjzaPMY81jzOPN08wTzRPMk82TzFPNU8zTzfPMM80zzLPNs8xzzXPM883LzAvNC8yLzYvMS81LzMvN68wrzSvMq82rzGvNa8zrzdvMG80bzJvNm8xbzVvM2837zDvNO8y7zbvMe817zPvNx8wHzQfMh82HzEfNR8zHzefMJ80nzKfNp8xnzWfM583XzBfNF8yXzZfMV81XzNfN98w3zTfMt823zHfNd8z3zc/MD80PzI/Nj8xPzU/Mz83vzC/NL8yvza/Mb81vzO/N38wfzR/Mn82fzF/NX8zfzf/MP80/zL/Nv8x/zX/s1qWZumWYZmWZdmWY7mWZ/lWYIVWZMVWYs1gzWjNZM1szWLNas1mzW7NYc1pzWXNbc1jzWvNZ81vLWAtaC1kLWwtYi1qLWYtbi1hLWktZS1tLWMtay1nLW+NsNqWsKSlrNTKrNwqrNJawVrRWsla2VrFWtVazeqyuq0eq9eqrNpa3VrDWtNay1rbWsda11rPWt/awNrQ2sja2NrE2tTazNrc2sLa0trK2traxtrW2s7a3trB6rNGWqOs0Va/taM1xhprDVg7WTtb46zx1gRr0Jpo7WJNsiZbU6yp1q7Wbtbu1h7WntZe1t7WPta+1n7W/tYB1oHWQdbB1iHWodZh1uHWEdaR1lHW0dYx1rHWcdbx1gnWidZJ1snWKdap1mnW6dYZ1pnWWdbZ1jnWudZ51vnWBdaF1kXWxdYl1qXWZdbl1hXWldZV1tXWNda11nXW9dYN1o3WTdbN1i3WrdZt1u3WHdad1l3W3dY91r3Wfdb91gPWg9ZD1sPWI9aj1mPW49YT1pPWU9bT1jPWs9Zz1vPWC9aL1kvWy9Yr1qvWa9br1hvWm9Zb1tvWO9a71nvW+9YH1ofWR9bH1ifWp9Zn1ufWF9aX1lfW19Y31rfWd9b31g/Wj9ZP1s/WL9av1m/W79Yf1p/WX9bf1j/Wv9Z/dsvWbN02bNO2bNt2bNf2bN8O7NCO7NhO7BnsGe2Z7JntWexZ7dns2e057Dntuey57Xnsee357PntBewF7YXshe1F7EXtxezF7SXsJe2l7KXtZexl7eXs5e0RdtsWtrSVndqZnduFXdor2CvaK9kr26vYq9qr2V12t91j99qVXdur22vYa9pr2Wvb69jr2uvZ69sb2BvaG9kb25vYm9qb2ZvbW9hb2lvZW9vb2Nva29nb2zvYffZIe5Q92u63d7TH2GPtAXsne2d7nD3enmAP2hPtXexJ9mR7ij3V3tXezd7d3sPe097L3tvex97X3s/e3z7APtA+yD7YPsQ+1D7MPtw+wj7SPso+2j7GPtY+zj7ePsE+0T7JPtk+xT7VPs0+3T7DPtM+yz7bPsc+1z7PPt++wL7Qvsi+2L7EvtS+zL7cvsK+0r7Kvtq+xr7Wvs6+3r7BvtG+yb7ZvsW+1b7Nvt2+w77Tvsu+277Hvte+z77ffsB+0H7Ifth+xH7Ufsx+3H7CftJ+yn7afsZ+1n7Oft5+wX7Rfsl+2X7FftV+zX7dfsN+037Lftt+x37Xfs9+3/7A/tD+yP7Y/sT+1P7M/tz+wv7S/sr+2v7G/tb+zv7e/sH+0f7J/tn+xf7V/s3+3f7D/tP+y/7b/sf+1/7PaTmaozuGYzqWYzuO4zqe4zuBEzqREzuJM4MzozOTM7MzizOrM5szuzOHM6czlzO3M48zrzOfM7+zgLOgs5CzsLOIs6izmLO4s4SzpLOUs7SzjLOss5yzvDPCaTvCkY5yUidzcqdwSmcFZ0VnJWdlZxVnVWc1p8vpdnqcXqdyamd1Zw1nTWctZ21nHWddZz1nfWcDZ0NnI2djZxNnU2czZ3NnC2dLZytna2cbZ1tnO2d7ZwenzxnpjHJGO/3Ojs4YZ2zrxtZNzoCzk7Nz69bWba2HnXGtm1u3tB5xxrcObD3YOqx1lTOh9agz2Lq3dZ8z0dnFmdS625nsTHGmOrs6uzm7O3s4ezp7OXs7+zj7Ovs5+zsHOAc6BzkHO4c4hzqHOYc7RzhHOkc5RzvHOMc6xznHOyc4JzonOSc7pzinOqc5pztntH5zznTOcs52znHOdc5zzncucC50LnIudi5xLnUucy53rnCudK5yrnauca51rnOud25wbnRucm52bmkd3TrPudW5zbnducO507nLudu5x7nXuc+533nAedB5yHnYecR51HnMedx5wnnSecp52nnGedZ5znneecF50XmpdXrr8taZrTNa3zkvty5pnei84rzaOrt1Wes457XWya1TnNedN5w3nbect513nHed95z3nQ+cD52PnI+dT5xPnc+cz50vnC+dr5yvnW+cb53vnO+dH5wfnZ+cn51fnF+d35zfnT+cP52/nL+df5x/nf/clqu5umu4ZusO13Jt13Fd13N9N3BDN3JjN3FncGd0Z3JndmdxZ3Vnc2d353DndOdy53bnced153PndxdwF3QXchd2F3EXdRdzF3eXcJd0l3KXdpdxl3WXc5d3R7htV7jSVW7qZm7uFm7pruCu6K7kruyu4q7qruZ2ud1uj9vrVm7tru6u4a7pruWu7a7jruuu567vbuBu6G7kbuxu4m7qbuZu7m7hbulu5W7tbuNu627nbu/u4Pa5I91R7mi3393RHeOOdQfcndyd3XHueHeCO+hOdHdxJ7mT3SnuVHdXdzd3d3cPd093L3dvdx93X3c/d3/3APdA9yD3YPcQ91D3MPdw9wj3SPco92j3GPdY9zj3ePcE90T3JPdk9xT3VPc093T3DPdM9yz3bPcc91z3PPd89wL3Qvci92L3EvdS9zL3cvcK90r3Kvdq9xr3Wvc693r3BvdG9yb3ZvcW91b3Nvd29w73Tvcu9273Hvde9z73fvcB90H3Ifdh9xH3Ufcx93H3CfdJ9yn3afcZ91n3Ofd59wX3Rfcl92X3FfdV9zX3dfcN9033Lfdt9x33Xfc99333A/dD9yP3Y/cT91P3M/dz9wv3S/cr92v3G/db9zv3e/cH90f3J/dn9xf3V/c393f3D/dP9y/3b/cf91/3P6/laZ7uGZ7pWZ7tOZ7reZ7vBV7oRV7sJd4M3ozeTN7M3izerN5s3uzeHN6c3lze3N483rzefN783gLegt5C3sLeIt6i3mLe4t4S3pLeUt7S3jLest5y3vLeCK/tCU96yku9zMu9wiu9FbwVvZW8lb1VvFW91bwur9vr8Xq9yqu91b01vDW9tby1vXW8db31vPW9DbwNvY28jb1NvE29zbzNvS28Lb2tvK29bbxtve287b0dvD5vpDfKG+31ezt6Y7yx3oC3k7ezN84b703wBr2J3i7eJG+yN8Wb6u3q7ebt7u3h7ent5e3t7ePt6+3n7e8d4B3oHeQd7B3iHeod5h3uHeEd6R3lHe0d4x3rHecd753gneid5J3sneKd6p3mne6d4Z3pneWd7Z3jneud553vXeBd6F3kXexd4l3qXeZd7l3hXeld5V3tXeNd613nXe/d4N3o3eTd7N3i3erd5t3u3eHd6d3l3e3d493r3efd7z3gPeg95D3sPeI96j3mPe494T3pPeU97T3jPes95z3vveC96L3kvey94r3qvea97r3hvem95b3tveO9673nve994H3ofeR97H3ifep95n3ufeF96X3lfe19433rfed97/3g/ej95P3s/eL96v3m/e794f3p/eX97f3j/ev957d8zdd9wzd9y7d9x3d9z/f9wA/9yI/9xJ/Bn9GfyZ/Zn8Wf1Z/Nn92fw5/Tn8uf25/Hn9efz5/fX8Bf0F/IX9hfxF/UX8xf3F/CX9Jfyl/aX8Zf1l/OX94f4bd94Utf+amf+blf+KW/gr+iv5K/sr+Kv6q/mt/ld/s9fq9f+bW/ur+Gv6a/lr+2v46/rr+ev76/gb+hv5G/sb+Jv6m/mb+5v4W/pb+Vv7W/jb+tv52/vb+D3+eP9Ef5o/1+f0d/jD/WH/B38nf2x/nj/Qn+oD/R38Wf5E/2p/hT/V393fzd/T38Pf29/L39ffx9/f38/f0D/AP9g/yD/UP8Q/3D/MP9I/wj/aP8o/1j/GP94/zj/RP8E/2T/JP9U/xT/dP80/0z/DP9s/yz/XP8c/3z/PP9C/wL/Yv8i/1L/Ev9y/zL/Sv8K/2r/Kv9a/xr/ev86/0b/Bv9m/yb/Vv8W/3b/Nv9O/w7/bv8u/17/Hv9+/z7/Qf8B/2H/If9R/xH/cf8x/0n/Cf9p/yn/Wf8Z/3n/Of9F/wX/Zf8l/1X/Ff91/zX/Tf8N/23/Lf9d/x3/ff89/0P/A/9j/yP/U/8T/3P/M/9L/wv/a/8r/1v/G/97/zv/R/8H/2f/J/9X/xf/d/83/0//D/9v/y//X/8f/3/glagBXpgBGZgBXbgBG7gBX4QBGEQBXGQBDMEMwYzBTMHswSzBrMFswdzBHMGcwVzB/ME8wbzBfMHCwQLBgsFCweLBIsGiwWLB0sESwZLBUsHywTLBssFywcjgnYgAhmoIA2yIA+KoAxWCFYMVgpWDlYJVg1WC7qC7qAn6A2qoA5WD9YI1gzWCtYO1gnWDdYL1g82CDYMNgo2DjYJNg02CzYPtgi2DLYKtg62CbYNtgu2D3YI+oKRwahgdNAf7BiMCcYGA8FOwc7BuGB8MCEYDCYGuwSTgsnBlGBqsGuwW7B7sEewZ7BXsHewT7BvsF+wf3BAcGBwUHBwcEhwaHBYcHhwRHBkcFRwdHBMcGxwXHB8cEJwYnBScHJwSnBqcFpwenBGcGZwVnB2cE5wbnBecH5wQXBhcFFwcXBJcGlwWXB5cEVwZXBVcHVwTXBtcF1wfXBDcGNwU3BzcEtwa3BbcHtwR3BncFdwd3BPcG9wX3B/8EDwYPBQ8HDwSPBo8FjwePBE8GTwVPB08EzwbPBc8HzwQvBi8FLwcvBK8GrwWvB68EbwZvBW8HbwTvBu8F7wfvBB8GHwUfBx8EnwafBZ8HnwRfBl8FXwdfBN8G3wXfB98EPwY/BT8HPwS/Br8Fvwe/BH8GfwV/B38E/wb/Bf2Aq1UA+N0Ayt0A6d0A290A+DMAyjMA6TcIZwxnCmcOZwlnDWcLZw9nCOcM5wrnDucJ5w3nC+cP5wgXDBcKFw4XCRcNFwsXDxcIlwyXCpcOlwmXDZcLlw+XBE2A5FKEMVpmEW5mERluEK4YrhSuHK4SrhquFqYVfYHfaEvWEV1uHq4RrhmuFa4drhOuG64Xrh+uEG4YbhRuHG4SbhpuFm4ebhFuGW4Vbh1uE24bbhduH24Q5hXzgyHBWODvvDHcMx4dhwINwp3DkcF44PJ4SD4cRwl3BSODmcEk4Ndw13C3cP9wj3DPcK9w73CfcN9wv3Dw8IDwwPCg8ODwkPDQ8LDw+PCI8MjwqPDo8Jjw2PC48PTwhPDE8KTw5PCU8NTwtPD88IzwzPCs8OzwnPDc8Lzw8vCC8MLwovDi8JLw0vCy8PrwivDK8Krw6vCa8NrwuvD28IbwxvCm8ObwlvDW8Lbw/vCO8M7wrvDu8J7w3vC+8PHwgfDB8KHw4fCR8NHwsfD58InwyfCp8OnwmfDZ8Lnw9fCF8MXwpfDl8JXw1fC18P3wjfDN8K3w7fCd8N3wvfDz8IPww/Cj8OPwk/DT8LPw+/CL8Mvwq/Dr8Jvw2/C78Pfwh/DH8Kfw5/CX8Nfwt/D/8I/wz/Cv8O/wn/Df+LWpEW6ZERmZEV2ZETuZEX+VEQhVEUxVESzRDNGM0UzRzNEs0azRbNHs0RzRnNFc0dzRPNG80XzR8tEC0YLRQtHC0SLRotFi0eLREtGS0VLR0tEy0bLRctH42I2pGIZKSiNMqiPCqiMlohWjFaKVo5WiVaNVot6oq6o56oN6qiOlo9WiNaM1orWjtaJ1o3Wi9aP9og2jDaKNo42iTaNNos2jzaItoy2iraOtom2jbaLto+2iHqi0ZGo6LRUX+0YzQmGhsNRDtFO0fjovHRhGgwmhjtEk2KJkdToqnRrtFu0e7RHtGe0V7R3tE+0b7RftH+0QHRgdFB0cHRIdGh0WHR4dER0ZHRUdHR0THRsdFx0fHRCdGJ0UnRydEp0anRadHp0RnRmdFZ0dnROdG50XnR+dEF0YXRRdHF0SXRpdFl0eXRFdGV0VXR1dE10bXRddH10Q3RjdFN0c3RLdGt0W3R7dEd0Z3RXdHd0T3RvdF90f3RA9GD0UPRw9Ej0aPRY9Hj0RPRk9FT0dPRM9Gz0XPR89EL0YvRS9HL0SvRq9Fr0evRG9Gb0VvR29E70bvRe9H70QfRh9FH0cfRJ9Gn0WfR59EX0ZfRV9HX0TfRt9F30ffRD9GP0U/Rz9Ev0a/Rb9Hv0R/Rn9Ff0d/RP9G/0X9xK9ZiPTZiM7ZiO3ZiN/ZiPw7iMI7iOE7iGeIZ45nimeNZ4lnj2eLZ4zniOeO54rnjeeJ54/ni+eMF4gXjheKF40XiRePF4sXjJeIl46XipeNl4mXj5eLl4xFxOxaxjFWcxlmcx0VcxivEK8YrxSvHq8SrxqvFXXF33BP3xlVcx6vHa8RrxmvFa8frxOvG68XrxxvEG8YbxRvHm8SbxpvFm8dbxFvGW8Vbx9vE28bbxdvHO8R98ch4VDw67o93jMfEY+OBeKd453hcPD6eEA/GE+Nd4knx5HhKPDXeNd4t3j3eI94z3iveO94n3jfeL94/PiA+MD4oPjg+JD40Piw+PD4iPjI+Kj46PiY+Nj4uPj4+IT4xPik+OT4lPjU+LT49PiM+Mz4rPjs+Jz43Pi8+P74gvjC+KL44viS+NL4svjy+Ir4yviq+Or4mvja+Lr4+viG+Mb4pvjm+Jb41vi2+Pb4jvjO+K747vie+N74vvj9+IH4wfih+OH4kfjR+LH48fiJ+Mn4qfjp+Jn42fi5+Pn4hfjF+KX45fiV+NX4tfj1+I34zfit+O34nfjd+L34//iD+MP4o/jj+JP40/iz+PP4i/jL+Kv46/ib+Nv4u/j7+If4x/in+Of4l/jX+Lf49/iP+M/4r/jv+J/43/i9pJVqiJ0ZiJlZiJ07iJl7iJ0ESJlESJ0kyQzJjMlMyczJLMmsyWzJ7MkcyZzJXMncyTzJvMl8yf7JAsmCyULJwskiyaLJYsniyRLJkslSydLJMsmyyXLJ8MiJpJyKRiUrSJEvypEjKZIVkxWSlZOVklWTVZLWkK+lOepLepErqZPVkjWTNZK1k7WSdZN1kvWT9ZINkw2SjZONkk2TTZLNk82SLZMtkq2TrZJtk22S7ZPtkh6QvGZmMSkYn/cmOyZhkbDKQ7JTsnIxLxicTksFkYrJLMimZnExJpia7Jrsluyd7JHsmeyV7J/sk+yb7JfsnByQHJgclByeHJIcmhyWHJ0ckRyZHJUcnxyTHJsclxycnJCcmJyUnJ6ckpyanJacnZyRnJmclZyfnJOcm5yXnJxckFyYXJRcnlySXJpcllydXJFcmVyVXJ9ck1ybXJdcnNyQ3JjclNye3JLcmtyW3J3ckdyZ3JXcn9yT3Jvcl9ycPJA8mDyUPJ48kjyaPJY8nTyRPJk8lTyfPJM8mzyXPJy8kLyYvJS8nrySvJq8lrydvJG8mbzlTJwyMGNEt0Eq0pdM3vm/UpMEJdt/ISf279jt9g2MGJ/TvHIwaNTBp1NTxO47r390fNXpwSt+oUf0TptijR/UNvdjpx5v6p7/J7+cLnP7h99v9018YjPmfYcZ0XjUN3hYyGNv5szl2ZN8ke2DKwLjR/c4Axh8Y/lADw4PqAzsFO3XeMTyKzMOdx0zq758wrm/C6IFR9ri+UVOn9ONvPfa46Z/DHDfEtif8z59UZk8Y/ogT+iYOTp4yaXDi2H6jf8IYZxDswensaHDs1Alj+iZNHT+ub+oUe9L/DJHm9qTpQ9iTp/82mPz/frZMoJX2lOHPMWXaRU4dvsipAE2dDrKmThqYMCaa+r84Zyqexm6dkYM9On17z+lgf0/eWWvc4IQxk4epxQi0bbT4NIVEq9CmaDO0OdoCbYm2C2032h60vWgrtPVwW4Jfgl+CW4JbgluCW4JbgluCW4JbgluCW4JbglvW1vpjBydNsAan/f/w77pwzV1gd4HdBXYX2F1gd4HdBXYX2F1gd4HdBXZXZW06nTm1w+zG9SLY2gi2djfY3WB3g90NdjfY3WB3g90NdjfY3WB347q7cb97cL97wO8Bvwf8HvB7wO8Bvwf8HvB7wO8Bvwf8HvB7wO8Bvwf8XvB7we8Fvxf8XvB7we8Fvxf8XvB7we8Fvxf8XvB7we8Fvxf8CvwK/Ar8CvwK/Cq1Vx+O2zHD2Wz4t6BXoFegV6BXoFegV6BXoNeg16DXoNeg16DXuPoaV1/j6mvw69Lvm5YJhhNNX/9wahmcPK5v8thO8hEjRqBtoxVoJVqFNkWboc3RFmhLtF1ou9H2oO1FW6EdvlzRBr8Nfhv8Nvht8Nvgt8Fvg98Gtw1eG7w2eG3w2uAJ8AR4AjwBngBPgCfAE+AJXK8AV+B6BfgCfAG+AF+AL8GX4EvwJfgSfAm+BF+CL8GX4EvwJfgSfAm+BF+Cr8BX4CvwFfgKfAW+Al+Br8BX4CvwFfgKfAW+Al+Bn4Kfgp+Cn4Kfgp+Cn4Kfgp+Cn4Kfgp+Cn4Kfgp+Cn4KfgZ+BD7WKDPwM/Az8DPwM/Az8DPwM/Az8DPwM/Az8DPwc/Bz8HPwc/Bz8HPwc/Bz8HPwc/Bz8HPwc/Bz8HPwcfMhcQOYCMheQuYDMBWQuIHMBmQvIXEDmAjIXkLmAzAVkLiBzAZkLyFxA5qIEH1IXkLqA1AWkLiB1AakLSF1A6gJSF5C6gNQFpC5K8LvA7wIfYhcQu4DYBcQuIHYBsQuIXUDsAmIXELuA2AXELrrA7wK/G3zIXUDuAnIXkLuA3AXkLiB3AbkLyF1A7gJyF5C7gNwF5C4gdwG5C8hdQO4CcheQu4DcBWQuIHEBiQtIXEDiAhIXkLiAxAUkLiBxAYkLSFxA4gISF5C4gJQFpCwgZQEpC0hZQMoCUhYVxqswXoXxoGUBLQtoWUDLAloW0LKAlgW0LKBlAS0LaFlAywJaFtCygJYFtCygZVGDX4Nfg1+DX4Nfg1/X3phJfbv2jxocP9Kb7u1pvel/kyOEN70C+J/fKLQp2gxtjraIxg4O7tw3cnDX/31XF9putD1oe9FWaIfvhYSzJZwt4WwJZ0s4W8LZEs6WcLZsF2hLtODD4RIOl3C4hMMlHC7hcAmHSyHCocJlZP+4wd06FwWRS4hcQuQSIpcQuYTIJUQuIXIJkUuIXELkEiKXELmEyCVELiFyCZFLiFxC5BIilxC5hMglRC4hcgmRS4hcQuQSIpcQuYTIJUQuIXIJkUuIXELkEiKXELmEyCVELiFyCZFLiFxC5BIilxC5hMglRC4hcgmRS4hcQuQSIpcQuYTIJUQuIXIJkUuIXELkEiKXELmEyCVELiFyCZFLiFxC5BIilxC5hMglRC4hcgmRS4hcQuQSIpcQtYSoJUQsIWIJEUuIWOaVNWVwwuDkaPRA/6T+yQOTp//kd42bOLZvetfrmzA4pX9c/0BfWE2cPDBUgE//tVtNwd/XHEQvXH/8wLSKf/iHTf/nxf764/vHDL9oxoGhl/9fLGs6y+zun9Jnrd43fnzf8AcbMi545lZDfzKGeNYmY4d65jSgtXbfxIl99jp940eO7tPXnaqvN1XfYsDBJ9A3GDA2GjtobTwwZnyfsUnfVAefxthg7IDRM/S/DSYPDGO6ynDN//lECV7Y/Oz38UaE/f97+f3N5Q80lz/L1P/7rcMXN/395shpFzdm2sVZo/vHTelzMJa557RLm/bHKdMvbdpg1s7TL23c9Esb/pDdPfqEqfruA87g8PUZk8YO2pOnXVzbmt4YU4auEXxj4tD1jRr639CP1uC0Gx/+7z1P/p+PGQ7+71Ob+r9PbZBPbfhj9I6wp3/Mtou7hDkOecpeZQ6x2/b09zV/w7xG9StR/UpUvxLVr0T1K1H9SohWQrQSopUQrYRoJUQrIVoJ0UqIVkK0EqKVEK2EaCVEKyFaCdFKiFZCtBKilRCthGglRCshWgnRSohWQrQSopUQrYRoJUQrIVoJ0UqIVtbDfIWCWKEgViiIFQpiBcUqKFZBsQqKVSiIFQpiBbkqyFVBrgpyVZCrglwV5KogVwW5KshVQa4KclWQq4JcFeSqIFcFuSrIVUGuCnJVkKuCXBXkqiBXhQJZoUBW8KqCVxW8quBVBa8qeFXBqwpeVfCqglcVvKrgVQWvKnhVwasKXlXwqoJXFbyq4FUFryp4VcGrCl5V8KqCVxW8quBVBa8qeFXBqwpeVfCqglcVvKrgVQWvKnhVwasKXlXwqoJXFbyq4FUFryp4VcGrCl5V8KqCVxW8quBVBa8qeFXBqwpeVfCqglcVvKrgVQWvKnhVwasKXlXwqoJXFbyq4FUFryp4VcGrCl5V8KqCVxW8quBVhQJZoUBWKJAVCmQF7yp4V6FAViiQFQpkhQJZwcsKXlbwsoKXFQpkhQJZoUBWKJAVCmSFAlmhQFYokBUKZIXCWKEwViiMFQpjhcJYoTBWKIwVCmOFwlihMFYojBUKY4XCWKEwViiMFQpjhcJYoTBWKIwVCmOFwlihMFYojBUKY4XCWKEwViiMFQpjhcJYoTBWKIwVCmOFwlihMFYojBUKY4XCWKEwViiMFQpjhcJYoTBWKIwVCmOFwlihMFYojBUKY4XCWKEwViiMFQpjhcJYoTBWKIwVCmOFwlihMFYojBUKY4XCWKEwVtj1Vtj1ViiUFXa9FQpmhYJZoWBWKJgVCmaFglmhYFYomBUKZgXnKxTMCgWzQsGs4H0F7yt4X8H7Ct5X8L6C9xW8r+B9Be8reF/B+wreV/C+gvcVvK/gfQXvK3hfwfsK3lfwvoL3Fbyv4H0F7yt4X8H7Ct5X8L6C9xW8r+B9Be8reF/B+wreV/C+gvcVvK/g/RTeT+H9FN5P4f0U3k/h/RTeT+H9FN5P4f0U3k/h/RTeT+H9FN5P4f0U3k/h/RTeT+H9athP7d7hzznUttEKtBKtQpuizdDmaAu0JdoutN1oe9D2oq3Qgt8Gvw1+G/w2+G3w2+C3wW+D3wa/DX4b/Db4bfDb4LfBb4MvwBfgC/AF+AJ8Ab4AX4AvwBfgC/AF+AJ8Ab4AX4AvwZfgS/Al+BJ8Cb4EX4IvwZfgS/Al+BJ8Cb4Ev3n+CnwFvgJfga/AV+Ar8BX4CnwFvgJfga/AV+Ar8BX4Kfgp+Cn4Kfgp+Cn4Kfgp+Cn4Kfgp+Cn4Kfgp+Cn4KfgZ+Bn4GfgZ+Bn4GfgZ+Bn4GfgZ+Bn4GfgZ+Bn4GfgZ+Dn4Ofg5+Dn4Ofg5+Dn4Ofg5+Dn4Ofg5+Dn4Ofg5+Dn4BfgF+AX4BfgF+AX4BfgF+AX4BfgF+AX4BfgF+AX4Bfgl+CX4Jfgl+CX4Jfgl+CX4Jfgl+CX4Jfgl+CX4Jfgl+F3gd4HfBX4X+F3gd4HfBX4X+F3gd4HfBX4X+F3gd4HfBX4X+N3gd4PfDX43+N3gd4PfDX43+N3gd4PfDX43+N3gd4PfDX43+D3g94DfA34P+D3g94DfA34P+D3g94DfA34NzrAP2xU8U8EzFTxTwTMVPFPBMxU8U8EzFTxTwTMVPFPBMxU8U8EzFTxTwTMVPFPBMxU8U8EzFTxTwTMVPFPBMxU8U8EzFTxTwTMVPFPBMxU8U8EzFTxTwTMVPFPBMxU8U8EzFTxTwTMVPFPBMxU8U8EzFTxTwTMVPFPBMxU8U8EzFTxTwTMVPFPBMxU8U8EzFTxTwTMVPFPBMxU8U8EzFTzTrDMqeKaCZyp4poJnKnimgmcqeKaCZyp4poJnKnimgmcqeKaCZyp4poJnKnimgmcqeKaCZyp4poJnKnimgmcqeKaCZyp4poJnKnimgmcqeKaCZyp4poJnKnimgmcqeKaCZyp4poJnKnimgmcqeKaCZyp4poJnKnimgmcqeKaCZyp4poJnKnimgmcqeKaCZyp4poJnKnimgmcqeKaCZyp4pspre7fp3zjZu03/usnbrdnAHP47fFLBJxV8UsEnFXxSwScVfFLBJxV8UsEnFXxSwScVfFLBJxV8UsEnFXxSwScVfFLBJxV8UsEnFfxRwRsVvFHBGxW8UcEbFbxRwRsVvFHBGxW8UcEbFbxRwRsVvFF1NVxcJ7xRwRsVvFHBGxW8UcEbFbxRwRsVvFHBGxW8UcEbFbxRwRsVvFHBGxW8UcEbFbxRwRsVvFHBGxW8UcEbFbxRwRsVvFH1gN8Dfg/4PeD3gN8Lfi/4veD3gt8Lfi/4veD3gt8Lfi/4veD3gt8Lfi/4veD3gl+BX4FfgV+BX4FfgV+BX4FfgV+BX4FfgV+BX4FfgV+BX4Nft+09pscXfgS2BrYGtga2Bna4rG3X0HINLdfQcg0t19ByDS3X0HINLdfQcj2iGa8LbTfaHrS9aCu0w5dRQ8s1tFxDyzW0XEPLNbRcQ8M1NFxDwzU0XEPDNTRcQ7s1tFtDuzW0W0O7NbRbQ7s1tFtDuzW0W0O7NbRbQ7u1aHi4Pmi3hnZraLeGdmtot4Z2a2i3hnZraLeGdmtot4Z2a2i3hnZraLeGdmtot4Z2a2i3hnZraLeGdmtot4Zma2i2hmZraLaGZmtotoZWa2i1hlZraLWGVmtotYZWa2i1hk5raLROm3Hx+aHNGtqsoc0a2qyhzRrarKHNGtqsoc0a2qyhzRrarKHNGtqsoc0a2qyhzRrarKHNGtqsoc0a2qyhzRrarKHNGtqsoc0a2qyhzRrarFGO1SjHapRjNcqxGuVYjXKshj5r6LOGPmvos4Y+a+izhj7rouHheqHPGvqsoc8a+qyhzxr6rKHPGvqsoc8a+qyhzxr6rKHPGuVYjXKshk5rlGM1tFpDqzW0WkOrNbRaQ6s1tFpDqzW0WkOrNbRaQ6s1tFpDqzW0WkOrNbRaQ6s1tFpDqzW0WkOnNXRaQ6c1dFpDpzV0WkOnNXRaQ6M1NFpDozU0WkOjNTRaQ5819FlDnzX0WUOfNfRZQ5819FlDnzX0WUOfNfRZQ5819FlDlzV0WUOXNXRZQ5c1dFlDkzU0WUOTNTRZQ5M1NFlDkzU0WUOTNTRZQ5M1NFlDkzU0WUOTNTRZQ5M1NFlDk3UNXg0e/FjDizW8WMOLdePFGpwanBqcGpzh8laMGPbnUNtGK9BKtAptijZDm6Mt0JZou9B2o+1B24u24db+jgNjpk7qH903eezwr9pAtLNo6oTR/ZMmjxoc+vPIcdEuUwen9E/7txyTJvePxmvq4Vaglcrr333UuL7xQ6/HbwCUAKZNi3fkuPAcF57jQnN8ihwXmuNCc1xojgvNcaE5LjTHhebg5uDl4BXgFeAVuNEFbnQBfgF+AX4BfgF+AX4BfgF+AX4BfgF+CW4JbgluCW4JbteIaNTguMEJ4wcn9E/pm7QHfivMcQOT+vADPlpXZk/snzz0KvyIT9aFT9bVZY4enDDGrKZOGsRv8Jm68Jm6cE+68dm68dm68dm68dm68dm6Ae4GqRukbtyDbow/HMSijcnaHl6EDbUZ2uF72RYjvP7JUwbG903BfGoPL2tEW2EEVbnT7sPYgUmjvSm7DU7vTB7+U4rBUwyaYtDhAnuoLdF2eUND9A+MGTtlbDhl7KR+9CcHOw7s2vTDyUPTegJ+wPuGbw7+OdFQq7y+SZMGdxvXv+MUZ3pv6kR/ejtp2tuG/zh6cLcJw72RQx/Ww8tGTxgeosRHLfFRS3zUsgz5ypGTp6/AxdAH8AcnTRk77V9I9Y0LByZMmRZ2o6YMDE4I+neZOrBr37j+CaP6rbGDUyf3R0NROW5wzMCovnETBqf40148tJYfN2UiuyOn/6M0ga/RBb5GF/gaXeBrdIGv0QW+Rhf4Gl3ga3SBr9EFvkYX+Bpd4Gt0ga/RBb5GF/gaXeBrdIGv0QW+Rhf4Gl3ga3SBr+cEvp4T+HpO4Os5ga/nBL6eE/h6TuDrOYGv5wS+nhP4em6ord2Nh4qEaf9N67TRGcGObDqi6ahpHXsNMZQ7pL1Gu0jVcJO27Wn/RG3c8HNKe3qm/1ZKf3Bi/4SRU8eN6x++1zlSV47UlSN15UhdOVJXjtSVI3XlSF05UleO1NWDZ9eDZ9eDZ9eDZ9eDZ9eDZ9eDZ9eDZ9eDZ9eDZ9eDZ9eDZ9eDZ9eDFNyDFNyD6+jBdWArsytnW6At0XYNt8M101A7/fMOLYlGoG1+Fmgl2uncGlucNbY4a2xx1tjiHFJy7a7XN75/3f7lRjSddtMRTUc1nbTpZE0nbzpF0ym9ZpwR7LXZE+xJ9hR7KXsZezl7BXtkCDIEGYIMQYYgQ5AhyBBkCDIEGZIMSYYkQ5IhyZBkSDIkGZIMSYYiQ5GhyFBkKDIUGYoMRYYiQ5GRkpGSkZKRkpGSkZKRkpGSkZKRkpGRkZGRkZGRkZGRkZGRkZGRkZGRkZORk5GTkZORk5GTkZORk5GTkZNRkFGQUZBRkFGQUZBRkFGQUZBRkFGSUZJRklGSUZJRklGSUZJRklGWPmNwRKfb7nRFpys7XdXppp1u1unmnW7R6XZo7Q6t3aG1O7R2h9bu0NodWrtDa3do7Q6t3aGJDk10aKJDEx2a6NBEhyY6NNGhiQ5NdGiyQ5MdmuzQZIcmOzTZockOTXZoskOTHZrq0FSHpjo01aGpDk11aKpDUx2a6tBUh5Z2aGmHlnZoaYeWdmhph5Z2aGmHlnZoaYeWdWhZh5Z1aFmHlnVoWYeWdWhZh5Z1aFmHlndoeYeWd2h5h5Z3aHmHlndoeYeWd2h5h1Z0aEWHVnRoRYdWdGhFh1Z0aEWHVnRoRYdWdmhlh1Z2aGWHVnZoZYdWdmhlh1Z2aJ1cIjq5RHRyiejkEtHJJaKTS0Qnl4hOLhGdXCI6uUR0cono5BLRySWik0tEJ5eITi4RnVwiOrlEdHKJ6OQS0cklopNLRCeXiE4uEZ1cIjq5RHRyiejkEtHJJaKTS0Qnl4hOLhGdXCI6uUR0cono5BLRySWik0tEJ5eITi4RnVwiOrlEdHKJ6OQS0cklopNLRCeXiE4uEZ1cIjq5RHRyiejkEtHJJaKTS0Qnl4hOLhFp6o4Zt8fEsSLNmk6OTl40nRKdYkTTaaNTNi8u8eKhGqTptJuObDqq6aRNJ2s6edPhOIDKdjNguxmw3QzYbgZsNwO2mwHbzYDtZsB2M6BoBhTNgEI0nWZk0YwsmpFFM7JoBhTNgLIZUDbjyGYc2Ywjm3FUA1XNi1XzYtW8WDUvzjCyam6Uam6Uaq5dNdeummtXbb6maDr4qKq5dtVcu2quXTXXrpprV821q+balWhGbm6Cam6Cam6Cks3Izd1Qzd1Qzd1Qzd1Qshk5Y6dBZA0iaxB5g8gbRN4g8gaRN4i8QeTNyHkzcjOxVTOxVTOfVdEMWDQDFs2ARTNg0QxYNAMWzYBFM2DZfNSyGblsRi6bActmwCaIVIm3p00QpSNE01FNJ206edNp3tVEStpu3tXMjbSZG2kzJdJmJqTNTEibmZA2EyBtnnvaPPe0edxp85TT5imnzcNNm2eayuZdsnmXaqBNFKRNFKTN5E+byZ+q5u2qeXvavD1t3p7KptNcV9q8uGz+1NzwtLnhadl8wubOp036SptHkDWPIGvyWNY8i6xJaFnzULLmoWRNnGbN08mahJY1jylrHlPWJLSseV5Zk9myJrqz5glmzRPMmujOmkeZNdGdNc80a55p1jzTrInurHm4WRPdWfNMM9kMqJpO1ozTRGXWhF7WhF7epIK8GSdvUkHeTJK8mSR5kwryZrbkTSrIm2mTN9Mmbz5P3syfvJk/eTN/8mb+5E0WzZuJlDcTKVfNyM2MypsLzJuplTdTK2+mVp42IzdzLE+bkRtp5o0080aaeTMP82Ye5k0Oz5ubmWfNyFkzctaMnDUjN/kwb+583uTDvMmHeZMP8+ah5HwoTT7Mm3yYN/kwb/Jh3uTDvMmHeZMP8yYN5k2Ky5vMVjSTtmgmZNE8r6J5XkXzvIrmeRXN8yqap1M0z6JoHkHRPIKieQRF8wiK5h4WzT0smjtWNHesaO5G0dyNorn2IudrGmiT8IsmzxdNei8Kvqb5YE0mKZucUDY5oWxyQjmCr1FNJ206WdPJm07RdIAomzAvm8gtm8gtm4Atm4AtmyAqJX/TjNzc+bK54WUTIGVz58smLsomLsrmWZRNXJTNnS+byV82k79sJn/ZTP6ymfxlyrc3H6N5cGXz4Mpm8pfN5C+bR1k2j7JsJn/ZTP6ymfxlM/nL5nGXzeMum8lfNpO/bCZA2UyAspn8ZTMTymbyl83kL5tVbtlMkrIJh7KZLWWzKiibaVM2q4KymT9lsyoom4lUNquCslkVlM2qoOQca2xVNrYqG1uVja3KxlZlWXrTO9O+AmCvzZ5gTzY9pdhL2cvYy9kr2CMjJSMlIyUjJSMlIyUjJSMlIyUjJSMjIyMjIyMjo+j0Gtq07+KaXps9wZ5kr/OOlL2MvZy9gr3m87UlGZIMSYYkQ5IhyZBkSDIkGbJhCL5X8L2C7xV8r+B7Ree9agR7bfYEe5I9MjgPBOeB4DwQnAeC80BwHgjOA8F5IDgPBOeB4DwQnAeC80BwHgjOA8F5IDgPBOeB4DwQGRkZGRkZGRkZGRkZORk5GTkZORk5GTkZORk5GTkZORkFGQUZBRmcxYKzWBRkFGQUZBRklBy55MglRy45csmRS45cdkZpP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qa8JHvlRdktP5Ofyk/kh7JOHpJOmS1tMkpGSqsMkyEyWAZIfzlD+kqLNElVIgAYg1EYhiG4Cz/AbRgEDwyAG67DNbgKV6AfLkMf9MJF+B4uwHfwLZyHHuiCDjgOLdAMTXAUvoRy2AtlkA9bwQmbIRvWwRpYPhw3VDnoN+ird+kn9GP6V3qL3qRX6Pv1cn2fvkcv00v0FP1JPVgP0C26SVd0LKQAMSZ+E7+KUfGLGBHD4p4YEnfFT+KOuC1uiUGhCyFuigFxVfSLy6JHdItvxNfijOgUHaJIFIrtwinyxEaxXmSJNSJNPC+eFakiSSz2tHtaPY2eBk+Vp9CTNTA2UO/udp9yn3S3u9vcre5Ut9+Ngzdy+wv6t/Td6buV4ZOhBO6ylFpKLMUT78b/8Z+FmcwYTxhNkcaITK4I+ueYOKn8bV9FJmQ23nkf5IvGb/ND/ijAyDNR4JS9Qf/ut6dE8GSehUJQ6OQ67H43HFm9OWKyjpzmLdMK89kpX06aT3tz1/hMMv/U6TTGmWnfZDb7TPfs78Z9x0sAeJzFk09z20QYxld2WnDTzrhQiGxTWLE40FTuXyghCaAkkkhqSp04tNrSplJjdxx/gByYacczTC5KYfgoS07yLQeuXPgEXDq9tMceGXh25Rg54/Ho4Ak+eN/33dfPPvvb19aFmQuffDxd/oh9aNAP3j//XqlY0Kfefefc22+dzZ85PXkq9+YbJ09MZDMaMR3m+lRM+2Jimq2sVGTOAhSCRMEXFCV3sEdQX7XRwU4LnY+PdFpxp9Xv1PJ0gSxUTOowKv6wGY20e2se4p9txql4peJbKv5VxWcQGwZ+QB29ZVOh+dQR7k4rdHwbcl2LEHKqYpIuIRaZlMKCLAdPWjoW2eGIIrMdUWC22suWnaAhamueY5cMg6OG0rqHMyrmtvRJ9k43WGMvssgjX0bBfU9kAy4yvtQ6e1FMMVtM/fhc/y89jJxniU2RKbtBM3SBYG8lTn2ZBc+QVesUspld7gltt2dCemzbsd0mc2TJb1ORY0usFbZ9wCXr3n7RKjossLkgNW+/YBVUUjG7+tN5A7fvVhYri3KdN/Sn8frip7j+58Gk6vv9L6zV9T4ATZ7EVuFT0C11CIPZWfnVnCXh1iza8OEarrkNP8sig5nJlsWJ8mogOvVDGy07Nue37f1coSjv4C9x9Pthfg7HoD/PaPia4AnZq5eDlaBXOVnOvyYylA/dnxXsH8Y7Cow8Tmct+b47Ti9nupMoIJdopGdxTlyr1jxDUI5CRC6a1Yjkat5vmvYLj7R/diNin++SHMk+3MS2KUdt28b5SComCjMGoksmdSHsylmhIQ1XGyF1aQvDNFFWKzaaIb8MgnUPnMgGTrR4qR82OZ+DzmWpM6F0Qg6Fdk+hrRQg8DearphVXHO65q15omOXhGVzvALG96DmiQM8HOfoutp3ivXJtt7zfA2er84guB6r1KEBCR6GccYMcRCGpVD+x+I80sjRgtUrREQJgGikdWpqq8OMkmJuMAO2uGT6KUb6cKIi8tlowjeShD+H2xuK8OyYCH+RhvBcKsLzwwkvwPO8JPzl8RH+aoDw16MJW0nCi3BrKcJLYyK8nIawnYqwM5ywC8+OJPzN8RFeGSC8OprwzSThKtzeVIS/HRPhW2kIf5eK8O3hhGvwfFsSXjs+wusDhOujCW8kCX8PtxuK8J0xEb6bhrCXijAfTvgePHNJ+Ic+YaskSJJw5whQMnbk9weQPxiNfDOJ/CHsbyrk/piQB2mQP0qFfGs48gY8b0nkzf8R+eME8n8BDjFoiQAAeJx9Ut9LFFEUPmeddm6aZSKxVrN3Ylt3tyliJcuE2nGZKX9FlCJaLK2bu6UYiOWCRuBDPYQE/YCFFMyXAt2McVb0ultaPfXSS2+9FRX9GXVmDcnQLnznfvf77jkfdxgBMQ3zsA2X4YqGq1iA03AMQqBAJQAktVV8DdF/lDfQsEGBVVyCc3AKTkBw/ZKAOJwvKvv+KMtwlu78PSj/z2jI4wpI0KsJXFTNO30eQ0C7JqCZECHUETSt0QNj+AIeEqYJJdCH4zBCuE94SpDW2QxhGcdtiel5HIG92KKXSbyjqpp7Ssv4J4HuhSn+2fOtgNVQDl+x2i6H7Y2lOI3PoBc4Pgc/jkITBHEiFxrgcbJmYJAwRigpVsQZ21vLV/Aw+CWknhrwSrjIf4aP8B9h4UKbvw8IibZ3Xjrpu/hbZYqvKtf4CiG7Zs2GhNMzowzwJ16BEzZ/rAgk49HaNqxQ6yK/Ecrw3nDRb8sIV9bmJ8nv1Mv48foDvE75zo8GBEM6H1Ha+KHwR35QKV5Taahf3833K094A1lexQw0EAo4i5NwCCdtfwvPE6Xn5ppD9RmBt3NNwbBf4Kh+vCmYCTUF/KE27g+dCQSId36Q78qX5Ua5VtbkoFwjH5D3yVWsklWwnWwHK2WMyQJf2hHuLmAWIvRZsjnmZtsEviJRKuBcUZxbYhJzMWBV4teXBQCEKoHZhQqHEVl0F5lb4FxuTZrTueQwqWhUuJxKhSq4kLmgBSx8INxwb0864olUnt598oyxVYlvqNrWy4OKlWlt77JmlW6r1iG/lO518z+Na+vWMJVkVNNaL47k0oP9KTPpM+M+M0mIW+Pp6x5rLKGq8/2DjqFaJTXxxNXrzt6TtAZ9ScPq9xnqfDq1iZ1y7LTPmIeU2dE1n9KThp3W06avx+jOJaJDsQ1Z99ezhqKbDIs6w4acrERsEzvm2AknK+ZkxZyshJ4oZjnvNPvaozdv0d+pmn2tqhVst5ovXOqy1J5uQ+ALEo3h3329JAMAAHicTZNtTI5RGMf/13XOuR/Gh2itljBT8yijNTaWYWF5SaJlRl4KLS9hNK8rz1ooS1+StxoejBSeSR88TEvLaCy1JuSDNS8fjOV9aO7jqi/cv53d59zXfa5zXdf/OqYJIeYuvMaHSD0JowH7QkZ3/9vNsO/MA4S4efazSgQQ7B/szpyOJhxFFQJwUCNzL1bjJFppE4KUiQZ00ShMhA8at5CCx2RtB3JwUf7PRzMqcQNDZU8ewsRaTjF2n6xnyTwbxfY8ojEVh3AX08RrOT7aK/amWJciA7Wok/2PaCzf0KH2un2DQVgiPovF0mFTbADDMQFJSJOvxWikGNVtcxGBRImuGmfhxz18oCJqsLl2l223PWCxRiFdKKAG6lEBfchW2/fWlUp4ESunrkUFLoj/gNBEoLm0mfKpgip5Fhdxgz5owt0/UofxSBbmYRtKpAJBtOALflEvR6gQla/u2yn2K4ZgoWTZn8kG7BIOC+WS0x1yKJ5mUxoV0DGqpE6O5Qxezrt5D79TqSpT7VWdeqeuN2XmpDPE/W7v2Af2KcIxEiuxA4WSXTPa8Q2/SYmvKIqhREqi1YKPqjhIfgpyGjVRO9fSK3pNvdTHhodyGMdxPldwHTdzm9qoKtUp9Up91zMMG79568R4XrrZbqnbZhNtj/0JJRUfI8okIRVrkCXZbsdkHJAsrgkBUa0F99E6wGuKwkf8lCqAhlMkJdAiIZUWUw5tpDN0W2gciOUHixA8mIdxOEdxOmdzHvv4KfvUCBWrFqgVKiA8VF2qT/Vpo0N1mE7W81Gm8/Rp4ZKu0fX6iZlmZphUs8z4TKkpU+tMh+lyCp1yp97pdT55vJ4UzzZPmajTKj17D/8/mqIl+gRsxTqaQ9k4Lmr4KQtHpLvWU4nEuB1eu0oVqmSOl25oxH7p1tMoQKnKhN8+V7V4Jp2yRXz5cFknYaQ5IeoUIV666B8Vovo5XJV7USd1AuLcjIF7N8Y0YhzmmGF/Ac+AAFZ4nGNgYNCBQi+GLIY+hj+MSozrmKKY3jG3MJ9jSWGZwKrAasK6jU2J7Q27FHsZ+zsOE45To3AUjsJROApH4SgchaNwFI7CUTgKRyE2yMmAF/pxMaDBFgrgOxjkjhuFo3BoQwA3toYbAHicbVgJeBRVtr73Vt2q6r2qeq1e0+l0dYdIQpYOCUTTIhAWgwgiwhj1U0CEkU1ZBQQEElwYRA0ZUEHRIArGsEjAhzoSJji4gBuK6PMp8NB50Zn3kKeQrsypapboN033qdsVqrrqP//5z38KETQQITKBjkEM4lFhK0ZFVTt49q+dJa0cPVG1gyGwRK2Mvpvqu3fwXEdX1Q6s7y+VolI8KkUHkhwtDzdpk+mY868MZN9HCGE0Bn9NhpN1cN6ctBkVMdhPkcLSNjxgZ3TfEF9BwYiT4mlUVNtZ3McZdUfH4HOamazbaxzbAmEJOg7Hqmkn7sWYqdfrxxP04ydE75qoH3y2NjNi0MSBp1G1foa+pe5Yy9Gjx48j43h4kSl0PxxfkPby2IvXYQYTEpQZBhHGjBFBjFLk+wRVV1VX0frCgkViO67DpTiGP2rSCpvo/vPXwSlQuvsLNkibkAMF0cy0t57iwYI75aDBFG+TK5jpvgpLuCYkzmn3fdKZ6UTVndVwLdfNT5ehgE3Fcb9qilPVY/clkQvJSRwQYCVysPJa3UnsJBAUczCJJBZCAbxwwaXXUlSHvB5J5Ek0J6FKZX3lqFwulZFYLpFcXk8pk154x9jF2reatvie6jk49XDzvO0bnyga8iptOtWqvaedeEv78Zs3cP+zLXjw+VO/4FFncX/tU+2rL1cczmLUDjf4KV2LBBRrFXAbLk1bWZa3snwjReYak35T7Z9mKlF19dn3IUWpa3DfUikmtR9Yr65+mzn3sHNc8/lpzDnjXGmE2DB9BuWi5vSIcnYwO5ZODU0LLwgvx/VE6CWMV6YqC5WFwd0KRbnYwQbtSpQPKixGNOJw5DrNKSfNicyO5lqjD/IVnum59oRjaaQiN68mlgX3bKf4c+dJSFemqrpTkiuLZG8lhq1cWSlBQHUG7EFWscYl1SLbk8jk4gFc1iaak1hwQwB8RRFfhLZcrsblfctTZWosl+f4GKyjJbLbxXMOzMEOIOSwFX95e2nZqMZFe2tUdg8zYDZOnvtu/uDdq+6smOBn7F35e7E8Y/rw1Oipi554dPiKN+Yc0c5t3ragZuL15cVjp7xs4FIM/PHT9agYtacjQ62je0/Mv6v37PzZvblGFQ8XCsy+ApeN+bXYlbLltOFY2iWlxAdttuJAKo/yqWKbrzExUGrDw9IOc0XhdBLJz1nKJEhpTUkPVCAaxANQzmZOi52ijo+OjQFJeVEfRUUmqobiuSqHmCRiGaEPwBGMRZLIH/clMYt5gKsIQjgaAMzUgAFWloxilYHYUsAM17EkVeoB7pVkgeP4VBiXlvSAsUyH0aPDyIex24Vi2HPqP6zJwXtWb9v9nBx3BlXPxGtnNU3cNUilO9LTsPvLf9RcNXjmg9r//pLA3kOPVM9smvfkHIw3MiSnYs3U++cNWLBpxqEDe5ePKg1FWpe8r2lZ7g7oPgF1uQTloDfSBUPkhgiptA52jnXe7WT7CVYbj6xmh90+W3Y6ZbsjR3byyOk1e1PmNpyb9tsetNtDcj8Hy6ZyOkI2ia/wT0cVObk10SyqP3e2A6Cd1RlA9OTZS2jqVDOE4iC6uKO4jw8ATvoi2ERUJoyScGGRHBoE3pl8EHCETSIuAEFQsvzTERWrdEh1POucv8EyoasgA0QsLWHdLhLNzUtk5EXpmzat37OkbkXR0/eSM5mNV5f0HnnPQSxf0DpbtP8T8b3r+4ffW9j4wpC0iWFe1Wapzqh24LD2t4Pv6RKIaru/ZGP0WRRACbQ1XTnXj71CXEgotygrUT1uMPE1gjmaiKbsdhfTwacCNJECPuaTpeEKabrXTKrMecXe/JqkAUymcuHwUfMWFPmAdBc5p5Ou8xLVyuJqMMfhQRxVcxzhJFbdeUkUdMJK5x1mmYgYTeK4J5FEIRmCzjujHnGWZDrLluI60D2PO6YmABRyBY5YLpJEQwOzcLldIIE1+3eIsWuXr9thvua2m6fswlbt7+9qJ65dhK9f+tji5vtbNj5Gn/11+Zg+47Xvta4/9E6ePnlA+xgX43uwZR+ecP6rt5ZN61i/oSHbc4aDhhUBpxxodLqcWhRSYelnrbQNs40hN7N3kj28eaFtl+2gjSEmbLP3Qw7WZCU2AaHpdqHCtM0u1YgGTFCUp3R6gHCCWgFtMIhTHXZzhNeVJSY7y/tGU2zRoFO3jO0dKuwYeGbVuq4zdMkz12m73n5j/V0n8Hrc+OP23Xr+hnZ/zkqgH3r+XkkXKrSAJj1DuFvoZLpKafA3+U2DBT6aSKTMZl80JVI2Fejw2XhSxYeLXW14TNpiQ/mBpXkVtktJNDQjU7kom0mD579NYkRV/BYnZuQ4UXMdkMEcCTLIKEBv1QJfY3ZIYsQJAfuB2nFr4jedK5tDnGW2044hiakyuTTH6XHrrSxXTaEeGcSiMLXvoKWvq1Wtkz78549ncOXcATc8pHV8dJyUtG58YPmGhqfw+Kcqw8fw0NtrMTl8ACe10xu+1349rL16ohmrj7327IbWJx99UcfqO0jiLjZq+JiStJ/24pleiOPNJrAOFE9gkSKYJkTnLcyaB0jNRfsA/kHUPQg4CAk+3x2FFxs9nnnC8BIEje8+TmfSUyiEwqg13T9A1+FGykSgupfherrKSUcLzMqQJLm5fiHG2s9tCpNwWGGKSX+xWPLnmIoVJZLzXHTKpOwPd44Qz9VCFgB0+O0s+mLWNfRDQW/cqdrjAdXiMZUgm0sswbLkEPkgfKOIKcGYsIzZZy1BDhmC4OdKQL4hXCwjvZCy0cgFSLaAvbFCbFSPrEt131IgoeEoRNDqGBvGZdI70YM7vtB+/udPJ+67OvyOf22LdqwbvXpq2z5ck6SntONvrG7WPtQOapr21tZxj595Zv+G9/E2POjIt1mv1Y3Y+7onAu6O3XgwIhTBBaAiuCUpFXXDn9DEiTqO/bv/iznCjkB+YPOWdNEWBTf5XhJe9jHDBGmDi2FcXMjP20IuS4APBLxiQsbQ6iR/yJzwKsFQG+Z3RmctuoJhVW1nZeW/Q7EMEh23us0qsjtFNYufAt8Av6iBn8VjUwE/CCYfp+r4Rf8NfkbDQ54serzB1hJAL8toEZXy5LPvvC3irMXbhvVpWDvjIaUl/I83PjqP5U+C7IjXjt310Ev3bnruxKq5nx7EpaexH/ejgEFF93Gmk76DLMCmuemSvvYa+1j7FnZrgMYFF3GERCSEQrzTTEJeCy10For5kuyPWBJ+JRypj84a0PP2MydP6hoMbwk8kHHrfl/QZEYY+yxwb0EISCEqMgcEFRsFarRx+UrPcYPD9Erg6lL6bSG9UM+tfW7Rc80LGrbih0f3uXr789Xbpu/Uzv/0Nb79zLF3Dx848jfStyw8nITOX/PUXbfg3ud/wGMh80O6j7N+dii45DwUx9b0/HXCn/1bIgy1Ewd1ue2yw+1KW9MuId+Ph1teZzrwX5mOwOfCF6bPIp/HznjPxCwdUodMbhVoNM+x3hPKq+R43hMNBXlzyGOJ8+uCW4J7gseCbNzjiAepYrbyEnjEUIL6E3mFfEJR1MQn0ea6i5PBSaPIoGPp/tDo3UV1l3kCpS9e1rvBKMZShhKKKctFoCpk0Sm6RJazxnMDeSo4jJCKwyGTl1eRxW1XQfpj/ijsohAEH/AKHCYAfbmPGeTpVdBrKZ5Zh2bW6RSCf+5o1inpBNLbgFGQqBQbbY7jMdn1WUW5LHb9RNese+ymPq5W/obiUfOvHXVI+wH7vsURS3LY9oUvURxja6aOufGPw57ffLCuvKb/44UjgyIMLRwmeICmzh68bOfD+ERWt5ZDcfY3ZiAelaeD/CkWipVjDD2E/5/PM7oivhy9M8uqqtr2TFX7JU2sMqYqp274QROX74EX2+vCZ3T/e5fOzXRCvhWo5tvSxXu4Do6wnItLuOZw9/PUZSUunxiiPOJ8FrOf9/uRNd/kD+JCX76ClECwDXM7r/zwxXRla7kK0iRVVmI9P3oJgi5fA9ABhHAtZYms0bRj+IaXv3L9y5NPjrxqT6jP4nT+sIregV14C1vUdNuojWOfz9xINt9ZNcHmGZCaeU/mQ7hYQKI/+PEoaJAV+eDa16RLm4RG8c+eF9mXhGZxq6dNOCQcY0/Zv3dZ+wlcyMdbQ7JF4RXFTRIOf8CUcCv+QBs2gRLV9VTzyypkUOoq5GVVi9MErJCIinkvrKgNVmaXVUVYhCB4QHgYO6fiK60TSjNPThl3aKiNDAyBhomyYvPNij7X73uxsXHzZzjcpf3/V1oXlv+bux87mhtve7JrxysnmePa/2hntYz2Ki7ownacppDuVZCstWwNktANaTXBqLa+TA3L2gWR2E2SyZoQ9BRJZsHvxLrWIEV2tuFBkJrFPVJj9Mjq9ky7XknZwQJdSovH69b1kYN0rHrF/cJU6guJAbFh7S62aG/5BsK8yZCWWZkmvU9YIAE/sEUIuJcuHIAPYoLuRpPJZOZurp5toFvQS0SoQUPIIHYYXcmuoh3sISoMTd6X5AUD8rv1axo+an5b94xdUKw5bBt+aA/D3CsTTCis02GOu1eGX6Icy2BMCcMx4EVZswCEZ1rIPqxXxPKduIVTlBFnfbWZb77JKAbhffpzAG+VfHGk5GsLC8QRJ2v57KZg+I3z03GSLzMMi/JljqO/Ozn0lBZA+/J5Kyvh/bszU14sgHdxH10W6mY6TcbDhhM4jAsOan98W5vNFnU1MZMvHAWECBoAXvTIxdq9rg2NLmhDQlEb+FPYim0IHYGP/h3WzAlYw5aHLQNb0wm0D45C6OaCfXAmCts+xfqDmgR8BrCr27q+1Z9utLG1F3YatVxm+N6nYWVDt6ZzTcQs2DAhb8KN8oTDlBcYGInNZLaF/sRYeZZpw97duNEmbINx6pad1FFjN5zlz2erMif1pwWgr1KWKFJ2ZmJhaHLAnUsmLEVTuFSXFIm8qKXwB5lHyZqmjz/GF8iqzFyN4tteY1Z33f6M9ryuYQzMecdgfn4auONFJehwuuZmPNY03jHOOQFPNE113OOcGzcNFR9Q5sRmxe9LLCxeWNKg1OfUJxoKG4qbFFuNUCLE7SReYklJ0lU0Fabe1FU2UhFtwyv32CvypxcJFVDPK3e7KorKakp7DNVXZurOyousMGo71aswmCN7GJuntyuJrAX2JDbLAox5IQhshCSxu9CbRLZeEPggBeOcQ3tM0z1mnB4uuOdMgxJqqgxmnuwQrXcOffbJg319yQsrlzy07P7GSQ0vvrxi6eanntZ297rhzKcf/DBQHTmu9HbtzFHtPxcuYNIrbh25cuX4ibMy/etXPrLmiWUzNpNNBSOXbDr9xeMrRxf1zk9N2LRf+/W7zx/cW6xjvA4hygLXzMgNHn9ZumK8bbw0hUyxTZEWkLlRfqhtiERCQsTBRpxhhBJC2Ess4YTAFgfucRTH/L1M7njSo+T3asO374zOmXRJOaouGl1UnTGAzFx5KCH7/FRQ4pzK+9gCTP1CAUCEDXRwXR02niiADkalHksmmuPtAQrP5WPSvnjwtNkDlmnP4O17RhT/6fpF2uwDZC4m96ZvyK+dWXHXuBXa15knmJGxvn9aUxLUKjPjp1x3+6Z+kcwF6lz/h7mPjCtKFJTfsXX1fduA/XO6v2bj4M0k8Pkz0oXN/BbwG0yu4AiDpUVe6GaSORyyWFwJwZ/jLxQLcT6SwNrXR/fXXVbLbCf7vS/zyR7O7OFc4EbNENy8V8VOU1hFF12ZLqeSLqeypGc7oSbcsbzLpIBRak5L/xfuOPTrueMLbiqpbCaTHn/8sQf2qjXv0Hcyf6+9UesE4dde6x+rXbXozJtbv3796LrbWg1vvgQS/Avk1gKOe8I4gvsJWCFgQLzcWHo3nc/N4+vpXuZd5jhjppQTBN7EkOXkSfICYUilbDKxFDQOVJXn4W+UZShnEqg+goBmMJyZ58yc3waKkY8sitW2I3rnXuxBlwlQpUDz0BWwCkRQ0p/YwacexFVYJP6FrS/0FdTRReLbolAlVIE86HZpFgCBS00gjbwUW7Idf3Bam4RbT2s71m2n+7tewR3a9MydJPiwNg2hfwGzdLAieJyVlF2IG1UUgM9k7szsbNewjf11cffWF1HI9k6QbobFylow1rZWzELfWsfkbnbsJBMnk8UVfZY++KpQEMSXUhB/wJeKUhBBEEEQFQoKllbpoj4JIqjouWfubrNNJqsJmXz33PN/7h0AWCx8DgZkn6fgLc0GuIajuQCOcUizCXNGqJmhzhuaLZgwrmi2Uf6tZgcqhcc0l8AtvIoeDGaiz2LhdWKGbBcuEVskf5fYRt5TuKrZgRcK3xA7Ssc8rRnl5jniCZRPm9eIXYz2JmWr2MDIv2lGW2O3ZhOOGg9oZlAyLmi2YNq4pNlG+SeaHWgaP2guQamwTjyJ8mfMn4l3qRzYKeIpFYud0+zAWRYT34XyCfYlcRG5xLKcp8n2V83ok/1DvBvlk1ZAXFK9strEdyt9q6/ZgdR6hXgPyqesv4n3qhzsXcT7lNyeIT5AnNV+kHQWiO8hrhHPEJ8hvpf0W5odiOws7qyqxb5BPEc6Wf6HyPZP4vtUjU6Ww4NKx5kj9lX+Tpn4qKrReUTxBJ0H5wQxzcupE+8jbiieMlRcp0c8ST5fhsvAwQMfvwLKUMGngCMoW4IufiOQyMcghjau+pDiOkHJcehAA+aRNu2r+ORwEkLciVFvHfUl+akNaGVRfNJd3tKpo0VE3kOkDvQGIsBl7vm+KFeEOMKXut1I8mNxu9tPZcKPdxrzXO1XPX4y7MTpelfypRrXJr7Hl5WkHkf9NIw7PTIAeByDRrCGTxWwAQGKZLQm07CB+DTKW5hMhPIEl7LVj4JklNUiFbWASQpoIkn8KZlqYoUKFViqaqo3EGGRewvzoulJb5FXREWUhV+ueDtldWcc2HSyk+HwLsd/1WFFCRWr1tlkJQbgyAnuNnHVpiacR1kMK7nzvR2Phz0e8ES2wh4OSDZ5mgRN2Q6S8zxeGZzR/5zCcwc7r138GobkGD7CJFVSTfIX4u7oorODqyTby0504Uq+Rl5V2T9R2ZKaEaKvVfiDdrI4uY0Yyi+v/Snlonxs/rdIRzW+RXEkDemMzqgDL5JeAzORZNXUFeVkYl403zc/Nq/i74r5ofl2bldUlD56UKts3I2ho5Edh0BHza/+SZQl5CWgWQC9Ovpk30Ht/BxSnYXcyuJ5XEuKuIExYtTZ0OsxGVi3rK+sa9Z3GKmOHQvgWbiO8dbJfnM6sZ6OzMnnls7ldj9W6cU03JOUpE2U5GYkfhHviB/FhvgL4LOXPjrwxQfbTklIUxx3TaWed0uf08FzqyTqwq5Sf7Mb0MOspb60ayT/L/OKRpzd7bvbVmyWeewEq7GH8emPsB3va1S1N7fu5+gbGgzc0D56url1Q1fg93E3oThTNIp7iw+NqZdmwPazCqtiTYL5WFeV6lqGVeO92e/pfoIr3Jq73z3lHnaX3IorcP9RjBlglvjKOlu98Onp+s69sH37fvuw/cSd+fwLfjqoeQAAeJx9fAV4G0fzt5f3zA42Zeam1gldliVd4iaN0yRumhRlW7YVy5IrSOKUmZmZmZmZmZmZmeFtv4PR7Uny/8vzRAO3O7/Z2Z293dXKdbjO/vfvuXWpunH+yefND1SH60hda11b3YS6iXWT6ibXTalbqW5a3cp1q9atVrd+XWedUTejbmbd7Lod6+bV9dQtqrsXYUQQRQxxJJBEGqpHDagR1aEm1IxaEEKtqA1NQBPRJDQZTUFT0UpoGloZrYJWRauh1dEaaE20FlobrYPWReuh9dEGaEO0EdoYbYI2RZuh6Whz1I58SEd+FEBBFEJhFEEdaAu0JdoKbY22Qdui7VAUdaIYiqMEMtAMNBN1oe3RLDQb7YDmoG40F+2I5qH5aAHqQTuhhWhntAgtRrugXdFuaHe0B9oTJVEv6kP9KIUG0CAaQmm0BA2jDBpBWZRDo2gvlEcFVEQltBQtQ8vRGFqB9kb7oH3Rfmh/dAA6EB2EDkaHoEPRYehwdAQ6Eh2FjkbHoGPRceh4dAI6EZ2ETkanoFPRaeh0dAY6E52FzkbnoHPReeh8dAG6EF2ELkaXoEvRZehydAW6El2FrkbXoGvRdeh6dAO6Ed2Ebka3oFvRbeh2dAe6E92F7kb3oHvRfeh+9AB6ED2EHkaPoEfRY+hx9AR6Ej2FnkbPoGfRc+h59AJ6Eb2EXkavoFfRa+h19AZ6E72F3kbvoHfRe+h99AH6EH2EPkafoE/RZ+hz9AX6En2FvkbfoG/Rd+h79AP6Ef2Efka/oF/Rb+h39Af6E/2F/kb/oP+hf9F/uA4jjDHBFDPMscASa7geN+BG3ISbcQtuxW14Ap6IJ+HJeAqeilfC0/DKeBW8Kl4Nr47XwGvitfDaeB28Ll4Pr483wBvijfDGeBO8Kd4MT8eb43bswzr24wAO4hAO4wjuwFvgLfFWeGu8Dd4Wb4ejuBPHcBwnsIFn4Jm4C2+PZ+HZeAc8B3fjuXhHPA/PxwtwD94JL8Q740V4Md4F74p3w7vjPfCeOIl7cR/uxyk8gAfxEE7jJXgYZ/AIzuIcHsV74Twu4CIu4aV4GV6Ox/AKvDfeB++L98P74wPwgfggfDA+BB+KD8OH4yPwkfgofDQ+Bh+Lj8PH4xPwifgkfDI+BZ+KT8On4zPwmfgsfDY+B5+Lz8Pn4wvwhfgifDG+BF+KL8OX4yvwlfgqfDW+Bl+Lr8PX4xvwjfgmfDO+Bd+Kb8O34zvwnfgufDe+B9+L78P34wfwg/gh/DB+BD+KH8OP4yfwk/gp/DR+Bj+Ln8PP4xfwi/gl/DJ+Bb+KX8Ov4zfwm/gt/DZ+B7+L38Pv4w/wh/gj/DH+BH+KP8Of4y/wl/gr/DX+Bn+Lv8Pf4x/wj/gn/DP+Bf+Kf8O/4z/wn/gv/Df+B/8P/4v/I3UEEUwIoYQRTgSRRCP1pIE0kibSTFpIK2kjE8hEMolMJlPIVLISmUZWJquQVclqZHWyBlmTrEXWJuuQdcl6ZH2yAdmQbEQ2JpuQTclmZDrZnLQTH9GJnwRIkIRImERIB9mCbEm2IluTbci2ZDsSJZ0kRuIkQQwyg8wkXWR7MovMJjuQOaSbzCU7knlkPllAeshOZCHZmSwii8kuZFeyG9md7EH2JEnSS/pIP0mRATJIhkiaLCHDJENGSJbkyCjZi+RJgRRJiSwly8hyMkZWkL3JPmRfsh/ZnxxADiQHkYPJIeRQchg5nBxBjiRHkaPJMeRYchw5npxATiQnkZPJKeRUcho5nZxBziRnkbPJOeRcch45n1xALiQXkYvJJeRSchm5nFxBriRXkavJNeRach25ntxAbiQ3kZvJLeRWchu5ndxB7iR3kbvJPeRech+5nzxAHiQPkYfJI+RR8hh5nDxBniRPkafJM+RZ8hx5nrxAXiQvkZfJK+RV8hp5nbxB3iRvkbfJO+Rd8h55n3xAPiQfkY/JJ+RT8hn5nHxBviRfka/JN+Rb8h35nvxAfiQ/kZ/JL+RX8hv5nfxB/iR/kb/JP+R/5F/yH62jiGJKKKWMciqopBqtpw20kTbRZtpCW2kbnUAn0kl0Mp1Cp9KV6DS6Ml2FrkpXo6vTNeiadC26Nl2HrkvXo+vTDeiGdCO6Md2Ebko3o9Pp5rSd+qhO/TRAgzREwzRCO+gWdEu6Fd2abkO3pdvRKO2kMRqnCWrQGXQm7aLb01l0Nt2BzqHddC7dkc6j8+kC2kN3ogvpznQRXUx3obvS3ejudA+6J03SXtpH+2mKDtBBOkTTdAkdphk6QrM0R0fpXjRPC7RIS3QpXUaX0zG6gu5N96H70v3o/vQAeiA9iB5MD6GH0sPo4fQIeiQ9ih5Nj6HH0uPo8fQEeiI9iZ5MT6Gn0tPo6fQMeiY9i55Nz6Hn0vPo+fQCeiG9iF5ML6GX0svo5fQKeiW9il5Nr6HX0uvo9fQGeiO9id5Mb6G30tvo7fQOeie9i95N76H30vvo/fQB+iB9iD5MH6GP0sfo4/QJ+iR9ij5Nn6HP0ufo8/QF+iJ9ib5MX6Gv0tfo6/QN+iZ9i75N36Hv0vfo+/QD+iH9iH5MP6Gf0s/o5/QL+iX9in5Nv6Hf0u/o9/QH+iP9if5Mf6G/0t/o7/QP+if9i/5N/6H/o//S/1gdQwwzwihjjDPBJNNYPWtgjayJNbMW1sra2AQ2kU1ik9kUNpWtxKaxldkqbFW2GludrcHWZGuxtdk6bF22HlufbcA2ZBuxjdkmbFO2GZvONmftzMd05mcBFmQhFmYR1sG2YFuyrdjWbBu2LduORVkni7E4SzCDzWAzWRfbns1is9kObA7rZnPZjmwem88WsB62E1vIdmaL2GK2C9uV7cZ2Z3uwPVmS9bI+1s9SbIANsiGWZkvYMMuwEZZlOTbK9mJ5VmBFVmJL2TK2nI2xFWxvtg/bl+3H9mcHsAPZQexgdgg7lB3GDmdHsCPZUexodgw7lh3HjmcnsBPZSexkdgo7lZ3GTmdnsDPZWexsdg47l53HzmcXsAvZRexidgm7lF3GLmdXsCvZVexqdg27ll3Hrmc3sBvZTexmdgu7ld3Gbmd3sDvZXexudg+7l93H7mcPsAfZQ+xh9gh7lD3GHmdPsCfZU+xp9gx7lj3HnmcvsBfZS+xl9gp7lb3GXmdvsDfZW+xt9g57l73H3mcfsA/ZR+xj9gn7lH3GPmdfsC/ZV+xr9g37ln3Hvmc/sB/ZT+xn9gv7lf3Gfmd/sD/ZX+xv9g/7H/uX/cfrOOKYE04545wLLrnG63kDb+RNvJm38FbexifwiXwSn8yn8Kl8JT6Nr8xX4avy1fjqfA2+Jl+Lr83X4evy9fj6fAO+Id+Ib8w34Zvyzfh0vjlv5z6ucz8P8CAP8TCP8A6+Bd+Sb8W35tvwbfl2PMo7eYzHeYIbfAafybv49nwWn8134HN4N5/Ld+Tz+Hy+gPfwnfhCvjNfxBfzXfiufDe+O9+D78mTvJf38X6e4gN8kA/xNF/Ch3mGj/Asz/FRvhfP8wIv8hJfypfx5XyMr+B78334vnw/vj8/gB/ID+IH80P4ofwwfjg/gh/Jj+JH82P4sfw4fjw/gZ/IT+In81P4qfw0fjo/g5/Jz+Jn83P4ufw8fj6/gF/IL+IX80v4pfwyfjm/gl/Jr+JX82v4tfw6fj2/gd/Ib+I381v4rfw2fju/g9/J7+J383v4vfw+fj9/gD/IH+IP80f4o/wx/jh/gj/Jn+JP82f4s/w5/jx/gb/IX+Iv81f4q/w1/jp/g7/J3+Jv83f4u/w9/j7/gH/IP+If80/4p/wz/jn/gn/Jv6p7hH9d9yj/hn/Lv+Pf8x/4j/wn/jP/hf/Kf+O/8z/4n/wv/jf/h/+P/8v/E3UCCSyIoIIJLoSQQhP1okE0iibRLFpEq2gTE8REMUlMFlPEVLGSmCZWFquIVcVqYnWxhlhTrCXWFuuIdcV6Yn2xgdhQbCQ2FpuITcVmYrrYXLQLn9CFXwREUIREWEREh9hCbCm2EluLbcS2YjsRFZ0iJuIiIQwxQ8wUXWJ7MUvMFjuIOaJbzBU7inlivlggesROYqHYWSwSi8UuYlexm9hd7CH2FEnRK/pEv0iJATEohkRaLBHDIiNGRFbkxKjYS+RFQRRFSSwVy8RyMSZWiL3FPmJfsZ/YXxwgDhQHiYPFIeJQcZg4XBwhjhRHiaPFMeJYcZw4XpwgThQniZPFKeJUcZo4XZwhzhRnibPFOeJccZ44X1wgLhQXiYvFJeLSujPEZeLyujPrLq07p+7yuuPFFeJKcZW4WlwjrhXXievFDeJGcZO4WdwibhW3idvFHeJOcZe4W9wj7hX3ifvFA+JB8ZB4WDwiHhWPicfFE+JJ8ZR4WjwjnhXPiefFC+JF8ZJ4WbwiXhWvidfFG+JN8ZZ4W7wj3hXviffFB+JD8ZH4WHwiPhWfic/FF+JL8ZX4WnwjvhXfie/FD+JH8ZP4WfwifhW/id/FH+JP8Zf4W/wj/if+Ff/JOokklkRSySSXQkqpyXrZIBtlk2yWLbJVtskJcqKcJCfLKXKqXElOkyvLVeSqcjW5ulxDrinXkmvLdeS6cj25vtxAbig3khvLTeSmcjM5XW4u26VP6tIvAzIoQzIsI7JDbiG3lFvJreU2clu5nYzKThmTcZmQhpwhZ8ouub2cJWfLHeQc2S3nyh3lPDlfLpA9cie5UO4sF8nFche5q9xN7i73kHvKpOyVfbJfpuSAHJRDMi2XyGGZkSMyK3NyVO4l87Igi7Ikl8plcrkckyvk3nIfua/cT+4vD5AHyoPkwfIQeag8TB4uj5BHyqPk0fIYeaw8Th4vT5AnypPkyfIUeao8TZ4uz5BnyrPk2fIcea48T54vL5AXyovkxfISeam8TF4ur5BXyqvk1fIaea28Tl4vb5A3ypvkzfIWeau8Td4u75B3yrvk3fIeea+8T94vH5APyofkw/IR+ah8TD4un5BPyqfk0/IZ+ax8Tj4vX5Avypfky/IV+ap8Tb4u35Bvyrfk2/Id+a58T74vP5Afyo/kx/IT+an8TH4uv5Bfyq/k1/Ib+a38Tn4vf5A/yp/kz/IX+av8Tf4u/5B/yr/k3/If+T/5r/xPq9OQhjWiUY1pXBOa1DStXmvQGrUmrVlr0Vq1Nm2CNlGbpE3WpmhTtZW0adrK2iraqtpq2uraGtqa2lra2to62rraetr62gbahtpG2sbaJtqm2mbadG1zrV3zabrm1wJaUAtpYS2idWhbaFtqW2lba9to22rbaVGtU4tpcS2hGdoMbabWpW2vzdJmaztoc7Ruba62ozZPm68t0Hq0nbSF2s7aIm2xtou2q7abtru2h7anltR6tT6tX0tpA9qgNqSltSXasJbRRrSsltNGtb20vFbQilpJW6ot05ZrY9oKbW9tH21fbT9tf+0A7UDtIO1g7RDtUO0w7XDtCO1I7SjtaO0Y7VjtOO147QTtRO0k7WTtFO1U7TTtdO0M7UztLO1s7RztXO087XztAu1C7SLtYu0S7VLtMu1y7QrtSu0q7er6Qm6gODQ2OpTKiuhIsi+fy4qkQ3m0N59amuJJm4hobjCXTQ2LpEMbYn3pfF9pZCCTWt7Qp/j6WH+umOzrS2WL9X0uy+N9Sctkv0Pipv1kUSQAMAWACQcwZZP6hDKUclmRADdSDuUJx2LKJg0zPE4NepyaoWwNumzjjL7cyEgShEGP0DDTY2dI8XRmbzJPh8wP3lVMZ/pTPG0T0QUtSUNLupyWpJ3QdYHPaYfiru1xeknD9h6MJYpvnOX1arhCGMynUtlMMtuf7uOzk32lYopnbNI421su4xH4bCdAGZvUz1aByKjemePYyjq25nhtZb225ji2sk6ws8nRXKGYz5mDhySygySVHRTdEIgcBKLbCUTOJk3dQ6XsYDJfGskkS8WmnFfi8xwf8o4P87w+5L0+zHN8yDtkvlOrYJOG+Z6QFhQvF/Sl+tOZTFIWgeELnOpFm9AFVrcWrW7tcbq15HRrD7SmBK3pcVpTsgnryaezg6xkfTb1VLSs5JVED3R/CTJnocfLZR5+kYcfUzxf7LRxhU3qF6seXOGyrJDJmdHvtbpjOCU6i7lRszWi16GsOzeaysp4ciCf7ktmRRwe9zu0oT+VKSaLpXw21a8lrKblC6l+Nr9vaFmSJayqzBjK5YYbuky4so0uB4pmLEOlbLrd19GpzbGKZVIDxaZsJjWYTw8OFS2/mrstH1P5VL8dVtY9lMubeyDrE4/lxQIzKsVlOVF0KEkUhpoX5FOmfav5lknWY9coWZ/NPaOFtGm17IiN3RkEGiKJFUMN5v9yMxpSitdM647bDX2ZdN9wv+lVMtNo85mk6WAy02QLyczSVC6TzDfbkuuKiC+2x4uIr3Bov0Px7O3x7CU4swTP2R7PWYKzS3jUGV9Jh3Q5JO2QbofkHNLjkJJNWnr602acCumCM+JaSpVys/vcHgzNpUrRfWobU08d0X06mE8u9dS1RZFyBkBLtMqDZKVcHzUHHbBJl5VRmMtlEiZzMQPG4qBD+QynnYMOmeWQYSeO3ZAhOYc2gexYasp5JWn2rV1JpoDhS5xOiC/G8RW4fwWf4eTLoE3owrFsls+x28izNqmPWinrZFPSZUU04dBkypmCuh3HHSHnEbRof2/GtqQly1xzNJ01B1kx1W/PDc3JClFLuDVSbo1EZY1UZY0ut0bardFVWSNdWaPbrZFza3RX1shV1pjn1si7NeZV1shX1uhxa5TcGj2VNUoVYuN870Re8AoLvELRI9BFucEhOmZ+8JlODzsdbae4rrcDDQENA40A7QAaBdoJNAY0DjQB1HCoH+z6fUB1oH5pDvNMqlBYAgoA8gOQH4D8AOQHID8A+QEoAIYDYDjgBxoAGgQKDQtAwwKAFwC8AOAFAC8AeAHAC5TxDAGTukgW+vLp0WITUNDapYJ+lrOmeJAAOxjWUu6LoGC9CDT7056MU1b5JvuzXKatQrJKTazQ9GVy5mfzEogkTA02VKjdnCJst8SQ17EQuBIKi7RTXkub7x9znk5ntS5zNspk0qPJxsxIur8/k3Le106FuBhxDDWPWG8f803kiGzEckzLll9STvGwX5tTtgYa6IhwSI4OpW1AkQeL+QqLUK5TltWgiGv5gXRhyAJqczn3LTSvDNcMHCQMSRWGJpTHmtNkq16rqS7sVUoWywYEdGBzseIlSUvmq7ix5LwdHa+XgpvLgI7BS35R2QNiTqINg5lc0QxswVwNTPTwZTivruxqfV/BAu8bSvU39Zoh6k0nM/a7ssHudqe7tZluXIcBeHZlpKPtbR7jTpOn1Wjcdjt1/LTf9BoEGCRRyJUo5EgUciQKORKFHIlCjkQhR6KQ/J2Q/J2Qo52Qo52Qo52Qo53BKZV9ViiNpvLpXB4egxudETmaT4+kRnL9DeY8Weab7UnOCYUpNqn1sylpyYF0OhTo8JdtgIud4GIMXIyBizFwMQYuxsDFGIzeGEwbMQhJDEISg5DEICQxCEkM8GLGhL6cOYKK+XQyO1gyV0Gmc1OqVEPJzICpdmrEwZM4eBIHT+LgSRw6KR5uyg/liuk+a7Sq2tC+BLQvAe1LgNUEWE0EJloLRHOMp5YX88khc3FphRR0IDaBaE4KHimTW2ZKE7zVHRVYhsgkIDIJiEwCIpOAyCTAUwM8NcBTAzw1wFMD2m9A+w1ovwE9a0DPGNAzBuAbgG8AvgH4BuAbhrTfuH0jvdJeiJhMk9onWGp7GjQZzVksmVxDzhyo5nC1a9mvZJNpdDcOVgl3lTjSK6yusai1LDJpi3cjY1mwX8QmM8ka/uZ61sqEVLI3Z5udao718fQN5bWCyTeba/b+vDlhZPtLpthqu1TOJlMx0ZMj5fpNzuIApMm2VJ4UytoJqoy977Cq2Zi9KbOvLckOWVlqtV4AZgyGy4o2u5ZXYwfd74sKa9dhNdmKiTXwrarlQs2lUW+d1v7csqxX0TiaKRVcF0bSWSU59nUfUL3B7BRlB/rEtWOBl4UGz2KpHna0Vqc76+Tq3qnCi1q9lMz3DbnrtLJ3dt+WpQlqYLkF7L4qS5Mres4tY49ANzrOMCyL9SaBodhkOqGkFruWPVKTY5ZtZ+IvmJEvKu0kR2u9apVySiGXSfeXClVlJ4O6svDkchfanV0ZGH+02XrL5l3nWwqppDnZZaqKxVttZ8sRtlpptsWTZY32sLMmG0uwRx0IE613RWE0N5LKpq2jHKur6odzZoTs5GvrN9+iY8X0cNIsn7M0k8dGc4PmRjo54q3iOALLRD8sE/2wTPTDMtEPy0Q/LBP9sEz0wzLRH0hMNYeRmYdmSEwE6yWUWmJuEFLOu8wfbAcKAzSoA/UDDQANAgV/guBPEPwJgj9B8CcI/gTBnyD4E0wANZrtAPfnSr0ZK2pTKgaaq3ZKh8CrEHgVAq9C4BWsIv0h8CoEXoXAqxB4FQKvQuBVCLwKgVchozVbGrFOCArpwazdE5M9CnOEpPK2tqmiy5zKYTAeBuPheNNepVShmM45lpjd386zSLA+mhkdcoaAlszmiqlMKp1sTDjrOlstE0V4bp3I2Fxj90jaSjVH6PEUru8eSQ06hdqsBXR5ZrE1zMainaliks0wXU7Wx62zINsrAZB0sfmUmJBswZDJUQuTzUqOjib57ORIb38S71DCc0p457QAJ/DcNJk3lGPz04MjSbIgWRLgEJk7lCYx8//cQtrxy0Zq7PL41QJly3J90g1HY8obhFQ5COlyECaVKqs6TbTr016riYNWE5l93CXAFl1htc56WLRbZxljw3brMnbrxEjJdhJnS3h5WuScJhJzJVNfsNo3kM4mM8xmSdFsKvhAzK0DMSdZYoosZzW10Rv9lipXG3Pe/it5+y/n9t8UGyVTyiaLqcLYSG8uY3smx3JFp8fsEQTLDz8sP/yw/PDD8sMPyw8/LD/8sPzww/LDD8sPPyw//LD88BvO8ifQ3l7flesby5tvnXRfQ3xJyuVnKF5LqBIrlLarzNUvSrvs9srCbI+1OYpvXFAYUg9mqQfgUby5x57/3fLxFaq8FnWROl1l/U6KnaHYuGK7FOBiZax+saeE24SWrnQFfv2spMsmMoodUWzWda/bVc5VthN5xRZcdoFqVI96PqAiM+TiNiwoqAbEPNGbr8o0zR/qU1LrzGS+35rM3CguMl9X7tP5uYGi92mbe1KsAqKc6nKDrqlQ9Kr2LVXsoGL7FZtWHnv6sn6Fp4QKf7oq/MMKM6XCn1LhT6nwu0O5flTZTqnwp1T4iyr8JfVchX/YE/6iJ/x9nvAXPOEvVIR/qDr8Y97wF6rDn6oJf1o5lXbNOhkSbK9Pq5zt92TZoCdnlbbfk7MqUccU67GQ8fBZT84WvTk7XJ2zwXhzqTJn+z393LAo6T5oGFN8W8KcRNMDadXqtlSNZpG57EsXixnXWttYtWaaW6a69rSx/+tJs1mnNz3oimMV4hTnaXWlKWPjqhvMF6DLjyq+0UgX3a5rHPAILV0rhtLFgpLTlfJUeO5utcr69Ph6pxfCEaAdbTOGUuZextx3uVEbrNGYZZw1uLdMpWaSOVn2mzmTyvarJJq0YhzlxMXj6FaMo5uVrNUN1+pWmpUsL8orXVpp+P940DYr2ZssDA2nXRttw9WaiYlsLXqqVteUMHcWruWmlFeamCiMY2Mc3YJxWl+s1bX1mO1I2rvcsqZUrZnqlqls89TS+PqJM8eJ8lCtrmlByjO1NRW90qTYeH3fN45ymlly/D6Z1vd/PWmcP6Rmy8aCR7Bwk73m7FtIJ7Ne3Brlal4Pa5/2/f+eto4mM7m+IfVuaTWHunOiUlasqFI0J+zDZldMVYhO6sWM5mhlpWSF2OZ+IedqktWahqjndZlUfEtXpT8t6Uq5yf6OV72PvNJk+1k10uTCeNqJVtJX61bU6iYsrlWtqFFNMleMtd3ZP46yBe5dqPZVym1dNbFL12i6azS5ak1Ld28yn1fTd0uuUp4Kz6vrTc2Nr3d6Hs4ZA4l4S09VO0pV7eip8bFU0zMVVxBcbWk87cTYOP3VV6tz/IMNRMAITzJXhDXAk8bGUUKNBFBn6xBsbwfqnCkEfSD7yrIO1N9q0YTfmN6bHCoWh5JpVvK1x9vtT5/9qduffvszYH8G7c+Q/Rm2PyP2Z4f9GbU/O+3PmP0Ztz8T9qdhfSZs+wnbfsK2n7DtJ2z7Cdt+wrafsO0nbPsJ237Ctp+w7Sds+wnbfsK2n7DtG7Z9w7Zv2PYN275h2zds+06wTRoGGgHaAdTGcfZqJo0BjQNNALUD7ot1tAP1AdWB+oEGgAaBhoCGgUaAdgCNAu0EGgMaB5oACvhRwI8CfhTwo4AfBfwo4EcBPwr4UcCPAn4U8KOAHwX8KOBHAT8K+J2A3wn4nYDfCfidgN8J+J2A3wn4nYDfCfidgN8JeJ2A53xJ44s7A9ukEaAdQJ1ycR88dwa6Sf1AA0BDQMNAwY4P7PiiQONAy3YBPwD2AmDP+U7ZpGA3AHYDYDcAdgNg1zksNGkMKOAEACcAOM7hoEmhPUFoTxDwg4AfBPwg4AcBPwj4QcAPAn4Q8IOAGwTcIOCGAC8EeCHACwFeCPBCgBcCvBDghQAnBDghaGcI8EKAFwacMOCEAScM9sPRCTbtNKbbXwfaZ0fOoxiEJgYmYuBaDKrGwLUYuBYD12IQiljUuZ9iHzs791MctlNd/Op1Wa2z/K2B1lvm6jvdY//6XpdtisE3BfaJdFOfV6qPK9v9ynbctd3v2o4r2/0uK+PlC3b9wLTGq74/aO2vUjTCjSF7V9KY8grwxLl5k/IIrYlqq6kqRUNCfQHRkFJ8UwIccy4iprxSvaFaP6Bums6Ai0yDcNtppio1pGI0043RkMvNLL8NTR1wcmY5QkPANMxUX6c0DHn4Lk8L0opvdtcyzl2vdIXIZzlk2LmhNMv1ZdjtuVmq54ZdVpvtlsyUuRZXB1fAMpVy/WxlKeOyrbOr+yZTpeA7OD6OOGNuBxXPERXPHVx/RlzP56iSWVVyjlsyq0oqz7LKsznVnmWrR023HWfnEmlO8c2Ovhzp5lyF2NjtHbQ5r9DtHcE5j8DnOmTUicFc1bJRxc5TbF61d57b3rzbU/Oqeipf1VPzVDzyip2v7BeU/fmu/YJr37le65ZpKVTJ8+3vDD3PK+UJrk2lKtSo6hcotqj8WeD6U3T7d4FqRFH174Lq/i1WKdTVR0csVYgNPZ6MKym+tafabql63PR4xk1J8eX1vDrtr5T5Ts4146U20XZyW7q0zPGFzo3FZQ5Z6IyaZU52L3Tnl2XutyQLVQxVZLWFruVlbgx3ViWXq5I7uzaXuzYXqZJjLtuw2HNNeYXitcUu1goXa7HqrxWKHVLTT7EMxpbZt6nHrM/mpP39rPNFrSna3+IqV6MuUNIFiloba/vb//qky7ZGlXvO+yNZrfCUsCPtLWErJnlKuIYnJcdRem3Z/eq1ZSsmekqUPZ+YrNU1OAcCzrBKenhHb/sFeptvcfSuJy3JShnq2T5APZuHg4cyLBw8uNFNuJyrq0+oOCv73Hnpcseq9yXtBDlVrUhURz1VHfXEeFFPjRf1RHXUU9VRT4wT9VStrr5LtS3tslqXG4W0y3W7XM6t3a1q55R33dVNz1UruqtjkauORfd4sciNF4vu6ljkqmPRPU4scuPEwr6i77yjcoq1tc4d6pzLNtta14nmXIXo1LHBnTo222Rry2hNOa+k9bhcyfWnRxksKbZHuVZSbI/ysqS87Kn0slTpZY/ysqS87KnwsuSV+CJnZh5zrkMvcn0ec31epMyPqVxZ5OTKmHtj1Wc4xyIm9QHVgfqBBoAGgYaAhoFGgHYAjQLtBBoDGgeaAOrsqgwf4MPu1IDdqQG7UwN2p4YP8GFXasCu1IBdqeEDPB/gwS7V0MG+DvZ1sK+DfR3s62Bfh/bp0D4d8HTA0wFPBzwd8PQyHrRPh/b5Ad8P+H7A9wO+H/D9gO8HfD/g+wHfD/h+wPcDvh/w/YDvB3w/4AcAPwD4AcCH3boBu3UDdusG7M4N2J0bsDs3YHduwO7cgN25AbtxA3bjBuzGDdiNG7AbN2A3bsBu3IDduAG7cAN230awbBf8D4F92H0bsPs2YPdtwO7bgN23AbtvA3bfBuy+jRDgwC7cgF24AbtwA3bhBuzCjRDghwEfduUG7MoN2JUbYcCH3bkRBvww4IcBPwz4YcAPA34Y8MOAHwG8COBFAC8CeBHAiwBeBPAigBcBvAjgRQAvAngRwIuU8aC9EWgvnNoZcGpnwKmdAad2BpzaGXBqZ8CpnQGndgac2hlwamfAqZ0Bp3YGnNoZcGpnwKmdAad2BpzaGXBqZ8CpnQGndgac2hlwamfAqZ0Bp3YGnNoZcGpnwKmdAad2BpzaGXBqZ8CpnQGndgac2hlwamfAqZ0Bp3YGnNoZcFpnwGmdAad1BpzWGXBaZ3QCbifgwumdAad3BpzeGXB0Y8DRjRED3BjgwlGOAUc4BhzhGHCEY8ARjhED3BjgxgA3BrgxwI0Bbhxw44AbB9w44MYBLw54ccCLA14c8OKAFwecOODEAScBOAnASQBOAnAS0L4E9GsCcBOAmwDcBOAmADcBuAloZwLwE4CfAHwD8AzAMwAPzrwNOPM24MzbgDNvwwAcOPU24NTbgFNvwzn11tud96hJfSKVLZhb7JRIjTjU0QeABoGGgIaBRoB2AI02r0jlc8vS/cUh28wEV8zmss5lyRZXBbJ9sThnb2BGkvnhFudecc5SW7Lm/Ni6uCzXZtowF9zJYetOqq2sH0gPlvKp/mRhqMlca6RX5KzfJ/Ym882ei9WmWK8uz7btVbJvCA64vw6ZYGusEqYymbGunjqt0f2NJm//viTZn8o3mi64ApSAOOgQBx3i4LxvTdrp/EjBFwz7XS7gchBV562rt/t93LrvbP06N9Vn7n0b7J9BFPPp0UyqyebLLjc7Bby/8zCrgzP+SFM+NWCWzfal7ACmlvdlkiNmAxvS1o9K87neZHZQli/gQiXwIdDe0JfMm/uSbMEMH+h0oH6g4HcARkMAgAMQhUBHfTFt3dFNZlPFlrKTo+mMuaNfBkViQONAYUAGwI0gDEznBW1ScCEILgRhYAbBlSC4EgRXguBKEDokCB3ivLBNCvhBwA8CfhDwQ4AfAvwQ4IcAPwT2QmAvBPZCYC8E9kJgLwz2wmAvDP6Xh0AY/A+D/2HwPwz+hwEvDHhhwAsDXhjwwoAXAbwI4EXA/wj4HwH8COBHAD8C+BHAjwB+BPAjgB8B/AjgRwC/A3A7ALcDcDsAtwNwo+2a/QMZ64KW7MuXVqTMAUMz6XwSnoNfUfArCn5FI2RZLkv7rd9uOwpwIAoOdAJwJwCbb8CZ+bGl5lgEOchK5mdkmiN1TO+aE++KztljXs/cRGKP+V0z5tjPobnO+073wTzpc/YbJtXrrYOVtLmVcbYkpirArcTJDYAYqh9IDpk5OJRKF0EV5/YF6JwjOt9YmbQDqIPp0wFL9zXkhkbKt7hB18GHU5ml6aw0M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scJOh30mns/ivouOYgt6hHKxD8WUI51Zf1igulr4VzWh0bk9cpxdijP5twww1BDOF+rhCb1yu0Sbrtq4T3Mh3CdfjfV7SpzFcsC66nM/DTXJ89WyP4TPus6l+3PkzxFR+E9C5eO/+EaYqQUOlHrpXXS66wufVGw43PNlt2v9pJ72sRuruFceY9gU3SqL+L+PX+A01h7iOqbzMFf2XGzOK6EhvYt0bp90RjledEmpTHD3Ik6TG7Yfr0E/rBKPzHcfPdo1xgHfEIIZ/0EcaOgRfwX7GK3sdakJrB4KFmoaxT9rHz/qAJoXw8sAOfJ0mpTKONjctAGV2a6unikGHNwzVrWqzneYb2aNqzVejXnySNOffr7ek9Yr5Y1aq5Zz9Qycq/wC/ulsn1T/Dau7VfrQU5FNOR/JxrMzsgerhmGdwzrKIQ3jjY9mmB2rNPQw0C+Sdt+n0J4SoF7ZnZ3lj2D+nidHXNe/VxRV9euyXr2cLOHl+XPFtgxc6VxxcmeCsFdiqwfJui4EMzPyb61G3K/JdfPy99ZPaoAlFfPNfQwhGtTC7HbXIV7QxElBq+oXKoI5wE+UVR2M2xnmGKYqIjerIfs9Qgc6jVD8Xyu2pwiKnvmfZRwL8NW+v2yL5S85j6bF+RSzOOAk3lwJNkDQj0nH+d+K+4RxLdH3DNJ+32V+fcjdb7y2f7vAPd4cO8Wee8OOo9i+mvEnn5rsyvUXe5Hwj1V9E8NPoX7VZKH8EzuJd5E7UhmI7rKhxTyVPE92g62KdgPviM8m9e4ZhMvZPVKdqpsj0IeJ3vXMcbXdtQ+8Hvn95ftltge5kLBd7n/0kNnPPiw8DHyC+Zzod8R93nBRvgH9ZzxHPuZ6xr+W072BwknsbgkQzHvVlzD6S7PNqwRdTFMk7wZeWpAQ86s/N3Gb9vKhbWRBwv50bo8V8h1FfyTxFlbWp1dtL+k37mWcpuNY7AfB5iud5oNKeeYinkn2EHulxJ7P9xQyC3J8YG2p6a7vEfIpXeX75il4F6esG83GVkPxtjlsn9H+eft+N9oR1hLzvCh+X6TxZ9fyST9eG8n60fFcnIaOQ/lc3Ip93DuMVao5vxC1qN5bSG9v4GvzKkH9wgTYjvKawujCqANO1C5UgK+wH2/EqfB1qRnFfB66Ry2LcWzqosAiAlriCVrq+N4kJbV1tUYo0rOvLOiBptcg92sjrJzfGcN9qX6Sflv8E2nt8Znwae7su/NIHtCWqCd57S7PtMMrdZaMn9Cmz76U8pRretlebg2IPtrWqCt52xZwLjSOXEicIuiCp5QpU5/YOfPA9OBFYHI8Db0lTH6Knb+Mc4RZ1YPz/1Qtg+qeM69NNw/E/bH9FB/yn0xco7YiPtlZI9M2AOzsnIq2fvC8w2c7InhPphgG/i/nWg1J/lwyQmsaWNKrgjeyb3z8v8T7vUE3yAXkv+4MBcBvptyHfxmswlb2FjtpnUZ68k+4vn2rN4K6pbk4iYpXxN9pf9n/qvD1fFGmTs7KEL+TnQh5PCK+sjc2gkFzFZbJ7m3naz9d+r3xYgzZL89+HeyF3CncibyQvJp2be/sOY5hF9frSjb8BCbcA8X+yrmGvlFQIwychnmXZhDBiev3qLtZF1CchfjnfKeVQtgWW+14bL3d4jZ7Sn6roRxyMNW92Kn6xJn5L6D8WJ2DyX/h8hcUc9C+X72jidsjoX4NLRnNYu/pll5DxvXC+y9zOcyPr/U2rina/nj3vmEa5GIreU/Jvs6/b9Jj+b2tpnNK+YQms3pz3//Pz/qSpFzSHzM3HpxrbFDeb/sDzpKdTigjmvNdtn+PJnDM9ROZNynt2GC1pe9ek/q/Smem4L7V9c0mzvCJHNUXLvmeg3sicTpXP+YbmUEeEz8mtpuWRd7UtucjFH7I3KM2jVPm/qS0/8Pc+/OhlZGIP7g+pL835FrW2+rvRPbXYrjZO8uc/LHm1yzvs8kp888BHOkY81eh1w//3PwrNp5WcM9GG229QH2M/8nlR6qdcN/h1Lu39nHZesAYS2AawBiUzs5mv8E1F1XEwAAeJzl1HloFFcYAPBv50i8s+baGM2+b2Z3FHG11guFoJTWIi0pUgVrRXdjIljQptar2mpWE1fbknpU0TSlrARMMZZaj+J94UUojSWeDepOZr7+IRSNpEqUfc/JJMQTxfqnH7w33zdv5n2PH8wAgAztox94nBmUfKfyuLWiIIBHcYpUUADBgEEwFIbBGBgLb0EhFEMJLIQdsBv2wn44ApfgrqfI0yr5pFHSKemsdEkSsip3lTPl/vLbcom8TBZKoTJPiSlr1Yxe4/Lq/KX+Kv9P/mZ/K8tieWw8K2BT2FQ2jU1ny9gedpidZA2skd1kLYxjGqajD/siw6E4AvNxLL6DYZyHy/E73Ii1uBcP4GG8qmVo/bUh2jDtAy2slWuV2s+6pKfoaXq6nqXn6kwfqA/SJ+iF+qyAFPAGtOD8YIsBhmT0MLxGppFjbDVqjT+MeuOfAaWhOaHFQ3w1uTUaD3AhhKPyUGEk5LsKRfApzHcUfnMVDrkKMz1RCaR+0mhHoU665ir0lLPlgfJ4eal8TokoxcoiZY2ywVGAPO6POQpxfwsDlsOQTWATOxTCLMp+Z0fZaXaRXWW32R0ERyHbVXijU2EGfoYLMIrrMI6/4L7HFAq0SVqZtq5Tober4O9QiOjFrgIGI8EbQfGYwnajzlVYFIqEFjgKvhrk2KYgLHFd/C0uiguiQfwl6sVO8avYJqrFXPGJmC1miSLxvgjxE3wbj/MfeRWv5Fv4Bl7Bv+GreYyX8zK+hA9InkmeSh5PHkseafmeGihOP9AW2kybaC1V0Lf0Na2mGK2iciqjFRSlUlpOX9GXtIS+oMW0kD6nEppD0+ljmkQfUgGNoCDppBFSFmVSOnntZvuQvd2utuN2zF5ph+3J9rvWv9YNq8kyretWo3XZqrf+tHZZVVZlU7LpVpNpVpuDzYCpm33MbDPD9CbWJKKJmYlI4r1rB680Xjl/eWR4VPjNLsNTP2r/Ul77SJG6tV088JSHB6SOTILnR/ubcmetPLKmPuwEbf+gtugCXaEbdIcebtUTekGam3lf6uRPR29npEPGM1YyIasjywYf5Lxin5cM9b4734FcNalyJ81Tb6q31WbnXusTj/ZR/4PR6j311gu2DKSE3D3XP6Nbxf875QMsdE9MAAB4nH1UzW7bRhDepWRZlWKUTh1DAA9ZdiPBhqSqQNzUdVWbFbmKXDWtZSnA0uiBlCVDvvmUQ9ACvtWg23dZuhf5lhfoO+TQY3PMOZ1ZkoJltCUIaeabv29mduk4U/lyNDweHP34w4vv+98d9p53hed2vnUO9r9pf7331e6Xz75ofdZsbNWqT/injysb6+bHa+XSR8XVwko+Z1DSELwbMFULVL7Ge70m6jwEILwDBIoB1F32USzQbmzZ0wHPs3ueTuLpLDypydqk3WwwwZn60+NsTk8GEuTfPe4z9U7LL7Scr2llDRTbhggmKjOPKRowobqvZpEIPMgXl0sud6elZoPEpTKIZZDUFr+I6dY+1YKxJfZigxTXsKzKVUU4UUcDKTzLtn2NEVfnUgVXrepc7Bw5k2sWN95Ev81NMg7qDyZ8Ev4kVS6EoCgnouhXtV5X29xT26//qkDLU9XgnlB1Dsn6x4sCVK1UTc6i9wTI83d/LyNhihSq5nuCIra4GBPYM5kAN2AI/dk2crmeO2QMirocyERnZGzdEKdV95URoOVNZnn0Ei2XmWURHnAbVyWC9H01q6jLMWs2YPr6rcILdqZytWB8OsP/cBpxz0vmNpLK8UBwwrRXEX/eAv8wgCbOcQwDqVr8Qm3wTuIAAMMdnA+lDknD1IarSHCaRqmW8JAXE1HgJQQxFx/IW/L0w9t4h1l/PCU7xEceatOFpdREJCdn6nFgTeB8njFp2crxYXw+l1Mft8RNtf0Wytm6oo6C3u55Z87Y+Wq1yKRh5XzcFgCsCz+80waDCevSKm6002aSWiRzgyqpB0pLeUDJVd0emnIY6vYs27eT538oWSmnlaoq3sllArDglNT5T2qJNxLaZmLq3SG4lHQlJZhm+3eeBs4iLQwRRVxnLzPlqnBzATMgjYZwixWmyBGTfMp9DmfIOZLYG85a77c/5P3BidTbTk/JaElL7LsLWyopw4UD2K1b2U61/lzrC7V3z3yYmVlU5P1hhJl5mpAwuD7QcaF2GF7vPtyBe9mFTxvvhpyZrBuF8w+X4yh2nOhCBLM9zMEPJxEfyralqR3LX6zXWOoh6dP+qNNswIenE3N6NYgdejU8kbcmIexqJG8MarhBx4+fgE3eMkIcjRqIIogKQwUzHYNS1P7WrUPIpbbmNaD10zklGitmGCWncyPBzAwzAMsnmKMxfGBDlRnMF761gk1wNz/7syjw8WaRTdgjvFRRvk+UwfdjahQeqBKfdlSZdxA/QPwgwQuIr8KpoJsUpilmPJsVF7NwekMoffQJ340pWX/W/AeN7NYiAAB4nGWO20/TUBjAe1qd6Is+EUKyfATElxohPmiUBxtMVrCKjO1TWHVMQW5JGbRAZVqZUyYaEBN9QOOcidOXJtiCJrPesN7Q6PBBwcuT/iO1Y8CDnpzz/X7f5eQc7tbGPxkHfpsO/LrRDz+WdsDPxW74/jUFS4vb4dvibviSK4WFXBd8zk3Dp1wcNueIBDnioubjfAI+zI/D+/ld8M5ugLd2M7yxW+G13QGvbAnm7DhQ9ha7zGakMrvapvNK5yt0TZlNXlrb4IW1F55bTfDMkuCppcAT6wJkrWFotEjWmZu1YgnfMrt6C8RQgbW+PDnHqtrpe2wK8Mg8DrNmG8yYPWCYKjw0EzBtivAg0w/3MzG4lxmHdMoLd1J74HbqOtycQpgar4Yr5DKOMixcZHhIiHE8r8dxRNTwnK5hlUaqtH1aVEtrC5qjeYZFFU/rKoI6qaZVRiUxPCvG8Iwew74YGROTeElPIiQnk+kkk2RkbByKDNFDrvR2SGhIpFWKSiMSI7mVAVFGRZeRkyNynxyX18l0FPvFKPbpUYx6CPS4n+rmO7FL78QOvh1P6e3Yxp/EE3wEuQg5xodQ1ENcPR51B4/wQUQ9iAHej026H/0eHxzmG7CBqYRDvIAHdQEP8HVYr9dhHc0Cz/vQR1jYWr4JKspLgGJIUZZQs8VkPcmSa2YwwLJCdoPTJBhFjaJBxozKQD5y/pDhGTMoDInNJiFXW2ZKCb0/WCH4Q4V8dGKCqvUKhjfQbNz1tghG3BUuL44rlNcspmpbwgr7/1L+cUXJU1lJ3D2w1ibuoVbIrjjLrvbJYFgZGFx9Y3nOLRRyau0yYUvCfwF0yBiPAHicnZDPK0RRFMc/vLkzTS+jadaW/gXKDgtCKYyNhpKGMDXCjB+FWEwmi5EFoSkpFpLs3kbZydbS/0BJNmre8313ZmE9p273nO+Pc+49sarJOZ5/gsIkau80EwNMU+CaMVab8jfCFHCdR6KkIPgNPvwbHc8k/iH2nZEOIcm6J4gHn1KkLNZuVV+hyvecPqLW69ZehP6I63TiqtuCLtXfraUwrztiVf/Bv7WsG+luudAexumhlxEm9Lc0Myyxo3pI+SxbuqdYZp19+hlmUnyWnHawy6X28MybnGk558lTlLNEhVPueCXDnJRrbFPmiicWWFG/A444E59p9LnXnWeTPQ455lzMoLhw4qj0G+pRZlHTKvIVyZrkH0NvYjkAeJztwrsNQFAAAMD3NYMJVCZQKcWgolKIQZTG0dKL6nIXQugfltjF4y1N6cxzvspY1jrUvWkBAAB+sgEAAADA125sREUNAAAAeJx9V2tQG9cZ3Xv3Je1qpV1JK2klhJBWLwRISAIJYYHEW0iA7QDBGAsTHIONcewmBfxKaruxwXHSJk1bp5npJG3kOI9xG8g0jp12Mq2dJv1B+ycz/VN7Ou2f/qiatpM2HceY3pUgdtKZskh3986OZs/3nXO+sxjEOjEMPkwOYzhGY8FlgIWSKzTxcjGyTJF/SK7gEJ1iy7iyTSrbKzT15zvJFaDsRwWn4HEKzk5YddcNXri7jxy+/WYnsYqhn8S2rX+Cv086MANWg82nh/f7j/rhjO+YD2Z8O3xwrzwnw732OTvssY/Y4YzlmAVe0YNFAVACUHFgWrOgge+qgJoGNA5Uo3A/hMbraQxgVdeZWttV3aDnKvkgliqmioC/Vfw4X6wP58fzX/4DRi2UXUHY2NAKo5FKSDcECdmlhaKxEl23Evj7wQOXvzH3yt664IyyTtWd1FWFu3bE9xzvsriyXx9sn+wOWhl47jufLu8Zfu2zHz/3r9J6ec+Pnsi32PMv/nrmu78/3xHo23dsCWEG2EkMw88jzK3YUDrsCwMyLIah6pz0AwkekcARAzBdj3rQgSU+YIWmRFVVwnYtaqKCg3ziGjWE0ERS+kSiKCRCaAGh4moiEQrxCrS8As6j4HFuAIqDVryxIQgVQBsgKQWkiG7SASc6Q4+i1qrXutS8hoIUg4q5Z67V4EiONqcezkU0FEPjkKDN8aGp+Njizlqx65sH/wq3qbQM2aQRdSqKM+k4I8+rgWVf4cnZ+vqRNp9cI1OckdPwnMbokqXYrqMdrcefe+uxz2itEeHfh3q+SGoR/kfTuQstl1qutOBkC7iQvJS8ksTPV4HzVnDECigI4r887D/ph/6IP6K1X8e0KeaawWCJXattvoq56l0TrsMuQuVykbXbLdfKfdYnQuP5Iq8UR2n5x0W9Upx8uTj3dZva7DbqMCwXiJJd3kahIRZ1lupDyU6hFSi34IudJy7vS84ONWpJAuI0QzE12YO5nmM7o7U7z+1KDbutFocV+pSaGPR3BTnX+Ojrh+Lgh9MvP5IwSBKn5gyoElra6rDKfXOD3fu7XZzkBncqHKggnLnq7hQJ45NLih7867eJUdKIuTAv9ubbXhnI767/Pc1q+AwpA9W8C7jeXf9PekCjyxyxAC/LyIxLljUeN+fmrpvSpri4IELRXcVcB6AJHoEQWhzu3W7odstez1UNq3FZ7DLDmQChkdGhtz+gH0aqTqVSpToJ5oSAToQoX4wIUSCF8tEb+YiFL1olfjUfsaIz/vHFGzdAFN2C1vowyNcgztXkPaYyv3y4E9fiypnCPKV6ZlrGncQgBTibKEpaGj+x9psFqNJKBrGCAxT4ANcYbLzeZmDxQfAp+Fu1zsDgOKIdGL37Os3QBMHodcTvVCyFdlnVwbWMUieFQ078V1gUS2MP/exC06UmGFYq1chwGb+hyQAZg9UAVToLulabG5Yxn8+BqNe8IrQFXnXJ9kKw8RWTKZhtKWj6iT5UgGIKMYZf+7RkFDfyCSSoSKI+XIMEVaNICiBMoAWU1pKytoCv6Ioo6YouW4cpGonFcScn6gUL1/L81p6vDQRaH3158llL7MHW5EQmxCjCoqT04ER9/uRW18LFzGxG3rOz53iXkWFJkmX2tmc8XZMtuUNZz0DzaLLS7rYTrKARJcll19cNHR+4ao101w3ke/sUT3kY1aMS1aMR25vunArMB84G8CnPvOesB2d5Gw9fYF9jIcvaWFiBbldhvhVtDC+EpYKjPpwOw5RjqwOGHWFHrbtgyNZeVPeXTFMoiSePul4uy3g+siEkVBHqPtOkFL24SirasM2SuPBKZB3Wlr4dofxzk9HUI88P1j3QFZPUJBQYbXV6LHXqGW/PVCq5q7OOpdQU/qLGoGWt/kpD6vjbc0/+/EhCqHBLHG/g7GZ3jfujX+z+9u6QN+ildaLCgQMI8ynyIFJKAltIa+J+ownrm4+cjcA6RIW3TVh/nSKWpIj1z9eerYV+XkQ3TFuBWpREqOYlHqpYW2JZ2xCwEFhoxdDs7GYTPhuhDRQs2YaCtp8sM6OoNydSpQFiTpRYoYyQmnwN+vdsDI/7mRGNmMzChr2IeBDcN0xgHD0xZ9TxIkdnXhybfGrEH5l8dvcDS+2k1izozRy1kDvf1zXZWmFpnsi4OzP9tUbkNyU9nB4Y7Tv908nHrp7u7u2BToqhCAJ9rQ2MTbTPLnXnvnWowxjsjWGlGXNp/TZ+BvEhgrWlq/F6Qz1UmULeUCyEx/TdehgwLFeyyyl0YyVfqMsGJHev1FdCi4wADcvQx4qJJpRmj+c3MSJzLHWYFu5tlFHaQdkpRfwMxZVxWBu2x7qe6kOXesGsJUmtKAgmDTnw/ezosZzTuPn0UBran6ue3L22sLmDn1OUobjsyZGB5NTSRCknKPz+EOExYD5sVzq933PUA6ec8044ZZu3wf3mo2a4qAcXlGBwVoAoGiwpqeAcDZVcYFxRIkHlCuOXCrqsfJHs/3IkGP//aQDe30D8w6ZDrx6ceelAY/zQq4/MvDQTe6Kye37Htvmce3MFf5p952yu4/GVw7PvnMm2P75yrP/pA6nm6ae3Dzwz09o89TR6mOH1T+B7CE8vNpVuXcxcyECrF7BeIEJAQND2ltsdiWhsy0orNdlgIc5cFCbih+NwmwDiQlwwJQttNrI6ayqUsZTzwP1iRcDQLIyENiffBi7iK3OPuifgMu4NrBR8r370RC401BkyMUpb2EBqJBHsa3L42wZHBtv87tzcNldH3C+ieIAj7aqqGjKhUE/Q7G8fGhlq9wOybTrj1ZmtxkqJQ7Ovwllh9KcCgeYapxxIDm0JjWVqWb3IsxpBg1RPm6wmkz9WVZusdbmqm7crwH3r/4BjxBtYMzacbmJ4js/UMFuYHINzjJ2Bct2yGeN4DnKcUF2N6QSHkBK2CoRKqCvIvXauYO4NF+hyp1cVSo/nb0RQYkIzrVhyMUW7RJnGyuTfsPRNQpdDElUDBMXLy7twjNbZvQFjx3jStqjlCRVLL27q9jbNqgiBu71lwOKrFFWkisSzolXHqUl37+E+GEUxwMBRtza5fYtCl5K0dnN6ltEwyNgR3lcUP8OvIM2m0j5GsAqwmk/wsOTfKtZXkqtj2VDX62NJqdd9z59Q91MoB6KWb3jT/7jSF3YklGgci9/zp1Ok1sTrFWl+ryTNTUAlAZ/rR5dIwBz1hWIVVU4vTUB5E8raX4ZmFAnDL4SLEVgQZdxVlPGU94UE1o9l0+46GjavdGovmzvRAUHVT1QEgA4VwOVGCt8uCb0pAr1X3Lx189ZqCn2EUri9efNWUdCXAy46bv4WRQ70PlH6lCJsee40+hpiW0CJ0t57IzkWL0cQ/CuaxlfvPIQP3vk3POVu29FAmkQGJTfCKhrDbX5hx6QvVV9F4zSJkyraH+9wdk11uP5IKWWx6ChKZ1EMjSK1t/9Jaj9vIk5//gRuSo6nZfCGioYESXxkFm3BtHvbLkEUcLUOsVtFG/Sct33n2onNX9hYkbX9F3nS4UEAAHicpZLBahsxEIb/3TgxhVJ6CKX0NEcHk60dcuuhBJv4EIeCAw05yrvyWmS9cqW1IS+QxyiFnnLrS7Sv0RfooY/QfxUFWujNu0j6ZkYazWgGwEv8QILH7wO+RE5wmLyJnKKbvI+8R/2nyB3yt8j7eJ78jHyAw/RV5C7epV95Kuk8o/Q5eGg5QQ+/I6d4kbyNvIdeMoncId9H3sfr5HvkA+p/Re5im/bxAMEJBhjilHQJgxwOFp5jgYa6EclhHWZFjSHVyGg5Q8VfMKOuxJI2HyTNVXP3lnMRdo6Drt1VB51gjjvOU2x4X49+PY4oF7QKJiECS394kJPB8FQuTe6st4tGRtatrVONsXUmZ1UlM1MuGy8z7bXb6iKTsfamrHUh8zuZbvKe8kdSaJk4a+nwAtc4xw2uGFOfuSlmYBiN43zMeJ4ywcX1+c3VuD9SlZk7czxtr0FIrmTQFQ86irrcVMrt7HbH4x/Dc/tYGmExM5ZUaNDO86VkmA1k51v+PSAcbbkVRxNaoy3eKrzLLXVt+7SWZSjp/xqrDPKGrfW0O+e6oqyYhQktk/HaxyjEeFHSOFXolXK3YhfSLPVfnVE6u1m36tyu1qo22mf4A3nosa4AeJxtnFWAHMeybaeYq9rMzKzOyCLzQJWZmS2yJFvSyAIzMzMzMzMzMzMzM+OTj7Yi7sfzx8n0SNOruzpj7ch03ttj9vzvn3+W6hnd8//5Jztx6v8YPWaP1eP3pD0z9czSM3vPHD1z9szVM3fPfD3z9yzQs3DPQE/bs1rPBj0b9mzas1nP5j0X9ZxomIbVc6ph9/zc81PPLz3f9dxmOIZreIZvBEZoREZsJEZqZEbHmMGY0ZjJmNmYxZjVmM2YvecSYw5jTmMuY25jHmNeYz5jfmMBY0FjIWNhYxFjUWMxY3FjCWNJYyljaWMZY1ljOWOI0TWUQYY2cqMwSqMyamN5YwVjRWMlY2VjFWNVo9foM/qNAaMxWmM1Y3VjDWNNYy1jbWMdY11jPWN9YwNjQ2MjY2NjE2NTYzNjc2MLY0tjK2NrYxtjW2M7Y3tjqDHMGG6MMEYaOxijjNHGGGNHYydjrDHOGG8MGhOMnY2JxiRjsjHF2MXY1djN2N3Yw9jT2MvY29jH2NfYz9jfOMA40DjIONg4xDjUOMw43DjCONI4yjjaOMY41jjOON44wTjROMk42TjFONU4zTjdOMM40zjLONs4xzjXOM8437jAuNC4yLjYuMS41LjMuNy4wrjSuMq42rjGuNa4zrjeuMG40bjJuNm4xbjVuM243bjDuNO4y7jbuMe417jPuN94wHjQeMh42HjEeNR4zHjceMJ40njKeNp4xnjWeM543njBeNF4yXjZeMV41XjNeN14w3jTeMt423jHeNd4z3jf+MD40PjI+Nj4xPjU+Mz43PjC+NL4yvja+Mb41vjO+N74wfjR+Mn42fjF+NX4zfjd+MP40/jL+Nv4x/jX7DEN0zQt0zYd0zU90zcDMzQjMzYTMzUzs2POYM5ozmTObM5izmrOZs5uzmHOac5lzm3OY85rzmfOby5gLmguZC5sLmIuai5mLm4uYS5pLmUubS5jLmsuZw4xu6YyydRmbhZmaVZmbS5vrmCuaK5krmyuYq5q9pp9Zr85YDZma65mrm6uYa5prmWuba5jrmuuZ65vbmBuaG5kbmxuYm5qbmZubm5hbmluZW5tbmNua25nbm8ONYeZw80R5khzB3OUOdocY+5o7mSONceZ481Bc4K5sznRnGRONqeYu5i7mruZu5t7mHuae5l7m/uY+5r7mfubB5gHmgeZB5uHmIeah5mHm0eYR5pHmUebx5jHmseZx5snmCeaJ5knm6eYp5qnmaebZ5hnmmeZZ5vnmOea55nnmxeYF5oXmRebl5iXmpeZl5tXmFeaV5lXm9eY15rXmdebN5g3mjeZN5u3mLeat5m3m3eYd5p3mXeb95j3mveZ95sPmA+aD5kPm4+Yj5qPmY+bT5hPmk+ZT5vPmM+az5nPmy+YL5ovmS+br5ivmq+Zr5tvmG+ab5lvm++Y75rvme+bH5gfmh+ZH5ufmJ+an5mfm1+YX5pfmV+b35jfmt+Z35s/mD+aP5k/m7+Yv5q/mb+bf5h/mn+Zf5v/mP9aPZZhmZZl2ZZjuZZn+VZghVZkxVZipVZmdawZrBmtmayZrVmsWa3ZrNmtOaw5rbmsua15rHmt+az5rQWsBa2FrIWtRaxFrcWsxa0lrCWtpaylrWWsZa3lrCFW11IWWdrKrcIqrcqqreWtFawVrZWsla1VrFWtXqvP6rcGrMZqrdWs1a01rDWttay1rXWsda31rPWtDawNrY2sja1NrE2tzazNrS2sLa2trK2tbaxtre2s7a2h1jBruDXCGmntYI2yRltjrB2tnayx1jhrvDVoTbB2tiZak6zJ1hRrF2tXazdrd2sPa09rL2tvax9rX2s/a3/rAOtA6yDrYOsQ61DrMOtw6wjrSOso62jrGOtY6zjreOsE60TrJOtk6xTrVOs063TrDOtM6yzrbOsc61zrPOt86wLrQusi62LrEutS6zLrcusK60rrKutq6xrrWus663rrButG6ybrZusW61brNut26w7rTusu627rHute6z7rfusB60HrIeth6xHrUesx63HrCetJ6ynraesZ61nrOet56wXrResl62XrFetV6zXrdesN603rLett6x3rXes9633rA+tD6yPrY+sT61PrM+tz6wvrS+sr62vrG+tb6zvre+sH60frJ+tn6xfrV+s363frD+tP6y/rb+sf61+7xzZs07Zs23Zs1/Zs3w7s0I7s2E7s1M7sjj2DPaM9kz2zPYs9qz2bPbs9hz2nPZc9tz2PPa89nz2/vYC9oL2QvbC9iL2ovZi9uL2EvaS9lL20vYy9rL2cPcTu2somW9u5XdilXdm1vby9gr2ivZK9sr2Kvarda/fZ/faA3ditvZq9ur2Gvaa9lr22vY69rr2evb69gb2hvZG9sb2Jvam9mb25vYW9pb2VvbW9jb2tvZ29vT3UHmYPt0fYI+0d7FH2aHuMvaO9kz3WHmePtwftCfbO9kR7kj3ZnmLvYu9q72bvbu9h72nvZe9t72Pva+9n728fYB9oH2QfbB9iH2ofZh9uH2EfaR9lH20fYx9rH2cfb59gn2ifZJ9sn2Kfap9mn26fYZ9pn2WfbZ9jn2ufZ59vX2BfaF9kX2xfYl9qX2Zfbl9hX2lfZV9tX2Nfa19nX2/fYN9o32TfbN9i32rfZt9u32Hfad9l323fY99r32ffbz9gP2g/ZD9sP2I/aj9mP24/YT9pP2U/bT9jP2s/Zz9vv2C/aL9kv2y/Yr9qv2a/br9hv2m/Zb9tv2O/a79nv29/YH9of2R/bH9if2p/Zn9uf2F/aX9lf21/Y39rf2d/b/9g/2j/ZP9s/2L/av9m/27/Yf9p/2X/bf9j/+v0OIZjOpZjO47jOp7jO4ETOpETO4mTOpnTcWZwZnRmcmZ2ZnFmdWZzZnfmcOZ05nLmduZx5nXmc+Z3FnAWdBZyFnYWcRZ1FnMWd5ZwlnSWcpZ2lnGWdZZzhjhdRznkaCd3Cqd0Kqd2lndWcFZ0VnJWdlZxVnV6nT6n3xlwGqd1VnNWd9Zw1nTWctZ21nHWddZz1nc2cDZ0NnI2djZxNnU2czZ3tnC2dLZytna2cbZ1tnO2d4Y6w5zhzghnpLODM8oZ7YxxdnR2csY645zxzqAzwdnZmehMciY7U5xdnF2d3ZzdnT2cPZ29nL2dfZx9nf2c/Z0DnAOdg5yDnUOcQ53DnMOdI5wjnaOco51jnGOd45zjnROcE52TnJOdU5xTndOc050znDOds5yznXOcc53znPOdC5wLnYuci51LnEudy5zLnSucK52rnKuda5xrneuc650bnBudm5ybnVucW53bnNudO5w7nbucu517nHud+5z7nQecB52HnIedR5xHncecx50nnCedp5ynnWecZ53nnOedF5wXnZecl51XnFed15zXnTecN523nLedd5x3nfec950PnA+dj5yPnU+cT53PnM+dL5wvna+cr51vnG+d75zvnR+cH52fnJ+dX5xfnd+c350/nD+dv5y/nX+cf90e13BN13Jt13Fd13N9N3BDN3JjN3FTN3M77gzujO5M7szuLO6s7mzu7O4c7pzuXO7c7jzuvO587vzuAu6C7kLuwu4i7qLuYu7i7hLuku5S7tLuMu6y7nLuELfrKpdc7eZu4ZZu5dbu8u4K7oruSu7K7iruqm6v2+f2uwNu47buau7q7hrumu5a7truOu667nru+u4G7obuRu7G7ibupu5m7ubuFu6W7lbu1u427rbudu727lB3mDvcHeGOdHdwR7mj3THuju5O7tieR9xx7nh3sOcud4K7szvRneROdqe4u7i7uru5u7t7uHu6e7l7u/u4+7r7ufu7B7gHuge5B7uHuIe6h7mHu0e4R7pHuUe7x7jHuse5x7snuCe6J7kn9/zqnuKe6p7mnu6e4Z7pnuWe7Z7jnuue557vXuBe6F7kXuxe4l7qXuZe7l7hXule1XOue7V7jXute517vXuDe6N7k3uze4t7q3ube7t7h3une5d7t3uPe697n3u/+4D7oPuQ+7D7iPuo+5j7uPtEz2k9l/Wc0XN6z7fukz0X95zgPuU+3XNWz6U9x7rP9JzUc7L7rPuc+7z7gvui+5L7svuK+6r7mvu6+4b7pvuW+7b7jvuu+577vvuB+6H7kfux+4n7qfuZ+7n7hful+5X7tfuN+637nfu9+4P7o/uT+7P7i/ur+5v7u/uH+2fP7e5f7t/uP+6/Xo9neKZnebbneK7neb4XeKEXebGXeKmXeR1vBm9GbyZvZm8Wb1ZvNm92bw5vTm8ub25vHm9ebz5vfm8Bb0FvIW9hbxFvUW8xb3FvCW9JbylvaW8Zb1lvOW+I1/WUR572cq/wSq/yam95bwVvRW8lb2VvFW9Vr9fr8/q9Aa/xWm81b3VvDW9Nby1vbW8db11vPW99bwNvQ28jb2NvE29TbzNvc28Lb0tvK29rbxtvW287b3tvqDfMG+6N8EZ6O3ijvNHeGG9HbydvrDfOG+8NehO8nb2J3iRvsjfF28Xb1dvN293bw9vT28vb29vH29fbz9vfO8A70DvIO9g7xDvUO8w73DvCO9I7yjvaO8Y71jvOO947wTvRO8k72TvFO9U7zTvdO8M70zvLO9s7xzvXO88737vAu9C7yLvYu8S71LvMu9y7wrvSu8q72rvGu9a7zrveu8G70bvJu9m7xbvVu8273bvDu9O7y7vbu8e717vPu997wHvQe8h72HvEe9R7zHvce8J70nvKe9p7xnvWe8573nvBe9F7yXvZe8V71XvNe917w3vTe8t723vHe9d7z3vf+8D70PvI+9j7xPvU+8z73PvC+9L7yvva+8b71vvO+977wfvR+8n72fvF+9X7zfvd+8P70/vL+9v7x/vX7/EN3/Qt3/Yd3/U93/cDP/QjP/YTP/Uzv+PP4M/oz+TP7M/iz+rP5s/uz+HP6c/lz+3P48/rz+fP7y/gL+gv5C/sL+Iv6i/mL+4v4S/pL+Uv7S/jL+sv5w/xu77yydd+7hd+6Vd+7S/vr+Cv6K/kr+yv4q/q9/p9fr8/4Dd+66/mr+6v4a/pr+Wv7a/jr+uv56/vb+Bv6G/kb+xv4m/qb+Zv7m/hb+lv5W/tb+Nv62/nb+8P9Yf5w/0R/kh/B3+UP9of4+/o7+SP9cf54/1Bf4K/sz/Rn+RP9qf4u/i7+rv5u/t7+Hv6e/l7+/v4+/r7+fv7B/gH+gf5B/uH+If6h/mH+0f4R/pH+Uf7x/jH+sf5x/sn+Cf6J/kn+6f4p/qn+af7Z/hn+mf5Z/vn+Of65/nn+xf4F/oX+Rf7l/iX+pf5l/tX+Ff6V/lX+9f41/rX+df7N/g3+jf5N/u3+Lf6t/m3+3f4d/p3+Xf79/j3+vf59/sP+A/6D/kP+4/4j/qP+Y/7T/hP+k/5T/vP+M/6z/nP+y/4L/ov+S/7r/iv+q/5r/tv+G/6b/lv++/47/rv+e/7H/gf+h/5H/uf+J/6n/mf+1/4X/pf+V/73/jf+t/53/s/+D/6P/k/+7/4v/q/+b/7f/h/+n/5f/v/+P8GPYERmIEV2IETuIEX+EEQhEEUxEESpEEWdIIZghmDmYKZg1mCWYPZgtmDOYI5g7mCuYN5gnmD+YL5gwWCBYOFgoWDRYJFg8WCxYMlgiWDpYKlg2WCZYPlgiFBN1ABBTrIgyIogyqog+WDFYIVg5WClYNVglWD3qAv6A8GgiZog9WC1YM1gjWDtYK1g3WCdYP1gvWDDYINg42CjYNNgk2DzYLNgy2CLYOtgq2DbYJtg+2C7YOhwbBgeDAiGBnsEIwKRgdjgh2DnYKxwbhgfDAYTAh2DiYGk4LJwZRgl2DXYLdg92CPYM9gr2DvYJ9g32C/YP/ggODA4KDg4OCQ4NDgsODw4IjgyOCo4OjgmODY4Ljg+OCE4MTgpODk4JTg1OC04PTgjODM4Kzg7OCc4NzgvOD84ILgwuCi4OLgkuDS4LLg8uCK4MrgquDq4Jrg2uC64PrghuDG4Kbg5uCW4NbgtuD24I7gzuCu4O7gnuDe4L7g/uCB4MHgoeDh4JHg0eCx4PHgieDJ4Kng6eCZ4NngueD54IXgxeCl4OXgleDV4LXg9eCN4M3greDt4J3g3eC94P3gg+DD4KPg4+CT4NPgs+Dz4Ivgy+Cr4Ovgm+Db4Lvg++CH4Mfgp+Dn4Jfg1+C34Pfgj+DP4K/g7+Cf4N+wJzRCM7RCO3RCN/RCPwzCMIzCOEzCNMzCTjhDOGM4UzhzOEs4azhbOHs4RzhnOFc4dzhPOG84Xzh/uEC4YLhQuHC4SLhouFi4eLhEuGS4VLh0uEy4bLhcOCTshiqkUId5WIRlWIV1uHy4QrhiuFK4crhKuGrYG/aF/eFA2IRtuFq4erhGuGa4Vrh2uE64brheuH64QbhhuFG4cbhJuGm4Wbh5uEW4ZbhVuHW4TbhtuF24fTg0HBYOD0eEI8MdwlHh6HBMuGO4Uzg2HBeODwfDCeHO4cRwUjg5nBLuEu4a7hbuHu4R7hnuFe4d7hPuG+4X7h8eEB4YHhQeHB4SHhoeFh4eHhEeGR4VHh0eEx4bHhceH54QnhieFJ4cnhKeGp4Wnh6eEZ4ZnhWeHZ4TnhueF54fXhBeGF4UXhxeEl4aXhZeHl4RXhleFV4dXhNeG14XXh/eEN4Y3hTeHN4S3hreFt4e3hHeGd4V3h3eE94b3hfeHz4QPhg+FD4cPhI+Gj4WPh4+ET4ZPhU+HT4TPhs+Fz4fvhC+GL4Uvhy+Er4avha+Hr4Rvhm+Fb4dvhO+G74Xvh9+EH4YfhR+HH4Sfhp+Fn4efhF+GX4Vfh1+E34bfhd+H/4Q/hj+FP4c/hL+Gv4W/h7+Ef4Z/hX+Hf4T/hv1REZkRlZkR07kRl7kR0EURlEUR0mURlnUiWaIZoxmimaOZolmjWaLZo/miOaM5ormjuaJ5o3mi+aPFogWjBaKFo4WiRaNFosWj5aIloyWipaOlomWjZaLhkTdSEUU6SiPiqiMqqiOlo9WiFaMVopWjlaJVo16o76oPxqImqiNVotWj9aI1ozWitaO1onWjdaL1o82iDaMNoo2jjaJNo02izaPtoi2jLaKto62ibaNtou2j4ZGw6Lh0YhoZLRDNCoaHY2Jdox2isZG46Lx0WA0Ido5mhhNiiZHU6Jdol2j3aLdoz2iPaO9or2jfaJ9o/2i/aMDogOjg6KDo0OiQ6PDosOjI6Ijo6Oio6NjomOj46LjoxOiE6OTopOjU6JTo9Oi06MzojOjs6Kzo3Oic6PzovOjC6ILo4uii6NLokujy6LLoyuiK6Oroquja6Jro+ui66Mbohujm6Kbo1uiW6PbotujO6I7o7uiu6N7onuj+6L7oweiB6OHooejR6JHo8eix6Mnoiejp6Kno2eiZ6PnouejF6IXo5eil6NXolej16LXozeiN6O3orejd6J3o/ei96MPog+jj6KPo0+iT6PPos+jL6Ivo6+ir6Nvom+j76Lvox+iH6Ofop+jX6Jfo9+i36M/oj+jv6K/o3+if+Oe2IjN2Irt2Ind2Iv9OIjDOIrjOInTOIs78QzxjPFM8czxLPGs8Wzx7PEc8ZzxXPHc8TzxvPF88fzxAvGC8ULxwvEi8aLxYvHi8RLxkvFS8dLxMvGy8XLxkLgbq5hiHedxEZdxFdfx8vEK8YrxSvHK8SrxqnFv3Bf3xwNxE7fxavHq8RrxmvFa8drxOvG68Xrx+vEG8YbxRvHG8SbxpvFm8ebxFvGW8Vbx1vE28bbxdvH28dB4WDw8HhGPjHeIR8Wj4zHxjvFO8dh4XDw+HownxDvHE+NJ8eR4SrxLvGu8W7x7vEe8Z7xXvHe8T7xvvF+8f3xAfGB8UHxwfEh8aHxYfHh8RHxkfFR8dHxMfGx8XHx8fEJ8YnxSfHJ8SnxqfFp8enxGfGZ8Vnx2fE58bnxefH58QXxhfFF8cXxJfGl8WXx5fEV8ZXxVfHV8TXxtfF18fXxDfGN8U3xzfEt8a3xbfHt8R3xnfFd8d3xPfG98X3x//ED8YPxQ/HD8SPxo/Fj8ePxE/GT8VPx0/Ez8bPxc/Hz8Qvxi/FL8cvxK/Gr8Wvx6/Eb8ZvxW/Hb8Tvxu/F78fvxB/GH8Ufxx/En8afxZ/Hn8Rfxl/FX8dfxN/G38Xfx9/EP8Y/xT/HP8S/xr/Fv8e/xH/Gf8V/x3/E/8b9KTGImZWImdOImbeImfBEmYREmcJEmaZEknmSGZMZkpmTmZJZk1mS2ZPZkjmTOZK5k7mSeZN5kvmT9ZIFkwWShZOFkkWTRZLFk8WSJZMlkqWTpZJlk2WS4ZknQTlVCikzwpkjKpkjpZPlkhWTFZKVk5WSVZNelN+pL+ZCBpkjZZLVk9WSNZM1krWTtZJ1k3WS9ZP9kg2TDZKNk42STZNNks2TzZItky2SrZOtkm2TbZLtk+GZoMS4YnI5KRyQ7JqGR0MibZMdkpGZuMS8Yng8mEZOdkYjIpmZxMSXZJdk12S3ZP9kj2TPZK9k72SfZN9kv2Tw5IDkwOSg5ODkkOTQ5LDk+OSI5MjkqOTo5Jjk2OS45PTkhOTE5KTk5OSU5NTktOT85IzkzOSs5OzknOTc5Lzk8uSC5MLkouTi5JLk0uSy5PrkiuTK5Krk6uSa5NrkuuT25IbkxuSm5ObkluTW5Lbk/uSO5M7kruTu5J7k3uS+5PHkgeTB5KHk4eSR5NHkseT55InkyeSp5OnkmeTZ5Lnk9eSF5MXkpeTl5JXk1eS15P3kjeTN5K3k7eSd5N3kveTz5IPkw+Sj5OPkk+TT5LPk++SL5Mvkq+Tr5Jvk2+S75Pfkh+TH5Kfk5+SX5Nfkt+T/5I/kz+Sv5O/kn+TXtSIzVTK7VTJ3VTL/XTIA3TKI3TJE3TLO2kM6QzpjOlM6ezpLOms6Wzp3Okc6ZzpXOn86TzpvOl86cLpAumC6ULp4uki6aLpYunS6RLpkulS6fLpMumy6VD0m6qUkp1mqdFWqZVWqfLpyukK6YrpSunq6Srpr1pX9qfDqRN2qarpauna6Rrpmula6frpOum66XrpxukG6YbpRunm6Sbppulm6dbpFumW6Vbp9uk26bbpdunQ9Nh6fB0RDoy3SEdlY5Ox6Q7pjulY9Nx6fh0MJ2Q7pxOTCelk9Mp6S7prulu6e7pHume6V7p3uk+6b7pfun+6QHpgelB6cHpIemh6WHp4ekR6ZHpUenR6THpselx6fHpCemJ6Unpyekp6anpaenp6RnpmelZ6dnpOem56Xnp+ekF6YXpRenF6SXppell6eXpFemV6VXp1ek16bXpden16Q3pjelN6c3pLemt6W3p7ekd6Z3pXend6T3pvel96f3pA+mD6UPpw+kj6aPpY+nj6RPpk+lT6dPpM+mz6XPp8+kL6YvpS+nL6Svpq+lr6evpG+mb6Vvp2+k76bvpe+n76Qfph+lH6cfpJ+mn6Wfp5+kX6ZfpV+nX6Tfpt+l36ffpD+mP6U/pz+kv6a/pb+nv6R/pn+lf6d/pP+m/WU9mZGZmZXbmZG7mZX4WZGEWZXGWZGmWZZ1shmzGbKZs5myWbNZstmz2bI5szmyubO5snmzebL5s/myBbMFsoWzhbJFs0WyxbPFsiWzJbKls6WyZbNlsuWxI1s1URpnO8qzIyqzK6mz5bIVsxWylbOVslWzVrDfry/qzgazJ2my1bPVsjWzNbK1s7WydbN1svWz9bINsw2yjbONsk2zTbLNs82yLbMtsq2zrbJts22y7bPtsaDYsG56NyEZmO2SjstHZmGzHbKdsbDYuG58NZhOynbOJ2aRscjYl2yXbNdst2z3bI9sz2yvbO9sn2zfbL9s/OyA7MDsoOzg7JDs0Oyw7PDsiOzI7Kjs6OyY7NjsuOz47ITsxOyk7OTslOzU7LTs9OyM7MzsrOzs7Jzs3Oy87P7sguzC7KLs4uyS7NLssuzy7Irsyuyq7Orsmuza7Lrs+uyG7Mbspuzm7Jbs1uy27PbsjuzO7K7s7uye7N7svuz97IHsweyh7OHskezR7LHs8eyJ7Mnsqezp7Jns2ey57PnshezF7KXs5eyV7NXstez17I3szeyt7O3snezd7L3s/+yD7MPso+zj7JPs0+yz7PPsi+zL7Kvs6+yb7Nvsu+z77Ifsx+yn7Ofsl+zX7Lfs9+yP7M/sr+zv7J/u309MxOmbH6tgdp+N2vI7fCTphJ+rEnaSTdrJOpzNDZ8bOTJ2ZO7N0Zu3M1pm9M0dnzs5cnbk783Tm7czXmb+zQGfBzkKdhTuLdBbtLNZZvLNEZ8nOUp2lO8t0lu0s1xnS6XZUhzq6k3eKTtmpOnVn+c4KnRU7K3VW7qzSWbXT2+nr9HcGOk2n7azWWb2zRmfNzlqdtTvrdNbtrNdZv7NBZ8PORp2NO5t0Nu1s1tm8s0Vny85Wna0723S27WzX2b4z1JsyfsyQIX0KI2Gs/zd2C4Vx2s+71RCMXYz482r6n2uMOcYCY4mxwojXr3ox9mHsxziAscHYThtr8Gvwa3BrcGtwa3BrcGtwa3BrcGtwa3BrcGtw69ZZb/TgxPHO4H//O+1nvfjMvWD3gt0Ldi/YvWD3gt0Ldi/YvWD3gt0Ldm/jbPI/5hRh9uHz4nvq4nvq9oHdB3Yf2H1g94E9/fvsA7sP7D6w+8Duw+fuw/Pux/PuB78f/H7w+8HvB78f/H7w+8HvB78f/H7w+8HvB78f/H7wB8AfAH8A/AHwB8AfAH8A/AHwB8AfAH8A/AHwB8AfAH8A/AHwG/Ab8BvwG/Ab8JvcXW340ImD491R/xvwU9Ab0BvQG9Ab0BvQG9Ab0FvQW9Bb0FvQW9BbfPoWn77Fp2/Bb6fx1ZAhGLsYFUbCqDHmGAuMJcYK4/TX68XYh7Ef4wDGBuO0z6O64HfB74LfBb8Lfhf8Lvhd8Lt4/S5ev4vX7+L1FV5f4fUVXl/h9RVeX+H1FV5f4fUVPp/C51P4fAqfT4GvwFfgK/AJfAKfwCfwCXwCn8AncAlcApfAJXAJXAKXwNXganA1uBpcDa4GV4Or8bk1+Bp8Db4GX4Ovwdfga/Bz8HPwc/Bz8HPwc/Bz8HPwc/Bz8HPwc/Bz8HPwc/Bz8AvwC/CRWgqppQrwC/AL8AvwC/AL8AvwC/AL8AvwC/AL8EvwS/BL8EvwS/BL8EvwS/BL8EvwS/BL8EvwS/BL8EvwkcoKqayQygqprJDKCqmskMoKqayQygqprJDKCqmskMoKqayQygqprJDKCqmsavCRzgrprJDOCumskM4K6ayQzgrprJDOCumskM4K6axq8HvB7wUfCa2Q0AoJrZDQCgmtkNAKCa2Q0AoJrZDQCgmtkNCqF/xe8PvAR0orpLRCSiuktEJKK6S0QkorpLRCSiuktEJKK6S0QkorpLRCSiuktEJKK6S0QkorpLRCSiukskIaK6SxQhorpLFCGiuksUIaK6SxQhorpLFCGiuksUIaK6SxQroqpKtCuiqkq0K6KqSrQrqqBq/X4PUavB7yVSFfFfJVIV8V8lUhXxXyVSFfFfJVIV8V8lUhXxXyVSFfFfJVIV8V8lVNz9cW/Bb8FvwW/Bb8dhqfhuTJ6MHBnYYOG9xl5PDBccPw0wGMDUb8baQnIT0J6UlIT0J6ElKTkJrUrTDWGHsx9mHsxwguUpWQqoRUJaQqKRWPGJw8bOTYwV3lTSNaCdFKiFZClBKilBClhCglRCkhSglRSohSQpQSopQQpYQoJUQpIUqJ8KERqYRIJUQqIVIJkUqIVEKkEiKVEKmESCVEKiFSCVFKiFJClBKilBClhCglRCkhSglRSohSQpQSopQQpYQoJUQpIUoJUUqIUkKUEqKUEKWEKCVEKSFKCVFKiFJClBKilBClhCglRCkhSglRSohSQpQSopQQpYQoJUQpIUoJUUqIUkKUEqKPEH2E6CNEHw0McSePHjl5aNffZMKkMWMHx+N9QkE0oO0Jo8d03cFxI0cNnf5neG/YDBA2A4TNAGEzQNgM0MB0Ft4bdEXQFUFXBF0RdEXQFUFXBF0RdEXQFUFXBF0RdEXQFUFXBF0RdEXQFUFXBF0RdEXQFUFXBF0RdEXQFUFXBF0RdEXQFUFXBF0RdKWxNjTWhsZa0FgLGmtBYy1orAWNtaCxFjTWgsZa0FgLGmtBYy1otFUabZVG26TRNmm0TRptk8ba0Vg7GmtHY+1otE0abZNG26TRNmm0TRptk0bbpNE2abRNGu2SRruk0S5ptEsa7ZJGu6TRLmm0SxrtkUZ7pNEeabRHGu2RRnuk0R5ptEca7ZFGe6TRHmm0RxrtkUZ7pNEeabRHGu2RRnuk0R5ptEca7ZFGe6TRHmm0RxrtkUZ7pNEeabRHGu2RRnuk0R5ptEca7ZFGe6TRHmm0RxrtkUZ7pNEeabRHGu2RRnuk0R5ptEca7ZFGe6TRHmm0RxrtkUZ7pNEeabRHGocYGocYGu2SxiGGRtuk0TZptE0abZNG26TRNmm0TRptk0bbpOEsjbZJo23SaJs0vKXhLQ1vaXhLw1sa3tLwloa3NLyl4S0Nb2l4S8NbGt7S8JaGtzS8peEtDW9peEvDWxre0vCWhrc0vKXhLQ1vaXhLw1sa3tLwloa3NLyl4S0Nb2l4S8NbGt7S8JaGtzS8lePYI8exR45jjxzHHjmOPXIce+Q49shx7JHj2CPHsUeOY48cxx45jj1yNG45GrccjVuOxi1H45ajccvRuDXTeo7uwLT3OXXsYlQYCaPGmGMsMJYYK4w1xl6MfRj7MQ5gbDCC3wW/C34X/C74XfC74HfB74LfBb8Lfhf8Lvhd8Lvgd8Hvgq/AV+Ar8BX4CnwFvgJfga/AV+Ar8BX4CnwFvgJfgU/gE/gEPoFP4BP4BD6BT+AT+AQ+gU/gE/gE/vTvX4Ovwdfga/A1+Bp8Db4GX4Ovwdfga/A1+Bp8Db4GPwc/Bz8HPwc/Bz8HPwc/Bz8HPwc/Bz8HPwc/Bz8HPwe/AL8AvwC/AL8AvwC/AL8AvwC/AL8AvwC/AL8AvwC/AL8EvwS/BL8EvwS/BL8EvwS/BL8EvwS/BL8EvwS/BL8EvwK/Ar8CvwK/Ar8CvwK/Ar8CvwK/Ar8CvwK/Ar8CvwK/Br8Gvwa/Br8Gvwa/Br8Gvwa/Br8Gvwa/Br8Gvwa/Br8X/F7we8HvBb8X/F7we8HvBb8X/F7we8HvBb8X/F7we8HvBb8P/D7w+8DvA78P/D7w+8DvA78P/D7w+8DvA78P/D7w+8DvA78f/H7w+8HvB78f/H7w+8HvB78f/H7w+8FvwZmWh90GOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc40yJkGOdMgZxrkTIOcaZAzDXKmQc5M7zMa5EyDnGmQMw1ypkHONMiZBjnTIGca5EyDnGmQMw1ypkHONMiZBjnTIGca5EyDnGmQMw1ypkHONMiZBjnTIGca5EyDnGmQMw1ypkHONMiZBjnTIGca5EyDnGmQMw1ypkHONMiZBjnTIGca5EyDnGmQMw1ypkHONMiZBjnTIGca5EyDnGmQMw1ypkHONMiZBjnTIGca5EyDnGmQMw1ypkHONMiZBjnTIGca5EaD3GiQGw1yo0FuNMiNBrnRIDca5EaD3GiQGw1yo0FuNMiNBrnRIDca5EaD3GiQGw1yo0FuNMiNBjnRIB8a5EODfGiQDw3yoUE+NMiHBvnQIB8a5EODfGiQDw3yoUE+NL3TuficyIcG+dAgHxrkQ4N8aJAPDfKhQT40yIcG+dAgHxrkQ4N8aJAPDfKhQT40yIcG+dAgHxrkQ4N8aJAPDfKhQT40yIcG+dAgH5p+8PvB7we/H/x+8AfAHwB/APwB8AfAHwB/APwB8AfAHwB/APwB8AfAHwB/APwB8BvwG/Ab8BvwG/Ab8BvwG/Ab8BvwG/Ab8BvwG/Ab8BvwW/Bb8FvwWvBa8FrwWvCm7Vu7LXK3Re62yN0Wudsid1vkbovcbZG7LXK3HTL99Xox9mHsxziAscE47f23yN0Wudsid1vkbovcbZG7LXK2Rc62yNkWOdsiZ1vkbItcbZGrLXK1Ra62yNUWudoiV1vkaotcbZGrLXK1Ra62yNVWTefh8yFXW+Rqi1xtkastcrVFrrbI1Ra52iJXW+Rqi1xtkastcrVFrrbI1Ra52iJXW+Rqi1xtkastcrVFrrbI1RY52iJHW+RoixxtkaMtcrRFbrbIzRa52SI3W+Rmi9xskZstcrNFXrbIyTaf/rp4/8jFFrnYIhdb5GKLXGyRiy1ysUUutsjFFrnYIhdb5GKLXGyRiy1ysUUutsjFFrnYIhdb5GKLXGyRiy1ysUUutsjFFrnYIhdb5GKLXGyRiy32Wy32Wy32Wy32Wy32Wy32Wy1ys0VutsjNFrnZIjdb5GaL3Gyr6Tx8XuRmi9xskZstcrNFbrbIzRa52SI3W+Rmi9xskZstcrNFbrbYb7XYb7XI0Rb7rRZ52iJPW+Rpizxtkact8rRFnrbI0xZ52iJPW+Rpizxtkact8rRFnrbI0xZ52iJPW+RpizxtkactcrRFjrbI0RY52iJHW+RoixxtkaMt8rNFfrbIzxb52SI/W+Rni9xskZstcrNFbrbIzRa52SI3W+Rmi9xskZstcrNFbrbIzRa52SInW+Rki5xskZMtcrJFTrbIxxb52CIfW+Rji3xskY8t8rFFPrbIxxb52CIfW+Rji3xskY8t8rFFPrbIxxb52CIf2xa8FjzkY4tcbJGLLXKxnZ6LLTgtOC04LTjT9q9qyLT8nDp2MSqMhFFjzDEWGEuMFcYaYy/GPoz9GAcwTue24Q5jRk2ZOHLE0Emjp/2oWyRTxo8YOXHS8MGpPx42Ntl5yuDkkRNH7jL1RyNH4O+000aFkXQwcrfhY4eOm/r38RMA8ukj/maJD1rig5b4YCU+WIkPVuKDlfhgJT5YiQ9W4oOV+GAlPlgJXgVOBU6FB1rhgVbgVuBW4FbgVuBW4FbgVuBW4FbgVuDW4Nbg1uDW4Nbg9g5Jhg+OHRw/bnD8yMlDJ+6Onyp77JiJQ/EveGu9hTth5KSpfwv/infWi3fW22uPGBw/Cv+Ct9OLt9OLx96Ht9WHt9WHt9WHt9WHt9UHZh8gfYD04eP34fWn1anqdikYOWnymHFDJ2NpdKd1Jqqr8Td04//3EUePmTgimLzr4P8mk6b90bQwnzoWGEuMFcYaY28w9SVGjhk1evLoePLoiSMxnxTtMGaX6fN40tQVOh7/gt+b9uFxg3vqqIOhEycO7jp25A6Tvf/NpkwI/zdO/O/Xpv3hiMFdx0+bDZv6ZgP8tRHjp71Ejbda463WeKt1HfPfHDZp5P9+OPUNhIMTJ48eHDU4fujYeMz4yf9V0PDJYwbHRyN3njJml6FjR44fPtIZPThl0shkaoGNHRw1ZvjQseMHJ4f//eVRE4eOnTyBp8Mm/+9V8Z+qFf5T9dRRYSSMGmOOscBYYqww1hh7MfZh7Mc4gLHBOO1p4j9dK/yn66kj+CX4DV6vwes1eL0Gr9fg9Rq8XovXa/F6LV6vxeu1+Dxt6280tc//75//Jl1MhvCEpk/U9In+b+KurqZqgdzVu1Wupw151x0+ZuLwsdO+p7y//38/JQoHJ4wcP2zK2LEjpz3rEjYqYaMSNiphoxI2KmGjEjYqYaMSNiqnHU+ofnx3/fju+vHd9eO768d314/vrh/fXT++u358d/347vrx3fXju+vHd9cPq/bDqv34HP34HDhu7C15rDDWGHunjdO2PVPH/73fFseLbcP/rjDStHHqd7Tu0HEj1xm57JDpk+70iZo+yadPiumTcvqkmj6pg+m/PoRnXZ4pnhHPNM9ynhU8K3lW8YwZihmKGYoZihmKGYoZihmKGYoZihnEDGIGMYOYQcwgZhAziBnEDGKGZoZmhmaGZoZmhmaGZoZmhmaGZkbOjJwZOTNyZuTMyJmRMyNnRs6MnBkFMwpmFMwomFEwo2BGwYyCGQUzCmaUzCiZUTKjZEbJjJIZJTNKZpTMKJlRMaNiRsWMihkVMypmVMyomFExo2JGzYyaGTUzambUzKiZUTOjZkbNjLoOuQaHyLQrUyVTkqmWaS7TQqalTCuZCq0rtK7QukLrCq0rtK7QukLrCq0rtK7QlNCU0JTQlNCU0JTQlNCU0JTQlNBIaCQ0EhoJjYRGQiOhkdBIaCQ0LTQtNC00LTQtNC00LTQtNC00LbRcaLnQcqHlQsuFlgstF1outFxoudAKoRVCK4RWCK0QWiG0QmiF0AqhFUIrhVYKrRRaKbRSaKXQSqGVQiuFVgqtEloltEpoldAqoVVCq4RWCa0SWiW0Wmi10Gqh1UKrhVYLrRZaLbRaaOISJS5R4hIlLlHiEiUuUeISJS5R4hIlLlHiEiUuUeISJS5R4hIlLlHiEiUuUeISJS5R4hIlLlHiEiUuUeISJS5R4hIlLlHiEiUuUeISJS5R4hIlLlHiEiUuUeISJS5R4hIlLlHiEiUuUeISJS5R4hIlLlHiEiUuUeISJS5R4hIlLlHiEiUuUeISJS5R4hIlLlHiEiUCUSIQJQJRIhAlAlEiECUCUSIQJQJRIhAlAlEiECUCUWINJdZQYg0l1lBiDSXWUGINJdZQYg0lqlCiCiWqUKIKJapQogolqlCiCiWqUKIKJapQogolqlCiCiWqUKIKJaogUQWJKkhUQaIKElWQqIJEFSSqIFEFiSpIVEGiChJVkKiCRBUkqiBRBYkqSFRBogoSVZCogkQVJKogUQWJKkhUQaIKElWQqIJEFSSqIFEFiSpIVEGiChJVkKiCRBUkqiBRBYkqSFRBogoSVZCogkQVJKogUQWJKkhUQaIKElWQqIJEFSSqIFEFiSpI2g4Sa5BYg8QaJNYgsQaJNUisQWINEmuQWIPEGiTWILEGSdtBIhASa5BYg8QaJNYgsQaJNUgaDBJrkFiDxBok1iCxBok1SKxBYg0Sa5BYg8QaJNYgsQaJNUisQWINEmtoUYUWVWhRhRZVaFGFFlVoUYUWVWhRhRY/aPGDFj9o8YMWP2jxgxY/aPGDFj9o8YMWP2jxgxY/aPGDFj9o8YMWP2jxgxY/aPGDFj9o8YMWP2jxgxY/aPGDFilokYIWKWiRghYpaJGCFilokYIWKWiRghYpaJGCFilokYIWKWiRghYpaJGCFilokYIWKWiRghYpaJGCFilokYIWKWiRghYpaJGCFilokYIWKWiRghYpaJGClq5Cix+0+EGLH7T4QYsftPhBS1ehRRVaVKFFFVpUoUUVWlShRRVaVKFFFVpUoUUVWlShRRVaVKFFFVpUoUUVWlSRS4ORizVysUYu1sjFGrlYIxdr5GKNXKyRizVyaTByEUguAslFILkIJBeB5CKQXASSi0ByEUguAslFILkIJBeB5CKQXASSi0ByEUguAslFILkIJBeB5CKQXASSi0ByEUguAsmlwcjFJbm4JBeX5OKSXFySi0tycUkuLsnFJbm4JBeX5OKSXFySi0tycUkuLsnFJbm4JBeX5OKSXFySi0tycUkuLsnFJbm4JBeX5OKSXFySi0tycUkuLsnFJbm4JBeX5OKSXFySi0tycUkuLsnFJbm4JBeX5OKSXFySi0tycUkuLsnFJbm4JBeX5OKSXFySi0tycUkuLsnFJbm4JBeX5OKSXFySi0sKcUkhLinEJYW4pBCXFOKSQlxSiEsKcUkhLinEJYW4pBCXFOKSQlxSiEsKcUkhLinEJYW4pBCXFOKSQlxSiEsKcUkhLinEJYW4pBCXFOKSQlxSiEsKcUkhLinEJYW4pBCXFOKSQlxSiEsKcUkhLinEJYW4pBCXFOKSQlxSiEsKcUkhLinEJYW4pBCXFOKSQlxSiEsKcUkhLinEJYW4pBCXFOKSQlxSiEsKcUkhLinEJYW4pBCXFOKSQlxSiEsKcUkhLinEJYW4pBCXFOKSQlxSiEsKcUkhLinEJYW4pBCXFOKSQlxSiEsKcUkhLinEJYW4pBCXFOKSQlxSiEsKcUkhLinEJYW4pBSXlOKSUlxSiktKcUkpLinFJaW4pBSXlOKSUlxSiktKcUkpLinFJaW4pBSXlOKSUlxSiktKcUkpLinFJaW4pBSXlOKSUlxSiktKcUkpLinFJaW4pBSXlOKSUlxSiktKcUkpLinFJaW4pBSXlOKSUlxSiktKcUkpLinFJaW4pBSXlOKSUlxSiktKcUkpLinFJaW4pBSXlOKSUlxSiktKcUkpLinFJaW4pBSXlOKSUlxSiktKcUkpLinFJaW4pBSXlOKSUlxSiktKcUkpLinFJaW4pBSXlOKSUlxSiktKcUkpLinFJaW4pBSXlOKSUlxSiktKcUkpLinFJaW4pBSXlOKSUlxSiksqcUklLqnEJZW4pBKXVOKSSlxSiUsqcUklLqnEJZW4pBKXVOKSSlxSiUsqcUklLqnEJZW4pBKXVOKSSlxSiUsqcUklLqnEJZW4pBKXVOKSSlxSiUsqcUklLqnEJZW4pBKXVOKSSlxSiUsqcUklLqnEJZW4pBKXVOKSSlxSiUsqcUklLqnEJZW4pBKXVOKSSlxSiUsqcUklLqnEJZW4pBKXVOKSSlxSiUsqcUklLqnEJZW4pBKXVOKSSlxSiUsqcUklLqnEJZW4pBKXVOKSSlxSiUsqcUklLqnEJZW4pBKXVOKSSlxSiUsqcUklLqnEJZW4pBKXVOKSSlxSiUsqcUklLqnEJZW4pBaX1OKSWlxSi0tqcUktLqnFJbW4pBaX1OKSWlxSi0tqcUktLqnFJbW4pBaX1OKSWlxSi0tqcUktLqnFJbW4pBaX1OKSWlxSi0tqcUktLqnFJbW4pBaX1OKSWlxSi0tqcUktLqnFJbW4pBaX1OKSWlxSi0tqcUktLqnFJbW4pBaX1OKSWlxSi0tqcUktLqnFJbW4pBaX1OKSWlxSi0tqcUktLqnFJbW4pBaX1OKSWlxSi0tqcUktLqnFJbW4pBaX1OKSWlxSi0tqcUktLqnFJbW4pBaX1OKSWlxSi0tqcUktLqnFJbW4pBaX1OKSWlxSi0tqcUktLqnFJbW4pBaX1OKSWlxS13WE6X+3dv/PvPt/5ur/zOn/zPP/My//z7wKRo3dfcLo7hCteZbzrOBZyTP5jXr6LB/Csy7PFM+IZ8zImZEzI2dGzoycGQUzCmYUzCiYUclsOq2rhvCsyzPFM+KZ/EbOs4JnJc8qnk1/f11iBjGDmEHMIGYQM4gZxAxiBk1nKP5dxb+r+HcV/67i31Xyu3oIz7o8UzwjnjGD14HidaB4HSheB4rXgeJ1oHgdKF4HiteB4nWgeB0oXgeK14HidaB4HSheB4rXgeJ1oHgdqIIZBTMKZhTMKJhRMKNkRsmMkhklM0pmlMwomVEyo2RGyYyKGRUzKmbwKla8ilXFjIoZFTMqZtT8yjW/cs2vXPMr1/zKNb9yLa8y/Z3SkCE86/JM8Yx4pnmW86zgWcmzimfM6DKjy4wuM7rM6DKjy4wuM7rM6DKjywy2ALEFiC1AbAFiCxBbgNgCxBYgtgCxBYgtQGwBYgsQW4C4kokrmbiSiSuZuJKJK5m4kokrmbiSiSuZuJKJK5m4kokrmbiSiSuZuGqJq5a4aomrlrhqiauWuGqJq5a4aomrlrhqiauWuGqJq5a4aomrlrhqiauWuGqJq5a4aomrlrhqiauWuGqJq5a4VokrlLguiauRuBqJq5G4GqniV+G6JK5L4rokrkviaqSaX4+rUXM1aq5GzdWouRo1V6PmatRcjZqrUXM1aq5GzdWouRo1V6PmGtRcg5prUHMNaq5BzTWouQY116DmGtRcg5prUHMNaq5BzTWouQY116DmGtRcg5prUHMNaq5BzTWouQY116DmGtRcg5prUHMNaq5BzTWouQY116DmGtRcg5prUHMNak5TzWmquS4116Xmu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" class="bi x0 y0 w1 h1" alt="" /><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">Annual R<span class="_ _0"></span>eport<span class="_ _1"></span><span class="ls1"> </span></div><div class="t m0 x1 h3 y2 ff2 fs0 fc0 sc0 ls0 ws0">and Acc<span class="_ _0"></span>oun<span class="_ _2"></span>ts 2025</div><div class="t m0 x2 h4 y3 ff1 fs1 fc0 sc0 ls2 ws1">LSL PR<span class="_ _2"></span>OPERTY<span class="_ _2"></span> SERVICE<span class="_ _2"></span>S PL<span class="_ _2"></span>C<span class="_ _0"></span> </div><div class="t m0 x3 h4 y4 ff1 fs1 fc0 sc0 ls2 ws1">LSL PR<span class="_ _2"></span>OPERTY<span class="_ _2"></span> SERVICE<span class="_ _2"></span>S PL<span class="_ _2"></span>C</div><div class="t m0 x3 h5 y5 ff3 fs1 fc0 sc0 ls3 ws2">lslps.co.uk</div><div class="t m0 x3 h5 y6 ff3 fs1 fc0 sc0 ls3 ws0">Regis<span class="_ _2"></span>ter<span class="_ _2"></span>ed in England</div><div class="t m0 x3 h5 y7 ff3 fs1 fc0 sc0 ls3 ws0">(Company number 5114014)</div><div class="t m0 x3 h5 y8 ff3 fs1 fc0 sc0 ls3 ws0">Regis<span class="_ _2"></span>ter<span class="_ _2"></span>ed office:</div><div class="t m0 x3 h5 y9 ff3 fs1 fc0 sc0 ls3 ws0">Firs<span class="_ _2"></span>t Floor<span class="_ _0"></span>,<span class="_ _0"></span><span class="ls1"> </span></div><div class="t m0 x3 h5 ya ff3 fs1 fc0 sc0 ls3 ws0">Victoria House,<span class="_ _0"></span><span class="ls1"> </span></div><div class="t m0 x3 h5 yb ff3 fs1 fc0 sc0 ls3 ws0">Hampshire Court,<span class="_ _0"></span><span class="ls1"> </span></div><div class="t m0 x3 h5 yc ff3 fs1 fc0 sc0 ls3 ws0">Eas<span class="_ _2"></span>t Newc<span class="_ _2"></span>astle Business P<span class="_ _2"></span>ark,<span class="_ _0"></span><span class="ls1"> </span></div><div class="t m0 x3 h5 yd ff3 fs1 fc0 sc0 ls3 ws0">Scotswood R<span class="_ _0"></span>oad,<span class="_ _2"></span><span class="ls1"> </span></div><div class="t m0 x3 h5 ye ff3 fs1 fc0 sc0 ls3 ws0">Newc<span class="_ _2"></span>astle Upon T<span class="_ _0"></span>yne,<span class="_ _2"></span><span class="ls1"> </span></div><div class="t m0 x3 h5 yf ff3 fs1 fc0 sc0 ls3 ws0">NE4 7Y<span class="_ _0"></span>J<span class="_ _2"></span><span class="ls1"> </span></div><div class="t m0 x3 h5 y10 ff3 fs1 fc0 sc0 ls3 ws0">Email: inv<span class="_ _2"></span>estorr<span class="_ _2"></span>elations@lslps.c<span class="_ _2"></span>o.uk</div><div class="t m1 x4 h6 y11 ff1 fs2 fc0 sc0 ls1 ws0">LSL Property Services plc<span class="ff3"> Annual Report and Acc<span class="_ _2"></span>ounts 2025</span></div><div class="t m0 x5 h7 y12 ff4 fs3 fc1 sc1 ls1 ws0">00_c200596_Cover.indd   4-1<span class="_ _3"></span><span class="fc2 sc0">00_c200596_Cover.indd   4-1<span class="_ _4"> </span><span class="fc1 sc1">19/03/2026   07:11<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   07:11</span></span></span></div></div></div>
<div id="pf2" class="pf w2 h0" style="content-visibility: auto;"><div class="pc pc2 w2 h0"><img 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" class="bi x0 y0 w1 h1" alt="" /><div class="t m0 x6 h8 y13 ff5 fs4 fc0 sc0 ls4 ws3">The leading <span class="_ _2"></span>B2B pla<span class="_ _2"></span>tf<span class="_ _0"></span>orm f<span class="_ _0"></span>or </div><div class="t m0 x6 h8 y14 ff5 fs4 fc0 sc0 ls4 ws3">UK r<span class="_ _0"></span>esidential <span class="_ _2"></span>mark<span class="_ _6"></span>et <span class="_ _2"></span>ser<span class="_ _1"></span>vices.</div><div class="t m0 x6 h9 y15 ff6 fs5 fc0 sc0 ls5 ws0">LSL Property Services plc</div><div class="t m0 x6 h9 y16 ff6 fs5 fc0 sc0 ls5 ws0">Company Number: 5114014</div><div class="t m0 x7 ha y17 ff5 fs2 fc0 sc0 ls6 ws4">For further <span class="_ _2"></span>inf<span class="_ _2"></span>ormation about <span class="_ _2"></span>our Gr<span class="_ _2"></span>oup, <span class="ff7 ls1 ws0"> </span></div><div class="t m0 x7 ha y18 ff5 fs2 fc0 sc0 ls6 ws4">please visit our w<span class="_ _2"></span>ebsite: <span class="_ _2"></span><span class="ff6">lslps.co.uk</span></div><div class="t m0 x8 hb y19 ff6 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _8"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="c x9 y1a w3 hc"><div class="t m0 x0 hd y1b ff8 fs7 fc3 sc0 ls7 ws0">Designed and produced by</div></div><div class="t m0 xa hd y1c ff8 fs7 fc3 sc0 ls8 ws5">www<span class="_ _0"></span><span class="ls9 ws6">.b<span class="lsa ws7">la<span class="lsb ws8">ck<span class="lsc ws9">andcallo<span class="lsd wsa">w.<span class="_ _1"></span><span class="lse wsb">co</span></span></span></span></span></span></div><div class="c x9 y1a w3 hc"><div class="t m0 xb hd y1d ff8 fs7 fc3 sc0 ls1 ws0">m </div></div><div class="t m0 xc hd y1c ff8 fs7 fc3 sc0 ls1 ws0"> </div><div class="t m0 xd h7 y12 ff9 fs3 fc1 sc1 ls1 ws0">00_c200596_Cover.indd   2-3<span class="_ _3"></span><span class="fc2 sc0">00_c200596_Cover.indd   2-3<span class="_ _4"> </span><span class="fc1 sc1">19/03/2026   07:11<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   07:11</span></span></span></div></div></div>
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" class="bi x0 y0 w5 h1" alt="" /><div class="t m0 xe he y1e ffa fs6 fc4 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span>FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span>CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="fc0 ls11 wse">OVERVIEW</span></span></div><div class="t m0 xf he y1f ffa fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x10 hf y20 ffb fs2 fc5 sc0 ls6 ws4">01</div><div class="t m0 x11 h10 y21 ffc fs4 fc0 sc0 ls12 wsf">C<span class="_ _1"></span>o<span class="_ _1"></span>ntent<span class="_ _7"></span>s</div><div class="t m0 x12 h11 y22 ffb fs8 fc6 sc0 ls1 ws0"> </div><div class="t m0 x13 h12 y23 ffb fs9 fc7 sc0 ls13 ws10">STRA<span class="_ _e"></span>TEGIC<span class="_ _0"></span> REPORT</div><div class="t m0 x13 h11 y24 ffb fs8 fc8 sc0 ls14 ws11">02<span class="_ _f"> </span><span class="ffc">Highlights</span></div><div class="t m0 x13 h11 y25 ffb fs8 fc8 sc0 ls14 ws11">03<span class="_ _f"> </span><span class="ffc ws0">Our Inves<span class="_ _2"></span>tment Case</span></div><div class="t m0 x13 h11 y26 ffb fs8 fc8 sc0 ls14 ws11">04<span class="_ _f"> </span><span class="ffc ws0">Business Model and Stra<span class="_ _2"></span>tegy</span></div><div class="t m0 x13 h11 y27 ffb fs8 fc8 sc0 ls14 ws11">08<span class="_ _f"> </span><span class="ffc ws0">Chair<span class="_ _1"></span>’<span class="_ _0"></span>s Statement</span></div><div class="t m0 x13 h13 y28 ffb fs8 fc8 sc0 ls14 ws11">10<span class="_ _f"> </span><span class="ffd">Group Chie<span class="_ _2"></span>f Ex<span class="_ _2"></span>ecutive Officer<span class="_ _1"></span>’<span class="_ _0"></span>s Review</span></div><div class="t m0 x13 h13 y29 ffb fs8 fc8 sc0 ls14 ws11">13<span class="_ _f"> </span><span class="ffd">Financial and Divisional R<span class="_ _2"></span>eviews</span></div><div class="t m0 x13 h13 y2a ffb fs8 fc8 sc0 ls14 ws11">20<span class="_ _f"> </span><span class="ffd">Section 172 Sta<span class="_ _2"></span>tement and <span class="_ _2"></span>Stak<span class="_ _2"></span>eholder Eng<span class="_ _2"></span>agement</span></div><div class="t m0 x13 h13 y2b ffb fs8 fc8 sc0 ls14 ws11">27<span class="_ _f"> </span><span class="ffd">Risk Management</span></div><div class="t m0 x13 h11 y2c ffb fs8 fc8 sc0 ls14 ws11">31<span class="_ _f"> </span><span class="ffc ws0">Viability Stat<span class="_ _2"></span>ement</span></div><div class="t m0 x13 h13 y2d ffb fs8 fc8 sc0 ls14 ws11">32<span class="_ _f"> </span><span class="ffd">Sustainability <span class="_ _2"></span>Report</span></div><div class="t m0 x13 h13 y2e ffb fs8 fc8 sc0 ls14 ws11">38<span class="_ _f"> </span><span class="ffd">Non-Financial and Sust<span class="_ _2"></span>ainability Inf<span class="_ _2"></span>ormation </span></div><div class="t m0 x14 h14 y2f ffc fs8 fc8 sc0 ls14 ws11">Stat<span class="_ _2"></span>ement</div><div class="t m0 x13 h13 y30 ffb fs8 fc8 sc0 ls14 ws11">39<span class="_ _f"> </span><span class="ffd">TCFD R<span class="_ _2"></span>eport</span></div><div class="t m0 x12 h11 y31 ffb fs8 fc6 sc0 ls1 ws0"> </div><div class="t m0 x13 h12 y32 ffb fs9 fc7 sc0 ls13 ws10">CORPORA<span class="_ _e"></span>TE GO<span class="_ _0"></span>VERNANCE</div><div class="t m0 x13 h13 y33 ffb fs8 fc8 sc0 ls14 ws11">46<span class="_ _f"> </span><span class="ffd">The Board and <span class="_ _2"></span>Executiv<span class="_ _2"></span>e T<span class="_ _6"></span>eam</span></div><div class="t m0 x13 h13 y34 ffb fs8 fc8 sc0 ls14 ws11">50<span class="_ _f"> </span><span class="ffd">Corpora<span class="_ _2"></span>te Governance R<span class="_ _2"></span>eport</span></div><div class="t m0 x13 h13 y35 ffb fs8 fc8 sc0 ls14 ws11">56<span class="_ _f"> </span><span class="ffd">Nominations Committee <span class="_ _2"></span>Report</span></div><div class="t m0 x13 h13 y36 ffb fs8 fc8 sc0 ls14 ws11">60<span class="_ _f"> </span><span class="ffd">Audit &amp; Risk Committee <span class="_ _2"></span>Report</span></div><div class="t m0 x13 h13 y37 ffb fs8 fc8 sc0 ls14 ws11">65<span class="_ _f"> </span><span class="ffd">Director<span class="_ _2"></span>s’ R<span class="_ _2"></span>emuneration <span class="_ _2"></span>Report</span></div><div class="t m0 x13 h13 y38 ffb fs8 fc8 sc0 ls14 ws11">82<span class="_ _f"> </span><span class="ffd">Report of the <span class="_ _2"></span>Director<span class="_ _2"></span>s</span></div><div class="t m0 x13 h13 y39 ffb fs8 fc8 sc0 ls14 ws11">86<span class="_ _f"> </span><span class="ffd">Stat<span class="_ _2"></span>ement of Dir<span class="_ _2"></span>ectors’ <span class="_ _2"></span>Responsibilities in R<span class="_ _2"></span>espect of </span></div><div class="t m0 x14 h13 y3a ffd fs8 fc8 sc0 ls14 ws11">the Annual R<span class="_ _2"></span>eport and Financial Sta<span class="_ _2"></span>tements</div><div class="t m0 x15 h11 y3b ffb fs8 fc6 sc0 ls1 ws0"> </div><div class="t m0 x16 h12 y3c ffb fs9 fc7 sc0 ls13 ws10">FINANCIAL<span class="_ _2"></span> ST<span class="_ _e"></span>A<span class="_ _e"></span>TEMENTS</div><div class="t m0 x16 h13 y3d ffb fs8 fc8 sc0 ls14 ws11">87<span class="_ _f"> </span><span class="ffd">Independent Auditor’<span class="_ _2"></span>s R<span class="_ _2"></span>eport</span></div><div class="t m0 x16 h13 y3e ffb fs8 fc8 sc0 ls14 ws11">97<span class="_ _f"> </span><span class="ffd">Group St<span class="_ _2"></span>atemen<span class="_ _2"></span>t of Pr<span class="_ _2"></span>ofit or Loss and <span class="ffc ls1 ws0">O</span><span class="ffc">ther </span></span></div><div class="t m0 x17 h14 y3f ffc fs8 fc8 sc0 ls14 ws0">Comprehensive Inc<span class="_ _2"></span>ome</div><div class="t m0 x16 h11 y40 ffb fs8 fc8 sc0 ls14 ws11">98<span class="_ _f"> </span><span class="ffc ws0">Group Balance Sheet</span></div><div class="t m0 x16 h13 y41 ffb fs8 fc8 sc0 ls14 ws11">99<span class="_ _f"> </span><span class="ffd">Group St<span class="_ _2"></span>atemen<span class="_ _2"></span>t of Cash Flows</span></div><div class="t m0 x16 h11 y42 ffb fs8 fc8 sc0 ls14 ws11">100<span class="_ _10"> </span><span class="ffc ws0">Group St<span class="_ _2"></span>atement of Chang<span class="_ _2"></span>es in Equity</span></div><div class="t m0 x16 h11 y43 ffb fs8 fc8 sc0 ls14 ws11">101<span class="_ _10"> </span><span class="ffc ws0">Notes to the Gr<span class="_ _2"></span>oup Financial Sta<span class="_ _2"></span>tements</span></div><div class="t m0 x16 h11 y44 ffb fs8 fc8 sc0 ls14 ws11">151<span class="_ _10"> </span><span class="ffc ws0">Par<span class="_ _2"></span>ent Compan<span class="_ _2"></span>y Balance Sheet</span></div><div class="t m0 x16 h11 y45 ffb fs8 fc8 sc0 ls14 ws11">152<span class="_ _10"> </span><span class="ffc ws0">Par<span class="_ _2"></span>ent Compan<span class="_ _2"></span>y Statemen<span class="_ _2"></span>t of Changes in Equity</span></div><div class="t m0 x16 h11 y46 ffb fs8 fc8 sc0 ls14 ws11">153<span class="_ _10"> </span><span class="ffc ws0">Notes to the P<span class="_ _2"></span>aren<span class="_ _2"></span>t Company Financial St<span class="_ _2"></span>atements</span></div><div class="t m0 x15 h11 y31 ffb fs8 fc6 sc0 ls1 ws0"> </div><div class="t m0 x16 h12 y32 ffb fs9 fc7 sc0 ls13 ws10">O<span class="_ _2"></span>THER<span class="_ _2"></span> INFORMA<span class="_ _e"></span>TION</div><div class="t m0 x16 h13 y33 ffb fs8 fc8 sc0 ls14 ws11">159<span class="_ _10"> </span><span class="ffd">Definitions</span></div><div class="t m0 x16 h13 y34 ffb fs8 fc8 sc0 ls14 ws11">162<span class="_ _10"> </span><span class="ffd">Shareholder Inf<span class="_ _2"></span>ormation <span class="_ _2"></span>(including forw<span class="_ _2"></span>ard-looking <span class="ffc ls1 ws0"> </span></span></div><div class="t m0 x17 h13 y47 ffd fs8 fc8 sc0 ls14 ws11">sta<span class="_ _2"></span>tements in<span class="_ _2"></span>forma<span class="_ _2"></span>tion)</div><div class="t m0 x18 hf y48 ffb fs2 fc0 sc0 ls6 ws0">Forwar<span class="_ _2"></span>d-looking st<span class="_ _2"></span>atemen<span class="_ _2"></span>ts</div><div class="t m0 x18 h15 y49 ffd fs2 fc0 sc0 ls6 ws4">This R<span class="_ _2"></span>eport ma<span class="_ _2"></span>y con<span class="_ _2"></span>tain f<span class="_ _0"></span>or<span class="_ _1"></span>w<span class="_ _2"></span>ard-looking s<span class="_ _2"></span>ta<span class="_ _2"></span>temen<span class="_ _2"></span>ts with r<span class="_ _2"></span>espect of cert<span class="_ _2"></span>ain plans, goals and </div><div class="t m0 x18 h15 y4a ffd fs2 fc0 sc0 ls6 ws4">expect<span class="_ _2"></span>ations r<span class="_ _2"></span>elating <span class="_ _2"></span>to the futur<span class="_ _2"></span>e financial c<span class="_ _2"></span>ondition, business perf<span class="_ _0"></span>ormance and results of LSL. <span class="_ _2"></span>Further </div><div class="t m0 x18 h15 y4b ffd fs2 fc0 sc0 ls6 ws4">inf<span class="_ _2"></span>ormation abou<span class="_ _2"></span>t f<span class="_ _2"></span>orwar<span class="_ _2"></span>d-looking st<span class="_ _2"></span>at<span class="_ _2"></span>ements c<span class="_ _2"></span>an be f<span class="_ _2"></span>ound in the <span class="_ _2"></span>Shareholder In<span class="_ _2"></span>f<span class="_ _2"></span>ormation section on </div><div class="t m0 x18 h15 y4c ffd fs2 fc0 sc0 ls6 ws4">page 163.</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   1<span class="_ _11"></span><span class="fc2 sc0">c200596_Book.indb   1<span class="_ _12"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
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" class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">02<span class="_ _13"> </span>03</div><div class="t m0 x19 he y1e ff10 fs6 fc4 sc0 ls11 wse">OVERVIEW</div><div class="t m0 x6 h10 y21 ffc fs4 fc6 sc0 ls15 ws12">Hig<span class="_ _1"></span>hlight<span class="_ _7"></span>s</div><div class="t m0 x6 h16 y4d ffd fsa fc9 sc0 ls16 ws13">Our k<span class="_ _6"></span>ey highligh<span class="_ _2"></span>ts <span class="_ _2"></span>ar<span class="_ _2"></span>e:</div><div class="t m0 x1a h17 y4e ffc fsb fc0 sc0 ls17 ws14">Group<span class="_ _1"></span> Under<span class="_ _1"></span>lyin<span class="_ _1"></span>g<span class="_ _1"></span><span class="ls1 ws0"> </span></div><div class="t m0 x1b h18 y4f ffd fsb fc0 sc0 ls18 ws15">Op<span class="_ _1"></span>eratin<span class="_ _1"></span>g <span class="_ _2"></span>Profit<span class="_ _7"></span><span class="ffb ls1 ws0"> </span></div><div class="t m0 x1c h19 y50 ffb fsc fc0 sc0 ls19 ws16">£<span class="_ _1"></span>32<span class="_ _7"></span>.<span class="_ _1"></span>6<span class="_ _1"></span>m</div><div class="t m0 x1d h1a y51 ffb fsd fc0 sc0 ls1a ws17">(2024: £<span class="_ _1"></span>27<span class="_ _0"></span>.<span class="_ _1"></span>8m</div><div class="t m0 x1e h1b y52 ffb fse fc0 sc0 ls1 ws0">1</div><div class="t m0 x1f h1a y51 ffb fsd fc0 sc0 ls1 ws0">)</div><div class="t m0 x20 h17 y53 ffc fsb fc0 sc0 ls17 ws14">Group<span class="_ _1"></span> Under<span class="_ _1"></span>lyin<span class="_ _1"></span>g<span class="_ _1"></span><span class="ls1 ws0"> </span></div><div class="t m0 x21 h18 y54 ffd fsb fc0 sc0 ls18 ws15">Op<span class="_ _1"></span>eratin<span class="_ _1"></span>g <span class="_ _2"></span>Profit<span class="_ _7"></span> <span class="_ _0"></span></div><div class="t m0 x22 h1c y55 ffc fsb fc0 sc0 ls1b ws18">Mar<span class="_ _1"></span>gin<span class="_ _7"></span><span class="ffb ls1 ws0"> </span></div><div class="t m0 x23 h19 y56 ffb fsc fc0 sc0 ls1c ws19">18%</div><div class="t m0 x24 h1a y57 ffb fsd fc0 sc0 ls1d ws1a">(20<span class="_ _1"></span>24<span class="_ _1"></span>: 16%)</div><div class="t m0 x21 h18 y58 ffd fsb fc0 sc0 ls1e ws1b">P<span class="_ _2"></span>ro<span class="_ _2"></span>fit <span class="_ _0"></span>bef<span class="_ _2"></span>or<span class="_ _2"></span>e <span class="_ _2"></span>tax <span class="_ _2"></span><span class="ffb ls1 ws0"> </span></div><div class="t m0 x25 h19 y59 ffb fsc fc0 sc0 ls1f ws1c">£23.<span class="_ _2"></span>1<span class="_ _0"></span>m<span class="_ _1"></span><span class="fsf ls1 ws0"> <span class="fs10"> </span></span></div><div class="t m0 x22 h1a y5a ffb fsd fc0 sc0 ls20 ws0">(2024: £2<span class="_ _1"></span>3.1m</div><div class="t m0 x26 h1b y5b ffb fse fc0 sc0 ls1 ws0">1</div><div class="t m0 x27 h1a y5a ffb fsd fc0 sc0 ls1 ws0">)</div><div class="t m0 x28 h17 y5c ffc fsb fc0 sc0 ls17 ws14">Full year<span class="_ _1"></span> <span class="ls1 ws0"> </span></div><div class="t m0 x29 h1c y5d ffc fsb fc0 sc0 ls21 ws1d">dividend<span class="_ _1"></span> <span class="_ _0"></span><span class="ffb ls1 ws0"> </span></div><div class="t m0 x2a h19 y5e ffb fsc fc0 sc0 ls22 ws1e">11<span class="_ _7"></span>.<span class="_ _7"></span>4<span class="_ _7"></span>p</div><div class="t m0 x2b h1a y5f ffb fsd fc0 sc0 ls23 ws1f">(20<span class="_ _1"></span>24<span class="_ _1"></span>: 11<span class="_ _1"></span>.4<span class="_ _1"></span>p)</div><div class="t m0 x2c h18 y60 ffd fsb fc0 sc0 ls1e ws1b">Ad<span class="_ _0"></span>ju<span class="_ _2"></span>st<span class="_ _2"></span>ed <span class="_ _0"></span>c<span class="_ _1"></span>a<span class="_ _2"></span>s<span class="_ _2"></span>h <span class="_ _2"></span>flo<span class="_ _2"></span>w </div><div class="t m0 x1b h18 y61 ffd fsb fc0 sc0 ls24 ws20">from <span class="_ _2"></span>operations</div><div class="t m0 x1c h19 y62 ffb fsc fc0 sc0 ls22 ws1e">£<span class="_ _7"></span>2<span class="_ _1"></span>9.<span class="_ _14"></span>3<span class="_ _7"></span>m</div><div class="t m0 x2d h1a y63 ffb fsd fc0 sc0 ls25 ws21">(20<span class="_ _1"></span>24:<span class="_ _1"></span> £31<span class="_ _1"></span>.1<span class="_ _1"></span>m)</div><div class="t m0 x2e h17 y64 ffc fsb fc0 sc0 ls26 ws22">C<span class="_ _1"></span>oll<span class="_ _1"></span>eag<span class="_ _1"></span>ue<span class="_ _7"></span> <span class="_ _6"></span><span class="ls1 ws0"> </span></div><div class="t m0 x2f h1c y65 ffc fsb fc0 sc0 ls18 ws23">enga<span class="_ _1"></span>g<span class="_ _2"></span>ement <span class="_ _1"></span>s<span class="_ _1"></span>core<span class="_ _7"></span>  <span class="_ _1"></span><span class="ffb ls1 ws0"> </span></div><div class="t m0 x30 h19 y66 ffb fsc fc0 sc0 ls27 ws24">77%</div><div class="t m0 x31 h1a y67 ffb fsd fc0 sc0 ls28 ws25">(2024: 73%<span class="_ _2"></span>)</div><div class="t m0 x32 h18 y68 ffd fsb fc0 sc0 ls17 ws26">Group<span class="_ _1"></span> <span class="_ _2"></span>ROCE</div><div class="t m0 x30 h19 y69 ffb fsc fc0 sc0 ls29 ws27">3<span class="_ _1"></span>5%</div><div class="t m0 x31 h1a y6a ffb fsd fc0 sc0 ls1d ws1a">(20<span class="_ _1"></span>24<span class="_ _1"></span>: 32<span class="_ _1"></span>%)</div><div class="t m0 x33 h18 y6b ffd fsb fc0 sc0 ls18 ws15">Group R<span class="_ _2"></span>evenue<span class="_ _1"></span> <span class="_ _0"></span> <span class="ffb ls1 ws0"> </span></div><div class="t m0 x34 h19 y6c ffb fsc fc0 sc0 ls2a ws28">£1<span class="_ _1"></span>8<span class="_ _1"></span>2<span class="_ _14"></span>.<span class="_ _7"></span>9<span class="_ _7"></span>m</div><div class="t m0 x35 h1a y6d ffb fsd fc0 sc0 ls1a ws17">(2024: £173.<span class="_ _1"></span>3m</div><div class="t m0 x36 h1b y6e ffb fse fc0 sc0 ls1 ws0">1</div><div class="t m0 x37 h1a y6d ffb fsd fc0 sc0 ls1 ws0">)</div><div class="t m0 x6 h1d y6f ffd fs11 fc8 sc0 ls2b ws29">1 <span class="_ _15"> </span>Refe<span class="_ _1"></span>r to note 36 t<span class="_ _1"></span>o the Fina<span class="_ _1"></span>ncia<span class="_ _1"></span>l State<span class="_ _1"></span>ment<span class="_ _1"></span>s</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   2<span class="_ _11"></span><span class="fc2 sc0">c200596_Book.indb   2<span class="_ _12"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pf5" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc5 w4 h0"><img 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" class="bi x0 y70 w5 h1e" alt="" /><div class="t m0 xf he y1f ff11 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">02<span class="_ _13"> </span>03</div><div class="t m0 xe he y1e ff12 fs6 fc4 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span>FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span>CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="fc0 ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="fc4 ls11 wse">OVERVIEW</span></span></div><div class="t m0 x18 h6 y71 ff13 fs2 fc9 sc0 ls6 ws4">W<span class="_ _2"></span>e ar<span class="_ _2"></span>e committ<span class="_ _2"></span>ed to <span class="_ _2"></span>delivering long-t<span class="_ _2"></span>erm value <span class="_ _2"></span>creation <span class="_ _2"></span>to our Shar<span class="_ _2"></span>eholder<span class="_ _2"></span>s and re<span class="_ _2"></span>war<span class="_ _2"></span>ding them </div><div class="t m0 x18 h6 y72 ff13 fs2 fc9 sc0 ls6 ws4">through <span class="_ _2"></span>our success.  </div><div class="t m0 x39 h6 y73 ff13 fs2 fc0 sc0 ls1 ws0">A high return, lo<span class="_ _2"></span>w capital employ<span class="_ _2"></span>ed </div><div class="t m0 x39 h6 y74 ff13 fs2 fc0 sc0 ls1 ws0">model</div><div class="t m0 x39 h1f y75 ffd fs5 fc0 sc0 ls5 ws2a">Pos<span class="_ _2"></span>t tr<span class="_ _2"></span>ansf<span class="_ _2"></span>ormation in 2023, <span class="_ _2"></span>our business model </div><div class="t m0 x39 h1f y76 ffd fs5 fc0 sc0 ls5 ws2a">off<span class="_ _2"></span>ers:</div><div class="t m0 x39 h1f y77 ffc fs5 fc6 sc0 ls5 ws2a">• <span class="_ _14"> </span><span class="ffd fc0">High ROCE.</span></div><div class="t m0 x39 h1f y78 ffc fs5 fc6 sc0 ls5 ws2a">• <span class="_ _14"> </span><span class="ffd fc0">Improv<span class="_ _2"></span>ed profit <span class="_ _2"></span>margins.</span></div><div class="t m0 x39 h1f y79 ffc fs5 fc6 sc0 ls5 ws2a">• <span class="_ _14"> </span><span class="ffd fc0">Reduced fix<span class="_ _2"></span>ed c<span class="_ _2"></span>osts. </span></div><div class="t m0 x39 h13 y7a ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc0">Structurally lo<span class="_ _2"></span>wer capit<span class="_ _2"></span>al expenditur<span class="_ _2"></span>e requir<span class="_ _2"></span>ements.</span></div><div class="t m0 x39 h6 y7b ff13 fs2 fc0 sc0 ls1 ws0">Quality of earnings </div><div class="t m0 x39 h20 y7c ffc fs5 fc6 sc0 ls5 ws2a">• <span class="_ _14"> </span><span class="fc0 ws0">W<span class="_ _2"></span>e hav<span class="_ _2"></span>e recurring or r<span class="_ _2"></span>epeatable r<span class="_ _2"></span>evenues </span></div><div class="t m0 x3a h1f y7d ffd fs5 fc0 sc0 ls5 ws2a">from c<span class="_ _2"></span>ontr<span class="_ _2"></span>actual commitmen<span class="_ _2"></span>ts with our B2B </div><div class="t m0 x3a h1f y7e ffd fs5 fc0 sc0 ls5 ws2a">partners.</div><div class="t m0 x39 h1f y7f ffc fs5 fc6 sc0 ls5 ws2a">• <span class="_ _14"> </span><span class="ffd fc0">Earnings v<span class="_ _2"></span>olatility is low<span class="_ _2"></span>er due to <span class="_ _2"></span>our reduced </span></div><div class="t m0 x3a h1f y80 ffd fs5 fc0 sc0 ls5 ws2a">fix<span class="_ _2"></span>ed cost <span class="_ _2"></span>base and lower <span class="_ _2"></span>opera<span class="_ _2"></span>tional gearing.</div><div class="t m0 x39 h6 y81 ff13 fs2 fc0 sc0 ls1 ws0">Mark<span class="_ _2"></span>et leading positions in lar<span class="_ _2"></span>ge addressable mark<span class="_ _0"></span>ets</div><div class="t m0 x39 h1f y82 ffc fs5 fc6 sc0 ls5 ws2a">• <span class="_ _14"> </span><span class="ffd fc0">PRIMIS is the larg<span class="_ _2"></span>est mortg<span class="_ _2"></span>age and insur<span class="_ _2"></span>ance br<span class="_ _2"></span>ok<span class="_ _2"></span>er netw<span class="_ _2"></span>ork in the UK, with 12% <span class="_ _2"></span>mark<span class="_ _2"></span>et shar<span class="_ _2"></span>e in 2025.</span></div><div class="t m0 x39 h1f y83 ffc fs5 fc6 sc0 ls5 ws2a">• <span class="_ _14"> </span><span class="ffd fc0">e.surv is the larges<span class="_ _2"></span>t pr<span class="_ _2"></span>ovider of ph<span class="_ _2"></span>ysical <span class="_ _2"></span>and surveyor led <span class="_ _2"></span>residential <span class="_ _2"></span>valuation <span class="_ _2"></span>services in the UK, with c.39% </span></div><div class="t m0 x3a h1f y84 ffd fs5 fc0 sc0 ls5 ws2a">mark<span class="_ _2"></span>et shar<span class="_ _2"></span>e.</div><div class="t m0 x39 h1f y85 ffc fs5 fc6 sc0 ls5 ws2a">• <span class="_ _14"> </span><span class="ffd fc0">Our Est<span class="_ _2"></span>ate Ag<span class="_ _2"></span>ency Franchise <span class="_ _2"></span>Division is the second <span class="_ _2"></span>larges<span class="_ _2"></span>t franchise <span class="_ _2"></span>group in <span class="_ _2"></span>the UK.</span></div><div class="t m0 x3b h6 y86 ff13 fs2 fc0 sc0 ls1 ws0">Pro<span class="_ _2"></span>vision of business critical services </div><div class="t m0 x3b h1f y87 ffc fs5 fc6 sc0 ls5 ws2a">• <span class="_ _14"> </span><span class="ffd fc0">W<span class="_ _2"></span>e hav<span class="_ _2"></span>e deep and long s<span class="_ _2"></span>tanding r<span class="_ _2"></span>elationships </span></div><div class="t m0 x3c h1f y88 ffd fs5 fc0 sc0 ls5 ws2a">from pr<span class="_ _2"></span>oviding business <span class="_ _2"></span>critical services to our </div><div class="t m0 x3c h1f y89 ffd fs5 fc0 sc0 ls5 ws2a">partners.</div><div class="t m0 x3b h1f y8a ffc fs5 fc6 sc0 ls5 ws2a">• <span class="_ _14"> </span><span class="ffd fc0">Our combination of <span class="_ _2"></span>specialist knowledg<span class="_ _2"></span>e and </span></div><div class="t m0 x3c h1f y8b ffd fs5 fc0 sc0 ls5 ws2a">advanced inno<span class="_ _2"></span>vativ<span class="_ _2"></span>e technology cr<span class="_ _2"></span>eates <span class="_ _2"></span>rich </div><div class="t m0 x3c h1f y8c ffd fs5 fc0 sc0 ls5 ws2a">dat<span class="_ _2"></span>a.</div><div class="t m0 x3b h6 y8d ff13 fs2 fc0 sc0 ls1 ws0">Re<span class="_ _2"></span>turns to Shareholder<span class="_ _2"></span>s</div><div class="t m0 x3b h1f y8e ffc fs5 fc6 sc0 ls5 ws2a">• <span class="_ _14"> </span><span class="ffd fc0">Dividend of £11.8m pr<span class="_ _2"></span>oposed f<span class="_ _2"></span>or FY 2025.</span></div><div class="t m0 x3b h1f y8f ffc fs5 fc6 sc0 ls5 ws2a">• <span class="_ _14"> </span><span class="ffd fc0">New £12m share <span class="_ _2"></span>buyback progr<span class="_ _2"></span>amme.</span></div><div class="t m0 x18 h10 y21 ffc fs4 fc6 sc0 ls2c ws2b">O<span class="_ _1"></span>ur<span class="_ _1"></span> Inves<span class="_ _1"></span>tme<span class="_ _1"></span>nt<span class="_ _1"></span> C<span class="_ _1"></span>as<span class="_ _1"></span>e</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   3<span class="_ _11"></span><span class="fc2 sc0">c200596_Book.indb   3<span class="_ _12"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
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" class="bi x0 y90 w5 h21" alt="" /><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">04<span class="_ _13"> </span>05</div><div class="t m0 x19 he y1e ff10 fs6 fc4 sc0 ls11 wse">OVERVIEW</div><div class="t m0 x8 hf y91 ffb fs2 fc7 sc0 ls1 ws0">Our business model</div><div class="c x8 y92 w6 h22"><div class="t m0 x0 h23 y93 ff14 fs5 fc7 sc0 ls1 ws0">Thr</div></div><div class="t m0 x1a h23 y94 ff14 fs5 fc7 sc0 ls1 ws0">ough a number </div><div class="c x8 y92 w6 h22"><div class="t m0 x0 h23 y95 ff14 fs5 fc7 sc0 ls1 ws0">of k</div></div><div class="t m0 x1a h23 y96 ff14 fs5 fc7 sc0 ls2d ws2c">ey resources... </div><div class="t m0 x3d h23 y94 ff14 fs5 fc7 sc0 ls1 ws0">...<span class="_ _2"></span><span class="ls2e ws2d">we<span class="ls2f ws2e"> p<span class="ls30 ws2f">ro<span class="ls31 ws30">vide a r<span class="ls5 ws2a">ange<span class="ls1 ws0"> </span></span></span></span></span></span></div><div class="t m0 x3d h23 y96 ff14 fs5 fc7 sc0 ls1 ws0">of fir<span class="ls32 ws31">st<span class="ls31 ws30"> class pr</span></span>oducts </div><div class="t m0 x3d h23 y97 ff14 fs5 fc7 sc0 ls1 ws0">and services... </div><div class="t m0 x3e h23 y94 ff14 fs5 fc7 sc0 ls1 ws0">...<span class="ls11 wse">to our <span class="_ _2"></span>customers...</span></div><div class="t m0 x3f h23 y98 ff14 fs5 fc7 sc0 ls33 ws32">…gener<span class="_ _2"></span><span class="ls2f ws2e">aƟng revenue in a number </span></div><div class="t m0 x3f h23 y99 ff14 fs5 fc7 sc0 ls34 ws33">of w<span class="ls4 ws3">ay<span class="ls35 ws34">s…</span></span></div><div class="t m0 x40 h23 y9a ff14 fs5 fc7 sc0 ls11 wse">..<span class="ls36 ws35">.f</span>or the benefit of<span class="ls1 ws0"> </span></div><div class="t m0 x40 h23 y9b ff14 fs5 fc7 sc0 ls2d ws2c">all our <span class="ls37 ws36">st<span class="ls5 ws2a">ak<span class="_ _2"></span><span class="ls11 wse">eholde<span class="ls38 ws37">rs</span>..<span class="ls1 ws0">.</span></span></span></span></div><div class="t m0 x41 h24 y9c ff15 fs8 fc0 sc0 ls39 ws38">Ta<span class="_ _7"></span><span class="ls3a ws39">lent<span class="ls3b ws3a">ed and<span class="_ _2"></span><span class="ls1 ws0"> </span></span></span></div><div class="t m0 x42 h24 y9d ff15 fs8 fc0 sc0 ls3b ws3a">commiƩed people</div><div class="t m0 x2c h24 y9e ff15 fs8 fc0 sc0 ls14 ws11">Leading technolog<span class="ls1 ws0">y</span></div><div class="t m0 x43 h24 y9f ff15 fs8 fc0 sc0 ls14 ws11">Inno<span class="ls30 ws2f">va<span class="ls3c ws3b">Ɵon and data</span></span></div><div class="t m0 x1b h24 ya0 ff15 fs8 fc0 sc0 ls14 ws11">Group capi<span class="ls3d ws3c">ta<span class="ls1 ws0">l</span></span></div><div class="t m0 x44 h24 ya1 ff15 fs8 fc0 sc0 ls14 ws11">Shareholder<span class="ls1 ws0">s</span></div><div class="t m0 x45 h24 ya2 ff15 fs8 fc0 sc0 ls14 ws11">Colleague<span class="ls1 ws0">s</span></div><div class="t m0 x45 h24 ya3 ff15 fs8 fc0 sc0 ls14 ws11">Cu<span class="ls3e ws3d">st</span>omer<span class="ls1 ws0">s</span></div><div class="t m0 x46 h24 ya4 ff15 fs8 fc0 sc0 ls14 ws11">Supplie<span class="ls3f ws3e">rs</span></div><div class="t m0 x45 h24 ya5 ff15 fs8 fc0 sc0 ls30 ws2f">Re<span class="ls40 ws3f">gulato<span class="ls3f ws3e">rs</span></span></div><div class="t m0 x47 h24 ya6 ff15 fs8 fc0 sc0 ls14 ws11">CommuniƟes an<span class="ls1 ws0">d</span></div><div class="t m0 x44 h24 ya7 ff15 fs8 fc0 sc0 ls14 ws11">Envi<span class="ls3f ws3e">ro</span>nmen<span class="ls1 ws0">t</span></div><div class="t m0 x48 h24 ya8 ff15 fs8 fc0 sc0 ls14 ws11">Services to mort<span class="ls41 ws40">ga<span class="ls3e ws3d">ge</span></span></div><div class="t m0 x49 h24 ya9 ff15 fs8 fc0 sc0 ls14 ws11">in<span class="ls42 ws41">te</span>rmediarie<span class="ls1 ws0">s</span></div><div class="t m0 x4a h24 ya8 ff15 fs8 fc0 sc0 ls43 ws42">Mort<span class="ls44 ws43">ga<span class="ls3c ws3b">ge <span class="ls3b ws3a">and<span class="ls1 ws0"> </span></span></span></span></div><div class="t m0 x4b h24 ya9 ff15 fs8 fc0 sc0 ls3b ws3a">insuranc<span class="ls1 ws0">e</span></div><div class="t m0 x4a h24 yaa ff15 fs8 fc0 sc0 ls14 ws11">in<span class="ls42 ws41">te</span>rmediaries</div><div class="t m0 x4c h24 yab ff15 fs8 fc0 sc0 ls1 ws0">• Share of mortgage </div><div class="t m0 x15 h24 yac ff15 fs8 fc0 sc0 ls3b ws3a">procur<span class="_ _2"></span><span class="ls45 ws44">aƟ<span class="ls3b ws3a">on fees paid<span class="_ _2"></span><span class="ls1 ws0"> </span></span></span></div><div class="t m0 x15 h24 yad ff15 fs8 fc0 sc0 ls1 ws0">by lenders.</div><div class="t m0 x4c h24 yae ff15 fs8 fc0 sc0 ls3a ws39">• Share of protecƟon and </div><div class="t m0 x15 h24 yaf ff15 fs8 fc0 sc0 ls46 ws45">insurance commission<span class="_ _2"></span><span class="ls1 ws0"> </span></div><div class="t m0 x15 h24 yb0 ff15 fs8 fc0 sc0 ls1 ws0">f<span class="ls47 ws46">ees fr<span class="_ _2"></span><span class="ls46 ws45">om pr<span class="ls48 ws47">oviders<span class="ls1 ws0">.</span></span></span></span></div><div class="t m2 x4c h24 yb1 ff15 fs8 fc0 sc0 ls14 ws11">• Brok<span class="_ _2"></span><span class="ls49 ws48">er supervision f<span class="_ _2"></span><span class="ls14 ws11">ees<span class="ls1 ws0"> </span></span></span></div><div class="t m2 x15 h24 yb2 ff15 fs8 fc0 sc0 ls45 ws44">and other plaƞ<span class="ls14 ws11">orm <span class="_ _2"></span>fees<span class="ls1 ws0">.</span></span></div><div class="t m0 x4c h24 yb3 ff15 fs8 fc0 sc0 ls48 ws47">• RoyalƟes relaƟng to<span class="ls1 ws0"> </span></div><div class="t m0 x15 h24 yb4 ff15 fs8 fc0 sc0 ls4a ws49">housing sale. </div><div class="t m0 x4c h24 yb5 ff15 fs8 fc0 sc0 ls48 ws47">• RoyalƟes relaƟng to<span class="ls1 ws0"> </span></div><div class="t m0 x15 h24 yb6 ff15 fs8 fc0 sc0 ls47 ws46">leƫng pr<span class="ls43 ws42">operƟes<span class="ls1 ws0">.</span></span></div><div class="t m0 x4c h24 yb7 ff15 fs8 fc0 sc0 ls47 ws46">• AddiƟonal support </div><div class="t m0 x15 h24 yb8 ff15 fs8 fc0 sc0 ls3b ws3a">services to fr<span class="_ _2"></span>anchisees<span class="ls1 ws0">.</span></div><div class="t m0 x4c h24 yb9 ff15 fs8 fc0 sc0 ls14 ws11">• Property v<span class="_ _2"></span><span class="ls40 ws3f">aluaƟon<span class="ls1 ws0">s</span></span></div><div class="t m0 x15 h24 yba ff15 fs8 fc0 sc0 ls30 ws2f">fo<span class="ls14 ws11">r lende<span class="ls3f ws3e">rs<span class="ls1 ws0">.</span></span></span></div><div class="t m0 x4c h24 ybb ff15 fs8 fc0 sc0 ls14 ws11">• Home survey<span class="ls1 ws0">s</span></div><div class="t m0 x15 h24 ybc ff15 fs8 fc0 sc0 ls40 ws3f">to consumers.</div><div class="t m0 x4c h24 ybd ff15 fs8 fc0 sc0 ls3c ws3b">• Data sales.</div><div class="t m0 x4d h24 ybe ff15 fs8 fc0 sc0 ls4b ws4a">Va<span class="_ _1"></span><span class="ls40 ws3f">luaƟon an<span class="ls1 ws0">d</span></span></div><div class="t m0 x4e h24 ybf ff15 fs8 fc0 sc0 ls14 ws11">survey<span class="ls1 ws0">s</span></div><div class="t m0 x4f h24 ybe ff15 fs8 fc0 sc0 ls14 ws11">Lende<span class="ls3f ws3e">rs</span></div><div class="t m0 x21 h24 ybf ff15 fs8 fc0 sc0 ls30 ws2f">Ret<span class="ls14 ws11">ail cu<span class="ls3e ws3d">st</span>omer<span class="ls1 ws0">s</span></span></div><div class="t m0 x4d h24 yc0 ff15 fs8 fc0 sc0 ls14 ws11">Es<span class="ls4c ws4b">tate agency</span></div><div class="t m0 x50 h24 yc1 ff15 fs8 fc0 sc0 ls14 ws11">fr<span class="ls49 ws48">anchising services</span></div><div class="t m0 x51 h24 yc2 ff15 fs8 fc0 sc0 ls14 ws11">Franchisees</div><div class="t m0 x6 h10 y21 ffc fs4 fc6 sc0 ls15 ws12">Busine<span class="_ _1"></span>ss<span class="_ _7"></span> Mo<span class="_ _1"></span>del<span class="_ _1"></span> an<span class="_ _1"></span>d<span class="_ _1"></span> Strateg<span class="_ _14"></span>y</div><div class="t m0 x6 hf y71 ffb fs2 fc7 sc0 ls1 ws0">Our purpose, mission and vision</div><div class="t m0 x52 h25 yc3 ffb fs1 fc0 sc0 ls4d ws0">Our Purpose | <span class="ff13 ws4c">Empowering smart pr<span class="_ _2"></span>operty </span></div><div class="t m0 x52 h5 yc4 ff13 fs1 fc0 sc0 ls4d ws4c">decisions.</div><div class="t m0 x52 h25 yc5 ffb fs1 fc0 sc0 ls4d ws0">Our Mission | <span class="ff13 ws4c">W<span class="_ _2"></span>e deliv<span class="_ _2"></span>er trust<span class="_ _2"></span>ed property </span></div><div class="t m0 x52 h5 yc6 ff13 fs1 fc0 sc0 ls4d ws4c">services powered <span class="_ _2"></span>by dat<span class="_ _2"></span>a and e<span class="_ _2"></span>xpertise to </div><div class="t m0 x52 h5 yc7 ff13 fs1 fc0 sc0 ls4d ws4c">enable people and businesses t<span class="_ _2"></span>o thrive. </div><div class="t m0 x52 h25 yc8 ffb fs1 fc0 sc0 ls4d ws0">Our Vision |<span class="ff13 ws4c"> The UK’<span class="_ _6"></span>s most trust<span class="_ _2"></span>ed platf<span class="_ _2"></span>orm </span></div><div class="t m0 x52 h5 yc9 ff13 fs1 fc0 sc0 ls4d ws4c">connecting people t<span class="_ _2"></span>o property<span class="_ _6"></span>.</div><div class="t m0 x52 h25 yca ffb fs1 fc0 sc0 ls4d ws0">Our new values ar<span class="_ _2"></span>e described on page 06</div><div class="t m0 x3f h6 y71 ff13 fs2 fc9 sc0 ls6 ws4">In 2025 we <span class="_ _2"></span>launched our new purpose, <span class="_ _2"></span>mission, </div><div class="t m0 x3f h6 y72 ff13 fs2 fc9 sc0 ls6 ws4">vision and v<span class="_ _2"></span>alues to c<span class="_ _2"></span>olleagues acr<span class="_ _2"></span>oss the </div><div class="t m0 x3f h6 ycb ff13 fs2 fc9 sc0 ls6 ws4">Group, <span class="_ _2"></span>building on who we <span class="_ _2"></span>are and <span class="_ _2"></span>how we </div><div class="t m0 x3f h6 ycc ff13 fs2 fc9 sc0 ls6 ws4">work t<span class="_ _2"></span>ogether t<span class="_ _2"></span>o achiev<span class="_ _2"></span>e more. This <span class="_ _2"></span>frame<span class="_ _2"></span>work </div><div class="t m0 x3f h6 ycd ff13 fs2 fc9 sc0 ls6 ws4">will guide us in e<span class="_ _2"></span>verything we do.</div><div class="t m0 x6 hf yce ffb fs2 fc7 sc0 ls4e ws4d">Key<span class="_ _1"></span>:<span class="ls1 ws0"> </span></div><div class="t m0 x2d he ycf ffb fs6 fc8 sc0 ls4f ws4e">Group<span class="_ _17"> </span><span class="ws0">Financial Services</span></div><div class="t m0 x53 he yd0 ffb fs6 fc8 sc0 ls4f ws0">Surveying &amp; <span class="ls1"> </span></div><div class="t m0 x53 h26 yd1 ff16 fs6 fc8 sc0 ls4f ws4e">V<span class="_ _2"></span>aluation</div><div class="t m0 x54 he yd0 ffb fs6 fc8 sc0 ls4f ws0">Estat<span class="_ _2"></span>e Agency <span class="ls1"> </span></div><div class="t m0 x54 he yd1 ffb fs6 fc8 sc0 ls4f ws4e">Franchising</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   4<span class="_ _11"></span><span class="fc2 sc0">c200596_Book.indb   4<span class="_ _12"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pf7" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc7 w4 h0"><img 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" class="bi x0 yd2 w5 h27" alt="" /><div class="t m0 xf he y1f ff11 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">04<span class="_ _13"> </span>05</div><div class="t m0 xe he y1e ff12 fs6 fc4 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span>FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span>CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="fc0 ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="fc4 ls11 wse">OVERVIEW</span></span></div><div class="t m0 x18 h1d yd3 ffd fs11 fc8 sc0 ls50 ws4f">No<span class="_ _1"></span>te:</div><div class="t m0 x18 h1d yd4 ffd fs11 fc8 sc0 ls2b ws29">1 <span class="_ _15"> </span>Unl<span class="_ _1"></span>ess s<span class="_ _1"></span>tate<span class="_ _1"></span>d othe<span class="_ _1"></span>rw<span class="_ _1"></span>ise, inf<span class="_ _1"></span>orma<span class="_ _1"></span>tion in t<span class="_ _1"></span>his se<span class="_ _1"></span>cti<span class="_ _1"></span>on of th<span class="_ _1"></span>e Repo<span class="_ _1"></span>r<span class="_ _1"></span>t is as at 31 Dece<span class="_ _1"></span>mbe<span class="_ _1"></span>r 2025</div><div class="t m0 x18 h10 y21 ffc fs4 fc6 sc0 ls1 ws0"> </div><div class="t m0 x18 h28 y71 ff16 fs2 fc7 sc0 ls1 ws0">Our str<span class="_ _2"></span>at<span class="_ _2"></span>egic priorities</div><div class="t m0 x18 h6 yd5 ff13 fs2 fc9 sc0 ls6 ws4">W<span class="_ _2"></span>e aim <span class="_ _2"></span>to lev<span class="_ _2"></span>erag<span class="_ _2"></span>e the s<span class="_ _2"></span>treng<span class="_ _2"></span>ths of the Gr<span class="_ _2"></span>oup </div><div class="t m0 x18 h6 yd6 ff13 fs2 fc9 sc0 ls6 ws4">to deliv<span class="_ _2"></span>er sust<span class="_ _2"></span>ainable, r<span class="_ _2"></span>esilient and pr<span class="_ _2"></span>ofitable </div><div class="t m0 x18 h6 yd7 ff13 fs2 fc9 sc0 ls6 ws4">growth <span class="_ _2"></span>and enhance our mark<span class="_ _0"></span>et leading </div><div class="t m0 x18 h6 yd8 ff13 fs2 fc9 sc0 ls6 ws4">positions acr<span class="_ _2"></span>oss our three <span class="_ _2"></span>core <span class="_ _2"></span>businesses by </div><div class="t m0 x18 h6 yd9 ff13 fs2 fc9 sc0 ls6 ws4">deepening our s<span class="_ _2"></span>tra<span class="_ _2"></span>tegic r<span class="_ _2"></span>elationships.</div><div class="t m0 x55 h29 yda ffb fs5 fc0 sc0 ls5 ws0">Data &amp; Insigh<span class="_ _2"></span>t | <span class="ff13 ws2a">Further utilise our consider<span class="_ _2"></span>able </span></div><div class="t m0 x55 h2a ydb ff13 fs5 fc0 sc0 ls5 ws2a">propriet<span class="_ _2"></span>ary dat<span class="_ _2"></span>a sets to cr<span class="_ _2"></span>eat<span class="_ _2"></span>e unique insights f<span class="_ _2"></span>or our </div><div class="t m0 x55 h2a ydc ff13 fs5 fc0 sc0 ls5 ws2a">customer<span class="_ _2"></span>s.</div><div class="t m0 x55 h2b ydd ff16 fs5 fc0 sc0 ls5 ws2a">Innova<span class="_ _2"></span>tion &amp; T<span class="_ _6"></span>echnology | <span class="ff13">Enhance the pr<span class="_ _2"></span>oductivity </span></div><div class="t m0 x55 h2a yde ff13 fs5 fc0 sc0 ls5 ws2a">of our businesses thr<span class="_ _2"></span>ough innov<span class="_ _2"></span>ation and technology </div><div class="t m0 x55 h2a ydf ff13 fs5 fc0 sc0 ls5 ws2a">solutions.</div><div class="t m0 x55 h29 ye0 ffb fs5 fc0 sc0 ls5 ws0">Scale &amp; Access | <span class="ff13 ws2a">Crea<span class="_ _2"></span>te scalable <span class="_ _2"></span>platf<span class="_ _2"></span>orms which can </span></div><div class="t m0 x55 h2a ye1 ff13 fs5 fc0 sc0 ls5 ws2a">lever<span class="_ _2"></span>age our mark<span class="_ _0"></span>et leading positions.</div><div class="t m0 x7 h29 ye2 ffb fs5 fc0 sc0 ls5 ws0">T<span class="_ _6"></span>alent | <span class="ff13 ws2a">Ret<span class="_ _2"></span>ain, develop and a<span class="_ _2"></span>ttract <span class="_ _2"></span>talent<span class="_ _2"></span>ed people</span></div><div class="t m0 x18 h13 ye3 ffd fs8 fc8 sc0 ls14 ws11">W<span class="_ _2"></span>e are made <span class="_ _2"></span>up of three Divisions, <span class="_ _2"></span>each of which is a leading pla<span class="_ _2"></span>yer in <span class="_ _2"></span>the large mark<span class="_ _0"></span>ets in which it opera<span class="_ _2"></span>tes. This br<span class="_ _2"></span>eadth of scale, and their <span class="_ _2"></span>strong </div><div class="t m0 x18 h13 ye4 ffd fs8 fc8 sc0 ls14 ws11">reput<span class="_ _2"></span>ations, people and br<span class="_ _2"></span>ands, pr<span class="_ _2"></span>ovide competitive <span class="_ _2"></span>streng<span class="_ _2"></span>th to the <span class="_ _2"></span>Group.</div><div class="t m0 x56 h25 ye5 ffb fs1 fc0 sc0 ls1 ws0">Financial  </div><div class="t m0 x57 h25 ye6 ffb fs1 fc0 sc0 ls1 ws0">Services</div><div class="t m0 x1f h11 ye7 ffb fs8 fc0 sc0 ls14 ws0">One of the UK’<span class="_ _0"></span>s largest mortgag<span class="_ _2"></span>e and insurance netw<span class="_ _2"></span>orks</div><div class="t m0 x1f h2c ye8 ff17 fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ff13 fc0">The Division pro<span class="_ _2"></span>vides an extensiv<span class="_ _2"></span>e product panel, <span class="_ _2"></span>compliance and other services to <span class="_ _2"></span>almost 2,600 adviser<span class="_ _2"></span>s </span></div><div class="t m0 x58 h2c ye9 ff13 fs8 fc0 sc0 ls14 ws11">and 1,049 firms.</div><div class="t m0 x1f h2c yea ff17 fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ff13 fc0">PRIMIS is one of the UK’<span class="_ _6"></span>s largest mortg<span class="_ _2"></span>age and insur<span class="_ _2"></span>ance network<span class="_ _2"></span>s and toge<span class="_ _2"></span>ther with the distribution in<span class="_ _2"></span>troduced </span></div><div class="t m0 x58 h2c yeb ff13 fs8 fc0 sc0 ls14 ws11">by independent br<span class="_ _2"></span>ok<span class="_ _2"></span>ers t<span class="_ _2"></span>o The Mortgag<span class="_ _2"></span>e Alliance, TMA, the Division has a mortg<span class="_ _2"></span>age mark<span class="_ _0"></span>et share of one in nine </div><div class="t m0 x58 h2c yec ff13 fs8 fc0 sc0 ls14 ws11">UK purchases and <span class="_ _2"></span>remortgag<span class="_ _2"></span>es.</div><div class="t m0 x1f h2c yed ff17 fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ff13 fc0"> <span class="_ _18"></span>The Division also includes the Gr<span class="_ _2"></span>oup’<span class="_ _0"></span>s joint ventur<span class="_ _2"></span>e inv<span class="_ _2"></span>estment, Pivot<span class="_ _2"></span>al Growth, <span class="_ _2"></span>established in 2021 <span class="_ _2"></span>with Pollen </span></div><div class="t m0 x58 h2c yee ff13 fs8 fc0 sc0 ls14 ws11">Street Capit<span class="_ _2"></span>al to e<span class="_ _2"></span>xecut<span class="_ _2"></span>e a ‘buy and build’ s<span class="_ _2"></span>tra<span class="_ _2"></span>tegy of mortg<span class="_ _2"></span>age brok<span class="_ _0"></span>ers. Since forma<span class="_ _2"></span>tion it has acquired <span class="_ _2"></span>23 firms </div><div class="t m0 x58 h2c yef ff13 fs8 fc0 sc0 ls14 ws11">and now has mor<span class="_ _2"></span>e than 500 mortgag<span class="_ _2"></span>e advisers.</div><div class="t m0 x59 h25 yf0 ffb fs1 fc0 sc0 ls1 ws0">Surveying &amp; </div><div class="t m0 x13 h2d yf1 ff16 fs1 fc0 sc0 ls1 ws0">V<span class="_ _0"></span>aluation</div><div class="t m0 x1f h2e yf2 ff16 fs8 fc0 sc0 ls14 ws11">One of the UK’<span class="_ _0"></span>s largest <span class="_ _2"></span>surveying and valua<span class="_ _2"></span>tion businesses</div><div class="t m0 x1f h2c yf3 ff17 fs8 fc6 sc0 ls4c ws4b">• <span class="_ _16"> </span><span class="ff13 fc0"> <span class="_ _18"></span>The Division’<span class="_ _0"></span>s principal business is the <span class="_ _2"></span>provision of <span class="_ _2"></span>surveyor<span class="_ _2"></span>-led v<span class="_ _2"></span>aluations t<span class="_ _2"></span>o UK mortg<span class="_ _2"></span>age lender<span class="_ _2"></span>s. It has r<span class="_ _2"></span>ecently </span></div><div class="t m0 x58 h2c yf4 ff13 fs8 fc0 sc0 ls4c ws4b">won a major <span class="_ _2"></span>contr<span class="_ _2"></span>act f<span class="_ _2"></span>or its Automa<span class="_ _2"></span>ted V<span class="_ _0"></span>aluation Model (A<span class="_ _0"></span>VM) making it the only <span class="_ _2"></span>provider in <span class="_ _2"></span>the UK t<span class="_ _2"></span>o off<span class="_ _2"></span>er the </div><div class="t m0 x58 h2c yf5 ff13 fs8 fc0 sc0 ls4c ws4b">full r<span class="_ _2"></span>ange of v<span class="_ _2"></span>aluation methodologies. <span class="_ _2"></span>It also pr<span class="_ _2"></span>ovides surveying <span class="_ _2"></span>and valuation <span class="_ _2"></span>services to c<span class="_ _2"></span>onsumers.</div><div class="t m0 x1f h2c yf6 ff17 fs8 fc6 sc0 ls4c ws4b">• <span class="_ _16"> </span><span class="ff13 fc0">It is one of <span class="_ _2"></span>the UK’<span class="_ _0"></span>s biggest employ<span class="_ _2"></span>ers of <span class="_ _2"></span>Roy<span class="_ _2"></span>al Institution <span class="_ _2"></span>of Charter<span class="_ _2"></span>ed Surveyor<span class="_ _2"></span>s (RICS) r<span class="_ _2"></span>egister<span class="_ _2"></span>ed survey<span class="_ _2"></span>ors, with </span></div><div class="t m0 x58 h2c yf7 ff13 fs8 fc0 sc0 ls4c ws4b">491 (FTE) survey<span class="_ _2"></span>ors, <span class="_ _2"></span>and counts <span class="_ _2"></span>five of the <span class="_ _2"></span>top six UK<span class="_ _2"></span> lenders <span class="_ _2"></span>amongst its clien<span class="_ _2"></span>ts.</div><div class="t m0 x1f h2c yf8 ff17 fs8 fc6 sc0 ls4c ws4b">• <span class="_ _16"> </span><span class="ff13 fc0"> <span class="_ _18"></span>The Division includes e.surv as <span class="_ _2"></span>well as <span class="_ _2"></span>Walk<span class="_ _0"></span>er Fraser St<span class="_ _2"></span>eele Chartere<span class="_ _2"></span>d Surveyor<span class="_ _2"></span>s, which services the <span class="_ _2"></span>Scottish </span></div><div class="t m0 x58 h2c yf9 ff13 fs8 fc0 sc0 ls4c ws4b">mark<span class="_ _2"></span>et.</div><div class="t m0 x1f h2c yfa ff17 fs8 fc6 sc0 ls4c ws4b">• <span class="_ _16"> </span><span class="ff13 fc0"> <span class="_ _18"></span>The Division also manag<span class="_ _2"></span>es the sale of <span class="_ _2"></span>residential <span class="_ _2"></span>properties on <span class="_ _2"></span>behalf of corpor<span class="_ _2"></span>at<span class="_ _2"></span>e clients and <span class="_ _2"></span>property in<span class="_ _2"></span>vest<span class="_ _2"></span>ors </span></div><div class="t m0 x58 h2c yfb ff13 fs8 fc0 sc0 ls4c ws4b">through its <span class="_ _2"></span>asset managemen<span class="_ _2"></span>t businesses – LSL <span class="_ _2"></span>Corpora<span class="_ _2"></span>te Client <span class="_ _2"></span>Services and T<span class="_ _6"></span>empleton LP<span class="_ _6"></span>A<span class="_ _1"></span>.</div><div class="t m0 x5a h25 yfc ffb fs1 fc0 sc0 ls1 ws0">Esta<span class="_ _2"></span>te </div><div class="t m0 x3a h25 yfd ffb fs1 fc0 sc0 ls1 ws0">Agency </div><div class="t m0 x39 h25 yfe ffb fs1 fc0 sc0 ls1 ws0">Franchising</div><div class="t m0 x1f h11 yff ffb fs8 fc0 sc0 ls14 ws0">One of the UK’<span class="_ _0"></span>s largest provider<span class="_ _2"></span>s of estat<span class="_ _2"></span>e agency fr<span class="_ _2"></span>anchise services</div><div class="t m0 x1f h2c y100 ff17 fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ff13 fc0"> <span class="_ _18"></span>The Division’<span class="_ _0"></span>s principal business is the provision <span class="_ _2"></span>of franchising services, such <span class="_ _2"></span>as brand mark<span class="_ _0"></span>eting and commercial </span></div><div class="t m0 x58 h2c y101 ff13 fs8 fc0 sc0 ls14 ws11">and IT support, to <span class="_ _2"></span>a network of 62 fr<span class="_ _2"></span>anchisees which oper<span class="_ _2"></span>ate <span class="_ _2"></span>312 territories acr<span class="_ _2"></span>oss the UK.</div><div class="t m0 x1f h2c y102 ff17 fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ff13 fc0">These territories <span class="_ _2"></span>are independently manag<span class="_ _2"></span>ed and oper<span class="_ _2"></span>ated by the <span class="_ _2"></span>franchisees under v<span class="_ _2"></span>arious br<span class="_ _2"></span>ands, including </span></div><div class="t m0 x58 h2c y103 ff13 fs8 fc0 sc0 ls14 ws11">Y<span class="_ _0"></span>our Move and R<span class="_ _2"></span>eeds Rains, as well <span class="_ _2"></span>as sever<span class="_ _2"></span>al local br<span class="_ _2"></span>ands.</div><div class="t m0 x1f h2c y104 ff17 fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ff13 fc0"> <span class="_ _18"></span>This Division also pr<span class="_ _2"></span>ovides a r<span class="_ _2"></span>ange of est<span class="_ _2"></span>ate ag<span class="_ _2"></span>ency services to house builder<span class="_ _2"></span>s, developer<span class="_ _2"></span>s and inv<span class="_ _2"></span>estor<span class="_ _2"></span>s of all </span></div><div class="t m0 x58 h2c y105 ff13 fs8 fc0 sc0 ls14 ws11">sizes thr<span class="_ _2"></span>ough the LSL Land &amp; <span class="_ _2"></span>New Homes business.</div><div class="t m0 x1f h2c y106 ff17 fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ff13 fc0"> <span class="_ _18"></span>In addition, Homef<span class="_ _2"></span>ast pr<span class="_ _2"></span>ovides con<span class="_ _2"></span>veyancing <span class="_ _2"></span>panel management and support <span class="_ _2"></span>services to our fr<span class="_ _2"></span>anchisees and </span></div><div class="t m0 x58 h2c y107 ff13 fs8 fc0 sc0 ls14 ws11">their customer<span class="_ _2"></span>s.</div><div class="t m0 x18 h10 y108 ffc fs4 fc6 sc0 ls1 ws0"> </div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   5<span class="_ _11"></span><span class="fc2 sc0">c200596_Book.indb   5<span class="_ _12"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pf8" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc8 w4 h0"><img 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class="bi x0 y109 w5 h2f" alt="" /><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">06<span class="_ _13"> </span>07</div><div class="t m0 x19 he y1e ff10 fs6 fc4 sc0 ls11 wse">OVERVIEW</div><div class="t m0 x6 hf y71 ffb fs2 fc7 sc0 ls1 ws0">Our values</div><div class="t m0 x6 h6 yd5 ff13 fs2 fc9 sc0 ls6 ws4">W<span class="_ _2"></span>e ar<span class="_ _2"></span>e cr<span class="_ _2"></span>eating a cultur<span class="_ _2"></span>e that <span class="_ _2"></span>drives perf<span class="_ _2"></span>ormance by <span class="_ _2"></span>aligning with our purpose and supporting <span class="_ _2"></span>our </div><div class="t m0 x6 h6 yd6 ff13 fs2 fc9 sc0 ls6 ws4">str<span class="_ _2"></span>at<span class="_ _2"></span>egy<span class="_ _6"></span>.</div><div class="t m0 x1a h30 y10a ff18 fs12 fc0 sc0 ls1 ws0">Collabor<span class="_ _2"></span><span class="ls51 ws50">aƟon</span></div><div class="t m0 x1a h31 y10b ff19 fs13 fc0 sc0 ls52 ws51">We<span class="_ _1"></span><span class="ls53 ws0"> collabor<span class="ls54">ate by sharin<span class="ls55 ws52">g,</span></span></span></div><div class="t m0 x1a h31 y10c ff19 fs13 fc0 sc0 ls53 ws0">supporƟng and working </div><div class="t m0 x1a h31 y10d ff19 fs13 fc0 sc0 ls56 ws0">together to achi<span class="_ _1"></span><span class="ls57">eve more<span class="ls1">.</span></span></div><div class="t m0 x1a h30 y10e ff18 fs12 fc0 sc0 ls1 ws0">ExperƟse</div><div class="t m0 x1a h31 y10f ff19 fs13 fc0 sc0 ls52 ws51">We<span class="_ _1"></span><span class="ls1 ws0"> apply and gr<span class="ls53">ow our <span class="ls58 ws53">ex</span></span>perƟse </span></div><div class="t m0 x1a h31 y110 ff19 fs13 fc0 sc0 ls57 ws0">to de<span class="ls59 ws54">liv</span><span class="ls1">er trus<span class="ls5a ws55">te</span>d guidance and </span></div><div class="t m0 x1a h31 y111 ff19 fs13 fc0 sc0 ls1 ws0">beƩer out<span class="_ _2"></span><span class="ls5b ws56">comes <span class="ls5c ws57">fo<span class="_ _1"></span><span class="ls1 ws0">r our </span></span></span></div><div class="t m0 x1a h31 y112 ff19 fs13 fc0 sc0 ls53 ws0">colleagues and customers.</div><div class="t m0 x5b h30 y10a ff18 fs12 fc0 sc0 ls1 ws0">Inno<span class="ls5d ws58">va<span class="ls5e ws59">Ɵo</span></span>n</div><div class="t m0 x5b h31 y10b ff19 fs13 fc0 sc0 ls52 ws51">We<span class="_ _1"></span><span class="ls1 ws0"> look <span class="ls5c ws57">fo</span>r <span class="ls5a ws55">ways</span><span class="ls5b"> to get beƩer </span></span></div><div class="t m0 x5b h31 y10c ff19 fs13 fc0 sc0 ls1 ws0">and improve things, in our<span class="_ _2"></span>selves </div><div class="t m0 x5b h31 y10d ff19 fs13 fc0 sc0 ls1 ws0">and in our business.</div><div class="t m0 x5c h30 y113 ff18 fs12 fc0 sc0 ls5f ws5a">Tr<span class="_ _7"></span><span class="ls1 ws0">ust</span></div><div class="t m0 x5c h31 y114 ff19 fs13 fc0 sc0 ls60 ws5b">Tr<span class="_ _1"></span><span class="ls1 ws0">us<span class="ls53">t is at the heart of</span> </span></div><div class="t m0 x5c h31 y115 ff19 fs13 fc0 sc0 ls53 ws0">everything we do - we build<span class="ls1"> </span></div><div class="t m0 x5c h31 y116 ff19 fs13 fc0 sc0 ls1 ws0">trus<span class="ls5b">t by k<span class="_ _2"></span><span class="ls53">eeping our wo<span class="ls61 ws5c">rd</span><span class="ls1"> and </span></span></span></div><div class="t m0 x5c h31 y117 ff19 fs13 fc0 sc0 ls1 ws0">delivering on our commitments.</div><div class="t m0 x6 h13 y118 ffd fs8 fc8 sc0 ls14 ws11">More inf<span class="_ _2"></span>ormation on<span class="_ _2"></span> how our culture <span class="_ _2"></span>is embedded in our business c<span class="_ _2"></span>an be f<span class="_ _2"></span>ound in our Sust<span class="_ _2"></span>ainability R<span class="_ _2"></span>eport and Corpora<span class="_ _2"></span>te Governance <span class="_ _2"></span>Report. </div><div class="t m0 x6 h13 y119 ffd fs8 fc8 sc0 ls14 ws11">Our Section 172 St<span class="_ _2"></span>atement <span class="_ _2"></span>and Stak<span class="_ _2"></span>eholder Eng<span class="_ _2"></span>agement section on <span class="_ _2"></span>pages<span class="ffc fc9 ls1 ws0"> </span>20 to <span class="_ _2"></span>26<span class="ffc fc9 ls1 ws0"> </span><span class="fc3">explains how <span class="_ _2"></span>our purpose impacts our st<span class="_ _2"></span>ak<span class="_ _2"></span>eholders.<span class="ff17 fc9 ls1 ws0"> </span></span></div><div class="t m0 x6 hf y11a ffb fs2 fc7 sc0 ls1 ws0">The housing ecos<span class="_ _2"></span>yst<span class="_ _2"></span>em that LSL oper<span class="_ _2"></span>at<span class="_ _2"></span>es in</div><div class="t m0 x6 h6 y11b ff13 fs2 fc9 sc0 ls6 ws4">W<span class="_ _2"></span>e ar<span class="_ _2"></span>e one of the <span class="_ _2"></span>larges<span class="_ _2"></span>t pr<span class="_ _2"></span>ovider<span class="_ _2"></span>s of services to the <span class="_ _2"></span>UK property <span class="_ _2"></span>and mortg<span class="_ _2"></span>age mark<span class="_ _0"></span>et across a <span class="_ _2"></span>rang<span class="_ _2"></span>e </div><div class="t m0 x6 h6 y11c ff13 fs2 fc9 sc0 ls6 ws4">of diff<span class="_ _2"></span>eren<span class="_ _2"></span>t, complemen<span class="_ _2"></span>tary ar<span class="_ _2"></span>eas. Our services are <span class="_ _2"></span>used at nearly e<span class="_ _2"></span>very s<span class="_ _2"></span>tage <span class="_ _2"></span>in the pr<span class="_ _2"></span>ocess of buying </div><div class="t m0 x6 h6 y11d ff13 fs2 fc9 sc0 ls6 ws4">or ren<span class="_ _2"></span>ting a pr<span class="_ _2"></span>operty<span class="_ _6"></span>.</div><div class="t m0 x5d h32 y11e ff1a fs14 fc0 sc0 ls1 ws0">Property viewing</div><div class="t m0 x5e h33 y11f ff1b fs14 fc0 sc0 ls1 ws0">Online</div><div class="t m0 x5e h33 y120 ff1b fs14 fc0 sc0 ls1 ws0">Search</div><div class="t m0 x5f h34 y11f ff1c fs14 fc0 sc0 ls1 ws0">Oﬄine</div><div class="t m0 x5f h33 y120 ff1b fs14 fc0 sc0 ls1 ws0">Search</div><div class="t m0 x60 h33 y11e ff1b fs14 fc0 sc0 ls1 ws0">Viewing</div><div class="t m0 x61 h35 y121 ff1d fs14 fc0 sc0 ls1 ws0">Preparation of</div><div class="t m0 x62 h35 y122 ff1d fs14 fc0 sc0 ls1 ws0">funding</div><div class="t m0 x63 h33 y123 ff1b fs14 fc0 sc0 ls1 ws0">Intermediated</div><div class="t m0 x64 h33 y124 ff1b fs14 fc0 sc0 ls1 ws0">mortgage</div><div class="t m0 x65 h33 y125 ff1b fs14 fc3 sc0 ls1 ws0">Direct</div><div class="t m0 x4e h34 y126 ff1b fs14 fc3 sc0 ls1 ws0">mortgage<span class="ff1c">1</span></div><div class="t m0 x66 h34 y127 ff1b fs14 fc3 sc0 ls1 ws0">Cash<span class="ff1c">1</span></div><div class="t m0 x67 h32 y128 ff1a fs14 fc0 sc0 ls1 ws0">Convey<span class="_ _2"></span>ancing</div><div class="t m0 x68 h33 y129 ff1b fs14 fc0 sc0 ls1 ws0">Legal </div><div class="t m0 x5f h33 y12a ff1b fs14 fc0 sc0 ls1 ws0">services</div><div class="t m0 x69 h35 y12b ff1d fs14 fc0 sc0 ls1 ws0">Survey &amp; </div><div class="t m0 x69 h35 y12c ff1d fs14 fc0 sc0 ls1 ws0">valuation</div><div class="t m0 x6a h33 y12d ff1b fs14 fc0 sc0 ls1 ws0">Lender</div><div class="t m0 x6b h34 y12e ff1c fs14 fc0 sc0 ls1 ws0">valuation</div><div class="t m0 x2b h33 y12d ff1b fs14 fc0 sc0 ls62 ws5d">Home buyer </div><div class="t m0 x6c h33 y12e ff1b fs14 fc0 sc0 ls62 ws5d">survey</div><div class="t m0 x39 h35 y12f ff1d fs14 fc0 sc0 ls1 ws0">Insurance </div><div class="t m0 x6d h35 y130 ff1d fs14 fc0 sc0 ls1 ws0">purchase</div><div class="t m0 x6e h34 y131 ff1c fs14 fc0 sc0 ls1 ws0">Protection</div><div class="t m0 x6f h33 y132 ff1b fs14 fc0 sc0 ls62 ws5d">General </div><div class="t m0 x70 h33 y133 ff1b fs14 fc0 sc0 ls62 ws5d">insurance</div><div class="t m0 x69 h32 y134 ff1a fs14 fc0 sc0 ls1 ws0">Move in<span class="_ _19"> </span><span class="ff1b fc3">Removals<span class="ff1c">1</span></span></div><div class="t m0 x71 h34 y135 ff1c fs14 fc3 sc0 ls1 ws0">Set up utilities </div><div class="t m0 x70 h34 y136 ff1b fs14 fc3 sc0 ls1 ws0">&amp; services<span class="ff1c">1</span></div><div class="t m0 x13 h32 y137 ff1a fs14 fc0 sc0 ls1 ws0">Live in</div><div class="t m0 x3d h34 y138 ff1b fs14 fc3 sc0 ls63 ws5e">Maintenance<span class="ff1c ls1 ws0">1<span class="_ _1a"> </span>Renova<span class="_ _2"></span>tion1</span></div><div class="t m0 x72 h36 y139 ff1a fs15 fc0 sc0 ls1 ws0">BUY</div><div class="t m3 x2c h35 y13a ff1d fs14 fc0 sc0 ls1 ws0">T<span class="_ _2"></span>ransaction Journey</div><div class="t m0 x73 h32 y11e ff1a fs14 fc0 sc0 ls1 ws0">Property viewing</div><div class="t m0 x74 h33 y11f ff1b fs14 fc0 sc0 ls1 ws0">Online</div><div class="t m0 x74 h33 y120 ff1b fs14 fc0 sc0 ls1 ws0">Search</div><div class="t m0 x75 h34 y11f ff1c fs14 fc0 sc0 ls1 ws0">Oﬄine</div><div class="t m0 x75 h33 y120 ff1b fs14 fc0 sc0 ls1 ws0">Search</div><div class="t m0 x76 h33 y11e ff1b fs14 fc0 sc0 ls1 ws0">Viewing</div><div class="t m0 x77 h32 y13b ff1a fs14 fc0 sc0 ls1 ws0">Move in<span class="_ _19"> </span><span class="ff1b fc3">Removals<span class="ff1c">1</span></span></div><div class="t m0 x78 h34 y13c ff1c fs14 fc3 sc0 ls1 ws0">Set up utilities </div><div class="t m0 x79 h34 y13d ff1b fs14 fc3 sc0 ls1 ws0">&amp; services<span class="ff1c">1</span></div><div class="t m0 x7a h32 y137 ff1a fs14 fc0 sc0 ls1 ws0">Live in</div><div class="t m0 x7b h33 y13e ff1b fs14 fc0 sc0 ls1 ws0">Rent </div><div class="t m0 x7c h34 y13f ff1c fs14 fc0 sc0 ls62 ws5d">collection</div><div class="t m0 x7d h33 y13e ff1b fs14 fc0 sc0 ls1 ws0">Property</div><div class="t m0 x46 h33 y13f ff1b fs14 fc0 sc0 ls1 ws0">management</div><div class="t m0 x7e h36 y139 ff1a fs15 fc0 sc0 ls1 ws0">RENT</div><div class="t m3 x35 h35 y13a ff1d fs14 fc0 sc0 ls1 ws0">T<span class="_ _2"></span>ransaction Journey</div><div class="t m0 x7f h35 y140 ff1d fs14 fc0 sc0 ls1 ws0">Refer<span class="_ _2"></span>encing &amp; </div><div class="t m0 x80 h32 y141 ff1a fs14 fc0 sc0 ls1 ws0">compliance</div><div class="t m0 x81 h33 y142 ff1b fs14 fc0 sc0 ls1 ws0">Checks<span class="_ _1b"> </span>Ref<span class="_ _2"></span>erencing</div><div class="t m0 x7a h32 y143 ff1a fs14 fc0 sc0 ls1 ws0">Signing</div><div class="t m0 x30 h33 y144 ff1b fs14 fc0 sc0 ls1 ws0">T<span class="_ _0"></span>enancy</div><div class="t m0 x82 h33 y145 ff1b fs14 fc0 sc0 ls1 ws0">agreements</div><div class="t m0 x83 h33 y144 ff1b fs14 fc0 sc0 ls1 ws0">Deposit</div><div class="t m0 x7d h33 y145 ff1b fs14 fc0 sc0 ls1 ws0">handling</div><div class="t m0 x84 h37 y146 ff1a fs16 fc0 sc0 ls1 ws0">RECEIVERSHIP</div><div class="t m0 x85 h38 y147 ff1d fs17 fc0 sc0 ls1 ws0">Receivership services</div><div class="t m0 x86 h35 y148 ff1d fs14 fc3 sc0 ls1 ws0">1<span class="ff1a"> No LSL involvement</span></div><div class="t m0 x6 h10 y21 ffc fs4 fc6 sc0 ls15 ws12">Busine<span class="_ _1"></span>ss<span class="_ _7"></span> Mo<span class="_ _1"></span>del<span class="_ _1"></span> an<span class="_ _1"></span>d<span class="_ _1"></span> Strateg<span class="_ _14"></span>y<span class="_ _1"></span> <span class="fs18 ls64 ws5f">cont<span class="_ _2"></span>inu<span class="_ _2"></span>ed</span></div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   6<span class="_ _11"></span><span class="fc2 sc0">c200596_Book.indb   6<span class="_ _12"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pf9" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc9 w4 h0"><img 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" class="bi x0 y149 w5 h39" alt="" /><div class="t m0 xf he y1f ff11 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">06<span class="_ _13"> </span>07</div><div class="t m0 xe he y1e ff12 fs6 fc4 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span>FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span>CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="fc0 ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="fc4 ls11 wse">OVERVIEW</span></span></div><div class="t m0 x18 h10 y21 ffc fs4 fc6 sc0 ls1 ws0"> </div><div class="t m0 x18 hf y71 ffb fs2 fc7 sc0 ls1 ws0">Our mark<span class="_ _2"></span>ets </div><div class="t m0 x18 h2a y14a ff13 fs5 fc9 sc0 ls5 ws2a">Demand f<span class="_ _2"></span>or the Group’<span class="_ _6"></span>s products and services is a<span class="_ _2"></span>ffect<span class="_ _2"></span>ed by the siz<span class="_ _2"></span>e and tr<span class="_ _2"></span>ends within the UK mortg<span class="_ _2"></span>age and <span class="_ _2"></span>housing </div><div class="t m0 x18 h2a y14b ff13 fs5 fc9 sc0 ls5 ws2a">mark<span class="_ _2"></span>ets. The perf<span class="_ _2"></span>ormance of the UK <span class="_ _2"></span>economy<span class="_ _6"></span>, consumer c<span class="_ _2"></span>onfidence, and int<span class="_ _2"></span>eres<span class="_ _2"></span>t ra<span class="_ _2"></span>tes influence <span class="_ _2"></span>all aspects of our </div><div class="t m0 x18 h2a y14c ff13 fs5 fc9 sc0 ls5 ws2a">business. Additionally<span class="_ _6"></span>, specific factor<span class="_ _2"></span>s aff<span class="_ _2"></span>ecting each of <span class="_ _2"></span>our individual business areas <span class="_ _2"></span>are outlined belo<span class="_ _2"></span>w<span class="_ _0"></span>.</div><div class="t m0 x18 h2a y14d ff13 fs5 fc7 sc0 ls1 ws0">Financial Services is mainly affect<span class="_ _2"></span>ed by:</div><div class="t m0 x18 h14 y14e ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="fc8 ws0">Consumer buying trends including the use of int<span class="_ _2"></span>ermediaries for </span></div><div class="t m0 x5d h13 y14f ffd fs8 fc8 sc0 ls14 ws11">access to pr<span class="_ _2"></span>oducts.</div><div class="t m0 x18 h13 y150 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">The impact of r<span class="_ _2"></span>egulatory changes.</span></div><div class="t m0 x18 h13 y151 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">T<span class="_ _0"></span>rends in home owner<span class="_ _2"></span>ship and buy<span class="_ _2"></span>-to-let appe<span class="_ _2"></span>tite.</span></div><div class="t m0 x18 h13 y152 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Longer<span class="_ _2"></span>-term demogr<span class="_ _2"></span>aphic changes and popu<span class="_ _2"></span>lation siz<span class="_ _2"></span>e.</span></div><div class="t m0 x18 h13 y153 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">V<span class="_ _2"></span>olume of re<span class="_ _2"></span>financing activity<span class="_ _0"></span>.</span></div><div class="t m0 x18 h2a y154 ff13 fs5 fc7 sc0 ls1 ws0">Surveying &amp; V<span class="_ _0"></span>aluation is mainly aff<span class="_ _2"></span>ected by:</div><div class="t m0 x18 h13 y155 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">V<span class="_ _2"></span>olume of house pur<span class="_ _2"></span>chases using a mortg<span class="_ _2"></span>age product.</span></div><div class="t m0 x18 h13 y156 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">V<span class="_ _2"></span>olume of re<span class="_ _2"></span>financing activity and the pr<span class="_ _2"></span>oportion of pr<span class="_ _2"></span>oduct </span></div><div class="t m0 x5d h13 y157 ffd fs8 fc8 sc0 ls14 ws11">trans<span class="_ _2"></span>fer<span class="_ _2"></span>s vs r<span class="_ _2"></span>emortgages.</div><div class="t m0 x18 h13 y158 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Use of surveyor<span class="_ _0"></span>-led and data-driven <span class="_ _2"></span>valuations b<span class="_ _2"></span>y lenders.</span></div><div class="t m0 x18 h13 y159 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Use of surveying services by c<span class="_ _2"></span>onsumers.</span></div><div class="t m0 x18 h13 y15a ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Perf<span class="_ _2"></span>ormance of specialis<span class="_ _2"></span>t mark<span class="_ _2"></span>ets such as equity r<span class="_ _2"></span>elease.</span></div><div class="t m0 x18 h2a y15b ff13 fs5 fc7 sc0 ls1 ws0">Esta<span class="_ _2"></span>te Agency Fr<span class="_ _2"></span>anchising is mainly aff<span class="_ _2"></span>ected by:</div><div class="t m0 x18 h13 y15c ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">V<span class="_ _2"></span>olume of house sales.</span></div><div class="t m0 x18 h13 y15d ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Level of house <span class="_ _2"></span>prices.</span></div><div class="t m0 x18 h13 y15e ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Landlord appetit<span class="_ _2"></span>e f<span class="_ _2"></span>or lettings management <span class="_ _2"></span>services.</span></div><div class="t m0 x18 h13 y15f ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Government s<span class="_ _2"></span>timulus initiativ<span class="_ _2"></span>es to drive <span class="_ _2"></span>demand or supply<span class="_ _0"></span>.</span></div><div class="t m0 x87 hf y160 ffb fs2 fc7 sc0 ls1 ws0">Mark<span class="_ _2"></span>et perf<span class="_ _2"></span>ormance</div><div class="t m0 x87 h2a y161 ff13 fs5 fc7 sc0 ls1 ws0">Mortgag<span class="_ _2"></span>e mark<span class="_ _2"></span>et</div><div class="t m0 x87 h13 y162 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">The mark<span class="_ _2"></span>ets in which w<span class="_ _2"></span>e opera<span class="_ _2"></span>te rec<span class="_ _2"></span>overed <span class="_ _2"></span>further during 2025, </span></div><div class="t m0 x55 h13 y163 ffd fs8 fc8 sc0 ls14 ws11">with activity levels <span class="_ _2"></span>improving y<span class="_ _2"></span>ear<span class="_ _2"></span>-on-year as mortg<span class="_ _2"></span>age pricing </div><div class="t m0 x55 h13 y164 ffd fs8 fc8 sc0 ls14 ws11">eased and aff<span class="_ _2"></span>ordability pr<span class="_ _2"></span>essures moder<span class="_ _2"></span>ated, <span class="_ _2"></span>with transaction </div><div class="t m0 x55 h13 y165 ffd fs8 fc8 sc0 ls14 ws11">volumes br<span class="_ _2"></span>oadly in line with long-t<span class="_ _2"></span>erm aver<span class="_ _2"></span>ages.</div><div class="t m0 x87 h13 y166 ffc fs8 fc6 sc0 ls40 ws3f">• <span class="_ _16"> </span><span class="ffd fc8">The UK mortg<span class="_ _2"></span>age mark<span class="_ _2"></span>et demons<span class="_ _2"></span>trat<span class="_ _2"></span>ed rene<span class="_ _2"></span>wed momentum <span class="_ _2"></span>in </span></div><div class="t m0 x55 h13 y167 ffd fs8 fc8 sc0 ls40 ws3f">2025, with str<span class="_ _2"></span>ong gr<span class="_ _2"></span>owth in both <span class="_ _2"></span>purchase and r<span class="_ _2"></span>emortgag<span class="_ _2"></span>e activity<span class="_ _0"></span>.</div><div class="t m0 x87 h14 y168 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="fc8 ws0">T<span class="_ _6"></span>otal mortgage appr<span class="_ _2"></span>ovals f<span class="_ _2"></span>or house purchases</span></div><div class="t m0 x88 h3a y169 ffd fs19 fc8 sc0 ls1 ws0">1</div><div class="t m0 x83 h13 y168 ffd fs8 fc8 sc0 ls14 ws11"> wer<span class="_ _2"></span>e up c.2% </div><div class="t m0 x55 h13 y16a ffd fs8 fc8 sc0 ls14 ws11">year<span class="_ _2"></span>-on-y<span class="_ _2"></span>ear<span class="_ _6"></span>, increasing from 758,000 <span class="_ _2"></span>in 2024 to 770,000 in <span class="_ _2"></span>2025. </div><div class="t m0 x55 h13 y16b ffd fs8 fc8 sc0 ls14 ws11">Activity was support<span class="_ _2"></span>ed by impr<span class="_ _2"></span>oving real w<span class="_ _2"></span>age gr<span class="_ _2"></span>owth, gradually </div><div class="t m0 x55 h14 y16c ffc fs8 fc8 sc0 ls14 ws0">easing mortgage r<span class="_ _2"></span>at<span class="_ _2"></span>es through the year and h<span class="_ _2"></span>igher demand for </div><div class="t m0 x55 h13 y16d ffd fs8 fc8 sc0 ls14 ws11">home purchase, in <span class="_ _2"></span>part driven by St<span class="_ _2"></span>amp Duty thr<span class="_ _2"></span>eshold changes in </div><div class="t m0 x55 h13 y16e ffd fs8 fc8 sc0 ls14 ws11">April 2025.</div><div class="t m0 x87 h13 y16f ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">T<span class="_ _6"></span>otal gross new <span class="_ _2"></span>mortgage lending</span></div><div class="t m0 x89 h3a y170 ffd fs19 fc8 sc0 ls1 ws0">2</div><div class="t m0 x8a h13 y16f ffd fs8 fc8 sc0 ls14 ws11"> in 2025 was <span class="_ _2"></span>£291bn, c.20% </div><div class="t m0 x55 h13 y171 ffd fs8 fc8 sc0 ls14 ws11">higher than 2024 (£242bn), with gr<span class="_ _2"></span>owth driv<span class="_ _2"></span>en by both str<span class="_ _2"></span>onger </div><div class="t m0 x55 h13 y172 ffd fs8 fc8 sc0 ls14 ws11">purchase lending and <span class="_ _2"></span>a reco<span class="_ _2"></span>very in remortg<span class="_ _2"></span>aging activity as </div><div class="t m0 x55 h13 y173 ffd fs8 fc8 sc0 ls14 ws11">borrow<span class="_ _2"></span>ers r<span class="_ _2"></span>efinanced maturing <span class="_ _2"></span>fixed-r<span class="_ _2"></span>ate <span class="_ _2"></span>products amid impr<span class="_ _2"></span>oved </div><div class="t m0 x55 h13 y174 ffd fs8 fc8 sc0 ls14 ws11">pricing conditions.</div><div class="t m0 x87 h13 y175 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Purchase <span class="_ _2"></span>lending repr<span class="_ _2"></span>esented c.65% of t<span class="_ _2"></span>otal new <span class="_ _2"></span>lending in 2025 </span></div><div class="t m0 x55 h13 y176 ffd fs8 fc8 sc0 ls14 ws11">(2024: c.64%), re<span class="_ _2"></span>flecting resilient <span class="_ _2"></span>purchase demand as a<span class="_ _2"></span>ffor<span class="_ _2"></span>dability </div><div class="t m0 x55 h13 y177 ffd fs8 fc8 sc0 ls14 ws11">constr<span class="_ _2"></span>aints eased.</div><div class="t m0 x87 h13 y178 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Remortg<span class="_ _2"></span>age (and other) appr<span class="_ _2"></span>ovals</span></div><div class="t m0 x31 h3a y179 ffd fs19 fc8 sc0 ls1 ws0">1</div><div class="t m0 x8b h13 y178 ffd fs8 fc8 sc0 ls14 ws11"> wer<span class="_ _2"></span>e up 22% on 2024, while </div><div class="t m0 x55 h14 y17a ffc fs8 fc8 sc0 ls14 ws0">remortg<span class="_ _2"></span>ages and other lending rec<span class="_ _2"></span>overed s<span class="_ _2"></span>trongly and ended </div><div class="t m0 x55 h13 y17b ffd fs8 fc8 sc0 ls14 ws11">18% ahead of 2024, driv<span class="_ _2"></span>en by high volumes <span class="_ _2"></span>of 5-year and <span class="_ _2"></span>2-year </div><div class="t m0 x55 h13 y17c ffd fs8 fc8 sc0 ls14 ws11">fixed-r<span class="_ _2"></span>at<span class="_ _2"></span>e products ma<span class="_ _2"></span>turing, linked <span class="_ _2"></span>to 2020 and 2023 v<span class="_ _2"></span>olumes </div><div class="t m0 x55 h13 y17d ffd fs8 fc8 sc0 ls14 ws11">respectively<span class="_ _6"></span>.</div><div class="t m0 x87 h13 y17e ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">The proportion <span class="_ _2"></span>of mortgage <span class="_ _2"></span>lending placed through <span class="_ _2"></span>financial </span></div><div class="t m0 x55 h14 y17f ffc fs8 fc8 sc0 ls14 ws11">advisers</div><div class="t m0 x8c h3a y180 ffd fs19 fc8 sc0 ls1 ws0">3</div><div class="t m0 x8d h13 y181 ffd fs8 fc8 sc0 ls14 ws11"> in 2025 r<span class="_ _2"></span>emained flat at <span class="_ _2"></span>84% (2024: 84%).</div><div class="t m0 x87 h2a y182 ff13 fs5 fc7 sc0 ls1 ws0">Housing mark<span class="_ _2"></span>et – residen<span class="_ _2"></span>tial sales and lettings</div><div class="t m0 x87 h13 y183 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">In 2025, the UK housing mark<span class="_ _0"></span>et saw improv<span class="_ _2"></span>ed activity ver<span class="_ _2"></span>sus 2024, </span></div><div class="t m0 x55 h13 y184 ffd fs8 fc8 sc0 ls14 ws11">supporting str<span class="_ _2"></span>onger mortg<span class="_ _2"></span>age demand and a mor<span class="_ _2"></span>e cons<span class="_ _2"></span>tructive </div><div class="t m0 x55 h13 y185 ffd fs8 fc8 sc0 ls14 ws11">back<span class="_ _2"></span>drop int<span class="_ _2"></span>o 2026. Str<span class="_ _2"></span>onger volumes y<span class="_ _2"></span>ear<span class="_ _2"></span>-on-year w<span class="_ _2"></span>ere </div><div class="t m0 x55 h13 y186 ffd fs8 fc8 sc0 ls14 ws11">supported by s<span class="_ _2"></span>tabilising mortg<span class="_ _2"></span>age r<span class="_ _2"></span>ates, <span class="_ _2"></span>improved <span class="_ _2"></span>affor<span class="_ _2"></span>dability and </div><div class="t m0 x55 h13 y187 ffd fs8 fc8 sc0 ls14 ws11">demand ahead of SDL<span class="_ _6"></span>T changes eff<span class="_ _2"></span>ective April 2025.</div><div class="t m0 x87 h13 y188 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">UK housing tr<span class="_ _2"></span>ansactions</span></div><div class="t m0 x8e h3a y189 ffd fs19 fc8 sc0 ls1 ws0">4</div><div class="t m0 x8f h13 y188 ffd fs8 fc8 sc0 ls14 ws11"> in 2025 wer<span class="_ _2"></span>e 1,212,000, up 10% (2024: </div><div class="t m0 x55 h13 y18a ffd fs8 fc8 sc0 ls14 ws11">1,102,000). </div><div class="t m0 x87 h13 y18b ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">T<span class="_ _0"></span>ransactions year<span class="_ _0"></span>-on-year were <span class="_ _2"></span>up 18% in H1 2025 and up <span class="_ _2"></span>4% in </span></div><div class="t m0 x55 h13 y18c ffd fs8 fc8 sc0 ls14 ws11">H2 2025. Activity was <span class="_ _2"></span>front<span class="_ _0"></span>-loaded into the fir<span class="_ _2"></span>st half of the <span class="_ _2"></span>year </div><div class="t m0 x55 h13 y18d ffd fs8 fc8 sc0 ls14 ws11">ahead of SDL<span class="_ _6"></span>T threshold changes, with mor<span class="_ _2"></span>e moderat<span class="_ _2"></span>e volumes in </div><div class="t m0 x55 h13 y18e ffd fs8 fc8 sc0 ls14 ws11">the second half<span class="_ _6"></span>.</div><div class="t m0 x87 h13 y18f ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">At the <span class="_ _2"></span>end of 2025, av<span class="_ _2"></span>erage <span class="_ _2"></span>house prices in England and W<span class="_ _0"></span>ales</span></div><div class="t m0 x90 h3a y190 ffd fs19 fc8 sc0 ls1 ws0">5</div><div class="t m0 x10 h14 y18f ffc fs8 fc8 sc0 ls1 ws0"> </div><div class="t m0 x55 h13 y191 ffd fs8 fc8 sc0 ls14 ws11">were <span class="_ _2"></span>3% higher than a year <span class="_ _2"></span>earlier; London continued <span class="_ _2"></span>to lag, with </div><div class="t m0 x55 h13 y192 ffd fs8 fc8 sc0 ls14 ws11">prices up 1% year<span class="_ _0"></span>-on-year<span class="_ _6"></span>.</div><div class="t m0 x87 h13 y193 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Priva<span class="_ _2"></span>te ren<span class="_ _2"></span>tal prices paid <span class="_ _2"></span>by tenants <span class="_ _2"></span>in the UK</span></div><div class="t m0 x79 h3a y194 ffd fs19 fc8 sc0 ls1 ws0">6</div><div class="t m0 x7d h13 y193 ffd fs8 fc8 sc0 ls14 ws11"> rose <span class="_ _2"></span>by 4% in the </div><div class="t m0 x55 h13 y195 ffd fs8 fc8 sc0 ls14 ws11">12 months ended December <span class="_ _2"></span>2025 (provisional <span class="_ _2"></span>estimate).</div><div class="t m0 x18 h1d y196 ffd fs11 fc8 sc0 ls2b ws29">1 <span class="_ _15"> </span>Ap<span class="_ _1"></span>prov<span class="_ _1"></span>als fo<span class="_ _1"></span>r lend<span class="_ _1"></span>ing se<span class="_ _1"></span>cure<span class="_ _1"></span>d on dwe<span class="_ _1"></span>llin<span class="_ _1"></span>gs, B<span class="_ _1"></span>ank of Eng<span class="_ _1"></span>land – Table A<span class="_ _1"></span>5.4 (30 Janu<span class="_ _1"></span>ar<span class="_ _1"></span>y 2026)</div><div class="t m0 x18 h1d y197 ffd fs11 fc8 sc0 ls2b ws29">2 <span class="_ _15"> </span> <span class="_ _1c"></span>New m<span class="_ _1"></span>or<span class="_ _1"></span>tg<span class="_ _1"></span>age le<span class="_ _1"></span>ndin<span class="_ _1"></span>g by purp<span class="_ _1"></span>os<span class="_ _1"></span>e of loan<span class="_ _1"></span>, UK Finan<span class="_ _1"></span>ce (Ban<span class="_ _1"></span>k of Engla<span class="_ _1"></span>nd) – T<span class="_ _2"></span>abl<span class="_ _1"></span>e MM23 (30 Jan<span class="_ _1"></span>uar<span class="_ _1"></span>y 2026)</div><div class="t m0 x18 h1d y198 ffd fs11 fc8 sc0 ls2b ws29">3 <span class="_ _15"> </span> <span class="_ _1c"></span>New r<span class="_ _1"></span>esid<span class="_ _1"></span>ential l<span class="_ _1"></span>endi<span class="_ _1"></span>ng so<span class="_ _1"></span>ld dire<span class="_ _1"></span>c<span class="_ _1"></span>t and via i<span class="_ _1"></span>nterm<span class="_ _1"></span>edia<span class="_ _1"></span>rie<span class="_ _1"></span>s (<span class="_ _2"></span>ex<span class="_ _1"></span>clud<span class="_ _1"></span>ing pr<span class="_ _1"></span>odu<span class="_ _1"></span>ct tr<span class="_ _1"></span>ans<span class="_ _1"></span>fer<span class="_ _1"></span>s), UK Finan<span class="_ _1"></span>ce – T<span class="_ _2"></span>abl<span class="_ _1"></span>e RL8 (17 <span class="_ _2"></span>Fe<span class="_ _1"></span>brua<span class="_ _1"></span>ry 20<span class="_ _1"></span>26)</div><div class="t m0 x18 h1d y199 ffd fs11 fc8 sc0 ls2b ws29">4 <span class="_ _15"> </span> <span class="_ _1c"></span>Numb<span class="_ _1"></span>er of re<span class="_ _1"></span>side<span class="_ _1"></span>ntial p<span class="_ _1"></span>rope<span class="_ _1"></span>r<span class="_ _1"></span>ty t<span class="_ _1"></span>rans<span class="_ _1"></span>ac<span class="_ _1"></span>tio<span class="_ _1"></span>n comp<span class="_ _1"></span>leti<span class="_ _1"></span>ons wi<span class="_ _1"></span>th val<span class="_ _1"></span>ue £40,<span class="_ _1"></span>00<span class="_ _1"></span>0 or a<span class="_ _1"></span>bove, HM<span class="_ _1"></span>RC (30 Janu<span class="_ _1"></span>ar<span class="_ _1"></span>y 2026)</div><div class="t m0 x18 h1d y19a ffd fs11 fc8 sc0 ls2b ws29">5 <span class="_ _15"> </span>Hou<span class="_ _1"></span>se pr<span class="_ _1"></span>ice in<span class="_ _1"></span>dex<span class="_ _1"></span>, Engla<span class="_ _1"></span>nd and Wal<span class="_ _1"></span>es, L<span class="_ _1"></span>SL Ac<span class="_ _1"></span>ada<span class="_ _1"></span>ta (Jan<span class="_ _1"></span>uar<span class="_ _1"></span>y 2026)</div><div class="t m0 x18 h1d y6f ffd fs11 fc8 sc0 ls2b ws29">6 <span class="_ _15"> </span>Ind<span class="_ _1"></span>ex of Pr<span class="_ _1"></span>iva<span class="_ _1"></span>te Hous<span class="_ _1"></span>ing Ren<span class="_ _1"></span>tal Pr<span class="_ _1"></span>ice<span class="_ _1"></span>s, UK, O<span class="_ _1"></span>NS (Janu<span class="_ _1"></span>ar<span class="_ _1"></span>y 2026)</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   7<span class="_ _11"></span><span class="fc2 sc0">c200596_Book.indb   7<span class="_ _12"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pfa" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pca w4 h0"><img 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class="bi x0 y19b w5 h3b" alt="" /><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">08<span class="_ _13"> </span>09</div><div class="t m0 x19 he y1e ff10 fs6 fc4 sc0 ls11 wse">OVERVIEW</div><div class="t m0 x6 h10 y21 ffc fs4 fc6 sc0 ls12 wsf">C<span class="_ _1"></span>hair<span class="_ _14"></span>’<span class="_ _1c"></span>s<span class="_ _1"></span> St<span class="_ _1"></span>ate<span class="_ _1"></span>ment</div><div class="t m0 x3f h6 y71 ff13 fs2 fca sc0 ls6 ws4">Almost tw<span class="_ _2"></span>o year<span class="_ _2"></span>s in<span class="_ _2"></span>to m<span class="_ _2"></span>y tenur<span class="_ _2"></span>e as Chair<span class="_ _e"></span>, </div><div class="t m0 x3f h6 y72 ff13 fs2 fca sc0 ls6 ws4">I am pleased t<span class="_ _2"></span>o report <span class="_ _2"></span>progr<span class="_ _2"></span>ess in critical </div><div class="t m0 x3f h6 ycb ff13 fs2 fca sc0 ls6 ws4">aspects to deliv<span class="_ _2"></span>er on the Gr<span class="_ _2"></span>oup’<span class="_ _6"></span>s potential. </div><div class="t m0 x3f h6 ycc ff13 fs2 fca sc0 ls6 ws4">The intr<span class="_ _2"></span>oduction of the 2025 <span class="_ _2"></span>L<span class="_ _6"></span>TIP means the </div><div class="t m0 x3f h6 ycd ff13 fs2 fca sc0 ls6 ws4">leadership <span class="_ _2"></span>team is no<span class="_ _2"></span>w corr<span class="_ _2"></span>ectly incentivised </div><div class="t m0 x3f h6 y19c ff13 fs2 fca sc0 ls6 ws4">and fully aligned with our <span class="_ _2"></span>Shareholder<span class="_ _2"></span>s.</div><div class="t m0 x3f h28 y19d ff16 fs2 fc7 sc0 ls1 ws0">Strong pr<span class="_ _2"></span>ofit momentum despit<span class="_ _2"></span>e uncertain </div><div class="t m0 x3f h28 y19e ff16 fs2 fc7 sc0 ls1 ws0">mark<span class="_ _2"></span>et conditions </div><div class="t m0 x3f h13 y19f ffd fs8 fc8 sc0 ls14 ws11">The Ex<span class="_ _2"></span>ecutive and Senior Leader<span class="_ _2"></span>ship T<span class="_ _6"></span>eams have deliv<span class="_ _2"></span>ered r<span class="_ _2"></span>obustly </div><div class="t m0 x3f h13 y1a0 ffd fs8 fc8 sc0 ls14 ws11">across all <span class="_ _2"></span>three of our Divisions, with <span class="_ _2"></span>Underlying Opera<span class="_ _2"></span>ting Pr<span class="_ _2"></span>ofit up </div><div class="t m0 x3f h13 y1a1 ffd fs8 fc8 sc0 ls14 ws11">in all three <span class="_ _2"></span>Divisions, and centr<span class="_ _2"></span>al costs d<span class="_ _2"></span>own as cos<span class="_ _2"></span>ts were tigh<span class="_ _2"></span>tly </div><div class="t m0 x3f h13 y1a2 ffd fs8 fc8 sc0 ls14 ws11">contr<span class="_ _2"></span>olled. Our capit<span class="_ _2"></span>al requir<span class="_ _2"></span>ements r<span class="_ _2"></span>emained low<span class="_ _6"></span>, which combined </div><div class="t m0 x3f h13 y1a3 ffd fs8 fc8 sc0 ls14 ws11">with our 17% pr<span class="_ _2"></span>ofit growth <span class="_ _2"></span>resulted in <span class="_ _2"></span>improv<span class="_ _2"></span>ed ROCE and another </div><div class="t m0 x3f h13 y1a4 ffd fs8 fc8 sc0 ls14 ws11">year of s<span class="_ _2"></span>trong c<span class="_ _2"></span>ash genera<span class="_ _2"></span>tion.</div><div class="t m0 x3f h13 y1a5 ffd fs8 fc8 sc0 ls14 ws11">Housing mark<span class="_ _2"></span>et and r<span class="_ _2"></span>efinancing activity lev<span class="_ _2"></span>els have <span class="_ _2"></span>increased </div><div class="t m0 x3f h13 y1a6 ffd fs8 fc8 sc0 ls14 ws11">somewhat, fr<span class="_ _2"></span>om low lev<span class="_ _2"></span>els, through the <span class="_ _2"></span>course <span class="_ _2"></span>of the year<span class="_ _6"></span>, which the </div><div class="t m0 x3f h13 y1a7 ffd fs8 fc8 sc0 ls14 ws11">Group has <span class="_ _2"></span>been quick to lev<span class="_ _2"></span>erage. <span class="_ _2"></span>Revenue <span class="_ _2"></span>was up 6% f<span class="_ _2"></span>or the y<span class="_ _2"></span>ear<span class="_ _6"></span>, </div><div class="t m0 x3f h13 y1a8 ffd fs8 fc8 sc0 ls14 ws11">demonstr<span class="_ _2"></span>ating a sequential <span class="_ _2"></span>year<span class="_ _2"></span>-on-year <span class="_ _2"></span>improv<span class="_ _2"></span>ement in the sec<span class="_ _2"></span>ond </div><div class="t m0 x3f h13 y1a9 ffd fs8 fc8 sc0 ls14 ws11">half of the year<span class="_ _e"></span>. That said, Governmen<span class="_ _2"></span>t macro-economic <span class="_ _2"></span>policy </div><div class="t m0 x3f h13 y1aa ffd fs8 fc8 sc0 ls14 ws11">remains unclear and <span class="_ _2"></span>policies towar<span class="_ _2"></span>ds the housing mark<span class="_ _0"></span>et do not </div><div class="t m0 x3f h13 y1ab ffd fs8 fc8 sc0 ls14 ws11">alwa<span class="_ _2"></span>ys appear coher<span class="_ _2"></span>ent. The r<span class="_ _2"></span>ecent ‘mansion t<span class="_ _2"></span>ax’ policy could crea<span class="_ _2"></span>te </div><div class="t m0 x3f h13 y1ac ffd fs8 fc8 sc0 ls14 ws11">opportunities f<span class="_ _2"></span>or LSL, with the poten<span class="_ _2"></span>tial requir<span class="_ _2"></span>ement f<span class="_ _2"></span>or valuations </div><div class="t m0 x3f h13 y1ad ffd fs8 fc8 sc0 ls14 ws11">for <span class="_ _2"></span>residential pr<span class="_ _2"></span>operties.</div><div class="t m0 x3f hf y1ae ffb fs2 fc7 sc0 ls1 ws0">Balance sheet str<span class="_ _2"></span>ength and dividend</div><div class="t m0 x3f h13 y1af ffd fs8 fc8 sc0 ls14 ws11">The financial str<span class="_ _2"></span>ength of <span class="_ _2"></span>the Group has <span class="_ _2"></span>been demonstr<span class="_ _2"></span>ated ag<span class="_ _2"></span>ain </div><div class="t m0 x3f h13 y1b0 ffd fs8 fc8 sc0 ls14 ws11">during the year<span class="_ _6"></span>, with r<span class="_ _2"></span>obust cash <span class="_ _2"></span>genera<span class="_ _2"></span>tion of £29.3m. Our capit<span class="_ _2"></span>al </div><div class="t m0 x3f h13 y1b1 ffd fs8 fc8 sc0 ls14 ws11">allocation priorities <span class="_ _2"></span>remain unchanged: or<span class="_ _2"></span>ganic <span class="_ _2"></span>growth, inor<span class="_ _2"></span>ganic </div><div class="t m0 x3f h13 y1b2 ffd fs8 fc8 sc0 ls14 ws11">growth, d<span class="_ _2"></span>ividend and then share <span class="_ _2"></span>buyback, while maint<span class="_ _2"></span>aining a str<span class="_ _2"></span>ong </div><div class="t m0 x3f h13 y1b3 ffd fs8 fc8 sc0 ls14 ws11">balance sheet. W<span class="_ _2"></span>e ha<span class="_ _2"></span>ve alloca<span class="_ _2"></span>ted capit<span class="_ _2"></span>al to all f<span class="_ _2"></span>our ar<span class="_ _2"></span>eas during the </div><div class="t m0 x3f h13 y1b4 ffd fs8 fc8 sc0 ls14 ws11">year<span class="_ _6"></span>. </div><div class="t m0 x3f h13 y1b5 ffd fs8 fc8 sc0 ls14 ws11">The Group <span class="_ _2"></span>has made org<span class="_ _2"></span>anic inv<span class="_ _2"></span>estments t<span class="_ _2"></span>o position itself f<span class="_ _2"></span>or further </div><div class="t m0 x3f h13 y1b6 ffd fs8 fc8 sc0 ls14 ws11">growth, in<span class="_ _2"></span>cluding technology in<span class="_ _2"></span>vestments <span class="_ _2"></span>in Financial Services and </div><div class="t m0 x3f h13 y1b7 ffd fs8 fc8 sc0 ls14 ws11">Surveying &amp; V<span class="_ _0"></span>aluation. W<span class="_ _2"></span>e made a bolt<span class="_ _0"></span>-on acquisition by our Esta<span class="_ _2"></span>te </div><div class="t m0 x3f h13 y1b8 ffd fs8 fc8 sc0 ls14 ws11">Agency Fr<span class="_ _2"></span>anchising Division just a<span class="_ _2"></span>fter the year<span class="ffc ls1 ws0"> <span class="_ _2"></span><span class="ffd ls14 ws11">end. Furthermore, the </span></span></div><div class="t m0 x3f h13 y1b9 ffd fs8 fc8 sc0 ls14 ws11">Pivotal <span class="_ _2"></span>Growth join<span class="_ _2"></span>t ventur<span class="_ _2"></span>e repaid loan <span class="_ _2"></span>notes and took <span class="_ _2"></span>on external </div><div class="t m0 x3f h13 y1ba ffd fs8 fc8 sc0 ls14 ws11">debt, a significan<span class="_ _2"></span>t milestone <span class="_ _2"></span>for the <span class="_ _2"></span>business.</div><div class="t m0 x3f h13 y1bb ffd fs8 fc8 sc0 ls14 ws11">The Group <span class="_ _2"></span>is returning c<span class="_ _2"></span>apital to <span class="_ _2"></span>Shareholder<span class="_ _2"></span>s in two w<span class="_ _2"></span>ays, <span class="_ _2"></span>via its </div><div class="t m0 x3f h13 y1bc ffd fs8 fc8 sc0 ls14 ws11">share buyback pr<span class="_ _2"></span>ogramme <span class="_ _2"></span>and a proposal <span class="_ _2"></span>to maint<span class="_ _2"></span>ain the final </div><div class="t m0 x3f h13 y1bd ffd fs8 fc8 sc0 ls14 ws11">dividend at 7.4 pence <span class="_ _2"></span>per share, meaning a <span class="_ _2"></span>total dividend <span class="_ _2"></span>for the </div><div class="t m0 x3f h13 y1be ffd fs8 fc8 sc0 ls14 ws11">year of 11.4 pence <span class="_ _2"></span>per share.  </div><div class="t m4 x57 h3c y1bf ffd fs9 fc7 sc0 ls65 ws60"> The <span class="_ _2"></span>Gr<span class="_ _2"></span>oup has <span class="_ _2"></span>tak<span class="_ _6"></span>en advan<span class="_ _2"></span>tag<span class="_ _2"></span>e </div><div class="t m4 x52 h3c y1c0 ffd fs9 fc7 sc0 ls65 ws60">of the <span class="_ _2"></span>mark<span class="_ _0"></span>et rec<span class="_ _2"></span>ov<span class="_ _2"></span>ery and deliv<span class="_ _2"></span>er<span class="_ _2"></span>ed </div><div class="t m4 x41 h3d y1c1 ffc fs9 fc7 sc0 ls65 ws0">importan<span class="_ _2"></span>t s<span class="_ _2"></span>tra<span class="_ _2"></span>tegic pr<span class="_ _0"></span>ogress acr<span class="_ _2"></span>oss </div><div class="t m4 x1b h3c y1c2 ffd fs9 fc7 sc0 ls65 ws60">all thr<span class="_ _2"></span>ee Divisions <span class="_ _2"></span>which will <span class="_ _2"></span>deliver </div><div class="t m4 x91 h3c y1c3 ffd fs9 fc7 sc0 ls65 ws60">future <span class="_ _2"></span>or<span class="_ _2"></span>g<span class="_ _2"></span>anic gr<span class="_ _2"></span>owth. <span class="_ _2"></span></div><div class="t m0 x92 h25 y1c4 ffb fs1 fca sc0 ls1 ws0">Adrian Collins </div><div class="t m0 x93 h3e y1c5 ffc fs1 fca sc0 ls1 ws0">Chair</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   8<span class="_ _11"></span><span class="fc2 sc0">c200596_Book.indb   8<span class="_ _12"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
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ie6ug8ABQgApKajWHpm9Utf/ttHVq3fGmzyA1CAAECS9uzd/+ji1dd+/yct23frPgAFCAAk2363/svPb7jn8RCCPT4BFCAAkKaOYumhRSs+9637pR+AAgQAUjZ/4XPX3vpoy/Y2owBQgABAslat3/q5/33/qvVbYwi2/QEoQAAgTXv2tl/+nYcWLHxO+gEoQAAgZc1PP/9XNy5o2Wa3TwAFCACka8/e9stvfHDB48+FEGz7A1CAAECylqx48TPX/lPLNlf5A1CAAEC6Ooqla2599AfznzQKAAUIAKSsdWfbZ6+776e/XGcUAAoQAEjZqvVbP3XF3S3bdzvqD0ABAgApu/+xZZddd18M6g9AAQIASbvxnsevv/sxcwBQgABAyjqKpUu/PG+RA/8ABocyIwAAjnD+rTUKgEHCNkAA4Ijl35XzFj0j/wAGEdsAAYAjln+2/gEoQABA/gGgAAEA+QfAEeQ4QADgnc2/u535E2DQsg0QAHjHXPO9H9n6B6AAAYD03Thv4e33LzYHAAUIACSu+ak119/VbA4AChAASNymLdv/x5fnmQOAAgQAErdnb/t//dyt5gCgAAGA9M3563tbtu02BwAFCAAk7o4FTy5a6uSfAAoQAEjdpi3bv/L/HjIHAAUIACSuo1hy+B+AAgQAcuHq7z7Ssm2XOQAoQAAgcavWbXXxdwAFCACkr6NYuvhLd5oDgAIEANI378Gn7f8JoAABgPS17mhz/k8ABQgA5MJVtzxsCAAKEABI36p1W+c3LzMHAAUIAKTvsm/8syEAKEAAIH1PL9+4ct0WcwBQgABA+q78zgOGAKAAAYD02QAIoAABgLywARBAAQIAufD08o0r19oACKAAAYAcuOHOZkMAUIAAQPo2bdm+aOkL5gCgAAGA9P3zo88YAoACBADS11EsXX/nv5sDgAIEANL3xJLnDQFAAQIAufCN2x41BAAFCACkr3VHm4tAAChAACAXHli4zBAAFCAAkAs/fHiJIQAoQAAgfXYBBVCAAEBe/Gr1ZkMAUIAAQC7c95NfGQKAAgQA0tdRLM1vftYcABQgAJC+5ze2GAKAAgQAcmHxs+sNAUABAgC5sGT5i4YAoAABgFxwECCAAgQAcmHTlu2GAKAAAYBcWLPBaWAAFCAAkA+/+rVrwQMoQAAgH1548RVDAFCAAEAuOA0MgAIEAHKho1gyBAAFCADkwsuv7DQEAAUIAOTC7j37DAFAAQIAubBq3RZDAFCAAAAAKEAAICE/XrzaEAAUIAAAAAoQAAAABQgAZM5/PLPOEAAUIACQCy3bdhkCgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoACNAAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAA6N/kY+sNAQUIAAC5UDu0whBQgAAAAChAAABIyPBK2wBRgAAAkA8n1NcaAgoQAAAABQgAAAlpGD7UEFCAAACQC4WyaAgoQAAASN/0cQ2GgAIEAIBcOKp6iCGgAAEAIBfOnDDKEFCAAACQC6Nqqw0BBQgAALlw3IhhhoACBACAXBhRXWkIKEAAAEjfrKZGQ0ABAgBALjgNDAoQAADyYuLRdYaAAgQAgFw4vn64IaAAAQAgfdPHNRTKojmgAAEAIH3nn3KcIaAAAQAgF6aPazAEFCAAAKSvvqbKlQBRgAAAkAsXnHqCIaAAAQAgF86edKwhoAABACB99TVVE0bWmgMKEAAA0mcXUBQgAADkxScUIAoQAADyYPq4BmcBRQECAEAu/OmMkwwBBQgAAOmrr6l67+h3mQMKEAAA0nfBqScUyqI5oAABACB9l7x/kiGgAAEAIH1zZzQNrSiYAwoQAADS99GTjzMEFCAAAKTv4qkTRtdVmwMKEAAA0vfnZ51sCChAAABInyMAUYAAAJAXTgGKAgQAgFy49vxpNgCiAAEAIH31NVUzT2w0BxQgAACk75t/NL1QFs0BBQgAAImb1dQ4ZUy9OaAAAQAgcfU1VV+ZPdUcUIAAAJC+z5/zXieAQQECAED6ZjU1zm4aaw4oQAAASJz9P1GAAACQFzdfNMP+nyhAAABI39wZTRNG1poDChAAABI3fVzDnNNPNAcUIAAAJK6+purbHz/d9d9RgAAAkL4fXPpBh/+hAAEAIH3fv+Ss0XXV5oACBACAxF1+3pQpY+rNAQUIAACJmzuj6aKp480BBQgAAOnn36fPOMkcUIAAAJC46eMa5B8KEAAAcpF/N114hjmgAAEAIHGzmhpvuvAMl/4jYeVGAAAAwbF/5INtgAAAIP/IC9sAAQDIu2vPnza7aaw5oAABACBx37/kLJd9RwECAEDi6muq7p1z7ojqSqNAAQIAQMpmNTVe/dFpTvuJAgQAgMRdft6Ui6aONwcUIAAApKy+puoHl35wdF21UaAAAQAgZRdPnfD5c06x5ycKEAAAUlZfU3XzRTMmjKw1ChQgAACkbO6ZTXNOP9GmP1CAAACkbPrxDV/58FRH/YECBAAgZfU1Vd/6+AemNLrUOyhAAACSbr8vzJw886RGu32CAgQAIOX2++J5k2c2aT9QgAAAJN1+X5g55UPaDxQgAAAJm9RQd8VHpjreDxQgAADJqh9WdeG0CReeNmFEdaVpgAIEACBN/336pA+d3PjeMfV2+AQFCABAouH3gUmzTh4r/EABAgCQpg+MP+bspjGnjWuYeEydaYACBAAgKfXDqqaPP+a/nHjslOOOPqa22uY+UIAAACTiI5PHhRDPOmlMCGHKcUcfUyf5QAECAL9D37vq4hBCCP0thf8GS+ZxoHvFN71LfLMHPPhN/I2f/Y0fIg74MDG8+Ys67NHe+OXFtzSE+FZezMAPFX+TH3/g/w+xnxvG/gYd+3+44UMrJhxT1/uflR4oQABgUPjEzFMNASBhZUYAAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAGlXIjAADyZnPLzq4v1mx69bW2fV1fx0NuFPv5aoAb9PN9jAM9eRz4IeMAf77hixn4oQZ8DXHgex7+1CH2c8N42G36f7x+/j6+wU/U7yuKbza3vg814A8Xfw/vtFG11VPG1PuNQwECAPwudBRLW1p3rXnx1Re3bP/Fqpe2vbbnZ89uOLRCYq/QiP1mT+xJqdgnkmLfR+hTUL3zKx72HH2fKB5SjfGQhOv1YmKMh4RUPCz43vTub3LfQ55lwKfoNZbY5/Fi3wiN/Q0h9jfD2Ddce38bY68Z932K2OelxsNfUoy/rwKc1dSoAFGAAABH0OatO3+xavMza15avGzjqo2v9Pm3GKMBAQoQACDTWnfueXbNf96/8LkFT6zod+MbAAoQAMi21RtafvTz1Y/8x+pVG1pMA0ABAgAJ2rR1x33Ny+b969JXtu8OIfR/qhIAFCAAkF0dxdKiX6697s7HVq9v6eo+ABQgAJCa1p175j38ixt++HjXtzb5AShAACBBm7bu+NadzQseX9FVfgAoQAAg4fZbHsQfgAIEABJvv4XLpR+AAgQAkrVnb/s372y+Y8FTyg9AAQIAyeoolh56YsVl3/oXp3kBUIAAQMo2bd0x52v/sGrdVqMAUIAAQLI6iqVrbn30BwuetNsngAIEAFK2aeuO//YXt7Vs320UAAoQAEhWR7F0z8NLvnrLIyHY+AegAAGAdLXubPvsdff99JfrjAJAAQIAKVu1fuunrry7ZVubUQAoQAAgZXcseOqqW/41xGDXTwAFCAAkq6NYuubv/u32+U8qPwAFCAAknn+XfvmeRb9caxQAChAASFnrzrZPfumula72DqAAAYDE829H27lzb2nZttuBfwAKEABIPf8+c4sLvgMMKmVGAAAcqfzbJv8AFCAAIP8AUIAAgPwD4MhxHCAA8I7Zs7f93M/c3LKtzSgABifbAAGAd0ZHsfQnf32vrX8AChAASN+lV969aKnLvgMoQAAgdTfOWyj/ABQgAJC+p5dvvP6uZnMAUIAAQOJad7T94V/cZg4AChAASFxHsXTOn95sDgAKEABI39Xfe8TJPwEUIACQvuanfn37/YvNAUABAgCJa93R9sXr55sDgAIEANL353/zTy3bdpkDgAIEABLX/NSvXf0PQAECAOnbs7f9i9+2/yeAAgQAcuCvbphv/08ABQgApG/Tlu3zm5eZA4ACBADS9z+/+kNDAFCAAED67m9+duW6LeYAoAABgMR1FEtXf/dH5gCgAAGA9D34+HNOAAOgAAGA9HUUS1d/9xFzAFCAAED6HlxoAyCAAgQAcsAGQAAFCADkxRNLnrcBEEABAgC58I3bHjUEAAUIAKTv6eUbV651DUAABQgA5MCd8580BAAFCACkb8/e9vnNz5oDgAIEANL3jz9aaggAChAAyIUfPrzEEAAUIACQvtYdbc4BA6AAAYBceGDhMkMAUIAAQC7cdM/jhgCgAAGA9G3asr1l2y5zAFCAAED6frJ4tSEAKEAAIBf+7WerDAFAAQIA6duzt33R0hfMAUABAgDpW/7Cy4YAoAABgFz46dK1hgCgAAGAXHhq2QZDAFCAAED6OoolBwECKEAAIBdefmWnIQAoQAAgF5Ys32gIAAoQAMiF9S+1GgKAAgQAcsFpYAAUIACQF04DA6AAAYBc2LO33RAAFCAAkAutO9oMAUABAgC58PKrrxkCgAIEAHJh85bthgCgAAGAXNi+63VDAFCAAEAuuBw8gAIEAABAAQIAAKAAAYAsmt/8rCEAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAFkwjlMAABLkSURBVAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAACtAIAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAJBvZ04YZQgoQAAAABQgAAAAChAAADJneGWFIaAAAQAgF06orzUEFCAAAAAKEAAAEjK6rtoQUIAAAAAoQAAASMWspkZDQAECAEAujBhaaQgoQAAAyIWTjx1hCChAAADIhYlH1xkCChAAAHLh2KNqDAEFCAAA6auvqRpaUTAHFCAAAKTvtOOONgQUIAAA5MKZE0YZAgoQAAByYfKx9YaAAgQAgFwYXVdtCChAAABI36ymRkNAAQIAQC585D1jDQEFCAAAudA0aoQhoAABACB9E0fWjaiuNAcUIAAApO9jk483BBQgAADkwsyTxhgCChAAANJnF1AUIAAA5MUff2CSIaAAAQAgF86aeKwhoAABACB9s5oah1YUzAEFCAAA6bvwfeMNAQUIAADpmziybsqYenNAAQIAQPqcAwYFCAAAuVBfUzXzxEZzQAECAED6Ljj1hEJZNAcUIAAApO+S99sFFAUIAAA5MHdGk4tAoAABACAXbABEAQIAQC5ce/40GwBRgAAAkD6nAEUBAgBAXlz14fc5BSgKEAAA0jdxZN0Z40eZAwoQAADSd8PHTzcEFCAAAKTv8vOmjK6rNgcUIAAAJK6+puoTp55gDihAAABI380XzXACGBQgAACkb+6Mpgkja80BBQgAAImbOLJuzuknmgMKEAAA0nfLJ+3/iQIEAIAc+M4FfzCiutIcUIAAAJC4i6dOcP13FCAAAKRv+riGz59zijmgAAEAIHH1NVXXnj/N4X8oQAAASN+9c851+B8KEAAA0vf9S86SfyhAAADIRf5NGVNvDihAAABI3NwZTfIPBQgAALnIv0+fcZI5oAABAED+gQIEAAD5B4NeuREAAEAI4drzp81uGmsOKEAAAEicM3+iAAEAIH31NVU3XzRjwshao0ABAgBA4vl375xzXfYdBQgAAImbPq7hpgvPKJRFo0ABAgBAyi4/b8pFU8ebAwoQAABS5sA/FCAAAOTCrKbGr8yeOrSiYBQoQAAASJkr/oECBAAgfbOaGv/y3MnO+QkKEACAlNXXVF31kfedMX6UUYACBAAgZXPPbJrzBye53gMoQAAAUjb7PWP/cqbdPkEBAgCQtOnHN3z1o6eNrqs2ClCAAAAka1JD3RWz3zelsd4oQAECAJCs2SePvezsU2z3AwUIAECy6odVXXTa+AtOm+B4P1CAAAAka/oJx/zZB9/z3jH1zvMJChD4/+3dbWxV9QHH8XNA4LYFb8u1twUKhbaoCBOFrhDNNIIPmyEanLxwvphLfMg0GS4jxrFsMySGzZFtUTejLHM6F6fBwcCZxUzcilF8QgSlc2oBq66UFMqkXdO1dS8MkfZeMrMBg///83lF29ue258x6Tfn3HMBIEzTq8qvmlN3yczJTvqBAgQAIEzz6qquOGfavPoq4QcKEACAAE2vKl94Vs28uqpZNS71BAUIAEBgyVddXp/PXnDGxOlV2WmVWdUHChAAgJPeaeMyn6+vSpJkamV2Sm7chPLS/KmlVdlSyQcKEAA4rl757W1H48ek//UXj8ax0+N0rPRoHyA90ifSozj/Z/qe9H87TrEvVJRlSkb7yxMUIABwIplcXWEEgICNMAEAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAUlX788cdWAAAAiIFzgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAADgxHOKCQCAeLzfcSBJkvbOj97feyBJ0iRJXvvbh/sO9CRJmiaffOKQtMi/hj0gLfyGtNgjD33w6TGGfHXIlw99XPQRhz0o/fRJFDtaOuQxQ57z8M+nww9d8KPSgl8vHfJ8j/y7p0UOlxabNy14+PCjpIW/dcEPTIcfpvh/0OPn7Im5JXPq/H+HAgQAOOb6BwbbOz96peX9XX/f/05b5/Pbd+3t6ilsn8I6K2iMNE2TIm2WDsuvoYmUFjZK0QI8rCMLCjAtDJ70yAX42b/9P3zvsKMc8RCHzZIO+Xnp0LJMi42QFtswHXKQIR+mh2fo0EOkQ55qWviU0vT/VYBJkihAFCAAwLHSeaDn9bc//MuW1he27W7Z1XH4WaohiQWgAAEATkY9vf96s7V9w6YdGza17N1/MJV5AAoQAAgv/DZv37163eZNr+1KRB+AAgQAwtM/MNi8pXX12s2btu489Dn9B6AAAYCwtO3pWvPMtlW//nOx218CoAABgCC8/Gbbt+99qmXXHlMAKEAAIEz9A4Mbmt9c8cDTHfu7k8RJPwAFCAAE3H73P93RdTARfwAKEAAI1dpnt6+4/+mO/QelH4ACBACC1ban67rvP/rXnXuUH4ACBACC1dPbt+wnG9Y9uz1JxR+AAgQAwrV247ZbfvA7OwAoQAAgZJ0Hum9euWbTllaXfQIoQAAgZGs3brtl5RPSD0ABAgAh6+ntW/bj9eue3W4KAAUIAISsZeeea25/uGPfQVMAKEAAIGRrN267ZeUar/oDUIAAQMj6Bwa/8cMn1m3crv4AFCAAELKe3r6vfe/R5i3vqj8ABQgAhKzzQPeCG37mhX8AJ4IRJgAAjp2X33hvwQ33yj+AE4RzgADAMcy/K25dnSSJW78AnCCcAwQAjln+LV1tBwAFCADIPwAUIAAg/wA4ZrwOEAA4uvm3+4qlv7ADwInJOUAA4Kjp7Op29g9AAQIAUeTfguvvsQOAAgQAAtc/MHjznY973z8ABQgAhO/a2x9qfvVdOwAoQAAgcL9ct1n+AShAACB8L72xe/ndT9oBQAECAIHr7Oq+/o5H7QCgAAGA8H39zsfc/QVAAQIA4fPyPwAFCABEoa19//K7N9gBQAECAIHrHxj86ncesQOAAgQAwvfw+pd2tLbbAUABAgCBc/0ngAIEAGLxrVVrjQCgAAGA8D3z4lvu/wmgAAGA8PUPDH7zLicAARQgABCBh9e/1LHvIzsAKEAAIHA9vX1uAAOgAAGAKNz3+HNGAFCAAED4enr7fvTgn+wAoAABgPDd95gTgAAKEACIgBOAAAoQAIjFH59rMQKAAgQAwtc/MHjHz5+yA4ACBADCt6WlzXsAAihAACAKqx58xggAChAACF9nV3fzq+/YAUABAgDh+9XvXzQCgAIEAKLwkAIEUIAAQAxaWtvdAwZAAQIAUXhq0w4jAChAACAKLgEFUIAAQBRcAgqgAAGAWLzw+k4jAChAACAKjzz5shEAFCAAEL6e3r4d77bbAUABAgDhe2GrS0ABFCAAEIetb31gBAAFCABE4Q/NbxgBQAECAOHzIkAABQgAxGL3h/uMAKAAAYAotLQ6AQigAAGAOGxpaTMCgAIEAKLw/NZWIwAoQAAgCm4DA6AAAYAodHZ1GwFAAQIAUejp7TMCgAIEAKLw1q4OIwAoQAAgCv84+E8jAChAACAKOz/oNAKAAgQAovD2e3uNAKAAAQAAUIAAQEC8GwSAAgQAYtH86jtGAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABSgCQAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAgOIqSsYYAQUIAABRmDmxwggoQAAAABQgAAAAChAAAE461aeWGgEFCAAAUciPLTECChAAAAAFCAAAAZmQdRUoChAAACKQK8sYAQUIAABRmDvlNCOgAAEAIApTx48zAgoQAACiUFNRZgQUIAAAROHsiTkjoAABACAK+XHeDBAFCAAAEWiozI4ckdoBBQgAAOGbO9mNQFGAAAAQh/nT8kZAAQIAQBRmVFcYAQUIAADhy5VlKkrH2AEFCAAA4bv4jElGQAECAEAUFp6pAFGAAAAQh9Pz5UZAAQIAQPiaavMlo0baAQUIAADhu6ax3ggoQAAAiMK5kyuNgAIEAIDwuQQUBQgAALFwCSgKEAAAYjFvapURUIAAABC+G8+fMXJEagcUIAAAhO/ymVOMgAIEAIDwNVRmJ2RL7YACBACA8N12yWwjoAABACB8ubLM7Ek5O6AAAQAgfEsvmmUEFCAAAIQvV5a5+IwaO6AAAQAgfEsvmuVNIFCAAAAQPicAUYAAABALJwBRgAAAEIWGyuxlMybbAQUIAADhW7V4vhFQgAAAEL5LZ9RMyJbaAQUIAADhW37ZHCOgAAEAIHwrFjWWjBppBxQgAAAErqk27wYwKEAAAIjCikWNRkABAgBAFPlXUTrGDihAAAAI3KUzalz/iQIEAIDw5coy7v+JAgQAgCjcs+R89/9EAQIAQPhWLGqsrzzVDihAAAAInJf/oQABACAKTbX5Oy739g8oQAAACF2uLHPX4vkjR6SmQAECAEDg+feb6xa4+wsKEAAAwrfyyiZv/o4CBACA8D3wlQtmT8rZAQUIAADyDxQgAADIP1CAAAAg/0ABAgCA/IPj5xQTAAAQuU/e+MGdP4mBc4AAAEStqTYv/4iHc4AAAESdfz+9+ryRI1JToAABACBkyxbOXjKnzg4oQAAACFmuLLPyyib3fUEBAgBA4Jpq8ysWNXrhHwoQAAAC58pPFCAAAISvoTK7avH8CdlSU6AAAQAgZMsWzr7qnGnu+QkKEACAkDXV5pd/8Vyn/kABAgAQslxZ5rtfmnNefbUpQAECABCyZZfM/vK5dS77BAUIAEDIbvzCWdfOm14yyh+6oAABAAjXTdoPFCAAAGHLjc3cevHZF54+UfuBAgQAIFhN0/I3XThz1sTxXu8HChAAgDDlxmaunlt/dWN9RekYa4ACBAAgzPBb0thw0ZmTGvJZa4ACBAAgQNOryhfPrZ87tVL4gQIEACDM6ls4c/JZk8bPra0sGe1PVlCAAACElHzV5Y11VZ+ryU2vyk6qGKv6QAECAHBym99QPX5sJkmSqfnslNzYcZnRdflsyehTKsrc0AWOk38DOQaG41dJZWIAAAAASUVORK5CYII=" class="bi x0 y1c6 w5 h3f" alt="" /><div class="t m0 xf he y1f ff11 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">08<span class="_ _13"> </span>09</div><div class="t m0 xe he y1e ff12 fs6 fc4 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span>FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span>CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="fc0 ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="fc4 ls11 wse">OVERVIEW</span></span></div><div class="t m0 x18 h10 y21 ffc fs4 fc6 sc0 ls1 ws0"> </div><div class="t m0 x18 h13 y1c7 ffd fs8 fc8 sc0 ls14 ws11">UK share prices, <span class="_ _2"></span>particularly in the small and mid-c<span class="_ _2"></span>ap space remain </div><div class="t m0 x18 h13 y1c8 ffd fs8 fc8 sc0 ls14 ws11">depressed as the <span class="_ _2"></span>UK fund management ind<span class="_ _2"></span>ustry continues <span class="_ _2"></span>to f<span class="_ _2"></span>ace </div><div class="t m0 x18 h13 y1c9 ffd fs8 fc8 sc0 ls14 ws11">redemptions, cr<span class="_ _2"></span>eating disloc<span class="_ _2"></span>ated v<span class="_ _2"></span>aluations. The Boar<span class="_ _2"></span>d has tak<span class="_ _0"></span>en<span class="_ _1"></span> </div><div class="t m0 x18 h13 y1ca ffd fs8 fc8 sc0 ls14 ws11">advant<span class="_ _2"></span>age of this and <span class="_ _2"></span>the existing <span class="_ _2"></span>£7m share buyback pr<span class="_ _2"></span>ogr<span class="_ _2"></span>amme </div><div class="t m0 x18 h13 y1cb ffd fs8 fc8 sc0 ls14 ws11">has been complet<span class="_ _2"></span>ed, and a new £12m b<span class="_ _2"></span>uyback progr<span class="_ _2"></span>amme has been </div><div class="t m0 x18 h13 y1cc ffd fs8 fc8 sc0 ls14 ws11">launched.</div><div class="t m0 x18 hf y1cd ffb fs2 fc7 sc0 ls1 ws0">Board chang<span class="_ _2"></span>es</div><div class="t m0 x18 h13 y1ce ffd fs8 fc8 sc0 ls14 ws11">David St<span class="_ _2"></span>ewart r<span class="_ _2"></span>etired fr<span class="_ _2"></span>om the Boar<span class="_ _2"></span>d on 30 April 2025 with our </div><div class="t m0 x18 h13 y1cf ffd fs8 fc8 sc0 ls14 ws11">thanks and bes<span class="_ _2"></span>t wishes f<span class="_ _2"></span>or the future. Adam <span class="_ _2"></span>Castleton bec<span class="_ _2"></span>ame </div><div class="t m0 x18 h13 y1d0 ffd fs8 fc8 sc0 ls14 ws11">Group CE<span class="_ _2"></span>O on 1 Ma<span class="_ _2"></span>y 2025, and the whole Boar<span class="_ _2"></span>d and I ar<span class="_ _2"></span>e impressed </div><div class="t m0 x18 h13 y1d1 ffd fs8 fc8 sc0 ls14 ws11">with his energy <span class="_ _2"></span>and focus <span class="_ _2"></span>on driving growth. <span class="_ _2"></span>David Tilak joined <span class="_ _2"></span>the </div><div class="t m0 x18 h13 y1d2 ffd fs8 fc8 sc0 ls14 ws11">Board on 12 <span class="_ _2"></span>January 2026 as Group <span class="_ _2"></span>CFO and we look <span class="_ _2"></span>forwar<span class="_ _2"></span>d to </div><div class="t m0 x18 h13 y1d3 ffd fs8 fc8 sc0 ls14 ws11">working with him. </div><div class="t m0 x18 hf y1d4 ffb fs2 fc7 sc0 ls1 ws0">Looking forw<span class="_ _2"></span>ard</div><div class="t m0 x18 h13 y1d5 ffd fs8 fc8 sc0 ls14 ws11">The mark<span class="_ _2"></span>et outlook r<span class="_ _2"></span>emains uncertain, but with <span class="_ _2"></span>our well-est<span class="_ _2"></span>ablished </div><div class="t m0 x18 h13 y1d6 ffd fs8 fc8 sc0 ls14 ws11">commercial r<span class="_ _2"></span>elationships, d<span class="_ _2"></span>eep sector expertise, <span class="_ _2"></span>track r<span class="_ _2"></span>ecord <span class="_ _2"></span>of </div><div class="t m0 x18 h13 y1d7 ffd fs8 fc8 sc0 ls14 ws11">innova<span class="_ _2"></span>tion and opportunity f<span class="_ _2"></span>or our three Divisions <span class="_ _2"></span>to work closer </div><div class="t m0 x18 h13 y1d8 ffd fs8 fc8 sc0 ls14 ws11">together<span class="_ _6"></span>, the Gr<span class="_ _2"></span>oup is well placed t<span class="_ _2"></span>o outperf<span class="_ _2"></span>orm our mark<span class="_ _2"></span>ets. E<span class="_ _2"></span>ach </div><div class="t m0 x18 h13 y1d9 ffd fs8 fc8 sc0 ls14 ws11">Division has ex<span class="_ _2"></span>citing futur<span class="_ _2"></span>e plans, and the Boar<span class="_ _2"></span>d remains con<span class="_ _2"></span>fident in </div><div class="t m0 x18 h13 y1da ffd fs8 fc8 sc0 ls14 ws11">our long-term pr<span class="_ _2"></span>ospects.</div><div class="t m0 x18 h11 y1db ffb fs8 fc8 sc0 ls14 ws0">Adrian Collins<span class="ls1"> </span></div><div class="t m0 x18 h14 y1dc ffc fs8 fc8 sc0 ls14 ws11">Chair</div><div class="t m0 x18 h13 y1dd ffd fs8 fc8 sc0 ls14 ws11">18 March 2026</div><div class="t m0 x81 h29 y1de ffb fs5 fcb sc0 ls1 ws0"> </div><div class="t m0 x94 h40 y1df ffb fs18 fc0 sc0 ls1 ws0">Group Underlying </div><div class="t m0 x80 h41 y1e0 ff16 fs18 fc0 sc0 ls1 ws0">Oper<span class="_ _2"></span>ating Pr<span class="_ _2"></span>ofit</div><div class="t m0 x95 h42 y1e1 ffb fs1a fc0 sc0 ls1 ws0">£32.6m</div><div class="t m0 x96 h1f y1e2 ffd fs5 fc0 sc0 ls1 ws0">(2024: £27.8m</div><div class="t m0 x31 h43 y1e3 ffd fs1b fc0 sc0 ls1 ws0">1</div><div class="t m0 x8b h1f y1e2 ffd fs5 fc0 sc0 ls1 ws0">)</div><div class="t m0 x81 h29 y1e4 ffb fs5 fcb sc0 ls1 ws0"> </div><div class="t m0 x8d h40 y1e5 ffb fs18 fc0 sc0 ls1 ws0">Maint<span class="_ _2"></span>ained full year </div><div class="t m0 x97 h40 y1e6 ffb fs18 fc0 sc0 ls1 ws0">dividend</div><div class="t m0 x98 h42 y1e7 ffb fs1a fc0 sc0 ls1 ws0">11.4p</div><div class="t m0 x99 h1f y1e8 ffd fs5 fc0 sc0 ls1 ws0">(2024: 11.4p)</div><div class="t m0 x81 h29 y1e9 ffb fs5 fcb sc0 ls1 ws0"> </div><div class="t m0 x9a h40 y1ea ffb fs18 fc0 sc0 ls1 ws0">Group R<span class="_ _2"></span>OCE</div><div class="t m0 x97 h42 y1eb ffb fs1a fc0 sc0 ls1 ws0">35%</div><div class="t m0 x9b h1f y1ec ffd fs5 fc0 sc0 ls1 ws0">(2024: 32%)</div><div class="t m0 x6 h1d y6f ffd fs11 fc8 sc0 ls2b ws29">1 <span class="_ _15"> </span>Refe<span class="_ _1"></span>r to note 36 t<span class="_ _1"></span>o the Fina<span class="_ _1"></span>ncia<span class="_ _1"></span>l State<span class="_ _1"></span>ment<span class="_ _1"></span>s</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   9<span class="_ _11"></span><span class="fc2 sc0">c200596_Book.indb   9<span class="_ _12"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
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7N9KUNK0fWXrr1DarZxXPTLkCfn/WLZN15CHqVW50LXLXIc9vvdHGNMlk27xXrZeskxFXdwnSzCcb8IOc9pVyQ7G525EuvF6aGoX3SdurAvswQ96rqu8THlaY4plyEn57wzqVWSSMpFRb3TlEvjw5xrLtV7F3IZpjk4vXyUj9WmlEpJJrLqNqtV3zQaY5WmXxw1ZRhkvxeRe3uB1lqdSDQrucRSG++cyzLaNE3BuXb40Lsuf2649oN3Vt8z+SXvHwAAAArwkZFL/fQXbjwSq/rK1Znv7fWHt4RT+VevDOFP/7mlQ5mmEqeqWkSLiVVdX7nmYtrf+LKFPnTH07RLzoqIbzbHXSvTWUkptP2ic+aOl11jOaf9fk5ziimXdHZy82KIxbRt2s1m1Ybg50lysNAsVkunrm/8NO7HaXTOgsru/ELEgnc517nEamPbhOPelaxTjGe7XEydc947V7RU26diYtWkVBMxdS44p6JOtfFqYjFlEVV14+3TmyfnItY0YXN0ZbnUOY67MYu6NjTB92LmczkMh3t7G6tzTl2O0XnnnXZtcKoplyIWfZMOQ5NfXM/77uj6cPSeudnMrq/d0WRcNhAAAIACfLg95AcB4oFqNb/XvXB898ZFOuwvdmIlFx3HwXnXr1fHx9v9rTu7Ypeeema9aM/v3PS1NNVK9aFzWpOYBhecWNhcXnvbn5/G/UWuOsS0Hw5Wi4lr+9XV4+PgXT7s5vOTnagb6naxCOqr01snF52aWJ1LrmJzsVKqmlloVOzSqnfq9lPaTamY9V3nTOaYxpijmTpfVcS01uqcM5FUSqpWaw3eq4lTLWZOxWqKopqLqoYiR6t85/bLIXT98khDCL5qzZ3KpCoi6pxXdSE0TbtqfeNVahWpKdecrQ3Bakop9dXmVJrovLluddWaTTLru80kLe8rAAAACvDh9ZE/4kqAT6iNDu8NX3q2n+PJNB5irLpaLOezs+i75fHVxbI5P7kxxnrlu963Dvn87vVhTk23ypbFV3Gh5rRpXBaJ6mQa74fzT8sAACAASURBVO7vZpNaZBqH83EMzjnTftEsFsGXWZOkeYq1tL71TZhz1nEXvFezsRSrJcYsYk3woW2mXJbeBW+5lDGbuGa7bso8pVzGVOZcskmrzqtk76eUvXOmUkr1KkVURHM1J1JFgnNmVk3UuVSKUwve37k4b7t+24VS5i6oaDukUl2/Xol6n0vtuk5ruXfU4pxKLVatqIjzvpiaVSc6z1FLaerQaR4tN66amlpq1UdhJhAAAIACfFj9i0+98Mit89d2BzV2B/02PXsU3nn6x0f1UKKcj9MYx6NFP0xxNrl09cp2u/HTcD6Ju3TN+3Jx+9bJ3dPttWtqNee83G59jk0XdupyLKvGjXeuH0J/tFzsxtPDPDfOOVVtvZlIrippN46HKTbOZ60m4r3mmktJc0y1VFNXvAYfvPeN0y74XGsqolXWfVNNdodhnqKqqmgbgje79+ov26bWWkVVndNSzbxJVWciuVQRycVMrHGumAXnVMXM1GQdXBoP1fveaxu0WTTFbDg41zTHR8uu7fa7nbc8jZNUUxEX+rZrvJWSYiliZiampdqwq7s7vfgYutxaEWtdSdUZ56gFAACgAB9Ov/MHzzMITxSvcs2dvuPGJzcu3jk/V62WszM7P4xVZHv56aPLT7l5d7Y7hM2l5bI93HppGCZt+xRjySWEkOZJGz9VXXjnGjk7O6nOHXUuDxfjeHAqbfBm5hoXxKU4j2MqZiJqYm3QUmrr22GOKWfnXdt1fRtKyqWa9845rbnkUkWCiu72+5yyifrgRdWJ1FJrriLqnYsxNd6nUkrJXtWpmNUQfDWdv/KrAlVVq0XFnDqnqiK5lNP9PgS/aNvTszMRXfRd33XBuXXXLbpuuVx7k/3uYnv5WMSC91bKfrdPOdcqqdRcqxNxqmW/z/Zyb86Ja5p1bRal1kZr5IBAAAAACvAhNEzx1slOma94Yjip75MvLE+fC+Kun59tt5t5ns5OTpxvremkCcv1Zml5N0XtF8u2TbdvDbU26yMfvE1js1iqFE2HYp1ZvHmxG4d5u93UnL9891SdC94H37Rdl1LSYmOJpVavzqvbLNQFLdG6ptlNKZuulus2+MbJxWEoYou2SbmkUqYpqvfqqqh0XsW7uVTnTM2+OvlnqRQzUaddCHrvHC1WRcQ7r+rUau9d0wQxEZVSdMqlmImYmuZSRPy9Ywm7tlkvl33XTSnWXNerRWM2j0Oa53W/8KEtcdjvz07342q5aV3YDwd12vhGTMwspiLjmE9ePmqCjld8tzWvvQ8pc7YiAAAACvDhc/fs8Eiv/ze4WDze4Hvq89vx83PKJqohzMP+4nw3Z2uDtm0r7WK93Kb9ndPDPnStn9LerNlsV23vchq6ZrlYzfvzcZ671eL8fBqnstgciQtTE47Xl7OVOo81zVOOpdqqCS44E3XivBTvirmQpIxTMq9N44MXKeliP89m683yaNHtTi+mXCeRhUgXXK5FxLVN43y9dy34uZRczESqarHaqptS6pqma8Kci4iUWlUkeC9WpRTvXOu9NI2Nc6rVffV3HdXqvX1CvVmaJ0up1NosFsXqfhxcaPq+LSnVNO+GYZjLYrEMQeKUrGYRDUG892IiZkFNUoy7s7DexzyZhGqpCU0svCcBAAAowIfMo3gQIL5t33U5PHP9i+fDsOzaYRiD2Pn5LqbkQic+NF2/vnQ15/3d8zNRdebGmNrNlUWn5XBItS436zrtxuEgYWnOi++PrlzqnUjbXtsc91qHYT/UXGsJXtvGee8XIUi1lGLJNmXZrLr9cJhzXjVd4zTFZLVkkctHG68yHsZSLIscbVat6jxPXjWXmoqpyhxLKpZrrSKi2gYn4mo1M6u1OFUnZqreqao03qlpKiV41zWNUy1tSLV651Sk1BpTWjWt967WOkyzOt0sl2o1znPThKChpjiNY6qlqHbLdc7z2cV5LqVWTaW4XLxzTsSp+OpadRenJ9v13XD0rLaraNVZFs4HAwAAQAHiAfnKuWGUycA3f987Wbz44WE6DyqlFMvpsN/HYtWFpvGro2tXnn461Hh29yK6/vLxpTIPzWK56duTW9eH4rbHVzvN18/PQtv7fjWPh+2qXbWNdoum64KrJSaJcbnalm4ZpOZcitM4D3mek2loGlfy9btnudR117lSajXzjYR21es4pZyS1eKbsF31y+BjSll9KbWIVDEx1bZb+uDEcspziioSvJtz1SAiUqqpipgt7p0bppZF0y6axnsffBAr20VfTby6XMucc+ODqJRqzumybcQ5732aJue01DIehpRr8H42MZWgLsdUxLum7ZrWzdM4jTlXsxqcc6WmUvrWhrs3uvWVxoewunqovA8BAAAowIfPP/voZx6/FPzqjn7sHfoa19KLYfel2xe7tmk2i36/2405O+eraLvcbI+OLq/60xu3h1je+c53FrOplKXLL738si42733vu7s4Pv/S9aNr70z73bS/2KxXKSXr2lpLnKYwjcWZeF9L6dqQq62WS5sON8+Lum6zaud5uHOxW/T9um2zyVxdtzpaHV2Wmg6nt71vWu8tp05LyOn2/hDNnHNt3y/6xXKxXATn8njYH053U5xTrmKiMZfgdNE03jnv9N6ZZmqxtm1Tzq0Pq75LtS7aVlWL2aJtD9OUsjverKY55VpKqSKizql3fduMw0GrzimXWrNZLObapmv7YRqnOU4pHR1tg3O7ebp3MtBqYqomUk0P47huTv3dL2k1zbndPnvgowYAAIACBL4jGslXhy8Mw9A07dF6pXk+THNV7dp22a+bxWa7aHZ3bly/fac9uvL00fribJdXq3x2M/vwzNNPN3E+2e+7tk1pPtSybLoyT8U30zQvttsulwsRrXWOadE0uaSu7xdObu0Pq0VvtVxcnO2nuV+sFq4G58aYm355fHS0WHbDIXrnGjVvJQQ7GZJpG3zXiLaL1eVLm4UrvqRpynfOd+f7w5SrqGtCEBGptQt+2baqUsxyrV3baFVVbZx3Tp2TZdME/5VrvC/apmt8ysU3ofM+lTrFlEupZo1z3mzZtXPKZlVVu9CkUjWnXKsr1Tm/3PTqm3mOtZqIipiqmoiomGiqZZ5HvztT15o2odv6pi2cYwkAAIACfKh84IN/xCA8CZ6SO+7ipVzq5UtHjcnJbhCRKq7rl4vVerXZ5nm4cfPm+Ri/+9nVyemZZFkFe+kwPfPUFX9x8/pQwvZYdR6Gw3J7FOb54mznVs16fbRx7uRw5py7OAzH/aJtQxXn4nTj9GwuZmWax2Es1nSLJnizElWbxXK12YYa88U47A+1qmiuJZ3OJUqzWK7VNYuuv3rpUhlPb925PU/TXGQ3JzNRddWk1tKomNlhrma27btF20w5t8G3vjOxmHPrfSp51TTqxGlo2ib4sPBumlNRW/ddruadL/cK0LsqtfOhFlPRWnLr3RTjMM+xlCY05vS4X9daq0q/WE7zbLU4VTVTE3PmVFPKaR78sJPmrAzn/aXjQ+VQQAAAAAoQb6NXjg989W2v+/Kx31N0Y7v1zd89v7jo10dayul+dz5OscrlK1dWy6WZLVy5eft2FP/0u7974UOuVTWfX797dPmSHw8v37yzvbRtxvOLMR4fH+eL832aXLdqVeL53S+nqeQ6xhy8XZhtVOs8Hfb7OcZcbSpZ1a8WbR+cag2rq/1ytWzbVPL54WBpitO4bhsTP4bt9h3Ptl5N6urS070d9je/fOP6zbNxTuXeK6VO1ayqWc0SRVW0CW4uZTfFaqbqnKl31oSw6ts2BBNV0b5pmq7t2q5vm5TyossuuDiOVXS9lqBOasm17Kep9XnddXPKqeRsFp2TfllTmmt1VYaLnXM6phyatgnNnKzUqk6zmeXsvROpadwv20YOfj5ZdN1CVk8dCh84AAAAFCAevkr8WineZ8e9118x8RGKRif27P4T+zsv9cvF8Xo1DsMQUzZbb4+uXLm8Pwx9352d3JliXWw2lxbLnMZGyvnZ6dT0bjjcOj9Zbrc1plOtjQ+H29cvYlost61zKU1n0ygxu6473h7FOC2X6zge4rCPpbjQlGnu+uWq75qaYi7NYrtarb3Y+fld8aEJPs3VO62+2bzrB58+fupSM1+cny7Xq4ubX/ry3bMxpuTbxcItxbJInKMr1Tkn9y754F3wXqv0TfDeZ9HGB3HeTFKpR32/6PrtcplSWfb9pc2qaVunWkud4jxbyW2Xau27xpsN45xqWS2WzmycUy4llXi636+6plg9O8yHlA+5mA/J1C/6GmcfQuc0pmRmJkXE5VK9ao5TGXetmtNQutVCal68YzY+cwAAACjAh8CLN04ZhD9DNH7tnDOvu+9+N77hjrfrtKVHcl7ufmHZBmk7K2U/znMuTrXvl4dprGaL5eLk9kURXa02Nh1qzTfPT8Jic7xcnNy62anUmKsLY4xHnZ0MY7Nch9WmHE7PT89iLhLad6y3OU9hsV02/vbpnEVM6jhN5pqj1UprnrM1zXK9OfZeh2mMLqw3l+1wksq86NfLZ/6lZy6tdnc++6e7fbPYDP8/e3fWLMlx3Qn+LL7ElstdqwqFAimyp9Vjbd1m/f2f52kepsdGrZGoFheAqO3uucTi7uecebhVqAWgKKkBDkX5zwBUZtzIvIGwiLL853H3czwcjlnMDU3IcNztpyVlJmIwcshIqo9dHwBUuxCJqGli8N47h0DBNDgHgE0ITQyM5WzdB2IGSKVoEU+w6VfLolOe+xi05JKyc24TY1EZsuaSj/MxSUbE/XgcGFhpKQVMnPOxCTOBlBK9R8S0LARoiI8TER3SOOemNZweaLyjputdV/ypvv8SAb9/keBHl8hnX0B8uhv+4PcR+Mdf+/HDz177w1984L/qDfHzt/z8CH9o4ydH9NHGuoZTVVVVVVU1AVZ/mTESfsKKogHAevyNLZOSG5pW5uMyHb0LYuhASlpWw4kvy7hI3/fl4fUk5FzUYXU6DLdvruc5IZiz5WgwNM348ICxC90axuk4zgVp++xL5kiWNdLQhYf7GwBN88KIqtB2XevZDKHpV+sTp+WQkhl2/can42F/IxjPLr/q2/Lrv//vhymT7y57n2RpVmtYXt/fvs1FpiwGiAiRCAAVkR0/zr4jxuBdE3wXmybGJgQBIHIEhkV7cjDnht0QGhRBQnbBIrB3jfd9NMNhXuaDyHq9JsDAnNK8kFDjWs9oVqSQobPJ+5IJ3xyObOYIu3aV5lm1hCYWtTweiYmZ1BQRS16m465Zu+XhVQZDgHjaT9jUC76qqqqqqqomwKr6qYLf45/rhvzv/x5CbJvgyvz27iGJetYuxMN4vHz2s4jpd6+uuqZdxp240HUNejoDeLh6uwAN69VxvzsWQyvpmDPwarVGkCzJxf7pk69OW5/GByEmbg83ry1rzlkA5izOx8hoyO2wOW26nNI8j6DmvY+aDndXKLBqueze/urbfWiH4WRjJU3H+7LM83g4LtmUgCAGDI4Z6LHZAyM6IgQzNQQgAxFdcnbOpSJtbJ6sVzGEpWQtpWffMNGSfAixiS54F/3juek8LrnktttsWs1iWSSXEcOKvZn1jayaZlyW1XjcxfgwTZ5dJHc7z7vDYaXardaCAyG2frwByMssKQfnHptLHObFxQmAyo7QrGeSs/89ab0y/2Xfj3xWLzWoVcGqqqqqqmoCrKofjH/vPyqf94hp7Ic1sdxf3SyiCuQcO8al4HF3dX88hq7P8yi+e/LL/xzvvrm53x3Kkoqgb/p1v9txG+C4XxaR/uQCkdF0MjsbmnL/8vbBl9D0nTveXuUCnsgxz8fJOR662A3roW84z7evrsek4v1ms/FWxjl5xle3Yxnzybkn8pZGhSLID+PUtC1tLk9KorKoWGg69m5e9mWZUNBEVCXlgoiOfcO8Wa1917axAYMhRud9bKJXj2pr77EIEbber9qu6Rv2rFoQYZQUgDpkMphZktck/oR6IlpSEZEs7e44DTE0Iaya5u5wXMV8Jv318fjN3b0j7lYbdJ7a9pT49uYKwcAsiThmRpenqWE3yYMCToDr7YtrHOrV+e/o+5eqqqqqqmoCrKof/sD40RBQRPxXjQi1zz95vq+a7N98sy7CZtNxmuaUlIa+6Zpmmueu65ZxPIp9GeJ9SmcXT+Pher+/neasOSejk6cXy/5mWpZpTiIW28F71zItufRNSEtC30O3RmYH2VPrBg+Hh7f7PTo/NE0bmhDccjzsDsdZwTU9EW369nC353nMS7rPsFptXWjI+9gOHD2GsMay9ngcFxY57h5SSaELzJRm0mxSkqoSALNDYiRWA0+8IrdpGmYXvEfniiIDb7vGg826+LYb2qaPvo3e0IwcIiBj4z2qpOMMTDGyi9HpMo0LKCgRgg1NaDwDQOtdMl3ABiGU5o0P+3EMjl2Ioem89zkvtzfXao+Lj8KSc980t8dj27MHWZYD7t/AuibA/yXfn3f7U88V/AMzfauqqqqqqgmwqn6CNPjPSn3w/ZLDx88t6qFvGxCVVLKCc66NQXLej+OTfsB2sFLu9zuK3dbJ3etv5pQN2Fy4fPbVF6en/883vykmgZxvOxcbR3jY3SOhb1xCPj+5FM2IgknBCqW0XxYRXa3att8Om60s+9v9EXw83W4EwCmOYwbMkfVO8PKrv74423QttsMpUCCEsyFakXG/wyxz2ikC+86BozRTmq1kRmxCRERRbNuub7spzwIIYisXN+tBgydypuoNNl2XltmLDn3XRucIHSAismdAWDEj45xz7qAzQASPmMwcqnNoQAwWfdxPy7oJbLrq2lnKeJgiwIuT019fXT0c9qumeORmuxnW25TScb9DADBQ1UT05PlXILpkzfOYHt769c8z1PaAP3JCqwvGVFVVVVVVE2D1F5n3fijm/ZPZ7/EPTjvynoiKQhJd92GZpyLFO97tdr5pe+Zdsg7s7s23V7t9ETq9uLDQPf3qhf3+14vg0HfReSQOjR+Px8clWKY5bU4uIB2Ww957TmqmOc/TYZ69c09OL/rTS5T06mpvHLq2xZLzsqzPn1IpZcyFoj/Z/m//8avx9dd6LwV0dXJ60nU83b98+YqZluN+PCYCYYJyhLzkaUrRBWYWM0Ju2zj0fRObDvtt1628B+9nkbN2tW5aEWFyXQx5Jo1u20VnpQmuCeycc86JanC8aGGHnW88oaWsKVu2wPRY+TFzRTHhIo7Z8RCCNC1mOag+d+52bN/c3i2pnMd20zSmfHZqaZlLSqDmmAPzf/jlf/jdP/46z2PDXObjUB7u3Gm97H/0EAh/Xt1ZatmwqqqqqmoCrKofLfvZD8e9PxD/wAznO3Y8TvPt4eidN7PDOAKAD2E8jr3knY/rYYOy/O7NVehXp0+fD+v1xuPD//yb3719s7r8cmXz/nBAKHnKHBpTQ6R118s47hy5ps2S07LkJR/nZKInZ5fQtsv9m9393SzWNO3xeDQXLy+fNoz7uyuVssvinP79//l/uBDZeb/f3X/77cvYudBgHssyjnPSYpqTSEbCJoS28Z69D83QtbFpnXeOqYtx23Rd03gfEExLbor0YErYdpG9M9flEUlt1XbBO1RlBCYgx2LGTIOPopLyAiDoIDqPyJJLyhnN0LSLDgkUoBS1EGFlxHycDr/YDi3zq90hF4E5rdqub9ul5KvXr6RkVV0OD6//4W/mMY/jbKFwnnn3cnPa7KCr1/9PkQP/bEJgrUlWVVVVVU2AVfVjfaw0/Gekvg//OpAm765316IYnUMf0AwBRXVeEhMvCk5tGQ+H8bDenPSnF08uL4HkeHX1q2/frs4vn29Xt28eAEGyaRdPgntzyKthSMvoVhtIs4ql45TylFJWhMvLp/329Hj9Ki/L3bT0sbm9venPvvzlz5+X40MaE5I/pPn19Q0CMmPrMvsY2v6r509PN6vxuHt1f8hLis6v1vE4AYrzjh17Q3LOr/tuM/QhxD4ED9Q459briBSdExVgWq364F2aUzD1YItqDN4ze3bOsXPsnSMmBSNCRDIEUAnEgGRmi2YrSp4do/c2zZlQETwiiqqiFVNrtOTokYPzBrAvy93d27ZfbzcnP3vxc4e8f7hblnE3L9e3t5dffDXp/XGc4nyY9w+RXzabr2YI9YL+KUIgQO0iWFVVVVVVTYDVX1YG/N6Tz6qCH33+NVvDvRzvpnl5GNO66xyjpKKqqjbndHp6UtSYUMuSi3QuxqabDjvn7PXdXbvaXp5dzLurWQAM1LknlxcP33ztYkiqgTAwjmkmH0NsCxROEvsuDqssRZdlXBIgHZfsV2c/+/LLZb9P4xEktYy/ursDwMYHVQv96uTkrI2NlfH27f00TQC4Xm1VdEojqDbBeaQmBkAuhLEJhjBOR5DS+aaIrYqELq66Vosw2rrrHIIDdERk4ACbrm2c9wTBO0JARDQEMw78WDgSAlJQAzN1jLkAABARqREAIhKYQ+qCE/FSiqrvfBhNo9l53453D9M8OsfTAfvNxen5EwXVe1nSMh5HT/Dsixev3r5OWkClpMktDxAv6uX8Z54D6xowVVVVVVUTYFX9eFHuX7Tcyx8c7Wk/HPw+vATXx9+qlPvjhOQ4REd0XJYskkS6GJkJ0AhtnJfVZtvEWJYJEFLOSvTlk0uax8Myc9cfr96svjxvVd6U0vcrYyZEmebo2DPOQh44qRmEZns63759WPJSlIip6S+efTnA9KBFOci0+9Xrtxncet0FNWQfh46ouLRLKjkXRDxdb1R0lskxCxg7js6BlpyXNrZrJGeWARrmGCMSe+Z1151vV1oKEwZCAlv3raaiKrGNfdsG78EUCUDl8fwzM5oaEKASkiECKJohAhGqmCmYGBgiABE6sUDYOpeDK6UMTZxK0lJOYrh2fDsnT0coYhxWF0/mMqVlnpf5fhzn+Xj+1fNxma/vDyvvppxg2rn2otRK1U+cA2sxsKqqqqqqmgCrf0PZ76N0h9/PfvDRSjD2yd4fVQAv5M3p9PXrJWeFzWpo+z6Pu2lJSfV0u+5CnNLShVBEKDTr08u8v5vy1Hbrw37H3k/jHkWRfT7cow92OPz67dvt2QUp5CUJMwYnKY9JnPdyNx6Jvzh/2kE5HvdN6DLmpuvWq1UY764m8N5I5Thn5+IQYuO8AJw9fboaVpZFDoeUjzH2Q9dO476k2ROBKSNKktvjgoDMDCzjkr13zEzOt323Xq02TbeOft14RO+c84hMaCJCZGAI1gSHoOhZpAAhMQEAMUkRQ3nsNk7Mj7khF2U2BAQis+IFrCixgHEWaYMrEpZUfCh92zKzil0OqzcPr97OS9+ktu3K4eF8ux3a7uvfwt3Vq93tzebk5mSzur65pTJy8KK5YTiUejdUVVVVVVXVBFhVn6S7H8qE34t/389+YNbj9OX0f+f5cFzy0PUXJ1vJaRonBTtdrVofH8Zx3Ta749ivty17y9PD4bDebJfpuBRZxWG72ebj7upufzyMw8npYbfnvnNIRy2h8RHMoU3o2lUbLH+75F/8p/+2inrz+9/vppldPO06CIFVKAwrb69vrhuSl9e3bduDAbarF2dPGiwG6hsCC5veE+JUCvlmaDsrxaXD7f4wuLiOfYyNj3E1dBfbbQFEwDbEJ213NnShH1qCLhAzh+gZSUTzVCg450hNichUjMA7D2aPqVrV0DkEMFMAIkQAUABiD4pmggZE5JyKkomhCYMZcxN9V+KcU+dDIDqk+XzVvjjZ/Ob27jCON3f345IvLi5Pt6f087/a7x9eXd8V/YcXf/1fuhhk3A396UNeNM1Abb3Qf1J1WmBVVVVVVTUBVv9G4599ngA/lP7eBb/37d/tu51P5t9xPuxTKkWGbmCwZVnmlJsQWu9SSsG7orrqh3bYkkme9j40gpymg0M3nJyWZb6/fpMAzp59Ne/vpGkvVps0TdvT81mTHe6wvWiwWdNy/e23PvYN5je/+XUy8iFOANGUx8mfnkY8vr0+9Ox++/qK237zxc9az9tVJ2kswD7BnJbQNOMyebIQW25jlGmaD7cPU+Pith8cEQIGlcHxelihD+xC8EysixRXiu+ilGyag6eiRYo4R2QGTN45E2V2ixQfGivZDIhRFVXLY04gYgQ1s8dyIBCjGIAiIjMzO1UVVVFVBDNjotYHkUwEQWlc5Kxt3np/WNKYyyq2y5Lurt50w7Bebe6v36iI874Z+jHlNarmQnWOWVVVVVVVVU2A1V94sDODP9Ip7Psd3u172z8Evo+KG/ZRPdDAwDvYptfzlOYlZ1W2shz2D/sDe3Zou5SjCwyai3Ynq8aTGeweUj+ckONi4labk+Bfv/z6YZm79YWOt+O8PP/yBTMUcfPufre7X5+eB49yfLjdH393TOcXT7797d+JH7ZnZ/vrt8OwnXd3gq51dPX6rnH+9nA0F86fffl03UKeD1dvm7ZdrLBzm75ToqLBiLjrcB6n+zudl23bnLWDBzaDEKP3oeu3q/X65HRDTNGTM0OwkAVLytkCkUFGgBgY8f1oTyAhUrCAWESUGMAIFMkYSUQ0i3OuGCIEQEVcQJSIwPCxqYNoEVVARgoIGp0rlJdArkDJFji0XnOrZ20jKpgXyIu0TSHmnIfVer+7F5VthPLsq//5D//vPB/JDSIZXFNviqqqqqqqqpoAq7/A1PfOH6n6fBb/Pl3u5cP7oH1SJHz/GOF9RdAA4PnW28sbzWV3nIloTimlBGCouIBtO8+I41yc505wnI86z2ZYyrQ8HDmEbRe//eZXx2Xqhg1JnoqdXlyW+TALgOlxyXF12kY/PdwVLeMiP3/xi93untdPnm/WNy9/by6k/X0cNidnm3Fc+vX2/uZmP8+bzXqVD/vbqeFATA2bNyhouyKr9Wo9rKwkSrPsDtGo6VcEtGr7vh+6tttuN03XDX2zHtqmjcQYgmNVz+yYJGf87gQjGCG+j8ViBggIwM4VQwNySwAAIABJREFUVe8cImrOkhO6AMRKWYnRyABM1VSLZEIiImRSEXYOiNEpcDqMUzFlx1xc8Oqdj6JFpWh5tulmKTdTenP99qQs5+eXHPrLswuZp+m4e/P6ZTx92jQ9sWtiM4PWu+NPo44FraqqqqqqJsDqzzEqfkh8+P349+l+9v1kiI8PDN6NAi2v/k5Lvn7YJxHvAyGUUgAwl+LbTotMefLsc0p3x/tWy5vd/vTiWZ4mQxzaYd7vXt5cnz19sm781fXd+q/+y0Z237y5a0CyULx41mIuh0MBJGJ2lHY3xwR//eLib//mv1sYThvHw3Yz9NM4DpB/+/btPqd129CSjkZn6yanhZnn4zQiDCen/WrV9p3Xsow7Oey3zN26Rw5uiD97+vSLiwsy8ETrtu9b71qnKobWNkFLATXnuaB57xFRJJsZET1m5XcBgNDMsgoRIzkzUyAApwaEBOzAzEBUipYCqkSEiIpA3kXvypJSESnqHSNiScUQHfvoAQC9yNH7aVm2ffNL5MOrqyWl+9tbVD1/yuDC2dNnb9/A/X5q9Ho9bCkGapq5LPUvoaqqqqqqqpoAq3+X2Q/+8Ky/d/nu4yl/+D4J2kfR0Qw/PAaDQXfzksZlUTVGxPe/QAGZeT+N0XvveZlzLjIdJgVWlTktFEPj4frqwdg33er66k3x3Tbaw9uHxmC3P7rN5hQlHQ4T0Nn5Rbl5sx+n18fxF//xP7/8x18J+u2wisN62zeH46Ft+9tvX84q66aLBhmhRTg+3Jn3AwQj9sPax4ZKDpr0eKTD0RV1TdtvTs+G7flJWJ9s15sOgNGsaxpmjE1ABJUCZgQIhCYKZqWkd4n4Mf8BGAKoAYCpAYAWwcCqCgBEpExoYmZsWko2EFNBU0D0wZtAMVVREQExKwVUGYEBUAHAgnemIGZm5pmZKIamyzp4Ph6TiDbTnOaxOV1BSesuLNPRtyshp5KYwXKul35VVVVVVdWfEtVTUP20wc7sjw08s4+Kdu+ffjSX7/3UvseE91Hpz/Tdii9mjz+w948f/2EobXk4zPOSH3vOWS7CxEsRIEKzXAoRipl3Li/LCNZ0/TyOcxFHbp7mOaX15pRyeRjn9cUzuPvd7c3tOB01NLFpdnfXiu7s5HTwLFbGXLgZnKSHaTo5O89pOj07Ox72q359HuF+TKwmKRWgddtBXsy5oWuBEIiaEGyay8ODm440jQPStulW2+3TL548e3pxsurXbei6uF43Xes4EvLj4p3vUpwLnr0TEcJ3dzQiMIKIqKq8p0VKEUI0VTNFQvYeHJkJSHkcxWkqYOaYmL0pigiImohkybmYAhMRkWd+rBAGx44ZEZioD7EP0bkmen/SBE9URHbjuHu4DabetSF2wI4dS87LeEQzrKNAq6qqqqqq/rRqDbD6aePf/8qrP/rv94d9ftgM8D4XGgJ+qApelm/SeLc7TkzUxKCqBLoUFcC+ayGnvmnUIJXs2R3n5JuWkFTKpm2j6tuHHbdD3zX3b9523bCh9Ntv7pVDt24jYiTvTzZDE9tA093N7f5Ibfd8c3J/feX7wUq5fPZFOe6G07Ne59/846/HJTXOr9suei55dt6vmwGmaQJzAeThNjoXnNdx3PrYdes2tl++eHZ5sW4dkw9tG4JDh7iABCvsg6mqmvdsZohsqs4559xj6jNTAkRmeJwxiYqIZoBmTCwGzA4YRAowGFLWQgjoPCKUkhUQmC2LKiCgZwcKQlRUAU1youC4OEmiWrJkMGDi4N2662DO1PUX6/mQyvW8jCldX9+B/N3ls+frzZmiW+Y5bDf3SxkMoU5Lq6qqqqqqqgmw+ncVEj+Kc/C9kZ+fxr93Izw/WRHUPl7/097XCcEamzbHX+8PIwCsmkYIVIsZz1L6pmlBM0IR1SJt085JYmj6Jpai6siZ7A4jMse+h+NDQezW67cvf0/9dttQWhZyrWeOUNq4kSLXd/eT+ouTs7ubN6pCxKc/+8VZ7w/7Gzjc/o/f/O5mf2y7bgiRTLyAFYGAZd7P2ZLKKRMjlDkPQc/71elqux76k9Ptk6eX2/VAROyd6UJkDAQcCYwkAyGoILbggyg6QgNnqIAAymyIKM55AEhFzIwZzQQABNFyxjKLGiCaZCL0IZiJJQUzxiBgDlDYoZGZiImSInsrCQCdMc/gDHLJywxgaoRmwsSMFD1H1+zbdtWMwPTG4JhzcxyXr79+/rMXl5dnv/v6JckSfJeXyYARzKD2hPiL/AKonoOqqqqqqgmw+vf1+c/gj3R7+3QBz883ftfsz/C7H70b9vlRcLRP1gh9NxoUYK23A5f7JXt22VSLecRFlJgc4ZyLqYoYMhURA/COHMAxLw7saMp9z4BcUhHhGGBJGbmP7e392yYEdqCASIyEq655g3hx0r95+zo4Nku4eX6xHebxoKm8ff3mOKfg3LptSASQMsFSilO5KmLOP12vBsIgum37Tbdar9aXl6fnZ2ebzdq3AYJn7x0AEoKppaJAkrNzzpEDAxEhZu+YEMW8mSAaGYGqGZTHLn7eJCVTYQAmEkbNkHNWQBcZjfRxlqCRmpABIBBRzkLsWLMIECAamikDIkIBVH035FZVAcExE4EZiggyFdXGu5O+i2qL4Tc399MyBdTrq2sKfWRaskDvDksukfCz6Z9VVVVVVVVVTYDVX2RC/F7pDz6r/r0r8gF+KP2Zva/0fZwJH6Pf+/VhzBB0WF6BlCLZTOekjsmxG0EYyVRVFQwNjZGyCLPzjLeHPREBGDCHEEBRRYqCeecIm6FP6WgASy5dQ6v1tvHkmUs6MtPu7ua4LG13lkSeP/tSpntdJM3L/f4ABn0M3jTnvAgtObVISxFB/HKz2jZNLHISmtP1yWq1efLF5ZMvLjerVdtEIHQxkGdnDFZKycYYW6fFExESOyAFM1AzQBCk1gwICIDMTIoVVEByISBCmSazx3oemKkVAUdIEU0ABAgJTA20CDIhEDHhYysIIwNiZEREU9EiRRAheAfQKiYBdZ7JOUMDsHycmKmLcWiWBhDZ3c357nBQwF5vGjJqVsEkGSE7YA81AlZVVVVVVdUEWP3bznZ/fOmXf8bIzw+LfH5YFca+Wzbm/U7vs9+HWYIGdiJXQ7m+3+1KLo/LVDbsF5XA7JhVTQwALIaoZiVnx7zMiwJ2nrOod17GMQGedvF6Setm8J4P08REiBSb9vTsout7AvMMd2+vj8fj19f3J9stmG3PnsSHr68FB+9v7m4AYd3GJeW9TEtKQxP7EHLKRvSfzs9PmdF4szl98eyL1abfbIanzy6G1RDZOSRA9DEaghkjIAI6x8ycpgmsqAo59o4FTHJRA6CZHAIxIbLjgkxSQDMYACIHbwVLKSaZDIBYiVUBFA0fu0EAIpmWd2vqMIJkVJEiUoqqWc65lCKioM45YsdeCsBxnlQVtQAgMzaeZ5EmeEckpTwZ2uuhESmhH1KRl29vzy5onI21XWiTW68KdRBoVVVVVVVVTYDVv8PgCN9vA/+hBvhu84dODwAA+HH8M7DHwp5tj7++291LFkAQs0isBslscC6LzEWYyDse2jaVYmZEaAaXMc4lI1AuQp67tlmmeb1ex+jfvL1ab9fTOJIL2+0pIpmUfrXe37497B5u90cg1zp30ndp2b3OcXuyeXv15v5h18ew5HRYUhfjadN4567GkRH/65PnTQGL/S+/ePbs8vT8fNsPQzd0q6EP3j+2bXAuBOfQuSUXHztvYGIgij6bakkJFTyy81HUoSnqDIKSl4Ks5EqZvaECqiJ6h+wR0JBQBBHYMTkWVS2FmBBRVU0NEY2IiNHUzNI4TtNC3qmBFXHOhRiLlDnnXBTBvHecyMBA1QgRrYlumaSJcdt3t/u9Rz3r499/+2qe58uzs6bf7JcMwQ6LMAZFV+NfVVVVVVVVTYDVX3TO+8Gmf5/FP7N3jcw/bPioS8Tns/7sfTEQEGyI7N68SYY+xGmazIyYkmjfNpbzXIqotcEzs6ggGICZShY5qBrRIrBar30XWRK3nWvau7sbJsJSUs6bfu18YCJHJiI5ZymyFGl9ADDT9HA8nD05X477b95cSSnM7JEQofPOiozLgmovTranbduyv3z6/IsnF6vWr4d2fbLp+jWCIpoAuBBd1y1FQBIFB4SmYIjA6LvGCqsBISKhiAIZAeRUNKsROmYgQCJkh0jAzjcRVPMkrFDUzICYkIgAFADVEBVVCUARAaCYQEo5Lcs0iwh5R0zmPTEBIgiYmYqaKhGyIxUlQiAUQxEBAO99E2OcZgNYtV1s+2mer26uhyYM20sBxMeWFUSlRsCqqqqqqqqaAKsfN3N9gH8+h2Kfh8B3k/j+0OBP+HTWH7wvCX43EPRdVNy0dDw8uGHjyZladC54f8hlaJtdSoDYeO+dM4DDOCHhkrJjbIM/5AxC681JaLveOQIdcw5MeZpW2xPJpSB3TWdmzJTmmV3TNc2NigF0XUtE1zc3Fldpun/z+vWSFgNyIZSU17FNORczT/RXq/UFOhZ98fRsvW4CW9u2/fZi2G4BoKQp+sZI0HtgIoTgvaCpiRRjYFMhQiMX4uAcSlmm+YiqxBhCMy8TkUPnEJmJ1TsDKmYoQAqSi+VM6IqKSGHFx8l93510ZELVYqLFNKU8pxBdQw16Z+xkToYgImaASIDyeMoZEQmYiDwbiSp5pbkYExJhFukdDZ7HBRPyw5xsd//kr74Ew2WZA0Kpd2hVVVVVVVVNgNWPGbV+cPtPEwX/yRmA3w3d/DT+fb7uy/ukh9+V/r5bFvTjWX/47ul3XeAfk6JZeXhzTPazYY3jLqt2/Srl3DmissyiwYfW86Lm0RCsiAGgqE2iOYsP3DowTXk8spXg2nF362NA9mmat13bBt92gxJJlm5+SLu747QYUcMM03RQ2w747cuX91Mygy6QU/EIU05MtGmagbnz3rfNxdnF6ZPnpycr5/j04vxkPUBOphqZlR2FiMhQzDXtgsBoZIaoWdWFAESwTOC1mAGy50Z0MfQCC/oIilDUO1jMgqARkAGUrGrOBVEgKIygiKAkakaBEEGLloRY1JKmjIjQ9D4EZmZHaV4gJQIwAwVEJIckiGpKTN67XMAxKwAjFbDgCUBnpBCj5ayi5224n5cMJKrHJVPZxe6LpUxWEsR6u1ZVVVVVVdUEWP3o2e8Hd8P/Xw7s46l9n0XHDwt+frruy+MT/ejp+/j3PgE+7oFgMt798he/hJJudg+OufWcptEHf39cPJNnHJfFs2PvHuapCb6Nfl5SXsqSBT2iIokuSZCJ0jKO87DaJCnFpAttAbN0SCnHEH/z29+UeTSAlffLPKKPT09Prl6/2c2JmQNhQzQvi5lFovOmOe+6bdetuu5ie/KLF19dXpyvhxDb2PWtkXL0gKiq3jEiAgOSI0anaqJISGjomAhBVUVMMwMSETCZkEohDj44FS3LIkk4hmyIRuBZFGPrNWcB0EkMCREAFMGYQHMyFTMRETXgEBw7DB6VRSTlggolqZoiIyEhoyoYI3rnTIsBGaioiC1FAAjRAMwxtzEAAGE5X/UvD9PDkh8H3/7+5aunL/oVUZofeHUhWu/bqqqqqqqqmgCrny7+fX//HyMK/pEC4B/cbJ+9y/uffJcG8aOe7+/i34e5gh/i3+OakjbzyuDb/cPbw7g0Xe8RPJmqTEUCk0hx7CLT/XECIu8cAjjn9vMMROthKJolzex917a7h4emW4lqWo5d03JoOLT3h4OWrAIPxzkSkfOQJlFilbvrt4d5AaIAhoZi2nu/cr517qztn2436254dn7x9OJ8e7Lebrr+fOOYYoiEaKUQovNOy8KIhNEiI5lT3B/2w2qdl4TMTGTlcXlPpwYmhsg+dinNht7QcUAwlMdehwSiykqIwN6VtBgABq8lmwkBMoCIIEguCUTBwPtAjgHApJgaqIIYk0PSnBMhABsDmAoikmPMKmoCBgbEHDwBsKimrD64jskQddSToX++Scerm6LqiHPJh5tXFy+6t/cv2+2TA6/qvVtVVVVVVVUTYPUTx7/PXot/msP6gd4P35/7Z9+lu3djO/WjNWO+G/n5+FTNPqkE+tXZ+OqQ5tmQEGBZFjCYcxG1bIUZY/BZRFRjjEWUENRMzNbDsG27h92tC94RNc7dljKcDMeHG1kW823wzKjzsmy7bhz3zkdHMI37JMIIeZnBTAw8oCKiaUf+3DeeuW3bi8vzs37z4vz8+ZPL9XrFwc4vB3UBABAQgMzUkIk8lCQiqrOAoRkZxKYBMEMkx6qqIkRMLphZSYkJwEwshaZRFUBk54gAmBmLqaAimsoCmhdCYO8RQQQMVFXNFPExWjIRP579UgQN7LEkyKRZARANyRDUSARV0cARTWqKAMzs2HtnQLLMqmBmCEhEjpmYY/SbxjvCIkZEJec5TfP+ASLn25fu/BcFfb2Dq6qqqqqqagKs/iTx7093eB8t+vJx/HucGfhJIPwk/uHHwz7tu4l/8K709+ko0CXLMi3LInOR1iyVrADF7HH1SUIWVSkavUeAMaUuxiLCzCerNatmUQYehtV4PIpBKWmeRlMV1bRMeTqAKJS5LJN33Ht3f3dNgFNO6DwCAhSPlME8Uef9djU0sdl2/dOTs+eXlz+7vNz0nVmJwYmpXzIQqQAwU2g4BkQwLYRI3gECGDrP5NqcUmg7H2NJi6gSsYGBmopxcM67FqAss4E6RlNBMzCQsoComYqI5BkAQgySCqIRY86KqojkPBE5VbUsj+eZH5tDmJkCET22T1Q1IiAAMzVRERUDcBSoATLnHCGZ6DSjFjUFAFRRMGR2XcQu+C64eUrOO0TKKYNkX6ZlvHfLrjRn9SauqqqqqqqqCbD6i4h/8Fn8+yeqf5/Gv0+fvs97AI/98j4u/Zl+N3XwfHD73W6ccmxazzSmkhTEwCESYRJlNWQmtGmZgw8KqGDnm1UMtNvtQwjb9brrmn/89vcc2sPtleYC3kvJaTw27Wrwent/P4k9Od3KfDykIoBJoUPSlBlQQFukPobzk83zL56cDevTfvXzJxfbTbceuhi8CbddT5koIhAoKDE7BgCFXMwUYwQkXLIgQNMoIDqP7AqgGAI5BENJWoTQNJclCSIwSNFSpFjOZADscsnsHII+pmMizLmYyuNpJyL2DgBSLoxIxMAoJYsIAiC+O6Sswo40A8cIaKIpF0VCz4EAQ+vmZVlSRkM2M4XALmFmIn0f1L0Lkuazvn22Xt1PNzmls5OTlMt+d9ts+Pjw1rd9bFYLhHorV1VVVVVV1QRY/au8H9Jp+OnSm/+cGPkvHA76h6f/2Udv+3n8+3zlzx+If49vrO8fGsDH5b7HmqGa6ruhoY+rhoKmV3+7LAUe042JGKWSRa1tWwVMee5CaD0/HEfn/ePvY8Q85z0di2nrOt82b77+/X5eLkKYUp7MNkR5mYmR/Twe7q0ZsKQn55f/42//r0UsmzriZZnBgNlF0Cb4PjZfnJ6d9ZtnJyfPLk4uzzdD3xIgI3Fw5EgRsjIDOjTIOS1LaHsgB64BH5HQRIFImPw8GjhDQslQipWiJKaCqkxEYMsySkleBM0ACV1QiuDbNmCaZxFRy44MTMhUfceIsiRPxsSLKrMiIiIWKeQYEQkp50XVCMAZKKgGQpVSBJiafghmYppFUi4eWVnRcSkZ0Mhx8M7nggAQUBVKGYl9iN2Xq/7lbrw+jjd3t1+ePxnRQhlx2k+3V327SasXVu/cqqqqqqqqnxjVU/Bvnv1TG9H+fPoBftoA8LvcaB83hX//9F0q1O8P/vww8hM+zAA0e8yHamayvxKAGLwnVjM1i85H70VNpBAiIs6i3rnOBxHJuRSzLAIAiACEjXNLzmpWVNUsOldKmXNGA1jSlEVKjs5lyYc5iapj9z5mo4og4irG09XQtl3o2vXJarMeurZpmsYzM9PjQpwA4EIg5vLYtN57AwRTNrG8lGki1cCMohAaRTPNViaPuXFCaQ6isORyGGWcYU5OUH1H7ca1a/INETEUVHNMsQmOGcxA1BStFDRDRDPLKZMZAKqaGXjvnfNIpGZITISqiojErKpF1HvXNE3TNs4xADAA4nddHBGJRNWpIoBjREYgRIdKDARM2Lexj8HMisi4TK3343hYBcBlT2nvud7MVVVVVVVVNQFWf4K4+Kf8dfbpZtN3se/Dep7wUaJ7n+7su0Kffpj4Z++i4LuN+u7BfNyx4yZ4hnebHREjFhERIcCs+nAcxWDJGdQel0NxjgMTmIkZg41LIuacy5wLAagZIBBCWeYiZiUD0H6/288LEdm71WgAARCgb5pV259vtmenJ2dnJ2enJ03wbGYlg6mpPGZxRCLn2HsgQiZyTkFECohiLpYzIhIBlJSWEUA9g4OCsti8T/udlmIiUpTZx3Zo+jWGwXwn3KFriRyUlOYRVNEMAa2oFgNFSNlEiAgQQcVE3p9yM2R9TIOKSKSA7BgZc8nOu9AE3zaxbdgxET22B0QAfGz+oAoGarakbEUQkb0j79CxsQNQJGrb9mzVIaKq7ccjq2YpK2e8HOW4a7g2haiqqqqqqvrJ1VGg//bh9+IW/uHH8P1WfD8U0n6EUqG9fx/7gfj3cfe/D03e4buu7h/Fv3eZEOAx4NmHKPjutfo+BxqAOVQPOTbREahaKkXUECSJICIaKNi8LAiUiiyWmRiJ0CwGD2po4B3f394tJce2NTMkUrUiggg5pTQvSm6Z5tBtru9uliIA6AgBQNWYsI/x8uRsu16dnJx8cX5+vupBS1YowAEMwZzz3gd0DpAkz+w9E9ljYwcDdg4QTAXBDC3nlJYUAYxoPhYphcBAwfUrDQ03jKbqPAIuJQdJRdCAjYiITEBUDVHN0IDAGYhmQQBVMwJE5BBKziiIgGBYTB0R+0AAJSdizklEFQmcJ0UipKKiqsSP409zKYW8I2JRy0VUyUIg51uEBjGW4lxUGO9zKVIE4cXJ6levw5jynFKaJlGB5bDyw+7mNZ+/hv6LekNXVVVVVVXVBFj98bT1SSC078U5+wM7/3MC4Y91iB/6/L0/pvcDPgE/Hvz5firgJyn0fUr8UAl8zIX6oQwIBgYNjIHMAe2PYwwekNQsy7uGBypqZogUmLNIiBERTc2BMcI4z2oApm9v7pldH9vj8WgGWXXOuQ/+uCRANJFjTi3iw909ApJzqEqI6FwXwrOT7VfPn5+fbp9s1heb3hVxoD4+zo0LWoqqlpJRlbxn9CblcXkbRHw8KUtaAJScY+8IwBPm/d7FhohDvwKkXMwRaik+eACapynESIYy7xA8cSgZitljd0EA0Mf/feeNXVkW1cJmpYhJIe/JOV0WMzAH7IMnzrpoLkggWZApBseOl2WGooqGiCYK9hgzKRdRAzU0JB+cc5wMRVVyVjVEJnCINGtJe1um3MRw0nX7/4+9d/uR5ErS/D4zO+e4e1wys6pYxUs3u3vu0uxCWEmQVm/Sk6BH/ckCJEDQYoSRVjOzc+ltkt0kq4qszKzMjAh3P+eYmR48L5FFcpqcZkuLxvkhkOnh7uHh4QkvxFdm9n3zW2aZay05X15enPxky4fDfPmK1h/6/6+dyo1Go9FoNBp/8LQu0D8I6O7xzTV0tOZ44ff9Ndu/9clxPfB+7M+PfGLuHzjSdXbc8OmPFo67QM3dJN90gUspDpBDVQEYnJndrLqZuzA7PIgw8XpYATBTmM2lqNlhf9hPIzELaLHKLGoGwH3MeSqaazYwM+daAYK7CG+G4enJ6clmvRq69Xpz2qXNkJicxWMSNicQSXAnv+tfFXIQqRoR426ajgghhcBC7lqK5ewlIyRIIGZi5hBDEDAD0GpuzkRkFhguKwpRmARKVpnIzFXN7i6WCDsR3GEaqnIuXgoIwgxVVyWC1mqlmi0aj4bNkIYOAJMIL4VJAFjmA0Gk6u4wBzGHmCQkMiVVNzNTMEkKKYbQDSHGIMGcTlfd8mcvtVSz3X5f91cdm0+7ZHO7mxuNRqPRaDSaAmz8ECl4LLu+tRf0WAT+DjrQ7/hn9Z9/Z/zD8vNBBvqjAuCD/PvGvN+99nuQNnZ7JmZCNUrItaYYXG2ulUDmbkBVdYe6m9lyTky0HoY+xRhDKaWoAVRyqVWL6TTnJdBczYiZQcxMRGqmgFclYmaGmbmth+Hp6enpep1C6IcVVFm1qIYu9V3HdBdrSOS0fCYlmJkaXFIgEQfcFUwxpSDiankcoTWC4mpLsVO3adyXMppnc1WRYlbdKIRiVQHut4pgZlCFVsCJA3EIIQJUTZ1ARK7qc2G14GB1qDHo/q+5aOau69x9vVl3Xefmbm7mMHOtWAqeRLR8EHiMMaUoIRowTrlMU53nWnIxrW7F1WHEgZljkGpYd2mpd5ppMTXVfH21JZUy0XzTbuJGo9FoNBqN3yutC/QPDv+OKh999870eziHR6fyji48Gvlb3F/u7SSP5R/dV//uBaEdCUI8agG9tYcBha7UEkWIZTdPwjLWCsBUDVzMhEEiWA5tdnF+XmtxOElgp908dyIKVvVDHgOzqrlbZMlmpZqRqbEE7K/OqzvMINSF1K9PVqdnA/ImxFhHBDnsDgMgq04J5qSueZ6EDG6mEATLxbvAEuqSTxiEPLnmnA8gkdi5uVLAqncz0ipwowAVMENn1uqIzGzmIqHMkxgDgpiYFaYck2tWdzWwBAbKOKNW6VamlYRIRF2pViMOIZRafZ5DFAUmndJqnQPVaQ4AOURE3RGomDsRxzTPU3GE7UnsY52mMs9E5AYgFKvX0zyNe3YaYueKNWySGOIAyZu+G0KctMxF1a1UXO/2JudWgly9Sv1Jpr7dx41Go9FoNBpNATa+H/St4uu3KUb/Rv0Q/zJl6N+lBh9luIPu5N99w+dR9Q/+uPqHW433Dd+XW4n4oAx9skgiKcabKccYctUAqg4nNviqi30MudqUZyee8ryMBcIknOx+AAAgAElEQVSMyKOEUEutZsLCPE6zhOAAEzMom1Wgmi1jhONcalV1i5yG1XD65MmT1dqmq+3Jpubcbc7Ufc6l5JrH2UoRdyEiUGAEETdz95rnAI8SHW7mILg7MzuRu6Z+oBDMzN1NlVk4xJASEdfJQuzMAICYAU/9ymsGJHRdmWdX164XM+RCADPBIZGdA0K0ulxS9SXkwXxJqaiqyhCR1HXkLNNEVdVcCSQMCl61el3UNqXQx20Zx2mcSimmRuQhiJXgNu2u3/7m1cU4z+J1lcLZ2WnnVBVJmAVnm+Hl25xrBRObzXMOh7HiLZ+/6oYTPv2ZtfaERqPRaDQajaYAGz9YB/5WKfjNKcHfHf+OJ4/6Rd0fGkHvlu+8YG6bQh9i3+8D4m8LfXfS8SEm/n5TRWCJh/kGQAxhynUZsatuQuhCgHuu1RxBGG62pDgQT7WuN4MD+zwHsBCVIO5+2znpbu4gcrAIwwwicA8ShDnFtOqiwUGs6upKTFYNTMykuuQxOMydoGohMDE5PMDFnRmckpqZmWlmESd2A+Cqqu4ChBgcBGY1M6ullr5fs1AtlZgcxEFApqWyVZBJJEgN3UCEOucyZ5unQA5zrQXmBHNd2jAVRA53IiOwMUXmGHVWLhoABVzEqoHZoe5uDmd3YjBsCa6PXRe9zFMp+WK3f/v2+tNX569317lWrRVWnx0OUWLlSENiwsnQvb5iAxjkS2ilKcpou0u7/jpsnmdZt5u40Wg0Go1GoynAxu8gBf8Zwfajyb/vshz1h/G/xeTT39GED8VA3Hl+Oh5i3+muxAe3+0T4x/JvWcBUba6AQ4imuahZNTgx4CnFajrOuag7IS5KxuFuiwgxoiACkLkNFGPXH6aJiQKxu+vi0wLAIXz7qZgoxZhiyNNknZ8OvbsjBDW3qouZyjKgaGrMHJbgBwBEZiZMcLVanAXMxOAQQSAzB7lWJXZiIiKmUjUKqaOWGlJEYFMHg5hLyVq0S52AhBWWCQZQnankAnNSZXNzhbkTu6prNS2uJkQu7GbOTEEkRpJg5su8olZVdx46ElJVJhJmM3WiorWqTUUrMZO46/U4X+9uzi8v3k52PtXrcSwlV/NqfjFeBhDH9Oy9p4F426UUQjVb1DXc1RQls46h7nG4KNumABuNRqPRaDSaAmz8nvjhIvA7DGDekX8OpyOd50f+n6D7ZD/cV/zuuz1xawODxegFjz1gluZPAO/0hRoc6l7VAKjdqkkwEVEfExOqWQhSXY8+L7kbiEAoVjsmN0MMEsSqmiMSCXPRJfPAHGSmMaZsiwrFkFIMYTzsV0G6tI0GCWLu1d0IId62caqqEIlItVprjSmRBK3Fia0WOEhYRGKMMC2lmBncJPUsQlpV1dRYhBBgJsJWJ7gL3GsmLaHrtUxec9ZaDjeuVWJQ7omIgRAiiK0Wdw/MplqzuzlxZSIFQCBCCCHGZHAzAzFiUjdXI7Xble4MZ4K6m1quVWIkcVWbcn672725vL66HseazSfiYILqFeJX+8mqhVA5peebITFH5qwVTkQA0dKIO++vnrGXeRdOvVqLhWg0Go1Go9FoCrDxo/Pjfs3+PtGCR3mAtwW9OxvQO79Qu4uAv2sE9SMPGDxYhjoMZkcNoh7YTXOK4Waap1JBTPDARPAxV5GQhBkEQlUrqg4QcwQIlKfJmZ3QiZRSdjmre29UobOaAwYIs7C721xVmFNKKaXA3HVxE+O4P/BqDbNpzoEopehEcy1B2InmnN2cAAhzFHMDO5GzMAVhZgC1VpgxM6lZzkLBlrwFWIixmhIRM0GzzSOblVJgRkFqmUiXaAgJsafEiIlZYgiuZrVAqi41TIILEZkEdmUt1aAAA26qrLpoMjcrMRAPqeZaFCFIkjxZVss1H2otTs4Mt5vdzVzmaZovr64ur2++fHO+n6dDyRKCEBNwmIsZjNClkGudco4prFLc5xlAEGEiAMxCVut4wKpGrxWx3Z2NRqPRaDQaTQE2fg/4P+sU+oPF31HSAz3u/7zTf7jTePeTfn7sAup36u6uskf+jgeMwW7V4+PMQAycYyAtVt0VRMuYHzDNVeGBvVQDc83ZQeoAKBILXN0dXB2dSC1lNjdzYVb3ql7cHRDhgZlg2dydYgyrPkHI6yw+pCCRKIaU8/WK+9jFGLtPP/vi2XaV1kMFtCrg3XpFSYo6u5MRzLQcUmCWXinYPDPAsbcIBofU1ZztcM0Egdq8NzOQlWLEnTkTdWCUkkMQI07doOZwiDARQZK7GwWOXA5zEiK1mVzgqkrMLJ07Ukh5zlazENwqxeRg10IEgwHEXVQDrLhbda/Os0HdS54vdhdf/Prz+TBd7g6vduOuWCGZ1Kv5zfUuqxGzgYSDa61q5n455483q6er1fU4ZjN1T8REQmohyWHePe27PO+QnrRbs9FoNBqNRqMpwMaPLfz8h7/uu1pA/VuW3t3Dl5m7+50e8t+PXvs4Gv7oqX+zd/TeOcYd7qy5i+nrq6tFWhIxuZsDTEuPKMHZTCkUrQRE4UBQM3WQ2zJyaIAvrYl3I4l+d4K11iCcVQ0cYtyu1rnW3Vy6YXMYp6GTk76v+Tq7b4duVq3u6jAmNQVARHXOWtH1A9TIzY1QqeQcIRKFRMzVGURiqrVmdyU2NbXMyxFMBRy61RpK7iB3MpLA7kIx8XJ5CDUXYiVa6nBMQRxmDtcM9xgjiNRBEtyMiJgFBisFJCCHQ2thQK1qcYoh1zIuaYkEEA7TdDNOX7w6//vP37y5vq5qxkwihRgxEFEEB7NqOletptUtq0opzKmYb4YUhIuZm+daYgwSxYRL9VLVpSC1W7TRaDQajUajKcDGj8h9bKD/7n4w/u7CbWWPHoTfw2o8Xnkf/4CHAqAfm3/6fez740hAfxwJuHSBEgFFDcRhiYZnuOki4dScCAZk1RhiFKLFgNMB3G71ZUoRtKQULrmE96akBphjOfh2vapaAzGL9F0KTKZwInMqhNB3+1yIqLibIYSgVudi0YycXWswIxCZG8xzVcxuJH2n6moWoxBItVgt8NkMzBESRHohNgLFBHYr5gwJzEIGNmIK4qbETGYg5RjdCGCKwasaIYVkOYPImd0MzK5OLEtjrpZKNIMDE4HczchdayZGJYKIs4JpHsc31zcXV7tfv7p4c5ivspo72BPRNsbKoYrNRPvDmHMNQsQUSAIzOdyxz/Vk1fUpTlUBVFVVhSOrrWO3NLo2Go1Go9FoNJoCbPwnzLcWAN0ficOHqh38nbyHowV/lAaxeIHeGsA8kn/3A4T3DaLAvtKh1BBCKZWZklASUTV3NwKI3D1r7QP3gatqrov6I7lNfYCaAUx0K17VXZf8iWWIjmEAgc5WQ8nzxeHwwdNn5JinQ1RN3VDzoRSlGGqt0zhuupCrLt6kcBx2h1LK+mQbmMmUJJIwi4DZzLzONrsTEcF0yVEwghMlSWLEIPHALIHBVR3mzndOKhIIalphZqYMIVJypzpbBTGRuoNCTHo4uAMSnIgCw8xVQczMTjB3r0pkTgKYaoVVM83TSH0f+i6bjofp/Hr3+uLq66vrL2/2mWgGzaUOKZSiX00XzDzlmd0Ty3roh9SPWt1N1Vhk6FKMoQ/y4mS7O8wiYstcpVpar9JqWyBym7nRUgEbjUaj0Wg0mgJs/Pia7Z/dh37nw/t90t9xEfB+AtBw32V5P+Z3NxnofqQYb4f97uqBd1kRD7uZH4zDk59uDRdvL2vVECVXY2YipMCblKBaas3mN/Os5kIsTETOxHf10LufDhDUYQ6AmEiAjnhW7VIH8ourm+3Ql+kQgpRp3JdqxNP1ZWCRIKWq1qKRl1T38XoXVv3QD6nvt0/O4OrVq9eAwExgd3IWEKmwMJHVCq0ShIjzpGALSSSIw2qdiCMoMFOKUXXJZUBkAhMR3M2rWslwGJtXIoLVIkGYqLixRO5iKYUYIaSSCy2ONMzkBsCsklspMzHBLNfqgU0N7rXqNM1vr3YXVzfnVzeXh4PWqrX2gcl8yYbvY3p/8/R0tQ1BKLLEMJnux3Hc7001EAmcgQ/OTl+/vTEHMU+lSOworSaXjgOztCpgo9FoNBqNRlOAjR+Vb02NpyXC4YdqvbtuT/ijJk+iR62e91l/t8OAft9e6fezfLiLf4DhUZPnIvb03h7mPhvwPiJieZ8Jw2kf3zKJEwHqNqQURRzGbmMpUy4FMIBF6E6Lmt82iDpAtxOATqDFsoYIRBACQEHCyWZzGPcgVvO5FHcUKWGITnzYH548fW5M1c3MslUXLu4rkf3N3lLfb9Yhplym2CefZzO1WpjIYeYm3JnBzKwas5iRuxObuxMiAVYNZtIxCTMRyJhgBAblYktyIFEgqDupaaBIQlbqEktY6xRiV2tFNTWDWQIIbnC6ndEkImIObgYiIlIzNTUj1jLO+bA/3Ox2r88vXl9cXu72ZZ7HcQqELiVhOdkOJ5vtyXb79OwJs8QgLl7yDMabt2/PXUsuMXCKDPcuytlmtZtmIyY1iV0YttpvlAIRm//YRrWNRqPRaDQajaYA/5Dx7xcH/3hnX+SP/4gncf/7nbz4o6ZQPCRB3Gc/PPi+HD+OguNvdeSD/Ft2t9P3Phy//n+EzBlw77q47pOo7sa5OE9qGeTuUeTWP5SY3dWNwEcTkXQX//6glwmUa12v1ynG6+sCYD/PnkKX+sM8D8O6H9aYb+riGaNqZtXd4NU9BJn304wcdDCiMPT5cAhuVd0NnQQhcnPTyqkDmAMBZM7EBJsBuKlV0uxYciNyBpzc3ZVIVFWRiAgOYXGHQ6prFGaKtVQ3q8A8z1035FzCXX+lLmdAhFvNTQEgFi2VmM20qLoj54KaD/vx7durr87fvnxz/ubqajfPUEuEdQid8Ol2s9mefPj0SUwyDJz3N7qfbcpz0XR6kkx7JhKpqqNZn4RITtZDMZ3MiVn6tae1rE64W1USp9YC2mg0Go1Go9EUYOP7Q99DH96JPad750v6MUov77iFHtUG76p+t2rPcWzseWsAc1cWvFd6dN//eRcWf9cdaveGovfTg68++yXtRwcnoWrG7odxmovO5mpVmJlJwACEbjVUhQuLuZv7XfnPAVRzM5MgKQQ2FYaEFBjnlxdFDb6kzYuIkCOlTnTOqp2QjSOdPJnG815Es3PCqBa6jlMX+1i1pJCoWykRA0RUVDnGZcBPD9MiQB3OIm5wCAk5SLUSs5PVOVPqnES6weCuRkzBYSW7qYFrVVhJ3aqowTKIq0Kn0bWOxgqYKsHJrOZi1eEVKCTsHLTrYz94LX4Yi5VSyrwbD+Zqvhuny5v85eXu8jBN81zGSasOoGA+hPB0s3nx9JlE6QBCH/reQx67eXd5+eUvP+1TP6z7Ykqq6qRGHfGm666nmcCTlRJWvH0hw5lxtDDA2j38B/C/UI1Go9FoNJoCbPwnpQ/94dld96fTIgi/by+of0Pm3ac73Ju73Gs+e9jqjyt7fj/R91DTOzb5PPb8PJJ/j8cC3QFb2+WBCEZjqQrv2FlIiCJRYLgvsQxHmhR3iYOPL467m3sQFqLIzMC67w6l7MbpdieCE8UY8zydrgchWMlWS95fFVt3q/Uhz2lHY9+HIYKVovRD6oaeQARKXVfJtVYCWAQgN1eow5mZiVXVqt6W9SSRRAM5MXGgECgISSQOOk3uHilYtZorwepU4J5Y5vFgqiEk4aBETmwkxIB7CDKOYxkP5JTIzeBWp93crdfdau21MvFc6ljzOI43u0NmmtXffP3mq8uLr9+cX129vd5PYy5B7cXJ2dNn77348ONfvP/sva3I2fO+i9lyKHWe5rdvv+rLbr9Or9+8yWM83Z7O3XoIoVsF43Aa+zdj7tLg6ziu3xvOXiAOlVO25gbaaDQajUaj0RRg4/ehA+9cWgi3fpcO8CM/zx9cE/RvWeHvrH4oAN5Hxr+jJx98RI9MYvy+7fPBL9SP9GQnKLu37lBTA4hlWk7fndwVUP/2HMRHcRZ+K2SZWZiGlJJILXkuZc7FzUQEgLr1IYYgmmeAcsmrFNUs5znFWPM0T1MNUasayJkcKKqlVGGKDlNnCQBqqTAnAthhene+fuvySYTboTihEFkis4ClugYSDtFpJpCp7ff7IYWSKzEJB80jamWAYdN0mMaJmQG3/Y3D63zI0xyYhcTcVFW1qt1eBmFyFvNbzT3mfDGXnA+fv/rq5cXlry/fXtyMU6kGPD85+fDF+8+ev3jx/vOT987CZuiGvrfRrl9dfn3+xeX+06/efHV+GWPIpU6HeeDUn6RBwqrvZ0Mh365XO4+pf6ZP3o/DJhtXblGAjUaj0Wg0Gk0BNn5Ejofbbn/So2ffpvkeimTftzq4OMHc1QXvdNzjCcC7QzuOgt3fqQfelQRxt+lx/+fRJjyVnWvVW1FI5q7ArAZ4cSdmMBhkjwt+dJQ3f6xZiSFMgWl5u/08O0BMt+dnzsy1VgbATMBhmpcTZ9NyGHOe3TdGmGuJifsUIKxm7E4wU4TIRFGrAmBhAi+lR6uwZRJxSXMPbCQACwcOAeBSK0swtZwPcIbWXEs4WRncyJgCYpzrHMlzrbmWOeerqx0RMbPmcalxllKHrgsSAnkpuZTadUGC1FpFBMsFJQLRXOv51e7y9Ze//vryq8P45W4/z7UjedJ3Hz5//6cfffTs6dOzpyfdijc05vPX//jyy//7V59enu8m9Ru3/TQ7CGBye7Xb/WSIw7qDuRhWIQzDcL73kjbdyTPnmBGsOcA0Go1Go9FoNAXY+H3xbYJvib8j/9567z77/aGG9jjtHd8o9B1rvIdAiCP5BzvKAzwOhb/v/3xIg1g2PUk67D/fVVsMXkBkZoFZzUBk5uJGRHbkT0OPUyr8rgHWHU4eiFddV0sptTrgzAwiLJmBEBFV24/jyTBECYFpN+5X/VCcerVpzqrmcBHZz3MI/PT0bNV3wgy3OueOg0lgFhYhBhOR6XIh1ZfYeSEmFkGIIfYuEcRai5WiWpVkzgVASulwfZNS1MP12/M37jBwP6wsT2XcmftuGq+vd7XW5VIVrYCLCEDd0K9XmxOmnLPDhpNV6Dp3yzm7VRJiDiyxH9apL6+zfnkzvj0cavWnq837J6fvv3jxxz/7k2fvv8f1sL95/emXN+e7/OXXb1599frlzWEs5aQP6y7W6tWMmBiYzQkssVuFWEETcT+shVLZvBdXJ1dI1tRfo9FoNBqNRlOAjR9f9fmDFPumBiTQ9/NwuB/5e6SkvnWvI/sWf5w48bgA+Mj2cxGQdjcreFQGvFWJDzHxTPakvp73U3UnIKuBZdF7pppiVGIwMQFqoEX9vetPuqRhLDN+ALarlWmdS2YWgNyhbu4eRJYwdjPtRLrUgeji6u2274MEAmV3cTdgzgXuZZqt72IXY0ymNTDBqpu7EJbyIbmWXObMTiLiLMbEIGcRCcVdACF2cy85j/vDzdXV9d4XA08z01pK/fLl6yQsMbLEmOJhv7dSr/a78+sbdTPY7jDnUlciwtSnNPTD2ekJKyoR3IZ1b8wkklIqpZKh6zqrlbiu19sXlH4yls+/ejvd3HQp/skHH3704qNnH/3sZz998vI3f/eby+udhhpOzrPeXF27+03JQ9ed9ZzA6ew9Is3TbrNKp32/4bSNMaWOJIzjdHr65HS95uE0c9Lm/tJoNBqNRqPRFGDjx+eRAQzdr6OjoT/67fN//u2r7gMbgMfGMLhbuJ8APDZ9scfDfo8eDwYwx4/HQREDqc87C7HOuQIs4ubk7iB1VDMhBJFaChE5yJfqIj04oi7xD+YggJiZiFXHcQbYlqZPAACLFNXAi3ADACYw+VT1JEZidtV58s6gpSS4AhPFTd+zuWkJwuRwJ4vkU3FRyBLixwKpc/bg3Is5EANLUHfS2b3kmeHk5uNu95tPfzOrHopd7fbr1K2H9NnL14d9ef70tGAehv785Wshyofdm+t9NkcM1axm3R/GK1ZyPF9vpjlf31zbPK7PTjfrVYwc4CBTdln1Pnrd76jkjoxWyQgfngzvPTn55fmbgWl7djI8ffbTbXj5yV9flG7z9E/7EHgI8upw4N9Ar3qRNZdgwv3Jhx99fHP1BVyGbhj6jZPtaykSWeee/UbzyeopbdevJcGaBGw0Go1Go9FoCrDxo8u/O+tPeizy/FFKPNEPOyjesVM5rjPieIzwdu1jlxc87h1dIh+OAwDvlN6j+IelcdMdDiaoaq3VzMCsakwUQiiqfZfW/TCOB9UKwInMDAAz38tSMyPmJQRQmFOMKcQxzxXOREykgCxvbCZ3L2Rmda9Va9XA3IcozDfjGENg5mpWzAy+SjGlIExEBBiRMIEgzuburgZb4imEoygRAYvZjNcKEVLVUueqICmqX71588lX51OpLnwY5zFOn5/ncZ6Hzfrzt280z1MuNzlvTrbzzc1+nEU4Iaqq1gqdpmyBwg1NQThweMlXf3b2hMygFliCBDisFGFOXUduABhczT98/tHPnn/1f336m1q0Aw315otPPr060PN//fPN6UdsdX22efXB5mqe3vzN//Kcx2CS4slPP/7zJ9tV2ccaY4zy5HQ7hMSEruuC0KHkjqkXTMJzbeEBjUaj0Wg0Gk0BNn5PIvAo+O9+3M+Plgm3BbIfqAH9m+uOMt/vJdxd3N876u7e6hMPiRHuRncuLcchgXcvuZ0hHCu26RTlMvWxaPUlTs6d3ANzJzy6m9oizMwsiAjzEvmwiDkiEuZERIBrzbXOpgSyxTnG3QEiMNEin9XMQVFEVUupVW2c55PUs0jNWWMCsblrreuUAkHEQzAyhCDuUDOJ0d1c1U3VHc6IkZmMyUyDMYHyOJe5CHOp9fzt9avLq9dX1y+vrnO1FGi33/fCc60GlPM3V4exuOZSCfA3b9yslBqIkggRRWG4DbF/sl6vh9XQD9vN+mS76VMSkJVac7FSxCkwUwhd30emEou6gUwU/+Yv/uIi27/76//z5Se/3L3enq02v/jpz190/WZDq9WqQGGHf/uLn/0K//3NYXcyhM1q20e6efPF6Xpg1Ejokzx778UKPNY5BKEg+7msyu6qZHsoSDcajUaj0Wg0mgJs/LgcGbfQY91G7wzI/fY0CH+3lHgv4ejo6cN0nx0VC49m/B6nO/hxzvvdBOBj88+jzlL3Ajrn5x897aLgzdevmRgEMgskpZbdwasZmIkYVmmxdHHAneAsEpkJJARTVVMQASRERKxLKj0WL9HbQiQzqRoYIcW5VmYJImAJMahmUi0lCzFqrYdD0NMuStcFIjIzMyUImLNZYFKrcCOImSoxEy8fTauy+zzNSrzbj7/65LOXF29v5nxxOIzqDuR5YvJdrcT81dXNOI6lVqvqZll1SKnrgrkKKHE46Vebru9j7Pp0st1st6fDalht15vtyVkfGEamiblOM3cch45CMlNzc3fL8yoKntLHafs/8n/+N7/8p88urn9S+WS7dSo3b871cDgIX91ch3618vqX7w83l4ebw9t6ebF3k9SvN92cD53xNqTNmjtLPaSYU5CnNGueJrsm+bAVARuNRqPRaDSaAmz8bnybn6fT8uNxKvxDGfB4028ryhwFKPg3NxyHQDzyibmv791teyz8Hlm/4N0JQD8qDz7IS/ep4iW2H4VpuxpqnvfTLPAgIZsVVdAS+25EtLS4Omy5DgwkFoeb2W0EwiKEDQ6n5e34tknUTIkYABFiiFGklhJCEPIgQkBRnUs2CR3znHOtJQaKMQGAMxgAJAogtniuHv1dSNjcly5Qq8UAkEuSLz559eri7dv94WbOYy5GlFXVbd31F/vJidQJHDmKo0ai6Hrad2fksUu9iEjgLp1uVmfrjQm6vh82w3qzWq1WfR+ZkCQECN9+WBVDzplB5uJOIaSUOlStnM/O6M8//vivLv59SlKIche3oVPE4jJSF6c6Tjuo7/eH2YOTPzs9iavu9de/1lJZVtXgdSZJAqqEGMPKrM95XW5ipNmaBvyD+8en0Wg0Go1GU4CN/0+hd7+QOS+r6Vj30bsicLEDPSoEun/fL3fu3/FN8G5mDw/lvjuxB7wj/PwdHXgvKY+CJR60311KBDBWn3hzEt9+dTU6YMTVb1MjQAR3A7AIuKWrc0ndg+da3N3dhZlZ3E3vQwOXflgicneAWYTIzaLIEGMKITCZqZmVWk1VgFmrwImoltoFXq2H0CWCiAgzu0PNiYyiCBhBXFG1qsPVQIA5A2bm7vM0v/ns85evv/6Pr7+a1CByNU5zLSfrtVK4OMwUh9PN5hS+Jiru6tozidaYi93s9jnvppJ6erJNISUT2m7X3dANfQiBA1tiFQnCJMTivriLqhWJQwwdgyUImRbTE0Y96ef58Bc/++Df/8N/uKrzk2JaanIPhMq8XW25TlPuuiDr7WlGudkfnpyewaZf7w5sWD/ZrM/OhtSzIUVx9dmQOKxiOLWxCzTnJhoajUaj0Wg0mgJs/Mt47OvyzW2PxwDvxaLTnRHob5/J+pay39Ho37v2MN88jwe/UD92EL31gHnQfHQkBe/qgfdHcH987Lg+HS/+KQibw5yqqpqRg0WY2O/CK5aLQIs5i6O4MhEvNT4zA8ydiBgwWmxbvJoCNKTO4aqaJAShJGxMtSq7RWYB7eYZi9oTAWzoYugTCbvDzN3dzMASRGo1ltszV7VqTsIhiDMWS5tpnL7+6vzTX3/+5eXNYc6Tu6s50KW0pMivh81f/OKPh66TEMO891LXQlTzxcXF5eXF18PGkkYtKYaU+iGms25FIinGaoZ5SuwaiFbJCaYKV3AwM6sKMYBBEqOYab6+rmWKJ+tn0f/Vz/743334j1+8/GJ3fVHm59dUT6NtI7jbvkV6bxtDMWeu6N5//t4Q8Y//4Vf1MD9db3/+0w+fvv+iK4ZayXIIbAhRZILOed52fJ2bF2ij0Wg0Go1GU4CNfxn0ePm2HfTWAfReBbANiv8AACAASURBVNHDtnvVeNsH6cCt6clvEZrfbBf1R0Hr/qiUt+g98kctoLcVwkc1QHvU+Ym7ocGjg3wjhNDhPnA9n6ZajSUUUwAGMDO5F79Nujc4AQoXIIIrjABeNhHMHfDAbO5yW/ojdQfzJnWm6qp9jERUq40oRM7MvYiYHaYx17ruV8HUiU7OTp+cnA7EwkJLDIWBQKjVCdHcs7urmRMLYNU9hmDTZCXf3Ow+ffnm9cXVm/14oNCtTrYpqul+HGfwz3/y8YdPnpwMaZ1IzFRLWm8I83x9NdayPtmutmfvlZz3By06WRmnMR9m7tcpxAjuUy8ShcQVdthbjKGLqM7mpNWVWDWbUtdTCDaNsV+nUKeSUfnFlv7n/+G//d//+u/+4ye/OXn9m/WKo0603gyeT4IXFw+UEpHmw835Z68vv3ozvv/Rxx+9eO/Z06cDi0HJzWMMHLzWCoj5Cv4ej18gthu30Wg0Go1GoynAxg/kXo85jvWdkx81f97P+z3e6SgX8F4cfo8W0IeGye/Y42ic73a/pWBoD5VDP06BX97zvr3znQLgvRforWzEXafnk56mL/62qivIrToR3MkhwmrGIDMDE+5y/O5yMcAiAgJczRaD0UUlFtUUggPFdJMSE+Zag3AMUs2IOYaQYiCCmjqxmXchmloFTvohpRiDpC4EFhhImAIBULNpygBSCFq91pprpRjgVnOepznG+Nmriy8vb5QlnL34MKbteji/uXl9ebUetv/mpz/9xftn0LnOZduvux4kpebL/WszP1mdhVMr09Uhp2ApjtO0sjLCx5zfHHYfnJ106+G9958wSZ4qGXk9KLkHEoe7a3ED9T46nIWJI6/Xse+nvOqm0W6un6+39QNZ/3er1Xb7j3//9yv55IP3nuf1Ibz3pD853Z51OmXk/PkX5y8vrpXl57/442fPnm5Wqy4kcavBihmrqSmqmVkfgsE3l5+B/7Tdvo1Go9FoNBpNATb+pfIPx/IP5HQkApfS3t3cH9GxaQz90HfEI0uYoxbNB/Xo77zA31nnj7Lj/eg4R9kP92Ly7pM+SiD8YI0P/M2r/Q2YXG9H/6o5ExGRmnUxqVZ1u/uY966ntAT8LYpzuSpE5GaLY2hVDcKuNpv2KTLxojhTiotWjiIlF3WDcxI51JqCDF2MIiJCIL91IiUWrqU6AGao3ZdCmRkOr3qzP0iI82G82E27XJ+cnmxXQwcBIQn9xR999Oz06ZMYk/mMrj89Wa15ung9j4e59H2PU6fx5sDKab2l/U0u03T11dvrS5os9sP2dBj6/umTTeQcRCTVBKmF6fYvxVikr7vWjEqUYwF5DMxCklYDT9NYBSurz7er//rP/ujrV1+/vDjvJBnTpg4yM+XLedLDwScNq7Nnq9Oz99971gsHAmsVImYipjzrkteBquzeiQyHS6zbDdxoNBqNRqPRFGDjB3Ff1aNHCotufz5Oenj0QjoWZn50pO8Qft/l+ILHCRDvPnU/avs8GgJ8CHf349qgP86XP1aVxy2jeBrLL/j8q8ubUlWdmJmJzUxEsIzeEfepm7NrtWOlvMjBxeXF4AYnMJMT4ERMVFTdvSOuqizMzCnEuZQuxu1qNU2TwZlJVa+mcdsPTN7FSMREcrpZr/qOmF0VIBYmokUKBubitagyEwcJQUpRZncQGJeXeyferlcSguyuc7fmbvj5+y/WKbgViTF2/TZFq/Pbl1+5okvPhmE1B+M6n8XkZf7y5a9//cWXX19e/+by6mLKZPTBZvizmrdP1h2ROATdsN4G9Df7G3c3IhALUXVz8koQM3jRbGQpdH1ggoFjMtWTGLo+2Xb1n/3xH/2vf33BVzc/TzF0KziCUK1A6l6cPoldCl2fUhCzAA8wVnfXiuqqZm4EhxEQWNZlF8irt0zARqPRaDQajaYAGz9UBB6rQfzzYo6+sf4b2vE7DRrvtRkdr3voCKUjrfiNacCj9s77IHg/Lhw+DoE49hG905JH7/peGK+vb9wRRNwc7mZqgC7+lu5MNJe5qhLRcmpM5ICaBSYz+O0E4K03DC0VMcDdUwgMr7TYjjqIRGSzWh2mSWsZVidaspllMxG2WoTDZhiGvntysu37LnKAORimzoFD6gyuquzIeQ7ERgRnc61V15v1lCtx/OD5s7mW87dXheNPnr/o1muHimUp6uPVWPYl9ELdcPpBv16TCFFY7S5+/ck/fHn+9a9ev/r7z15dzjUwRaGOA1uYafuFPKV/+mp/c/jLf/1xv2bnbCkYg5yFhdUJzm5wqBGp1nEPCMdigAlXGLpuVQjJuhCV8V/+yQfX9V998cWXX12PIeyGzXqonQTp16lfIXBNUjphJgQQQKUWsxoIXUpWilkhJi2atW50+im9/dSftDu40Wg0Go1GoynAxvfGv02z3Yqm2xbQ49nAdy0/77bRQyXx+77nb1OJ/s7Z4KjodzRGeJwVgQcv0Hcf912gt7rx2oZOudYK90Bsbk6uxFCXEMzM3VTV3G1pubw1vbmtP9rtdSAGGNBlrNDdiFZ9H92LVhE28yUXcIn+q1prVQdf70cyfe/pOkosOZ+s+hgjiTx/+nSzWTORVXViq+oAdwKHiICZmNWqGJdSRESCVPNadXuylXGczi/eP92uT58Om2HdgbWev3pzuTusTj988f7HqedaakgDE5mVt5//H//bX332t19evr58e35983aeZvcPNqufDd1GqUL+6MUH/9W//W++/vzz93/27NmHPyl5ng+zjhMxhIWJdM5MRuJEDAqsBnUO7sa15t7ZQ+9BqiIN2zzuV0P/8ZOn/9NfnvxVd/JPX/7qOl9t36b49CRKv6K+80jm7ArPREwhSAiqptVYvUvigcbZzD2bjrkGwge7Tz9dNQXYaDQajUaj0RRg44eKQDwuAN7W477VHvSbSu4hK4K+xQbmu97ykY8L8BD4/u6MoMPdCQ+9n7dC75Ev6Lu58P6oEogHu9HbYqC/1fjzZz+RMl1cXJirg0p1dSUiM2MiB6sZEYSZQIu6U3cRJnd3v60KuuttDgQp7Mlq5bXkUiAcORw0xxBXMR20VFU3Z2GBEXkIIZa6rypVIxxqp93Qp37ouiBwN9UqRuyO7Nz1WVWCAE6zA/AQjZgQymEv4uRTzdd9dBFRr7GjfHP+9edfXE15+/TF02dr5+K25q7D/Ob6k3/4m89fffKm7FYfjM9O5/Hv4t6ZeHabQT2xBvzln/8Xa6LLz/7u5Mmzk6dDnmbijlcb1YmQGQIzYQ8CC1LgosU9cAwGItNYxuqbmEc2dcpSpt7niS2u45My/cnP3x+RX37yy/nmSmMXznoFGAR1EYogqMGLi4kAEHMvWslN4LPWQOiCTEU2b19tNmVnqd3EjUaj0Wg0Gk0BNn4Id/rOl2R3+s420Nvcd/rmi29X3QWhv6MvHz/3b4mef/fpt8z1fUPvLfv5w69v2Mj4sfq7F5UAxmz25PT5yUZcf/P1m1KVCOrOAC8zfksY35IMDwcgS9gDFp8YJaI71xm4+zKqx/Cp1mq66lKuhWlxAdUupUh0NY5PTrbTPIeUAmhULVo3zMV8k9L7T89SCqaqjsjMLMTBzAAKbsLMIGcykJoaiAhBQJbBcPM5u1Pnkrqu08uv37x8WSHP3ntvczKIHVINVCcfr//hb//+H6786snH/r49PX3ib1WvvtqPN6/GadJ62guQn3/0p3/6p39y/ebXznMnQm415xBjTFKcoocgzEokAphVc1ewu7nq7f8DVIcjO8gdZOImjJhYlQzMp9H/6MXJm5fD23FezdNqSn3fI7E4hHiR70LMwiBSQHMxAEwszMZEtJj6DPPNU9vt8LTdwY1Go9FoNBpNATZ+iPa7k2SLWSbdizx62Ouu3nevFB+puN/S/elHrZjfucM3nvqRpHN8i2Q8ynk/OsixOPzGGOHRK3dT/birw6o7Ww3n1zfVEETo/kzu+12Jlu5XIlpi2u9zBpd8eNyJ4o5pnsYgYUkRdPP10BPRmPPZ0I/juF6tU+qub67PnjzrGHm/g/vQ9evN5vT0dLPdxMD8/7L3Zj2WZdl935r23ufcKSIyMrMqM6t64NDNbrolUOaLAJswIUAPNgzoQxjwp/En0aMAybDpF8uGbUCiaDQl2WzSzR6qKiuHmO69Z9h7r7X8cCOHyLmqi02xuX8PmRnnnuFG5D0X9xdr7fVHSoEZCUWQSNXBzEoVFtXiphyDFWRELRXU6lw5MBMFxhRDv+hhe3729Iz6bpN4QU7T7nJ/tT/7i6fb4VGhfTwN9+/84fd+q+bLUsO9j476uv+y7MBsAHmwObl1594Pvv+D6fwLyJNIrNNep6WSuM6mFoP1RO5wGFSquboZI5C4mqJXJAYFB7BpLghIyMJgPA9aFShajHQ0Tr6UT771yf/3lz/74ullngshLvhWSImc0P0wO9WqOhMgABERBMToXswLG6iDOYKf7n/x82UzwEaj0Wg0Go1mgI0PxD/s0WcVvueLA2/W8fBFqMSrBUB87YyHlXqvZjz4ofPU31T38xuTP581cj7v9oQbXaDXG+1GyMTL1wEHByb8rROmvE0MPfkqyuSoZi/U0W/o6OHJHYzvOgbh8AUiASIAIRAgsjCiAgBhHwKBm9nRahWYM3GMwdy7rl92CabxfBo6iditNuv1g3t3V8sFgOP1pREBgYgQwNxKdXMWMkAkImZE1FIR4ej0xLVcnJ9HUKzDdLbdPt0tTteJCuS9UhgLf/Hz7cMnW193/WZz2i/GfMW//MsHJ0d1eVRs4E8+EcWPvzuvT+/eXx1tZLr66x+fX4xHJ8enPRtRnetgOfUkTGQIZsRIRA5ei5IDM5NF1UpBmEi9uFaos0kACMEFYheMOJfiKjr3MRaE79w5vbiYzx4/LNshyEUKvaFE5wBO4OxAgVEEwQOTI1UAUYtshZzJiQmYl+c/26x/cNUaQRuNRqPRaDSaATa+eVFEuO4SfbHxxvLBr+ic1zL2Fh19keHwWlihv3H789j3G6fzlyqQL/G7t+h2KFczdFBubRbEtJ/yblZDdAe7cT0kul4deViPaODoz1o/AQCACAkQCcEPYYCcQgStSKim6qZaYxRm2o/j0XpDYMM0qnm/WN6+8/G3P77z8empMHYpdF1kRFd3B3ZXQCBwM6hqTIwIQECu5sRkULVMZa5Vq6uXydx9cfejdZzwYqguoySQsDiRbm9svsjggivhxWWe9zs7AVH7GGP37fsgvKrjw8/+/Oe7i0jcLRZY8zRY2mwAWNXdIcQYxDwXBiFEc0dzBzA1ByBiYQZEVCt5ctsJHxH1bgmDUGdEuWZmhSHjIqSN1NP1ej9s53F/MY5HwwAS1wsMQegwgFXNUZEIAc2dEcUhAAREQUREZIrzcGJXV3C73aONRqPRaDQazQAbXx18+5YXC/heksA3d2e+3/1ee+BF0e9ZiQ9uBAO+CId4URi8UQl8NUvw5TM/2xmv97x9vPrto13Js4jMV9s+MK/SIiCAj8XMXZ91eV6/7pnAXVXdQQHcHAmfu+j1ij1CAEcAIlykFEQUHQAKYAjBq7qbMwuTBHHVorZerk5Pb9/75P7pug8kbpVFSNgN3BXsuhSJjA5AhLVmIiGvaAbozCQSh5xVnSVg8BQ5xsDBebLKgSCmuAixI50f3do54e27n6TV/auLx0PZeRQj6FS87iHvdrtLT8eD21ktH/X4yRHv9nnEFIFZuq5bxBRYMIaA7syMYG52HUwvLIQkAgBaq1Wbd7MQQEdIBG4u5BAss1txDaAKYCsKRwlOTk4el3kseTeNLJHJU1iGEEHN3AkACd3ciyITA7CTgEZEQiIANl/vv4BlM8BGo9FoNBqNZoCNX9H9Xt/B8VkcIL6SI4HwYutrg1785eku7+fl4t87HoVXdnvVKm90ct40z9ursLu4mPK87BfIfL4bprnk6rVqUXMAB3QAum5sBXJX1UNMPCISkgMc6lR8WKImQu5zLeuUmGWRErkVJkEKiKuu11ryPI/jdHR8tOgilhK7/qO7d4+Ojm/fPpqHYWH1ZNmlILUaIbIwIbqju4HBM98Bq9XN3QyYu9VCTTvp03pRzRbLyW20nPHqUkE29++rmivEbinSfzctgRmRlx+lj373Hz59ejZdPJKItezdhlBtFZY8X3z3zvHv3j2yq20dcpRlWm+O1uvYL1a3joSRSIWIUnJVz6ql0CE5kUDdkBgMtFpAFuXq0IGATgVr328cN5mPwL/kUNYhlVLQ8e66qxBqHs+ffLmbBkBIoAMjmvchMJEBINKzaT/G7oIoQIwUABiQmNdnf502/yCrt5u40Wg0Go1Goxlg45twvxsS+PwQ9BubXwoK/MAT+rs2vZgb87weCPBKJMRr4YEvZ0W867rD7hIYHfjxk6dEtOx6gzDqnN2IBOB6kouaAgATmlt1t8M4mOdzcNwjs7v1qTPVqeROJIjEEDrh/TDFII4QYiRmdnu0254cH6cQEDHE7lZaPLh/P6XYEy3Wfdd3TEgOhNejT8zcS2VmQSlaqmkgzFVdlRARAIsiQL/oSpnLNJ8cLz7/y0eLEGLaQODAITMAoQS+tVwfc18L5FlXqwWnEu8EOnlwdn5RYwpl2ZdSp30/YtaaTR1DOFr1myX3XSfrxbqTxIyQkJgkks86oCMBmVdwF0MXdmBEAvCSS1UA1Hl76UTx6JY50mqdjruYeBrrVIcosUxn69U6Dhf3T+58cXb+5NGTdHrrjIVi0FlLSstFz4JQjSlg51oVwIiQiBCQERkQY1hOu9MOvti3O/nvzRtRo9FoNBqNZoCNX/enLgfHQ3IE3gwK9Pf5nt8sEV63dF63cfrLA0Nv/vmiovfyxBe4sTjwOpfB8YYTvjpXFAD2U+FFZashpmGc5rKvDoDUdzHnctArVa/mCOBIRc0Ar5PmHRAgMDOAIKkDI06lCFEXJCBGIq0VHRBRAbsY1106+/Jiuej6Pu2urtb37ptq6noD6ILsLy83pxtAPJwZzJCZAMzM1NwdmQh8njMCEriBmxu6WZmAQ7WqWmudhz10i80ydVBmI0RJAT0XLVkhjilyF5PGYDpM53O/6PcQVuuVzsO8G9Cm6tvLyz3E6CF0x6vlcsXCCjUuUuo71CJBmBkAVKtVY8AQwpyrmamjRDB3IuQQgCgike5LrkRAlfKU01plkTQtZbOBHYBlDqnzsjrq4em8XK6ffP7FEmliXsdOIofg1QxAGADMDsODiAjMiRAcEDAE5qoZYBP8i3YvNxqNRqPRaDQDbPxNmuOL+Z/4ium93yrf1Od5o1H05eEu8MLxXtbCZ9VAf7Gfv+Va/soomU+/9e3LXz7eDzMKx5B2w2gAIbEAZLdD2+Eh8c8A1OyQ+Q6IhyB4RIiEjGRmkXmaZyZcdZ2YByRwq+ZJGAAXMS5EYBzrnNMimTohdamf53lzfBxTWqRU9nv3IwAkQkQ0VSayWpkY3LVq9pmZvFQ1lyDAaKZmTgU5sIiIxJCW8zQf3+qp2lwKksTYOwNgrmasls8fIzOJVEgAaR5rjI4wlvExlWHaD1cX25zWm5N17BNgWIUlOTAhrZeLPkJ2YRYWd6951mpmLoiHqaQAoHP2ABSEmau5hFhsAkIE0tmoKmpFnTQm2px2EubLMyROVY/6qDTdObr101IfX1zc6WSMy8VJcsCiZrl0EZDIq1s1cCcDAkI3BKhqgdhStPOHgB+3u7LRaDQajUajGWDjmze/1/75wvluhsW/J2jC3+h18Kya9/LIUHd8+bhXEiP8pdwGf+UUN8Tw+Xk/e3R+ajLpOE151XUYIgECYK2VSapaMVUDJ1Rzc6NnyX+HEERBAjNHZyIzBbN111nVEAKhq9bAgoCrRU8iZRy24+RMHx+fFqRwssiIi/XmwYNPTo43OA1JOKYOCEm4qoE7IJoZmjGRm5W5GEFgQTBzRyA0JwRXcwXiSKButuwWeT8TyGK9LlVrUVBC5CAC4LW6mZfZOMwpgtsE22G7n6YMc5ZsR8sHn95acGCCrOQSQmL0rg/GgJqjEGhBN0QmFIhR56xAlBIamJlXlYDkYG41ZwRUTkQA1aG6TDk/epwvL8OD3wEACeJq9fKyK9NGHVbxuNjm449+/otfwC8fLSB1IkRIBFqA3eMiUHUs5qaELAAJOREnkWkutdpq/xBWzQD/jtMWcjYajUaj0Qyw8bf/IQw/ZP/rcuBhQOh72kDfPy30pdB2f3lZ4IvM9zeNFH0lQvDVf958Av74fHtOt5Zxk1LZgS473qRg83h5eaEOepgFSgiAjChE1/mF7ojIiIGID/U6M1XtJdR83QVaSolB3GzVdZFlyvM4jLPq/Xsf314sjfBK6+r44+PFolssJaRpHO7dubvoI+bMItOcJXAkIiQtCgTMbGrgJoQmsZYa3BkYiUAEiMs89ykyQC5znwjUhmEmFiR2hChJklQD5KTmCo5g4zCWmud4HE8+SgYJoGMhKw6Kqlos9h2l6FY5gJRZAFlQQa0qGLtVZoYgzgjVzczMGLg6opqDAyEzYUWt9bByks1hrp7Nxl2IsYxDWK6646P9sO05bdF7nH/v+z/8P55c/uXZed89WaSITMzcB9FitdaAhCzgAISuHmNIapG4Y7vMRfZPYNXu3kaj0Wg0Go1mgI2vqH+HtX0fqn9wPQTmsH7t+tDr1WzfnIm+VOK7ufFZdAT4qw4INzLg36S2UM0vVBCYCBY1DIRrAozTNFwdvhs1F0YhBAADMPdDrZMQCUGYp5yraifiZpH5ZLHIVTthJgKAVYzbOddSwP3uerUUKcPg5Eno5PRWjxRj6ro+uGGQGDutisylzGBYTQUImdzdzBGRWIoasKhZYAZzIABiYiC3eZhC6NDQad7tz91in1IIMldDRDfUPFkpcRGBZZw9bo57iXXZi+VyedbFCO77nSIGQnBS46nvOsgiRd0KS1RVVwMDUHNwDmKIyGzoBByQbMwkQjEYgJYC7pIVFThQrllqJUmqFqa9ioqEynMljKvFuB9jXGz6si364KNP/+Jqe7Yfbo9THEZi0RiP1kwKjk6IyIwIVs0QmSgI+1SCBJh2BG5tlshv0G+fGo1Go9FoNANs/Bo+gD2b54mvTWz5AA10QHdDxLd9tLtRsUN4ZToL3Cj/vbzteaAfvNzb6W8ImPDXPkn661d5BTXfDnm7h3UXv/fRp7vd/1NqQWZ3cEQzj4gTGLhHEkRwN2JxADUTJAEUAmZkJrASpetDSDE4gFudta5T+vTkNBOsmCvABcKyS0nE0UMfiFIiyrlMpRwvAmsNboAMIuigtTJLiKmUjEhYlRysKKozIxrApG4IIK6FfJx2GWERQyDuLfQsrnma5wEROS7R2Z2Wy0hdMqvJtxkorI7mqdiU3YjYiKXr1oJV5i04ADILVXemThBqLsYKhqU4oxgCC7qb1uqLTtRsmtwrBM4oghUI3BDYkXO9HCljPepDX2bhYdr3gNuSVwqDOAdZ1vrp7zwwLo//6qfbJxcpdSl0HQafq8XCLAQACLMZgQczVQWFIMQ1U7EFlh3Edhv/3aXpe6PRaDQazQAbvy7vgxdZfy9Z4CuZfu/8gHZ92GE+6Fe57lu/fqPLveR0r270N4nfa1r5zue2neo0w631ZjeNRStpRTMD2pkRAAJUq5FDHztHG+csxOieAkdCQXazhUgiWgVh4m3OR12/Tl1HvAghEka1GEO3WixiYBYwffr4yfFqwULu0PdLqzUEUcBwEE1zUyACMIODXbuDqQG6KiizGTIDACICcR7UnBfLpakQc63zYY5oH5bPRpgiOqCDTrNmDaip6yo4uCsjUeiItMyAEIW0ZC1GFCIzCgoiIhCR63VMvQMBMwhCLYiA5PN+0mkSdoak8+QK4kwsMQgYWrWaa7rY5nGmzdG6X+4fPabQjcMuEK9I9o6brrt769bVw0eP9mO/3aWUCECYFimAgAEYIyJW1WLXpWcRJkS2vPJhh80AG41Go9FoNJoBNj5EwxyAbkrfK7L0Pq/D6+7P16pt728KfR7d7q8eCG9Mkn99vZ+/J47C4QNbzB5fjUdWAxM6ZwcH72I0s0MSgxAB+lAmNwAAAyNwMyfmRRAwO0pxHUKpdS41hrjpV0vAIBxDPE68v9wFkuOT05KnndpHt2+XUkTibpjCor97vNLzp9QvCUCrJmJVBQBXzbUiERJqNXQCN0PEwCQMAIqIQtUUpV+ve0cBE4BKdQKAmHrgpFoJrdbic4E5g1kn7Nk8G5hhtS6QdIndFQjVSRWJYhfBiEHU3VXdHN1FEqaOSNQQEEwnqzPmWQlADcxLyVo0ScyqQJRz9kK1eBTuTnoTsdBZ9cCEyLWixuD7KVU76XtC09OTs/sf/eI//GTx5MzQ6pFKSAstxREAATlGUSTV4uaBCOZsVclsvXv4cH3c7ulGo9FoNBqNZoCNd6vbtbm9SHfwr9OP5c/j4t94+MthgO7Plw/e2OM63cFfmhL6WmXPXy8V3mwdve4P9dd18EUHqT9vInW/OZ9Gu5NJQcoYqUTT6rro0vnlFbr3XVTTQ9I5IJopAyxiFKZN3y+YtZZIjIjLkCbzzXJ9uj6ieU4pQeB1Crx0WS2P18sLs5nQmQSCI05V0c0AAagi913MF1ddAGYmRHKvpSAii2h1RABzZ3JEU2Nmd3evEiJjcGB1DwvSmRKsAABRDBAM3RFyBa9ECnV2xdCdFlWpxlrYEGuuJJGJCMpUQwwksRRXJ44BBGutBkjdko9uuRmU7PPW81bnS8hzKeKOAK5EiERAgYGEanHNBUrBTjhAoV5Wa2H2/YV7IaJAQhyr+LKLrnVSvX//k5//1V9/tt0pAZL0/WozJkIHZjcFcy2acym1alVyFEA0669+yevva+slbDQajUaj0WgG2Hi3AiLAizZQ+Ir697yJ9PDVhzaB+oc/7m+0OXjDIFB3uCmW71gB+ObtWvWCSQAAIABJREFUTy+2uxDvrJYdTHV3YVPJOQszArh7qWrmzGQGh6qnmZKwms1mxzH0EphZAZHouF8E8yihk6jgYLjarJfHm2WfwmKjJe92exEBIuq6GJMCcIy5lC5GZKlq4dB4icTMBg6IFAiLuSEiqrnVbMjcBSQAVa2AgZy8zgNCoNi5urmiGzELBWKveVeLmjszGSEBC7Nnt1y0Wne8cFVXAIdaKoEiB3NAEWeR0IMEWa1dgo17LHvbnZdha7W4uaojUFVAFglxLu5FD/8lIsJIqjrlErPWYSylRB3RdRwmKyXEGBmli15KP099iJuTo6eff7mfyzTlcRwvt7FPHbEwBPOqRcGxVAP3Uou5I0CaL5dYrrw1gjYajUaj0Wg0A2y81f6uZeja/G7q3Iee4ZlMmftLKfFvUq7XmzX9jYv3/M2+5y+y318rD75+AYcXzaX+hnWFb3mOc7Ffns/LLt7f3EF4nPOkWg1gyoWIRcDNzBwRmIgRFyEE4hXTra7b5hJi6mJKIR53nY25T6FjNkcDWh6vT24fhxhq13+Z81xKFMnzyFUDLas5soyXl2LWiWQrSETPwg8d3N0A0cARgAQBzbUWrRQZjYpmxsSBTIvlykyQ3MDcgJEBAfjQSBrAIaQlc9BakRkMmIOz8/V/JSFaTEldDYAQiMAQHCSmJXYd9AmHi7p94hcX5exJdqfQgXSH+pybmjta9QpOAcyRwNwF2AAQhGLXHd/dP34470ZTDYi26CAELujufYzLlALC0e3Tzx8+2s3lchiPx3HqFwFlIo3ogFGruRu4PVstqege6pBshLYUsNFoNBqNRqMZYOMDNPCru99NO0NAAPtG5/m9K8vhJel7PWbQf/W58vupnHer20e3VlbzPKmW3W5XSnEHQCQABD9aLFYxLFO6FWIPYOZ9iOsQ+365Xm/WHCxDnzqRwCCcwur09ulHtyyPZ7WS+eZofXx0XPc7cUVER5rdJvWrYZbjFJhLnaFWMiUkd4cJlNFU0YwqEKABSAglKyE4EnVUXVFQalCEXAd0DjEiBnKoWtyEuqMO2Q20mnTFzUwLChP3JIxMdZ4050QEoePYMYmVGZSU2GJHImV7oV/+0i7P8vnT7bbg8qSnGDkAlnHOxMKBCIDtEFyvZqZq0jFRoBBqvwhHRynwWCbbXUHk0IVixopYrbhGpE6kOzqqzA+H0a/oqOtTvwwiWtABg4SKoA4EZH7d1Kuqnm01nz/ujtod3Wg0Go1Go9EMsPEmecL3bflQgzysIXyxnvCbfqKvyCa8uhrQP6jA91V5crG7Yvz+3bW4czFhmrMDICFG4WWfVjGuRO6sFkckHZICJOKFxFXXH6+PFhJD6JnRWYh4veriYrlcr6yG8XxcMhVzzRnNxmHUEw0i+ykvbt2ad7uC3C+6ulUHRWYgxGI2qwdEJCcAdVBFYSOuZj2HCuag7FiGAhRIwmG9IoCrlWoew4JDMINaCicJPVUvVjNyCTG4WZ5nkdipWXIlRhehzoRckTjF1BGaDld6/jCfPy1Pn+6uLn19e90vdT+UaUCiAIFTpMhaq9OhNdXcuWJ1dhFiEttfAeZ4+9imj2C4pGXYX1w6ICPHPpJ5yqULoQupX6SzaTgr+fPLi/VqKQSB2AD6lDI6CZNqnSwXrVqrmpovhy+h+067uRuNRqPRaDSaATbeoFSvBr//SgXA66/fngbxVj3z14a7vDTg09+UF/jS6JfXe0HfMIz0eteXT+/+Qcqb1X96nh8sJQCZQwyJRRBsEwMiBAQ2C0BORCKJqEPpSCJJH+NmuXEeN4FVEISWKQAYO1C37ENJ4KjKZrthz6WUaVytlmmxdnAIQfo0zzOoMqIE8aruzkSlZBJxdyRxMzBzN3N3d0G0KTMi5cqrDkWqKlhVIySREKSLbljLJClRCGrmgBKCa3FwK0U4WAXGQIk9dnWqFUlCx5zsEDy/v6q7C99d1eFqd7mbjRaLGD1PJYMkFJEQkMjdDYBcEVCI1RTc8zQj1ZScA9ZhCyFw35EEmEZ3dHBEMHMwRyBGSIFSDCFIAXgyDXeuLgMxpJRjwjwrEpE8X/fpDkhoZqv9o9Ud3Sm3u7zRaDQajUajGWDjphb9iqW6l+zpcCZ8Q0kRno39fKObvVn83nSll7Ii/B0eCs/WAjq+Vws/mN1U/dbmZNkNeU4SUwxWs+XZzYZp7vs+pbTqumC+ABTgyNIxs2Hquwqw6cUCUSABy7VgqdB1fRcjwH4cOSYkTougJU/DYBgWi94Jp7ngNOE4L2MwVasVHOZaDcxNS1HpxPE63I+J0JwYcimILLGrpYaYRMQNrpcOMqpbmaZaNCxXxlKhColE0ZotZ68uwlxcAwORO/p6CcxErJrVjb3itPfdVdlfzRdXl8PE642r57IDM/SeOCAFnbMicB8JqldFBEQUYSAyMzclt7LdOQab51k9V4gx5VKQGQHRjRAJCJGEObAwQjZ7POwji+MmgGItLIEcEICZmYiZxLi4hfnyH9IX/7t+0m7wRqPRaDQajWaAjRvgN3I8vuaDH3Te57v7W+XQX9O6Fw/BK6ERb3E997c/9qYtb7ZERBQwJf/ozp08bGsepylrVQfPudw9Or69OvqdTx+Qex3nrlSv1vcLYVqvVv39j2U4F0Zw85pBK2kRQQ28SsFTlwlRpO87BJ+G8dbdIy+l1rq/PL+9WSqiBNEymaqwKDgFAaKqVg/xjWpCllL0Umt1JjFAYIJsOmcnImJAIkY3t1okhNAtUMQYu+Vap2yATsHJKQarxdndVWI0CX231HE/54GJvUxl2PpuW/bb7dOL80dXU7/olmub6mxqiqGgRXQrUJU5oMSAWMiZCMFByQGhGqHn4ulqcGd0kNiVWkArADgakYADEzpiVYtMfWAHEvA9+qNpqIFDWcYuGZqDAbggMnMUqVrBs1U9/7N/8d2T3w4/+OMnczyfv+nO4Mbf6K+l2o+g0Wg0Go1mgI2v/1nqNf1BxDfKn8M75ne+78MaHmTO8UZv6ddIk3gp+d1/he/Yv+JFP+CD572ln8IVVXaEh5dX05yTBAfIpfZ9X5nvro++des2L7p5nvz8Ig+zm5Mro9+9f6/CKe1209mFS8fkhuIGiHi6XovRhWrqNnUcNAi5oc4Xjx6uu9TFsL3crrrgYO6QS3a3EKJpAQBCdDMw8FwNCYI7KJgjGCFpVuQIuSILB1KtzoBI7oRCyFLd3UjnSqlzNzY0Q15GB6Q67R5+CWXGbgm5eB4kcp0n3F7SOMzDMA3j1dPdznF5epxWfbnYeTFyMih1qJy4c0ASJUes6MEYkQm0shOpAwAWLdstCVHfsSDMY0yRAk+azaqRI5Mg5Xlk9GUfhgqEAMKT0HnJabdbbzbMqG7oRgh9DJWg1IKOYD7sy0/+/Z/c+rP/LXbp009/r97/z54e/d5s7S2h0Wg0Go1Goxng3187BHipC/RX179nWYKHSaD4Ht36FaT2/S73jb/cCY5puLqayaEAzEWnXIMEQFzEOJfy8OqyXy4I8WS9pM1icCvdfHm+Y0Q0LzUv791DOvNBpYsV6k6nXOwQg94z02qzncf9XCAlCaHm6fRkPVxt835e9omZ5zknghjDQZ1gzsZsCIBMjrVWTKmakRsDlmFMEkUEApkjIqCh1+JI7IiIgKRmIJRSAiAT0XkU5LhMmBa5zLTfohDFiMMIfTKtdrk1Zrva4rif53meshaVo1W/6GLHNUkwdLMpTyFFRtBagdA85Dx5XIKbH9YpolctZa4dRYpRweY8BiurJNtphkAO6OhEQIKBsJZsYCwUCMGsulOU6jDknKv2MR6GgAbihJAJZRoJEREChwp4PhYcJjz/P5d/8W9Pvv+H+9/+Jzs+brf+3433pkaj0Wg0Gs0AGx/mRzc+POG7dzjU7BD9WR781/u0htf66K+q4VfVOb+50d991M15MP62FMHnW14uT/pX/anmCsM4WS1VPQNyCDGmYRyKwVWeDZEQhmk+mqbjO5uUPs1fPOzN91OGaafnlzNOZCB3jnh1wuNEebrIo7OG6eJosRzELq8GRlvUEepI3oF70NovwrKP4mAVc1EmtqoB2Visas0194SRaZFKmXshinGeZwqhClOXdNVB9ShRzSgmjqFapWoMJrFzNOj7Uksg4BgM2YiSEE1F9096IB1GYKn7Kx12AbSAI+FUbJdnznlvur5/r1uu+tgX7YZyBnlO5tNcjBzZAfa8HYsZ2hRSh8aWjUjIHcUsRiKgYYqCbjprNZgFg+s8ZcAQgV2h6rAfigaUSDCZAzEAYAp7gu1+t4lCMWlgNA1OISNLoBBMHQwJAU0B0R13g47/9/+1/sX/e+e3/tF8/z+/Snfbe0Wj0Wg0Go1GM8DfDPHDr3nsV1XA55b3/LjDGRzxXfb2WmL7ey4Ab5C9Xzvq+FTupMWi50LTXrQKomutqlmNCXfT9MV+/8P7D6zWccrHdx5MIvD0LMx52A/T/kyrMCJKiGVMSMF94WXnUILYdlevhl61L4UZRZhyRcY+BCTUWl09iYQYS8lo4ObIzA4srlbNEREdfK5VEFkkiqh51gq1MIUhZyZiQBtHIKLUaVXDmUKwPGqpHkOMydVtmus04jiqC4ITqs77mifTou6AXqes02xTvbrcy3J5enI7SowkadOR8/7sfDfsMY+Xl2UudS41qzpSnefQyepkfXJ6tF5ugnToTG5eawUHCOauElmk5ClPMyjUWodczy+vzq6uCMHBD1VmR6gAh8j48zLzfndbOIRgFUitE1nEyAjFVIhU7aUxsu4Vtp8/lod/Ert/fetH/1h+9N+cZWpvHY1Go9FoNBrNAP9+GiQ4OH7tOiDeNEpw/NrP4y1fvjYrxuFNqxw/4PRfUyPPr/YAcLLa/ODByfmTh8NuN02zAxoAE+dSfvzLn/+3v/9DJEAFtLL61qfx7t3y9Jwef7md9p31/SK6TtvPzoLBcrFiCbLqrU++G9Os6xCWq1V1DRKYyd2J0cwcEMEJyB3dQd3AVDhy5GVK8zzVqsAI4OZaXRi8qiIRElotlbxbbqZhrLl2gcGBzJxQ82yILJxCqqXmYUQgZkKtZbclSTrtYB6gzKAVzHNRN9Np3l3uxpy3Uzm5d6/vOnFkIun60PUh9eOw++zzR0PeA0pYhqOuiyFOsBms7Fi34361e3LSx3WXFBdkFVwAVV2NvWzn7W5bct7OhVMY5vmvvvz8bLcTBnMwQGRScEBmCZRSRj8vOZb57rIHYp1nc4/MTDhV7UIwwGp2eHW7uQEA4lzqVBX+3f/a/dWfbv7Rf3318R/CNxxc2Wg0Go1Go9EMsPGftvu9pnBf09nwxvQXfL/fveyM79/pmaiCw9vme/pbhnq+azbMV20H1aunT1UrMaeYhpwdAd1jCD97/Hio063FOgLNl08XJ0frk+N9VSKUee8cIRCjSa1nnz/eXg6r1aZbdiGlEUEQCcHQ3cDdkcjNzEEdmJEBTc1cwdEOIkjg7iSMBVQVHRAIAYmAmcwMAcGBCbJWqwUREQEc0K2WwkEAQEvmeQIWUZj3eyamLrkWN3UtdZwgjwyKbmgI5mQ111pKnce5AnRHa3QHBEA3y0CU1h1FvId4+fRpHkcBSGxahtDD6XrN69tjnc+//Gw/TgvT29OcgkgMVFNBUNMyD+M8Xg7z5X7qAp1dnX/2+FE1RWIAdERhLmYZoJdQHVJKanY1TXfQYwy51qxKAExEgIjIxKUqPCtJuwMSISMiVPc8Tvyn/+r4e+e77/3T2tadNRqNRqPRaDQD/Luhb89N6Osp3E39O5ztAyuBjnA9R+bV9HfED9Gqd2WxO9zIgH+eKOhvjQH0twQ8vC0r4uuy4Xm/u0r9ksg5ylgKAhoAATy6uvrr86e3jzcphFqn6elTdkyLBF7Xq1SIgdFr7vJM6epqO15cPrzbh/7BnRxDngY1nIGWXXJ3BAAiVa21Ro4AcIh7R0QkMi3FqruDk4SgDqaVyInI4Nlu6EjkbqA2XG37fiExainmADozQEixuJdpBFUJi4gErjaNqoXASCuDOeD1q8Id3HSec86KoODUpcXmKHYduaHDIZKByIl90yVZrUYkVQNiF0hYGKrVHLnvFye77dnVrFb2PdGii6HLxliqZs3n+93F1X4/TD/fbh+eP7ncD4h0/W0jkTBZreBI6O7MAlCnWsdc18suiHApCCBIRIQAImyzAyDhi9dJ1QpExZANVXH3H//10fG9p3d+1N5MGo1Go9FoNJoBNt4FXv/hh8GfL/76AOX8Kg/6e/b/pgTP3/8EO8FoI4aUSxZmNDc3Yu5islImrf/83/zbDvEPvvPdbn0Ccy3nT3jRlbpHwkSRu6UVwH557zuf7nb74XI3jVPMOfTduJvYDQmYaZ4mB40xMhMYESGYoTCqFVUOQTWrKyLmksmcmYmJAImx1mK1Bg4YBMDdlMwJHUvNqubOyGXKAEBmzsyOpvNUXQC95DrPTEC1Wh3ZwQCyApOYzjpNdZrmWgZVEL79yd20XAJyrcZVHd0JXatXnapCjMuUiup+zhQjCHmIFoMInhwteyrDfr+zut0N3VRSmIBhvx8vrq5+9uXDz58+PR+Hq1KKQ993hIe0d3YiQBACJzTERUqMGFJk96HkDXrfBXTY53yt/VaCiKoREyAdfqeA7ozkDlUdAVxzJdn96b/6+Htfbv7BH382ylDbnd1oNBqNRqPRDPA32OH8V1wD5c8rhoceQwQ//MvB8de2vOpNTaT+FY770J/CVP3zuXuw6sv2YjvNsd/09+5ltXWEuz1vd9t/89Nf/Phnv/hn//gP/vv/6p+s+yNTK9tLLAoSZEE9MixSTWkR07FhdSgXT84fP+oC11U3XA4+1G3dr7oOq5JmRw9CeZoLcWRCInctWlGEkNHdzQtidu9D9LkEp8ii7s5UVUFV+kiEZjqTOrqoI1i3TmZFy2yFghwzwHx1WRBNjVyrKls1YLcKpYKWqRRXK2OexprHCaqtH3x893e/l4iwFgI3Aiiqqtwl6Ck4+SKp+bLrGQyYOC1qrdVUtSAG0A7BHXVv+niehnG2EAbwq+pb6WF9+2QNt0KIUZxBQcFpKkWI99NuzKM7mvmyT+u0jMxgxQgoSQBypD53LGKTIUAXgoKzu5oxM6k+f2EY+FwrMQmDmZ7/5M92P/3zwPzR+ih/748u1t/xtjiw0Wg0Go1Goxngf1L4N1L7wned+a3toC+M6boT9DBR0RHweqHe8yO/iSfp8E1NAfVf+TxDwZ/vA8GJR6gF6vkEAE8Q5HYKXhd9v91t/5f/+JN/+oMf/sF3jnKeTRBREiOWYuPkBOYuLIeOyRgSERoqCwO4O4KaqooZGMylEnGIyRCcgQBUVUsB95jI4VCBJFcHqxSJhN0dDxnxhMBExIhoas/+P0xdAbzW4m4SU81TfjZchYXJwNxNHUBBi9UMZmBmtZqZalVzZ1quV8tl72MBA3BwAzdEDACCYBTJEWutzhhCNHAUZGIrZgpOxKmrUy5qXQiAgLWWRVcBPo6rW8enVtwRs1Ykd6/TPAJSLaqHdZFecyluHikGJvdKhAzkjjEGrS7MkcUNECEwg8Mh+sPMDqEl193Hz2cVERIRAgIyctBp6v78X96796OrB7+/C6ftfabRaDQajUajGeBvkP7B160B4gszOxT6Donw6G8ZK+Pf+JwNf2fLqP+N5kbMubzyozCHn53nb8UyjRMA/vLLs//p3/34h598m0U0W+xTXHbZvIJ5UQT3/QBIyGzFEqHWSuyI5GqK5sUcwdQRgAAJEQhVi7khAjO7AYAjIRCAq2ktSphScYVqCE7IEAQlOJCZAREjAgIQ1Krk5IhIEkM0gzpnTgkQhBgQXVXVrBar1UslNzfTqqp6+IYpSlz0Xio4oCsQmToSMrEDqnqtFZFKrRWAMQBhHscUIgGgQy6lmjmTIbgqmnVIiblDojXTZkkQDHGYdm5Zc7kiR0Y1n2sZcxhnCT55yaSeSNSMABCRHFkkBGNmEXZwdw/Ez34d4WaOeP1q9WeDYcDRAQ4J8m6m1TAwQidf/mT95DP5/T+6WHzS3m0ajUaj0Wg0mgH+BvErdrrhi0bSQ9ccvnvCyzeugV9tD/+wo74OQ/W5X3Z9rfs9mv6PP/4P375z649+/0dH/YIizyUygmkxrYJU6mRI1HVgFlEyaDhMr3TT6vsybZY9EkUmJraiHGXMdZ6mFEMn0UF3u4GDIIC4W6kVkWNgre5GTuRgFQjM0c2cEKvOaI4ESAzITAiAea4sIXVdsZqnks0PSsagCM7gpq5VHbxWNfDqYAybO6eL4yOdq6u7G7E4ularVkEd0EOKuSoFccSSqzsoIYgcXMxMAXy5XJQhnY3jXEpxj3s4Xi66dU9OBiwxmrLNw+XTM4daK+zGbDnjMMxXl14Li4dcRA3cRaRLKQQR5kLEhGCODuoamdzB3A2cDi/3Z78iMHd1r2ZYrGJNiZnRwAzMJRiBlm369//zx/d+q//+f/HLkYu1N4tGo9FoNBrNABt/S7j7r/lCb2kHRQT365QBIPBDu53DGxXQn607fPu1/G3y5l9d9v4WUOmP1pZrNrCn++F/+Jd/8me/+Oy/++P/8rfljgMysDMDoSKiIHAgDg6FFbq4FAkXZ3vNGZBzznMMklIuM4MFZi+ZHNE5zxYFUhcrkIFpVSaMidWMEA/BgdWMDBANKxk7hwhqNmc05RhJqOYM5jElB3RyII2EWZ2ZnBBqgWqlFFJws3nMxlBVzdwJOcZbDz6WroNs4zyqMAMaCgbAUg5jSId5AmYMQavmXN3BmfbD7IylFiUHU0JkwvV6lVRnVXToYlxJV0sRxohKhLu5fHl2OV7ussEwlrnUR4+ffHb+GBCPuv7p5qkIU4z/P3vv9itLlpz3xRcRKzOrau9z7dv09Aw5FCleJMqwYcMwDNiAnvTqf8zwX+B3+cEw/GrDgkEIIgTZsiSToOnhcGZ6ei7dp89t76rKXGtFfH7IOre+DHvYHHLMyV/3Q526ZGVVrZ3ILyPi+6zYNA7TUFQvYRgtOkR69PUgla8q0+tsKgSkSEa2yGk0QDtJUiQ1o5+7Tp5ARviH33v+3T99+O77x9/8L27372wHn42NjY2NjY1fZ3T7Cn6NNai8VvNbuwtFBMkXJ9rrxNVXkJi/mJLjr47c+yIF2NvpdMygAvvd4dTa//of/uSf/9G/fPb4BvMxegog0ISQYGQsPVoDMVjZ7a7KMPRWI2Lc7URkqdXNzQxCSU7DeHV17V4ysmdX1SSYVFVTF9HWumQSIqpiAMEISQIgKUkQTLZWW629dzIjW0RLRrRWl7n3jgwk5/O5956ZKgpA4SpmalDx4sN+V1uL6BFBKyHaCDFP1db7siwtA+5i3ihL7y3ZMufWqLZmVhDsvQ+Hw92rw71pujeUO8WvvchSrbcdO87H+uzJzc8+efb0eFvj2GM2OVl+eDr+8Pb4s5vbj29uPr551jJ347Tf7UspLy5EJFQkE0CuoRoQck3IeHXdYl23a3LGeVlg5mWAmqoBllxa7QyVhI1h49A+/eju//0/X58fbX/6GxsbGxsbG5sC3PhbF1/8u1Y/l1bK16xgXoi5N8Lg8ffl8371XY0q0Qf3+3fumkrx4enc/qf/8P/86+9+j7e29LnXxQmRQi/ZFp9vs1fs7+h4VXa7wzh1LcEMZBWKOijsDZLIXnob2ckubpIikkWSGafoi4GKem7znDAX1cgUFTIz0ZdFQRmLjCNFiuhoZorWKgSskieJJft5afPxdPvsvBwxDjrsw31x435XzTgoBk0Xu5qCanP0pUsp0Wc3lOKnudaUVEtoira5xumc51nNdCy0Im69V9Y6qg6l1Ho+uO9cJ3AvcZC5yNGkTj146vOz25uPn33y+LSEnES7jbLUm08+rnW5e7j78P5bw7STabL37tm7h+u3D+NuHF2tp1YixNwjQ0SpCRGSqhoXjyJeLlIkKejRydVnBxJBppvZsBNTVZhKm0nJMow1Zfqz/2VXn2+HoI2NjY2NjY1fW7Yu0F9L+Scvanyv2jxX/xdc1CFfMwHFlynIr/MpKL+SmhCQu4NIaiIZvbe2RAxlWGr/7//4jxuX//J3fvdw9yHTqXUSXeoyC8r1PWBA8TB1B5AqyMhiJpliANBqN9PaWqqWoQTTzQhJkWGazvNCttEcrjWah6lqb509ATBF1SLIVDVVt9q7irpKzEsW6nRopCXG/V4lQxARpg4v0RjRxXQYPEOiLUX1+s61qrasIRJqSZxPJy/jYNbqzExmLj2GwYpbdkvhYCpMMem9mitE2fr1tJ8s0WPIHhEt4V0U5FAef/To+PzmaVuetd4CY7Qnjz7++NmND7s/+PZv91h209Tm49t3r+4e9ncP01DMAlRREy82DM6I3nv2wCUwkkwKhK8CSi4PJBHJeWmwUkoBjEz3oqrrVKboGiQopqzn28P/9T/ee+c3pn/0X/3w7MHtgLSxsbGxsbGxKcCNXwsZuo77vTyV5sUN5lIF5EUe6i/jjX91eWsnMh8z2XqvrZ1bB9RFRit/+vEn/93/9kf/6nvf/2/+k3/8e++8s7t+cGv3Bx21N1GFAuyYlyH7COkprVZTVHYbikNbW8qwA0CRYlgiK0nRaX9oS3VKq623ephGYRICU0aQ0nuoCgsIzQgRVZUQSAKmUK9Ls1LFiw5jX86kWBkordWgS0RY8WEYl2VmYhhLq0sZS6zuLmqNWaYrYTCSGcyMZAIcypIhOtjo9XxudR4y91dTLVbr4m4gTJQf/vjm0bN6bEoI7KwnMVD00e2Sw77XyDyfz7c/+PTxYbr+j77znd04PJqffjw/dUdWEWZh7FSk9x6oopMZ3FRkWZZaa5KvTZBSRLku0Vdla5JMaO0xUryMCqFIRFMU80JVikBVVeelAqnZ42d/efzpXzz47f/8k7f9e6ojAAAgAElEQVT/yXYw2NjY2NjY2NgU4MYvU3nx7yikmq/OoyEQvBb398b+4PN3fe7RXxgAL/1o/qrt8+9KKl4N+u4wn2+rUnvPHgEomCI416WYPV/aH333+x89fvLPfvc3/+l//J8+PNyv6IcdYplTQ5jRF5xnz6yJJJnRKR3wYXDziFwbOw1e3I7zEqnrmkgyMjNjJItpUDSEZEBCmL2hUs2YCiQAJ5hMUykDAPRwoAta7wNopah6itRoANQdpqIQ1XUIUMzdrEqcTyeZBocIda4nUMo4LPPcWvfDFZmRYa4GIJp66b33drZo1zYsy+18e3v7o0enOSKp6kIyQ3cHiRiGgaOfbuV8rs+O87cffPD2Ox9MQ+nLMz/n6PvOY2ZHUpYmS0BRQ1wdw2BFglxai8j1y+Hl6gTxsvhMvJ4ZEhGU9WsMAlAVsvdOkVIGNQMAQJmlDDXCvCjgP/r375Ty6O7vJrZ++F/OZaaNjY2NjY2NTQFu/BJPtn6+OsMbt18kKrwMgdfXI9svTovCv508iC8+bcTf6hnkvUl/846g9Sh2PFUoMikipkiKuRuwH6bzsvy7j3720bOb+w++8U/vvyMll1G9GgrZQ5YzTye0nlg7PMnMpYubu9pFyvTI6DZOmay94cTdbuw9knQvLVLhFII9epgR0JDUzDKOEBNRMtk7U0KVEFWHUDq79NUxpdW6tBAvw7RzU4A9cph2dORy1mGwcazn2iOKe0/enufdNKXZagzTIoIZtY7TuMznSX03FWV2aG1Vep2i90+O85Onx+fPbxfJMlItBJIKka6TjiKnxzefPHl8c5wXvnvv/e988ztgfzY/dc1xGKb04/k2SEDqufZdTfcuqMkQdGHtfWk9MlXQepACfa0+/WJ5vlwzADIzI4ViXlJoqr33bL0MQzEPZmbup9JoY4FJ7qdprv3uh/9md3786dv/5LZcb0eRjY2NjY2NjU0Bbvz/B7ymA79Qtr15J15oLKwh8CDWttBXcXv4rG78Oqrua039/XK14H4aHw7tnWGJZSFhomOx29MsohCBiLubqjLnrClpw/jpEv/D//nvHu5337n/8LC7jjuhZZTW+vn8+JMnH5+X3TtvkdkjpsFFUFuFuUDE4KrSAz2KWU8hs54XRqymJRHSCctUqKomBUoBamvDOJpa9I5MNTWH9EAkVCuz7EZVGFxaa5FWXMqgqgLkOkdoaFWWpdpul7DlfAy1yV0VWcZGZnEWPS8thVDvvWkTgNmrk9KWnWku8/Ls2bPHx/Oz5bw0QrC/RrIAkQwkAYnnS20/efSkdtuV+w+ux7fefrB3W+YWw3Sq6jrfmfJ20RCB+lz7eQlLWVQpciPnXuPmPJ9rjQiY1egUKkCuoYACIeRVtgkpvbehFJKtNZiPw6AK9yIiTPbeVs3YtbgierXihIyjmx+G06f7H/yL81u/1d//x48WWWI7mmxsbGxsbGxsCnDjVxZ+kQ6UL1KD+EJBeBFXeKH3LkNWl3/+HVQAv4Leu5jYfPGzXn6gryAadwXvHvDBnZSeLVISy1LP89LJMpZB1cRaa3NdUjiUUmtPYjC5s9//+adP/tt/+a//2e/8g//s7bffPl+NsJoprf/pT378YcYf3LszTmOtfShOSItIyOg2uAtBlZRwVVckJaBuNhYIsCBLMafW3sW8n5YhiJ0z2c5zWu89zHQa98W95lxcmTKYCykZkTLu9+gJSAK5tHSlihZnNjGiwMcdFOV6z8T5XN0HmkRrPToMh6v96UhS+rnWJ4+n/aiDqXs+O9dHnzx5cnO8nUOKlsmnvYgsbYkeDTLXVmufz61VkVIePPz2N956ZzkfTdkz4jij9QOBounj00c/vbl95uv8pMm5NxWJDLlS9I6lPz+d5mxz75PKsua4M0UAQTJf/bovu4spkSFCChkdmLD2jgJQXecJhzLspjKfz2buWjJzKG5IVSNpn3zXPv3e3d2d28P7T9/+h88btqPLxsbGxsbGxqYAN371hd9rNp6vCz+++TTKKz9FwWu35bPdon9Tqu7VHOBLXQp52WXKL1N6X/zYZ1oA/xp7C8gH98YHfpoQ2SxSmFDoVAaG1B4whdoyz6f5DEBVIwgxCN3LMI6t1men87/4s//3z3/44//62x/8xp27VP34dPu/f/Tj3cP7354XK85ka00Fauqq0aOKDMXcvUVI0lVbpKk44IoWqeunMAPppsM05FJ9bXMMsjfroZCExwQlmey1anEvBSEYhjALkWhNgwIRBdZ6ori4N9Uga0QEbZwAjUSrs4iU0ShraoKdz3MZWgCMGUfm7fnTDz/WxeZm1CsZBt+NvS3z+dRP5+PcIuV8bpZ2Z9zff+vufj/t713vdj75PpZlPtZaa7SFptRcMk4ZAAgAcDczk7VQnDzNc79dlqW1CAMgbJFvrAngcz811VQErTVzdyvzMu+mnciapZHmjkwy52WmMDLn3gwQoBiYKQIQvXe7fXJ/uT2cPvYHv/t0fJiw7WCzsbGxsbGxsSnAjV8x7fcZH5efUxx7uQV8ic5bC4DkVxNUL94JeOMdv7RE94XCDT93X7+W6vzMLpjpruhh0DuTXo92b5Q6e6apogwWy3KsbalVFbtpPC/1+e1zRoqImbk7RDJyGsbrqyu4T+ZlHD4+n3/09Nn3jze//eAtkp+cjz8+nd6ddk/O8zRNDtalmekIX1sYW+sAqEqCgsElOhEJBOgImiChTSUyC2Uay1odg1kEjaKiRkG7JAqqMnpQxE1FTDLr6QzT3qMUhwBm6qqqYIIiBIolJVOUJLQpzbX3dj7NYuJRGey9es/9MGE+5+Obj3/y6bl2V8dQdmNJkzqfnj97fnNzfD4vwDCN+/3h+sF09c7VvXnI6/1OwNYWA1xYsgW7aValmPQgVbuICUxtKMPg3insfT6de/a+tNtliX5px1x6e2VSi3W1vWgBJddKdUbSMjIjMjONIgIzywwRMVUwyaxLL6WYe++9kwlQVMhgZgYzTdUjMX/89vHRu/u3Pr1+//nVt2YbtwPPxsbGxsbGxqYAN35x7fb1E/C+ujT7OffgUnp7PfD9jbE/vBCBP68J9CvO5v21tdwXdXPiizTwa/uriuI+DeX6sDvsx/00nJ5+uissIBnKKAYDAUIyk4RBJZlMBlMg6rostfcFIsV0Jh0+lgEQUbt792Cq4zipqrW6zMvSu0/Tz1oczzOiZyYO18fGHz59evfO9bUpgOLOHsu8+FAA1NqaSClFoVkX6eHDqJnSe/aEaq9VXM2gkW2exU0UPTMg6jaMbqoEBIBZqujgUPTMLKa9eQIicOc4aJKMiBQaWwPUigupIma2Wq2wePTotR2Pt9N+qrdHyZzGUVWOP/zx858+mk9zUHQcUReNaE+WZ89Ph3JdbNpjfOv+fn/n7rQ/ALRcCjucUk9mJUcL9HN7XnmSg8GmHq0z2AmDQIcyTOMwupXiDGbWJ8+fUWhSbpaZZDCDOK2yGcLMVQCu+u/1hZBMqJUymDrUdtPezK14kZIZvS29NYEo0Jdl9KJumczIcz+ZWor01tYMFHCGOVT9+NH0yY/213+G3b0+3jmPd66+8ZufzHLaBgU3NjY2NjY2NgW48beiID8rqb7GlB7xckbwovxeSq1Xc4DEL7x9AF8qdFffmTfUI7AGfF9uCgV42cf6KrrixS6Rb27q8s+x6FtXw72d7EYzshivdgk5zcvT60NIUoEeGZ3RmNDi3qK13jJyKOVwdXU6n1O8ZaXoYX84nZfaA4b79+4jQkUUWobBhwGQcRiWeT7d3ppqbS3I/bQbrJyXisx7d+6E+Q+fPrl7ffj9h28BJqLJ6LULRN1L8cFsbYHNzgJ1g1CY4arDNFJ4XhZ1gyI7R1VEy9YzyR7hWcswFl9tXAnYMACICK1NylCuDi3CSJ7mdJDp7qboRET2SI/ellkw1kx3d8l5rvPpKJkyL967Zcbp/ORHH/3pn/7gVKNM+weHe1cn5ihTub66eueDD97e7aZilLaUcZp7L7tBMvpZpS8lWvYW0rpaKGrhTZc+kMbj3Mm8PZ+e3R6v9leHcThMo6oOXlo0AnNdbs5zmfZLRmSq2W2NJVN1jQEkmV+4KosPQxlM3d3HcYJCFZJM4SoaIyKZyCAlehNIKWMphcnWY82TyEwFVNXcVHJf/Ky6W2qdP9mXT6+E06M/ubLx2eG90/7habw3+347LP1Srv9sbGxsbGxsbApw40vOr/jZ2b6vctb1Wg/d65viG2dt5N+wEQw+pwY/oxu/4kZeDQ7uRnu413s7HIooq6qROZTSW5/PiwBryyUEFIVAEJmEsGdEkkSSc63mXryMNvTWj6cje+ym8c4wljKZ2+3xaAZVjQxI7naHohZLVbPjPKcIkqFotRJYotfoh6vrZzef/uCTj3/r3r0hPVubVn1L9BZC+qiDI0WKDz0ZPZXJFIFkhilGFYUk1AzZUkRMgcxoDSLqDiZbhxmhJNXczd0k1JbWMlOTPC16GGBwgwGpGoqWksssPuigZRol83x7s8xLb20oLtFyPt8+vXn+9Pn3/+SjhL//8L3D1d1iw539AddlKpNBH771dl1ObmSzxbAb99N+v5yOYQs7eDOHMQbJrEuLhW2R7ARFFmb0enuei/vhsJ9KGccRkCQVQsnzUo/LfBjGzgxmkLe1R1IhBJL4IrMjEQGZLxcIyegREW7G1SwGUHOJWNoM1V4jMrzWaZrKMJEZyczMpLqZWvZ2GMsJwt6a+lRGGERYW0drb/W/5PPvL7477t857t9eymEpu9CyHZE2NjY2NjY2NgW48Tev+UTeME95bYTvRRnvKwQDfu4pn3/Ni0TAn6fE5K96FPLznF7w5fuKV/sgnzWQ2Q16Ndr9vd/xOlqLSBWLhJWSKcJUBZmtdYEAavDWeyZb7yLiaj07qXIxSNHzfC4+gFGKHqZhXuZcB8rYSw93tVLMi9Za5yXG7LXaKi3cDTD3eZ53Nvh+x+JJHsr4aW+fPH1eW6ulSMhQikBU0Vo/1cWY5bDDJY+RmVRICiXZWnW3QokeDRymSVs/qRQ1pTBFTd1dIdk6SJgxCJj5kIW9RavLYGUspZpBYWoq0lsHMAzDMJRk0qyR5q7RKWzLYg5VHp8+//THP3v66Ml5nm26+xvvv3/v6lp7V2P3NsV0fVWino7PfhjDsLt6sKgWCDQZZ/aTF4Ykh8geHeV0Xp6fbk4xd1EfDlSFYmmt9vbw+mDjNBYbSyElIpiMyOM8t0gx7RkUqT3m1ld9eLlScKkWv7FacPGwFYUGc1kWhfQIGUcIIru7m5mq1maZsf4ZtdYycwdVNTNTtWSKSIs+uJ+h49Kx22W2Pqmdl8hMchjGc2dKFi73nv/g/rPvp42L7273bz29/tY83dmOUhsbGxsbGxubAtz4ZcjAN9P6vizy4cs1IAWvJarhZQPoy1riL5TBhy/Xga/5wlzaPC/2MW9Ev7/2qstU36UuOJby9r3Dg7v7209/cl3SpTnCICIhpFBVDYAZM3omUy2DUAxl6BG9Z6LV1lsPhZrZ+sGDqYCZZ4ZZgYKNgJVhBxuC2ZL1PJ8pu3FARG9NgKVVPZ5qXXoPCouXufXRp+zLo6efltNw98Fb4/56nk/T9cMf/vjDv3z25A/G0QWL9i4xCUd3N4tArZHRApo9irt48WJqSpEqTMJVXaRHwLSsI4JQOrqA2QJmVO9KsVbQKWPL7CGA+wD3hdDrKymUIFPSVAaL1myYpC+UXKKeH91mZF3Oka3ezLenm49/+thw9cG3/3Aa7xx4MhMyBSUT12UiMrX6voiwDIq83U3GDGG2li3PLeNYZ8k4t3rTjk/P53Nr6u6mo8lyPvfTvCztzvX19dV+pyYm02FXdGg9Wu/Row0j1bLLPHdJ3tb2aK6ml/UJhWRmJnRdvZA1IOLFAs4MKABJoow7dTdTY2GGUFQx7a+iR+9dsovSDG2ee3RVnXb7abcvXkRUIGomJCNEdHl6VGaSZlqXCiUFS1tcTb2wn+V8unN8fO/pD2R3NZcrfON3jsP1MWQJCf4aH6q4Ha03NjY2NjY2BbjxN3pyhZ+rwL702S/LKHilG18GNJD46wew47Vm0i99xqoCX1rOfFYxvmRXcH+n703L1XCUKtcTM7ladWDdY0hG5KX9D8UMIm7WknmpKUUmxRQCdyclItdvwnBpDoToGvyQRohkBCBGM2AYhno+9wxXnJblPM/TNF3df/jjj370/NnTq91E83fefe/9b33n3/8f/+rmeHvH7lPgrvN8Vi937j/47qMn/+Cd96JVs9IpZIj7YCXJcwtVRSZBQoIhCRhaC3MXkdq7qyuk1iXPi5qrK9WKKYLBzMioXWSW/WCHq1NLDZqrypqKl5EhSxBQWBoMasVzmuLYAMQ851J77ct8Ph5vPn1yczr3u7sHv/ftDx7euY66aNlHr+f5LCSg0W+LSm+hxaerg2j0mDPS7RC9z+fzvCxz7efzkpDTPHeIlWGACmQonpkteo22G8vdq7tqerWbKHkoBaLssYikWVEpYyFZ63LT4/Hc+eI6ggoIUvXyi1/W09rnCzMD4F7cXdXMfSijXOxyDLSI6NHNvHiptWZoMqO3F0kSMs+n1pbdOO12Oy2jKiKiRyZJijIysyUgFbrKTAlNTSogIinQXu328TWe6LMf3VM0HWbfna7euz08XHzffOSWLbGxsbGxsbGxKcBfI8H2NY1A+QWTdF/20Bcpr8/e5ip/5I1kCL5WCvwSEfj5/fhC1fey3McvT+97+ejawvrS6wVvHfDuvl97dbYe0ZuKQFXfcC8VZmbkRf6tMXoU1qVFRERfa4gU4XoKL7jsR2aKmEoSa7iAqqpaN5iZRI/WlIyM1vpxnjNzGkcBKLLb7VD7NAxHLzfn2dzrfP7we39+c3vbesJMvTx99lTqsr/zcNpfPToen53ne4rampnDXERr7VAcxkJmspNCFVUVZUTvvZs71JAighTJEFWHe5pDFW6SzEy3Eloz6KYtQlTMR0ZHci2QEjRXMxMgM7JVuOpYSoxLpkSA4pBo7fntGfB7dw+/8d43xwHH46e7orQRJpN5RGaniLjYeBgTFkQp08CIiGTU6KlGL21uGMv5PC+QoRQVCKT3UMhSa2YcdtNYfBrKNA4CMGVQzxAhKEIFwEi2bCK8qe3UekKwXpZYcyvX//hKAcpFA14siKAqIiAyk0LVolBRNbUXS46qKlQQcCFTFZkZ0Ze5tWWZz6fd4Xq32xOC5BopKKopQMo6+QkDRRSrOoQKmKQ0HYbW+rIs4zgJWsF5//ijabc/yO7H45VPd84P3ruZ3v78IO7GxsbGxsbGxqYAN76aGPzrmLVcdBe+SBu+VGr8sjD2zz3zSwUnX9OHwKuRwFemoG9sqBgeXuHBEAe5KSpM9kjAmKKqEXnRehf5+iIc7nIne4/MuBiBROJFl2vvERFrmUhNwfWcniIUVQF0HQjseWn+m1yAWJaeOQzDaZ6DYubjOEXks+OTYA+RSjmUcan9dHp2Xuowjj3SvTD6cZ7310nB05vTh48fD/fuZsp+MkCiZ/ZUZBhs/RFUIMgXmXSg9NpSpBQn2VtTU1GglCQpbEkVZUZnsJQcoe4idLV1oM6gkkIkIGaAaiiy9/WDqzu89PN8mZbMWGptxN07V/evr+/sbSpQFiva1UmlAAhVUtkbh2mfmS3F1XqXCC59meelUXrv54wyDh6liMCUQYUqEinMnIZhGosXy8zBvWaIyFBKzciIHrG0BiKjM9mSz+cafGNa9HLJguB6TeFVPDxWnUaSFCaT6ULzchFxEZGhCkBa7eslgcwkRdVFVh8edROSSZ6Ot4yAqgDuZTCDemqSlExATA0iwWRmrks8M4XzskAE0FqrD8Myz406nfu5P36wPOP8aHz8vQf3vnEeDu3qwXF60HzaDmgbGxsbGxsbmwLc+CvAX1v6vanivkAafkm57udu6oXAE34+wO/FUz5j6PKZ50BE3r+Kd8rzCbMCSWTYbhrP83kt3fXochkNzDUV4LLDybXm8/JDrbEBl/Lmi6euNUBSVF4kCuiLccS1CAioe4pQYF4yUwihwAdodNHWuqqdzvOLHRAIemvPb56R9FLGaRdkRLtzdf38+fPee4++9PaTp8/fvXOt0CFyqY0mKpLJutRpLKKuyqCwRWZCZCyDAOytSSpMLl2iZiMcGj16awpANEgfXd161LEMIHt2Sl4EUgZJ2BhgiwTgaiISkSGipgWOiNZbUqbDzgfb7X0YCIOWMUlYgYjA6AQ0zzONi/Sl9x6RCyMCwGlZjktbUzFSOCiGUkiSDHaVHBRkHsZxnAYvelkqgtGLlALV3ntQItcPDVJT8tT6uTXVQubL3BLKG2vttUHWy+96QXgpuWeKakSSIZc7sQ6PikjGWkVOvBqnhakWLxGxLHMmAUy7aRgmSl7sRpkil3pjRCY6BMAqABOqqyRUczIycipFLecWrfFa1JXl6fd0iavD/mi7+d435+t3b6Z73TYpuLGxsbGxsbEpwI2fq9rA1/TUL8arOPi1D/JlG+cL+bda6H9OCr4q6H3G4xNvKtPLbn2mPfRi7fLitbuhfPDWPp/+aKeLcx7QTDXCKapAZzst81rQUVVSFBDBWt4REejlvD3XlHARMwWULxwjVx2YJARQhV7qhOvLig+5CjkoXjw5yNV/EhT1gvRK+AgR6WyZUWu7PZ9UdRjGFtEjWnRVvb5zf3+4NggjxnG6vvfwtJwjskX88Mnjtx7e/dbVtfWe5FRyGooKa2+iNCsCCQkzl4QKFVAVulEkM4wCipiwtbG4uDb2FlQ3n0aDamRGdC4JhepgSolsoQpRab0HZEkOMIhkMtdoBPeoC9yCYtPw9limadxfHTB4JG1wgyqTgI6l98jk6PsIRGvq4kSdlxD2TDMbR0CVImS6I1O7QkUH1YamlIjcHUYdTR0EDMpIUYy7XZ1bQqdx14FDWT6Fz31h1GdL7cQgpGAd+0sh+NJeaF2efLHsCADQF/Xmy0WB1pqIqKm5Q5hMAEMZ1hoyh2FZlt5rRKeI6mo4Ki0Cr+Vh9tYi+tp6Cl3/NlQVTMqLKcTVjJQZvTURZuTloRdLt5TiZVgy4S4iqeOTm3ko7c5yvP/ou++UqU73Tne/6e99+0nTc27Hu42NjY2NjY1NAW587dbP114JAbGaWVxObC9aja+2zDdtWr6WeH1dCh48r+30oMy7vLXnczCQJmthTlIVwqSYmvfeMwMvzDwyk5nJxGXWC4CUoazRfhGh5u7aoq11vNX5Q0TUil1UQa7CVFWZaaoiEChEMxlkX/1C3WBQlR65L2OttbfqZqfTsUa4D721cyyljLUugA7DdHW1v3/3utV6Oh5/+rOfRURtOZi23n/27PmfPXo27O+UFjBk1OhplGImEI2I1ndTMdOeBNBaqkHYV4lBnURcGdHl+fns7mUowkiwGBktMoZh7MHo4coyEpIMyQQo7D1aVwXc6rkRsHEMxVqTEkCKTvvp4d2dWxmsaOq0m+AqIioCs5QomZyrazkFAzlMI1Tr8cTs2QPqU12aaZKtiYTM5KEUCUZkmaaeWdQGwwAHVKapZyseS8R8ns3MR4BaYKVqQQYkyB5xEfDr8nlt8A8QQkxASmaqqsJeaDFRtfVCQE9eAh4AMgVi5m6AoPWamQIQwKpKGRmhIqsMhEIAJqlCsqhHZmSq6Lp4IkXI1Ys0k6pKSZK1dRGB6rJUBZi56sXz+SxChU7TNO52XiZTJWVemqjx9FyePbv7/KftL/743d3V8/f/0eP73/l7cdDazEA3NjY2NjY2BbjxtZTU67f4hoXLVxR/a2kPAMC1bPLqkXW7rxIA+dlGzS+xe/kCwYfXbG8uu2qQ69Lesme7/mhnAcE6hRUh7msRbrVoWaPh83ISrljVnch6wn1xYVTV9a0zMzPdLCKidx+Gi9MoLt2d5OrjAbN0U6pkRkSs1pFJYWaPUHNTQJRQCoUCmEhSxNTpFNJLlTMgUHMRGco4TVNEROb5dHb11tqyLEE9HK6lnjOzlCGit5bP53p0F7ZBxaACywxzM6aQkUQESarCVE0zyYwMgh0QL2VZZjLBUKq59ejZVCKUJDqJwQ0i0YPRJUWtqGvURhEFSJoZAZIQlHGiZCRLcb4oplLC3Qd3qkQ0gzK6m8K8ecveI0RFhKGEGZJqg2awRWRPUQihgKtGD4Vefnp3mI/FoEgRF1ErTLJlW6pNljUENIBJU0NyXmrrfd3tz6X/XfyDXl1eeE0bKhQCkhnZ0XTt71Uz07VI1xsBzbj44ZqZAu4OYatVhAZZp0ZxqRwrgMhYlgpAxETEVCnMzLXCvA6WRoaImBqAFDEzIc09InNd3BGZubQ61Op+q2qHw8F9uPwNEq2mmnM5Xf/Fv7r7/qef3v3g5vAuL/XMjY2NjY2NjY1NAf6awpddb19HQ/KirdYhOn4+tp3yCwdCfJEchAh3Fm/pp/t8fGWzgQ1JmBApoMBMVSFkSOaqOynCtItMRZCrllt1IBSupmpkRuSLvAckkRkWGasSuYQQQoDBC8mLYwyUpEikCCMpImq4VJYUJqBGdkBVzR09KKCqKzANu5MdRcAuJN3d3KFdM4oPEVT1YVDA1QZibq0B6j6cassy+X53vn0akOK5mwozalIzDWjM7B2iSsnV5LSnJCCr700XG7QoVXoGFx6uDtJTyWw9GEqkiKpqGTJDM5iARVJ6DZqYmchqN6qdjKCALaVHqNnOzYxmpgozNQMZQrLVVJiomCWZmWbOjj5X9XDVKpEQMFUxDCXWlEWKSzK4XksoZj4OgIYyISYoRGt1yd4iCc3WuVQMbgJJQmgQFSZl1a6vL93P177x+oKlJDOZShVg1WmrRsxMEUZ0U19zINfCsvswL6fivlYa17B4rt4uL8ZERSQiV8NYWa9V4GIwa2aAXBpIux/AFv4AACAASURBVAgkGOviNDXJNLPMtupYNSMlk8xclpaZZBYfSinmRc3dx977XBdT0R/92TuPfvCNO9/46L3fu90/3A58GxsbGxsbG5sC/LUFX++llxPiV0OAb6o2fqU3+rzXC15JRkDIabAPHuz6kx/u8tnQn+1MGqPX8GkcikRcmjnJMLOMVy4d6xl2plAvkX8EYG7u8NV2UcQM5kIRdC+7tdGu6LDOhpmJAhTBxaPx1cQjM3v04CpFXM31Mh8IUSeFmZSLkYgq3EZYkB6t9lYFUsrQWhuGYR3xMvNp2pta6xUCqJlDzQHsdvvstWeYWkuWew+/8Vvf/sG//TeS7dRqmqohazXCAQH8YiwSqRQieyjNVbjmOtTFFHATgi37MitMSCgkYcWQ7BFczpJ9LEV9nYeUaJ0hapaCXitVuwhTYm1fFKgIIodpp2oQ7cFlbljNVKOJGUQUCjUtKDATcTJb7yRUBBAz3+0pyOQwAEHWKlDD+suKQskEBaZuLj1ibmJC6DANbV5gpmpZa2+hAkT0pbUIlTfqfxR5zVj2i66OMCN6Zqiamxf3uiwhQXeRBKCCYRzXEb7M6BmMyMzWu5sR6OtMKRSUYK6rGqYk3UtmRoaq1pbMNLMe/XLNApIRZpaU7JFCZurLYji5Ck6FBlnKEC269Gxxqrdma6lSTrelDOPSYpr2EGTMPn9499FH1/s7dnUl+/u7b+Wt/OHjJpVbmMTGxsbGxsbGpgA36fdX8iISD4DoOrnEFxnwny3fgW/22n3RDn3ulRd7jju2fFs/PDx+mpG9h5n1hHtJIjpVwXWkSqFmPWLN5FuLJBClSGSKmrubGS91HJ2GEpG99xfZgNDkZVhLxCEKjQxZQ9zWaAARUxdSVc00MzJyDX/ISHMHkEwmo4eIdLbVWoSZvXcBM0OYyRBIMN2doLsXH9yL+wCoCNQM0BbRWi0KYT/dPh+GcvfufUlmKUu0b/7+7//gz/9kfl4l4/b2dhh9X3TSIaAeoW5CqZlsYaYwi5Te++qd2Y7ncRy8+DiMXdrp5ry/PjBCBWUcM6PXnpmaTMYiGhnqNhWd9lNjmCsUwpAeZpqiQpnMlBIRoq4Y19A8EdCH7L2nKIoAGTBFJmpLd6XAxlHNnBRF7V2Gkp0tUo1DKTkvYym99fk8r9+wqfbWRnd1QORcI1Jarb4b53kxVQwDhT2z175EtFp76z35masN5MtIEV4SIN50Q1ortwqlsEfXNALrsF8E16G/0+m2lFLKAIUSoj5hl0xTHQaY+doezMzo0aORVFNmCiSTMHP3pVaSCgAGQWSQAjOoRe8RoZBL220mLtVseRlBMS/L4OuVCkhCEkypvS1cRE8CtGUeiqmpF4cehtD66GMrufxAtf3b9+8+nPf35zvvze/+1pybFNzY2NjY2NjYFODfPz6vxPiLa8JLGoJAsDbjSeZqp8k3nTZeveFX2v4bg4RXVt/BT+7Gj7HkuL97jmMpdl6WaRyDaaatdxONpAhS1NQUrmaQdVjL14zt5FpQMzcn2SPIVJi6qV7OqmU134gMhAJJXoayIOvUVV5OvtfRrLWtEKUMZqaqQa7NgS4qdmnqg652opGqScnes7ce7fK1ZJqXMo5CMdNxHElmhghKGVPEoRRRyPl8JON0Wki5d3VH93uFHO7ff+v9b/70eEqRRNZgYUexlCxixRNujGwtmPLC/5IQmIhBqRDT2qNH0kBKzFVNDWCEUgpUkCzjoqg9PWIK65Rk9tYVhEiQmhYEyeDaA+u0wpRcVbgZ3FZhX4MKSJIJ83H0QYR0Zu8wL4rsDZS0khBKqNCS2XpSDCrkOI4qkow0BcSSMFezvtRe+34aW5IqVlyiF1URzq0uvV1GQDNVla+cP9dV/Mp6FgTfmAS8/L+OAq4pHUJG78lcq7bDuFsdkNbUCFPrUdcllxlrzbFHrJJPoBFNIJeEwaQaeuTakByZbla8SHs5+MrLfKFwVX0wg1AvLbGiqq64GMhA8pJ0DxG4e21ttbdh9GOdmTFMV2Vkz+PV7l70PN3OMD3+7CfT8Omdj78//uTP/Vt/eLr7Xup2GN/Y2NjY2NjYFODfb75Im73pv/JFLyFepagDfC0R/s1OUEKE4OdGDfGGQejn6oZvleff5ne53PSIcZyWehJglRlLa9M4RsRQSggV8DJQNFPMHEoIVB3mWNP8cnValHzZiUeJ3t1dgbz0ddLUCEUXvhwfZBazTOlCEVGBXdpKSeZaOczMiBBThVIyI1enkNb6xWMGUJEIRtTVXbJHW9nt9qWUtWQpImqqCor0SxY5FeqGZV6KmQjnOp9m34+DQ8bD9W/+9j98+uGPsi5lGGuda5LsVHHmUMwgEhmSIpIMqDpA8UhO05jMTmEkkyjDOuWoAkZk7btxEJHz8ayHXU2ea51KWeaahhQK1SWLKUiCmbqOGqIUmNZgYysqIhqZLbuIwpR0KnpbetRhHMvgtc3jNFJQ5yVaojdXI9VUDMEWybAIVYPqKegKQNhY3CWDkeMw1nFArdMwcF5K8VNrQjeRjJ6RkWy9za1FxKXstjYrfy6Z5FVE4Cv/2rWBmKvFS0a4GUVaa/8fe+/aY1uWZYXN19r7nIh7b2ZWPqopWl3t7ioKCqNSg6Ga9lPYAokW4iOSzW/EQv5if7BkIWyEhSV30U0BTTf1yKx830c8ztl7rTnn8Ie5T9ybWUlVVyNwJdojlfdGxI3YZ8c5ax+tsceYY9RYZzNrtnUVlqFY1ACwsIgkWESJKYdHhpmJqgCqQsh1XQggksxkEav7CJlGlJcrofJLRRUZFbOkqlFhtQAzCUsZQeviUlGSUqCDWarGUEwTIBASp7ubqR/nw+EUd8IHUYTnwbT3dfSOu7v2wQ9ff+tr8rXfuHn7G31vFNyxY8eOHTt27AzwPz28lAN/Shj8WfTv5fdjq9NmflD58FM/CdpiHP8keOdJk/v33+BPr/xTTk9SMwO4R9ZB1GY2CzaeRFjSnRhgZSJVKso33Imitdx+kW14Ci5cm3hREZG8lARwDTMKCUhUMtOsodJDuATFVkXxnslEIqraqMyBzJX4H+E19OU+EkgmECJdRAgEDwZLayxCzO4uwtZsnufIJFCEU1BF1IAZICZWEWayNo2+MomJevL5dD7f3yFPf+6v/c4HP/rBu9//fU6oTqd+prEocRwOebcqrfNk82QoERBwFh9DVTGWIwvCUwTMQtTTxSQJSWmTDqGM5BnrcrI2v3acy0wrxEIUvQ9GTgZiRHbKSYU4CQ6nAN+TNNPk4IhHnod5hqq7IzNVGAQfRJSJ+5tTaWE9+Xh4TMzpmR4gYVILXu5TTNrMV/PhfHcigiofHz2K+9Hvly6ttXbFdk+ZucSyMqFnrr2/uD+xavoY4Z+ezsvwpjJiy/R5kPVq1SWjVkA1QxDVyiERLU8xEYHg7mpWUStEW3QnESKTiETUxyARZsmaK/VBqLFEQYKITLfMoQQBhICZUUJ0qpepj6h8l8qYzXRTBUFYkyjGANUiz616hFkok0BAH50AMzOd3IeJbq5mgElY2iTo/byup9s7m+f5eLwSsfPozNzURIUIePb+8f7j4w9/bxyf5HyNJ2/NX//2+8NiL2LYsWPHjh07duwM8EtJ+P5d9O9Pc7BNThGiMv3R5v5k+tPWdn3dPnjz+b8mZEXuS5tzRCRABoGDWFREkrjK1yp5RYhENDNqv1s93SJCVFksxMQiUl0OEQnC6KNcl7RVwDGJ+HAzM7OIqLTGSWcmjgjOqIJyiuKE9PC78yUKp3JlQISkzCQWEd2avTPBUGV37717OIvMhyMB69qbNVEtLXHrlmiTipTMCIrMKJYJUGuNRc7n5e727hvf/At/8bvf/fSj99ZPn4miTa2v3UEvTmc6zJPIWGJEzJn1dCpJnZ4EOkVrSsBwF6JmLYlsMh8xI/oYqTJbE8BE3bEsq05qszFTAIhMeFElEE7I6dDUWgAUORCCyZ1kOLH48MzsY7SpzW0SIooAMBwxnJlbs8P1jOHuodr87sxJFDFNB350vY5xWpY229X11ViXsfaxrof50NcuIGHC1Jhp8fTeFViWdUScRj+HD/dY/PnSE/D8Yrn74lLmjfRdbKAs7OEabmYApjapGYAECKmqiXQfRDx8ZKaqqCiBPVy05jnN1JA5YqgqLkoyT+zTVHclItKMVdU9t1sRLMRJIq1NY3RmLm8wXdpLMpIqeJbk8guARRmZEQCq3jLC8RBXi2SW7tk9p9Yy8/nz57e3t0+evHY8Xk1TU9WMjAiAbu5O8xx+c8NERP/y/Pv/+I033l5/86/dvvH1/U10x44dO3bs2LEzwC8bPtsC/6dsgsfLIzFX095l+q9mkooE4vMP+TNO64ncv5PvvcOfnpGRaJMFUSQlCwlVxiQIIsqqnJkJ5aRKcKnatmQmDkQN7AmzMOelwE14Y4Bj9PLOjQhlqWp4IsrIyCBREWRFgpTJ0xOEcnMCQnBRK+EzL/XcptrdmTgJEeHuTNyaJiIjiUmEMylQqk7UOczzofRTR2qyqCUREqJbkg2ziEhGEPM8HTzcI4g5E+fTebinx1e/8Y0nb7/94cdPp4kDYvPk3XvGs/Mymz6aZ0SwqyglUHZMCBrzABjQUreYiGjtYwCNWSMJKc36GEigj3LRAtwrjZOImJelJ6CmogDRiPSI1iaMYWBJMDmAcx/iEUSBNJi7c2JSaVODWE9ERB9DpykziJBjNG1JYSLh3ubZmZbejagxB0tpqjI3nWdnHFVTiM2aHc7rIFBjuY/FI+/X5bQuq3uP3HQzfHHw50O9x4OknRnIjHBkACTM7l4UrFnLjMwE0KO31pgrq4USW0SLim7thWpBYYQ6gSpyKHWOmSIiotPFWlxriZgjIsco4lescKunIBJRUw3Oml+NTI80ZSBURM2IqJyilzb6LY6WKIePRA6v2cNQ1dZaa0ZMPvpDf2ZC+nAgsM0hSv/hvzl++u6b3/yrz3/zv4w9OHTHjh07duzYsTPALy0ZBF5laH9yOnjRSC5/gxmMLZGCLlvVh/+Z+GeIgrP4V/mDN+PH6HdOM4uZCkgiMjNETc1KaUv37eBAaWs1KVdy30PSf1n7tqq0ajgAVb82X+q8RWTUkBUr6GVtQ24DeNvRihzyw3+lwlDVDCIByks6P7bxLVwQEZlZ/IEIidhG0QBmMbPWJmYusZGIE1mCzaYDbSX0nJ4qyiJwVPVcZKx9XZfuy+krb7399W99+/ZH7ytirCuYZTIwL8saDqgcU0WyMScRVmdNS1E0ZaKICUSgAAZSWUb31hqITJWZzh6T2PAgEp1sAAS+kPsEJYRIKTzSxAPSB7MyYSLB2j1T1XoiiFJYiTIykRQpPImniFmbiIaDPDNGECBBB9NaQsu6ChGZ2TyxyBhjDA+kEd2PEZOlO9a1ZzohQc6UHsnpkWriyO7jro/zGIQkYpGfOd1KvFmWmVBKct16QLo7CasqqYAQl0FNMxPRuhbKWuxEwiyqVcRYRfAsjZCelJEgpGxUcCulvNB9IgJv9lQRAbL0ZlMrCXoTIOtlKF8yAUjRKXxUlkz5dSt0tNbwNrcawcKUNHy4+zTNTx6/NrUWEZSpIiBxd2ZGRo9MRP2CPnoy39ycr3///3zt6o2nv/IX9zfPHTt27NixY8fOAL9E+AzP44e/fmE1sMyVRBVRSJKbksQPBOwzD/JFztDXr/TJ8sdv5nsyxtJ7m6YeDFYhZpYKbhEWYgaIaiiOiKqLHMREQJrNNYglIplQNbOJgLJNlkwHEJDDszbMEcTM8/EqMytWo2heBcNUBAyz1CSWitG2+aba9SdSRDZWlrnV/jGlB1hUlJQjPDIqkMZ91IigaVt9BbJN0zwdRBREZqJmGT5Wp0usTpWJi0h4Vk/AGO7uFT4ipGPEzfOb3s/zmP7zv/zdm/c+ePcPfk9EJcY0z51GsYu7Pro4hI/UmkoiOdhFM6O1lqRVrBeglX0iociRyKaH8DyfbJplsi5eQ2fLcBVptnFmvZqVKDJ5suold0/v96qK9L6snTHPx0ikMNTa4bAuizAr84gYmY+PejgchqqxEIuzc5HmpqR8d39ipUfzIQDRq7GsI/I8hpkNjzV8vjoy4DFotuV0JmCa55Vxf7pbY6yjv7i5eXY6fXReepT6R0XJft7dDWbiSxLSZY7uIfSIaF0WIoIKE6tqZnjE1qZIpMIiRsyZCaIERDQyIjMzqOJbHgRJonqlIoIAqWnJh8L35LjozAT45vzcYkJZih4qiERYWgNRUTg1k8zcFmdGFg3MCAeoWXvjtTeurx+pcGTWTQ33dHePKjhBBkpHHz16X8CiRHfncfxn/+tb3zkvv/5X7oL//3n32rFjx44dO3bsDHDHL4hX6xb4M3TuFyOBW4OaEIEYnALZkjW+qAnic5h4fI1//OTFDxRg2KBkNZCJtpq787WrWvnrAFQShqhuIfhqzEJE4V4GSyTUDKj8fa4GeFWV7aSg3EoHUbPai4/ea25QVGt0j0VMH0x0WSQz0jOSGMUK1CyRlSNSBeVEBIb3QcTKW+tCa3OViWckQMxKjKqUuL5+xKwiIqqlTProYwwmsEipjqUxeoyMFOEHuRXAGEPN3MfzZ8+eP/30tfnw5jtvfeuvfvfd73/PrB2VAxiAisymHnG6v0diND+YqbCpkvJCMYhgoBAJIlOep74sEziTQyyWfogcfQSRCwcTUWozEYCQQGSOMVjAoqzqS6dIU7NmYO6ZoUwkY1li9fnqam5adY6HeZKmJJJMCLd2lR7JMjwjKLof5na7nKfDrFeHPK+swhGiEpltnmldljHyfL7+ymt9DF761TwFMwln5OAcjBfL+ez9xf3d05vbp7f3z87nSFJmrWHRn3Np8KVwD6A0M1G5CLLsY7RGF2EZ1lpug6bEIswc4RmhJiUjVz8ksyYQEeEhIsQUCFYhJDGZWfFSVWXVUv+KFnpEhjNAEBBFBLb5Q2QE8nKNISPAzOEOoLUG5HCvoNpNDC/LaOQ8H9544415nlTYw5d1VW3TNLFIJDKTVSOi97VNrbpQMlmFKp1HVs//+39/8uPv47f+9v3xzf39dMeOHTt27NixM8D/GPg5KZ1/Uh7473uQIiWbxROMl/GgoE0Q/GJC+Suvtzef/T9XdOpgtpnA1o7uXqV9EcHM8+Gqji8iIlr5LioKQta2eBuI2rbaIuIRleGRAIuCqI9OoArPACEzysHIJPM0R3gRLWR4JBBKJpKiSmBOEWawjAwSDk8WNlEfrk0vLwFHmUEBJiWi4c5M5dljpanN7u7ramruY11XZpqnmUVZJHwc5gMTn5czqjBBlBCZKaoZSSRtagR4X3n7PQRIFjRuN0+fDegp8Aj0zq//Gh+v7e7F8BRTIzYiEQVxtunFOs6J68hjsyPRufdptgNRjwxiYZptmqDZrBNE2DJ7OyyaVwlykJJnEtE0tQ5E7xRppgyOEArShNjk5H0TUPMemEgm5tFHm0yMh3cKCuKz89VkQpARHQim+XhFJHlau/vxcDWMGRrEfYS2w03klbXzzXPC6hCdbDn5GsHPb1trPNvHYzA8e196X305pcPs7vb07Ob+fl0+Oq+RUFEGZXU4VpFlCXr4zP2Qbf6SiKp+HWCh4d6mAzGVczIzRJhFqXomKWtKtCS3chiPMUxFRHvvalLcLRIsqq0RUWZUpJCI1nghi6hZyYzuPkZXVTNt7YqZhzuDpjYRkaoOdzWN8Mw0tZpRzUwYu49ImKkq+ug+XFUzAeKx9uPhcHV1dZxnEVnWtQ8XbQGcTmdTVZEY5SEdIpyZdNE/K5tURD2chF988K790//l8N2/uxzf2N+Qd+zYsWPHjh07A/xysMjPCoDyC6h/mwxHrzK8VybwuDRAxme1wAuu5PSVp9+/onsxm0W7JxL8MCyXsU3piWSiOge3rJmUytsQ26olLsNTun36UNpemg2qRBtMtV/PTcQTzcuAX+2n6zgJKfaI8uslSnWxeRLmzsPdfawAY2wF8qpqvFlD16XXF4lohCNBQqrcrGVUtL97+DzPYG5mxeV8DGYGUrZOQBZVEQWyWbuQkTBrHs4sqqaqKkqM27s77+voK5ievP7a62+99ZOPPjKR4Z4gITa2aWqPmVdZvfeld86kNIBYgolJy0oIHl4RIMLctFoOwCKDEyymykpE1NNVRNVIkoARXhmrPVOUg0EgRmYgifvwkVmNF2AqlyNEwDzGsDYx893pPEeO4VdPXjteHxGjPLDhw66uKHFeztciN7fnGKNRvQYBpiQ4QkgnESNax0imM1JspnOuYzw7337w4unTu/vVAxWjUivh330xANv6fZj5zMze+zQdVRuRAK6qouo+tpQe5sw0M9vcmwlwFUsWJxTd8mDN1OxIBCJExDRNfT0zSd1KqE7IrDTYytoRnaY5wt2dWYT4oaIwM7eMGdGHxnmRS8ZN3dQAAeTuqlYHHGMw8+FwPB6PCSBTVBVcAbZbrwkqrZRVzX3FGBWWq6qRwSK18BLoHvnJT+b/938bv/P3fHdm7tixY8eOHTsD3J+CX17wF3z0xazw5x2EXw5M1b60DgCAX4kARdUFEuid1xrdvXs1PnzUnzHnvUdS1y0RUeDbUSOybJ+XZgU8dJlhK9+TckUSPcz64RUix6oal6I3vuQo1r+01ojgHiKlilANXFGmiDbTMUYClbOvotUPHu5ly5srM4NZuNWDJgKXRBAiZJJIRiLCmeUwHcPHcCcg00X46nhUm8Kj06hJwrIQCgu0dM6opJpIIDMToqpiyZupr8gtMono3Q8+WG5vT4+vDuujNs3f/u5v//D3v69MQjxiUGuOyOEKKCOEwnPNyEEimiN79KHaTFUkqBRYEmZH1qMIIVUyw8AqTEycSEoREeGKCwXIEeFpZAFEBCMpia2xKUi6Z1/Pza21xkCMFOAcEbqqMDGL+/l0YsI0H0Deh0+HRzpPPXyFg7Dc3q3umZ7GHihn7QInVREog4DuI4lWylzzk5u7P3rvxx88/eSDm5v37u5W95pz2+5K4AtY4CXbZmuOrGd5GwIEpunArBFp1spSWWZdFhVV75EUI3J4F5HDYR7uorXqwMTCJGIRXjcjiDjT3cNsY32lN0bEGEOYzazOqCpJkCDGg7gNokoDqrQiijLlJiUDYJHWJiKKyIhkVqD6IHgWvbq6OkyTVLTPw3UhUoOg4R7RA4C71mqMrItaSds0bY9YJTAsSXT/g3/55m998uH81v7OumPHjh07duwMcMeXhRDW+N8vkujwwBJLKnnlRwECCVVTdVnHiL5z+NGJgx3y6XuP3PwqiCaiYIgyR6SKsCqVAVRVRHhjd2AS2nblCA5hyczgyKrCpk0nFGUiqpG8qmgT0Yey78ufqWpmzSMyvTIXa54qIiN8asxkLMLEUBBY1UqUA3KMQUStTQoa7smriKiZsMVw9+HupQUltiNH5rou9eiR4aOr2jwf1j5EBIlIJ9Xt1wOQqAkxAmWGMLfDcfggkKpkSGuNiJo1Mys/6MdPn3/yySevv/n6/fnumPiNv/SdX//Wtz7+0Q8lEZme4SPD/WBWdW/bSFiAmB00PCIxJVqzIHYKVRaWjhAhEZEICItwYzIwIeFBWtLXRvAzmYgE2LixKDE50iKSKJgc4EhgCLOqHg9zH4OGz/N8urvnZgJQRL+/X0/3pLqs63q3zK3ZPFvk6f5OhifTua+LMwfg0d1PvS/Ic0YbXVUdOLk/ffZsZP7oo/d/8slH7724+cnt3W33lzlCW8QO/+y7I0wkzCziPogwRo8YmY1FWKTSXZnYWmOivi4ZwURtmpo1ZvI+tquCQTWrSszCCLp0hLTW2hi9ukmYZZomEIlIay0zm7WIqLYGUSViNc1MJqpbI8VO60eEmZgNqaK+xYoSQGN0AFfHq/NyHqNfXV2/+eabZkZAZLK18Fj7Gh5MpKpmxoR1dVFhs772qtAsqZNFjlfXfV3d3aq4MjOIMvn8g+/Tt/7r/a10x44dO3bs2Bngji8F8LAb3tSJn5sI+ir9o8+0SFw+2ub/klhA37Z/hdvnj6z7i8UtR5sQs3EHH1hI1RJraYaZYK467PKjogSncpJWwzsJiWw5mfXotRUu7nfJzxBEgLczEtZqbahPe+8RISJE8BizXQkR4ETGqnjwlAKRGUh21FAii2LT5JAVsi8PTyALq6k49QCQQcSqypQlskR6jLHxh4jaVWdW0xqJagl6oiUJZmRERglBpgpQZvTRhTcrIwhCImJ9WT9++uKr96fD4+UwHQ+H43f+2//m//if/+H55oWJJNIBYU4QAVHPAtNltEsQSczICGcDAjRLqyeHEoJU4gyYCiidiTMIaCpBxMTu1UcnTaV7wkNU1YhJluGqoAhwhagQkzjIxwCIAkyUY1y1lioEVKoOEioiEeG5RFpk9O5396KSLEFIgEf0dV36uo6hTCFsIhMiEs/v7m5Odyf3T188/9GzFx+ez/eewizEhLppQEz4ebc7+GFZJ8DCZdZVVRJh1ohBzFNrJVBH5jRPKlYZRSB4JojMjEUzQ03rZVURqJVsbaxMbMqXGwQZ5bckAmHta0SoiqoSUY81N1PyNrOIBJAidUrMzJlbTlFGdB91ByYylnUR5qm1eWpMiXCPYNZNHyeuRRFZcS+oiF2PuEigRZuFH9pWSpsHVdJpj5B+2t9Jd+zYsWPHjh07A/ylJn2vlMBflArwzzaH0uf+lSssf5MAXzb/YTs0A4/pxa/Gj3TcMvHaRzYhbR1JEWzX4UtrLUEs1lQBqEDEiCkTqkzElaHPIHBSlle0JvuYpaaneAvNTBBRpaQQEbFkbiN/JCzEGUgkiDzT3VtrSQRCRNT8lVVuRm4VbVS7fiTAVH19Kkgkkagqc7EDdwdIiNVESTBKLwoRyWSAknJTM5FcrfZqJjLGiAyuFg0RJrLWkOUjaE7HfQAAIABJREFUzZoJJGIPL++f+8h0YQOqtT5UTU3HOt7/5NPf6GO5uzseDodp/rXv/JVv/eCHf/R73xvPnwrlKTxBlRuZNaF5KQkHUTKGR4qAtkIMDOYEM0mdLjEzJ5FnihBlKHN6EoOK6kQysasWLyiDYxIt62BRuohLKgpjYmqJ3ocCHHka48mj67IIBxGYM3Lc3S+nM7WD92HLmTyM0dMxkpR6Inrv63paz6fR2Yfh0CZbnc7r+ent7c3d7Sd39z94+uzdFzdLBItudwseiiITP3uFl7ZZq9nUhEW3EsI+HQ4iPDy1Mmk3/6601oQFgIeXn7Ps0cXfVFVVs4+H/siIqNPpfRBR1kIDPDzCSwZ/ELCZyayxMEUQaLsJQBwZFVq7Db5emidKsKPLyOOynOZ5nufZVNbT2cxWdzUDC5GICgczMTJ6JlNN4yLCzZr7oEszCpH4GDX4ehm11bobwhT72+qOHTt27NixY2eA/4FJ3L9nECj4FRK4RXkSXpnZ+1n8EfyZMnjgs2ogJ4H5jXz/V+nfKjINJx8NzXgIq8OMO+egrd89mymBWpsq/wREPoaq1RAUACauFFBhAQiUTFKRKZmETBEFJQFbGbf7tnl+CPAnIuYMcBPJrc2Pk0TUfagpiFREmHtmRpJd6rmppA8d2ZmFBARsrd2Q2v5meG5ZNayqvWPbJQORoczDe2a2aWLRTESEWROJqlwPwMeYpokyQDQ88uJWrUgSZsn0zJymybtXOMnGrNpEy/mTZ89GxOjr6e72YAe+fvI7v/t315sX7/3zGwj6EudIFiljqqgQqDGbyu2yZBAj0xNEqkwMz8HqqqrMgpqutKxuOkZmKLNGtRAwmMODASEhqRL0eo3gYMpApETMkTpNDpD7Y+Fjm3Nd09MORh7TbJ7offjw9PS1w32gd+BAPCcUdJd5ZFblfl6WZRnLetfX07pAdGZulDHG8xcvnt/dffjJx5/e3v3bjz5eM5saAAekMmlFCAmAWH86BRcvtb+Xl4CZmbWrq0eeGGO0ec5METVrTEQiUj1+7tKm6uuLTFXTKogXaSLV/mem67q6jwfLb30/Xy7n+TDLkGVJETkej9X6EDWt93IVb67rS+5oRrh7lCheB1YR0erriI3AZ1YDJkQyo/o0a80DUJbMiIzSR92L5llpgKZWdYLVW384HE11XZc6gvtY1qV47I4dO3bs2LFjZ4A7fsnBr+x7H5IQv6gQ8LNf4CrEfhj/40u+xtYBCCJ6hKe/hj+EXT05ymmM5eSQTGnapoMqcgJB2Qg8tQlESIgoiWpr7kPU1CwirKmHM20aiI9OwDwdAER4IM1qpSURsQiYPRMsrGJVvQ2McJEtWZRAzDTNk5n13iNSRN1TREDZx0iQbjGPW5W8ylZxccmGBJAlwZkoRJ2ZMjNzhFO6qVWNGxObWOYQUdWm1gA0E1VLxIP3j6gEuiz6Fx6XQFMXUVOLGLXPZ5Gs2Ueb5sMRwPl07xEvnj7r575eXdttPx+Ww0Hm4/xf/Y9////6B//wJ//sn74u7Xi0c6X5EzEhCE7Uh5uIzbN7FIMlhmeqSUau7mYK4qKlKsxCWX12iZKhRCDCInpRgpOJVa1mxjbxVdWBiLC1C5MQd5JHFpWq+WKMe4behwJGmJstnAtjFabebbKB7BlGpO4fLqfBfI5Y1nNfl3NfP7m5UdXmiyOf3rx4dnf//tOnP3lx292X4Sxaxl8hfnmzgpguuUEvOzH50g8CUNEjFmHNDIcfD4/VmvfVWmPaTLwPsT9qbTpMDyUf1ppmMpMIRfi6RGUWedUqgFubwgNIYancma1/EuTDkTlNE5Cjj7pPMcYQEfehonUBFu87Hq9VLdKJubW2lbJERiYR1t6LJZq1a9U2za1NZobMBIkys/R1cRrNrDohimJmglkis6ZvmSUi1PTSVNFGX+si94gxel/X9XxK3xngjh07duzYsWNngL/82Hgdv6rp0cMc4E9TRbqMDTHhYsZUoijVMEGXqSEC3j7/a1wdjxIxXdHqQCbYuCSTrXNChVlY1Yg53CPCKtuQeKuAJ5i2h1qHzGxt0mZC4u7V1V77d2GGvDxtVTFr0Qcrd+9cc25IVWUp9yJFBBOZGj/USDCbWuRDsx8S5O6klYwvQF7oL2UGs4pgG0S8qDQjo7XWxyBARBLeq9JNatKPk0C5jeMRtjoKEbl0lAcLdGs+JCEiYTjVwODoo0ogVLXOQ0RV/aOPPnz27Ok777zZRz/fn2Tmw8yPVP/67/7uP/J4/1/8wbzeNgFbq+gOz1hHkJB7spCYbG7PsoVyfYGqOpyBzFxHbJNn5U2UylwlZYiJKRPxXI5EoBrJk6BseWnZq5dehCmxTtMsMpldIX0dltGErbWbu/vb+yVZwNQBo/SIGKOerhf3vkassd7e3Ty/eX57Pt2tvbuvMe7X9en96cU6XpwWqzxYtaLqqNXKl2LKB3kPr4TV0mUVlUdUwZfUzXma58Ph+YunZvbo0ZMq3KvrINwTaG1StdLNmJk2jpyzHCLTVEUkIzJQZE+Ik5EZ9cyku6gKpBopc5OuhYhUtek0tYmFl/N5MyeXsFiCtajB6pKNiAgnFvggktYagEqgvX70xMzUzN1FrYTCvq4qGu699+LGvfdpmkVVVCM8kYFIBBMjWUVVpLV5Xc71bEb0jIxwgIb7/oa6Y8eOHTt27NgZ4C8xXmofD5zvFU6Iz9FEetUZt5npCFJpJPV5SStb3iZNWFreTH4F0ZMPcidmUamUTxbJyrK/ZHUKs6gkUeZWq6Aiufk+U1Rqxo+IRI1ZkMkqxg25be6ZaucOygRR1KSgqjBpBsvW6sbM7iMiVI3ANdBXzdrhkcKqwiyePTPFtNrA6RKVURpgnVfFbNAlDPVCLnhLMd2+IRI4zMdpmvoYxWzHGMiMiG1wkrmI0doXM1MRFSHmvNQzAsklSKmxaJ1JIsMHs7Qmzdrd3d0nn3zyzT/3zcpTHadxivWq2fHx4bf/9t/53jS9+y++t949E4IICZGKFZUfIh5jRDBAzMqswqhIT6Km2kQg1B3MUuWPRcizAlL54ZkhIigbmPJyhqVI1dRaElEmMyjJh5/HaKrHecI0HUT6kqbaR8QYDhBlJAXlGDk8vPeITKaVxnk9P3t+8+HzZ89O9wN52/t7T5+ee09QZCaxWSvNrSJ7yn5ZdxO+ePk/rOpL3mxNAW61IsSmTVR779N0yKqJKAsnoNaEEBnLsojI9tJkll2ZRSS2UVmgglQ0MiI83IEUNTMN2W6cmDXhKcI9YmrTPE+l9Y2MOo3I2IoxGQBHBANbZJF7RYBmeEbW2CpX4aSobcmxIgIqt3QiEsqUoHSvgJkq4VTReqDM4MsUKDOrKbP46HVhpaf78NERlXy0M8AdO3bs2LFjx84Avzx4qMn+XLZncZ4Ht9xDTH7pZckkQNI2yBREl+hNOpx+DE6ksxws41V/WACyNbYLoSL1SdXEbJLNElnhmRmRlRlDTEhmyQQTRKmsfabGxqislwz3FJbKLIkId2/WQNXWVj3dyEwfAYJUnxkJUY1LVaEBX3ieUBG9AAAzI9LhvRyniaxoUJGazxLhDGICAaSiRKihu4gEsrWZWYQZXNkeW9poRtRmWlgyw91VlUWKWlbPvHsPiqIdomosy3q+8BauoS8R6b1/+MEH67ocrh8zSQxfMnWSmfzNrz75zn//N3ycf/IH/zyjM8GIbGrGHAlqxFLZMJvCF5UB4k5IsjZbUxEToY3ybfUb20leAlmJWbi+5bJmRJlJxUCUwBrpEVlhpO4BYqbTuo5pOqpOTUWEEk3URDzcI0bkOdwjkBmJ7nHq59u7u49fvHh6Oq2JNs99jGens2eKmIgKU2MuLkSAlDa7Tdld5lsvDSWf4X4PC3+jbluSCjGpTXVX4ni4Vm14SdpZSyuLTPg8zRGppixifNHWa8m5R7iyPbhPSVggZqpqUpGwmSV0Vx2hh1tYZiSilm4l7BBvNwWKoNYU4MNIcA0oViDNaXQimto0z42FRSUSLOpj1FFVdYxekmOEg6i1qapWMrMkzSLzLxN0QGtfpjZlebDDe1+Qlc+6v4/u2LFjx44dO3YG+MsPfvB1XnbCn0uB4Zc745eGuVKCaoNLRNWo/qAAEjX0q9Mf26PJpzapzcghwmKqrTJCMpEJlmQRAkeGx2hEIlyzcExULkoQfAwQmShRVDy9mAKISIKbNaqKCGJRpVKoihWpgsm9l8SCBBFlQs1qiCs9SLT3ZZv6UgGBkOXeBEklRlZnwxaSsZHiLYl046vycv8LoHramWjb04v23pmHWis3YAmSpnYRTinSI3yeD8I8hhPzPB8IVDIRE1ISjszwGNaacPWyQ1hUhYgz8t/80R8/ffbs0dUTj7yeDzpb9xRJ0PnJ26//5b/5t3T09//4DzNcCAhvwk2FnCZpYZZVHhhR9wKq6u9gpqLCPJGKMLYucmRSIDkRAIOEqehS4OViKf4T6SAmIWMS00pAITXPHO5L78u6MvFkaiIgUhZlokwm3K/j5rx4BhO5x3mMNSIycX39+LXHc/hYl37znJnnNuXG4ym4nJjYGsuJypzMX7T8P/dxXQ2lhiVSWFXb9dXju/vnrU1mUwmnKpuslhnDh2kztTE6EalMQBJzrTGR7XljEdH6WFRVUwm0rcMMImLhQFKCt6E+LrVQRM2mkmSZaLirVuJoVOllRhKTihCRu8s2kZqZKXVDgWgz5QLNmjA78nK9CiEARGazhkvwUqSzSD0bLCKiROVDHpkeqohY1qX3dV0XygBI2/QfVwTEzwss3rFjx44dO3bsDPA/IeA/4P12/ozr8xVD6MvhqS0zAy//FZc/mAjUlvex3PDjt9nZ5xjEx2ny5GmaKxkfVN19NVmkI7wom7BI0yKSHiFc7CiIKZOERVSLy6k0oijxISKqG7260vgSk9haa01PJ1epPEtS2XoURFp1ztckXQyv6AsgpDI5mGu6ScuoVwY/logs5UeEiXiNc4I4L9VsW6B/JX8ggdrKjzFam6oAYJ4O7l493Q/zhJFZvsI2HUxpWZeIEC6KLWYNSMokwuKDk1JIRJpNYMqsWFT+8KOP7u/uiDnGELqyaUi21eehuJbx5tuv//m//tvnuxfPnz3T9NHXpgrGI2kOJJFvZQQEoI+xrE4Rg0XAyWxKSN6idJi8NDWBBIB0ZHpkAjLKbwkwAz4itxo5kcog3WpCxJhVzUR6Zo9Y1jUAKdaNEAISz5fFq3exUnhM29VxKschoMw8XFDmXq2YkowAUTH3LfmFiIEtw4eZP7eaP0cjarITYBbVdpyvrDUiuj/dfvWrv9paGz6sTfXyV1G7yhaYKWLDe/FAUVF+mAxU1E2KGj1V4dKXL6Ujx8Nx+BhjEFG5jjOjTTMR9TEiXFQOh+O6nEVNMmtGtG5FmDWdBEQ1RjtNkxAt6wLQ1dX1PM91wDZNkSEkQLJInQ9AohLhLNraVL/1KGuxTX2siTQ1VVM1ZIIpAlIfg8YYy/mUEdv9oOvX93fmHTt27NixY8fOAL8shPLVSnfwAw9kwqviHzaOx5fqB7xygJc/T7DxgpSZJZgkIEIhokqmGpGsnF596Jv8ocIAq7SHhj8QKbGKZjgrQ0i1ZQYizYqejdqvg1jFIhKR2/QXQVWIaIw100R0o3+TVfq9rzl8kDAlmrUYg3Vi4jFWVQVoRFT2JxOpCjNFJotGpKqM0VXVxwCAra4QItLHkhkshGAi8hj1uNN8FJseyrsjo/SZaZpFZF0XD98qAZkzo7XJUnwMNUOiTVrxrCU7TtNU7GaeD5lZKhAhmlkf4ycfffztP59BFGM0XMFUMCTUmUX18a//5n/2F/7Sh9/73rLc3iZMeV1WVppUPEIJakZEnmjCx9YiExEkUCZAiCpHtOS1UBAzJ6NnJuCJROYIdx+RtSoyc/BL8mVqRQIJpKLaJhElpuPB2tWTJbxHYu0I7/AzxXR1ZYkQ0ojsA1cH7n2weEIIJNIOhwCZaq3VyGAmppdey83sSZdB0fpafRO2zy5UnJmo7LiiQlWo0MxaSwqAhbVeIzNjptFXYm5oEaGq0zRXoSNvoS8BRQJck7GZACYTmxqA0+megNZaTdD56KZq89x7r9hP05aZ1lprLTPMWqQPd3av2CRrLdyJ2bRFeCIivI+uokkckSA8enw9TbN7rmsHaGrzGF5pMaP31uZyMtcdJVEV5oxg1XoSVG1SdR8ERIwETdOkquv53H2QcISPMVpVjBDkK39mfyvdsWPHjh07duwM8MuA2ivjlSE/esXUya9+CfygEH4R9yNCjRJqfzZPk6oSS02HlWJgGgFSIAlCTEwJKFFEjnADhCVyMLGIgrBFqtTnqiLMnMwEJDKrQp3KxJZZj7XFWW5F2ojISlVx98wQYWtT0y1CNDIisiQaEa0ObiYOpIdnhqmJCBFnRiaYycPVTFha43Vdicndq2TvEpNKLOw+kCQiAYwxmKXa2IS1nlozSyQi6ZL6eNED092FBbqNeDVqJRY9vGAg1KAXKuxkqxaUGHm+P4/etbXubmOYKIswcyRYcDxOf/a3fmtd75/+qz+8ijh5n+fpvKzkYdNEUs8SaTMxA2g7QwYzah6SygUayKjOcBrufTgRRWbV7nlQ5BYtm+ByIdYrMiiqlm4yE5HzuhDR1HR4Lv15RrijA5hnmdrELT05kzNBKdbAytaESJIokikvE6mCSyEJPTg5a9ltLLAYIG/lisIEIuEHHyZfxiCJoGqZmzHyMM+mdnt/06yxKAsbt61lnYW3UsiKt62ZwODtpYTHsGbl6qyk0MiQtFot9YxUbUOx69JfzYzLP+ux+hhjmJqPHl4NfhzhkWxVz1gqorBAgkhYpmlalpVYzIRZEkxEooIKbQL6GMLS2hThkdvZqmotJVWLjOH1IhzMbIxBTKomyAivek1iiozRO22topyZb3z9mx/k/n66Y8eOHTt27Axwx5eFBNJPDQS+nOzjywQVf4H39FUbKDETTXmy5ZPD42NEEFxEHACwLCvImjUWUm0ijZlgUVvKJmatbQH5XEKkAEXSQkADvSiPWWMmiFwcfSy6pVWUjZQIEX7xpCaRCLNW0zkoPLniMgnaDICaeHjNjFWQDIGzuu2Avq5ErGattYgggEkyA8TzfEBF8GdQxtZcz9xUAaskUtOWicz+GQZCTCJjODKrd3ubHGMGsK4Li1TkSgl9NZVGW+iLEmFqjYhUlLgIhpo24HRzc7ucz8bs0dezMKsdjhVkmkFqfHzrK9/47/7GR29/9b1/8k/m+xcnH0e2JGREBosIyn+Z1S1ONfhHIJAkahyy/IaezPWFGnKr+wTGYhMLs4oQS2ai3LmZEeGZSVCitfeb+3t3Z6JY15vb20qLtcPh8de+9uitd5qoRK4UiORlRWaYRaIa+sbax7oYIhPDg3gr+OBLOuvnQj6Zpe4XoOY2WSpRU4RBjFdSTMrjWlyOiFRteH/27NPHj18HMtzNWgbaoVXES1H3Qu/dfZi1ar1QVWZx+PDxEDRaObQsRKDhw1Rlu4lAlRZjZh4OoLQ+FVUzZE7HqffVI1Q0IkBZmboegzeFlZtNY4T7IOKrq+s2zVV3qaIZOXIUS69wl4gwVbn0oES4u28zi0DdlRh9VKwpBMw8hmd2Zl3HupxP63Kq2FiAHn/zO8/4imingDt27NixY8fOAHd8iUggPtP78JB6AgJf3J8E/qkABjyQw/KT6fpRnG6nN18H0TxNbZrcnUDzNBdXESFmyUskpqklh0eRPjGb6sFRzWmqtaMvDkFEWwVBfceWjM9quu3zlQmUSZfof85MUIJIhLFFW3C4g9Csrd3Dvarni6Vcpg2TRUwEYGyZoN7HOBwOzKR6iPBMbGGeopF5qYigDG/WSIzAJbxs4Z/MuUXEIDKZCZWqKRxRgabbMy3MwJbnQUw+PBHCUhyyTW2aZjVrzQBAlUDK0to0hg8HRFg1E6M7a+dprrJGY6jn9ZPXfvW/+G1a1h//43/0lSaL2BgOkUAOYCTqRd+6HIiEhIh6NSsQoeouZNost8S88b36ZbP6FEDkmWPkzXLaCgSRI7ISWTJCiUE0eo/hjw/HlPn42muP/+yvvP61P9NYOYKJOsKXlZbFzM6i0XtPb+6LnYJBvUeuq3v10VfRe4QXzSvp73K+oiJIXMjaxgBrIVWGDYFYUY3nEU6J6+tH7uP+dO8e19dPVK1+2NTCnS49CcTsFaRppmoiWm0Q+sqkKTObNWtGxB5eluAinO4+T1OtDWarIFBVlUqIZamVWZyt97W1JqxMFEh4MJGqRgaSQLi/vyOiR48eqeiyLCIq29lyxZJWXOvwNN1GXAHqfR1jROZlhlbLjZ3INk3VqmFmprKMPmI939+fz/cEqDKAq6989fX/4X/quYeB7tixY8eOHTt2BvilI4H0OUfoS3YIAr8MUwReJsXwRv82xx1pLKtY9eSJKouKQlimrTi6OI+WylQmuuJ4JVBUoQIRJVKlQikFiWJK/x9779YrWXqeh72n71u19+7uac6BQw4lkqJISpQoiTrQYWwlgROFChDAQYDcJkBymYv8DAdBgOQiF7lwYBiIbxIHsJVYTuxAQixLoSwOJUZUJFKKKGp4nuGcunvvqvV97/s+uXhX7ekhRwfKJOUg6wEIdu9dVbt67aqa9aznBBCLZoQj5baQpvoWRRNJifOkIYpEmQlxqRm1OqhMGHOlcsghwUTMiawYXmKbRmAWYhUmgM/kkCMiEZdmIhLhrVlmRiQRqSk5RTqQSc20FalkFlXLTCC2kFgmCKZWiwJ0G38kZGREMHFrvaiL+4h0JNikah5vfwnlDlUVr7lFUQ/UpB+xbFWcHqIhqkSJCWl9zNnVnv7gB1/9wh+Nr3xNbTJxZjCIRYTgAIkEsyAZdYBoMXm86ZGZKYJQ92EVYVUiiunD53EdkVnbfl0NAgKY+XBuixXwzfFmnCICh8ur3pfDM++8/46333/u2aasGUkcwnTCqo9iudSlSaavK9ajuQeyRXggkiKhatVgw0RlWq0/b8uVdRxFPb34G7Och/9IRIyUKpOaUWbgCF/60vth6YfXXn+l9W7Wtpc63nRxIbLSp7y9ULc9zNyEtVKwmVvrQEaEiPgch4vLzHDMBFQrL1iStmRE3TcjHZ6ZTCDm03qK8NKxPX0rjIkQFRHNRGZWoHRZemvmMcc6Wu/NeqU3RTQyEyFiagaE+8wI2RYvt/ezqJJqRhBIVVtfxliVRUQiKJHHm0djriCocGaa6ts+9NNx9bbv8cfVTjd37NixY8eOnQHu+I6eVr25DpQeb4p5y7++cXvEPF2ojTmbWLn/iIgZyrzGJBezg6hCiLhm3yEsUFOWakm5fbAahZfk2LJbG1miJEaV47+x9oZMRpU+EouU5DEDLFBmARFBSDJBtEmEEcGszax8dCqydXoC5zb/OmvXTWlUASIz55zFlUVqatzZN6MpByey6hOJIpJEmMAlEfJmQczzTyBiJpBVYWNrY04iigjVbG17B6looIyXlassekvFAM2sApsA5pxVZAIGy2bRK6rAjCBFplAi5sXbnnrXT/7UF+JT+vLXmIHVkWFqLJyBZBJiEGdSFdGAUAWYYMqEiiAiiZCB5BCQBwjr8BkxhkcdRtE7hws662DbGl/i4fE4ZzRrfbk4XN258+ST73z/B+7eu3dxdWAmEoFIAPlgXdXSdDLZOI1mrqLhHuGRGBFJzNpMIrzMk8TMJECcfx7rtgdpEc6saq2OVWYKcy2UEFGmM5Fs1ZfRrBUVHOtpWa6Y9fZqSISL6iYBblcoKp4KDxfWKrZlZo9tUuI8LwERsdYzIjJUDaDjejLVs0s5E0hiZFpd4UBqhVFBVfzDwhlZtk81o613lUUVPpdlORwWOjtU3Z2ZmaSYqqm6KAHCFGAiTJ/t3C0sFbgVPV8M2sKc9SJ394gYY4zTMdxrY4PB3ezwfR847p+dO3bs2LFjx46dAX4XWdp3ZQri/JhvYfD889319mayhOjN6XS3HTKRVbPBombI4zidmjXVqAaL2CpOwMjIFLWqPSy7o4dnJjJFtbxwFdVTFVVjrtPcTQYsbQyZwiJl+QR1MzkX3NcJt1Y1RjcimnOAgoVqdmJbFIzSbZRkU3vKmEdMmQDQW8dZfzudjtXy4uFMYJEm5p5MPMYg2mJ79cyJawywnIFFILXsqSIa4eu6ElEVmbKUKpUAmjVimmMQk7UuognYucOjCKpYw008fPjwOF2ZAxRMTLBKfrEwMCN5HoWJDwc9tGc//GPLc899+fnffOX3fueKjzrXdbokXRA5c4pkbmwmiTxmJkBFKtMj7TyokAlEJJAJIjHhdtlrr5xVRKycn0Vep/u6rqc5r5bF+oEvL97+/vd/6Cc+ciEGJkRY67i8zEgZ86gP4/69PCw3c5wePbx5dA01n3Nxj6Do4SBtrVYIQRTp9EbSj88jfFar68yiZre/PiI3a0W9EmAISQrzxeGSKN1TWF78xlcSdOfqnpoKS6Uuyz+cGcQU6UbGIiJGRBkJIS0XZVWztA4gwrffOzMlRUae9yFUNAPM6K0ByZJG5BEsYqoYVDFQVu28ZEYZMkWV3Jm58nvbfj1gzarGkzfhEREpTO6TiXpfmsXpdNxIo4i7R1Y8E2YNRJ5Rhl4RZeHwwSSeMce6rqebm4ceTsjyv9rSD3fv4Yln/hKvVu3YsWPHjh07dga44zt3DsVvHgR8yxvcPs6ZB7peGi3rerq8dN6W3NTUAqzW1tNpK99nIoJ7EEiYRc19ug+zVsUYVZiiaqw258hMYm5qzOQ+W+tbkwdAzGrKgcwoQyKBts6LsxdQ1GjTeUqPqnNmDZ/Vc0lAlemLqoo+foQqsqWqqnY83ri7mpWUV0Uv6zy5T2bCTNNW+90RLttId5w1lYwMBlTUpN0OKBapiKwiGSIgWqWkAAAgAElEQVTiWiCs5UVkVkCrt07EWqpjIqqVVCTCiSFmQnw8Hk9zCIOZUwgsCVhsrDLDWZRVMwAKVXvimaef/Hd+/oVn3/7V3/xUf+mlu5pBeT2HTEcmqc3GTERjnlipNgMzmDjSV0K1sXKJbLS5g1XYzEyVWOtXFuljHSRyDH/9eHOa89n791dRu3fn+z/wwQ995Cd76yQMFiGxCCLx6aTrxbJMhSOX8GNfmnYQndbTab2I4xhmATbrTL4Jv17OzNiuRYioGLOoqlkrw+rSl+nTww+HS759/kAwpUNUluWQ6UuX6f7w4etPPfXOO3fumSoREbOq1pzHtmC58XlOhM+t2fVcKkt1VLYb11dFzgVFlAARWuslIYoIiHMmq8C9TJhL717maWJPz6iteb3tEc0IYZm+LWr23j1C1EDRrEVmuFtrkTHniExknpXM+qEMpKoqCwjus4iyyPbmEuIxx5hjHafT8WZdT3XIlEWFe1+Wiyto2z9Md+zYsWPHjh07A/yukbbzQsN3l/u9Bc177K58Gxp8C5Uw2JI5oox6SBAnmBUZzdpKJyDNrHSz8BQREGWASYFAPfq5sZB5y1nV9h9RpfIw5mBmVa5JhBhjq3w8j8hHJFdbJm1n6rWCnQAhgRDmcnyWNFPbBomk3ChiiV3FPKujBQSuohhRAGM4E6/rmomqihHRSBdYpquqmRERJzELgZiJGVJRM5Vqm8xKc1WYzrREnmKbiUQEmLHVhzITsyoANQXI3UtUVNHznCAqbQmCgKkGEzIkhFQgwrWOiG1GHcRm9PQP/5BSe/i5zz780hfz9GjprYEAcgKBrWKgZkJyHCOSEpkBotwiawgzlPBlZibSmqkoMSfBfWSi937yOadf9MXMDodLevL+uz/0wx/84A/dPVywWVhrzMqCAD+6Dg9X5atLlfAImVNJ/HTqS4/M3traOpUc11r9BikoM+pFUMWpJfoREJGqOCyH+o0yi4r15aAqY10jQ0XVmtHWgXlxede0XV8/6P1w/21Pt95wS/lYgmLMtQY5al0dhIwsM2fZMjMTIK18aV3tyARLZopwJuPcEUQga1b22Aq2CgsTzzlLPEykSpXKCFFUrY37ViRbjbORY1sHSagY1dUPZhGJba1eMrKUQGYicKbLJl3WyEeWbKgi1Y9KRIiYQISPcVqPN+t6oppdOa9fNDOl0Bj7J/OOHTt27NixY2eA3wsw83fHEfpnscc/7WdCxBLwiBK1akYwE8xSdRpjrHOMyBxjqmoRygivE1be6kgoMyKCyvxZbJPZwxXofVnXIxGpdCIQs88prK0xCNUaWh0bzcwjmLO+XgctwRFzZqooJYjBYsJki9UzyUw12dKFOBfgAMg0tdJyMgNUubtc+hIqpzWatWpgEZHWmqrW4EGJiiLCsdXqVNoxtyVDFhbtOn0ypBYNRBRRWTVRk03aYio3o6l5ZoYnsZmJtbrl9pIAVVwwiYSVEpiTqUlrJexsChQnszyaaz8cnn7fD/aLK757+fof/RFee4XVbsZk4IpyAnpxETOEBWIq5ACpJpCA1yQdbX2bjVmYKREAM2bExoSYPLMxd2vM5E8++SM//ZHn3vu+t11dMaVb6916gNnCSI4nEUXj7AZWtTRTBlpXNTOV3szUIJogs1b9KACixieZGTXYJ8JS6dEa0ijjqoqoNWvdVHzOs0eXVay6QFs7EOVxHC8u7/S2ZOTGiJIg2CYlpAKfaqZSxLvUvQwiMrOq/6l2mdqdPxel4vY6DjOzVAsoI4K47m4gsGiV2G51qyIUuT1Obu/BZhbBvInemZmiAip6Rtu1DsDnBJG1RkRjPbnHeSajnoO4zzlGa03NiBnnVs+a8SSmcB9jDZ91FWIT0MVURHza6SHdffYv4YPoO3ExbMeOHTt27NixM8B/efGtZG+zU34bJPCNVfE/54/89h727AZt2mKUzUyImBLuTufTytN6OszBrHUmSQwRqb5NEXGfALSybZtrjjKyUlUAImJZDmejZlVxMPRc/Hh7rEBMHFsVDdfkWzUoMlPGG0cgEwSnKsFnyuTzLiJVCpE3Lx9ESEQykTkBamY+vffFzHrvpfSY9YxkNTOLSA+PCCKtx6y6SACRvimWIsXcMjM8SiHExii2elViCTiITK1WB0SEIqqj41aiPFsSuYTN7TctggifIcTSe9ZxISISJEDBrRvgl3r1nnfa/Yvl6uobz3+Kx/HupWVEDlfWYD6IjggSbU2CwCwDxQEpS7aqws1tQZKEQcQMcNPLfpjreiF2arIiLy6v3vdTP/mhH/8IEfWlkUg30YRxEPEpSXpjFhMNDCMwa6rG9NaaqqlZ06ZmIE5A1TJi65ih292SFDURAUHVeltUFQRh1ap4yRSWiGTZEou0qbSb/EuMOdY7d9425rgd96t3G0DbbF7mFvXkatsJ2gY/uFyaONfmCnNi29EoeXBTCmvgRIWII0J0k7uFxTaLryQq0Yl6ou6Bc/1pEnumsRKzmAmBRZVVRDw8Murxibh05rrgAqSImmnWG5PqigOLCN8ySREmSgQRIXPMUW/Memb1TgFtSVV5/UU8/YP7R/SOHTt27NixY2eA3yNayN+FB/22bk3EhMd5IIBgIve5DWQzI7yY2LIsj66vx/DetbVOtQEhUNVaXEhAbRPZeCvkJOasAfjNfrmuRfZK3DgvwfNmkmUWbSUarutabZn1aMycCKY00wrUObP7DM9bypTnCsStlXR7DgBhXddtjx6brGTN5vQxhpmatfAYYwiLiI4xM7eT9eljk6Rkc9BulKP0KDUinNbTNmdHJMzTZ/FYEY4MSpjZ0hePWXTUrJVzz8xKekogItw9M1kEDFVmpBOJSBOmDNLim5smRUQ6KRuhEwtdPvm2w0d+Ktvy1d/6TX34cBGdxsbC7l1Egk20FhqBDJLcHKVluBRWJd50SxaFsLkf5zpPJybi3g5P3HvuB9773Ac++Oy7nrtoRqpBbMIaAVU2o6C+rnMxOhwaEw32OYiYREdvatoPB4rwPtjMQZFpZhFBHkkTb/QZsTCbtdYWNbPWe+vE5HOOuRpaa0u4o0b0kACJau+H1jsxqenpdAJwdfVEpltbztwJteQBEiZSsYisA16mUxCptYoH3s51UBC43LlYloXOu/NM6huNZGImYWIWawlUsrKc0kiY1kBfEhMLsXJtiKBWKHmrhGXhOceyXEwfc3pJwbSxTUyf23yImKoCGTEjYs65LL23JREBiKqIzDnlTKofPnz9+voRkKbKos0aq2ZGRrj7Kjy/8Nv93T8x2uX+gbxjx44dO3bs2Bng//cI5bdD/G5JHx77KihnpeDc3d0T0bTJJgnR1dXVzc1prAOg1tLMWKTSgMyiph6zhMGIICZjIkLrfY51zNXUel+OpyMRmZkIC4tHkIBZhLRmy4W1RBvVbdFhXddNVHHPdCYpD5mqTKfWWq0+ABlzbDRSlLf1QsmtvYark0ZNq5dlXU+ybf2JqSGptcV9ZuaYg4hMteJVRCQsZ98umNndPZyJl4Vb66aWmV4yoNnN8UZELg6XzKyEKvHfTvSZM0ObKamKqGxFqcicPtfTqWyKEDJmyRxErS9gTp+ii9B5CL12F5k5QpS19RDoXXv6xz9y553f9+L//ekHn/vsYUynCGHNPDTzADETUSRdmW3hQ8ZEAmBQmDqKQ2fMnNMXZvSWV1ff96Efet9P/sy9u/dUNCSUiYBW7MQswSnCMS2DLy6DCHNcXFwOojkmKM0aVbDPWjNlVhBlklqzTHcXFrpVPpmZuPV+WC6YpS3LxeUdAD7XiAMT+ZzMHJEJVIC0We+Hw2G5YKaI+aUv/dH9+08t7YItKphXB7kCdcIipNpbpI85IsLUrDWfk2s7hJjrZSNMIJItpNpaO63rFlyk0hGjt3Z7F2GJCNX618XZA8q3vmgRNbXpXvFFAGOOzZhKxCwPH7zeeu99mcMjg4k9goiadSIiTGKqdlhmWZaDWcvwdax1eaJSqmOMGc7E1zcPHz56AGQJsKaNAGEh2VqipsfNi19+4gu/OT7ws9/bT6vdArpjx44dO3bsDHDHn0nY/kWJH76Z7r3F/5FgcgYyiem03rRupspiRkbE7t6bqvJhWdQaEVQlgqseBkghjunYJtoyPAAKCiI2bcwcEXWujwSxEJGyICkJIgRQZICh2sc4MZOoWmtXapnw6R7VYhIAEU2tvflAndAmUHWbkUmbL1SQMJXqe6wlBmGtqJ617tOJUkyZWU2qYIMITBBVs1YK3nlUUIiyOmBqDb7a/FWVRWqTnc9Jv9rDaGbCYooxxnQs/RCIWhhPQEXmHNNn6Vxzzkc3N6zNZkhrACfoYCaiYGRQgzBxRrAyi6L8k0IAU0KJ2Piiuz117+pf+7lvPPf+r3ziny3Xr+ocohS13THTIwmYScWIoLy6pwqraFsMnOHHmI5sauudJ++/4+3v+tAPP/fhD2tjzewSDkmkmBARJZSFxGLMdE8zYU4CrEe6HRZRXddTntaLfvGAh5qJ6tL76XhMgrZukcwnIEuMRIZWl46KqNTUgZZRti81kKDWAFj0MccYo8gTAQRalv7VF1+cPi8vn0gaChJtyDSz6bPo5XI4lAE7M0qDrVUSEXEfgLbWiIVAhDKlkqm11pgk3G0p5rY2szFn8bFaXSSizBBmiqwFTBXJhJlwcLUIzTlBaGbTHchmBjARRJq7t7YI6xwDoIzIhKololymiSTQzCnKGZOZaznynG1knz7WwUSZ+ejRw9PxOpGtNVFTM95MyyS8DXwAGGuMP/jk4Yf+2im/d6wM2HOAO3bs2LFjx84Ad3y36N8t8fumaQjgja9vfwIguXI6QFEWtYS7s+rWcEJETElUlZo1CyGgTKpb8xkiFbtTIN2jZrvry7XuDd6ig0Sb9oNzDSMJEZGIjLkqoGI1FsBmiUDy1hjpWXG7ckZSufHKLJohqqJWnJMyQWRmRFvijra4nZjZGOvpdHzi3j0ROR5viqOW7hcRkbH0g4cLc2YkUlTDvc6lja1cphX0MjN3X8fa+0JEVUtDDNpsfsLMKlZH0lR425UnYlbRIJpzTp8evaUlQtW4Hp8gzBkhrFxb8VTGxa0gp36pGSm2UDxQxvf/0A9cWnzxNz4xv/HKQqkZTn7DxE15uJ5WQgbRJFBXtc5MHsc1QcHkyrb059714//KR+88+dSdp5/k1sAJ4TXGOfBG9cyBpHBUdVA9WyZhrh5LMFFtEs55sHZcj2bNmiWBuVYa88yuqUhgRqoSiE1NmrZ+0G3OgQCoVhgTwtLD1/VUw5IeTowkun70qPflcDgQkfsUicqmqqqKMc+S41RUmJs1ERljVEyOiEQ1Exmjt2W7LCKSme6+9YJuM32cQLNWzUClMVbPkJm5T2GetCK8VGhiRqaHS7W/Au4eka2LqRFRqcHVQDPmENbzu4M5efjQELPmczJRbXUis3btSzCPKBZNQI71tI7TmENErDVVkyo0qrQkcVCCtrTt9Ssvv1vnC9n3T9sdO3bs2LFjZ4A7vvdkj78T3O+tTZ5v3PPcUfLYDUBEjOT19eqs52okJJ6RWuevhAqg+VwjvMYSkDUrJ0CK2hgDZSkUqU28GmXYfiQASGWutn1tYtHqoRRm9iDJ5KJekcKGJM+o9gth2rpGq5SFaYwposkpQr4OZlI1tVa5wUQyCMg5IzN761UWUr0fTJsIWaPwp9OamdM93UuDYpZa686M6hIttll1otUHoiwsstk4Eda6mc051rGaKrOAWIiJ2ZrVwWjaI+oIUw24LcuSSafKAU6vwhsEoEk1gJEuqmCOmKCUZsyCTJatixVnOg8kE/f795jcj8cn3v397c69l1/62vFrX51f/LK+/Oolckwnx7WKsCCgwgr26+HIZOp96W9/x/33vfdtP/CeZ97zff2Ju8rgTJoDIsmc2pm3dh4mYhIgaV2ZiVVD+DyLgIxadazqTAbxBTOkzd6DJRLNmk/3CA8HkkWIORO9Lb0vVcJpvZsZCExcPTjCnEhiipim1u7cLYY21hOxPHjwYIx5dfWEqMwxMmmOYa1l5JwDDSUbm1olPCM8UwCICjJrqZIIykpEiYwI0yJjSMrel6JYRBwe1SWjIqKckdsLLwKb35YDNSARiSQCsWzGVZHeF+S2elLtu8w056RzAw0RgzLcIyMikMlSnTcAuIZORJuK1Eh9VoUv0fF4/fDhA/chYpcXl82MWEC49TELS2zFOzwzJe3lT/xv9DN/Y/8I3rFjx44dO3YGuOM7weoeo2p8ZiB/wm35u8n9vulueKtvpuRJRAkpLOnuPpXY3Q/LQcTqRHk9rdNH7z0ii8xsFYUs5z9DRUS0ivJLwGFmqVFA5tg4IaM27+i8jSbKrWSWqjRUemMHAtVXSYB7KU6P/5O41uRY0gimaq2paibGOImYiFYzvrAEoiTPTAeSWZq24+lUwxWl/rmHKpm1kiUjpval5gjMmvsUEU5WVQJmeAKm7XhzDcLF4WLMOecUkTt37mbGnJMcqno4XABMSpkZ4URsJuHx6Pp6nI6xtDlnqWE5p+qBiCKjpslZhBCZwSHChnI90rZNVzfgmuJggA9YzCiunnnq4pn7+SM/fv3FF772yU8+/NJXhcfp8rL7CNCcfgNkE7k8tIt+723PvvtnPvrMB99/uGxqPPOGKKa7sPaLZZ5WCmqqySmqUi+hQM6gTO1GqjODhCQJ4XV8I9PTSWW5uBg3qxJaX0Dk4dYa5RsSLjIJqaqi1vvF1dW9ZTmwCAhRswmlFeftKgPxFnzTqpltvRHxO97x7swY67H3QwZFjoysixeZCUprvfbTfU4VYYaqhM8qZe3Sq3Ol9x7hBNxKlCoyvSqO1GO21ogw5qq1pKiSuTUaZUbUokkzJpo+TTWZwVL2YGYGEtvifE2XJDGrGjPN6REpWvPz26s8MxEQYcpYPVprDLhP397B6T49PDNubq7nXEX1iXv3D4eLzPCMdC/1mEAszCK8FYgiQOOFz9qP/5z3vQ9mx44dO3bs2Bngju80G7w17P2FH+JPyM8U9+O3JJB4o/OTiG5X6fGtJLFMZNtGd0ZEsGTRDAAmIiIx51hPvR+W3rf6TmLelKh6eluPYnFdz2QiUT27FWsLvjyDNYJAVYNZioqIZJKZbY/Mlbvj8ChJaVvPTtxaKItAAsjIgVE+z412ilR9f69nS1QtNUw0w5kJCCI0a8XK6mZ5drRGBAiixiz173KfEWGtZ6k0RWUzoRCpfhY2MxUR1ZqGs0ZFeT2ita6sY6xngVEjSlNtYq0aI0U1IymTqGjy2aMrioz0FAGbIFNYcUv/mJkF8G7LXOcxot1d9LXXMtXJ77z3ve+8uuTf+908rU/evz8erhkZIIi0O5f3nn767jNPXT2x9MOhdUPCfTIbUaoqSFYPERYmIURk/byNlniQcpZlseYSt44WKvbs4QCZyBABs1ljojmdWUSVuFjQNp53HsVgs74cLuqiyeNEF4KztJxmWhcUiEjVmAWI1hrBPEaW9JaAwJplxu0EC0Dl1FU1VXWfUosRVSzDiMh1rLdEc7sTtrewCGO+4b/NDA/ims/kuhrCnkmURAoiUxUWdyemCqNWb1D1G5W26RnI7H2pF7mqqajHjPBlOWDrv6HMaGqapFsxUkVehQBVi4x1PZ1OR7N2eXlnOVyYWaSQ05RkYmGpt/12eWWbHsF68+jOS5/3d314/5TesWPHjh07dga441+U8v2ZX/lmFkf0FhzvT7zXn2b4xJu2/vDmL+ObfuZ2XqgGgrIgwWfnpooQ19q79tYjY6yD7mwiDAjMJGK1GCGidapdD6tqc87bNs7qfzHdeMu2iVfZqgwAChBpPU7t7UVUtC8zPbcWlnpiWWPiBMpECUHu0yMFkivcp6hUqz4SbemRUVsQyrzNo4kQEbLW3ihTiIipFuQqqcjuUebAIgBb9QvXqTuSytQKd2cWK72OyFpflmUdQ4TNWq1TjDnLqlpy05zT3ZlZ1cxoFZ4eottzACrvR5yZCBI27SyEAACGbExVtqV53kyt6h5Kcu+yPXjtj7/x+S++46l3XzzzjqF0593v+v77d+Auy6UKKKHcSn5qXbXbdZzGgxfbvfuyLAlLhxkrkye2jQqiyCRwBmoxAR5CEs2CCJkMiphIrjLMcjAigYzMlN6tRghOp4rVAVwsMW+tySBTIxFi0i3Mue2wv8H9t3oYUbWk2uVjNWvW0FMlfK5EJiJzrktfxli5+myBQBo3YWmtVVCzVv5677dvvdrek83A+0YJ7HmUD8XGq8/TtGXNUAozkpkzSZSbNHdHZPWE0mN8ERnunhGXl5eVty3inMjhk4nBzKIkkhMe3gm3F45K+b0NRqqUgooRDqI5x/F0BLAsFxeHSz3r8Ns6pwgBUco8S6QjoU2FOYnzi5+j536UeC9o2bFjx44dO3YGuON7xRb/FB75Z90efw7iR9+sAeKxb2/n3xwg9hRjCs9tk3qWPJME91m+x0ePHty5e4+IthNoYt36URTYIkm3gmcpY6XtRDiD/Va2yqxNa9kYFUS0LJ3nE++k7UHYTCY4wuvnRkSRtPrrmSdkFcAQJZISmQlRNbUxRp2HU3E2EXE1VWZ1n3POWpYr96aI1g9Ss7YtAW7pLzmfc1dpBwhiBlAi63hyLWOobnMLiQwnpt46JJllXU/H4xGgre9SJDKmu3uspxOBZkYTiXCBCRsyk0HIsGQxocAYxB1AIppY0VxPr4356/V08+Lvf/Z3f+uX/qd/+PR7fvRDH/vr73rl1aulBWc/HMj4Mge6NGHnTmxjXD987fVxPN7cRMR695ln71zYk5fL4e5TM02iyk5BRAFONpNYAcupp4kUXB7AQNXeIGtMHYk5xwynSAYxsQVGb134+vXXXn/tVUSY6bqeyhJJpc2C1IwfWz2sshgPV7PMKNkzIuo1A8qq/ynFDIQxBwEsemgLKHszNWMf5RzOzfTrrHY83owxWu858/xC4moHBVHNVzBTeIx13SzKMsvnXMsQVf1S6dDKqWLrZeHwsSwLMt2diIBAVSWJICEiNVdppmN4vb5yDmF1DyZi4jHWugwhIuvpdBbYaSs3Ig73CruW3H4a6+l4fTod3f3O1d3Liytm2WRPIaq3GEu9BXKzq9ZllDbdhfn4hc8ePvyN9c4z+2fxjh07duzYsTPAHX9RSvftDvR9u/TvsQnttyZ+TN8yAnF7L7xJOCw2iK2yxcObtYiYY7VG7nM5XBBRuJvZvXv3X3n15dPN9eXllUeURbHiUqrndTuiepwxVrNWdMjda2W+TovVWmsGAra4oJW/johPp8lMZlr1GO6OWipnqtP0iIwSXrZhwI03JiDAptWUcohEREaSbPPrTBRIBvfeWusVCKyU4/Q5xnp1dVdEIvzcBboQUZ1Mi1TOi929bKqqypncTVgzoqgpEhGhGma9RDBhdh8AfD2Fe0T2vjRrUpWqzgmnyDkHE0hFdDOdSpZ2lSQaSIqxWFMEBaR10gDnySO999aUcP3Vz/7t/+6//N1/8smvvHrxwpr//sff++STdy/f9p7XXvma58RLXz1evxzc7t49XN25uLr/1GV/0knWG3309dGffOLd7/vRwetrn/vk//78J97/Mz/9V//Kz0tv5E6MI6x7GoI6XQqdXs95ZO0012+o3stKooVnIh1IRAaBwEIIjaS+HFTGOPqDfOXV1yKCiTO8phw2N6Nqa21Zlt57TXEoaWstEUIUmXPO3jZHaK3Bu8/I5L4tK4qIu2ckEbXeRaSeUmtqy5IZp9Px0aPXLy/viDYz0wrbMQFkVvpe1ghDUTUQFUsXEWatjF9rRsSqikwVLefn9JkRoqqikenhicjM1rqIRlTRjzOTqbH4oR+W5TD8kUcQKBKBqDirimZ4eDIzEq13IqqaJRVNJGUSKCtmOcecYx2nm5trIrq4uDgcLqp8JyKBoGQiKvKXQNlQi44KOEH17zqtx8tXv0rfIwaI/T8QO3bs2LFjx84A/39NFf8it8db6X7fbAfFW3G/7U+8/XXbtqYyqSFaa8ggQskZZTX0SGWpCs7eemv9tJ6YpVk1Im5OTmDbtq6UEWgrhKSyNW7+OnX3Eljq68Rypq3bHHrN7ZU1rpYbIjPwRvKqxgDOoSxhJo9JxKqWAGWWTa4SWSW8MAmwmUUzEyzK9dgbkQMyET4x5zif8fM2A3BOFd62mHrEmMPUSjLijfQ5EVS1zv5FJBEqYn1BxqPrR2MdVcBhZkRIpGArMwmWqM4YoJkxIbfWE9yGzZStikxzpuhsy+LjGnpltgiRMX39D5//H/7Wf/3bv/A8vrb+xOWTLz75tn/4688/+767P/NXfvpqee7yibd//fTo+uZGLu69/ko8OD64e71eXT3gw8Gv19ODV3AHr3/90e985vnf+tRnf+0Tn37mF3+5/cfP/+DP/ntPPvcTY1JjUePreNTT5JFrNr5nKTfzVcKhGiwzMiM8k8ovWl5bShJgLIsimGm6P7x+lAADETHnnH4ekwCI2cxa72Zau+ulv20uRhaAtLy7AErqfeMFTFQz7eGZAaQ1A6AqpV0T0WE5HCMCaVIjjjXzQLdOXd62HtnMqjqIdNtz3xKAyIisF3RlAytrSkTMss1OmImYKGmSqKoICCwtMs7vQk7C8XQaY6zratpU1N1refKN60fMqrblH0UySYSL3zJzuPucER7px9ORiA6Hw2G5ENU6EtZ0jtyWUoSZJeZQNRGJTBYhZGQ0RrDScLl+df843rFjx44dO3YGuOMvixX+Kc5Pfgv692ZF75uX37f+mG2T4Y0bv+ED3SQVIQCw1jK8TnnNjJmRQUqimtXXwnQ63Uwfh+WiFLzMTFQWrvpIsG0nNMsId2+t1VrauT70/O88gzm5fHTMwiyq7pEgEzFtTFKP082SBSBhTiJmEmEC+ZyqJmqRwZSAKREAACAASURBVOe6l5Jx6iSeagtbDIiIZMKcXimpbU0BRMTWegB1yl/PM5FCwiIseqtDMmd4QMDMRVtpC2txMRZwURdprWfi+ub6dDz2vpi1YgmVIlOz8g2W0zRzc72SKgOJRAaL4uyVJWYkxIzFGJB+xZgKfvTy//PJf/6PfuEXfvW3P/HF//TB+959OX9Fpje5fO36t/72L/7+r/7Gez72sZ//N/5avPzVl1780nt+4AeF88WvvfTFR9evX69PnB49+/DGX72my+V/vL5+/nMvvPhwvXi0/sBp/sp//o9/7aOff8+/+dGPf/zfunvvg8QMIuYmrEnD+aStdbs//ZiZoEhQBMC05fWIOVwikplMc0wwjzFvjicRoSRmHmONcBElGjWUUJ5h08ZCwpzn1TsVo0ZMnETCUouCVehSVwGa9Tm9kquJHGMtkVililgmkIfD5Wk9radTb0vZOIv+MXGEV6EOZc0tVvo0W2tERJSqJsK1gzLmSI/HOofIrBEgqls8lUVEUxAZuZX6MItWkQ0RKgV6fk9ScdzHAofmPrFZneN8by1nKgtH5PQ55hrh6zj6nJeXV5eXVzU2yCrEJFJiMmUkGHQW+UUkWZgJJIGYaSo5OefD1/eP3h07duzYsWNngDv+JaF/+NZvPab7fWvYr77/TTd+E+U7E7CzBghiCmNnpowUkTGHnE6tH24VMCJiqTUFjNPx0cOHZq2IIhE1s0xEeESysKlhaxcVNatlhSrSLIHuNstH59LO+mI9rdgCUcWGtLWeEet6zMzM4E0kgYq5e7PWelcRZkkIs3gEb0nDPLeGgpOdJ87srlmf7hGTectlCVtSursTXSyLmc05I6oNlTIDVerJXIWft2WhZpYR2qQOsFmNztPNzY3IiUWY9c7dJ1RkjlGOWWFWlaJASFQ3DJ0Vv2JByIw5qVWTh9bugvWG8ojOlZt9448/+4/+3t/5p//nb/z2H7z4+rHr4R1/6+nl2cNTx8O9q4y/+trxwfX1r3/m1V/+wj/7p7/0mXe0viT/+jNfbn4TD9cHg18Ift86fmyNS48/Ev2lvF7tivTi4o63lr9zkt//9a/cPP/3/8E/+NWP/9xHP/wjP/z9H/rwxUWbBLvUgy7Hm5kXk1YmIL1KTeBV2EOMSJlBmd5N0yHcl+Xhw+vj8UiQmLNqdTy4duFVtbVGxMKSSOVzfyyTz0lEZlbG3nP/EFdwtCpDE9laY7pCxIxZBM9neDoIPicxRTiTjrlO98NyER6qTaUBsV25QGl62Vp3n1nFM5sCXK9PbHqkMlGNlDARqs9GAWYB0t1ro4K35QUb64oEiOZcidFbz8TSL8yaT48Ia83nTGRMrw5VAsxalXwik5k8MeakjOnzdLw5rcd1XZnp7t17Sz8QUUQk0tiEeYxRqVcgwyEqxJxIOS/IY9sGHA6xpPn6S5KRovtn8I4dO3bs2LEzwB3fLar3J9A/foub/Ym2T3zLHR/neN9iEK2BbtoGBh67CTROlkPVkAlCs0ZMY4zF3VqWEkUswrosS2v9eLy5urojzDVs0FoHYgtKaVfVCBA2F9wth1Sz23LF8tzV/3QrCN2+E+GleIAw52A+d2xkVLovIlQNBGaZc/beS5y53SHEY4nHzBowoHAHiIVF1FojplszKghAisiihznXJKrTdzW7PVYVcGQQb1oQ8pwEW5butbsWMeeoDYxmvfcDEyUQ7usc4a6kahoZRu1c6sgsTIBHEhGJJKgeNsMpk0Qz4WMcloO17hzN7PjqKy984lP/xX/7N//xL38mHK03bocDL1/x9fM3r7b773zncnn3Lv7VvPPOfvW/3nni1ew3gYeWH/7jm//o6y8taZ+9u/z3T9jvmX6BRdJemSu3Owc/HjO+QfbLfIJpxPTkL3zmped/7e/+wX2VDz77b/8n/+Ff+/n/gEyvH7yqpuNmUMmrSD9FZBAhGQJqMwM0RYNooUgzY3vttdcTrCwVNM3MjFjHmpnFdpblorUlMznYVJlJWBwTmSAtKYzK7ZnYijNruiOdQSKSgEJV7exNRpl0t1UHQjV/qknOqIkFIMr8KSLWe0YA22oICGp6bk5CRtT7qFYrleW8T1jFRSIivTdKASFL0mRFYo4hIh6R4cvSmTjcM05bfYxq0TIhWf3EzFaCtggzz7EyS2S4z9aaqD569OB4ulnXk1m7e/eJpR8ifc6h53cNiIXKxR1EzLJ5tes4AIj0etkrCQBS8esHl36z9rv7R/OOHTt27NixM8Ad3yaxA/7C9/zzEce3pH90G4jajKH85sd8M9/Dm74CIhhOlLPyQjVYraKqciY54u4mejhcIsLsocekkqqA2rkOnzXO5uEl9yXSzMaaZtbaNrXXlsNGWPk2urU1bZ4fUEtzYyLlNnO4T0KxpLJgRmb01iKCxap+Zs5BVDtvVdiIRIqosEQGkagqEESkqiI65kpE1cXCLB4ec/R2iHAAPp279dYii/vhHJ+EiFSDSG0YMPP0QdDj6TjWUbJnXw6Hw2UJQQmICAtz1tYiZ8LnNNXee3WKErYFhVIjt/ifMMUm1G4cWDgzWOnhqy994TOf/l9+8e//6qe+OuRgF+YIBC7WB+9X+/yy3Mybm+uX3reKtfalO2bm2ciTbeprNP746qCpn1vsEejZnO+f67uP8VJb/glnjAFyCD5Gdvf69PsH/RzymRE/O+jLLx5/49XPP//yf/OfPfz6x/76x/v996xjLqY3HipMLMjMSFZmVvhU96ltqnI6W8lPGOtqqirN1WolLzJEJDOkEntqqnZ78WNbHREOUIXuGmtkEkukC1vNVDBR632sK6LmARVEHrOOZL32mM6/QVVRyQwzQYY1IxJ3Z+XyhUamQni7QoBS8wheMUGA6jdbT1dEiCQRFFx7IXOeVFo5WglI5Bij6BzCRdgqd5qZmWpmaiw83evZejgD1Y2UmWScmZG1/U4icv3w9Zvj9c3x+rAc7t9/aukXY4xaMVEVAomaCDN4+jnBmBzstY2JUjYjWRggJwigLHRzg7nSzgB37NixY8eOnQHu+Pbp33dqU+sx9Y//PNyP3wgF4q0ygbiNHdVN8ThltbjupjEHiJtwEEWmEAO0rqe+LGZKQGs2zIh5zkmsIDGrhnowC1OiYltVPB+UUb0sZaTMiBhjFRG1mm0oZZHnnFWD4V6d+3Uguc6zUdHCTPdRP0tEIjIyBDAVD1cRsJzWVc/zD5nZl8MMN2tzrEwo2TAi5/TaG6xknyozGYPE1GMmMgMXeqFm5BERiKAaCdg2EnnMNSJqhM3nvCGK8KUvIloaIzOJcmSqmqgmgSJUSZgjQsRYLCKJMmOOOZXZDgcQfEbvWksYQURJmiScaHYT3thtxqf/+Sc+/X995hvXdz/yY//6H77wpdNrr6/hJ+WbGK+QP5Xt+ubVV8aDv3fxzKnl1wLmcR9Y2yEgLwj/3YuDNxPj1dd3hnz8dXz/Gr9/sF+5F99YLEZaxkfH+MD0X3P+0kX+Meb/fNl89c8zvvy5r/5Xf/Pv/Oz/8Wsf+xv/7o/+9M91067LGKeZTl1w4zxoaTY8hioM7kdTo6Sl25HtlVdf40yRTDiQYopBkcksUgFA0QivDcbNgkkEUGsLkERSLtNwJyb32ZoxS73ASt2aPqoriEWIqWYzaq3BI9yHqTVryM3Q6zGYpDUjIjP1yOo0ighCKeI8x2Dmw+GyBh6r3pNKXgQT0RxexuDTOCm3dR2ttSzBLSEsBJpzjjmvru6odRDawj79sByI6OGjB6KWWQlKhLsBqiYqY10J0luLHBF0vL6+Wa/HWC8Pd+7evbe0JcKBTCQxCwsYMaf0JcpHWqogtlUXJEaspRNmJDNHpjA73MeNzXXsH+I7duzYsWPHzgB3/AXwmAvx2+COb2aO32z+xDd/5c25vrfmfo9/9/xFxhubEOctB2G6oofArKl0K68mUYQbILo1uJSI1/tydXHn1YevTR/SlvJPqjafXpMMTEy8jeNV9yCqozGDiOacosJb36ZUiEu2TXOINIDMiIk9HJuAJowkEmFJRlXJsDBjCxASSOS8ABHhtU5hViWT1QJKRDNmHYhq1Xd3VbHex5hbecysWkiEe3FIZmRWr0zNHFJE3Nx4HUFhVrXWu6gi01oLDxYpM14za8XOMyiziThATMJKdDvnXcKmtNaurq62YlIiYs5qi2GCT+6dWbUJxfy9T//2H/7Bl1jvfOBdlz/14R/Vy3t+7V95+fpzL738tRdeuPO1r/+/7L3Jk2zped73Tt93TmaNd749NwATHEQSIGTLQTts2bIsD4pQhPfWymv/G9575fDGIYc39sajbFMRtB2WHVJQihAlEqQIEBMbjUbfvnNV5XC+7x28eE/WrWo0h6BILMzzdABdNytvVQ4ns/M5z/v+HnTdbD59Ev57un0b7Guxu6D7P67FYXe3939zN5Xg3+DyKYgw/oHDf3dSh6P6KbSm+qjr1uMl4d8j+s0CP4jtfuqvXZ8iQHGw4DL+3qv9k3/02Yv6zXH1/gcfPOJ6WurAAap9NY5tu99dXdRatxDWVAgkopdKgK9fvXjx/HkATG1KFIp1zW00JGCZIzUixpnGihFgpomczTYQAEhWp+XCIc7UVozIdsFcF0zHBYC5aJfznF37MIyHfT9O7utYxohQtYDAqTmAdi0ib3gwEYgkIiLs7vv9DiC09wTbigDzHEUy8TCMfWpzRJzFhgDqBoQYsF4flVIA0c3NrE171S4iCDg3jjAfrY9am1R7652NmXB9NALA1dV+t9tsN5e7/a6UevfufYBQMxEJBAqH8Di8AZhqrilmiJmz03NNDCHEXHkPAAygrmgBxHD5As7fWd7AFy1atGjRosUBLvqTm7j43BdfeK3PG78/7Aqfs3+zo8NbNu/m2Gfcto544xs39wDfXHT4mQGrgXlzUaU295yKPMzRuZgBoIeHgYg4utqU5qq1fS3VI9xDiNOqkc/wiQPyBAjBs7vanYmBifAWDhSBpEhSW9KqMc9A0Zhr4sHULLqq5ud+jyAPcz8ASwkAkrSR9fSQ3Bp3FiEERyBCBMrPwR7OLIhZ6o2HyorMHoOJHS33G911mvY525kej4gCcBgHJk63j0SmylKGOnZsSBTuXTsTEbObdVVwT2QlBGS7Ab55EDKnmv1GEXHwQETAWsW6mrYyVGKIvvv0o+//zje/2YJP79xZ7/Hel9+9+8Fb5yfr9WoNXF4+ffHsR1fw/PK3//f/6T//9f/5oU//6YW9Tfx3cfr+0RrQz8y+ofhDASfuFkfgF2X4jCi0q8lf3dvf3MX3qPwPA/1T2AA0RzPvGApmjwF+MfibyPEzX//bf+vf+ZVv/Hxxefasn93Z5fFVpIDlM0L7/Y6OVgHY9hscR3Bfj6vPnnz26vXrMNvtd/vdVrXHfEwiI2XrQxb0pXEKj2zoAwB3zQc7Q+BSKjEdis3D3BDQ3bNxpE1Tbgeq9giCiHEYpA5mutvthjoIi5kRc5ECMB+fgLDdbpB5qEOWv0e4msYccWPrbbvdEFKtNfPDnBnOIshwz53Ppu261CEOPFgISP8JGABgZhFAc4VmIAKTOJj1BhFuBoFFGCLMNEJbn7a7zcuXz8201tX52V1mdvcI76rCRFKydRDm0wc+T7Ai5muPmeE6Ju0971FEjAKb7mQ2Kfvly5/K++Ty34pFixYtWrRocYCLbtk//MPt302LGD8R/eGN5PALU8FrAEzgjf3AAFgPTKTuPgyDmWfyRkgBnp9jXXUYV8xs1mutrZRw32+347BCwIgw1dxnm8vHgnx2gERIQLMrLqV0Uw+HzPeYAYDQI3jmfOJ1EopzicX1HCwemIyIFEFIkNCLAIDIRw0P99HdOXsCAFXVXIWFRAgp6YwzQCRpGeEAB3q+BzJHyDRNm80lIvbeZ5wNEpMwC3NkU7yZZcF9PvIZ4+Dh9hIxEEd+Tnen3O6bkyG8fjIpuwOycwJJVUkI3fOPMd82FMZnnz357re+9fLiso5nYbG+c3T24N7x8VkZZL1eH9dyNMjj996thPVE5R/8euv4u2P951T+Mfle+wjwiYz/7WlcFHke/rN9+uXWv1fG38F4YT4gj0DrjgWNuKN1cz23ScFfWRwTv2d4r9n9e+/86t/4D3/1L3+40x2Ws9Xx0bAaS6nh4equykJUV52gXb7GUrkMQFwCpqm/fP48jwGcpgBovfXe3J2IpNRSain1uowxBzgBAnDm4gBAXjlX9UQk2S5mnhSffKAgn31hZp6mCQCEufcGRAikqgDZysieoSHWrGIXFojEe1Iul3pEeG6gYiJJ+dBpmeRSh7kIJZ9MVXV3EREuANFaM7MiET7XMIiwmpmZuxGSsOT0NAICgKnmwZbs3IjIVUYz0K7b7UZVx3F15859QpqmqZQy924IIyATQTAAqGluGOY0rGOm5ZyY33wY87gCgJ1HBAZSqMFu89N6l1u0aNGiRYsWLQ7w/wfW7c/wzPZP2j/83PCn37SGs+W78UVkBnjrcji4qRtfz1/60x9//DZYKSUsmAiS/sKClFlZZjIBELVUJxpXa2be7benfoeJRObuh3nbcIZcOBIBxWHnEAPAItJ0zSaTKNGgaTtn5Eb6PyJEcJ+pi3BtStERKYsHEACBknWBlB0M4WaemQtAZkq9d2EBADfHdJKHaniAAAftPRspCLm7qeqMyzArpY7DWOvgHmlQVTvS/EtjLqObbWR+uIe534IxMSEsUsJzHs8MbtFHIyCQqDCbQR1XpRRTJRZARkQLDwASQYJpc/HRd7/33e//8Grf7q757PTs7PzswcMHDx/eccTC7EQh41pf1Xry7td+vpweP3l2+T9KrBg2DN/Yb46Dvzsef7MQMN7p+o3t9Fc3gcf+/TFeMZv235J4cURPdPuR7sD1Z81+qdkFwd8nNObnQNvj8vO/8rW/8Vc+1O7kbIWGtR4dn7GITv1q/woBqAoicgxwdbW/uKTjExnHIqwRT58+S9RNkTLUYUOU04kMhIjCZRgGyvYQYXcPBHcCuHFeIIJFiFitpwM0d8xeA5xj1bmwA4CIiUhYRLhNE7RWSjE3Dg5w5mraZ44nAAGICB2OojSA2fJe6xjuItLTqyPOVROqQx1U9XDaBvPoSigLACBq5pjmpqosnHchx6HzHSMb5N2t5wYs5kwsgoOaqvX8ddM07XbbcVyfnd2tZYhwQqyl5uEd4AFh7onVYeJr4i4SUpBZqGq4Z/UgEsXhFSee6NBwjr5/sbyTL1q0aNGiRYsDXPQntn9/PP8l/oQ/6/P27/NV7294nnib53lj4jMgfmLfD+LzVvDwA6tgwSHcmQXjYGIwN9o4685ztLKW6m7MVEvdteYeIlTq0NuUXui6029mtwSgOwIQkblH11ILHD77ipSsWctdOETwcCZOy5c3z92SyYGJKI1AhIPhPMy6IrgfiBc+LyKaG4dw4k1p3nryJNJ4EGJgJFk0f1QmM2be2pRI1ELVTEutzAxg7mFuZjaW1bXJFOZSqvbW1SEcceaaMguEI6AwIoojAED32bhGeBgCz09LRpIiwqWAKnjAnG4pZdak9sl3f/CD73z0/NW2rE/Oz+/dv//grUdvr1dHqA0qOyITOcFT13uh9x/euX/39JMnT42FcPgF6//J1Bzqf8P7y3rMiIr8ozr+v8z/HO21qzh01x8AfMwxmU3mEvFes/sW4FhXcinj1dnd87c/+NW//q/ytHm6sXGF9x/eOz55j4XA3d0CiAsRk6oCgazXu67YG+pIw7h5ffHxJz9qbQI9hKVIb6YlY+5hF+ZcHL0+pcLMAKTaae4EoVzszCi1CFEO9+ZRao4QLBKe66mChBEhwoHgAYhYSsmuCCKiPLwBr6m2CeSstZhl+WCEe+/dzPLcBjCVHAbO2VEAmg+8uVICAFR7Ti+7R2tTa621/Wq1MjdmRiID6vOw6Dz9G+7CIuwAYGozk9eje9/uNtvtVZF6dnrneH0aYBDkaPliKaWodvcwMzPLehVKd+2BkmBctHxE3AHAzTRfU0RZdxjA0X16dVngT/RetmjRokWLFi1aHOCiP5X9uxUb3hzm/Ens5w0rONu/m5e8Ge+88WMdfqL0D+bgL6cl32wJovdgr8MAYbbXAAz3AMv6AjNr0aUimHVoZqampdaLq6vWdqVIeFZYz9iVuUc7AABK4fwV7gERFlpC8kN2sjSzjSHzHERAz92luR6dmbPIe/4hAYBvcpKc0wMABHJTnOdCD9455gFMYUn8DJOE595fALOwuLu5AQISmHc3Fy6EOFNqCD1yMRJY+PqHAgBRomtyIjUQqUiRIr3rrec3InkmOVU455xuMNcSloBQt3DtYX3a5d5kmCGLebh7GSvVunnx9Pe/890Xl7u7D9/58Gd+7v3Hj9dF6hEFaYMSToih3seA1XiPHFzo33/0yH7r29/jhjIWpdc6/GAsr4n/0mazdv1Bqf94KP+IfKN4t+Mv76Yj8t+z/h3P3TzUsN+o9Jt8dIry1fe/9NVf/sWH77/3wdvnZ+vhxW57fHJyfPbw/PR+RN9duam6ax1qqTUggEjBXfj0/n1Q9anx0emPPvnR0ydPwwM83F17M+v5THEtpQ4B2FrLMV1XdwgCjPAEwyCAhwuLhblZKSXcuZScC6Uc74y5XU9ITBUC1+vVNO17b8IcHvu+wawfcXNDNUMkZAxwROm9mXuWW/auaUrNtLUWEUxUS0WmDBinaRrHMcsniUjVIoICkBggdrstsbQ2TdMeAXa7XSl1qCMju1trTbUDIDMdzkEAIKq5mhKCdkVENZvabr/fbjaXzOXe3UfjMHadEIAImUhNe+9EGUEHRDAxEoa7qiKih7tlEXwQEQnn0ZslmYhIgBZmEAIQhL59VRDaMqS5aNGiRYsWLQ5w0R9l7L5o+POLWKD4eR/4k3/xc5d8gf0LiBurcdeZ3vVAZ7yZBQ2IL1gLnF3iwQoGAjhEYCiRHEZHDanAwZt1bUTrIAgHx+iuAM4s47Aigv32ar06aq1BWMI8Axw8R+EAANJBEWHuI+WAaPaquc1lZSLCzOmVmNnMEBkwTHUmeRJFQO+aQY25gUcpkggNiNmP5RCezdBRPGxzWVbwmSuIR2SPX4B2NwkAItbeIIhFhERV1XSUUUqNcLMsJ5xnUAEB0cINCBOQQwQR5BkoER/qyjNrtKyzM9VETZoqE1vODTqKZGtcYISZ7q4uATEICnMtw2a/q8NAgtqmT370sSL+zC/+pQ9+5hcevf1Ote59r1JC+26zRcJOxMyEsedyxDzC8NaDty1wcgPbfbuU/+yk7qS+D/63L7Z3NP63u/J/HsmVdjD7evf/qCtM+g+L/rZdDsGs7b534OEz8gfvf/A3/9q/cfdL96GUNQIA3L339ur0dLVeW7hvLiAKC9daS61lqLnbia9fCoAH7BvUcX354uXvfvN3Xjx/Eeqt996bab+mrRYRkcJSmAUQkQk8wtzmCA6QPFNcFkYkIxYm1W6m5s7IIhJzDEiI4DZnd7tpT8SAAEjCXGq5fP0qwpBGZkHtWWUph/K9TGjziUtIKRGZdhEptRaWTAKTc7ufpjdLq4QAcL3WCACmambhvp/2ET6Oo7mGgvV+2CzNmdWwcDPrvakqERIXRPMI1Wm7vdpsrk5P7xwdnYKZec+hWffAucpyXisNM0BMhKllkwShzTuo5ubMBIfJZ0IsIvkYjXWc+o4RmSU2FwNGiyUDXLRo0aJFixYHuOjPyC3+ia93G/0y79DFm/Tvpv27NnvXf3pzye2uiJgXfuYFtIMhjAgAxwRmTA2QAmGmkwCYmpega6cJgZjbRcRE+/1OVYexMEqfXeWb6VJMywcBSCCAQIGYkEwIIOZ5PhMw0RqI5B65vhVhjoQIve0BAYkgnFlyVzDgMKEHQUQRTkxJg8wEEvEaFAmIoWYAjojCQgBqmi1tIlJLmfZbdxtoSBtM1FmEic2BmCNC3TA83JGIpbi7eSCYJ+ID3c0t5kbvdKGEQcSHhrecFSSLYOZ5LRKQCImktQYQ4X51dZV8DrcwUwwvhQnxavd6c7U9u3v/nQ8+fOe9d6ogdqThSJFNxXXunUMiBK9oEWyE+vZ7P2Zfh94JbGaTNmHZA/yzcXzk/OOxunAFnHz7A9L/a833oXxn/xRQN21zYv0bit9cD3dOz7/8c18uZb+9eAVl5DKcHp+sjo+HccWc5BxiEam1CJPMoBxEPFof7TnUFbi48z78R598MrVWZYDWzaz1rqbmRonkQRzqUGtNa4SIENG7YgRKjn+myydAhAgppauaau5/HooD4dAhjxGg5qpaKydVNk8RzG0TN87dXJNp85d6BAESk7szEyJDBLEUEe2qpgjAUoZBptbgMMuKiOaaL6dpmt68RCMQ8fjoNGE5yITEgIrEiOiePtGyol0KM0mOcW43F2Z9t93cv/fo+PTcVLupSA1tTNy1ESEx59FOxPMgbdJIIwhRTeEG6MjdRQpGuCshEnOoOoSaEqCpEWCECTgALW/WixYtWrRo0eIAF/35O8Mv7AMEuJHawWHcE26APf2WG7w1DhoQfvB/N8PALGAIeOPXgkLdPczRDQCynD3xGBnWOaKxVa7MZKZuWrgWqa1NvU3jMCISouN1df3h7hQpbdorWC5lZW91eiYAYJHr7UFmAQAzIyaM69FQ7G1/eEyQGc2dCCMou7ohPOmbktOz4YjENMNYbjRfBAsDxNxPODkKicwDnwffAERYRMxKFgaaaX6Rvz7RJPOWmvtcYojEREzUe09ACBJysIgEIIRn/OsRBMAsSRBBIog44GSccrBwP5laLYWR2n5faiEA67uXz57upnbv4TtnZ3cELJoSIlFBCCkCReaet4gAPAXbIET4+ODOXvAbHf4t6P990ddoDP6J4/9RiMb1VQHpnT32CL9L8IPw80GfaVg3g05Mz0F24/jlG+2svQAAIABJREFU97/0y++/8/r10yMezs5OxvFkWB+JFGEqUmopzMxFiImZcwjXTXO18tWr523aPXjr3Wlnbbt9/foqW0a4FGiTuQMABiAhAhGSSEEiYoywA/V1vlvhwQyInAe4m5kaIQYiEwOGzdjOufUDaW4HEamqFgHmRkYeBslBmSeE57Fl98hS+kJMczoXxHwAuhACmLmZuVkgCJZSaia9REyEU5uyM3MYRrOtmYZb661NUy2FWVQ7IFbEICZkU+3Z9OCRhzoRIYNbmGrr+952l1eX47C+d+9RAnlnjI2UXPiLiESG2qEFEewNXSYCAoyIwB2BDg2dQYThWaEZfqDUEEJhNnMMLLjMgC5atGjRokWLA1z0p7B0f0TL3xtf9wWX31j/u/7u7fQv8Ibf8zfu8ab3OzjAL/B+t3K/N8uBAmZ98gjrzYkHKUnICEARya0hNzO2HIZEJBYZhnG33242l+vjU+K5xGKe84RAoICZ7Zm/0tzcvZQqInPdH6QL8qw9cKcI124dujCZOUJavkyBIPsA8eAhI8mSZh5xPchHzIn6TCikEIuIR0A4YGJF8kP9DHXsXZnF3XvrUCmdwdQbAgIEMxKW/P1pRa7/di5xiRSi7BiAzDPzUXX36y1HIoRw86h1ICZwk9lavAmvSq0s0qe2Wq21q7sTUrh/9smn3/v2d4b1+b2Hj8dx7LutEHUzJCPBvDEAkI3kgNgDhYJAHx+fnFO578hNo9q2+NCnQcrHtTz23V+/1A8hfpvqryFL3196e9kntgl1z+5XZfjO8fGXvvLhL/1L74/srx2jrOrZCd9dn5zfOT47GcdxGIYwg6BsaQfwA4ozIuLi8vWv/9rfe/7s2V/++te//o1/7Yff/f1Xr17RXOjXITxndpm5DmN2mh9qUFB7S54nIQLN1Xa56kaRc7zeWsuKDg83tVwXnMeYEQiQmInJ3SKcEITF8++aH8Z6gZBzTnKoQxoqlvk0RC6OBkC6WQ+33mqpgJhgT8SWR11EdLW8mpm5ec6CmrZpv2u9DXUIBGGxiK5dVVuf0t4iUZFMvAMAtLUA2O+vrjavL6+uxnH9+NF7EeEAIqWbmWthJuZaBw8nIubaATyMcioU0PPcj1se4QoR4YQEgG1qSdCJcM8+FUILdzUiZGGPqGAAZXkPX7Ro0aJFixYHuOjP2CD+cZfchn/O0M+4kf7Ndg5vLv7dNnVxyAAPfzw4xjfAGD98xwt520/QO4OhVGJJWOJh6TCIWUTctEdk9CW1rlaryyu+uro4PbtrIoTXNEUPAIJAwNYbHTD54REBvTdEYBYEzJ43MyuFPYIgiLj3loOXaeLcw02JGRDdDXG+EJEzAjV3D1dTJo6A3jsSDnWsQ5a2R0I1ep/SBkAAEweiH0b+WEre9BynLKWaKTHVuuraCifU0UVKQk1VLZOmdLBdlYhKKaVWN0cMM76e3HW3cEsCByC4OyWZA+dNxRw+XK/WDx48ZBHthq7jesVELz/79Hu/9+2ri927X/n5ew/usjCEgTkGh1s4EROLIEZCeAjNynqE2JPdu3+XxqP/2ze/ATKB/2LXjvIphVlfQb3by0PmkcLc3MwDfmmafmUb/0sdPuE4LuOvjOsPPnz77tlKjwa6KGcPzo/vnfOqrE+Ojk6OizAzZ+4GmQDKbP9y+fGTjz/67g9/XKU8fXH18vXlt3/4B/vdTkQgorem2rO0AwmZiRhrHUopOHcAYri5G2VgG3PxBoAjFYggkXyWMz/MIUxC6thpdqGOCCJsFhCcz11AaO8sIiwBYW5IKFiyLgIRiTlPdGSwmwEzEuE8QUpmJiIFxT3MlFkQyV3dLWPz3lpX7datt97a1KbwICI3p8KmHRCYSUREJAdb87u73ab3qbfurq8vXm42V/fuPbpz5wEzE7O1ibKKEgiJvCszo6OZMVNABuFORCKiZmqKhL13QREph3NBWRIPRNQ1E3iOCAI2NQ/Pp6KC/hTeAZf/CCxatGjRokWLA1wM4cHwfSH95Sb585bBu0a8+HwtOFjB60HQm3+MWyzQ6/FIACeKcA+CcOM55UMiwoCmBpRDepJrS7kImKN7gDSD8gGGUt98vjs0owvxfCcjCImZAzwZKhFB/iYAyZAtcfqEVKTkelRlVFU3i6Q+Eqt2CGBmw0OpmWcJRN4fF6rjuDo6OnL3zebKXCMwPMIh0IULER6GbomI0OZZUAhXN2ZhYJbi4WaWXYIJpJmLB8Egt7UCDmN4BYkRUE0JMSOsLPebJ3URCfG6LXDumiMG6Ol5SimnZ2el1N6nWiRZIy+ePru8vLrz4PHbH3wglSKMmB1wqJKYnASQHDJn1/DiHtYbTyfryqt69frF1Sg/C/EfX+xenK//7mr9MfoTwV87Onqk8F3Y8RRWZbXTD4LuRDNEAjolPnvngZydi9T16nQ494d3H4wyrk/vDqv1sF5hGEYggbYudYQZ3RqIDKBu9vTJk812f+fdhw8evxvD6g8+e+Lu4zCaasZfaooI7mBqIVFrHYaxWRNkRCKK7HBnEoqc23Q3U0B1dXcKjOyWnLk7IVyYhAjd3dzTBOYvyiOylpq2Mw8wYUmQLGBSRktEqHYzG4aRhVU1D9qmPRlFOYopImbaml0DnwjJ3PSAewUIM91sr0z1+PiUWUqpAMjM4zAyS2v7nBk2t4A8kRGEBOC9T/v97t7dxw8fvhvg+Yyv18duJsxT2/bewJyI3V2te5CpBnhWYngcMFFZJhHhboeXOUgpb3oVI8LR3Kuw57B3eJXy6fe/C+9/bXlXXrRo0aJFixYHuOgP827xp/g78EfVbR2+e6PB7/buH8K1ecvL0G9f+cYUaHqPm9AXeLMKCODXLFBmYXeMMCKIKLXOdpOILAyy0tqIScpsg1rbR/eRC3h4+FiPzLpwIcgpvsAcyMwGP0ImQka1TijuDo6llKxZT+pGBjmqikhErG4AkaRNJsYAC0BCta6miRtBJm97EdlP2nsDmY/b1fqoVJnafhhGYslyC5SCeBiBc6/D6O5EIKXkcOlQa4ChIwAQc2ZJQnL4WO1hgQAskkkXoyBABBSuyS5R7eHe3UVYpMzcyENzobrLvHMImRmaGREXFMdYHZ88uHNexgG2wAiA/no/ffri4u7j9776C790enqMGEgCAFTYEZCFmiITMamDawcAoaoRJAhTAapvFd5xuaByFv4h6/HlNtYVsTLiheCLAffbMHOYWof4tJSnTFehQz2Ck3vw8JyLrc/XZ6frfdOj0xM5PRnH8Wg1UvY3sri1dJ4ZAao5EjXVtp9+9NmnR+PR+cnZ6fHavb968Up7j9HntkYPd1NT4RKAAcQsxMiOhOgQHgEsiKStswjOo74hBQXYAlg4TwekozYz1U6EyQByC1UPt66GyO7qplDr/Ap0J5a0arm6CRFmmgiaIGptD4DEJFJMFSGYGABqSZeoOUUZgITg7u6uqtrbtN+ZaZu2+2nb284DhnFFTFILE+f76tXVxTTtichNgRCVzLxNfZq2Ol1dXm3G8eTtd7/SdUrXh25SOFAMsWsJ7/v9/vT01LqqKQUBBBLDofSSEAAxHILY3ZDYVIkZAdy0lGpmCERMAGB9P0EAASFVot7ddld//u+bsDQOLlq0aNGiRYsD/ItrIW/Nf37x+h/c7pC4NnVpQDP988/3PYTf+PomNia/PpjGXGsLL6XMtpCYmRGQRQKi907MLBIArU2llFoHxGSiAItIKX23aW1arY8TrNLVk1Gf/1iEqQKCkkFHQCjCmdoQIYsQcRHJv+Gu7p5o/cwacyoPANTMzbJjYub1Y0BkHZ/XUijrJcKJxNxzd3G330GmiwhCAgAZEBFShAMGAhICJh5Ue7L1idjDeyaNIsyUmMWIcHNQzTbBrr33Vms11TrUiBlieVhT9EOjADgiIBAQCSMcHpq54N4tnJnHcTg5PTk+Pp4AIHxYrS8vPv3qz//C3fuPxvWaMK5L0jFnIhGA0M167wGJsSEHDW0XzRnqxqa/hvIg5O+39n2p/0U9ezWunwAFwY5ZIM7a9NZ2s2n6g/Bt2/+DdgXcierp6en9x8er1bBaHd179Pj0/J60OD8/j9Xq9GgthWMuvjd1B+asf8jb1Xvv0/7F889evXj96OHDt9995/7DRz9+9tnFq1fjakXEFs1MW59UFQFFpNRxtTpKr1VLnaaWbMx8MIklwokoD7yZo4MUPoNh3YyQkLhbenfMYUiIMAhCcnDORc39HmfjkdndHI+HWxARgKoyC1IeF5BJODMjQi4ZuruHZXeFe/S2T8SLqvU29T5N085M97vdbtpP03T3zkORehgexuwVNNNMraUM4a6uCO7eLy9e7qfd0frk0Vsf9r5nZqaS/X6AlCdKEiS7HlfaexEJK8RUy2Ce5ZEzq8bdRQRzShjRACACiSPy9TVDevPRAg+c00IHpNhd/hQM4KJFixYtWrRocYB/AZzeH3fhm/q+2wOfc9yHN0K8N9/1W/1+P1HwcBP+eb37Nzc6XKeFeX3ziqwYBmi9m2uhOpslQAKkxOgjIgAhSSHTPq6OWle6vDDVLAFIgmIdRo8wVU+rlqBNm1MTIXMkDzdnMIOAEE7sZ1BERNYMRLTrD835QXwuZ4e5YY8ZiSkm8wguBQA8PO+RuxEyULTWSx0QDDwOLoWyg6Jry7lT1Q4AzEyEvXdEKrkVOONJY/ZXMDfRz6BIYqIC4IhQanWPtGWHBwlzOrXwbDtV1cFVe87TEhERqoaqttYGHodhOD4+roVkPTZ1N3v41julVDcj6AcXDzPHMnmbaslLISaWAkCqbff6KgiZgbF8y+23fbKyei30v450LkgYa4sVEjL/y1f2t55vvtcv/07p/6RP4nYU9mUqdHL8+HQwjPO7995690vu7qur4+NjFVqNlQgQAYhM1SNkEOZC4W7q5q31/X7/yUcf9WYffundB/fvn5yf/JPf/a3e2vHRGiDCLNyyyi/3S2sdai0i7B4ewCy5C0pE8QbXGW4KCHN1pCoSuSW3lhAxPES4lDq3UJoHhJoBghBzKfks994Jc7PPIzDPRHTVWms2iMSNUvXrUy3p/cxttVoTkplNbeq9M3EaLu1d+zRNu6ntVdtu2m4320eP3717/sDAPbxPO4xh2u+SvyJSmNnMiaQAXO1ev3jx2dSmBw/fu3fvoaoSA1EI1zz3AWAiYq4AMQw1T4dkyGyqRtq1J7l0ptyEI2IRyQ3VWmvGnTl9zcQAqNo9PMehMUtiABEgthfL+/WiRYsWLVq0OMBFPwWDGG8mo+K2ObzR/XCz3+92TfzNAsAbfu8LnKHfAsPE3CY/l0szE9I0TWYOgIFIxOGhvRERC3BIRluevXtIZRiHcWWqlLzLwyf261FVkWKOpupuABhh7kw0F8aHu3ous0VEmDshrlZrYYZhyIWxDuAe7pq3OpsADuzNTGM8rW06PI+MQjwbA3OuDwzU+lw9AOCqgcDMOcInzOGRBRUA4MmLBCCirILIaPDw2IK5u3utA7O4GzGGzQ942r/DnpVZQlDNzBTmljnbT8pEpdS8fiYwrTe1DgBSKwi6qZTiZjRDUC2AAADdTOe6BUQUYRZBIkTU3jd7deQTwSjEXL6F/kNyDl17/Ur3L0N7zfQxFATaGzwzeMLjp9Pla22qzQi+GvjO8frq7EhKGepw78HDs7v3Xr94XkTG9TAhCFOGpAFg3QBAhkIASByWNeq+3W6ePX8uUk7PTk+Oj1bj6vXFhSDmU3hdrZGHaLpXIkYiETG1LMbI/C0SmJnInNCIMMtmBCil9N6YmWaKrMObXoecydTeWwJaHICZh3E0N4YgotZbvqKyfJLnCspIcg96kmDmI2rmx6YVDI/whBgdzqhEuJmZ9e7atfdpmsbVejWuHYIQW5ust67a2gRAUopIySO528REu+3VNO3fevz++b3Hqp2IShFGyhdu3n1mUs2Q21vb54opwMwWms0wIrgxUSBBUk/dY3bIPjN1b7zLICAxRYDbnH4HordpeUNetGjRokWLFge46M/P+X1hacSbPcC4Pf95AxXjCYDBCMAbbe/zXOh1YOhvosJb8Bg/GMLZJRI4EoNIuKu29EJJxXQ3cw/AXHtKXqKqurtBSCnHR6dX2ysLYyR369pNLW9uVqW55a6UETG9KQxwVAQRPqAc834lzLP3XmuNCGbGWltvNkcykVYhIm+WEhLQPOPKzITc3cy8t2amaioibp42DABJhJgiQkSYxMmzTi3AEgcyI0vds1NuGAYA6KqufXYLzKrdAcyUCAMIE/uZMB2CpIDmA5i/V00DgIlEipviod8iDXPuoe13++3VtquSI7IQs7YJgSxmHipEemY7mCKWWrJ+MCL61Hubouk4rgTjahhJ4iHCJdeXAAHwH1z1fxumT47gv7x7vCdsYf+M/em6PAn+aPIK0JDWVHcPzuuRnBGs79598OD+0cnxxcvnpRYp1We+KSBymJkqMTJm+wUQc7Teenv9+tXri4vjo+PT09PVuGKRZ8+fE4p2BQzLo2kmlRBA9vNlsouqSmkBERBJhDJNZWFi9vSYEYTYe2ttKrUCzlYn+Toenk2Dc2QdEBgAkdOY5gaR9RwkzLl9Gu5qvVLNQygpMr0rIhbMbDmEOU8H5FkJZvKILG/wjDR767117V07AJyd3YmIrpOwbDZXbl1VIUd1mQHAzABhv98gwOXV5fHJ+aO33m1dmZlyPBizTZ6qFAvfT/s+NSayfI/IwvcIJk4nBzGvIxapnFUuCEjERJ7cYEQmuj6Dc5hEptsnlrKMcdGiRYsWLVq0OMBF/2I+74+0fLcRoLf4nzcCQLzx3RtN7m98XfgBCjpv+r3xe+639gPfRILXRYJeIEKExlVMk+1307Qfxx4ApVYRUVXK/UCk1lpAfrakImK9n53dudxe7nZbHlZhDh4IYW45oOduZpqe060jcTjDgf8J7hpBOsP0mYSYSqmqaQNbup3eO0SklwOARIJmxtez8I0p++Ly4WTOSEcqMRMjYLf5V2TgI4PMIMdwZkpiZ8JOhcTCmFmkRLiqYYabb54xzO0vMyu1miVj9PqjNdG8tOcAObVI7qTePULTwKQzBnQzM02EqYisTk72+ybAhNnxZoDFASxsvhtISASAtRaRYjlV2bqpmSoAnqxXWipEPxe+apuvvZy8w8vKQfz7R+Wu0gsqO3RDulNWL6X9U3i1t743QyJ0/9HZ8emd47OjMh7fffvtt+89fDAUAfBxNTKTVLHeCBAArKurjXUFZmlWAKBN09XrVy+fP2u9P3r07tmdu2dn5+b+wx9+jB5UGMLdrGvLsxkJnRUpdRiRIP2YmwUAE2dlSLZ3uEfCRgkpcTtAPAwrJDBVMwNEwbm0w80AkIVJBdxNDThEovWmvZcyEPE8DhxASJYN86gzDxYBAmoWvkMgIAJkqFyHESC6GmQzpfbsBmxt39o0TfvWW2vTycmd9frU3TBgv9/v91MRjoBxXAGhSBEpre1Np93u6vLi9bg6eu/9n3HkWqFNUybpDobEABphvXc1IwTi4mZe1NxVlTiJpulLiUUsYtIGAcJCSOq998CDCVQziCBmAGTivA+AFBBuDogsFL0vb9mLFi1atGjR4gAX/SHGLuJf8O//hEuMOQO83gG83f53eznwRud7+C0r+KYb8OblmbDF7R8LACEYQqYkQ1nvzQBmdkspZRxHVU3jRCz5aRyAgCjXtLiUDjCOo+63uDrK2jtiGcb1vKqo2KkTCIC23shcWRjm9gCSudQ8romZCOFepOTNnfb7eXI1eZ4QOZuKxDiHJACAjKTgvSuREwtE1FKcrbUWYW7KTIfudcyYERI4ExERakaIwuKH9M4DAoCYN5uNFClSCNHNzT16Q8RMVdwjIMyBiPP6iAgQiGAanIEgooh07RGBzGHmEGqOHoAExNhbL3Lv8eP33/4AFRopdiUkJOAChXjgAgQJMqVw8KA6djByMDXrhoRlGImZMEanPqyL9Iv91a8Vel5lhQCl/j9l/IdMQjWQ7gO3Ahz7cD+brr5q8UrwY8Sj9XBngOP1yXjn7P75vfVqYMZS60gsUhScGRnFtas2qSJDDbcARIg+td3l5tVnzy+evTg9On54/8GdB4/OTtY/fPqjZ0+edqri6mqqvU1T14aIhFzriEzMXErV3gEcAJjI3WaUK1JmVXNhHZMalmFAAGZqvTkEF2HkgECiQhWwI1CEsygGqm2JZTftV3TEJJnLFhFC3PdpGMbVOOYUbiWZmgI4s3TTcRiJWXvP3Ntbyxe9lEJEvV2aae9de7/aXLn13bTtXY+Oz+7efWSuZtraPjyGWgBISqUizAMCEtI0bZ89fXK1uXzw4O333v+yiGz3OwYwMymFEIlFtU/T/mK3GYdRmE3VTZkAAZkJIszNM/iEwAACEiIIRoBai5qRc87TSim9dwQwtQj38AONicx7nj0pzAjX88w/rZNiixYtWrRo0aLFAf7F8Y+Hf8UXXPZ5RmgE3qC2RLwhgs5+zw8oGb9xhes2CL+xDThfAW+wEFdDhCtJQURhrqW23twNoV6TA5EIApBwVVc52eiHWExEitTe2wzPAPAb616tNTMND8v8QYQQEcHMW2/iTiKFKH9O3iQ1Jac0riySZAs1s1x+A3D3DPpyWhMg0iQwESKZaWtTVyVEZilSEXC/30VkiXzk3mAiVdJDRjbNZ7kGHFCmiIi4Wq2YObkd2fJ3TfI4JI0eHiISgCICCLknhpklpaFEFEpzOJNLMm6at9c8qsj9e3dPT04xPFQrU0BuyOWWHDNCEDNiKBA6RjhCbn+xyFzfyIw4zzVat4uNPrH9fev/usn3CnxLAh0m9HOAiaJsWw8ZW/93FR+7/6bjq/V4OhYplURklOOT48IiRVikchGe7bKH22zDZ1hnEGGwW6jpxeVl68pcVqu1UBDi6xcv97ttlYIY3Zt7qHWb1zgztYvWG4sgUnh3d6SsucciQsTEnL8W5kVQ7e7uyiJENNaRhCFAe09yT3rFLHLU3kutpQ4VhiyFRyRzd7NSMPM9RJzaVEtlEc+ILGAcx3yJiRR3E6J6dGRqCKCmbpb3wt0326tpv1Nt2hUB16u1uvXWPJwQpdZSymo8qmMVEUJRs9Z2rbXLy4v7D956770vj8N6u7siQDNFQibu2m3ae7j1jgBh2t1MlRDywAMAESbHBOYSIDBBQnoRiair5msjd3SZmRBa6/kGY2Y5h3w9CJ58I7XZhC9atGjRokWLFge46KdiBm//+01SBzenQ+Em1RNvuMQb/vDmX0wYjL/5+iYVJhAgTleM7s5UhE2ZWdR03l5rwVKYhZkAMOGKEK7WhcXUibgWGWq9uHzdTeeqeDhkmQc4R7i5W/pJP0iwIIKbdoi5hR7w+n+Qa4TuFgGIzOSWCMf8sWFm+SE7S8CJ0lZhWKhp742Jk+4IAGaevi7Cswu+SOna3YxF5nVHs1IrImWPX97Ug80DczNVRPDErqh27YhoaiKSLNDcn0wHmK51JoniXHiolh/HJfvZYC4T96HWt9966+T4mNouAqVURERhYkFEAgcAMg8ANM11w7AOgQRATIjzMqVHKLioGcb08gq1rSL+FcOPou9xdUb0V3b9y2G/MfgFcAeoMP1cxCuxVzgMdRjWAsTAXIZxdX5a64iQq3r5MCIFGYSbIaGUmmZebTKNrtZa2+12WOrpnTtnpyerWojp2ZNPdepjqUiU5zvMTK0jIBMycZGCSOFzO18EaO9SSjaF5ONGklTWsMMpCSaBADdzczRK0klGhdo7k0+tHXCXhAhFCqXS6ke03vJh672FGzPnOme+KLJTARGJOWsbWTA74s2UkPJURQ45xzxcDXUYh7rKPkwRqXUYxpWIDMNYSkVEM62F3ejF82dvvf3h48fvEvE07RAw3JlZsCBAb/tpv8vXLEKo9ohgJDPLkDnCc1cS3M2UiKz3CM9ofX7RmbuHmgmgz+cv8PDoEebJiwDwGcvk7uYJBF20aNGiRYsWLQ5w0Z+P57v1x7gGiHyuJuL2/Gdcmz241ft3y/7lhZ5RYcSNWoifoMII+vnItrGOSNrLUGsbpk1rbWIpAAhgIBDhkMyMNiGhMAE6oLu7djPXab/bbTfjuBIRmJGbYeFzMToiIk5mrU8SObbmTBghRMRFAMJVAYCZg8jDsiyOCDsgYGRqlE16ydJwd5w30DBpLoiYMSQCuBkCEqVdxDoMiYkMCAQChN47IiChuSV7xMP3+12WASKkbTNmztnOjD2RkDzaNDHznBIemv2yzAAzksTI6nM1mwu63RCJWXCuQzdz194DoEM8ODv98CtfGcbioBRchwEQIxEpAGAAgEEIcc0xIQ863AI6uO6AIAQVYpdBPnvypZ39WPjvMP2YBcv4yOPfM3zravfRyfpFQd/vX0zb/4p8wrIf6um6gjXbbNd34tF4ejasax0AEQmH9RoZKYg5A9lgZmIJt2yrU+9Tmy6uLrv7yfmdR2+9d+fB/aOjcaf6nR98RIfoVaTkU5iOmliIaLVaD+OYQVz2lWc0ChGq3dzMGHs2iswgSwRQtyKS1jrMkLAwF+HeA2f+qsahGsSdWvOI6L0dHx0nMCZfEL13RKy1tt5yGtnUikiWQ6RfZCIPn3Y7M4MAU0WRcN9sLrW13ltr+96blOHs9E6tQwCUOkgRkUIi7s7CEWGqU9u+evX81YvnZ+f33n33g4CYph0RCXOEmREzTNO+T5Npnk+B3ABN5AxmjwWEA9CMz83jnD3iUKqZfQ/BwmiAWLLSMF9QboZIKGLuuZLqnnG0ASARApflDXrRokWLFi1aHOCiPyvfF4A3vr7l9uLW5Tf7G96QYOIAiLlO8Oai8lvDn7O788PVfpIB44ff4gFwPNiaZQtBJBDOPKzXR1ebq0M9OuSsWOsdIsEwhZkAsbVJiHtv+2mz326m/Xa739a+wFlqAAAgAElEQVQ6sAjOrQvk4SQsJkScN7j1Nrdwu7U2kXZiYRaRijQHEa5KmF3WkEWA5pr5hfo8C3qdBGYKQkSMBIREoJlQiZRSzFxVzdzdeu8J3mSZP/Jm7hgAppbjneoaEITzP0SoZtmTwcRU5gHOXP+LOZDBZMyY26ENPv8viNjM5hG7bKEIx8CAmAsGRAJQtZ3du3vn7h2wHsKsh7DLYq7pIIIAj0h4ZlqgyLuMh9AVAADIgahcqp6af+vJx5+GvYjy2VCOuJ4bPBlW//Uw3OfhuZDa9P+x92Y/tqVpetc7fd9ae4jhDDl2jW27ZSEBMkjGBslwYWFhhCXEICS44o/gAnGBkP8AhMBgMUhgIURbMiUhA227od10I4u2uu0e3N2usqmqzBoyz8kzRMTee63vewcu3rXjxMmqMpjuwoJez0XmyYgdJ/aw9s71rOd9n1873R709A2cK8pXBL68H1QdSt09fvzk/Z+4vLgi5q6KCHUzekCAISGo5XgtLi2g0Zv2pqdpOhwOwzg+ffe9dz94f9hti9Cr6fTR9595BDLpPANAaw0QREqEjeNIzF07dUai3jvRmbIAYaY5hJoln2l2zS0X20oZPIzzkkFAcjX8DT/Q8hBhEe0dAix8ifWIrC8EyLRAmTQCIhNJqQCACKVUVXUPETbTvAOmJkUCoPc2T6feW5+nqU3uHkhXl4+HzbYOwzhuiahpU+2c27BGgOrmH3/0zVevPnv8+N0vffErc28RToy1VjclIjUDtdM0tTZHOBPXYSxS1MxNtWvlATCEipmFBxMQFpCF5EcLoKJHQKaCiBRhZhHAqt2XNp1wd0IIBHcTkdbmvM5h7iTyYx8DvSffrFq1atWqVatWB/j/LS1lkr+jE6H4kTbxLQAgvHGDbxB/APA26O8M93urD+bzBTCLRcTzaOgYrc8xDOOsDggOIKWyyNxbVoBmxkRIDp5Deu5hpgBUymBqCJT7b701j+B4c36XqO5zSJVbY9lH74TEzO5h2lubEYk4F7NQakXCbICM8Dz/jggWOZebekA4EQF4uJnnJmG4B2AuKJorGat2AHR3NQUARFoaZfCMlHAXljIWMyNCDiJE9wCHQHc38AACTBJDeHqzABARZGKW1lvXLkxxRmYABCK5R6kiYoDIxHmOnl2muY3mkSBvAab9bjvWKgABzhHd0uoaF5ZShQgQiBghQz4HACSyBVb/oJQIQ02i2Yzzbz57/pmIIF0F/JTqZ1t5EfBtO306MNVdP0xuHQMceUB8rw77XXllvTy63r//4e7DJ+XyogxDmLGIVAECQRGENueLxREOCOZmFk37dDq523a7uby+GsaBMNz19vb1i1cvCSjMA6L3niTDfIqIqJaafTkAQEhuFuDnGiQgZgQkZCRKw2buxEQsbm5qhkFICJBFtUu4BwgAIpKrpxHubqUOHYCI3QwRC5eIoBzxdQfAWioQLlTAHLHOu0gsZUmA3dQQrHd369oifKFBmCLSMG4R0D3UFBxMOyLKGdXo1g+H25vXL99558P33v2waSNEkoIIqp2Imcs8n6bWzXTc7ACAEMfNrtQyz1NvM1JWFwESqqqHM2LOOZupm4eHFMk+1aRELnn08mRSZCINAIj3HxwQgWcETT7q9bN91apVq1atWh3gqh+r3sI8vKkAffOt+Hyat5jHHxz+/MFqUIcHM6JLDPjAHBJ4Ra/Es0ctxUPDo5ZCSG2eVXWz2ULOWxJRoJl7BEHu3YlIEe4mOgwbkZILUQBLn/65CWU5p/RwX1bylnLRPKsmIkIyc7MpAFmEuBg4LBg3QaSAZY0wHQ+lI/IIpMDQHkh4TylUd5Yk1xsgFCmIeHe4K1KJcq8wEENVmRkB3T1LaPJh5pQlJFCOsKsiIic4+3wfiLj3HhgFElvH4Za+Lp/aDAJVu5kTUdCyt3nfrAMLR04lkALGcRyKDIX11L3NXouqmmoS4ZCQgQIMAULNtRNRYMQ5Wgz3XEF06MeJttPxud1+/Nlrl7EE/DMn++fIfmaMn5VTYSlMBf3J8e7p3L8X8esBhWu9eMwj4+xX+4snV4+vLwchXUw1BZYS7oZhGawREpObRy71uc/zPJ1OgLS7uNjvd0OVIoLeXz57dntzy8zuCoCmPY+OvIrRs6SkFBEBxCjFFOf5VKQgUYIliReAZKZw6VnczANySNjM3CwgBNDd7iuI0tp11Wx7GeqwsDeIwO2+icfdEYCIpIhHnC8WRGutDqOwqGp2geaEsJmpdnfT3rX303TMw3gYhzqOEDD3mc6QyyLCRL13AJym43e+++333//i48fvRTiTEHO6TWYh5OTYT/NU6/Do0VMzm+eJWDabC2ZpLL2dep+XDdIsQZJClCyTEJG0rmlirSsSqDoCOEBe9WCC+yPQFhIJmmtCAd0DIHAt6ly1atWqVatWB7jqx+3+/p7fv18RvP/CQyv4kCHxkO/3EP4ebw9/vnWzghHQ79qhSOVSQJEwcXNDP971+RTbHXAF11y3Y2KM0K7a27ipXdURSQpLES7aJjUrg0RrZTNEBDq6ee8NmQoLs7h7lnr4ueFTWIhZhAMwYd8RodpZmIgXH+kODm2eASm3+MK19xnOOHI1iwAkgjMOLpAccKhDMr4342DmROAB4QYoGRclM7xrR6RAFMSuupzomw3DWAonkJCZc86wlAII5kCA4Z4ZlHmEO4kQ0jzPyII5okngrtG19w4BxAIIhNTaHBFFxFWt8uV+v6l1bq0DhjbvvQyjU+nu3g2RpLJ5KGDhaseJJBQipxmXzMojn89283rebF4/95fPngsKMF9i9c7HsC0WL4WQivqf6NPvOx5+CfDrzG17cRiQp4mHzeWj693FZhye8LABAncbgFkEAAZEj/DAwki5boqo3a0dMLzNMyFfXlyOm00RIu9ah09fvOi3dyxMhD41j2CWbONklioVkLS1WutQhymCMPswmQkBs/GUCclciTAisjElEIRZ1dSDicswmC0seHevpXbtvTV3773XYWBOH+RCHBbh2KyLMCauA9ASGwhxXskLAHTTw0Kk4HmaRMS6EhKLtFMLgDbP5uZuET7Ucbe9MNPTdFxqNi0AyMOPp9v5dPjsxWfjuH/nvZ9wU5FKQmHWVZmIWE6nw3Q69N7HcbPZ7Nxtnk8RsRkroQsTjUObD5TzwNl+C4CEzOLmRFLroL0TYdeO4B7euy3Fs+55pQCJKGtuI9yDkAkBmaw1S5AlAPW2fjCvWrVq1apVqwNc9bti9uKB7bsHD/ygI7x3e/HWj8RDv/jG2uED3N/9zCc8+MMPAwP6fXJIHGGmPcZhCxFlGNzNIy4uLo+n4/F03O0acaXsfAwIcFXNtHGeJyLy8Agg4lqH+XA7n46ljuiOqmaW1TbZGgLnuVkENI/WWp7TG2Bu6CESS2FmIhSpAQ4AZhoBSFxY8vzezeL8S4nZF0oEuJm5YUDeKzeTcQMArTeA3NYjM8/fBWiSFZQRZqZhhB4AyAIAuf4IWQ9qGQFZ105IAdB7Z5GcOAX0bGTM5TPtPWnjGTOaWiaNABS+0O0BgpjDPV/PzEXzJTe33nodxujmDwaAz/iNcI8WoO46HYNYtYfHEnxFJoEhdYiLR8e/8Wun23kkojL8zFB+UYZjYedaZK8Qd6fD3w7Usv1b/YSlvjPWUTogjeNw9eh6u9ux0FIzBC5FABAiEfbhEEvDKqF7qOrc7XC4m06nzWZ3df1oM24IwYPU2kff/NY0z4wlaQ2E2OaTLRFc1GEYhjEgzKy1ufWGy0abq0YeOYDgbud62DhX75DlRHKAQ07+eu6MAoC7a05glsIsebQcDsccNg6IAM+/xM2QqJQCEGYGS4eSuzkiBpOwhDshsrCZmZv21tqs2k6nu27dtHsEsTx+/N48TyKyv7jAgACXIgjx6uWL73/ynfB4/OS9x0/eIaJaNtlsJFKIuLV2e3c7T6eI2O0uNtutqR8OdyK83V24+zxPqqraWmu5JJlGWpgRKTPxMIMAEkEkdBdEkcJuQty1A1EkNT7AA/NtVEQQQ03DnFk8egAQ4fz8u+Pp1by5/gd56WvVqlWrVq1atTrA//+6wYfG7/7UKN5a/3uL/H7eAHyTAZ5nRJe/4aHrg/h8B8zn/0wIhaiWAYmA2SGQWdWGYdxutzevX93cvkaWcdwwCzMDYNeuqm46sCARRgA5IhapDDidjtvdpRAhICGWWsMtH5W7EbGIzNOUFqJ3zem+aToyC7OU8MxhiCqSAEJ4BObIWy6PAWCiJczClqIY9yLFiUMbuHOwttbmaRxGQDTtQJyR0YJ/YIaA3lqaipwCDSSAcFpYEcxsAB4mLEhYRCI8i1juyfIASzllbpSVUpI9wMFpSs+Me5Ii5iVPtcO9cFHQHBZV0KEORHA8HVEkPAwRiVUNWRAidyMt0uUqeFi4HruUGpx2H4gke3QAaYTC9fRiu4t+3LZ2tHgJp5u6xXYc0K5EtF62Yffzwv9LgVfmu1IvwqUyYOx2u6dP37l4dJ2oPQBYVssok07Q3pmYWNw6sGjvfZ5709ubGzO9vr66uLwsUsAaEE+n47e++ZGaS6WuPcJzxpIwoQzILL23YdzUUlU7M2nXeZ6LFGZOSwsITJLLjmld0khbGACmJ49AZiGmOFfqIiyAjEnnDIFTJNS1E2KtlUWmScPNTJlL18YkhPl8cra1FpGMzYqUcFBvbhZubtranPYPAN55+v4wbIiImTAcgYgI3G4Pd9///nfHzfb997+62W4Qw0xb1yKFkOd5aq2pqpkOw/jeex/M0/H1zevWGxFvt/sIb6pMDBFmiRgBd2cRCECErp08AHkYCuWbEUBKTWKiSA03hNynDXUd6ujLlmVEeBpRSjIE5BIrTYfb7V/77+iP/Ru+loKuWrVq1apVqwNc9ePwgm/ZQnzLJb7dE/OD1S/3oL8HO4Fv7F8sw2KZ+J3R8A/tH0CAQy1FSokAQgpwZs6Jwov95fF4nOfJVFUVEaUWJg5wQgwpdLZ5QUTEJEJMXZu7sRQPNzOEnhtxft7jIqQzKj1jMzcD7Z2RglyXkkZpbd5sN3je+Wtm4QYIWXOPgBphCm4G4VmkkcWeDktTi7n33oE5rUB2cuLyxAER33d+IC2QBjO/X6lkZCAgojbPAEEitVRECMAMHh++UBEQbrjYlMgp1vSJ7r7QtwHUjT0zu8yTzN3NbScsiIe7WxpGJHah4mARCZag7CUBBI9lszLpfA4syMzATMS5wYgR4+Uebl7/yq///CfHm+6CQHzx7tXm0avb759efvSRHeXRT37lg3/0JDaJKIGHTxENcESsw7C7utzudrk8mTt4iESIhGAWpr0M48PHbhHTaepzL1J2+z0TuRsjBdF0PLx69TI8hDlM3d1cmdgpmEVEkNDDF5wGACERYvr280EC2fwZEQ5+31OChAOPHh4WSw8KEmUxbHa3nukd7j4Mo5tJKeHRe4dzSMgsQx3NLQKY2XzBfqSVHobBzEoRJHI3c8tVOjNTtWmaeu/mbm5Xl4/2u6uufVsH1c75YKOp6mcvnjPLl7/8B1iKaUcKcxUubqGmZpp3UqTsdvvW5nmeD3e3QHR9tffwNk+11vMiXyRNhAhE5NQPuR+a/PpEVgZgGteullW3RYqjIpGrRUS6TViWVDUgsTGgZu6BCIkIPH77b29++3+b/qF/ev2AXrVq1apVq1YHuOrz+p3XgT4sBP3czt+95YuIt72ix1ttMQ8h7/ehn781/Alwz4d4Y/8iCvo41PNvRebCxFjQzbbb/X5/0VrL8gzMhblsDiSSc49LLgdGKaWUiGittd52m526urtFNzO8H2N193ApkhEZEftCZfMzQN7dzMPc2c3zbF+EI8QQPGzpLcwk0HMCk32JGfnelhDz0owfIEWIRXvL/UBmYWJigsiXD5lQFv5bJBDCugZ7EgjnNkcEE9MWpJSsgSHOcTzAjASTSBGe0ItzoY8nMiEHF4mYyTH3ziCQAAMxgIku95fjMM7TaVcraRhJlmO6OxMiEuByVDCiYhCzcGVAIM66SkiUGyKXwow/91d/5s/81//9pQ2bi/df7662T55upt5vfRvxAmjm7Wl3Fe2QbHcNbHWs4UjCtW62WymFhRgJIZDSB6J7mCp4EBJ4ABABhluYz6cJ3Le7/bjZJFo8iBHheHt7uD14+D1WXriIlNZbdmxCgEgFxK4KAWYOSWBXtYgikn4v5zNZZGEzAhAREJmqhd03KJl1jzBVQjTPCdyeLzcTJZfSwpkXur1aX4JCTN6HLNw8xOWNFGEeGKZdp2lyVVPtvfXeepvTxBPSbneJxAkmISIk7v00z9PN61dm9v6HXwaEUohZPIKZVR0R81pJQEhJXnyZptPt3U3r/fLiCgDmaarDwEymRkgiApFzy2CWbAwCgiQB5qULFklaIBESiZsmoSTc8j2TSWz6akAMz3ZcMLMAR8esh5rV8Ff+ijz9kr771R/zda9Vq1atWrVq1eoAf68r4HNm8O0vRsTbIMHzzRYzGD/cXS4UwfM86ZkvXws/3gIRIJG7Z9MJuGfMRYSPHz25uXl9ONxuNntHcjeCUNUIQCkAYKrE6aeYiEqpp343zVOGLzmWlrT0xFtn+BauiFBKAYDWEo3uqh0gWEreWKT03vNcfzllRyBC96UjdGnsRATAUsYcigNEBw9XZEq34B5mFoDu0XtHwAWirXCmrYc7qKq5ae+lDq4WEAVLPtv77S4C5nZqvTFz7p4lIDD9SfIqmASRmKl3A4Bh2JiZqabFcHezpXoUaCH7UY6dEoW2Z9//3td/e/P7v/zVJ4+fgjsDEXHrsxAT83lvNLL7H0SoYPEIEamViM70Arq7e/nf/kf/8Z/72l96/p0Xf1q+tOOLn75++ncdX918en3z3Kz55nEZ94wabWrz9AXnR921sIiQcCmFiqCISFmaVxCIhRC1tT639OlZ6anubZqOh9t+moYyXj96PNSa/TfmxoCffPfjm5sbMCfEcOuqvrShIkQQkkglIuZCRDnYa6p5hSO3/IQX5fLfAnnP/cDwrh0AckyXkFufBZCQlsleFkTcjFszLaW6ezfNGA3OWeI8Tcxc6jC3uZQiwhnYmtk0nbIcCJYdyzD31ufW5ul06NoTob7bX9ZhjAgpAuhFKhEfbl89e/bpbrf/4MMPd/uLANCuy9UBwADvOqclHoYxD9V5Pn324lmb2mazLaW21uowbMZNm6fWOyGp6tyaaoNAAMzLKAAgUsDtwSUeYOJwBwgpEhFIFD2TYwp3JOnaPVxYetYHYQTAOfsEM0fi49Tqz/65d/71f/ulr/8vWLVq1apVq1YHuOrHZ/8eGLkz+u/h939ge/CtUlA//4i/wQBC1o2c8Q/nudAIQIgB+n5bSKqU0lrzcCYOICGEgK5W6ma3j+Oz7wVY6x7gUmomWslUiPBwkCJeCpe63VzOatPxLp6+x8RFStMGvSd+2iPUFAJUl1WuuU0AUaRkO4uqlmKlDsQ6IrsbArAUN3Bz0+5mhGixEBpKLa3NDoBEYRYeiCBMSmBmvetmg8QUkF0pxpk7YaZ2GB6YVAnEUqvPExJCaBFGpORxm9nhdMpZVebYbvYYtlAHzXAhm4NZRKi7MQ9mOs/zOI4iMpsiRq0j4oKzqEQJOge8x1fY6xcvfvmv//Lru7vNxfXj939isxnIHYDIunUXNkHJPEoBkESYeV8AQKFX4aDJeB/eN1z/4n/z5//LP/u1j5u9d/UViq0w1bkf55vj3WddXx3Ry+a6Ek8+o0jF2EZ8CaCNsnv6VNsxhE29cinMvmTRxA4Q3ucjo4x1c2cN3JmIpXrg3c1BW3/y6Op63DCRAFj3dKsff/LMmhbk03ycZ4sI7Q1piaSkSCkZyEKAL3i9cERkomWMGRkQkJCQFgikOwKoah1qmJUFJxgQ5qZESMSmCXAnQgIMYp6mU9bzMHMRORwPCDhuNsSERCKMiLUObtbaJFKYZahDqaX17oZJpGxthojem0O2ePZxGK+vnm62F4i42WwrExHNvX3y6fffeffDp0/fA4JwA0CsZZ5PECAsBOAAxFRLRRQId7dPvv/d169fPXnyXh1Gd7vY7919Op0y7G46nY6HuU1IwlI2my0izNOJicINIZCo9e4eSNjmCQAQwULTzd5TQYsUMwWkgLBwBAo3y5nn7EhFIkJrWhhubm53v/Q/wj/+L/wYr3StWrVq1apVq1YH+HvN8Z3/+YPZXbx1swjAt8EPZ5eIb2CA+R1/c7OIN5jBczfM4gTBI0KiC41LKQeCmQlzINzD+syMWABwmqarq2tmUVW7b1LpLZaIL0op283W5rZpY7NOCCJVmD0szNNbZl8lAIZrhHvgwp6OAIj7dS8zVe1uykzJh4ClQhPdvam6L7B2dwcgN6NM1QKYyBHcQ81Uu5llvImUFHj0cDhvRKr2tBbMAoilVCklzFQNQNVMVSGg1AIAkCOCRGY9z+ORKCL541FKyem79JZE5O5qBgDJEWdmYUGh3DrzcO0L7g+y5TIDUuYihRbMtyMSkOfuJAIGZZLDxMRIET7Wi/BuWkvvuK3f/Ozrv/i1/+HpEebd9Wl//dPje7s2fTPUTdt0ewhFGTdl/2Hv/9Tt3V9EvyN8hfC8lseBe7ADIrlRGJqCO6ETSoTbeXMSAuY2zzoN44CESJD5JJUyjBspFYmWEVwID3/27FnvnYlyuhICzL23tgRxgNnnucgjEjuJmNOSREzCwoIIqgoACEkxAERwc18OP1DtOQrau7o3WA5xy37UfMIxMMKZiqoxJeGjLWU8vQ/jqNrdTFiGYQQIVdOuSZP3cBFGJPXeeot8ET2YyzCMyYcw0+PczfTFq8/GcfPkybtAZNYxQriYdkJiYTfPycwiBZFMZ0S8u7t5+erFxcV1rZWJxnEsRU7TrNoDoLV5mo7zdESkKoWWFdzlqHO389yqAwIFEuURaIy8uPhzWS0iEjGf11XzrY4RSBCGy6dMACIcETeu88ffgD9kQLx+Wq9atWrVqlWrA1z1u+4G40d/4+FEKLyxcw9R8m8sIDwgxcODWtF4qz40IiK2g5x3n9JfGQASYIQjM0vprTHTUMeXL55vN7u6G4wcIxCwa2MWADDT1puaIuA4Dpu+6XfdzMZhgwCExMwRDogSnm0WEDU3lJj4nmUHEMlVQ6Jw06XPYzG4AIsxhciICFuf3T08EFCINXLrEdXd/B4jEcRsZoTkAUTUVdNmIJC7Fy61Dqo6HQ9LWWRE742Ic2Z1M25LFbNs3FlQFkCLo0hAvEeUUpcFOQBhcfGMDREBfXlgZgqRo3bpsjEfc5o6Zi6l1DqWUhERwAAAEDirPpjBI0ngeQ5PiAAsrQcHjwOZf/LZt3/6P/kP7Fc/vhoefXd/QVK+M3BQUZtO7mpTeOC4192jL7169i/P+HzDnwC+xMBSSOGdCBlKEIWwEjQwd9xgccvH4lSKN5vmU6CLlNyXA4QIHca63e9kKEjooYgEhG7+7NPnc2vbYSuSsPXI6lciypwtbb/ncikSURbGUixtq6C9uzsjBQQTM7MZRgQRMbOfFy/dAwlEpPWI7FIlyuog8xDmIsXMcrTUTOFcFYOUw7igqh5OgMxsZl07M4WDiDCxmwOCam/zwU27NjMlolIGYUmcfe/N+vzy1Yu7u5svf+Wn3B0ghmHU3jwcKdc1MTNMliJS3A0Ln47H588/ESlPnrwDAKUOUkrvvffZ1NVsnufWWgCOw2YYtyLl/Nbw3i08slyJCEUYEdiJELK9KTzMDNwRINx6b8uQQCyXLAIij8n7+QP3QKKi1geenn16/eKj6elX1k/oVatWrVq1anWAq34MHvCNFcQH1u7+m28vAZ6d3oMamfutwXhgHR/+4ENmIDD4bhzS/mX6pKo5JpfByVKOAnh59fjucPPq1QsAqMNQpGQZjLuJFJYhT+vDnYRrrWF6d/tqqGO4m7ZlDtUdI5LGhoTghNnyGOCGEdFVcwWLmQEG054bgOfySyJiROeS+Y8xEWOZ5sndEMFUAZGpEJKwaJL8zJIKQETADIhMnLFOEc69p9bb7e3rWodx3FQpXY2IETkNGhIiEUMgLStVSORhySdgPveCIkRAtvFn0yciigghOVIabAgw08IVkURKPrdIDISb7e7iYnt9ebXf75gJMfxs40myS4aQLPGRtOzERXgo4Ax+4fGrv/aX/8x/9l/9lf/pl38Kr15dPobt1VMZmU0CN7enn7x5/TdNb2Tzjwzv/LM37e50d7nb/CHb/NyweT7RyeHZrE9f21hbXPQ4Nj9MAExIUB3cidkhiDgoWpuHiwsp1bQBgHkPgP315e7qEiHuEZfh3lp7/uLFgmrMmC4MIVjypQdiKrUyCxO5BzE5AiP6ubLVwREgzHoYMwflHmnWk2Ia++T4RQQERkQRIcTlcFy4EY5SmDFvRogZJ1KtpZQcFhURNUXCM1KxE6Kb5apqRLQ+99ZOx8M8T6q996aqInJ1+aiWamaI0Ofp5vWLrv0LX/zq1fXjaZrHcUQAYkZAIuqtmc2IWGoVLqo2z6fXNy+effq9cPjil34/s5RSSimn00l7/pY+t4aIw7itpQ51cAheKCmmvffWiIgAu6u7RzACuNkyG5BWzz0ACDGXCR98uuQ0OIR7YOTqIAC4h7lROMyug+hv/K/1j77f6rh+RK9atWrVqlWrA1y16FwH8n97tSUeMN8/7wHjwdfjh90G3gYAxoNtQDhXgCbXGt7eEvz8ny8G2o41MOe+gogRrffOzHUYW5tVe60158uurx4fDncHEaLrUmpECItGN1MKQlxmLAG5ljoO4zRN3S3pZEyMSN56QtxDu6lZ5nd+P/3nuFSjQO9NpKiULNJ0jwjDtINm2cvvpu6mqr13QjDVpJn1Np/77vHc5ujZ2llKMXMUBABzS3/bVRFpt9vXMmTv6Ha3W/gNCF4wVmkAACAASURBVMQsIuER6FKKe9RSmKlrZxIAR6JcrDIzLhUgiFgViLiUUkrtvVm4uTNzqZXsvib03N4YwVyuHj26utxdP77e7/alSICCkVvgg1bYNJ9LA+T5wCB7Pcj1X/75P//v/uk/+83f+rYMl1/f7utmtyWWKkj0/stnf+L5zdV0/PcBf7vu/xhf/Evt8O+B/odP33+uqIfXBHCp8wcdXr44XO31qQO0rqfmUmmzdXciFCo5p5v5KglFLDAM6zqMm6vHT+q48fnk4SSSC5aHu9tXr26GYVPq0PsMEEw4m4Y7LsZ+yaHMw90IMQuE4kycZ6RSCwKqanIaYJkOJXdrvTNJjpGyMES4B5fiHl3bsjGIpKYSRUTIGAEhllJbiMjNQHOL7sQsUsADEaVW024eADhPk1nSJU+tt5YVoGbuPgybcbMFIgg3s9evX07T9IUvffXJk3e76jgMpt1NyzC4R2+5PMn57uzepun07Nn3Pv30u6UMH3zwpf1uv9nttHcEyjfuNE3aWx2Gy8tHROQRCABueVAkSgIAzc0DmCQLgcwBAJk5kSqZuJpZxp4ZxmaBrQF4eLjngG62/mQuLUwNBwlTD3/+Hbp7Do+/sH7Ur1q1atWqVasDXPU7Uvw9yxB+GAkQ3pr8fLgV+Dmv+AYZf/53PGRFAAAwxr4ygtOyhJZzZNjbLMyljojkYUhLlDDUejzCNJ82ts8JQCJeaGaxMOhLqQGERJthczdPDlGICMQxcqQxoXlqlpw5J+5wP+QJOdoHEaampr034gIAJixB5xyMIsLMIIJZIkJEVA0ChDP90HAP90BiZpFCzEyUdxIgEoYmLIDAIoBAxLVWJNI2A4BpQ6KhFshdSfdSRDVx5ObOS09Jxq/mhj2LPZlIVYmwlAqAIpJXB97MNCJkhWkGscTMzqqKhBcXl9ePLh5dXQ+bgZIzXxgRzfz+4gISwRv7d/b4tbw+3Pyn/8Vf+N63PhPaIWLZXFYCxj5D9W7/x+nVr8P85YAOwMP1se4/O9x+i+k39vvaDI9FAbbaf98c35N2U7vVorWqkBbuBIJExGk9IsK0qxtzPiJ3M1MbtxfDMAIAIp3HkB2hTqfTaToJS5UydY1wRF4iKQwghECPyOpOAGRhM9PepRR3j/AAcrPsqUwkOmCcr7eE8PIZRYQ5kKym+d7JzVZN3AicCejLmK9JKfedogugkjDtOi6lq8mfgNnm1nu+bXKhNJbxXstjr/cZEEXK3KZpOj569PTy4pF5HmnuZiIS7hGoqnxeF3R3D5+m4/Pnn5j5e+++e3X5aNxsEAAwzNWstzYF+DhuhnFk4d57uCOhmS0D0UxEREhmPSBKEUTKbiFmyTtpywonmnkszxUt2TIxImp0Q0TCiHyRs1Eq1KMgdLPNwAXEcN0DXLVq1apVq1YHuOp3Yv1++FfiDQgwHnzl7PHi7OviAc7h/sdjwb5/LujzH0KKiAj3WuBiW4pknUnkThcCtN5Krb03YiIgiFBVgNgM46EO0zzN81RLLaUSUa4/uZmaujuzIDEi1TrENEVAUEZ3jGBQIOM7RAizAPJwREIMDAJAM8vHjwgIeI9SEBP3IFpoclEgIgxNiCDA2GvdqLZwj3BTW87SYQkVmVhEurY8G84wREjSV7GUPBWGCEAqIuoG4USYZLncTjO3REd4mJur2VBqLNA5IyQpYl1778kWT5eiqkhUeVjm7RyCl0IfIjSNHEosUnb77eXl1f7qog4bgCBmQITQHJL9wYMmFqIjgG0++vhv+DdOfxje+Va9+xh8RPzjx+nLdfjVgr/R9VP3X6D2mzv5aCLaXP/1q4uTnp7d6ZU2qyMUyQYRpCCP28NBtVsYMrIwy+cP03xyAcGtLw8DcX95xSKhdr5jERYocDpNbW65OJlDm4UEgQAp0R7pGJPyZ2bJ2BARYjZPPuTiloUlIiIMAQEwG0yyWIiIKUNmv+99cWYmFjUjoiLV3E69z/Nk2R3KS1lo/i4RLqV21bnN280OIh4YvMbMTGQuQjxNp1jeEZAkETNls+bW2oxE11dPkgeIYeeLKRWAWp+Xzb03ryAcT3e9t6dPPnjn6YdESEzalZkmne8Ot721zbi52F/kgm5vM0kRYu+dmdR0M2x6Yi0gcoM3D293y79qmk4ZqtPCoERkUu3u6QAJYLHWeVlhiUYBDALdgoFK2Y1y2F6W/aP1g3vVqlWrVq1aHeCqf9C2cfnqW+nfG493Xx/z8DtniPzA8c7lsBmFM6cCAABCHsYNMs9tRuTtdldLXfIKgKl1qYOong63++2+a0diIikkHRqYAcY8z5grRSwEoMc7GjcKUNzcHRFYGAx6a+GGiBAoUlQBwNKCJiCbWVpvGxHAYE5z6OZzkeKhXecIEC5Lb0wE9DkpF1nKkmQzh+i9ZYO/WndzM0vbkB0w7ug5ysjRnViolOLhwsVcT9OUW3xIVGqFjoCATJ6rgO7ZQUJZiAmeA4el1KWP1d1MCcmtu4MII2AgMFEkQR48wIjQAIexPnn85OmTx08uH22L5Jk4Ikgt4KZtdjdychYCoHOKqIDmUQb5lf/5f/9Tz+IrbfjPN/Sy1ivZ/cnbmz/Y5j98gn9rj4r4UfRv25F2T663V69I/tLgrw6xc/gg4p8/xUdw+Vex/TVSMaZ5hN56bwl6xxD3NBARGODY5hNgQASS9LmTxDhuELHrVKUKiat2QWCs4d/99Jk3C49Tn1GdWebWHBFJmNncc3h4Ph2HYYMI0zS5OxKHBTgQUMIpmdndAAIQPDLj4lz8Q0RVXcxMvgyuGNi1F0AmjnDVXuswmc5tNrcIJ6pZEQSIYZZrfq11RnKzTLSZmJg5SpbTztPpdDy0Nqu1vMJARMKMVBIL8eL5J48ev1uG0cI5OgAAgi93yRiBpZp1hAiA3qbD8fbZp9//4k/85JN33q2lIGFrc2vNtB+PB0S82F+UWs19HDfqzqVktYwImzuTJIFQ25w9seZOCMyEwKoKwESCy2cEihQPT16MsAREN00oIouEW6JKINdP3WsZZBw2JDpcvPsn/83XIf/vfKKtWrVq1apVq1YH+HvX291/90EO+FYNTMDnqj4/5wkBHt7gDUQ+auF3ary7EyISYiC+zxczNBMR1aZWiVGkEHG/u8sOzM1mdzjcHg53w2ZL6JvtFhHMiYmye0NNCVGtI+HheFeHDZMgwpJ8LfEXNQshBkQ7swDurau5uXl4DnlCEcE6AAATsbBqd/ecZzUzhBCRMMt5zQVfnkS43lubT6cDbneS9EJwRGbiAIhwliIk7obIRMtIXZhLkYpVTbOMREp1c4RAIBKGbBnJlUfK3UQy1wBAwizfDztvYyIgMJFnzOgehgHuS+KKiYWDQcp+t3n69Onjx08qM2YVCmIi6hDRASDcVXEJXR2J3JWZ2+n4y7/0jX8l9s/k5e3+AodNq5e/+Ig+Nvu6lBudDWJP9Ed0kHL5N8ugvfl8fIysCJsSX20qMPwi2fcB9upS8HScfJoMsZshgke0rsQkjLn+pqpZ1eJuoDBut+5m4E07cvFwzuFVwWefPvMIIfGIsE4siN1NmbiUmo2mpQ5I3K0DQCAEhHYlRGZ6AIlAYWERU209s1zvvQMAUhL/AH2B1zNLV0XA9Gm1VocgpnEYD3e3VAdE7trPGBJIKmNG0IhQAEqpiODubZ6IONxUtbU5whHAup4PV2QuTDzPx9PpgESPHj1lEYTwCALcbnatz/M8iwgzEaJGeICqfvrsk5cvnj15+v4Xv/yTpZTT6RAB1u14dzfNEzNvhq2UkrSGyEeJmO8yM8+4PvGYaYCZZYnv3LX3zJzVFNwz30u/ChClbhbKy3k4GTOODUVwdYvw3WZba6GAgx7/4L/673wS6/8LVq1atWrVqtUBrvox+sGHRAf40TUwb7nHeOgP44eZwGWXLAAg+nxxWcC9iHiEIPs9Lx6BmQCkzXPvLYtYckyURdTMXT3gNM912ASHmRLxmWeQOYyEm5kyUe/NzBJnkHt3AICKUSJP3BFQtSti9OQEZHMjRbiZtjYBQutN+sBcmJmJiagOQ1h07QsuDxwQHcDfVKtAhBMRsdQ61FKExSVMOwAEU573c9L8PBAtV87Q0NxKHSI86xMBwDMFdY8sxyROdkXT+fxFVtPISDDNZ7ilzQuMxFyEu8PCf49gooXJ6K69E2EhHIuUpeQTAXC5l7nuBeCAAIHuQBThEEQQtfBv/t3f+juvTn/hadVjfY1FgKmWn9u9u7m9ea2zEir5u0D/pMeFtW+SfQJ+oYcPXF7I8B31r23wZH4L9tXW91j/TsEjyuF00ukk+527OYBpJx6QyL1lVmTmVSTcuyqLjJtdD0VV4gKq6I7uFnF7e4cApRSUMs9zYh7NnZAiQiRfUBQREYmIFs1UibLJEyCCWFxVVQkJTd0NEYWZiAHQw3MV8Dz96ACRu3CAS/iGiFXK3GZ384ihFDN1tzoMpVTVHpG4ShdmEWERBDA11b7QKd0JUYgcQHuz5Shd3l+tz27WWtttL8bNNsKZk/AORJTdRkwEAIG+2WwPh8Pt7c3t7c1uf/XBB1+c5mNXISJTm06nCCBcnhAiykPRTJFwGEaIUFM0o+xBJTRTzL88POdg3XR5X+RsJwIxLRu2CL13NHNfrrIsrBVfFiRNFSKGUsdxgICX0+nRP/xHPom1AnTVqlWrVq1aHeCqH6EzG+3/4XTT39+PxVsrgm8byDdGcemAeVv7EuOmMosFCJF7BLzh7TELU6h2tR5h7igi56G7iIhax9PpMAzjfrePByOoROwL3JyYpdSY7u5am6Eic3H3+1NVZhLZRDhCAGxVW2My07lNZ0oeJjCdWLU31S5eVRO04GcnSM2jW4Ol4COWls1IlrotIAdECHB3IAQANXXL82M3sCU2BAJEhGTsYWstFoa7EJGawZsNTDz/SKQJwHRpiMv6m0cWLfICqVtGTxUwIBIFzokrAIyA7NERkWEYNtux1oGRwB3Oz1VaYkSkc53JvUkmYu/+rV/5rduT/wIZDINT1Ahm9FI+raUzyGTVqRm9BP0waBCv5iP0D3h3U4ZTn38N4qinJr6z/hTxG6c+39599vpVm2cCAsBpOrobIhGgq5ppZBULIDG3Nk+nIxLKUA05hIgJAZDY3W5ub5lFRHxJ5FykMLObuRlU9PDWO7HwEkEDAAoLlTwAOiFRKfkUq5q5ES7PW9pqKpSbqGlysu0FIooUYnbTUgoxn07Huc1uxswAIKUgoJtHgJsRc61Dmjdzg8THE0EEMaHj3OZ5ns0MlwnriKw8Ionwrg0A9hfXpZTkq7uj9ialEhFAeDgCYLAUMdO7u5v9/vLJk3dFxA3naSJmQuq9AcB2t0dEYiZmWK5rwCAFEXtrAIEIWQbDLKXUtG7uHuDueekBEQnQi0hSWyyLjCLcLMNqRMRYOopsKeR1Zqm1jkOFiJvj8fILf2DzR//FeNBGu2rVqlWrVq1aHeCq3w3F55zbQ1bE/X++nemdEfAAsODX3gIDnpcA72/2pjkmGOzxjpnICSuRQzAhAC0/HgGAAVjroNrneR4GFPFxHO/ubrN/cH+x6y/nm9cvijALh2MGCIgUvsRWtY7hQYin06EOwwJmWAY+nYhbb9ksmZN1Qlxr7b27J2MgsgLETed5LrUNtnHyUqiUMs2zuQUEIDAxVWrz7GlkY3nuMqkz1dbnoQ7gDtno4hQLhj08TEQ4QISzG+N+J8oR0s3n/SGWe9zFYj9yejAcABkCch3RjZmZGSJsgZLz0h6JlkA2ZK61ImDvms8HIpahbi731++8O+52SBlg8tL/4kGI+ZNJxVAPAAxVYfn042//7C/8pnZXku1Q/4n59guqP2d+dzoMwl/QeKHtUDafjPa17f7XNo9uAUs/3gT8rRKq04bppQhC/GMqbcBvo+5m333v+c3Lz5xAxg2YHm5ux2EkpFDrp5POjViQKXkX1Ten43GeZiZEFi5VzMYhaKhz6y+ePRcW8DBvboZEIsDEYUZMSVpPk976HO4LStHtXHJJAMAsAaC9B0RWYIqImXmAmbXWclR1udyRFxoQAUF78whoE0sRkdvb112bu9ZSA7z3GRFrHbCUvIgQ4eYNkepQKw+tze6BgMIMAESUpaR5D3OEVaSotsPh9vGTd6+vH7tHoIHmDC8IUwS23pkpefGHw93pdLy6vN7t9hExT1My4udpSgSLiLCULKoptUSESJ3bDABtnuc2C7Ow9OiEWUwKqgoRxGymS0ttACGqA7NEQgIhsr+nDoOpIlEA2NKbioQIRCKcpBNTOx6Pw9Xjqz/+r2kZ1k/oVatWrVq1anWAq/4vlJNjfx/e74d96QdBEW9mON/6yR+FE/zcn99gIi7FN8NYuQQjuDGLuwEC5olgZloBSNKjn05HEelKzDQMg7vP84wIj5+88/zT793evs7az96buTGJuWXqONTKUoY6zn1261Bqzte52TSd1BQDRETBdO7hBgil1FLm1gMBITz9FyGp9tZmX/I0zaHIOEPAzW3xBghEmEkf5hBemgIPZmJiIAozYMgzfXdnEe2diCJ4sd1EwqwKIuW+vFNYkCUi/k/23iXYtvS+D/q/vm+ttc8599x7u1tqy7JkI1MqxQGn8oCqkMQhVWQUQjGgMFRRkClDBoxhABMmFENGDHgUkKKoIpAKicEgg6zYiS3JDyWSW61Wt7pv38d5773W9/0fDP5rn74tdcuyIptUef2r69Y+5+yzz16Pvfr7rd+rLbO5519Pgd+9upaIBCFhaTKS2jsAMHsykKu2EwEBVDshJfRNtEvM09np9OAcRSAMEd1CCBHRyCB7EwAgPHHgmiwa/u5bb77x9hNzJ8Iv3B3+/bv2MK6/fXb+5d34r9zqX7989o7e/KeDXO1Or2n8jZPTc6o3/Xqv/WL0fxa0OTuWivCFBb66i3+MNKEPV3fP3nn7xYsXn/0ZVPBlnsdhFGJrrS9LqJU6IiMX8QhENgvTbr0JlXm/595jaePDR8t8eP7smaqypF2Sm3Z3Z2HhCYnCnUsRKSmVDCQEMFWzDBw1CGjWkFCkZC1hArAIQYTe2jCMZuoeRIwEahYQQuTuWeogzOHRWxMpZorrJzS0q5mJCCKGGSIyc+uWfXq9NSggUpAYIbxHNsur9qUtCdpT8NvacnVzMY7j+cPHSDS3mRnDfD7MDx8+dLfeu5qJlGWZ27JfljYM4zRO4eGmiOS2yk2ZZRhHKaW1buFNe9fGzISo2sEDIEQEIpEbSikAoGbExY/NFny8VXG8TAQRR5iIqKqbpqI7zBwgdbNZEz9NxT266dp26Hb6yif15JXter7NNttss802f9yGtl3wI4PAH9MrfR9GfDnT5aXgzx/ilZIA9GnAQuBgEAAsQJy17AAAuAZbIqOBixRXm+dZu1lgkcqEIrTMc5Hh5ORsf7g1t96bmjGJmSEghgeEug3DyMy9tW6aakvtvbWFiEQKiQQRkgzDVOuExBGBSMKyStTWGoBw8yTniDgClmVW1bUsLoKQiXhZ5gjACIRgytgMWubZVQHRIUiklipFgJBZpJQ6DkQ0TVMu+hGBibQtph0Qzaybq1l4tNb6MltvCNCWtiyLqx32e9X0QELvXS17IFL1aRGRTFQgZKkAwGoCVNXo5nYPcVlEgOn89OysVkF0IjcHAgB0X+Nl1iY3ZIdL82DgXOe/9dabf/7pxZ+ZmxPZOD1HuaHxglBpGFg+af5Y2ycMHMeJ5c/u73ZL04Du9HMuf+Pp1c/MN833LeCdkWezsaszf93w+sXzF8++G4TLsgTEuDsBcCjSI0IEkQEw3JmRGcZdGXZ1Oj0dpvHswYOThw+jFCcCoN47BCGTiHQzpgwVdXVjFkAkonEcmAgAI9JVyGuYqmVoJ9ZSAYKIshQQM/gSUYpkuiwSumvvzd3CfV4O7pa5QJwoLsLMzQMRClNXT/4Okcws9+08H8KdkFaqXEiYwHWZ9+GOgK13VSPAAHR3BCCi/eEO3B+/+qky7NSNAAQEgaZxwmy3DxeW3hZGhKBahsIlHYzp0ENCIJRSpBRmBnchcOulyDDtiDgAhjqae+8KASJSh5EQiYCZIgxDIyw7MN0cgNRs0YaIbt7VAkBVi0gplZBKHSxrTtwL8zgMtRYA6mptaV3VzQlR725Jlz+8i2RsUaDbbLPNNtts80/lbBzgH/HER3wZH4ME4ZgTEx8qhn+5LTDg5XpAAIiJ/bRycmO42sw4i8DWRRliQn8iigBkWpZZpJQ6AIKUsrQFEYXLOO1u767afBgfPiIiJHGf14ptODJh4eY2Hw7nDx5nVudqcEKycAQEciBCCA5R7CtLFgBEKbnsvaWpDzEyp5QIVS0igx/RXFU7IjChAph1M7wvOgsAz/BK6u6OEGZqaulpTBot33NACEBEtNbUPGV7qe4096HWVJfWWjKGUUQ80N0dnAAzC2QcxoSvKYtlJmFpunTttDat4RoKAuEOuQlIUEqZdrtSSnI3H3kHITwC0Gggh1vXEem2zcsb3/1LL27fjvi1cXy/1C+dPdqFXks9a8tXC/ztB6/BFT0dWnV/DfFv3Mx/y+hNXZawf7nxn5sv9/7ga0t/J/RXQQXGc4LR8LtMjy/md5++d7i6quPIzMSMSEk0rdX29zc7iLgkV7aKNglARMpY9jMQ8TiMTNi1u7m7plKxlpKey3yNdPRZmiSJiCnNkwBrVWBYEJO5QUQWNwYAIa1uwPig7/3+fZVS1FR7ZylEeGjd3Yc6IrGZ1WEw99XNiMAsAMjMACFSTHWe5yJFVVUtQu85+W7qbpTwPsKsnZ6dn54+IER3Zym5NQiYtZCq3TM8R7WWqqZqmp0WptZam3Ynu91pBuGYqbDUYWQpfrwJ524QmJ9Yc/Nm2VYfIQC+AmN3iJBSMcDMENNCCCiISNoXZkYAYkYi1R5uEV5KoQ9qANHd1TThLhP1i/f5+n1/5TPbdXmbbbbZZpttNgS4zR8pJnw57+X3h44fJw5dV5NxNuBUhVb54vosJFzX4QDpIIIMMgEUlsN8WJZ52u0gopRCiN3V3aZxNwzTvL87e/CQSyES7Q0Buqt7gCPEypO0Zc4cwggEyI6HoEBE0AQ8a+IlsxQ4Ig2NIFyDNBNJkhsFEjEzhIf5CpaQsNZKRKToq6cJPYKZj1ErYapAAYSxJlnavWuSkFI4R0mHRng4BRGiw7GUHMLcECijPhCAWdQif5YAiUkBkZCIyCOSrWKWOmJv7R7UEWVQCuHq9iMSnKbx9MEDIsz8UWSKj6J2LTywsBkwMtC7F8/efuPdn9oLnSGYPqvT3350QtoPBAXsPYD/9UQOcnK7OJG8Ns8/Ze2nfXcefAv0CvFZp9ECrAf4HugU8GcMHir8nxyXt4f33//O86dvfvpTP1ukIqIjuHs6Fzk5WgB0JyQkYQoKSERFgTKOLNh7m5e59aViIcJhGFuLNh8ggIQQgJnhmImaAS1gCaCAidNCycSZ81mkEFL2N8YxDie5vnyMFGEe4Ij3cS3uDoKlt77MB7Neyg4BhMXMACBtqWvRAjNmiUVY712ghKQyGE0tbYZITLg2KGSuikc8evzJcdoxkiEAwJp4FNDaIqVkZk8KrfPsMjc0REJiglg7SNb9iZyOU2ZyM7C1CiMgVcRZuBKEgEXyFhAzI5Gben6CEVkEiFo7hIewEJN2yNRfjHB31U6ERWpWMnpAZsyYGx5vP3h4LHv/1ldgQ4DbbLPNNttssyHAbX68AO8HfPVRT47f78U+9gWZ6Jzj0WmpQ82cDMhgkmyMxsxGubfSIRIGwjBNgLAs82F/m8WAtY6Hebm7uz49ffD48Sff/c63nj17cv7olWGYUnzpLh493M29SNlNu666398NZUjll5l17byuenO5mbY9ZC6J2SLczBxBuORmmbmwmzozsQh4gIGbMbBI0d5UDQClVCKMCO+NWVIsmlsbEWGOK94LcxOWTH28r4OLCGbOInhAIEAgkipEuK6/3ZN3NUMLuGdRWGiAwcy7O+XuRXT31pesPMiAVCY2Nzc9+voAwM1hd7J7cP4wk/mBVgUsrIQgrFglVaMdDOwswmJ477d++0vvX3359deC8DQ6ez/gDqqAzSHTiHThrSENVA3pjVr+h/Lw62QHHerpJ/7u9Nrbdfp13V9edvA+yNjCL5AR3NWv93b5rWfvfv0br73603UYslAu6SzwtecQ3LNJDtfOOsWAjPthEXN+/uz93jQ7+rpqSjSZxLN2nIOl5MvmmWBmppb6zzTTIqKaAoCZZfxr4nN0I2IAEBHVbm4YmDAwDJDIzOb5kAwkElId594iXFjcAzDMjZDy3sd9HaWH55updSBmU00qGykPKKi2fIJ7mHnHdnr26JVXXhem7IRIZhnX14XemrCoh7Y2DGMApD01XZEZO8TMmcgiIoig2rqu1Q5MxJGl87gsCyJGOORNDTMAWGWrGLnliJRS0ABnlgBzszWAdtGUpHqEEIkUQDTz+/pN1R7uGWybe4RFrn7jiw9PHukX/sJ2pd5mm2222WabDQFu82MBfwF/EPz34afFS68RP8zvCPSfOJdShFkQyT/oMIgVBmYQDOAqMHWAgKHWImJm+/3dye40CGodx2Hp2uZ5f3b6cJx2l1cXzAKnAUiEWGvxlvEWLRVlqr31VkuNCEJgESTMzMZKhIiqegynCAAgBENIaJq6PkQiJEROgLEa7QCYpbn11lQVVlLIVc3dzVZ7432PA2CmJubbRMowR2ZzS2vZPRll3QOCiZFXrCxSct2/8nLhabJiIgNYOwWRiLJ3HoQLEbtZuDc3BMogVOBQVWYCIlBDgACM8PPz86GWsEAMT8wXa9VEADikghQwwDAOXL3dURkuv/KPv3vb6OwnzqP9h09ePNv3/+3V8c1pNwKzkEV/heMXrm++VuJr4+le4b87q2zLNEsv5ZunD75eqkRtfwAAIABJREFU690hDkQUiGYj0rdKfLPEJzv89NVye6Hv3i0/u7RHuweIAMfoHSQSljw+yERE6zGiaqbZVRAsh9bf+s5b87wwsXuoKWT7RYS7I8dUh3EYVhY6CS4I9CyS4ATbpZSEOgBgbsmVuaVAEt1dhCPC1OKYyXMPYJKrJCIzDQeIYBaWSgDIIsDrvYBjE16eNMM4mmqE927jONU63NxcJzoSllUnCZEyY/N49OjVWuuy3PXWIMWsEYQkLKqap5ybSSlHZhiTJ77XYcfxpAoEEWEWZFHt6J6tD/mz1HaGGyKqdjMrpSQ7ioh5c0hNEShvKrgrBJhbN0NAc0NCBmYARDCLfJZlj0p8kCGcIJCImBgDbr74P/3En/gXL6NsV+xtttlmm2222RDgNj9eMBh/wOd/v2cwPgwp44NUUQDG2LGO46mbuwczpELS3RkBhQEo4zVeKr4LPCr0hmHc39101aEKALJw6976oqanZ+eX1xeH/W0RqXWCUnLtGO6EqLm8NTfVI5xJphDVezr+mDg4QGpEmHZgRyhoabLSSH5p1dFFtskFLNr7iscCAjHrClPRdyxyTwSFiJQBp/lfQCCiiERwQsFUyrkbE6cakN0sO+6RUsUXEOZuaiyyGqVYAANh7aNP7x9C0NrFBqnWA2RMTtLD3ft9jKe7anezIESi09MzJgzzYwnIh+tAAOBIA7r2guSGQPrGswtQ9Ilea/bzS39DyuBB5qP2G8Az93/B/N+al8fd3xzqbZkeafvrNwdp8UvC73LsvL/W29seLxB+0lE8vuXakV8L/My+v2f63A7LcsPyOG8RmFkmBmWDw8vnXkKpdCoSkJlfXV6+893vYoJ3REICcDVjLnkgzKy1BYmYmNdeEU7MH+hBGRPDeU66aoLAVGCGh4FHuOo9Jg+/N8QGZtpPQKiqag+Lri01zG6OqBmBe4Rhq6KTCBFAVZm5DEMGAiUdrdp7bwhAhPcdm7XUaTpt7dBaIyYmnucDRADRiuI9PMzMKNKyiIRYSkEiBCAWkTUOh2sVZnfT3usk2WXSezczICRkdyeCFa0hZiho8q8QnjpqN/dIWGeAYNrbsqTclAiZGQlb7+v2YjpzHREdPLeIieFoQ01TrnDZf/vr8Jl/brtMb7PNNttss80fk9myQP+QEN+HodpH/jg+9ifH34oPcF58GB9+b3pMUNipmLpX5sQz6eTyVdaYsCVzVgjw2MyN4AGqWkpBAFNba/0AMtPS3aaT0yKlLYe+zB6GxJAr01y+H2HMssyq3UzNtPfWeltDM908HHGNi+Q0RREREgKGh4gwkYf3vpgqYNRaaxmYxMPNjIhqqZzbFcFEzEKERATESETMsG4XMgsAELGUIrWm8S8xRvKQiXOIODwsW7YjAMAsl+OKgGamqiui025qcXyc0f/u3nvvvVnKAgHWQraICBcuCYLDV+NXKeXk9GQ1YyIdNYl4rIP/AGs5IGjfqRYQU33jMAfJ1PvB7abLAnItPHn7q7cvPhNwW8ZhUQ5G3pVgqvgzRn/x4vIv39z+Ap6WIn/p9vpfv7z8ywedAD7f8RU3coDcywjUer+53d8emDnfVbaGw2q6o0Q4sXY8hgOr3+fE4OGwv7q8co8ipZSKiOnlS+7V3FtfDvMhyVuPWIsTtCej6O7EBABFikjJkyL/1n3OEAT4sZghdarJwQFAYSmlJqQPgK59ng/MXIeh1oGIw11Nu/bk0PLUVzNEnKaJWRKgLssBiUopRYpqS3Y8mbeIqHUY6rC0AxNhQEQkZM2WSDPrveen0M3zngizMHORUutQS2WWLKxH+ADdtWU20wTbLFJLrbWWUnM3Js8pXPJt5zVg/cjk/QuW3NsBwcK1VmHJmsoihUUQOTDvSjiLIGLvPdN3YeVjAYm6GoTfmfuTN7dr9jbbbLPNNtv88ZmNA/z/Eyb+ED+Jj3+wfvnwbLfcXpz47ek0Zcq+iCAJBCGCMAekQg8ywgSPWDDb54TFtCPy7uzhzeVzIhynHXOZphN3399dnz149Oqrn3z//e9e31yVcRoR3KGWUalHOLsjsZuZdik1Yl0EhykyMIv2xkweYRrmnnzdyswAAIK7Awa4EqJlkKJ2ZmQhdmbiZT5kGKSZmymIrMxhBEEAkbu5WQawSKkBAZ6V6gEQTKzaqdRkY5CYWNxUmFhkNZ65Y0SRkpY2Zk7smtCImAHD1TACSBDRI5AwcQyxuLtI8QBCRwLtHYExHMKcqGA4xKuPHpuFI4RFYcJwQvcIIIhY2zAQiLSZyFXvA4+X1+/Kd777H7z3fD7r/+3jV/7jz332zv296H/ltv0bL24e4e6/P8X/fZInn/jEN8CvKdjgHYxff/AJK/jNaRqDP3ezf+X66r0whLglvAZ/zfwnDb/By9Og4fLw6aeX+8PdUIpbByTtig4MlG0GyJTgDQADyNtSmMPM0W7u7t5589vffuMtXebOHCgASASqGd3pzITIwzANw2CmrmGAK+3sbm4iBdbe+84s47jr2ok5vZ2tNyZOuyAgCpKjka0fgETjeaqbGyGWcfRrYxwP+0OAc/aROHXrwkzMiblFRM1WFpcw8h4Yklkz6xGBcA+TqJR6/uChmgYAkvfeE8Fn6o+bqWlmbOaNGyQehiFWlGoEmXKE3bQtSymllpo2SEYMNzVjpjXIlsNMVYMou04owCEwg36zJDO1zwjZ/+6EQCIyDhbeWlMzC5AI9Gja3BPMryWbkvdKiFQbeOQOISY1K0TL83f5j/gSt80222yzzTbbbAhwg38/3KLp5UTQ9bEfrk/87uEYg8iq0UMEhDXaBMJMixSIyKxCgjTHMQD23iK81iEJvbmO+/0ekIZhRDxpyxwR87I8ePBwmfc3N1e3N1dDHUsdkpErUrR3JtpNJ7fzYVnmWitTdgAkSsJSa7jHiqYGYZZeWmvam5k37Ulx9K5mOo73rrPIFaqrIyITc+U1oz8jZNxz67J/gpmTWQow4ZUAuedJMpaDiH2VxRkRdQ0CiAjNksPcXbmsB0x5YQAAZGlBltcF8xorCghMnH0YYSn+BCKGAGHOMu7WmiFykbobH5yfQwCmTNCdeC3DQMyYlZUG9DA2OQcX9q+89fbNk2f/zB7uTg9s8Y5wr1yD3hzLP9y1f8j9AB44/d9DPwWq0ReE96P9F69PD6lIHfz25n9heH0af8/n2xa/QWGg/7zKn9zr107hedBri168d9l0QSJC0L76LZkEiWCV1wKAuxsEcCl9aem3e/bkybfeeOPJ8xee9k7UTBapEfvD3t2HOiRTWochueKk9eJINZpbkQIQST/2vpg7iwQEMZUoqsoiyUnmUUYWggjAFNvmAaplcIgixczWDNkwS7IO4F6EaaqIVITdHZlpZWK9qyFi0x4BRUqbD3m7BAl308kwjG5KLEtbMkyo1krC2ru5MompuhkS1lJXRWs+L1IriohoqkQ01CH/Yikl21tSZlxqJcTeW5HUJrswIzFSdgfaPLu6EhGgq7XscSlMiOKmHt5aD8/s3G4KEZ598RGhqhnIRITmRgh8FH4ToogQIEDo3TVvl+Rtttlmm2222RDgNj8Koov4IUBcfMj/dXQc/aDO95d/FB9iA8/PJry5qbCU4QwAVxRC4uEenlEYkK4sJiK+j9BXd5Ea7t392GZuu5NTj+v93W0dhrQz9a5q3Z13u9Pe+7LM87xfF7YISJRRnAnbslfQ0SPWJgZzp/tkDKKIKKVGRO8diVgK9+7hROjurbVSG7EIJ2QTZmm+5JYysXABAPeM9SdExCA7Jlu4mZsiM2ffOqQTMtxtBTFmKxeEAMju3lvLl2KWrCaPdJHxmqDja4QMEhIyZCNcIHg42tqXEB5r2Ua2SoQTIkIA0VoIEViH4eT0BMBpxTMQBm6RnW4JtHLh3rkEMfa57sb3n16/ZeMvv/b4UPjK+4z4KPhW5C3H/+bBybug5vEQgQgKhQaeG74K8LS3VlBwuHP7LT/8Fh9mPVjAXSgFXFH55kQeVpAW1feePO199d0l/AAAZsksn/U082P/pJqwBOFhma8uLi5eXPbWKS1oQAAa7qp6f24wUYSb9pTm3qfspDMzwiMcAIkxs1ry3oGbEWLeNSApgKjaV0iVxxIBiYoIALqvCTHurr0lDAs9xgMhjMPUtWvviBgQFuHh4I6EaxsHkghP085U5/mgpiIMSxwVmOAWXReAOJ5OfjzKRAgOseqZIZI6ztRT7WpqtQ6VCMJTopkpoxmWe/+CmVcUASIlWNwMALu27DZsyxJh4N61AUTJGxnhZoYYGfPCzAaeJZwI0LVHODNToK35SZhOWrNjThIgILk7EcdR+L3NNttss80222wIcJsfefBHlD/FPYx8KQg0flADYBV2n6tgYDCzrl4jP75eeHiGJVIwHjNa0rTWtWV6Ybg7uLmXWoc67vfP2nIY6lhq8fDee+tt2p1EwLNn782Hfa6/mcU8V71hZhjee3fIFXYQoQeYaaSJixAAM4EjkdU9iefuSJycm6XQzT0TX4g4+RMza30x10zCIBKiMNNwj/AUhRKRW9CaCrNCXTXNR2aanjwPR0cULKWaKSCIcGpTiRmPGlkEDFqZ1hQiIjIhAgUCgh1zViHSFOkQGEeaC4BFnLBIQXcknHa73W7CNVETwda4UQBesd/xDUvXEtp7N6L54vnFcPJ3Hp4Z8ZXe/rnD/Hmj3z6L35Pp2wKDIfjyHI3QO9CM5aeg/XuXt1+dhr9XdnZoaksnONhSzM+oOEQQvUP2jHnpCxLpYf/sxVWoOoIjZUImEHFJh2eeQn68PeGohlIQaN7fPX/69Pb2LuvsVmlxnlrhACBSE+0DgrkDOhNnNgqswapZL4Fp90ufG2QNunswY/aVMCFABrrkMYgUNx8PCYlQFqAn4jtGjOaD1fX6UoKoHSsWgGhtrUTorXXr5tkruWLUNNAmjOxtiYhSCnM5nmyc+aK1Dsxi4fnmWSTivopl/Qziyvv6McfI3T3LNtzUPZi59cZcjo0toGk21dt5PhAhCkc3QpLk+QOIKONAESmzSQHXA2Gm7gYRSFTrkIZDQiReK+nDU3IcZut72wzh22yzzTbbbLMhwG3+CecjK/teus3+EqgL+Gja8COaJF7+peNvLdfPT1l3u6nW0QGLFERYlqUOQ3JuEdnPvmZvRISI1FoRaWkNIpgwA2GYGQLqMJyenC3zYRonkjKRBNwtrYmUswcPu/br64vY343jyCwIUOvgzofDHhAPh9thmmgYwZ2CMxkFiMAsux4cHBzgWL2AoExkZsc0FgwAAGTiXAm3Pre2ZNpHsiKZS8JMq73JVNdQll5LZZFUumZCKABk6mdyT7UUQPSwhMQr1gMEANUOAOgOaz6qm9s9dZnPcTdVdQhhSRpKmNEwX4qy4WBNUkEIRy5ZCecQJw9Op90Ua/5OFglafpEAPP91i4je1Acu4vDkrefI5RrngcfXbPjFiyd/2ve/ZI/+60fTp7v+m7c3zxh/aTz92rBT6+TKvZ0dbj7f+68T/i6hzrfYW0H+XHnwudu7L9bbA/JB+y30xyg/18s3wp8eGgoBoJvO815ViYilBAbiPZD2xMFuhgEO+vz9968ur2sZAEmYmAkAoidvl0EysLJbTEesm1whIqL2ruEAlIbNsJ7RJsm4ZgpNcrDaeykCaz9EJFl9LIp3Dy+lMotI7A93ALgsMxNzqdksz8ipc85yPPdEwceY0wgi7L2ba5gRUKlD60tXBUhXafRlZhJmTrVnekqRiJDMzYK4YAAQ8TAMec+i944IIvW+i4UQzbT3dX8SUTZYIoBIyW+WUs3ynFbTDhCEmB5aYsZIEy+qGiIxkOX2r9EyUaRGRpISZs0JMUVA730ttjdnDyLyoIy2zY0yj2Co0267am+zzTbbbLPNhgC3+UMGhx/bFBg/6Jsf/i1GH+IwDVKmsTBn6zYhGVjXziLDUAHwMC+1lFyM3teLEWEpVXtDhNaamQ3jFAGIdHp6fnV1cXt3N01Qh3EadxBwmGev/uD8YTedD3d3d3cARLR2XheRodbbw94z4cMdPCwL7pA8jCKEuZYh80GJyJ0ijOleW+e0sjS6tFlYRKSghDkBtN6YqMexku8YT5KVh0QEEERcSlFrqllcHhrqvupOc8OllGMOPpnZWsXuzsyq6qYQUJmzQo2QNDqxHLGQZwCJsyNCcBCialftCERM2V+3dh6GOYKbRoATnD44G8cxEFKUS8wekNSouSOsFQSIwDTegO9Oq0b/1uXNpxf9i3eHi93wqw9e/+VHr+AVPynTNcbr6j8/H5Yavyfjr4kNBB3614T+k1ce3UG9A8DQWRezRhEMoQxLQLgZRUN8pdOf6XhL/q3DwU3CQXtb5tl6F6kZkLNGlQZ8QIsBArNaPH3+vO5OXv+pz/BvfgXbIcBTKUrEIlVtacs8TjsAUFUppdYBAcxsBd4QtYg5RRgRmkFGqkAEc8JCSw0wIqlqW+aEheaeEbCMFAChln7XUsRujUWQCEkibXAJFonCVFXrMLgZrB5OMtUePeOCqsihN48Yht3+cJt8LCH23uf5wFLLMCACE8/zvqsOdehuCMhjBQAWIea1DDAiT8VkEYkQkT3CNPvuuVsfZBSWwLwVwl3NzBhxXg5h5m5mfRzHUkULuYWqeoQjMTHySsgmvTkMgwi31hApFDLEqPUuIimapdX158wc7ghMSFSQmE0t6zQQgE/Ot0vzNttss80222wIcJt/SvDiD1KTVvQabShDBPQAZooIC5civbfel1XQiNBbIyIkgrURMJvMAxG7dmYmkg8Up4gsRXv3wdwUIIZhWOuwAWsdENHce2+1DpBmpLWszO5urgrLbjpxMDcrtTKR+0uBK8CA7qCe2kcICEvhpkeskZhBAKTqvbf0Vs1tCQdE0r54eGEhQGBJxSUSihSAMO25URCupr4q+QwBiLjUjPpkN6e0bq3L6bhvSSRmQCSWAmSmTMzCsGrzEGsyNoAABGia+joGBGYmQo8ABFOHIFZjqW05kJSz0zMhImYzIyDMOBSkCIMIQMxtD3QIPxtksWvu50+eX/+80b97/eLi9vTbp6998cHZlwc56b6AfkX478j0lOqXqxTXLxzilPffAfxmGUo7GNbPdTs3+n8Crqy9ae1Fhd51dAiUAnEFesFnd9T22vd31xiu89znJQKYhRmZAAKYSMEagDAXteDSIu7m68Myf/r1T33zvSet79vSS03JLralSRHmtWSPmMKyjy5pVfcIBOi9EzOCBUSRyixLWzKl1VSR8ugrQqRilFjCfe2pR+zaEYAQx2Fkkf1hP01Ta/siVVgIIQDdjbmoWZr0ELEtS1YyrD0TANkRX0q53e9VlRkPhwMEMAkSZvfhCm3dzKHr0toyjpN7AHItFQBLqXm3Aom8a9een83WFhERqe6u6izFPMwVkYmkR4+AWofWuwiH29IOh3lfSwUi4QGI56a1cNNGgCgM3T1MiMwtiUQpctgfAhBoLXvI2xyUMUiAHj4MwzwfsmBjzf9MpagaIlJmz1ivJ2e+XW232WabbbbZZkOA2/wYwFvg937vex9//78f9Uoferx+SREDNgETESJGQgRMs1Sm0S9LQ6RhGItIb93DMYCRjzakLBxbG6KJMK1N4W6utZS7ttzd3QZArRUJWSTjK0upEJEiSSQCo2QeFBEB3NzM1JQRkTAjZ7JXMMFlFqEfwzkJM/EwW/4kW84Uay1F3EMV3QwASqndl6xhcHenTFsBc7OI7PFLeECEAOyw+so+ENwi0CrqBADQ3pAICcLDzIlChI7lfrHygUAWjpYS0ISrUUo5tgVaoj4iTn8lIJITCQlLUohIVGqlIuM4puaTMfP9A17qAIyj3Q4A5pDzYKrjey+e3N7dvBjrk8Ppw0WHZZHdWR9O3i9Wtb+N/l+d7rrTlcMo/leX679yOPzdMvznJ3pV6s8C/Nuzv763O8df8XYHutc5ED4NUg2+SfAU7W+Ntzfm6kQhLOQvnWdEvKo3ASKcYIXKgaSm15dXAHD++BV470maOV8qmsMAUO1EnPrGY/Nk6hUzEEUiomuHCETqvQFAngMJSzImNFm4vB9BROYfWFsRgmhNWwVAUz3s9/v97TiduJmGJzYzU0IEAmbOCopwD4RaBjMFxGEYVbu5M3FwWG/ZBbKqXtciBV+r6MNhrbgAd8+mh1omYVnzkHwt4SQkX9OVMBOPUnIJAEm/l1oRobUlTFV7Xw4AQMi7aVekEpGaRmRPPbIIpnC61DxvVdXMiLPZJcs8GQC194goIhHeemOWrF05Nl7ifQvpsYcFtTf3IAQ5fdi2S/Y222yzzTbbbAhwmz9qwPghsPcR5N+HvhV2xsvOLoswSSUWJF71jRABUErpvR32e1Wdpt1alhAZ+4DujhkTE4CEbllLAICBjGCr2LL1Fne3QufMnH4vNy8npdU6zwcAXBNd3AGQWaQU1e5uGAGYwZhxdNuhZNWbqTsiAKdXzN1mJWZAcDMWrnUAxGWePRwiENFNEdIk50RQykCIqmqmL+2z40alOJUo0r8XsFJzmQKyRpBAKcXcEXK3oZln+wEChBmEZwG3Bx7r0NMXhw6BhFIkN8s9HYMAkNTLWkM41LpCXzOuZTrZQYCbZ9SMm0IWZviKUPF4dImsO0188ru//asXl/ub3cP/TPjE7NtggDEgivsiSDg+YRezoXBF2fvlrdlD0BHHWyp1ua13h0XjgBZIaAFIgvTI5NTjWzjPiM+8B0Axu7x40izu9nfzMgMSCUmtQUwIFpnK40isZg38bj68eP789PTsk5/6yfkf/H1VJUImRkIyRkRVRaRaGJHcLKvezSwAah2Yuatmz8TqCTQNdxZhWpsAVzQVEVnVuPrdPD6khcZMW2LmYRwP+7v9/m4cT4gZHZO4IyL38NChrpAvPwV52rjZQRURV7wKRdvCLOlQDQhEMDc1VVXzUG1IlK3x2jszlyJrsYVZdloktFJTYSFE8wAERkTm3FJ3Y4Q275dlTm2tqZrbOAxEzCLa+prkhEjEqpYQONwRIPckAE7TTk17byIFkcwaE0Op5lksySICkVS/JvjMqNW8jOS5DQho7hgQKEU2BLjNNttss802GwLc5seM6wI+juSL7/sijs9+acn74Wedl77rz2254elVz/V0tvAhenj2nhWRpS1tmcFjd/qAMePvgZiEKI4RlISUMsiVAFzBCQ7TJFqXZd7f3Q7TCBASJUNZpnFKQJV0VmSmPvE47vb7W20NTwkg1pBBQgDySNWpHUMv3XJZH1GktN6YeZqmoQ4AEW5ExMiIqL1l0mNErPo9VAfMhWwpBcwR0N3UIJwAIYIh3DORBYJIwA0AzC1z8QNRQzPk8z4HP3WGmWbp7owUtBbWZ+AnEQFimCcqwVyaR0IVAIg1awQAAJbWOD1tK0w01S6lrGGYAIQQHp6JJP7B0RXHaRLT67//5V97cHEj52ffPD0rFp89XP6Fi/d+9+TBP8IS5mPYuegtyBXIDPA/Pnr17+0Oc1/mOp6bfQ3jP3qAU6PvLCh9cFgC0E2/QU2YOxC5g4UTQ/h7718e5nl/t2/LXIap1kql5iloERZBKBTQ3We368tL6/74E68OU729vnaLymvIShLLkLkmtWYZI7pnTkxvTRHSeJZILCWWhATCuUtF5BjTwkkDJgWXebDJrd2TbFnnABBMdHd3O8+HWiozAzERtq7CoqH5OqqdWIjI3dZI0pRjiiQvh0SAWKSUUtPFtzKzZl07orkbB4BgRLAURPIAEWEmNSUkKdJ7z+AijSCqbhoOwmLa1+qLiN5bRBBSgDMLIfa7xZiDIgDVVKQUqYAA2hHBzUqRvJWAiMwCYFJqRGTzCWIwja0tAMDE5kbEAAEYmN0nK3rkNRpqhdLh5oTIRKBm1y+2i/U222yzzTbbbAhwmx8B6X0Eovv9Md/3/uzD7N9H9XSNpJNfoc3jNAVAvPQ7RByOTGTuwjyNE7No79o7EQFh2MoqZIhKgsZsQUido5ulMhMDEaj11tqCBIRoZrWOCMEFWAQQTY2QkCAA1K2WurC03sINmREAIf9BIg53NTsyOJgMobmp6hHgARIhkYe7AyExQiB0M1f7oJ/AI1/S3RLjmdl9vE0EADqsLsO02K2x/oIvVRMi3hd/5zuRMiTryMSmpmCSTfS8/t3srqCVkLFMXEyoTpzd8gEIIkKYiZEYgYTY2nx7c4OEBLkEdwAAhO9xXq0qPUIDePvi8Oy9y782z09O5y/ZdFfgT17aL149+dph/i8fvPqbQ/nFi/2/2m5+ZTr7myflEH5J9PZAVsYzb0T8sMtzbBZzgyip9FQTlksM9wYIn8X6NPTGXQEuL18cbm9Uu5sHBLMUSQjkqb1kxFALR+3LMs9EfHZ6Btbnec5o2QjX3tWUEEVKM4WIhDfZBlGLTNPkkVg9Mzxltdcd6yiPeyayHRFX3Wkws5pSYp2IPHXUlIA53Ye4tkGUUhHQw9wxe88zIkgtpZjg7ivFF7BCzYBSS1h4OAR4OGJaZTHAIwNge0NiQKxSALC1JlLGsY7DLiAyIxQ4krdk5vXXPRCRmNcbCiJM0rxp70MdEMEMVFVVuZQyjEzUWmfmNNm6a2sNMBAg2x3cXUFz72nvZo4Aqh1j3WN59oa7mZUi3Xr4Bx8sAEAiyOYNSKY6gDhc3c2vnm0X8W222WabbbbZEOA2P1ZwGB8FEb/f/fcx1X8BgcfvjEN5HFcw76WIAyEz4ppTScQJ5gDR1QNQioxSDrBvvQmLlHLUfK5te4iQyZwRYGZSi3iYaXr2IpxFeu/au0h625hI1iU1HFfMSEkCCuJQh95bV63HqoUIICQuFAGttZTGJYZLdehx9R/atS1tHMcig5qqqRqAByIHev6OlJLmsNX4lJD5mBG65jGuEDNr/YCJHMnDiZgyXJ8ZIWM51v5591gVquGwBQO4AAAgAElEQVRHSapzttKtIBHxWCcACMSEiMdSOCckC4uVvEUiYiaHyLrAm5vr9959R5cGu5o4If1yAP69PWwe5t1puJlxvsE/ddDfXuYYUR32IGH0+K6fTmrjcMr6mXn/pxR/pcjXy4CC0OicxWw5YPTCY5Q5HBAWphJlcD2EYQQjuPvnTSaGfxTNAF5cXFw8e9aWBQAR0vDJCOAQWcMHAG5qYfNhH+HTtBvGybwvbbZwIs4KhywZR3QWgWxTQDa3BCeFCwK5mblp7xnKmhGast5NUFUFiACnBIF5fhAl6o6jsTMAzRyQJMk6BHOrZUhKNmv6SAQjM1bZ3fItIUAppbWW2E9VAaGU2vqiZgErYMqDno89vGsndpGaL6XaS6nDMA7jmJ9TBkjCU0RMwcyQoPWFiUVkmWdVDVjvoaxNgREZdsqiK5EXHuEIlI2I7qZmtZYjRZ8ZTpROWlsDaqL3zoRpGgT4oMAjm0sQkIUp1tdMDtDck/32cG0mRKXw8vx9dg3a/newzTbbbLPNNhsC3OYPhvXigwf4g6HgR7U7fAT8+97KiCJ0DhcwPzftwDIMA4sQEiFQclAQGZyYORzugEi1DvO8qPaAGMcxaJVuuttaVO0RAGpaoY7jtCxz9kOYGgEiUVdNgk5NOcDcmHllHwHSYZVOu1pqW2btHZFKkSQbEACR030nAR6++g5rqiNVGN2ttWXanQZEgE/TZGpq2nqD4+o5IatqrneT3IskWESklgKAGHGEppRmswSbqSnNJMhI8xMy0pqaQ7mMzmcyIQ6qPdzdPKNIYMVsydKBQ7g7564HNFfA9XC5myeNY4aBEdGX+TtvvPHi8uLByWm4A0IgEYYF8PfcIAgYsBDas+/+zpsvbv/fs1cvoZgtD0O+NNUXr7x+RfLGyfiaxv9Rx9vdq1dC3y70Z5fbP3+9/2o9+dWRAGiK+NNdP9XgSzj8jt6d8PSFXl+z8n/R5T4sSbMGMEGBWAD59mL/9P33xmEQZCEqiJDpnR7gxoRMpOpza/PhwCy7swfTOHTtNzc3pt3dyCm79RDI3TPmB1abZ4gwE7fW3I2lFCmEuFKeCGrmPcEnJP0V5o6W6C/CISgrHMzWDEwiQACzbkQR0ftye3M9jTsEmOf92sRgHh5EhITHcxWIuR8VxQCYktRMcDHT40HIwx0Ra2qouQIEcPUwVS2lPjh7WEvtvQlR14759sJrqeYJzBoRGai6DWVgXtWtTExETAIEGXFEiG7etAdEZtKABhGJFCTKD+O9QdUdiDkgso1yNfJ6IK7bJSxIWGtRtxUN+kq5S6lE6KtknJnySEGAE5HeXo3f+HL7/L+0XcW32WabbbbZZkOA2/wAuHcfqvdxz/gDvVh87O8ff8Tgn6zLCRz2BI4EsOZbRgQ4IK8kFaX5DTPRHyKciHfTLgMzl2UZxlGoEGHKL7OT3SLue9KJOOkgxNUd52qtLUVKsAS6MKcIk5hzJzAzAoCU3BI1LTiu/kQkuC89D3dz8yw904hAYqR1xe1u7gZx3Bu4rnyF2RGFy7zswbL9j8wUP0jRRARkFgcXoJTq5V7LZS5+aAgwAGn18KU7cj2YkX81wswdIlyNmSIwBYpE2Lume9DDc+dkyXj4SgwCALOoKQR07RE+Sr27vH7r7bd/6pOfylxI9UALA0dkRHQARE4d4kwyKVz++u8cLq7/51dfwXBROzCN4+6LY/npg36mL98ZypOQv/m4mjVw/TmNf+3p7Wcf6O/Fg2/U+IVO/87N/hP764Ly1VjmaLeKALGgG4ZJ4d7/Qe1AhayC6ytd9/t9YWbGDJONVQ4cCJHGyqa29AWJR6m7s7Ohlv2hzYcDHOslTbuqEVPaL5E4AphZEFk4Ox8BQJhzr7c21zIc3Z2wdsYjMXPQ6i7Nw7J6/0TyDEGiAGCRCCdmQpqXwzLvTx5/gpnVkFkSfAKCh+vSh2GoZfBwVR2GAZEtz3xmZkpVZyYYqZq6hzsCIXkyimaWb2yZ94R0fv54rNXcWl/22iMckZgEMG6XQ+vGzOM4jcOICMxSh2FZFncdhrGUmh+W3lspNeNkUweLiCGRn4oUt47D1Fs75qM6AFi49mUaRiJZlhkAhmHsvYVbkWpuEZ4nJyIOdSBm7Z0Iw+OY2ARr3ikEIoqwuwJi13b4zV+uP/kn7PTRdm3fZpttttlmmw0BbvNPiBS//8E9Q5iL34+P/XwpPQYhXp/6w9qsI7OoJdkQSEcLkDsjuVu4MwtQRryAg0dELYWIWkN1MzWukuExZkpIgJixjRGhqxgv+yHovi6vd13X3xGlDknZwLGEMI12TITMmQuSPExygLmUTkSXGsukROL/Y+/dfmTbsjOvcZtzrYjIzL3PparaVNttuzBWt299k+xuECAQiBdaoAZeAL+1BBJ/BbwheGiJixCC5gEJIRACRN/80BfZYPdFNm5XU3bZVeUq1ynXOXXq7L0zMyLWmnNceBhz5dnn4u5yw1uvoaOzQ5mRkZFrrVia3xzf+H7IALEsbL2JyGE+bBIi3C0gI/hjexsZ4zK8nUFMxBAG25KXiAm4tyXVaQQAQTpXY+MZjMiP1DWZhupIBJCQDEt9KRZAafJMOUSIgdkUzdNBRGkyTJqfmZuZRAkAcx3EiewoihyPp+lwPL961N6rlDy26MjIMfAGH24lEKM1a998/82r3k9uEEDEAZX4p84P/9bL9TDZX7Lpb9RpDnIkA//lqXzm5s3fOJRHYgJ/Cbo2vVvo1dGDS9f+29Qc16tZIWI1QHzlndwnZId4u3czdQsnwOxRETFT7xosxGzdHdwhRMo8HUsthBjuGwsRiZkgQjX1UiIiYHiTPSCGjZYoDx2zEHU1He7lERc7RgEjIttU6cLMWUSE7SDlsCQRsDBRALTW1C0n6JiECFO95/Gcp/lpa2M+HNyNibEUU021Ze69re5e6rSuS5gJlzT0btrUAaJIARBiMuuP51eZAevu6aOOgByqLXWepsPxcJimOVVWQBAjYUmxl1shZjZNsxkQce/N3Wut2eSMcRicGd2NmJjFzMAMwZvZui61TkREDgGQoHnPZKbkprQmIjnEyCJu5mEjJ3ijpOT9o/ceYXWazNweX8G7X4WbP7Hfs/faa6+99tprV4B7/aPpvvg0Ifh6tmf8HjLxkwbRAIgjLs9kFUaIUmpV0951I32l3c4RLcfWxjoSAAFyRM0BgFCKgIKZtbYys0ghGnktlDmYRBk1kTNFSIQehBhIhBDuqo2J3CzX7oBIQb6R0JKhnev5iBgBM7msT3A7EhLKGLST1ru5TdN06Y2I5vnwZBE0M3jCtRODeySBMG2WSWkbug48NlzfBhF//SS4GyKO6UOED5MQPY8KPonDAICxRM95vyAiVY0NemceiXNIUZoL+qREjHeLA7aRrxIQEDTV+eZwVLXlsvAREdEh8CnlnwgyFMYDPRCin1+ev3vvSBbtj5gB8Dv1sCL9U4v/069e4al/4/LsFz5TqQggHQy/hPHVN6UBO+PB8bei/w8H+BE5/HKcpXuYXnx1aLc0FaKLrQ4gAIGhEAJ4rwuNfhsEAjKjcOCQHwTkvYMFAJQi0zyLCCAkJUGYiUmkAKKJAoC5g+XpcNXw8HQt4vAbj9yXIgkUGYOTA0WyCf2x++AR5BgEAAPoRwwATJRbCAEYEb2tGZKZwUL5kp4+T2Yppbc2TRMA9NYAgAoLc0pVcyPmUispt7amc/hJuaUx1YfSw8PxhhCW5aq9eabLxpN9FKdpvrl5dnt7V0p9miQECCamSpmI5G4WDg5jpnS0vmMjTG5Jp+GMrKa+hdlEeIAl/SL/TGYhp94bM4IDhGfGKRM6k4UT89LWIgUQdST6UL4gM0P+jBkiqVkEOJC/+3X4wq4A99prr7322mtXgHt9qsCL7yX88x9mE/34k+NjL/YkI6vwm6LCgUDMPE0zACItAKC9QSAxEY5YEUTwcHIOCiIavIeI8CDmStx6S1Hkw77oiJgAa6ItcD/NjUiOFkN9EWJkXKSZZXZiLrszIRO2hEEm8vAnCjYEAHGu891ctePI5xgZniKjPdJ6L9OBudKGVQh3AEqBlSmQTzCJtGHmItvN3bMpCrVObpZ/iJkNOyACASKNeI/s3gTk3BQhoIczjbRJ2+opnjTbJsQ0l4Orbu0UT1ni7plrkjIxMfEBQYBmHuEs5XA4EvL1eimSupiyiZQe0HCDQHQDc3bv7fLOeXkA+UMW/96LB0H+357LX6v+zlx/Q/DtR/ntt0sBAO0LeCNBQI3mAlP4AmFYfrHSX8fFOiKihaHbTPJjNlWLL3J/SHWE3N3U4auAAGRmZuru6qpmEB6qTBKmfV3C1M2EhUUYEQN6W3vvqckBcn6SI4DIqNYUKoiADkkQyY6rWSThwyMGtAAAn84whLDknF/GhAIkyxEwJ/JSyRDnGUh75LIswlKnKa/McC+1gmqtU0LdkbCU2rXnFF+6SXPfgEWExQBNLTcdOItYQQHC3BCIiLv2uDy6q2WrU3uOhppprdM8He9u33jrzbdAGCADWsYrsUhaTAGplFoR1YwAu3Z4bROhqzKNfRgEZGbvTkhFSu/dVDNvloiEJcLbuuTLmieqBLlIIuYDord2PN1MZVLrZg5JUoHI+FwiJiQP6oDC5K6ZrhSv3kVtIXW/w++111577bXXrgD3+v2pw+9N78GnYP4+Iv0+zAgpsZxoZSxp4yp1LnWe51PX5ubmPZycSAIwHY/kHj66DOmazIV6AItURIgQ5m6GzKPdB+ABbh7uhAQM2jsAIBIgbfmB5OGtdaQh22ADTIsUVyVCKHWq07Jcj4fTGp4L1ozodDM379rcXTiDahwAtHczq7VCxLouTFzmCTwzOiIXxykdW1vBRxMjIsIXMMvMUgCIMAC0gGEsJEI3JAwPcAgGCB/BocOyl0EuIzBDXVPLuHspldkDws1Lqbmm94gixZJRhzCiOSJy6gxx8BXBIQLdsg3o0+F4c5if3z073d519WW5HucJGQhpGHnDEtoW6eIj/rX3XvzdS3uP+McDPntd6lTfVijef03kP/wnPnuj+G3BjrCQ/US3n364fn3mv8nYRajbD/jybtgH3cxFoUcERTiXGv5DUBcKidahv0n1n/Xje6i/wuu7a4dw632NaL1bNqUiSIREvHs4IBGLFCk4rLixXC6Xy8XMw6O1Ne3EAY4RLEVEzI0QI1hEchzU3MxMSjEzcpOpbs3S7BPCkEPpEPaBgs/9BaIxSZgmSVNDwlrYVM/n+/lwOB5vki3ZtacUV+v5aWKWy/UCEIkwAcScuzMyc1/X1dxMNcKZyBHcc4MjHALMTqfTNB1VW2vX3BoAREKK8Nu75zc3N4fDTS2VRQy8ILtDBpxGRFdN6AgTIYRpB6TM9jXV1Jz55MywNbOu/YlSyFJyWBcQwyx5nSNFKfcmgsyNhSGia8sbhrsRkWpnJnOCMEAAB9zGhpOvmC+bqaTWuwf0+w8O13u9fXu/i++111577bXXrgD3+pjEi9/X0z/6A/EJl+fHEl/i4/D4iDf4Whi2DECKQESc5sOJb9ztej2v62LdzQ2QEElqBQhPv1li6BCQKCDcjIkywAMAPFyIzBIET1093KWUfA9EBAHzfFTtvTcENLO1PRLxPB+yncIsTJy5i2Zaaj0eT4/nh+V6KbUyM0RkekfytTOBo9Sa7Y/gQrxsWYkgRaRIhBOhGUIEkUTvGR1JSAbZq0m3IDBz4JhuQsAc2cvUEDRDJAx7vUGXWhEApNY8ArAtposkMdxVNYMoTZWQe++pOXlMJw5bqZSS3lFmUW2RfRsfcSPAAmiOcHt3++xwvLk93T57ZgDXZZH1SiHMExKNCNcAIAgIRqJaXr7zrTfP52Ovv3Oc/5PPvUl8+GaZEBihFagvbsq1Xw80F9OfvC5/9v4737iXv/P2Ww/Wfkbp3//gg78yz39B5FrgX7jEC331f7ueCRvSL4k66EN0CXwLDz/R+etov8XUu1nXFoDaW1sHntFVkYjZuwci1SqIx3KcSkURItfe8pkibGamKtMcNiYtmdOATIgoXHKXwdx6a5kwlCmtY9QTIMl+vLE63L31FhFOtFzPtY44zdjmBlN5Gkvvvff29tufZeK1rXWa1DQn4jAgr0munLOjRIKQrk7L/q6pJfnDPTGYpAaYw3JJtyCe5+O6LoQQEKpKJIfD7el0e3f3JvMgfyBShGPSQcKTUZGjs7VOEL62NSKIuJYSARE+z3NrXYS7atJWrteru/XWVPvxcAoIs3BTeGruR8AYOxwG5u6mvZlLLcXMAbGU4s0zwcbNtLdpmrqqu4PHMJGa5fEGVXcwcwZgKdEWWh5gV4B77bXXXnvttSvAvT5WOeT2SV34UTn32j84WN8ffw58ogv48RcJACioR+7ANTiSY8bZ4MoEFJL5cENcrtfLsl7cei3F4IZYCkKEoRMyhSEgEGIQeDgAERUA3xovFgEeZqos7GalVJ5PrTdAt2ZI5AFmvfcOiATqZvPhcDrdhluMgUEo00G1J6zPI8HrlLyKgADA5s7ESAThiECELFSkXCHMLXLYjoilqDY1BURAmOdDhC+xRhBAqPYkQ5i5qYpk/ko3V2FJUyIzG0RyDcwj7XVEBIFmpqbRIYNDIMDBiZCZswOTcTgeA/ieysTMEAkIYQuzySImDwtAEREpRNhay35Oc0OEWQqXcjqdDsLzYVqX5f7h8fbueQdj8XBBCIJAFAVExAXC333nX33v/g9c+D8+/cCXjp9r0Qqz9fZnHq9/alm/Jvh/3B2/HeYi32T4v+abbynfkwfV5+fr7A6mDP1U6s80e0/Lt3j6KjQD+B0/AzojE/g12pWm94r0aK23db0+4ixBz9oKHtbUCblSMVy6GnkPn2UCQQ07kTjQ1QefI4EZgGjugMhSIKA3DQgaVJIwMyTSns5MyHHT1ofS5pEQg+bATKrd3JjIECCillrrlDQIpNzdACSqtUzz8Xq9ZCZLVxUpra0YgRBPcrFOk5tJIZGyLkud5nAAJCAw61wkzGopLdysuXtrzcMRiInMY6ozAFo4co0IFn7jjbeeP39rmiaIMPdaKyK6mbrr5XI63oCDuQoJExURAFDzeTpkwFJsnMHempvp1htv1vLuknFJTVWYkZCAu3Y3RcQiVbv2vtRaRcqyLELClc0UA4qUxBKaGVBCUCg/uQBo7uiR+xpbLg8is2taQEN1Zccw3e/we+2111577bUrwL0+JvR+Pw3AeBJy8aGrcxsPjO3rW27Lp/6wvylLlRBCCegAAeARNLLyMcCJZT6wlIIPsCzXdV2n2RhD5ptAMogAqxXN3QEJygDIg0uR16xomNExuXL08IzdZGbFTOMXAOitZ6BK7w0AShkze8Jc6oyM5Jh5IgOjTrglPSIillLgKdUzIruaCbmGhAcwQ3hqvPE09z5iG7Ol4yNT0XSEi6iyMGAGh0Dqje3/AIBdGxnqxoOHjBIZ/svEpoWpnVtLyyiLICK4x+aaQ0Bh8XDtPf88CPBxcsffFhGqnba4y966myFCkVJKOZ1OdZ6kVO29t97WpciRoXx0Z4GQEDz01cvPP5x/yMrnu/7ukRgk3KvID14uf3S9/0muXeMvvEUtyt861G+VcnEz1NrbLx/0D12PfxfjReU3SMRUfGr4qgA4BaHnBUcOL9j+18PSHJoze3Qz1e7mtjbtXUVC5IDl6WpnIiEmRgZJRodqiwhCzFHJ7NGZam9rnecwz2va3MASUvL6DgpkXs7TNke4exAENA/3BD9SgkMAAUaIKyERjcFD8PDW1tYas9Q69d5LnjhEACylLuuSYSf5W9zczFR7guMjgpDUNBl9EL4sZ3cnYiHJ8x/uxFzqlMyP+XC8Od3d3NylkTJH+5jIwVWbu0/zPEJoI7q2lKwIoGYsbCPYtRBhqcXMVEdmTs6mJow+/dVq1kznwzFSygJQhn4yh0tuZGTfPImLmb8qRcioa+pKQ/QcKYQIQwJyiBBhAHDPbQpIRIsUAUANdC77TX6vvfbaa6+9dgW41z+iVPzI4/gHfPcTGjNJ6wEI8Zyvz/lceArCBkSYsZHhERQQCIQMgIh0OEzHw2lZrr2t18vj46sP1utlno9SZw4x5AxEAfQcgRvTa4ToFOG5ICZgBAKHbh0gEIhF6jR5uLC0tvZ1aa0Rk5l5RLle6zQRUu9d3Vk4Ri5nmPWAioDpeUPCQafIwBYcfyiOkaohj33LwR/wgMjsigBEptLaJftO08Rm5qZE5OHuKCSEbOqbuHOPSLVQS010dsZdECERj3CM8VXEEZKPSCO4klkSdDHCZtwyeT9lZ+stcRrZxIJBAtz4HAFEiEGmnZmJ4Hg8TdM0Hw/h3tb1cj6nXCEukPkz4UME2uXn37nosze/YOXrRY5AC0QQKfD//vYb3z7jsxV/9XQimo7WgUmB3hUsgCz4jsZ/9gYvEHM7n8/n/1qu67S8G4iOU8Bn8Pi+X8+hwFWRv96vgIRcPm/QHx7NTr21y/Pr2lqtdZpnAjTtCTzgIlIKCaKHuwPhw/197w0iKGfqtpE+YRkMPUIgImJiAsS0VqZUtpHpguk0LlLG8welIBV1UhGilJI8R84BxIAIZ5HT6QRAra3JqJjm2cwQkJgjvPeev3WAKLbf1do6z0dmRgdCQsLzwz1uV6OwQAlXzbdKTMl/J2YmjvBSStLeKYOOENf1CgCp30zVAIg4NW1+kJmlEAsXCMjslhzAa+sw3CIRIBBTmmKRsJQipYQ7QhCiISBiYU4HtRlbODqyCACwoKqaq5p6eG7HRFB4QCaSurs7EbnFMFvD2OspSB5hpgCo2vlwg9Npv3fvtddee+21164A9/oelN6HI3zxmuD7vbJAPzHpB1uTMOI1/2jMuH5fvVaujlCYQAFFgGIQ5JCIiEWIBTei2vEocLg53dzd3794eHj18PiKEI+H0+n4VqlTqeLuIEwsSYvIHI5cFFp4piCOwAkzQEq1WUpl5iJipoh0WS4psy6Xc0TwgUoNiABPgUpE3FuL+RBbZCcFAoCqmlqSsgEzz3/kf4hgV43rRXs7ne6YOLMj3QfWYnC3OV2swMzuykyRzZqwZJGP7BtKqyxnay6VHuUkpEM2TpnzCZ6xn4wMAE8poEN0DLaAZ0dRRHzMWFlqV4jIpuim/TzcAdFHDyzMTIiePbub5pmZS5VSivZ+vVxEqoPJ1tQiREI8X9ff+t37rxze+MvH41t9CRPR8x/kQm5frvM35HMrQ+2G7l3iZ+/v/7WH5b+8OfzV4y1iIEkLmttyRQrid0I1zqjNqPwk3Pz0FX7hQL9iD+bGxMzFCcH0xxZfP7gn5IdleXFdr629gXgSdgA1DwCUQoWlCKA/0TRevXzZWkcIUzvd3JRS2rq6eymFSrFiycIgIiJKkmSy2t0MYgR5AmDkIXNzxwx9YRlXIA+aiIdBkcIio1vsGHkiEXtvNze3p9OtA5gq5lWVLTUzZkkN1Htn5gQdDlhIhqAQ995Ue+YVxeg8p7ZHYbm9vZum2dwQw81UkZmFS26nbDk2eT1kdlGqOKoyl4RnltJaW9crIpZSEeHx/HgAQMR5Ttc0MIu7q3WMvBDQMrlUSgpLCEeszGjupGoeGTWaMTOJWERCdzfVvNSTAegBql3Vcsfn6b6T11wp0qyZGUIgQD2eYJr3e/pee+2111577Qpwr//P+nA8jI9PAH56EOiHj+7KNdiUGRANiIURIQAIhtUtWyUAkQBuzTh7gGC8e/7WNJ8uj/eX8/3Dw4tlXQ7z6XC4OR5uiUtGX7DI1i8b6ZZbs2R7F+5qmi9epBBxWa4RoQmDc+u9AQRRgtfQyZ88k920a8/VNABY2vMCiLK/hwgYhBBgbgCQufxEFAGqShmNTyQiqmoY2XtxR+Hibr33jPHM97u2NdxLqYTF3QGTJPEE7ou0uVpmSzoJQESi5TOhxjznFtNtuEEC3czcMtU/Cdoskm2rDXgwjpq5pXEQ06rX1QGZWPtKfDcfZhFmRCGudXK33rWbcgZd4pO3Ec7n9f7+BTrcxqx1IucfdPtz7794f57//PNpATohEvkDxB9Y7fsu7YSX779yO+EBiTC+X+0b6GEWjC6iPSpyIFaLFtgcHOWt6fB5rb/h1xxtvJiu1yu307quy7IERGEW4BYeHoiBzEzMea0hIaID9taS0JgNZBz4O0BmSAAJRGAwMyEmsPJpbyRlYdee2UKm6VAGNwcR8oGmyHO3jd3G8E0jMHFXvV6vSKyqOWLn4ClrPJHxSIqewIbs8yb7ZKrTdbniuiAxIGjv03Rg4hzgXFqDcCLa4IRRSlFt12UpwoiE6EGk1p+2d4QlbDhXffAp8cO2W7iqEqGUKaM+Aeh4OKYyFCkBYWrZ+nZzIkr9mUeROOkQmLsSZuFmRDw66oiI7KYjuyhCe1ftUoqpqSlGIBEiAQ6kobmJSAT03jMzWHu3cPIMmgqI/aa911577bXXXrsC3Ov/DxWIH0mGgc3qCWMIcHwhXqdEHCd5Dg5AIiVaQ1ATAEd8ojcEWAS5hwKCJbYuwWsEQsQ3p3KYDqfT6cWL9x8fXmlf23oNswM8I2Fk8hEsny5QB6BAz0iYJzJ1eAAFEQESESTfLPM8oruamqm7tfX6/I23J2ZELLXWWq8P1946AIqU1AMw3H0YEfmrUzmkwTLVWi1TwPCROnouckUENOerwMPRt2AdAHPPCMSMbSTiRAgkCHF4OJEAxlxaNqaAMSJcLdtB6TYEdETaBiKTMm/qZqqQajtJ9x4AIEUISbUDEIQjSTYtczAMxzl2Jm6tFZHpcMgfZ5FSp95b760vLSoTCksZg5JIL+4faFn/pNMPP9z/jeefOWMcQN5cL5/v9PlZvzhXdK/hRPwg5Uv18IOP/K2bCSMU4cdC/40XD//5Eb4cwWX6jMW1Pd7HEt6/we1ye3wngKP8MN/9qZY6jTMAACAASURBVCt9S9p3AxDpK2g/vi61teV6tWWhCDkcjAAdAICYUQptY3yIFB4gmJE/jMhEpjoGL/NK6i3J70kzB0h5kv5Nz5O7BZEwhGfCCiH16OGe8AfPmc6IjTkJaTwmynwTirBM9Sz1pL1TYdyaeCnhmCUtuywynLYAmewaEZobChF1mjBJl+4pMXNQMM/1+fzY1dx9KqcigoSZNuThAJEEFkupTNjaOs+HnDV1dzBTU0dHBI6RhsqM4wqPUO25xRCmqfwAMdwDoNYaER5GyIgE0AIgwG3oPQDysDFOWeukPVt5ICwE2MOe7jXM5MEJ0/SRhTvuOqbqif10NzNbLqQrwO1+095rr7322muvXQHu9dqi6ePi7pNf+mgc6OspL/FxAOBHM0Jf//GY9FUpHSBUG4l4sttzT3/rt0BA4HAh5qIzv0XE3TsRSik39U0uh2d3b14u5+v1/N0X7/LDd+f5OB2O8+G2SNnkTaZiiFp/Aq4DgoeDGoik362USiwIWOrU1/V8fTTty7pcrxdzf/b8zWmai5RaJ9W+LBdAmErlUsdwVGwAOPDRayMcIHLtZupeEFEys141Q0vTZUc8aPUjJyYiAogkwjy8lFrrBIARlvxDAkIic++9QwQxq3bYiO05mKZq+QiHJRXBQ60TccbuIwDxSM5Ijlxb10AY6RpmiOYewkCc45XkHhHWWtMwKsW0z/N8mA/CAuHEVGuxPlm3dVkNKGBmJjAmJGL42jffuXvo//YD/Jjen6n+1ePpy4e7//Ht7/uM2u9UnVs3lkalAqyAf/H29EuH6QUDeO+B33/VHzkvPxT4WxxvGfw75/aVXv6yX14ifQPWr/erhx1lvln8gHAznT7wlczfjXjvcX3reH99OC+P52OZSUQRKNvNLDh6ohiAER5moHS9rhSAyYePyIutrcu6LiKiZsmP9AhiigjK/J4IM0u3Z3b50p0oXBCQJZ5QH8LsGQMz2rQRmKRHdjdiZp4SdzBNBxIOgJTuaeAcUUPhnhOGXMwUchaQKAaFr5Bp6+oRrfeAmKap9960p/I06y8+eO+NNz83zUckQuKnQ5EysvdOZPlxGFOhAEhMiGqalEgijIjW2jRN8zQj4NrH9seT3/j1LQYz6301pbRnM3tsxs3C1auZO0Igcj5BRHpbAWJDJo6BX2YiIjVNMUzkAMjutnEvRloogfZu6gjolzN/5+tws9Mg9tprr7322mtXgHv9w6ThpzxA2OYAP8r9+9D8+Qke4GsPEPy5XLjQSIdPCkRksiDm0i1bark2xCcTYSIfslcIoNkWKKXWt6bDza225Xp+df/i/v4lPLxi+c6zZ2+eTnfMNRURM2fqZtr2hsfPoy/XDH5EYiY+nm7cfBVR60tEWHeAy+USAcfT6XA4uSlGrG0pdXIIj8jVuUhhHnEv2dIx0/xLpEylTBGeGi0AicjM1Lq7QwQRdVUAqKUqmfUkyzMStd4yMCYikqZtbkmjA4AiZWScAkiRAfrjjK/k0RFSLaVm/29zg2Ky3cAcEZIhrmaZT4MBDp7uwaDRLkz5MUL/AVJPMvHp9u54e1uKAAACMGEt0lgioPUOUSp3EgEGZH7va+98ZXrjL1F863z9NuNRCkH8/Gc++3h5hLaeBH9cuzT725UnZKv8R3T5iZfrf3tz+7vkv+LreqLf4Ojhq+mZ+B7IwhvBDZAjrYSL6xfl+sF0+9I7U+kEAPry2m7O52VZmvntzRvEBO4QQEwsPMJtIChAM0XWqbVOgEjCUpDIw7b4IsyzkAiNyEHSDQX54ZglICFlDyo8eu8ZvOnpSEacp1lVM00lZaCbp6wqzFwKS13O9+461UNgIjmQpYCpas+W7BBaqiJFSskdhC1UlBDRIiDlq7ApsoiZal/zgwYAZlakHI43U6nZxTR3Zjbz3luagd0sGSeqPTuiBpGcwNy/QMKwMDcyiq3tb+6ZHQTj8zYansKSTXJzDYgSwiTmbqohaqbMnAfZzJopAkx1atrNOxKF9uZWS802IyJ27QDobtkUHSz4ERETo/GYacAQ7Td/mX7oj/unDzDvtddee+211167AtzrH6gLP10lZpMP4xMzgJGDTvnkA/abiXBbhiJA4s4BN7E34lG2IJr4UANmP+spaj+/k6vAWuciNYCW5WpmXZeHh1e99flwmsoMxMaWzkncPGkZxBHuEeCEHICMOUJHzLVOyad2j26K68LCcz0AIDNbhKmZeZEPE0HcLYesPJwwUzoaE9dSmVlKYeFNBSRj3SzM3QMhoXBpD0y/68gTiei9++QewUGeo40YuailYRoMREKk8eLZe4qRiU+IIzAmwyQNzDQzG001l+bEnIAHN3M3BGRKFHgQkW/evuwpEhcEJ0KRcjgdDqcjpyB1JyEWYSHtHuYWXZtP5ZiTkt/+7ksvx1+p8bdvqzmuYGoxtSCZJoOfup5/9oMXJ8B333726/P0OZU//VL/xPrdnxf+zoG+xOW3p+ZA0K/v6eV/Rnmk5R5IEP8o3FzYft0eG+ELbx/YQ6XDZ+rx+x2/ZffXdb00Xnsnpvl0xABXxcFnHP/PawAjDYihak/JIgjhGb6CkGOcdZoixmxn9ng3y/PGAgGAAFXN8BiAjIXZtjQGrsDhaZJt2EjHFe4eoXa5nJN20FQTPpmfACLOLKDW1nAjwt4bM6fdkSQtu65qqkqMYMjEzKy9mRtujWJzzH2QInX78KEnYCKC0o26sewjAJGGbGaqdULE3ltEFKn5ETczloIYgK6mhFRKCQA3M8swWITtigwd/HdE9JyqDcoPI26/dQydJsSCZZpnLXVZr+nCVTNyCAQiWhcNCg/Pwy4iGQQF7k9/GiAu7379DfJH5/0Ovtdee+211167AvzHW8x9TwzA11NAP7SAPjX+XnuVbfbviQS4IQfyP4Z4XjuAI9KGMEAApFwaphTcxGQgEIxOIeQE1LA1Ymqt7EIioVt0cyY6HG9qnQJcu/beW1sfH++vfC6lHOEu+WnMHACumqJISgkPNVNVjqFlaql0cyvMl4XXdV3Xa+/9crkIl9ubu1qnx/Pj2payVATIPBUzdTPiAgBuziKpJYhZpAxXG4v2NoQoIbOYe/YNR/iNm4c7DN2FBLT1Rhk53LeBPwgPBDDrSDX7maojtCNGH1KJMgoV3R0CYgszTSUjpWRGjpqCaa1Tb8ugDtAYVAt3lpKtLoJ0CJIHWAAj1qlOp1OZZwhHGtQJFhEpZisoOUTreuhapHjQd79779CvyBDU0E/9UmRya8x4KVLO+AO9i7Q7vZk8HiP+zjz9wXaaCj8HhOKrYkWekc9I3/ALM4HjEeifbPI+99+G6IGAiTP0H1L42VZ/juWd1q6rrL2VqZbKpp0Awh3S+rjtObibe16E5OYxVI0iSeoWRgoKNQeArv1wONRa19XTT5qKepN4MPyKhEQcEAQYENu5sGVNCgZBgMOY0MsWGSK13sh9Wa+jUaxduJBQ7z1Bee6OSaFAVLPCkhj6rp1ZCNHM09mbRs18z+am2okZTUdcaUCEEyJAEBIghDqEJwoiM0BrnURkXRdEkCJFilqGJIG7p4sYkVTVwpF4U3oQGB5hqmqKAExCSI6D9VeKsJQIZ6bw9MqSO2qkSZWYOeNPfYTr8DAMALpHUCCiA2SqTECYagJO3A2AEUloWMcRkQkR0Vq7BX2EXQHutddee+21164A9/r96MVPKsNPfxyfFJFB4Hd8eVYaAnrAFhAynJ9PsInYhCFtNtGnX4AQnqGXAbRFwBMTBEbkSBAio5sJT/MMra+5VL0ul/N33mVmETkeTpnFn6NEkc2qcPdwNx8TSlzrlLw1JtZNUN7fvypSWQQR3BTA01QaQOnBS2NgNvHWtm7BHqFmsK4RLlIokz/M3J0QsZRwV1NmgfCwQEIMBDcMYBYASJesu1GOT/lTx4nSgsgsWyJpjI4SDmNtQBSW7BCmX445WX9EJTtLoWptXRAi5V9qgEyjwREi8mG8Tx4prDLfnG6fP6vzxISpmZCQhEsVNQ33QGjd2nWZDvxwvq7vvfjXX758dXP8tdPzG+t/7v13f2S9fOn27r85vY0Ev3aQP//8+efcvjkdg4p5/7kT/Ep99n4tCwQ7UZzX/ugQdbp9hvKwvDQkA/idAi8BLw5IBUgQkaTeAJ3MThDL2i5XurZ2c3czzbIunZjdHLcZSHd3U8yUS4CSYj7c3Eix1ooMEEAUbia1TnVa1+WJ9CgsaY4lpCBO2UZEGQATEctyzX2HnFsLdyRk4lLKsiwAQMQs4wfdrM5TBF7Oj0l34IHlgFqKEXuY9h5B2bPNaJbwkVKb8j577kRk2jZbskIAEbuabnsfgGjawwwI1BQRwywIKcacXobKQIRwIaLMfMqPXX58RGS4iJlwpNRwW6/5rSfHsoh4ODEULnbtATHPBzXbPtqR8Bd3ywvMzETE3a/LtYhkbO3l/IiERYqbqXYiTi9obuuYGTMHeDYAI4KJ3CzccTi10T1e/P1fgj/8z+038r322muvvfbaFeBe8Gm6Dj9lCBBGIDy81v8b3/4w8PMjsZ+vTwYeqb05N05u+2bNQqTYxghxcz7i5g/FCBhmxoCNfP563zIicExADYsihYRDrgUnOgCEB5QyX5eLmbW2Xi5nQiqlzodDrdXN0okKkUEU2LRFuM3zVOrpeDxOUy3Ti5ff7b1dl8vL+w/efPPtWsu6LNfLYxFhEUYKQiY2d4gQEYAwVe19lhJuCMDCSWpDxFpLROm9tdbS1BoeRJQ+O3Cw6GYWAe7eu6bjrtaaUZCYMAD3WqfW1hHLIcxBI8gRiYSEJfs8pZQtn8M38Tv33rZIfmK2ZfFaysaWGPx3+nCuDABItXsEYhShqcjN3d3tm28xS3jAcCkGYrBwKUxIGuYB2hUA3n/v/Te+8/I/ePHiG+3yX7B8c747Kd8ofuG6zrzen/hFlb94dyMRDnAXFgivSv1dMjf70d5/el1+1fHnARzph/nwL/f+93T+RVjOGD+PryyCZPoCHX6Mbr8I16+F/Wo1OOJvms/ruq7Ue5sPMyIQE1MB6Qkrt4DELRIQMBMiMuXknrsRVWY2A8RMfxnHq5QCED15d0TdbfvIOASaKpVqqt1byaAgDERkYkCEwfBwNSu14sh6RSLOzuHpeHw8Xx4f7p/dPWNiYkxCSSkFCb2ZmRJIqRNtVujee0SGxDqTEMngmiQaAWCaDqY2PkMp3zAcrPVmpr11Riq1ujsC8cSC5Xq9VJ5KqSKl9aa9lyJ5Hbq7iIgUgOi9cymZ9ukRbpoAya6dkKY65SBgKVVYlnUhFmbu2hHJzIR57FsAEAmSmWq4sRMTFhmRMERkbhAR4AFRSgXErp2IRCZTDQkzNTNmSQyKuo8QqXAEyoyZ5Z2v7Apwr7322muvvXYFuNf3KAh/j6/GR6NfPh4E80STByE6cBfUUiQHkLIJ+PSD6UMbrtDx7xgJ3BQJjPz91Gsp2yDMPEl8Dhs2HSgAPBAZs7cDEYf5gEhd+/V6Pp8f13W5LufT6VTrnC07JBIW8GjaW28ejuHCQsRFyvFwWolbX9d1uV4vU62J275eLwGQsG9EAveMNXW3rh1pYAQzYFOt1yLZdkJEZmG2NMsRc2ZIAhITGDJReABsc5CZMwnJagdARIPIZmA6+kxVhBk5IgIcHILyBGDvK2ziuffkZKCqIjnlsKF7rVV4jCn2TIwEIGIYBPmRyJp/VxFm5sM8HU6n+XBgcMOPKHNEJAoMwODoAQCPj+cPAr8zRYB6u7yqN//9s8Mf68dvELyo8+wQCgGO5Hfq/+7LF4vI/1nnL6Iz+595dflnHs7TsfxCdfe4RfuBtb1rWgqXcA1DxOckf8xu/rTHUepXsN+b/SK0q7cvmIV7ghnNIjw0bHD0AAAcmRHB1QiZ0iEc4RAMwMJImOgIACCk3ntGEJVS0oTsgzkJT8Gh2apGJNXmvgKkFdMAgIkBYm0twgVKbj2YqRmIACKxEIC3trS2suSb8UzuWduagPbEJLgZUrbXUq4z4lN+Erh7W1czEynp5hUpy3LNSyodvsldIaKCAgGESJwZQ+TZrM68zc3dqr2XWmud1mVxN3cCZI+Qcbop03CfiBHZS0dENYfAAELighQRres8z6qOJLm/kIbP1nt41FrUTLeLFpEAhrB0t5JvzC1nEYvUGL+OSiEz65ae0iAiJAYbSEqPaA8v6od+3b322muvvfbaa1eAe31E4X0sziU++pXXpF68LviehGFsrcHRGyTvp0kFcy1OiPQk/jAQAByCt/hK9xH46eHggYBIyERIuIH+Ria+O0KCF57CSRFYmIIiAiPdp4DMToQAE09CVKVeLg/X6+Xx/gHgXkqZ6lymKScNqwjjQVUvl2va80TKzc1NFTlf4Hw9Xy7nu9PdXA/n63mew83UtEgJAAhHiN4bhntfa6mElMEh7vb0zgGAiFQ1+2zArN3NPfNfLAAAzc08iCXDDIVJ1ZmiewcAZiZMv2JgQEQnYoPB1yYiDzOzWioTeXCEdVUEYC4JOifEcCcpEa7ua+84H9Jxl55AGJw3Z5dpmpkZWksDoAdgQH327Nk8ibUQAQAgGvN1CELYg4vHFZsfJrXy6t33vxz+v9y+fTb7aiDo+WvHu2+szRhWAADoJSYLAvmsnv+ldp4W0iP8vZO87UIyV7jMjZv0bu2lwvvT4YNmK5wNFJGBZ+SJbS1x7FJPhBh2iU5BYc1X8IDFkdUWlhv3NTQALVkc7kzkCIzQwwRoXReAYMJhETXrqoRYSrFAc62lImFKMubI7lmeFHc/HY+qBgCIUzohRUpXRSA1JQRCyD0CD2cSKcXMunYiBoPW/f7hpWljqt06o0VQtsu7N2ImFlOFCJGCCG29FCnzPHlgb905speZ+xqMYO6qfUOVBJGQp7vX3YMZGauatd6lFNWu2uZpvqpCBCC66TTNrbUIQMAcJkxphwCH+SjCqrauSykVmcJjng/LutRSMiZHhBHRrRHC2ppIOZ5ueluI5HpdtPciku1Ed2AiNxdhYlnbSkCuJkUAsPUlza5Ne+JihIuImFqzdao1r3xmjAARduvuxsSpe0U4zg+y3Ovh2X6D32uvvfbaa69dAf7jKfE+tbn3iUm/jwu/jfkQH5WL8THn5+sWUACMG7qeWIWEiEbixsAYDGZYDhi525hji8guhJnH8IISOEBGKUJ8OEUIIx4mnho7GERsZvlqkAa+bCqOJWm5uX12PN4uy2Vdl977ui50kXk6CDMz16nWUpZ1MTM3B8DCMh2OSOwAa1se4YGYmWVZrtkCQQBispyzAuCnsP6KTCTMzkxjuM6yj5epLUwc7tkkBKDEtROhcPHoZgoQzIWyQ0SUmYfp/IwIQmKmjEll5pw3QyQKSnudhVtKzQELALcYsTSqquphiEREvbc8pKXUGMg5J6IMNXUjoiTFBxFLKbe3t4fDkUWAEDJlnyjMEAmAAK6dytFKd9T2+JWv//Ya8nM300WNglFtiTZPEzD96OX6xx+Xb3L88unULF7K9LfK/H2X+K6DqL5P8N/J5W++wV+ODjidNL5m5/+K6cyPZoBBz2n6bNA7ev1rzF8keXG4+1HlHw39XcRftHU1XBxD1ZYHKixq56tygQjf0jcRAFgENxiJtqR0ACKmeVJYAKKr1lKzgWaqjAScZEBPviKLuPuyrE8BM1sfjJiYmNAGIA8C0l2ZlDwIYJZ03F6u5/v7lzEwExaoHiQsIuOG5pERo6DaCbFIjYjWViQBRHcTGbiIUopvFRAZ8ONhucOSJ7qrZhM7T3TC4te1iZRwZ0TmkS1UymA5pIE2gRPeGkCN7NQhatcikhtGicow1Rx/tZx6BVBtph0RTA0RpRQ1Y8B5ms0UIvL6iQBmKSzm1np31/zUrG3prSNThHtATk9upHsihMHlHAHDkET7NAvgcoVv/jr8yE/v9/+99tprr7322hXgXt+jatz03ohlidf7fuMhbnGgH4aFeo3+5tSmMmhdT/EuGzA6WxwQ4elQo8Q5A8CIl9iEXwQxjxd+wgR+6BfFbfmY81aIwFvQfiYfho9QE0/sweFwvLm5ba0ty3K5nu/vX1HS1pmmOhFLTlWZtt5a9uvu7p5fzo/ny2NEJCBehN1NexOoSbdgYsz1LwIiqGlrjUthKThGH8E9VLX3ZmaR3tFwYU41yyS1koVba+Ge1IFCnuGNA68RA+UHAJbJK+REVErN1lOOV4kIMiNAIDx1b9wTUA7uFhC1lIjYFCARoarmawpKKdXdVQ2RwiM8CGmapjeePz+djhnjk4cdwkdHlrDCrG4ocJK7F4/3X/nyV7vDrYgzr+E/9Xi+Tv5bpXSa/sVX7/7Z9TvXZf5PI37u7k6d/qPnt4eTGlJ4c7JvS/nN6KhxZIrDQbR8cP0gIAJQuP6MH/95LX9ltr/u9x9QP1j7N+n0r+j6G8ZfAvm+Zui+Wj8/PqgDezQ3BrFta4MQR6ZlABOZ9t47BBBgLUXV8hzldTiOz7b58LSNkmB3sBRXKbQChncXIrpqL1EiAgjdzH0gL0spagoIiRmc5/n+fH8+PwCilMpCheaulsz3ATIJdOuWpD4u+THsXYmBmFmk9w4ItU6X69nMxmdh+xXLMsD0THw4nFTNw+bpwMxqVuvEuXtillzBvDBy7i4FrYikGHOzzXcNqoaIU606cppwWRdOXzQCADJmCKsRcS0lQZfTPPfe88KDQGJx7R+GxAT4sEI7IbGIqwJxPU0OvixXiDA3M80sXPqQ8WFjfHgjfnhOQAItX/lV+cKfBNoTQffaa6+99tprV4B7fVLpbQ3AzQL6WqzLUxMwnh7no3hNJY6vYfitrBOZWiAibKnxHwo43Eb7AgECkAARkJ4akEPjpc/TxyzctkSEDSMRGK/PQRkAMg+qgbkDYIQ9zRBmroeHo1MKy8PhSLT2vqqpNW1tLWViliJVipib9gYB0zQfjzeBeL2ee2+5vhQpCAiUTlViZu1qpiJCLLhlFeaf8cR2SzXBAIHoAKru7on2C2YIKlLcHQEs575GsxNhg25n7w4gPDw2URcQiaTfJiiBiNxM1TKkMQYtMJ4g2jkSlmGoFEGO+eNIbObTxBFg1gFG9xUQa623d7dFSob3EERqqvAxNtd4Qn9s5BO4vnr5h7/1zrea/j+HufT1LdWfffXw4rj8T0F//yjfJXi/1m5FEQmiQnQ5XnFV78eYCsBlxiPiJS4QBu4t4K7cvGnt23Zu/y977/Zj25beB/2+y5hzraq997l2tx3b8UVt4vYFO2AihwgbpNg4luABJN7CG+/8DTwRhAQvIB4QErFRhBKJCAtIRBybFnbsELvbbkN86avbfTnd5/TZt6pac4zvwsM35qra7XYE8gvkrE9HZ9euXbVqrrnmXDV+43fLeCPxlP05MetVyBpmfdgz46eUjeI7+3gv5QXidBonSwk/qMS9BHk2kGQEiXhm732YgSiRZqbaiMhsmM2gkUgLLq4pz+WVTAxOJCJSterQ91Y9AEQq4jPEchY5uFnta4R7XQURYWZjjNF7hYWWTrhQ5Ww+qJskEpnmVmytu4s0EFRUmLcKhll4aesp7vJMA2ZEeNF3EWCWpa0VJFtXDhOFO5JUG0peXay1e0Rmuog2bUXXM3NblqrHjEwRaW1Z2nq73SKDCEzETJEIdyPDTjDOTaJEAlW9qNpaa3UpOhAZwjLxG2WpovO8zcO1QxF1DO4OIhUtug8VDgxEZEY9Ka5NKSYAae99ZX3xrr/2kcvb/GUuc5nLXOYyFwT4gQF3/6wCwP9H3YDfqujhmx7kFYVoI3t96cqUyKZt2NijJWbiJ/bWB64iMSI6Y6Q9tgIgYSEiMz8HhSKBjPNDADsTRUhHFdTlXtUdbpN/BMVulqNELY2ZmXkBsCzLGL33bfTTGENYtC3H40GkeYS7DetLW66OVwTc3t30MagyHkEkUuvjKmnw8MZr06ZtYTk3tk+tYLVBVJYLs4RHIs3zvlORqEJoRLRQ4Zl0ykSRQgCKv0Lm7IHPPPWNiIqoyUyz0doSWTEiZXzziCJMWITNbQIAlhL0esa5o3xXg06b4ixPJyyH5frRddPGIDAhQog8k3aubIWJbS91GS1ePv36X3jvWb9pnzocJEhFn8h448YfrZDt7uPHw/EFfeUR/9bxaj314JS2BrOEBAulL4RF14+YfWF75qMHy4/Q1Y9v8suMT+Tzz5C9K8cvSD7Wq9d7fH2hv3fEH+bhXTv1ThrJHhnZtz66ZYyVGfcgnGeACnNGRsS2bdVgDlAfQ5dFuRUbVj0Z0xyIcwZPnawZhlrwe154yIyZ2soszH6+AVtbS+ZZzLaoMIuHjzFOd7dj9EUbE9d1wCyqKqLFRrbWtLXTycLdzHZeToYbM0UkMWVQSTqRyEjeRb8RE8ADqdpEJQKVn7nfLFWNyKpa2yzCjEyPMYs9aVJzzCwsw+z27rYubDObuU3honXRIiJEpC4hVS3P5LBBwhzibmdLobAwUxCUpVpJGrP5YGYRrdPs4US4O931MeY3TlpWMiLgJXUuUW7ilTCqetZ+d5Nf/SwuCPAyl7nMZS5zmQsCvMyrMDDvRZbfBA+zatvzfk/+jPoy74vg75nDOHJf2UEkrOaDiZFZTdnY4d+OYSoZn6kaJ3a0eoaKiZxfG5k0rYDfArsmKhqmltc+CZBMoBbxxIwo6EgRzsyYTqdmZgW6VPS03ZmNYWOM09XVI2Ih5mEj3EW1aTserk7bnRd6y8zIyBQWJo5IJMwsE8zCrMwMQkQ0osh0tyjmLuucJhN7etXtzUfDzJYUESZimX1/9XyENdLneSKaKaAJYRaRdT2Ux6ysjEzcdGGhRIKYOenswAQ8XEWbzvaIipMpmkbb4okERLTOYfrIhC7r9dV1LcITScSZe2gmEREPxCYNuQiNb7zz/njByzYOZtmWGx7/ZH3MiXdEWuLSqwAAIABJREFUFsYft+VvvrVQ7yPzwDI4fvR0u6R/RvRdiiv3W5Z/47R97Mb/C8IfwYTow1s86uOtY1Nqv5OdKQcdf1wOPxnxa+6/KuNricGhxH9MaZbIHH1EP6VkpoKZ9qt8EnaZZjY8xxgWAcy+u4y6oLMKEkFUeaGZqcpTuxxZxZJEEBFhKdUu8YzEnHsQmZW06WZoZxI9aOa7ZoRT0s3Nc7exXD0iEIsI6WZb2s6WT9FvZEK0YYd85u5mnTuX0peZiLfttMcCleo5MIN8Zm5NJpg4wlWbiBZFWU0SzKTcZhTTVGvTrJIQid19J8x9jIhQldq+qXttWda5+SKyqrj7GKMY0cgMT94hNBG5h/vwiN67jS7M87DjfMrFPTORhIzYtm3yqBF1kUemilCyhY+TTattErL6OQt6h7uBpX/p0/ov/MQlEfQyl7nMZS5zmQsCvMC+h/APf4oENF9h/ObaeM/8/JP/hFwwnugmcIIg5gp40nr3VRCZNPP5a5U5kSHuV70FRypkv3ATKJkI5x46pDCfl/OzZT7SwysHA6CIkcFcuSy1KiQSakwUGWPb6ukXv1EtER5uYxtmz58/Q5Et1ahuY1fEUe8n65sepVAcVxM7kphAHJlIhJsBkgyg975D32zaANTiWIjhSGYK7xVOwwyiMXq4V4PbrtgkYVkPq9sozFZYmZlKMcgsRBUHOplPFaVWZwfCBMDNq4O7gLTMKojMRBXfFfsnzOkOJFcuKLMRKUGaHlvjCNqJ1tkzjpyg3HOQLu7o9gdf+PrH+er5Y98iHrF1337h9ccjmyUa0DI8yZd2MAvRP+f4D999/ibf/Hoc/5M3r25V2LYP+/jebfvIwu9Q62G/y3c3B/msGjnfcErGE9D3mfwo9fc2+63rJyJ6FXFjd5/m/Ii5hG19Mx+NJXBv4Kurq0oXc/TuER42LCIyYe4gO8uNCWTDRGcoS3UD9tGLy5VZB2999JzRoBqZssuAwwZ2gGSjl7ByaQ1EldUJoiR79vQbAA6Hq8iE2WQTCx+CROS0nYCsLkE3A5JJVVVUCCSiHgX8N2Ze1zUjT9vJwwAsbTHrOzTTApSqre6g1lYPV1Vh9bDSwQqL2bDRiUlbm73zke420lh1XkAlJ54FLT5GzwhiEi41sWKMDD9tGzJFZIwxbCxtmYJxj8CuO53pTQQKAgEwswgXFYUGxbIsrS0RPkZoa3NPJEJVAHHzHPOknatKaXaLgjJPX/7s4b0v69vfcXnfv8xlLnOZy1zmggA/ADgv8//d1/+Jor9XSuDnP5whIjJj74tPIAl5Lf1KYjJ1THNVtjdB7Aa/nc2rtJb6J94btKvGuoSawkISEZFxXt09WM/jTB6W5LIcegDMRrXAeVoEJSDMmfCMzPDIzKgFdKYRBCQjBou01lwVp5PZyIxw32yASFhU27oe1qUhvfdt9G1ZVnOLcGT0vqm060ePC+suy1qkX2vt7JUM91rIqmpEuI0zKzKZzohA0ujDOiKlLUwkImefZT2Oqrp7IlgUVY4IFKhwdxbJDA+j5IfJJe4GAk+CxXvvInzfvEiUxVHGTAotOJ2Z2tqq2q6Wx9fXDL7X2iUY6SiDHK65RVgubk+3z3/ui58OW9djJ7/zaJGuqaQRepf2w93fRv7Bwl9tSxv2VPEHbfmx5x4HOUR0i5tx+w+YPnVsfyQi4Ga3n0P/zMqJbJZvcnuuulF+Ep318H9e55GPR5K/PO62XH4dG4Q8EcPMI4SCHTOWEtUyl7vGtbS8satwmy7CVJsVkVnYuiJ1ElHS2Z38DRIt8S3cSVVFzKy0vktbMTm3NLe2NBHVPT6HRaSEi0QesZ1OdXVVfKso+4imLXbrpqo+YM0hoiIKpLuptMggQERaa6fTCTHrCouCnnsEu1RbpZmPiChaLylBUClr6gy25aUCZkmE13Ulkd57ZDJxay0Jk4b2ANN2OrGoCkUEMhmMhFvZU7EsS0Tc3d2ajePhelkaQFXYQorWmtsAwKDIYGFOLjpahOt+KSHouh7cbPQO0Bj97JCMyJzvDDk3k7LyocD7fhMJy9ji3S/hggAvc5nLXOYyl7kgwA8C/KM/qe18qJ+cCk98M5uHb/Xfg0aImepwTn/ZtaCL8iF7E1QXQ4m4kKCc2k8qpuzeD0hn4pGS9i8HFSdQWsnZ+UdJu/ktHgTX7GGjzNN0x9XBkOnmLBIW5qaikZnVFTGpqzoyiChAkZiZmW6995KtAoKMbr0UdR6W6cCRiJm1j76MTpmkLSPMRoVWVMxNIEW1DqyObeTAFGJSH124BKrziRCRqGaEewAkognnXc1WTQZmFhFMnHU2E4SqFKcIj70GA/f5OLjH26CyIxZer3jLqZXNPX+VCKDIzBgUzETCDHASwLSs63p9BaYpQi3OE2APzozwDSYpIP7G83ffefnSiUzoo7fbD1l84+ifCFIlJXbWn9ue/xV/+fe2wy88fuO9JPX8r1+/+s5Fv77yCxXxOGb/Pbv9zKG5HLPfDJZAl3FSWb5frn+iyz9cx2dpfE7alxdku5Ic3+Py03ebOz6VaUSdicxKY+uWbeG9TaRQcTAomSlTSiXMsx0hk6tZoNx/2hqmU873zKOMcGIihocTs9a9RpyAiHjEsI7EXslA+/kXEd22LSNJuDUmou3mRe8nZl6XA9PMtixKTVU9g8EimlGxQOmgjLSwpMxMVWJilvldwlzNhCptjM3G2Js2aU/HjYyEUtO2c+xUF8EeEQT3oSIEWteDiuYeKQNCHVVrS3B1DeJwPBShDfPqtzAb840hEphFI3XqVRcQ0hNj9GGGjAhEJLG7ZbL7iKqqZ3YP85lium2njBTVUlkDJKo+rEjsaSQ+Jwa/uutVTz9ePv2zv59efqdc5jKXucxlLnNBgP/cIcZvSQA+dAjmg3TQhx3x+7idHh2DEADlufWPAVCCKGnGYs7+hntOZg+xLBccEzN2mWFE31dyUzUak2+kvVt+5xXL6xXhRUCKKHEt2InZK3S+cjaAJERk+l7aPlsNxM0isvyHRJxJwgp4htuwwlltWYg5hm/bxqDWFkxwStt2ujpeE1HfTuvhqKJ7XksQSFgyIzPCjUjl3MkGIppVBBYBYF1XyiTWIu4QBAIxlzGrqt4SIKY6V2XWYqJJA+79BZkoBna3k3lmcNFczLELemezNsuZIWSmvRkOww1EuizSFEAg6VtlCD2z56/Fa+l8d9qGk8rBWD467N99fvMlxmeOb7zHGuHHXO9yXL88fQzy9nJ6fzkeib7C8cdXqswg0siXx0ctw7w/OvB3DHrc+VNJ7zFf6/Ev5vX3bU//qcuXlWM5nlQI1OBflv5l4CPGnBmIRHZzDw9PR4o7CwNckZHhkRlU8aooJ2YUBdtUKWfIamvLLoB038OEymBa8N58iCgz+xiAEUFbk8ztdKr29kqdDffMUF0rlYfqGEGJvLu77b0/fvRkXQ/mxskiyiKRySxmVkEp2xjCIszniE7dv6bKISOm744o6sLwypOdbY1JBFHxcJbJNyKChMYYVdigIiBOUavQUgKB++gASWsKyggPB1FTDUpzCzd3q52diFCtPRDdWes0895P7t7agsTd3d1eOLm7W4tWnUR+EagO0V1TgLiHppSZS1u0qe0vR938zMREcQ6BefDOFADXh/3uz/j2GBcEeJnLXOYyl7nMBQH+cwD4/oTWE9+qDj53reYUos0Sv5KA7gCivuxau9KY7YHTmldqzwcw8gE/dXb+7T+8uMTYqcCJEXfFae76z3OZxIRwsx5+VlJPapBZhFlEzYyJVRtA1jdkjojSQzJL7MVrxbetyyIiWz/ZsEk/zu6Hxax7+Gm7GzZEGhMTYD48rEx0wqQizFyhjm7GzEI8bLibiIrItp0i4nC8qphO86kbNBsZ0cfwcMklUYmOUamP7pFIbct0rEWKSjUlZkZTNZvMyS4pzQfaUuxpqyHCmVQYLxO7FXCqaovDqc+LcET23scwWVSEl6XlDOpARN6r7Iq3Yn7MVyO6Et756tPnLzYnPaS8++j67tQ/8tQOq6o5h0Povztc/0boi0W/RiyUzLwEka4G+j47/fDd7ReJP4F43/O7bk8//bx/ePRrbb/II237emBh/ZImSTtK+57A947xKdUvw/+bq3bg7ZbwmucSuLXhRAKinbVDhbcUutjNZDMwxGyMsZSSMyvSs/KHiJlEBUzpXqeLqmyj1LOJU9+QSe4JqFDJO4soLZQjqsI8Rq+czCqKIAIId6cbIrq6etzaGggAo496XYYNDweiZMOTVMxIJBAg4dogyCSiOuxdzVvHmWdivP6/tAWJZVkyonrbRTTcwcwsw4ZqY5G04W5LazPDNpMndxwijMxt2wCoKlNzt2p72H8KxbyybYyh6pFwc0L1bdCyHCo4hwEijKq2cE9k04WJt35i5nCr7sS+bUi0ZQ2zRIIwxiCQjeFuzEJ8LmN8NemlSHJCVpDpnxm+meclSeYyl7nMZS5zmQsC/P82vvvWO9b5p8G/PJfx7XDu/jP3Drx8BRY+/GQmwV9vQ3kiAqKZ3cnTnnMGgfnAUPjKqq2+cc+kLAQJYXnwPfdxggCdA1EI8An8SrCXyBRmj6jy+Qhn1qacbu4+bCCzUi5EdJhVifYYlolwI8zjTiAqqp4IulB4AbaIzszL0gBGZqRnGLgtrYkwIZlVRSnTfAC1xp7CS+xyVmbWFJv1C+5mbkbMM1PULQfWdQU0MiKDy2rFHOEFj6P64ueEewk8+eGrnxMEQlV77wUVmEhVbfRih6aykRDB1XNRskERVj2OMAK0tfviNSCIEEHEgagXeuGrb+DlE1D/yufffva19+LK6fi72v7jt9/SiPeEzbdbhoOvRX/lsS3URA8/vt391MvT33yyfiVsHfHTd/3n/P33btrf0Pw1vvv9vLtuy7+Yb3xRn0u2O/j/yi/bYY22PJHDIu3feU5/qW9/+7D8z1fxdJHT1q+JXsukglJErqKZYK62kELFLCzEIDY3gtRLA8x/FyISTZD58HAiZZHG7MRwy0gWNrdd+ZnIdK/UFt0LDMjdiNjdKYhJAtH71toyYVX44XBUFTdrbXny5PV1OTps27bet2VZAAwzbU21ZQSLFP4U4QivJsii9VhYRUCI3oWluk/23RTsLlmKDPfKehnEDAKBIqNq/XaY7GaWmU2bisYekVr32mShRZSlPIp1C/TezT0ztu1U2xzCEjQh7tIWZVZtXvA1wyzMRriJavVGoNo4iEi4tSU9HqhSS4qMZOpbZ57puEVPl3a37q9CqfseExHVc9zfaXT5M76jRualVP4yl7nMZS5zmQsC/P83QvxT/vqtPjiLP+8B4EM0OP+6sh3YSOYqew+IjATvvrv5taXNnPxe7q5CICmZp20qE1GNDYhqjKjavT145hxCOWk6N6sGdo8Ij1pnz+YwrngJiwxmKdFpIN0cCZmLdYqI3jfVpqrDjWbrXSKjyBkgSmyZWaRHmlmlQZp1ItLWIsPGIJLW+JxyUxmMiTQ3AMwiqjnMo3t1WDMzCyQjkqSyFlnbAqAKys/xhkAKC+EsmQuwRAwggUa1jg/yqYQt1mgmN0ZQtZxnpmWCxjT/0RkvgCg8vLXGRO6+bRsIrC2iSi+K2mJCYGLHyIhIRAJ5Y201Pv7Qy6fj6y/08foJyQa8c3zkoMM4ZdKP3vl3+ItPydKR18wS+FjPn7l9+fHF/uiwJuuLxI3ny6Rb3DLkhfXfwN2nrvI2SHO1HM0R4Up8x9RAv3WdH6LlG6u05dGi8vL0IjEClETpjrARzHCulywCBScqh3PPN5qbFiAzq9jP2ptoupg7CB5ehllh8bRSfo5C7MilrSG+9Q3IYc7EzKxKBVREuF4F1RYZCwsrm5uqePi2bSJSCZmzlbFIrVKmRjCRE5kNJoiwmZtZHa8ICDAbVGkubem9V0xNFU4wk7DEbn8tMtzMdFkqaBRJ4S4SBdXMfdgo/2dECmcgVdq6HtyHuYlqay08MkiIzO32dMegBJblkBlVY7hTykLEU55KTESBAJJFGi8+CiqXEFoS7mYejogxBjKJyd0xSTyPCFH1MaoHohj43SF7XyTz8B3tLCPIBF89vrzpX+Yyl7nMZS5zQYCX+dOQYD6I/jzHWJ7/mB6wzLM6NICkjCvpraUyYu9ing0NtRTj6kCjsvzV6pMeegWrDw/MLCAKdyq6b6cCiEvGV8mT87iLAdiloRwZxKIkIM4wECdStRE4M4QkgHTSZQ338BFh5oOA8OhjmFtEFKnixMzibrUmrhZBRnrEHkA6CZbRTVWrssIjWdjdFyIVyYTHoHRKBlAOPWbOqmGYORYYfatSPiCJkglLawRkOJBjjCQicEYwV1pGEqjKxQnBQut6EJGILBnedndXij4WYeLKMu3bKTwIFBFFNpIokGNYvToVItIWReYYhtnkFguLRWhTDqQQKjyktLqVJJoJyqCr1l9CbHv2/o+eXv7h1Ru/CaSNhYTbwXR9bbv9a9vtTz23//Z4+7cevfZC+FEaje3UQvJwMBGK/139u55d/eNrfEVfS79dfRn97j1//7g8PsgKJ1dmT3aMRd1Ov6HHL712/T4zqazYHkUOMoF4uCF4SB6bpO0bEqCqawdbDlHmgFkv7JuE1lpdTiJa+S2eVN2Mvff0qD2N0TcRCbNi58p8ui6LmS2tuRsomdnMiabnjZiYpPTA4SDQ3Wlbr4+nfreux+VwxYuoa7gRpMA4szBx5XCm29IWCDHL4XhVkuxIJ25uBmUQe4wxuqiqtN47S4ttnE6nc2XnGBsRJ1fDe4rwTuSnioR5hq/LQjwrHZb1UECUmcySWQ7LenV19fz5s77dIWNpq7CCsK5rZLKw9eFuY3QAkfBxqrCp03ZSEWJaWvPwMU6VacRE3cPNE4Bg1ikyh/t2OkVEW1pr7XSyYeNwODCRNs2EmVn4sqxT+o10G6o6XZdzZwOZEEhQ4vjo8mZ/mctc5jKXucwFAX6AoV5+00eZ96kv36TtrIXc/sk8t8DHwzAYQl7J9sZyS1nBfvrAxLf3PyRir3enyQjSFBxOAhAELlsQMYNIqFbhs+ZhVhBGltvtbNLDTGIkD0dCRYlo69uEmuWOU7jvqRJV4qfkiKoVLFWe+aj+aADalkWljqS1Vh3TxRwWgKqTtW0nZV0fHW30ErnG7IUT5pLDJufsuy9tHrMgswocRISCzEbpSiMjwtOJRCNCmCMigKbaRKfklcBgxjwthYGraM49mGfMzfF4FeHmBqg0iYjhXkK+Yo8mrfpALVzfub829UJYeAU8MsveBBCeRPzA2Xnuhe92s+pyM8avvcD7h9d/h2JJzxjs8Tj82fLI26N3hn+Z3/tOe10pdJxuiP/OVfukvPGFdWV0U/5c6H/0YRcXWpY3xnp39/7QJZMi/SdJf2LjL5H998uIq+sPsxrCkJ9GiuqPbqefffHi6eBfWMWAquB7Me7eynULHOZx3utjWQRmxMTCynyOk60rqioxKqQnJtIG1SuyGwjNjGgaAKuZQEQBeER6jrTaIph1DoDZaG2t8xsJIty+fHm6vX3rzQ+VH49AmfAIJqqfaDZEtAyJPsNISx9d7Fdm4Hi8ysQY3UZfljUyQCkzsrUobMcsgo8xui5rXc/hycI0u0MImWauKiXiFtbMbK1F+Pnk3Ny8HGOYDWEWXooA33M7R2wxRldps3aSuOJtRYWJwr0YyEgXEWZxs+EjkSyS4ZnBImbd3JrosizuxkTDjFXFvfcBJKweioTYbUREaw3MWd0bZnVBiohqmzs4V4/1jQ9ffgdc5jKXucxlLnNBgB9kJPjAAVhpka8gw4dC0Fc4wHsD3xk2ZgAp6W/q7XUrAw7vQTE7+KvqgoJ+Z2nWGQVWpguSweXZ23ml0nhSpE93D1MVZJ+BX2RUOSB2MtDN3KOy/ZGoaJRZsscslYA56hEYqeaDWCqo1K0Ps5Sm5WVkhruwQJcIhza3Afe9i6zoIKi2zDidbpBTTIiH0BTFt1Tj/FKwAcQ2htmop1rEYzXx5d5xNkYP5ghfZK0EUY/QneUDMsKKsitXZO9eiTWqGruytBCd+1R+Tgi9vzbVdFeEakb4nvgfzADKIcns7sbBU+CnysROuyq25JT7hcERRrna+OVb+fRb39bJW8ZHSP/6e8//gr/3X7725m8eH/2dt69/8fbbjHQkBcUV6RD67UMnbXCiMULakrB4eUr62UEfu2v/C06fkBTQgeWjjsekVwwi+Wu3+QOWH39s/4SbCT6U+bHun0mvfJEGuFnPQQT5pggPIgIxlDgRziyiFRpUFjbZlclp7kkkWfgnzawCUoe7u7kbi/AU+opHVm8EgKbLGFtmlpnUzAocDuuHZQVRUyHmF++/mxlvvP7mYV37GEV0izRKr+u2PKVElHt/4LKsImpVQ58452dmZluaWwmVKZERJsKtta3f1f0a7hHGfASqtp6IyNx8wt0kwrKs1XKZGSVaNhuBREJEtB2aSIbbGNVs4u4iWm8lZVlUVXdike10N0Y/Ho/DLJBcNfEApWDG0iYTSNjNiGiYjdGXZYVkiQgi082urq6HDVVtS7u5vRljtNaEmNhob6Zh4ogkArPs8Z8R6YVm8eRtee1Dl/f+y1zmMpe5zGUuCPADB/te/fhBsx9eDVA/Z8DkjvNe5QYfEID1X6zSr1vUYpeYKzEyabYRToKReIce9yWFJd+af5+VBRTz67/Vk3hYc5f32TC5c3SVeIFIIo50ZSamytssqFRrzcxgFlmW7BnuxAWFM9ydmMIjU0BNlUW2bTMfDCZiEdjMDmUmkqbLejhtdxXyUeGKqo1ZwsPSRIV2M+KMtRCdJGeZ9PY4SgDMQsQkoqp7Q4MAKIjo7rQsO+pGTNEshCQneCugQpVKgr0QkoXrxM4e88lxgYgKT04qdi8dd/O9OH4naTFBDiiBmR1Ku4/u/Cqorhnj5Rhf3zam5U34U7K3An9x2z7Unr3VF17XlvHi+tF2e6vAawkXed7ao+53efqewJ/P+LSPL3hSWwnxY1v8gJ/+aFk+HXfPYZ+yuyeH5WVrz2E/EPIvnfIHTy83XP3j1wYsP7Xk333z8Vde4gU9fxxVbBjIcMI6YyH5DACJmOY5p6Ck/eoZYzTMZNm548A8bZwRqlqnKURYuC7HCvA5rMcM90LSiAIk5kNYRYQIIkJc3lQU2hGV29uXSBwOV601c49MYVHR7e5GRDO9976uh/PZnupHs0C427Ksqs18VI1KZh4OhzF6HyPMgaxewbp1IiN2b+6uRta5DcMsqqNvFc0SGe4uLH3bsEC1LcvqZpnpZulRvfeAV6UlkARWUY9SMlPtdJgXVZ7LsriZu40x5s5IpLsBScyINLcwrzZFMwOl2+ijR4Sy9G3zjMjw8CaanMw8+uB6mYhqF0Znt2aauwjX61dXpjx5m7Rdfg1c5jKXucxlLnNBgBckiG8hDc0HDsD7v+RDxAWcCcBEgpHX3Bcl86HCsddG0EPYNsNBMVWf58V3ntP7aG9xiIrRZxLiWrjThJQz7SEftEdUU8TMMSECMSsEBLuvCyuXWpVSJAEq4oGiCyo7Efd+woJaIzOA6gPwTJtd8hERjkze0ymOyzUzb9tdpIMQEcic1IoNIBdahaVwXu4BNjPAMMJGWkYh6nqOzALiQmsAl7XPY3Id1WJXzxSoNgtmlqqYu49IBZhg7sWWqK6FrW1YRS7uFd/1U1DME/OkavcyA3iVH1a4B0tTpQABAef7Zsgq/gYAB3Xm5zcv9dk7oDWXa055Cfsi2uPbq87ixCfhQ4Sz/oidfurU35f+S8err0r7Ttv++vO7H8XNr2D5z64WE7kaY1OosIBBTCyfFnofGyBGPAjvLPQdwbcqwoqUd9v69xd9YafFgkEEuCXcsXcnZsYrIHAXHjP2gNMM0Sai1eNQmts6se428ycje99AaNqEJTPHGGkDBBGBA5LF6RJNYypDCpyER13nw3rZNZ89e1+0iTYiqbTPamXsIqLq4bzD68N63PqpmDxhUVlVWiJJQNMky2Z2c3szKfRZElhZMux53/kBMNODbN0pKp3HVuFGGRn7hVqk9zBzN0q0tohKyzYp00S1DtZJnvWeRKqNhfeUWy8MvJcTYgpr521Cc4dob6cY5pEuLOuyArBhdfPZsBKPYxbZz0yiSM+J8LMen+cLTREuzPTGRy7v/Ze5zGUuc5nLXBDgBxL2fcsCQHyT+POhA/D+g70D8GEVRFZsySO+e+vomamiQBLJNPZRwbNp+JuZL6AHP5mYOMIDyagM0FlNMJemkRHJTBF5jyCT6ohmz0S1yZ/5xshZ9EeSCHd3NwCHdY3MMTqzMIGCJsBlJoBThLUcXwkjQu+bMIWN3rdhwyPMBnabX2kCAchjuXn5/HS6FS4LHmMuarEejrXor0PCAwtXLbUrkb9OT2aaDWGpArmKeFHVAFQlIzwCCRGO4MkBxt5NR1xqw/PaOiMgoqLFNFbQy15GnxXV+tA/+aA5MCOiaTvn7JcUsFWwamlGaT4AHuwY1IwYqxxef+fd/+BzX/v4k7c/qYeV8I6uf+PbPvSkjy8zJANGp4QCH+v0M6eXi5N1/luvAYkmjJNfC7F12+wm/W9HfnJZ/tC3l8sqwJHXOwmJXES/gPz5K/2lR28+E7a2puoa2WE/NAYM72VYkm3j9vbUIm5Ah3CqgvEgMCeyoJGq5LAILypPl6VepjJhIqj8kGVPHcPqFNXtYDaqEGJpq5szEwAVrZ0JUS1PJlBYOt19XQ8s4n0AOay/fPHsyZM3uK1BJNpAsNHNXLUNG8uyRmbfTqrax2Y2WmtNGxFIqKJcwl1VS7Q5d0+Kj5WGRDFyXlmgIDPb+nb1iMBS3fSqWui0uPG6CkREtJXkVbUVygUgLMVhqkjldmZmNW1u26kuNtVWhSUiTC5m7pke7u6H9SBSsTpDvD2vAAAgAElEQVScmZ6eHpZg4Yyc4U9EUpcxuC5CAlFShDOhuisyYowxeb/WgHSPulDPDkAi9nDiJKaedP2R7778GrjMZS5zmctc5oIAP7gw8OGnXu0APOs/cU8A3lM9D+r4zlrQzEfH9iHeGg0iShCxMKFCLBIEcKXSTxXiOcCT6AwKZz0DTUgmzBCZP3tinqD9GzCZvNhJPyp7VWYRZWxhHiFTA+kFnM5L2JmjQsXqODIXbZFIMa4cyDtkhtkgunPvblZZ9vUjz1xZsUMqrffTdncDoghoa8U26rKqqLsvyyIqGWHuyBRVJEXleSSVfyvTIyM8VBYLJ9C6rGDKSPNABokQc622zfzcqsEslVcJUMlKMwNJEcZE5Y9s2sLNbbBoRmREH11EhdndRSCiO7yxahHIzK1vh+NV+dC23pkoIwZwPBzDjA+Hvm2LinmhR5EcCXIQpV8t9KWntx990b/Ad7/ajq7Lqnk6Xr1/dBm2YTtkG4EG+h+Pyzv51kf6+MQBRPTHov/pVX6PvPVlcl6YRyc/fRH5aRZErhGO7Ev7KOjfPMXv9+3jV8tJ9XeFW3gwHxEMaPK/dsLnFzwjzoyO5OhMpJGUM8EU6RRJQimE4HAnptY0M3ofwj1alVwwCIkg8LZt+8vnEyBJK0GjqCJz2MhEZjX1RWZU6XlkNm1VaVAq3cp5WdZ1bNuzp9/o/XQ8PgKyb3eTwGUmosa8rEtGjtGFOSOI5bAegTS3dT2OMRIUw4LLSSdjdBUhyO3tSwsLd2ZZlrX3rW47JgTT6XS76tLdIkYFaVZvCgARZikNLPcxEiHEwzqQ6+EgItZ7bTGEu4gMs5JYE3MJmMfYMiHMY/Q+smhAEIusZi5CzC2TzIyZmOi2d2XJADOPMfYOCY5MYtlOtwksxYXWxgoRABuDRRIZmafTCSgv4oztyRKaE3S+jQCHx/zo9ctvgMtc5jKXucxlLgjwg4n8HhKA39IZ+E1f8IDue/UzZ3Ng9mfHR1ESyjhDxPOjzi6upAflfQXk6kto14wRfXNWx95Cf9Z8ZoW+5C4pnZLQqgOLZJIKpeBM96kKIyIwVWG3RxVqSyX1t9bSw9z2LFKoLq0tZbobo7PLWSQJYj333Jf7KFNba63d3SaDWMXMD9dXKjIbLMoTRdMiNRWuEbPZb3flVUs2EVi4CTMz8cyBFBb3mT6yR+AkzZSLeZIwqwsE5QysVNPw9XAsXhGZ1cnmVXO/t3FUdugs6Y4sF9zUziUA+M4xskg5DNuysEjsRzKzSQGEFypwwUb6Wctf+/DbX2jHDeP7u91hfW+5Ohru3H/S9C+9f/eHj/0fKG/Ev/H4sIWGhdIiOZ4eD59cTMcwYKV206ixJ+f1CADPM4+e/+omP3nTG+cvH7wTH7l9hPjtfvrM1fWNbQu3563dAsFswoIcoA5VqSuQmQI0/XsUkV5d9rwHtxKAc5/lmb4WVWVh4e10mmyYHEQ008I9IplmWSUxZWQwaouCiUTm61WnmqmpKrEQMEYP92VZVLVscsxydbxinh16I01E9TAJt8oTogc3RUQKiFh2WjgiqsDDmdnDe99eubOyKleifpYIEwnTrBVZjlfFmfeORIqqMkuF0EbsYmGIqmjjzIrGqYRSJgoHE4uKqhIdRKRqUXrfSk7ce6+W+a1vAB6e8wrAmRV/CNUWMSOXWmsLrx5u4USku02x7iYiEpbJ7c6rN0vGzETTbfj4wMvh8pvgMpe5zGUuc5kLAvzAQsFznOdO/dGO7s4BMNhFmOePZ2sC7j85myHisXTle4tdAYMiM+ZPzfLh5b7Um6kjZ3RX6PFV9Lc7BelcGbE/2CwGlFlTMSV5WQVu5fiKjBiRmU01wqv7u4R7FdASlJIgZpyZRCLRtrSltSUrS8LMyYmJSIi4lvjngzgfatVtg6FEQDKximZ4eGU21mrVlmUFMGxUoV9kcok/HzxlIiTmCr+AHBGxVMLhLMCICKL54+lBFA6zRD6A9bknowK5g4FyD5aw06OSY1JFsGexzpJGQjV6h0fVADRtgSThZT1UQcJ+0UTEbIQvnyS5HLJ/5fb5P7p6cgK97rf/3tO7Lzw+/E/g8BSyv/J8+2l7+uJr+cU3XvvtR4cbaER+SIQoT0SPHDdowv7hiKdKx1CT/LGIv7zJKenvynbb+zc4IFiZniTuKP4c+N9/evPdffxXsvx20xH+S/n80SJDCAmOGOZp4noClCKTGREgpgAJU5JkJqeqioiK1pktMo4mqGMmcnezMcZwdxbeFcpRuB4gUa1vTUQGuVuVjjzU2WYKsUSkcgJ0e/uSiI9XVyxS90CGAzJsIGNZFmJ2swpo7X1TbW1Zwr33jZlVl24jE2MMtxEZwhKRIgwogepJufP9BgohwocNIhah8CBCcuktpSx5ObdsUJCSkXXhZc7rUkRK0QoCixCz2WjrsVyB5Uqt+FkWdrOtbxUME9OaSyLzbGdmuJXaU5IJ6KO3thRsPhyORKXkNjuH2QozsaW1damdkdaau4zRK9WWWfZ3GHL3jGDRqni5zGUuc5nLXOYyFwT4AUF9dI/+vgkNvpIJ+uDPV+2CrwTAvBIKCoE/bn7m8x5wU4zJszwEb+dKiJnBkWe8dz6AinOYRRF7QuM5iCbPTfQTscxPz9VzECjcIrJkkEVzJbIaAlm4kjyqErDyS5a2DBvEwszaFpWq/uOeHhFImWGYRBE2Ae3eYRHpETahGlGCKv6xcdPpASMCFzczQTIxs6S7+YjwyaswZ1BMWg4pUjmW7iYiDn/4ZKssDmXBnFE3sIkTsnoLSvXaVAnwCMATycyFcPa1OJhQcDTDKensDjw3OAIQZtVm3kVkWdrDikeqrEUwpgUxDnT9SMbzp883USJ5fdz+y3cvvl3y49AvyrIcji+oZ/ojaOODey7k38X8M3f9/dPtL16vFiKkPzLyZzf7nUX+ft4h4sdv4+eebbdL/sYan9Txq2KPDsvXl8NpXZTo7c2+d/TvjO0aDCAhX9D2pso1aEUgw4erJWREVLwJzy4NOEhLuIwIYSmGqzUF4B5EWeSnMDuRpaUHEWlTYc0MGxbhlZda4Ll6IHbD5GwEKfmuilaOKBKn092yLLd3tzc3L49XV0+evC7Mw0ciqjieqtRgd3WajdxxF8pTWmJIH0RM82sMJa4GAVBVNxeRdT1M8WRW0lJFiQ5p7Xwb0QytqVBNlZCqmkz3IIpwFaF5nSAzW1sys4/OzGVBbG1pre2CZBujjzEKKxaTzMTKIss6930q8QjofYuIpbXM7P1Ur4L7KNukqri7uW2jY6ahRu+dmLW1qfPOIJ8ljU01MpglWc5loTwzf+Lyy+Ayl7nMZS5zmQsC/IDAvwfQ6p/xBXjI7OGbCMDzf9MWOEmPpPQPr7cLdw85yzh3WdfM1t9hID3kzbAbEO9LIGZwTNkGUZ7A/TGoFp4PH8fd6hGYmIjr0DwcgFtV4YkKjz4iohJNpjwvYq+iZ5JSi3pRHBHBIuvhSkzdDJjWwXraFv4g35Rmn1yk6nI4HLfT6eySHH1jolyq+EEyg6hawr2q6csqFh5zyb6LS5kQifp82QjH6Ga060KDmFXbsD5jcYB786RI/bh6su5W5X4xA10IxLuwlkSlqMV5xBGV5yF7+YO7iaowByiAYlYPV8fD8SBEIEopQxxIkA7i8n5mx8uv3l593x9+4Ye30x+8/uEXgt++6eIpQK6tef78a4d/xI9WLP9Xg1JLXf/83elff3pKnD7Z1t8/NKR/9DT+6tOvv3Z89OtH/nyMX2G7eyxvpjyVztGfGf0PbTnqsgaL6OdW/Pzx8O2hv5cOA5J+ENo9ktSTHDQyshGJni+2KkAkR+YAKKsFfmLsdPcmyjI5anMLn+cnOBHIyLpmivqrfQltLSLMvbrXz1k5rTUPD3fsCasgcrcIef+9dyP8I9/23cx62u7SfV1WWliEB5GP0cdG4KYNSE+oUm1aEBio1viZ1VnEsYcTQEKSnJHuXt3oRGAi3zdQxuh9nK4Pa3nnIiq0plWvQsw+emhTLf0nUM0oKpITlHpdcgVKw6OpDhs2RoHKiv0skWcxj8KaHO5WJwp7Noy7m/UiMIvlG2OU+LN419N2EiIVqYRSgHvfSiB9e3vLzMh0s6KhmeDuVXkxbNQdwOltu43T7UUIepnLXOYyl7nMBQF+UAHhueLvFU7vlQCY+396IPvMB1ExlInMJ3r7xnLHzJVGj11NiLJQgfIBBXhml2bye32Sz+mdr0hDsVc8TP1o7tCLpkAU2JP8iXJXpBKxu83cfyQl1Sp0KtYS9CACsz4OgpkxsXtRebyuq4gYdyBVWsVyEk3MuR/19DFWCcKbb7z9jW+823u/Ol4T0zAj6qJdRIkhLCISEZSzsL44IpGW2SPd3HbJnDRVg9EMzgFNcFKay+QqeT/r2WZBXFaiaRJAZG6cXOYot2oYlwgnEWXx8GKTiKiPQaCMSl8UTKVfJrKomMruKWCjjR9dHY/HQ/3MCEMVwUdmeH0M5NXV9dfee/kXP/tH/c6+dnz89ab/+Ye+3e5ensBLIhTo+puP3mhQ01DwcPs1tq+/Tt/rx69ePyHfDu7/25LHZf1jpfeYxeJTsN9ZcK0LobXhg6kth3/F/Qfvxm9e8+8t+g8fP252uyKD6U3g374Z/8ej+DzJICwRsd106cLLAZTERBR0X7yR7sSsSysNp4dzcEW5EtF6OByOx7u7U2XhlIJ3piMRiCvLNR3BxAY7C3kBgLk0tFXeUdXtxX4vS0P4s+fvX18/ev31t/voGe4exZu11orpFZZARjgRH47Hvm3uFh4sLCxpvcoPuvWiuGl3+VVr5Wl65Ph8A86OezOz4e6ZIdyAFFbKKGWmaCsOGYC5ybwCKaJra0JCxL13qWvVbOsbEZsZ8yyxLGRYttCp24wIeIXfRniEqyiIixhXkchEYGlLU13X1czrDo2MA+A2JieZ2ZoyHSuvqHoaZ9E8mJzq9mcSZnK34dXdEnS6ydNLPHnz8jvgMpe5zGUuc5kLAvzg4L5XQl/yFeoP9z5AnKm+fMj1fXM/xOQG/c311JRnmdg0DlEiEfc5Lg+HQA8L3YssyF0eiR2dRcQ5Uwa4/7OW1yWBy9ljDoACFdZSwaNMVMVuGelWDFpZ6GjG34tq0VxmluEEGKJsipXmXwyGqDCLebA7MTGr+0wTLWlqVWzfvHzx1ptvPXr0+NnzZx7BLFfH1SPchofD4BgV2snEQBpAVfi2beZmNqrVvXi6iIgERTIFM6/LYuZ1Eh52tdVprBK2elViDCIO8lp2iyoziYiIZkTvW2NurZFT37ayS7lP6FtY5izZJRCz7LzoXMQTUWvLsqzCYpEEKfYLVbI3TwtJ8MlvP2/txoZtg/TomqxLh3+431614xfZ11TybTVqES9UguX32vF3r5bFXCPS7csiP//k6q4t8OGMo/nIfKLr9w/5pyTPmJfEv3W7fe84vU6HryLfaQPt6JkC7ixfk/CFjak5KNFGlzDQmmnIADgjy8oY7hlJ4aqt8Ea487KqNgDM5BHj9nYMm/2NU4mcu64wWORse6PqCOGqcJzw2D3MLDK4EYuo6N3pRqRt29a3u0ePHy1tHWOocmlEc4YYpTIlMtxBpCJuPtNNmAGYj4hYlmXYQAQ3VtXeowJjTre3y7ISkZmdE3Qf3P9xts6aDxvGCyewri0yzrWXdVd6JgiqLfZUm9Gjj760NTN778J6PB4jvM5D773yXKxbAel984WBZKZEFVJmhgOpqgQ2sx5e8tHMVG0EshhmVv0jxaPmTBhGuEdFswI+zIFyumLKBMJsDwv+v9l7u1jZ0vS+6/l637Wq9t7no7unZ8YzJjNO3M4HMYPigFAkYgJYQr4hYMhNQhAgbhEX3IG4QATEDSQE5QYEASQEAZsYsBxn4jFJEGBn8Ngej+UZZ+yenq/uc/p87l1V632fDy6ed9Xepz25iiw50+uR+vQ+++yzT+2qVVXrv/7/5//Ljhm3OF5vbwXbbLPNNttssynAD5v8iw/KwLubfncJEK8mP+F29e6OJRhxQcuFOMToXVgF2diZW/nvt3YZrM2c+S9l+jGFn7kBIBNDlpkgnS1KdzN3JmFmIo5x+uqJls7z2DVsGRDAjF1blsu7j2/hAGd2RMIPEmztblmZCIgQnr0RxGzuyEAmjs44GlfSNwv3JJJl/I8AI2xpS52maaqqvZk92F86BARY76ZKzMIIYDFOpsUtLQ5g5ChTW07MgoLaFQBqKQCg5k27A4gIIHpYeCBRGbQ6MNVcCMvVPhwEDqylJpocAYEl79vLq3tnI1RE0p+hNGEg+xcBxr3kTJy+kJO7hVtPJ6XsdhW5QXjYIBKms+QIhG4mRKcKL95973+eLm7ulefcWSdnq9P80Xb9Y0f9xPNnf+61S8eAUv7Mi+PBjz877x4R9UIT8kRxQwKhbH5TpwsPBHkKQGZI9KkF/uThRBflb8WJ2EDx3jItezOZEbAwIde5L72dfpKX+3Wa3BL/91xVkedQRCJ3IgxEdTJ3cBBmBg7AMk+ypm2THR+OENjVmJiY3U21p+eZm6LjQog5sbj5NE29t9yMRCI3JSYSnmjOQk5mDDBGDudTW8z06uIBElXBJPkp2JBoZg4gUmopeZR7eCAwS8rUIgIMrbVaa4ueBMgi1c3zwDA3JISI43IgEmFeTHNdM5dXhRiAem8IOO12EaHhYUa45l/zwsRY6MXUmb33pS3JeGCWecdJQezdEWnNhcLN9c0Ig0awlCT4ae+nZiJCyMdjA4haqpm2thAhAqblyCIR1lovpUxTPZ1OXISCiTmzo/mczRvp4aOCdWTIeRiPKZ7dRw1rOBxebu8G22yzzTbbbLMpwA+pIoy7UjBelXx3ncA7BSvDCbyTGi2FPlYPhTGQww2GK7XiGRAYabXlPrCBGAgU4KNoHwAB8pJ/Jrtuw2ruxMwkqQdXPwpS7bTWkLKlcbSeuDud5SUTIZlrVoq66fARAwyCRgXoqnncYVSPDrwBQXhELbX1tgIowsyIMO1ON80ezAgvpR6Oh920u3/vtVNbeu8vrl/M826a5mSF01oQsvLs4UxBRDLvRkS5EMXC+QEAAJD2fri53u32kSE5AABQ64Q87klCRk6cd+s9wgkxYkRD89/Kn7J3Tz2uqoP7556bWto7rrnc4UFBmHX3wc8gplorM+7mWUqBBNmHQSZE7dwgigC4V/vG29/4LafTVB7ePPuH4vjNywfvM32vyR886Wt6eMN2v1mm17y/9fLm03p8Hvi/7ecl8E9dP//HT8vPzJc/O6Nj/CH1HzmePtVO/z3C32CYXA2XPWLoYRJ8bv4X9vjG5e7xTNcSlywU8MnWWE+PgH4d8XIFTgZAa81UsZZMYAIAEpKPcGJXc3OZpnSN82fprTETSQEEWbkXZprZUZaS9ihEmJq5pn97PB2z4ERNcX3mJOPB3VAKAgFiYO/anr94tt9fPnjweniczW0CQsbCJUOURJTSLhOPiutzBMAiCAkgK4jIzU5m4aHazL2UCuBunvadao8AGnxCzzi0and3Yqq1EKEbmJmIEKWQ82x5yWeWuaspLACAtU6lVEDI4HQAtNaTe6IGEV7KBETa2/DJx+UGTDYGERKOiIC5mpsw994BoUgBADNtvTFyay0izK1Q6b0leSSvnkRaiwBqZqpSBIgiAm95NqNhCQctJuLwYnv132abbbbZZptNAX4Y5B78PbpA49YSvE2BDkH0Cv0v7vLib5tgZr+5qh5AcCe+OfruB9hg7QIF/IAAXds9V8lxTnOee2HWDb2EsLv7GZUQaw0oESUAfQ17BTPnSXOerGuAcGGiPNONWDe4PPpySt8gBo8v+PzxWpyfK1VMFB4GgQBF2ExX9IGPU3OAUgAADoebebb97sICkNkjumrWPzKSQ7DIUAVmvbf1p4dsxk/NRsRZSJOWYyk1HT9EJJIMIkYEMQaMnba1hDOEOYKyRt88Eo0NEMSc3AImTvoaad5FBggpP4TLuoGZu1vJ+5bV0jERrlN5+OB+rVO4w1gtwxQn52OLmG6Op6987VtHA2T+E0D/5rOnP3Vc/vzHPvEuwH/1cP7kUh9xufD+0u2/eDj/waV8cZoUC4t8WpfPHI9fqHNxOYT+3qP/6KFJ75+d57lU1eMvtpf/0e7yCUuhUqbyrsx/l8vrMoMZGHwk7N//9vM6Hz7f5c+5AZe8YxAHZ5xZcMA3iIiCNRDASXUJVSCKSEl/biFCgFDt4VCKuAcBAvPZ21Zb8iJFkRIAy+nEzKXWZTmlOHH3IjLaMyNUVUSKCNNO3VtbHjx8fd7tfWzDOiGnF0tEiNDaMk0sImrgZixSVwCDRrgZMCNC7z27ZLPzllkCHSFaa+5eSs0y0gEVIcp22bnuRUrrCyJCoKknq1N7JxzQEVU9nY6llOyzzfoZIooA1Z68SkRys6CYpjkhE8xMzKBqarXW3L01MyKeam2qZtpUe+/MxDwR0el4AIBkrXRty7IEBBdan4Wj49fcAoKYMp6awjJD48uyMDHzCIJC5CUMg8hQNbTW6Ob59oawzTbbbLPNNpsC/LBIwDsfvGoAfqAAJl5pglnrN/MLfCUxDDbgDhc1J0HwAU877xoNJXjnRgzlg2sTI4yazzMuXrVnqWGuBd75a5gEslxLQ8ZY+X9cGAHVPFFpZzkFEaNRw9zYRWgF6w1QWwpdVV8bVECkuFlWaOR6WLbPuJlajwhECAK3hGYPBRjJgkNABDcFAFVFhFy3I2JC8vCuPViEmdaSG18x64iESLXWs9uj2jPRamYejoRFytkTTfXMRBm0W+twAAB8dIOmwUJB7o4Zl81HI8s8IjCZEIic/2L3LqUKc4QnTyICEpiRx8TZxiki+4sLKXxXzb/S7xqASMv18dGzG1qubffwabl6DjcfOQRqOwj/Cu9+Q6wEuS1R978Z/ltlOtRy1UM9PleKTpe/eLE7MdSmX2T7n5i+T6cvlQhkkRki3vbDPb4wwkLlPso/5vE8+juOIAxI1eONxR+qCRtASfmAAKaWuEIUAQtEJObBslzvNzdLvZhPEikipWTVEBK0tqRl7e6JdkDArPcclzRiHPdp+iVgPnw16MCSFJ/38DTXUHOzeZ7zseP8DhAekVU9EVHqlK2YwgzMmb3M/TlyMtdwB8IURUycMeMIDFOPIGJwYAoDmOq8nE4KqdmwlDrNu+F4uudyHTIjhZtnh4q5FSkBjkgigoSqAetqKK5JV85gdoRqd4905fMoGghKDyRaTsfTWvyLhCIyXioA0pxMqEZer5nqZG5EHKOshwGcUTxNwPCumvlyRgl34iQuQka4mdk9VDsRQYCFCRERx3LMxPj2rrDNNttss802mwL8EKnBO67fWfXBK7CHD5AAx1969W9FQMTlNOBySTZLxYZwLmrB+IDLd1d14vrVOLpEwiPAMgXn4TQaPiPDdUEMg+tFQWGeSz5+/v7nXwnJ3BBBRBQSuJcRzkgGQ/iAl5+phuMk2C0SLRZh4QDZKa+j9yPP+9Odg1jPmz3G6qAykXAptZhZKQxr+0WpdVSqRGAEwq3LhIimDghEHO7JgzAzPLtUXCCwtWU37zON6e7kLqVo7xHRTXP9CRDMLMzXAg8azfgAvXcphZlV1ZhSNxKzMA8B7NGtQSnJoB99pwjEmGonHzgzLyLzbkcjawdnSuTQih4RwcKPT3Dz/vMfffHsa/XiK6X+d1cPnhCFaWXqwQekPYLLvkAQlyPLVQCQG+AXK329XHyzzmIaMn+t+k8EXV5MXyWtzZwFIsS8gzHUJeIPdP3Tp2ffoPLT9erXpv1jwL/y8Or3H6f/r7ZrxfsACON2WteUNBCE52JMRGSmMIwCiBYmUggp3NW0THXUBwEioqumGFaz1pqa5oYpMWcCGYmEhYhUO4swMbMoq/bW27JqHUxDysyPp0NATHUGwHALvu2ohXPZTKIsI3J7Vlg8gJk8kCPcLTUnDdB8uFleXECkrkstBTi6qUeo6VjWRUKMaZqFWcPzakL+nLngCiumDwBKqefXgSyzqUSDojJkXhAhA5tqSjURUe1pP+aqKgRU5jRgibH3znlfZdstIqJThdaWWidXFSnmJiIA2NuSkdTWuqoBwlSruZ2WEzPXWt1HYyoRMdFpOf32lxlCNPM6MVuDcMC/Ty58bG8k22yzzTbbbLMpwH8wtN8HvcD1k/FKF+itzFtrPtYVwbilRwTETG1iR6Le+1SLuwXmBXcaEU44t7+sRtV6ertaf7i2WTogMFMAQoCHCzNTYqDNA5mZchFwyKchkIZ3cW4cTchbbushZAk+Iakp4mizSFW2lgMyALi5WWtmCI4wLAt3C4CsCU0fyQPCQ03PTHYffTTOxKNfhkWI80+sNyb28N6g1Jo3Mul7w4wiYmJ3dV9b77NgZu3Kdw8WjPDWGwAKc0qvzKkCcUSEBQkmOQ0CPXS1FgGBhECYsz0ySyYRadiPg/WYPTLJdpNcmjInCE9A4VoMSqnSiWk3V4gka/OqVRwwkfcQ4UT87ju/ge9e/3On/vajx//lG2/++GsP57780PWLH/abd5j+13lupQRWBb8i+VeevPj+6F+Ypp+bpm/UycD/xefPv6/rX9vNvyblaZ0O3S6BF+TQ5uAzSQ8HdwfbO33PTb0C+OID+/XujeDHL2vZ4WkJf4EEsQZV43RalmVxsygMkPYpICAzOggJRgQY7i92nFgCwN6bqbEwE7al5YO+xoYDkZjQEVkkTb/clM19TjdPVzGrQdfLFYhoXIoUcXPtdnlx797Vvd5UWBL4XkolJgFhYkRQNeI8bvW8+zeeWllMisDMMNLIOI7JcEQsUrInaWx7MrfTCZERDBHnedd1CSApwkhpz6fGY5YIC4gAV23uToRdWxLt80BN4qSqxmpDE7GHhYGaurtIvghHkZL521IqQvjq7JB4IT4AACAASURBVA2TMDuICM1dpISHmgGAsKhlaytkerarpjGupog41Slg1BqZWTqlWEqGqMMjIBAhPAhRpJgZAtrNy2gLzvvt/WCbbbbZZpttNgX4IZB/A89318r7DgUwccuC91eCoHfR8AEY9qAsjAYgTOiR19kpf12pgGs8cOUDrixBCAzCAWeArIdHdHMY6UQEQMsTWaKAiDBE8HCA1UlDDPBUXeEOCO5hqimEhhcSHg4iJayx1PyJ3a33RhhEkoUriBBu7mCmAzZxTmmuDkzaC2ojq5ZSx81gFZaElP0Z6l5FWISASq3mZtZiUeFS6pSdFr01Yi5lsjBi9ADLMtKA8CBmW04ASARqHYkQuZaathsRETEiEKE7lCJS6sjaIYwoaQQGMOUOHM37PY61TAQIkdJ6y/zj2i/CVNHDwIGIsoY0d71aO5lHLWzhiKHM+2kSgFDDyB5Xm4DC4ISghETgpvjeu0+dfvzewx7lWhsTIE8/1PRHrp88kulny8ej4u8/nr5Z6guIH+zHP2zPHvaLL/r+ncsHbzn8mceHe/eOfuM///DiLY0fvb5uSH95gus6f6bjP9NufoLhHQpW/78n/PpHLsPtkUxA7rQzcTv1pjoH7KeiEAGOwi9PSzMnJA/k7CBBCAAHkkLQujPNZf7Yg4deSnGQwhAB6ADUu56WJfVw622ed0zUewsiZPZkIQIwc7IU85gnpLP2dncgpgzTqi5m8zy3dtjvr7qChpI5OJRSCLEtS7insCSk8GDhWqpah4Awk1IiIjqgJbIPkbm1hhHMPE11WU43x5vMWxJyKcXdj8cbJCTCMBCW/W7vge6O6CDIAGoaq7RmETBflgUCzQ0d53nGoW8ViVR1PBlHIW1ERK1Tbj8mOJGYC09C0vuyLKdap96X1rtwYSaAYCF3R0IztwAgUnci1t5LkdYHx3KwTwLdHAJUlZgdAgG66VRniQiA1pYMl7pZALjbCrMJQ0BC1c43T/3mGf19KsDNAtxmm2222WabTQH+gyD/4NXmz7t/cmv9RXxH4h+cF//GGRXEjP2C2xncvi4BnmXGrXF0Tn6uLSOw0iKG94grdPyc5EyTIbOIxCQs2U2SS2uZ3AMPVUfC8xJaYgCzwZ+QHJPtB6bd3Xtf3KOWChGm3RAgrPd+3r7zO2jBWLsWx7bYupRIhBF4u6KI6y7jwMK54+C/QQQJD0LDUFOxtNZTo2Y/pGkWUhJROA25HREBpdQME/pawNN7o1zvAxqFOAm5iGhtESkWrtoxVsYGZLmp0crgOIMbsozxTLTL3C4CrcucmJ8//ynCmfgXtZbdbs9SwsECKdxUQw2dICtmAMLjm4+PL7T/7dcfnFp7eLx5qx++Ot3/xd3u+473nhQ5EfzYk6c/fNJfd/6LH7n86TK/1x/+3d3u7blWkm9h/K2H5R8+LF+vJhS/p9tnjr31/t++JojzZ3D3g8flS/v525VarV12v4aOQJfOFvhGmJofzBz8IARnwiSgh2tftLe5lEyB8lqfk5cvVn7Daoh6IAISJRdRpNDYsRzudB7nbnY+wnvvkKHQsRwZmc/tvZ3LM7t2QpymGRmXZbm62mN2HyEADT+cEDUgNwml1oAgzD3QAIBSCiICkpHms7T1RVjMlBDBQLUvrZ0tQiLq3SKcWQg5y5mICIkDMMDTS7f1yV5rdfPldBqhVQRhliKIOKAmIgCgXRExcfDuPk0Ti6TfSMSlSIxtxjDr690VASCl7Ka59R7uNIo6CdFXCKGnbatutVZCOp2OiFnDY0xoiZh3RwAkEuAsCE6Le6XY4+3r3Vg8RnOXIqzdrp/J698Dw9HdFgK32WabbbbZZlOA380a8DbD+YoBuIq9c9TzlQKY8NsCmAgATx245zaLIXJgZHp0rCPBudxh/e/uedgaD4XVF4xR1HEbEV1bFhPud7vahwxArNoRgGGI0SyihBXjsALoIwtD8xb03hHCzcyshbXWTqdTUgEtId1EOPYW6e4+YZ4rB5gDuvmaQR3q6Cw7YV3BCndHR8S01npvieMTKekCqYd2dbdaK7Pk3ww4V+FE9mEwE2LJW5hFMq21WkoEhHlQgOE4dUaEAHMrWATJczuLeQgx9wBcV8jAzPOD/IyH3V4WWM+WPRyBIhw8q0d5FMvgOE9n4Xm/R8JsxjEHIBoJWTPzTgju9s3Fu3nQfgL/IfM/0Y8/RZd/e95/+Y1w12vEf/R5/6g8v7Bd8f1nL6Zf2JVrLs8oHoZ+y+x/qOWSLh+H47I8AXxC1JnRHEjfYwOoJ4YJi5KIu9Wamc4HAf/64/dvCv/VXfmiIDUKwvCREHa1flqsdavGvv7chIQBSQsAYAQhjrxG4MmsG8dCKWXQIgE8LMKQKFtTkYiZwSNCz8nkcdASQQRwRCS3IB1dUFUKjLAiAgAsFAHa1U1FikgJANVOQNqXZDbAujGbDZ/h0XuDcGFxN0acp/l4uOkRwsLM3lt4cJ0hQrWlcs1bhsR5bSMAixRAWJZTrbVydTccO35IMgiTaTyaDfMciYEwwBGoThMzB0IAttaYGAHNNCBqqcK06Ck8VuMaa6mlFDdzVzPLzCohlVqMScMjkAhLEXdnFjOrdXIXRGAmWOkOKdBXnQ3uTgC5zWhmsaplRIyVS0qADoEYcP10e0PYZpttttlmm00Bfhjk36u/vy15uYt9h9uc5x2g1vqlcf7/HpfX66nSGiwdgg5vFebajEj420kQcKewM87h0NV0Gp9PYcbEEKGqAMA0TmLNTF0RQViy/gQgbLRfoLuHWbIf8ltp7+npqGrX7pbKCDOnx8PkoVwforOP5aPzU0RM1W2sX+U2XLbFANyCK84f5GqWmxKzmYmUjGi6OSEVYfPca+q5phiAbja6TWNgGwaRECAg3NySXxDee2MRACApRAwIjLkEiLYWmSaz3ixJDzi6TEbBzMDfeXIg1isD5k5EbhbhgH62B9F90CESsAFQp2m335t7VvtkoU0gAUKEojuxPHnx/L1vfvPy+qlN8bJcvObz7715/gP+/HOvP3i8uyRmOS3/40d2/8QRvkZ8LQUDHpNF2N7DpLwOYVP9zd1O9TT35Zci3t1zITkwdNPPHp++vZd35umE8lb3f/766W9M+8/v53cqf2/3t7TNDb9C/GUAGLoVECKLQE6nYwTYgD0iuCNxBGrvvB6r+8sLYV785AmHcM9uHQBy8N4WM88Dm5i6qrtLyjyIfGiYmJyZDAD6smRRkJQCAKq91BqBh8MNMuTqmqp6qJsBMgLmsWHaAYCZVLNvJszVfcArc/sUAIjIVQGirxA/cEeEWus8zV17mIW7cOm9LW0ppap17a69a1/uXe3Vej6VkhJJSBFBAETopqbdE7qQJh5C6w2RkIiLQEBbDgHIxOm9m8dIrpo1PyHlHi7kjqQ5au+qSgiINE3ilu5jZEEOEdFImWP29nTtOMpaYTQvmUUEM4WP41ZVATFfJYgHOzEvrxBxXrpyiHBnoq5Kj7+xvSdss80222yzzaYAPxQqMAD+3gSIuxrvttz/vAE4DMDwAGeMN+vLfXFkPoeo7oapViGHZ7mXNSfn2vfbij44O4Vxzm0N7QGYZShZdJGCzNqSyTYziwAMULcIBw81dRs9mDZQe3daNwG7trFNhFlASFKYSRAxl7gQSGrJW+HuiJHE+LXWlPLkGxFjLcAc1l+esp7TrMlNIyqlZL9o3c0R0VEjgBEKipqqtgDsw5eNUgoz54KfuecSZYZaqTCnFzfADAO0mCBEIuKRkg0EdMhqnDRMJMUCDOYEuse5yYeIACDPpwOBEIHIA9J1zHTu0joSulmA1lLQ8Orycn95iRE4/OGRlgSGcGJAEnnv/Sf85PG/+vzlLvQ//D33//fX771T8dvIs2MF+LjpgcrfrPQ5qV5nMSNwQvbCCv7Wqf+7j54r9x+f9//LTCylCF7LfCJ7gwq6v+vv/xL2K7na1/mP3LQ/vty8fgNfuNgR4tcL/sX7rxWIX96V3Ym6C+W22Zp6bUv3QAdEFgIAJGAOcAyEQGJGhKt7V6XUBod8DrgnftwBjRDVHGKYUWauvTNLyo/REGveCCGCicG994WIaxk4x1onJDRTKQLpXBF17SJELMuyDPkEbr2PEHMEM+cxmZYyIqfmz+elu+ZuqhkQc0p+KeVwuMljUc3ywkQttWlnJEcqpT569O3dNO8vrrINtpRSS0Wk3htCtN7zGgETdbMIN1UAnACRXJvCgnWagCUCDDqzhDsy9tYJWWqJiGymNbO88SLlfOHAVM3GU97cjsdDV52mGhG9txiIT6ilultEB8hk+MpQIUwoBRG5qXskZkNNRcQjiM6QzBGuTtvczf39b99ebdpmm2222WabbTYF+N0r/xLDdVsAcwf6B+sy3x33LyEH5wKYzIJCQMTlRbmEjlhug51wG/IECERaKQ+JLA+AV0AQsYrGsywcQVBK8xABIPsYs0ceKGs/wbSn0RXuSQjMyofkNGTOM9OP6VsNSnzqJSSRwiIRA1chIkPIMeM41x9aNvf9zuFMXzf/3O+2qQbgurm33pv5lR4j9parUEk5E5aszcizfOGybv1F793M4pZ3D4GYjgcRF6n58DGTcElcgbu508j2gg5ou7uaGxmHEFIQhHmK58yMJjyDCIMG9c7czlHbtSEVGTl1eBLbuoeb5U5crbVIOT+WSIMDYR5uigSA04ubw+Wz48c6VlgeHG/enujnd5cLOkX8PoB/5xs3/89V/KVd3df5H2ntgbX/c5qPwPeBiMolLK+5FexvqVaQZwFXPRraJ2H6k+/f1KCfqPCrTMB0QPuKwK+X+5+/wHfBq3OEf34n7i5dl1JRCc+pYwRzb711N7XuRcCDOEuGgkXQwAEZIjcwPYxWMGDGYFP2EyIx5/3mZucjBACSMIJreDi32jyCItQUgvJ+U+3MPE3Ty5cvziIcC0e4dm19gWSWmEU4IrEIMUd4741oNlP3lnHHxGYmFL33LiL73d4hlmVR7YS0tCWvHKRnuLSFmOu0W9oCAL233/raV19//c379x+IiDDnzYZh4aNIRUKAYHcq0hqOp5SHqSFCczcRU42ARMbnhQFANLd52pFwb11EYlV6eVy1pZkpIBBRrRMhqZmHM7JhJLIiXwQgAkEgiSZSkXR124GJc8MWoiTx0szWluDxVBo3eH2cEECEfbkR9A68vTFss80222yzzaYAv3v13weaYM6f/GAK9I7dB+dEqAf4GZoHEW8+2NeXERmvQ8AYFPiRicys2EqCiDiXkK7rc7GqxQAkvHvTcA1VZrEnZBtmRNcO2e0O0Ftbb0xmvVJnBt79SQGZ2YeVl5tySoSIQszMQsQpFHvPzyMRQ9fkRzMxDAWZLaAMsDZM5E8cfit94Y5rGmuW050QIxwR1ey0LLUUIkakVTJi9uMTsQi/fPmim4bHWioDwgWIc/lqmsjDzZR5YmYphXCciwOim/XeSqlh1tqSNHjmAY4AiNy2IndgjvAAwODsn4EEHoIh4CjQjwiM8yrmPO0i7/qIxK3VUlgEEFaBE26GAaMhhcABbg6Hr2F9Ry6u0BZQ9olw3tdobbn/4vEDe/ZHbuTq8mOvB/2pl9efPrSb1/j/upSXBS4D3p7pr13td0v5+av7Hm3WozItEB+H8pnDuwjxazj9KoWpssUvINzcm57MJRxLBNCukEfYTZGPLn3fFHAa3ixgRDRzU/U0wNcu0CCCQKAAgG4W60O6ojByJRXNXFXP+MhzCDOfM0hEThbGUnwkmz3xfcw8yCruSJ5C/XBzfTwe8kH0iNPpqF09IJtnmQsiLkuDCKlVe5umyU2X0zGfa9Y1OzkzpXwuWbm+ufbwPMxo8DOJGM0WdSNi92hdERkJyXVpp/fff09EpmlqrTHLNE3TNPU+OmbCI8JFCjKyO6qaW+TRKHw8HhAxeRXuUz7p0pTuvZl2IvaAaZ7zSBNmRHQzYi6l5DWbPOQIMTt1AUBYMhWaqdRaK5v13rN4Jo/51jsnj4KotSYiIpKBW0C0LE0dcfJACESgsU5JcHgpCH3r89xmm2222WabTQF+KJTgdzIAIz6wAQh3URBn+Pv4DMTx3a/uLoQwEhkXZ6ske00CIhUZog9z6dY3w3Ut8BYWkV4awS3eHSEjnwCQZ8i5HDT8vQgM9LHXYz4ioyM5yVwAwMGYGQsmHTsivGsuw6ViYURmauaEGYFkd7dwlkyBZg2pAwCzmFuamcPNIzqLw2SamWnWurh7rTVP8bt2jJjqVGVys8Wj1koIFo6AUiS37wLcNEqpMxEgqKmpdu2tndZHwg+Hl9ngMk0zIkbeNetKH0QIcZgj4jTNkPZpbkUSApIIZvw1g6BMxCyq3ZEixtKgu5dSEpWRpahMVEp116aKECV5g0S7+/cEAgjDvDI3dQoH5yMTuyHixP3poxdvo/zXn/geX5Zrgjc9/tjLx/fIP3vvtV/av/bnDV73aI4tlvcUZtIlAt14wXveAPgv3JtqlA7wpvknF/oq9/cQ3tZnX5jnJ+hfnHmqO4/AUvZRvkI6ASvBBfhVtKeKWqaPmv+zz1/eoP8KslGEAzMTkJ5OphrqS1dBZCThiAgCUghU5SJvPHyITF2ttwYRRIaEhMQsAJB7gWoKAKVWMzPVCEcgZklIXx61LCWzx4Hk7giRTnQEuANRaX1BQLOIsK6OQAjOUkJVdRz/Tbu7FSk3rSUchYinqQKi2boH25WIPNwWK6USJgCzo3ApBQD6siytM0ktsrSTmGOdVDuRENnV5YOri/sRcGrHZVlOxxsiJuJSap0mJgYIC0XgedotsOQlDOba2iny8HVXN9XuEMwlj7N5mh2gd91dXJppXhdJpxoAw01dEVBG2Qwi0zTvUpn31kw1X4So8tJOiDBN9XQ6mVu4OwQhnk6LuwsLErbWeu/EA7+RS79uTsTM7APR4cwMAdCXGnbcPMBtttlmm2222RTgd7/6u/NxfGD3D+Kuy3ducxkECLhTHxp+WVotewu7NezubAHibfVL3Cn+XHXfB4phVu8v1/eyXx7XTnzLYhJAdzt/q9GQEpARsvxOqx+GjAiIwoJEns31pfber+YLs66qie3u2nt387E2yCzIDKvZBeC5N5XV9uEeYW4WbggjfDoA7ulDZnqUiJndAwmYqauiu5DIVGg0hYCf15uyewYhIiy81hoBZh0BmIVZWm9JqoAAC3f3WgtAqPaAyHP0zNASjdihmXn4Sp6ACAsDcyss2ROz3qWR8dS1zAbS+1uWBWmN9Uai4UJtuDQYgAhlKhe7XS0FA4ZqDzePVnpRB6yNYBfl5Xtfvz5e7/AB7nYV5V5b/tDhxT99fXqP42/MV597+DG1hV3fBf/PHtbJypFqBXnL+p998rIE/HsP5/dCHwL8y6fTP/Xs+pcp/tNd+bJd/yccVqdp2tUyvQ7AujwXrFKMy8eC/4WXxx9+9v7nru795x/dUSzfDpuFkIlIMByInai7n0wvs34EEU3DGQhVmxORDxW92+9LKRkcRcwWWui9MYur5yUJM1PVMIvbp1PQqrGbNQEOcFMVkalOaj1zm7218BCR4/GASO6uqkjs5tqbMNdaemvpbwtLuKmpqiJzapvELQBEb21c1HDLA2pQTCiIOd3LZTkFhJSi2gki7XFA9HAOd+JpnpCYEHd86WG5fXpaTi/efwwjE4sXF5ckVKeZkJgLE7s5UxFpEY4YZnpaTtobRg9EjXDt47Dsxa0TETG35QCAkNFSDwtHogFLRJD0lsE9qX9Iy3JkYmJ2N1WLCGHu4d4VRUoSMhFLBAKOJ9b6QsUshJ7p0DTww/KlIxCcN6LfNttss80222wK8EMg/26NvlcR8HBLhlhPoOKuVfgqHOKSToIOa1nLK3IO7qjA9U/XDboEuI8dQFprU+K2lfQuj55Gx3taA3n2FsDMZopZ6Z56kgZLYWTxhgBFYk7LkpEBEAEJEZACMYiY2Eyb9pSOQ16OTTnwM/lubbA436xV344EYO4fxpmQGJExNncjRJCynpW6kKQazuKK7PMwHzR5QmQRAEx8AyGUWpkF4ZgyLFQjLHeo3B09ICwiinCGTonWpK07Epn5CmakCO2958IYZTHjOuflxnNk8RxSXfOgAw+elm5ElCK1FgTKhcb1ziGAXtxPVBlscXrw5NGPPnn8lfv7r+33J4D3HD77YL9b6HlwIWCm6ggYE+618rNY9oBPOLy113qbse2tHBGq4Ec6XHaiaZptYeIllE1D247lTy+g4X995ndAlOWexh849Af47HuVdws9t/gcLR+b6B6Re+RSGAGYual5hLoLYBD5uFs40r6DYJFSBCCy39LdQMcBlJCD9c4kRNRcSY1QUIQsYsEwc+3BjEjCPNUJkXqPDBgXkWQM9t4Kl7YcLaxKwUCDWNpJWPKyS14BCQBTBQBXHU8KABYhJIAgyggoqKk7tbawyG7eR/jxeCCi3vX8uMPoXAp3y2NVSt3vLkTEASh5nx5IfHl1v05za4tqb205PX2SPS7CfHl1f7fbB/q0m/dyCWHaF3PjUuP6GlyzOqi1hojMor1D3mCzrprXgEQqIXnE2JhENx+ue+/d1hreIkJCCBGIpRTKXC6gq0VW9Lgzc1rZjBIRZuC2NvqiN2+xLt9mUjZfsxh8e1vYZpttttlmm00BfvdLwFcIEKsBuG79nUtB77a/nA3Ac3zU36w3IuJqWG4zVGuyE9co6G+DP9yViQEO8crv166W7DyElRIxANwsYx8PCaUoYOSJeMCKAERCAsa7pHt3w7HI5ObW+sJESAgWhBSUxZiQHmOKPSllEKKTcBABgDHcTASgwAhI4TSqJTzuyGZ3c0t1FxFEKCzJYJAiTARAEUrpnCWlbLAyhr8kRZAoIlIlTtNUYwKApZ1aIwAMCBFh5gT0uTtAlpTEWPAbhDTLXSxiNlOAIKJYSxHNDLGf621wbRMRqXlrs9g0/8iGHcoY4xx6qlNhzsqTcA8PQN5hEDow1ugn9zeevfzBRzf/x3T4pkwV7Jr5V+f773x8ekYlDCwWAiRgZXqmbQqnWvaAL7h+Yb+7f4QD8P3AvvSfBn262/3cjO+XKs2mIjXgpP0B+R9/1nYFn076janea/pE8Av7+OTTq9+QOYD2GM+IdogPARnAACkGGASzMDbcEdWMIpLEPlp4HIhZmFdlmE2iWcPDqlpEIuDUe25R5tOGCBk5ENw8MMI9j58koS/LKf/9gaFnZiltOfXWpouJiCcRRGptObPLiVi7mtnQ9VkH6u6qeYS4e2C4mZrl2qqalULrcy0su1881hqbKKUykZmB6VhWjSGfujZAToEaGESSxvg04TTNDx68Zqo3N0cAOJ0OrT3a7fel8H5/OePsbqVWilCDi/29m5un2RmcAq33rtpphD8hAOZpRqLeTlmMZADJvUiPP0PapRREcrMWR9XGzKN1CUK79t4Q0dzdFAl76z09RuLx8uIOCOOh81ivezninStU8DtYBPqp1662t5xtttlmm2222RTg7xoR+J0JEHEXFh+3n3kVBQFxhTf3q3owC/m5zyWlzK0MPCPVEdaz3pEIBUj/ZKQt8c7t8hFHzDO0dKGACJFuvb3z2dtZZMa5UBQozrUa+bGnaDE3ROi9QakpkCwMEYuU1nuaQ5FAPA9zpZW44KlUEf2W/DD66DE7DwcmbpyzD4sPKWHtGINPvS5TwtmrQQNMT4Mpv2GaPLhiGNwyaJqtH1jLxMSBEBbMaSIxC2vviZ3Ie8zMsvNzvaNWOGGMasR0SBJxkVWr56aTWFc0U3unMMgc7FiCDDcDItrN0+jzyBRpBESQoyMC6MT0svXrg++AP3ndfGeXttwvpfH03syupz96OHwS8Mvz7ktMgu33qSHR++o75rcr/ZU9TXV+XGRvBh4/N9Pnd7iYn4pQ7I6g5ICIL0O/QfADJ5zUfFJFeQL0k/fmXynlK9BdbXYkqlwWgqBImgdQgFuYaQS4Y/rHMfY5x0UIj0DiUkpAtN6mOo2gMQ6cxgjQ5uUQyyB0DDwdgIEJiZryipcMgKU3QiqlAmQnpwXA4XDTtY8LH0Qp1ZJ8oKoRbm5JF9TeCCkChAiIkMgjQjUfUFpRK+PSAGIGeomoSM0rEbmhikxEFMcTJEXQNGtUMvobEWaaYjKvoCBEYQGAwlKYSy0ipbd7x9Ox9344vDwcjvv9vpSy319Iqbtpt6uAaL33jk2kAMDSl9YbqeYTgZk64VpR5APUB4nQRLcOa1Nwbvaam/WeMdGuqq3lywUxMVI2J+XLSJYSEVK62TYYg6NrKmDsZ64vRAgIv3M50E8+vNjeb7bZZpttttlmU4C/S+TfnTgowB0CxKr4zl5fnJENt78Ktk/U5+ohpVo4AsGq9HIR8NaBO9eBrqSHcwIVPG5viA9W2LCwAtwMEBPRDghMFACqmrE3QHBdA6jjn8Bzq6eZn/9tCCeEQHDTCBcWNei9AYJIgQC1nj98uo5rewSkaQJ45kxgtlaY6fgJI/fFfMVTp3AKQpxqzbIcdytY8nRfpBBx0guLEItklai5qZoARAQTYZHV7HEIUHcc0VBwdxYWEYtY2okQtXdillLypDax76NnFcDNkmdg5uZ93RwLxIQHIlEFgGEHARLdSutReQpARJYO4eB4E5gHAQJNZSIkiCSzRYRj9GNMRBjRlebl+vDXT/g33/zoYZ6KHv6NZ48/4vxX3/jo35kurvzmR56//Cfj9DO7B7/y4OGnrf/bz54DxX9w/+pbtJsMvsnVC1eLYIIy0xJPtFXhXYhVmhYDgAh7gvIfv77/qOE7s6SDXKG8cPiFXS3GhdgBP3bAhw7JFWB3QgJCD+9qlvwERIgwFZQM/5aUw6WUOtW8gKHa8/6h4O4tALJt9Xbx0o2Js0k1mz9xVZIRgcxTqWnGmVlvLQVJLuxp7yIy1fnUbpbWwNG9qzkhMoubidTWTswc9t4KFQAAIABJREFUHm1ZFJGTUB8BEVLqNE0p6M2NkMItr0G4WbgzC446XIoASxkWwUyDWr84jT5NZqKl97yi4dbzGUaE5n443kzTRMSEVKdpmvd5UF1fvzzcXL/Q6/fee1RrfXD/wdX+4vLea+Hu5styjFBejq0trmpuBAgRbTlN07S0pr1FQPLua6l1qurOzFxKb01NE1I/TbOZmhmz8Mz5aoCEpurg+ZwtUrqquxNjBDCRuSVKNDc2I2ytThovSNsW4DbbbLPNNttsCvBDogEj7na63Oq9283AiFctwfMGYPhHy4s9G8wXSBKBgJhcPTPNk1qRmpUnI6V2p+Xzlhu/io2MoQ1+V4QHeLLdI5f/mBB9oL0ozgRBQgSOxLAh4VjwGbh5xEBEVcVh0Yx20K5KmI4cE1LrTVfnJ8IQ2c2IOMIRjIk9wNQSzu5mg1+d4MFk9AGdSesAwMSpBWuZPdxUzW0nkuU2WKDKnLoRAKQUIhn9MgCAIwKajlApBSBa6+FQiANiWZZ5t0PECXFp1rWLSCB4C48QlnRX0uuzCEbsveXeWt7VakZEhCgiaua9MbGtXhY4Ze3ksjQAcLeA4EyZInRVgujWhViYy8X+ss5NGwd4hACqhgL58QT37om/2KM8ffb0y89PT+/t9kD3zT/S4w+fnv7yVD8v8xPZ/9T+xctr+VKdguK9Dp8j/GMWZhjL9fc7XdDuSxgvaNlFNG8/YPxe2b2/3LwE/xTEv3RDxyl+RvgdqU/r/A7Cw+4i+AOO17F8DfFyaUuVwHhTjz/27vWXPgXfYgFCc6cquQlnZmwGxYA4IukGWInINQjNeJ4uLi+vFrMLCIcwcwQsREWqmTm4mbpZqZWZ3K3UyVxXvcGqHYgYsGnPQ5cQwQ0J1Y2DwF0RDqeDm0bA9eFlLbVwAIMq1KkggrYWUpCw1qkpEyIya2+BUKQS4tIW1Q4R2ZLCxM06QMy73YAfqgFSdoFGhIcSkoUTU+8KQLlSK0jMxd0SLME0XGuzaMugDqZGDMBcKGVyYo6A/cV+d7EnFEJ69vzpo/fff/T+e5f7eX9x9eDB69M0qfbd/urly2cvXz5jrgjg1t16GEtyAnlUCoc3W0zNpmlSbZm1dgp0dQgg9Age2WlyN+8a4VIEApyCEMyMpQIAC7obMVmYqQYREbqju6vaVIoDhEeP38EU6NVUtjecbbbZZpttttkU4O8K+bf+eu59gQ+KPYjvgICHAAgmvKRTINOogMEzBT1zj5DG2dlgRMAR/MT1BgBABOI5VvqqZwh5orZ+XWRM62xthXtgmBkR3SkVjQjItStETFmHeMa0+2hHyWQdYAF0CFMLDyJ2TPOwO0SoMjMEdvMYaPgkDhrErYPkCLSy3Vb2NDEXBDQ1nGZ2DAozC48MefbWS6mpJwMgZeMKyUC8Zc6hu/fes01ETUH7Garo7l07M9dSAQAC6zQhYgb/zAzukOvzkwDgEaqaGhURzCzvX3PDlb12vsNHTg85v0M+aMyO4TwCkDTVOu/nUmdbTuaWLm4QVpFi2llOwtfXN7os0pgqPSf52av7bxt/EUvoYUH4O/fuf2XeLcTWT134J+9f/b99eRfhLYc/+/zmE/riLz3cf26qz7p9v9O/9vzFV4n+crFD2Md5/0eP177o47l+vTSA/SWQCb3p8G99+9mjKf6bNy5+eaI9BPN0VP1K9WMJREBYiY80rLDejbg7RiFhAnT0QCBgQCQUpnmehamriggABoaqRgTimjWGgMQ5MhOROXo4KDi5uyfL0lUDkTgNNkSWUidGCtMgGgQEZpFCzBy5OgipxomIRdISn6apL4t7QinQ3Ztqqj5HxzPkg8VMx8G2BrTPKeW8IIAeiFBK6V3zK4gZIlgKITVt6alFOACl/MvjU1WJCyExU/42eYkAAORlmu/ff1CqHI+H4/FwffPodGr37t9jEmbZTRdCotYR/HQ69A5qgQTuvtiS2WUpJQRrqRbhHpAuqLv1zlKklGxeLaWYqg5jn1UtPP1PZGZi7q0NUjySsHgpmoW6gERMhTwciZDQA37nNgE//fq97T1nm2222WabbTYF+LtBAsadBOhvD3zGqzuB/kpPTMTFvkxAyFykLAB0ByjPTICUgHa0O0Wg4/8I68oPwCgqWes2HdbTMCR0p/Ou3/ofnlfw8tw0yyqyagUCRlXG+E4DIJEnrYQEGOFukVR3gjTyPMv0SVi6u0eCBEmtAwAhmiV1Lb+vRRgExq1UJUQwT75ZIGR/jSBAa6d5nqdpzq3CblqpnLnz2YCf9S1psmXlZrbhAwARZ6TNY0AFUs3mfpdHdNVKiWL3vPuQOG8PEeY9SowElCfvEUER7obrQ+JxBn4AShagBBHGHT8k4Ha1MsESEIjuAOABUqf/n713+7UtTc+73tP3jTHmXKddtau6q9vttondcrsdAg5CIpjgQ4IUEYUggZAQkUDyDfAPcI2UOxQlEYKLWLKQQCgGJVJkZAU3MoYkRM7Bje1Op7t96FNVde3ap3Wac4zvew9cvGOsvdsOV7iUEppvS6WuvVfNNeeYYx6e8bzP86vDiITIBBYe4WFg4CSkyoQR8PzFbVn6jyztk8v8K/vLL57tvjiKqB/BChVRupXyGH2COASz4O8RDe5nHXbU3rG7R3NcFFHCz7T4wTYX5E9CfFf6h07fREakb1WZLcY+L8MQyG93/EG4/+TsX7jG3z6/RHRHf9L7L43LD9WLEZOJSFutC5gZALkzQJg5RAdCIIw8ZhwsPI0DEwtxLQMSRkD6fu66yuOA1pqHi0h4xOYG569KHiPA2mBkZoiU7T3urqZh0Noc7lkGlPIGEIiZAi0DlxC58GyvXWtAJOs9eR7EQsxMbGatdZGS254AqUCBCN00rw6srBIWBJqXo5niZu4RcTrJ3XpeQQlAiGARDMhyI3cgBhFBWu8tIoJnjVD3413vvUitF0OfLlSX6+vnL14+u7x89MajN8dhmsbdvBxY0CLUvKtOhWut2pWJmaPUARGzYFdEzAMCmIRKOtg8lKFrR0CRgojuRoRmxsKggAAOERHDMHRVMzU1ymtFmwAOiHAjRCJmEfveKyCnOc1pTnOa05zmpAD//6gAvwf88EoOvsroRbzmEMIqFbaf6TdP8DKojqoBgisBb+UNBIRt9Q2vEH8Yq0v3cPsBvsrKdf9xlXmrQgTEbWUUaTP5th9b9ZLFqyYYhCBX04wCmhkBxmaF5QJe157frbcN1cRSk2cUEAMwy/2TFqZA7G6evwoVsg40vGuPbQnV3U27uaauYKnCkt+z7w+3iFDHMYWUuzMxMiaEcO3nxCBgy8aXcO/KSGYqUmqtauZmHgFI2elCKy4baxF1DTciJsKuDboSU2o1zq+7EalOQeQBPhGbZ5kiOTxYOBtN84lQ0/AQ5nAP88BAFmZCpCQHmEdu3e52Yxmqm0aEAxIEEglAG4pZA6xV7e69Jzvn//D66afNvzmdfZ3EAqPSaGgAS+gXmv1nN89+p5z9/MX4wvmMSSF+k+mvjLs3pX5duJkdWH4jDn+X5d3K74mT2df09r9846IO+wZRSW7Ddu5I9I3K//N+eNTgvTIEKtXJXFX7E1s+K7QPsAf+BTFkbypAcKya2EyXWbkyOxAEE0A52+0QomuXWjgECQUkwgFWOqKImJmbmcKxtyxQScUeEEGkabci5hauMGZhj1ozUykl85ZISMQeTswiQki5wZsqpfVFVVtbkEikmGm4EzNLCQg3Uw0RIaauvbWFmaVI7y1PtmW2fFGtZaG9RwAxA0ApxbMiCYJZIsLU1pIVRGJeloUJMyLLXJgp3DwcdGVUSBmSaJJsPyJgJrdgwWG62O3Pj/d3L6+fvXj+/Pzs7NEbbzIJgJztL2sdD8cDaGeOlRghstr9W32OSKGVWzLEfCTAWuraZ4MhIm2FeQIiBWiRoqq4vaO4OQC0viAgsxBaBjExm0HJA9g+yi7Qdy53p4+c05zmNKc5zWlOCvBjIgNfdcDA71v4fPV3r+2CwsM6aLw5+jBOLUJEmAKAKbJ2MvK72AZDI3glH8MDcvVxcxM3AP3aG4MP8T6IRNi9HhpMQhu9ds/R3UMV4CEf6EScVYHaO4sQkWp3gN57+EY89/AwBky8m7mmI8lEaeB01fz6aW7ZrJiNkQhAiN26RzZzhqqptsT0lVJLGZiFkdwdCdz89vb6guj87KKrlhW9HcgEiO6B6CRr3SILI5BpbmYKAKRDGdnhCUTE6xd907R63NXMCJVFKldihs0D3RT9qjtEJA94upVYkrRtDzTCrIjMzUYEzM3FAHBcd2yRmJnJzM2SE4hEF1eXwzi5GWxljoxkRBMCUMxc9yL9+c1Rhr//6PG/9uFtRwCCP+b6b98d3+f9z10WqiPSMn3Q77BTDFI5HA4oNuBvYhDzxNIw9vPdt0P/4hQVzCMqYq9lgd5s3tfdH0G+9foUCDyecfzlq4szQEeuyGT+BVdA/C1kqFWIDGLrOuFMpXp0JEZhcgJzQLIwd8IIIjS3/eUVMoMHeAQ6OAEErr2ugUgiIuKIgLSaum5uZiyShzwiuikEiJQI796IxQFUO7ir6rLMr1pY82T2gLI28UDE0nsiGaYdQ0DvbNYjHDyQaV2S1E6IRAUHBIjee1ITiAiBHmgf22seAdHMah2067LcAYCweJir4YpNd3dHwshLKkilFCls7hnNXS3vKJkw7L2XImZm2sO9lNJ6c+0kPOzGx+Wd+/u7ly+eXt9c73bT5cXlG288rsNOyt51Nm1La22ZiT3CCZlLhejDmC669SxjimjLgkiERMJE0FozU2bhgsmv79rzUlQW64oIIvjsWdHUt84nt7XwFndnGvRRasDTnOY0pznNaU5zUoD//LXfSjh4jfz+PWj4WHXgAwzQtwKYtddlxBY0FazNtCC+2pP0AFihAq8Xjcb6r/Bq73Ad3P634uA3eARtPw0PSPYscgRYKe1pF0SAWk93CwKIOVsp3c102xd9SBuuHggycS7gmXvmBol5y/IhIcXaxOnbA0FCiAg1NTMkAkDf4n8ZCyQWIoYt8OhmIiUi5sNhHCYkAsQtUAgboh19XUNFImQWKsREXTdTYztKrxDeRG4WqwQlAEtmWnggZ0pwZaWtT/Qqetdv/0gIHg8KPP88l//gFU8Rs6HUV/Dd+rfuDpCbuhEAhHh2di4sG/dxRYA4BFgPDgkMhO/O8wHil2v99e979AHjYP7Hbo5/4nj3raH/9+clgL9O5X88u/jmIPcEk/m94x+d2yDxjfAX4eCughPSGcgikKYrYpl6MxlIhh92/NmXd79+cfW3Cj5jueQarc0MUQb2eNQOP/v8hubj/4TwPqWBCqkAH5aKIdCB1hM3yAOcIawxEQCjyP78vEjxRSPcHbO1FgBMFQkxUE3drK8XHTjCgcHDixRzJYQidWlLW/N7lKm59TgjutmyzA/PERGjm5oyACWgz8zDhQuLsFCbW/MFApiYhNyNIPGT1sxSjIkU90CgJHmswVGiIgUpT13N35ZROkRG8BUpQURI6rZCI5CyEsbM824TJzFFcz8ZAFR7mocRwFJqgIeradm8ynDf7fe7/Vmt44dPvvP8+bPD/T0E7M8eERKwMPM4niWfAwCb9onZAbX3ZKu0ZS7DFB5de95DiyACc8vLGRDkbnm9Y2lLKVV7N1OpQ9eef5WJ3FwDBQBC9ADeXxq+ihz/QX7p/5f5tz7/facPnNOc5jSnOc1pTgrw4yEA4Xt3Ox8SgA923x/4yfUPIAR9lNwf7CiM4cIlYKU4PBAF/iC4b72F1+J8DzJwve3tDzKn57DeJV/vEq6VJNvWKCFb2ApvQ8oW/24WljA8IyRzf9Cc7mZZMc/SWzM1QvJEoFOEOSIhBQN2bea23a+0NElVkxuRUifcA5yIIR1DkhWXEBErbiGI2Nzn4/Hs/NJMWYQIIdwdmBiJzXp4pMATwmyIgQiHKCKIlN33HhGua6+jmauLVAhCzNweuuceH0IyyLeIpZl6uGpPFy9R5gEYYbmRCAAFaYVwQDIP1NyYOP81n6bca33giufTN05jGQYEcjcwi3AiEWQnjyK7bn3u7/WluwbybxOTGiC+V/Fw4y/2XI52lOMs/ItX02SkENXpTbT/5Hj/6eC/PcgvCT0j/HPH5bH6r1J8HcquVAbs4QuoAxXnz2j/7HLXZvjfy/jCByPmwoFe3QFjD3R1d096/FzBl6trlU8WbzyPWB+UoQMCIhMHWjcjMHCBgHHcschyd5BS+MGIRnA3QlbT0Lx8sRJB1nM6ICAyI1cHllJ710Ag4jDb+oM2Tol7ZtIIiZjM1VQfIBMIcHZ2jgHLMs9zQ6BS1+VbCO9t0fQec+80wsNVH1CZpNpMLQAcwMK8r4R6InR3iMhXxHy8N3dCFGbMJhi3IiLCXamUYjanDVdLRXy1qpkwTBFW7e7OSEQsJEiEEMdZMQgRWluk8KNHV8L07NmT+9uX7777nU98wvbn58O4m4apynBbhnk+APo8HzPx2CKyO4dFVDsEWM9WUgmA4/FYapU0Ht1VOxOvRTiqKQ5zddkjmHKnABDAwsNDw5A4dpfxkTmAJxz8aU5zmtOc5jQnBfjx0YCvIeBfkSEeGmJyZ9NfI0B4Is8R4k25I+YASuUBzKaLP/h3gA+YeQTMGgpEDAT3WOnPG24Ot6geAGx9J55k563WBWMF8/mDwnS3TNaZBTGKiLslpy5zPxYupYRZ7z2twNwHS9sLIpY42KrfhFECTLtCuKpmQi7CzZRY8kEnLi9McXuYGTqqZXw4eIgEYa+OaRoOEbXU3pfD8XYYd+BBhOMw5K6guQIQMgCSmUNrRNQjIoAAwwPROSHdEakQ3C3M0IOQmjVGVDcEigBXzW/8WQiZuUIhcXciTnDcGuUSyWdqpQ6C974S51trtO6FUjqo7mGmAUFIvav2FoCVOIq8c3m5Yw50hWAAR3IIZHMSmFHJZzv86Lvf/SrBC+TPLccfm+0fnZ3/ym7/tbfkvsihMJn9wPH4ww5fk+EDDyLlptBa93Zpg56Xd3r5C7fHx3ocx90Hk/xMi5+4v50R/vLIT0Ebt18TerTb/S7Td2kahkmtfUbpB9vxBceXh/JtKX/ljYvL5/GVYX5cy4q2DyAmJmAEy9VOg8BwdgZAg4gYSzG3RZWX45vnFzJNdHvPxAER5lLE3ZLBmHDIteVlK1+N1nIJsTCr6nw4IoJslaokbKaIME37+8NdRl+RiJA8zLu6A5KYqUhlkYjQroDg644oEokhqJlb1Dq6O6EDg5mlqicOXBd7HQmlSmV2c1UDROG0fAExmDlfSsgSQO6+tJ6XV6SWwLg/HoVYVdeGoYh8yMwSGIDQe9feax2ICBHm+SgiHtjnpRaBAIue2VdT6dTGaXz77Xdupt2L5x++9/53hqf17GL/+O1PT7vLszcfy/0tuEHE/eFOhN0NA8IIiHIZu9QqXMLN3aSImQoLAQZCLTXXpAkJAITZAN0cEYsUojS3w8IigkUo95wff+qje6s94eBPc5rTnOY0pzkpwI+LAHzt/20i8Htigb/vB1bVCBADtku4JtzjSjBIEN7rq1Orhsyu/IBIGoE7VKmAD2uf64/Gq+rRDJwxABBzJ0zIOCCQCAM+UCMQGP7A0laG+kSEqYC5ag9EFgYEN/MkDbrn8icpZ3mMW2MWhECIQPBwi9U3eGjIAfBM+gEAIguX2H5xkcrMXZtqz7XRAM81ybCsiqE8tKY2Hw7DMAy7s2WZA7DWWusQHqoabsiMyBm4WuNkqoFBRKUIM6dflbT6lRnArH1R7aYaEEWqRxAxJ7cwgplNNcJFCga6u8dq5SGAFCESDyckIlTVJAeoKTLnVm4et4cdVEJkIkAWkToO52++Qcwpe/KAIIuBjw3uh45Qn77ffvLbT76u+Pew/8vL/c/e3f3cNPyNMvzeSDX0Nqww/OTL/heWJ/8QL//S24+fEX+38F+83AmMysO9+53PfxPaDvAfUDSBd5b2hRt9ynA5Di+IBuEnwD9/zlBopJjAxOPfPbz86duX3wT8rx9d/dNx+vu7+sFy5H74M8wkgu7ka3Pm69WaawURBHj2o4S758lTap2m6Q6g947EGboLgCIlIkzX/zrdp9WIS+NU1d3ShcvmIFrbkrz1lkWvrbW0ptxNbS16YSrMrOaqXUSIIM26WurSlozhlTqW8NZbmw+wEi9t25gORyylqGrTRiIRwe4ipZaqZgH+8DpvvZVSWQQbqvZlmUupdRgBoGkDACLqvdHaKcvpLTKXrp2ZmBEAmAUA3EOERRggmJllaK0FAgKO0859vcLibucXlxeXV8MwPnv25O7m5eFwf3t7++lPf//l1eNpOlfrg4d6QKj5Ym1xj5oMFULTvj5dBAxMRIVlMQtfr7+oar7nPKxAZ3g15br7q9qXgHADvnzro3uv/Rc/9ebpA+c0pznNaU5zmpMC/JhIwE3gxGsyLx54D/6q+TNeK4lxP+PD+Zi9lLgxICKDbbC5ebDmAB9WPSMcCFmkIFN+IVvDep6YwVUYEq9N9CKSaMGumm0ra1YwIqtZ0o1EJPBYt7w8azsNAMxMtQMgEzFlOogEwdbc18ZiAAiALEuEdMNibVFhFsQIt0yOJbhwNcaIMtcUEB0gQLLfHzDcVvyFr67gq73WcHfErr33pUhV93k+MouUUrAkiGBz6ZJaB56S0sFUDTRvS9Vyn9Mzo7hmmQICmJkxS+8RwJmYhTPNl1WoqXpb7+D2YFGueTRIzQJERE4REeAYRIC2VvJEAJj2gACMFE5lGMOTl/iq0JWJezgFDEh2nJ/ddem8kH2l1N/g8WUPIme0YL5CPpp+aaIfnYf3Sh00jGxCeDaOLXz0EKQF6i9c7lQ7O3a3/1Xi/avybKAPI6CMgeRUguOq6SJdMYSqtFaPUaZKzqqdIyiAs8kGkQAIkBATneGbtncIWiuJDIMw8EEf1irTMBBSgiLNXUKYWc2SevLwMskDQbFWbhIzaDwUGj0oKI9Igl9eJWmmqprdLETMLES89evkgcfsNLJuwzDmi9XDTd18XTS17LzNNiB33dZAcxNYJE2z7C/VgEg0oVtfAZLmQiQi47iDbLh1j7TVw/OULsS1ViBOAAYCQICrEWBQbmh7dgZBBBF5+DROXfvxeGDmvH4R7ombr3W4urpKBOJyvF+W++fPPoSAOu5JZJx22vvh/hqRDQwxTJshixQ3c3cppdbal+0KSBqwEUhUSsHt9E7APCJvTBPAbcPcIzDW8OVH91b79vl0+rw5zWlOc5rTnOakAD8eCvCV8Ns03GvA91cqcfvDRAIK2UVZVHsZMAXgJhAxHlpb8MHdA0QMAAcU4SIDBPTlqGbLclyWZZVtvkYHs1Ox1iFpzqUMtVZAbEs7HA7LcowwAEAkYUagAKilbAot4RKOS3j4GopLUURsrilL869SMWb2CQB6D/dublmOk/UngITgHpHFIYgRvpa3RBaEEoSDalPt6+ZlLqPG2q2yemJrOWdalxARrTUmERGIWJaFCIuUIFLTvHcBAUSycg79QVrHhuxIpJ1Z32xJAld3a62tUDhmJo7wZUmCBaRJuDIGzVKNmGqWlwQAI0ZE7y0XcZPxLSKJv8iezzA1dwhAcMhu/rGmcsbXjGNyaGCg3FyfHV/+jbPxa7c9ZPwqwc+fwXtsilBQ1H1PcET+0rA7ntnNIM8EKWwP+K8r3QX+Y9Yj0l4KQ70vbt6K+e8g/PaZS2CgoJSD27l5JbollqAmFXv8rZGe7aZ3d9PvMhhJDR9IEBgw0BwDGIEgKIA8wJIQuTEQCSMgzEsRR8nrFKXWcZyWvuzLeeDqe0c4bqCSNWUaeQkAmBgiLJyCkszOLLhaZ+QAoIYAzCwi07S7P96a6YqDJ/JwcESiWisAIGDvLfF9QVHK0HvLxF3y4vM0DjeL1SpMjzcihMWYVRULAoJqB1AS5rViNB9CIt1hHMZhHLZzNpdEISLMPJ1DyApUzCJZJ6TwULdENUDCRSKS2wCIYcGFAaIzZ5Y1BViSCVuLs7Pzi8srZF6W+emT925ubtuy7M/Pz84u9+dX4/4MEMJtvr8xnRGcIhgDCLuaAShSmooJq/dA9+BccF2XAvzhslReCokIJnbIulEEh3Ud9qOZH3rrMvkspznNaU5zmtOc5qQA//kLwK0C5qECdNNvW+HnVhP6Wj1MxCUfJlxECiBtTPe1ED9sZUhs/Pe1JQKJS6mllNaW2+sXh8OdmrZlab25+dY+8vClE1g49832+/OrqzdE6jAOpVbTvizz0uZ5Pt4e77OlMzZ7JAXkQ2NnWpMekfG5h3tl2RCaTTNYV2Q8CxKn80lIsu1bhnuEg5NDAtB99V7cAgKz0hOAcv/NTABFpLfF3HGzPh2NmbIqEyJSJbS+kGkpRUrpvfW+JIY7HVMizm7D9YF4rEd7LbwBd9foiBRgm57PhCS4qWon5lIqRmwG1+p2hoeFCbOaZu6sCCOC9RbERKSaUhm6dkTkWJ3eV6uFgGpKiMQ0DcNunFZxu6EMAEHNDKIqWvRnH77/j+qlTW2y+WjwpWEnUieURv4jx/lP3y3f2I2/Nu5/5/LKvBfEcP/+bv/py6cN6L/Z7f6P/R4CagRHzB5QJysAetDeiZk8fszgz9/dM8ZfO999KDy0tkR8ZXf5tdGP4RQhwk1DPfZAaW3n1Y80nJEoPKyru6NlSahgRKiHOwkRgYcO0+7Ro6utIEcioGx8xTzPU0Cm/RUPHrcZ5mYm5BOLapqpVEAspUqRVfBv5TGtNy4FENQiIpgxk4fMUmsFIu19ng/aOwAwM7K42Soa17MakQCJIdYeIxHJ0pn1dZYZ0TVT69o7ANYysBQIv7u7ESlFCjGlCY8I7pZFmvm2gIgenjnA3lvmdYmQnQGA1lVY762VUlU7IU3jdJyPGCFM5s4rNkaPh/s6jFfSqU4CAAAgAElEQVRXl90vhMuLpx8cjrd6fdPmBRCn/cVw9SYh3ZZ68/KpaSOM1hYWKYWZi5th9vAiImHJE3jrFCZAIGJaq1AzQwgA5pqXNcwd3ZDJ768/ojfan/7cp06fNqc5zWlOc5rTnBTgx0UCbqbHQwXo6wbga0wI8AcDcCj0CO4EHUuJ9D02YwpeY8y//luYaZrOpNSlLU+fPrm5ft7bEpEU6UgoOQCspkEqTk0TAY7HuxXzxVJq3e/OLy6uEFF7v755cXd3Y6rhmngGU8ubtbTaACKCmdMJYaTUbESUriMSqPWITC6V9Ut81ucTR4Rq35KKZrrVkSYvYKVDECImw1uYFMDdAIOIXLtZ1FIiNVeImwWHkES4GrC4mRMjWjoijIStLQEoXGBlsmsSEZkIN4Q7s6S7mF/3tVlyDpMxoJiFn0KAbT6mpwrgAFhKzePj5mEWEICkvZlbLZWJAIlWjnliDGqEJQRC1RghcrlU0wUNd0OAfETh615uHkMNxcVndIX+je980JcDSz2q7GD5qcPdB9PFVwt74OcOy5+5+2Bp+36JT8/2F1K7QRR+6ff/FEYJekLG7hd1/M+f33z20H7+wr8Y+iaNE9eXVKwfgYdPdPrh+/uZ+9VudwP9SCJIAKzgpY7Rlk8uxy90/jWg28rDsMPeIhyCQERqhSIhHOZhDszgQIWylsXN8yGbWR3Gy6srEUlLllI9rs5zmFtqYELMSGTC6ihIpGCpZkknhzztWTiJlxHee1v7WFazF0upANB7zzbR3Cblyq136y08UvZg5uAQy7RT5qU3REWy3ntEIBEjm5mUMpSRRVSTd5BLocYZdDRvrZ2fX1ycP2q9vXjxIYCb2VAHZmltQQRmIQAgqlIyyJjnJwEisUcgompHkTLWdEGZa61T6z2xEdkiW6QkguU4H3vvEMBEvfWs6Cy1Xl2eD3W8fvnieLi9P97YB++/8YaxyPnF5X5/Tkj3d7fe7nMhWXtX1aEORKJg+bqel6N7DMMIgGGepjoXIqL0ZvMIuAUSioibRRgzx+2Lj+h99l/57FunD5vTnOY0pznNaU4K8OOlA1+rAP1nGIDwgPALgIA2H/ZnQYQWnOtfSWAIAMB1YfJhKQ4BiYvUkQsjRW+HZb4PiCSP4+bLERGzlFKZmZASq4CIwgyAtpL6xAPujgfzyCjXOO6YJbYVUnczUzfVtszzEgjZB4iQUbowWAtU0DBr9wPITNPlWJZjbkWumETPrhRDIgvfDow/1JfiekASG5ANMsQsHpr5Q3Mj5JSJAJANK7ljWUph5t57rtJhoEIgYvYo9q49XKgMRdQi3Gj9wu1ExECvEfww3FkKazssc2vLnhhQU4oLpIzspk2keMTBHYkCwtyybtXJmTkA3MHdpRAgQKC7Ia7HrXdFxAh0ByIiBIR8dsjdh3GKYDs0ZAAEMgxzYuzqUXTy4sf55ZPnthgPxAgXyP/+3fHlwf/qY7gZ9l8Zytd47757F2D2BbAW6GPHd9n/2wpQ8dvTAAFnS/tUv32L2+duh1+Z+r+p8LmizeR/KPysH34j+s+dC1F9r7JH/ADFj9/f/fLZ/iDDWeCR6Kfv2r93N3/e+y9P4+JWISGQxoTMONTKSBHu6sgA4ETBwouGBKESDxRIPej73n7HXClCTQMAFzAIBGSi9NUejN9cGaa0oYhMe66SCgsCuCkRMjFzba33ZWGpeSkEkWrh4/FQSiUigGAS1UaIbbEECLpbNxVmIjJ3Wvd7kaUEAFjuORsRaW9ZInpcjmtwThgzeQhg7ggR4URcSm19drdhGO7v7wghm2+RxV1b70wFzWkUFjGzcIgICxBa9WrqYQQkAJSCiK0tyzLXYVzRmuF5hwOi1prlnK23tiwDjEZkEdPubNwz8qPd+e5wu7u7fT4f74ZxdzweLi7fcEQnarP44Sa05Su7d+RS8lIMEeWrLLdzW29IRCIaTh7q1lWFKNcUJJuWTBHJ1KjPH9E77Pc/Ojt9zJzmNKc5zWlOc1KAHyPt94r+EL8v/gcrLmINCK724K4YgRKxA69rnoSReOxw90jSnUUgUilSSkUit2RxwW63H8fRLAiRWZKfzkTMXIogEyClm5S37e5mTkTIHO5dNdVUJp2SnTaOYtsKYoLReusWbqpdO0CYmfbetJGuRg2oRgRGbE01a/8LILj5A5QwIvhVfg+ZJNliiTiDlYeHRELMAAAIbmHW3de84OqyJno6AABWmKHnH4S79d5KrelglFKzX9HcfLEAZRFmdjfX7imPkZA4wM2chWDbD4xwNRUpTJISGhOt4W7p+AFQ1tmkjk3IA616OxzMzZvHQ3QzHCPSGsw4GG4MeXUDACEcajnbj1xobkt4kFpYWAfQFtqPyM9udbh+8ePzy6/W4Vjk2OMW46ofPjHXbzF/Zbf7q9pbrS+pVCMHvyWYarWAb1zE47B3NK4pjq5+BDX8cOdnOPyoxZ/UG7Xyi1BeyP4l0a9OVsCK6r6UP33ffur5/R3Q/3YhJkWx7KXs5fbtezsHbBDFMwrqD0RKIgrACHdXQ2m9SzgCuRmCARNC1FKncUKiLKf1CC4YiCIC23qwuyNzbpfCenOGvRMlMA8t6QVSmNhMtbcsawWA3hZVraWke5jIdTfL/KqUatq7KSBnjA3XkyE7h3xdzgRMFZR1lyIllR6s26Gg5qAJTEFzS2021GG/O4uIw/G+95YLn3mOMHGE4VrqFBAJzMSk6uVlCHdHIgLqvelBCakMAwn11t3DzZprLVUDlvlIzCIlApFRVcM9OS4E0JvWOmQV1FAhJuvtOLfmAIBQa03tKjI0ZAuUUiFiXlogEFIq6KEOHtF7A4BSSoYhUzYDQEYfCYnQu2puTefrPZbDR/Em+0NvXT7aDacPm9Oc5jSnOc1pTgrw46H/HrB/ry98PlSAxoZQfy0BGBF77BCp4FIprLGq/BHGXHIDKaXUodZBpERE7z3cCfny8g0C9O33rklBJKRNdK71NAiIZoDIaVKFr819at3Mwi1hfeG+3nOklfUNiARCKDIMMKRrhYiqZmb53T/ZZb0t5paFHkSWkhI418RWl5KJ02nMjsvwAAxCSlEZK4A7zDQDV5n+Sm7e61I7M4URTlQAIotJV9s01CKKlFJoWRYAJM7OfWxd5/nYcKa1cZ98a/iQUqhQbz1MIZyJaikR0HsHQSQKXKUFMsQmURCJCQNQE5AYjr4BGAOEir+imYOZbSCLTCS6b2YXIAFREJdSwhfziWr1rn1uoQpkTTt24Irfevd9/fa7//HTm79Wz75cpruh/qU3H+8X/w577wcn/uo4DnXoYP/S3e2/c69/73z8hyS3AH92nv+jF7f3I/31afdFov9ipxXwRuhO/K+X5duHeiR9jkKExPVC7QixMJMqmjLDWY+yLEv4DuBvVv6yTN8aDy8xPg/We1czX+tnkUWkFKC0dYOFkneRPT3Z7AoRQvz4zTdqGSgrggLNXJM2HmnVMiEhknZV0OSWMLGaouVBA/DU45DHMtgRSUpRtd6bmfIwuvswjhGgvUMEEptZSpoVcCfCIq6aBa9MDIiZaMumnnA389aWoQ55uQRhbb6NWM26vLUi1bSP08QsGZ9TVdXWWnOz2KK5+RqEgNZaKUIsifsDiKadWQqLhmeFb+SVBfdSSp5FIqxmCDBNO0QwD4cIcBZmngKi9z4vRyGaj4e8nlJqFRZivn75TE1vb67N7Ozi0TROcnY+1Hr94qlrM1MWLiJdNTyQeJmPKzyGGLP6BTJVi0yMSRXF8HBziwDKDDI4bPHXP9w5hQBPc5rTnOY0pzkpwI+XBtwkV/y//sDvNwZ9wjm/NSMzEEL2S6zBJwwLQpRh2E17lgIAXbtqU1VfU39uquvSaO6Prv+k7MnAjWAdAWqmvT10x5ub9f7aZfvVvgJIxvtKgwDY9kpZsnM/90qZy1pOGFFK2e/22jRWIyzULP064bLdTjCXIsXBidaAnJmZqUe4ee+997n3lv0qqURXTPaaptuoGK+OZnRtzDzUMavqc/UUiTJ2yFwgvGljKrvddL6/VO1JGmzLgsgZiUzjlIhcxMK0a2uLqgoLF4GNyxebyAHCUHdzRErjM1fyMiG55qOIsiA0l+sgfR5iYMFUDxBZ9kjMZJqyB5mpjhah5hGKTG4QACBlsS5+98HTJ1++satpWpZ2gBhg/PY4RnXv89l8fIT8ZJgwsODw/Xbzk3cfXrbzrxo8GeRDwm8Wfutep2oD0wfjCEAALiS/VfG34F55OCO+ovJTx/iJm7tfOZt+iePa7Bcm+cfl/PfGaQ4cvByH0vvt1893C91/ShQiLHl0Sa0QFpFSq4erKRnk9iwQGQAVJkKolcGpyuN33qnD0A5HZCTiwlIIMdsveX3GCZEIPWir6GRc/WAIM2KmcDPT0HEcsyrIVE0NEfJM6L2VOhKRmmWJaEILsjB2nud85WSfLaUTDdBNE4fg5m274NKWWUqttW49KGkGMoS1ttRSiciJmLn3BoDDMBWpd3qdpS9ZnJveOEQICzNrV3InJG0t04YQMWcnE6CqEVG4d+1MnEyXrD/tXT1cSJgSVDiErxQN1V4kk6tzNhgxUykynZ+xsLY2H+57t+uXz3dnZ+fnl8M4TfuLvhzn4z24ttaYGBh7z4YnRqSuDZFKKQCYq+JMZBCUjnoEM8eKxgz4yGAQP/nDJwV4mtOc5jSnOc1JAX68FOD3MgBfkSFWV28VLtufcPhZcSQkqkBlRcA/MAAdAmGow/7snFjMXLVr76pL72quaTS6uyMIs0gVZlh7ZtYFtlyGbF1N1ax3VTPNVsX8lpaUZ0QgRBEW4ljHzax3XXpDhHAzhCIFAc3MtYdEhC+t5fYXkxRhJCImJnkAhQkDMHtCwjDMGxKqKToiYmstEXxEdRxHhOi9RRgiBbi7JTxw1V2vQIDbRiagqmbdJCJZFo0mww9oTUUygUVEtNbz6+w4TF7qkrGqZUFsQx2Q0COYiWmM8FQ1qX0BYc3qMQIAAbbe1v1VxIxqwsPeLKJDRAQDbfc1YRhASJY0QoSsMs2AGbizG4QDIJge7+54GOZ27PPSb+/m+8Nwtq/nZ02XwzI/++4H7/f+v5xN1677pX26vRzK9K3xUdTh8/3+3zgc/g7ZPxFvUL5S6Fdp+uY4vBg4ov/foN+5KG+dj9csHYmloikgM/IoQ6/TrquyX2D8xO3hj9vt14+9nb11WXdLxK8Xp4CC/ibjtXsT2C8a4UTY0wuO1dQFgI1yvvID3IIILIIYCNCBIMAJGXF3fsaF3Z0ZsiczAlgEECEgfWBmUe3JIImI8PSaQpizIiU8HtaOs2TVzFpvrTVbtyJLYtPVWuZpRUSYTXv3llcNFrcV+Ii4+namtnp9RIiOyMQaAYBubmlNRwCSZxEuUgS03pLbrqqRvDxCRLq7v9nt9qUMgQTpwAOoGxBGOAbloqp6WNdhqEUKMUeAqiaODwB678RsZgBhRonDbLY8iLTAFcKRL+o2z713EnEzD691IOZxmkyqWfhy7Los87GUKlxqHQFATc21tzkNWCJHzCs1mtzFcA9Ys8q5+SsC2xWNV9doIgCIPoo32R948/z0SXOa05zmNKc5zUkBfnwEYPyzhd8DHCI3QsFhZcH5jlSiATKydHPEFRaRjlMphctQaxUpXfvSmvZuptq7ag93QCDMb9ssIsM4MUvkolY4bEEjVZ2Xo/auvefmZGbzRMo0jdmQkQ31EU6AFo4R4aZmzExM6V0g4trXb+TuQBSBEQURc+vseLSV7s78wGpbiIkp1zvzdyOSmUUkScxzb3C/EylVmRHBPdw1INzslR6GVRzjxoTPMBUBJWovFcKqDpGIKFYVIcLieczdY5PgQx2KlHlZVDWbZgBx2u2FUEREJHdcaetUDYz8XeZGiJH5wbWmP6mKEBFMBMxmlp2m27OZ34+dwNFzpxWJENzcOgNkvWi4g/VnH3z3WAsQeMD9s6fPnzxtYeP5rp6P7daW9949t/vnQ4Wun3D4mcNt+PxdMgq4oPkxHz9zf/yGX9uw+zDo5y75UOHWjiISZXcdcU2iZmDLJ8twEz5HBMA5wSNAY3zfrbm+N9BnYH89yM7BhsKmjBymb4L+qZuXC+Mv78Y75AnLecFw16xD3WiNREQizILIhAyQqpnClUDymgVFhPehyFCHAyExEbGrWVh6pkSU278ikq8g4ZVAEBGtLw9XBQKBkN1NzVQ7rkcW008j5rz4UUqtdUhASG+LA7i7ds0LCSlePTw8yCkg3BLbgExEhL03d88gXNO+UUwSlOKElAulXVuttZZh6Z0QpdZaByZOuVhKDUBVSJ8cwnsLKRIRqkob7CTbbq3p+kAA8r6t1E2DWofeu4gMw9Bbc/e1zDbPKUirc+FSAqJI6arWO5SCyMTkETJUA2clt2jzzBOXWgOi93Y43K+vUA+idVs1PXJEnFuLcBFBJAfLHdQVcujrqZ7vhlj/8KHt/8GP/5ETCfA0pznNaU5zmpMC/HhJwAcp+Br677Xg3+trohGEMeECAURs7ixFtcVWasIswzDszq8govfeNvlnZm4GsTottdZaB8dg5lpqwhcAjKkiYK6MLq211nrv4ObuzFyHQVjGcRjGKeN+RIQBWXcRbgTghuQBJLupuJtqRv40HwQRMtPSu7sRYi0FIlpvHt7NvLVUgkiYDydjb7hm+dKZ41KH3XReh0GkmHWiTOeJu3dtm3bKVpWIcCRa9d92KwAgUsyttSZFIIKYiVCIAimXaR/g1bm4h0EJ3WhmwrLfnyPgvMzLMpvp7e1NLUKJsEdI1CEhBQCbFxF38jCmpAYgIAZEVoOsRh8RAqWydTNzi3AmAkJ3q5KKyDFQkJ0gCDhgqgLmZi5g890NDINhzPeH+eX10pZZ2+3xbrgf+j2X65ef9TvAgRnF715QP2twRdcfUvk90y+BPn18dmbOy8tu+IQI+22B851NN9OkvgxuyvQn7tufcvnb5P8XOSD8+Lz8yRftOI3/3ahPafiF/fglwG8NLDKaarejyEhBnwf+84fj1Xz8zhtvfnHCK/RPB3TX1CaBrygmaQBC0hTdAEp4uHYoDO4klPT0odRhHGEFiwciCItah4AE/bkbbg0r7p66S0RU084lkuJmAOHGCGTuLCxcGve8M7ksLVKk1BRyQx3ue2MjYQkIRo6IOlQz06bmDhQkJel4uAVYe2+99+1Mjjy3V1R6QLj33qWUiCCWUob74z0i1qGKlIRAdG0AQSyShnoEUUFEEo4IofUqCRMhwDwfELHUkZBqqUDkZgl+kFLyHab3ng1DKf/yn0hYsBznY0QUKRAhIktbPLxaJSIDAMIyDUgUXefDPQaYWQAyyzSdade+3Oaep6nme1GR0rWvNE7P6CwSkQeZGmAgom/Z3Xwr/CgU4M/8yKdPHzOnOc1pTnOa05wU4MdLAAYEwvd6gK/DIZIXvVmCO2xvygEAXQZmToAAITuiSDm7uKrjmDUX5pa+GiIwEdYCGStjLkVEChC4RzaruJmbmnezbmZq2pajmwojljqUYZx2pdRUW0CwtkhEqHWEqKWYs7tGoBTJRcpwF8nNN4/I/nkDp3AVxogID6ySBPiERrgHEiHyOE2l1FzMCzdmGYaxSOFSp2k3jOMwTMx8uLs53t+Cu6n23sw98fRrmJFWMY2ADpEeoEcAoJoxEUS4OiAEhKoBJnHBpRQPVzMiLDIEirtHJHEQLdx6ByRiGcYxl/NaX5bWVLuZmiqTIBFH9K0iMiKQOEKzZDXtPAsPs+T+IYKHhbZCVBAJglzDQiIqCBONQxVmCCdhF+raJ2YS6ab7dnj2za8v86Edj3o89OMxzATZ3F4sCy6tztefenw+mc1zExmfNXmy9CtsI/Tw+CcVvB8wsAoI6WAaATbffZbKCNff5Ok9Cyr8x9X/aDt+Xeg32W9x+L4Zf8CX46G/UYbrEi98/juTq9Cn+uFfVRyc/i7jB0y3S/tdhouh3JBys6Menw9vXKkelqOaYynIHEjCMiCK0Fp0KTU8EKGWuoBTITFVrq59N9Xzq6tv/Pbv7Li4GiD6ciSpgKEJGgHsbSFmc1VfC4ASOq+mgggBHkklIUI0U0RSQObibhHAzFVKGWrXBYFE5O7uehiqqal2ZkFiRGzLksHF9YVsmtD2zND23gJQpGQQtLWFCLIFtrdIagIQqHUinoYpIETKPB+1993ubLc7e3k9v3j+bKjjMO7zAg8BpO8XBoWZCIEogBDQTAkxIvoyS6mIKFiISURa78wMCJUwBap2FWEPJxZBdLPWGiEK51UVbH2GcCQ21bz6NO52VaoiL9zY1RG6dnKrdZx2+wC8ftltOW6NPOGhth4KT0AjBASGmSEAM0VE1+XBrSeicMOrP3xq34+988bpc+Y0pznNaU5zmpMC/LhJwHjVBBPfy4L/nnqYYNBHZRmpcSkJ33MHi5iGWoex1EHqgAgOCJB97zVdFQAgzqLPxMcDMWnrEK6mbpbt85H9HOEQUOowDpMIlzoMw0jESWdwszQJzQwARbiUKiKgXZcOSFKFiFQNE1RB6KbZOL9SvGWN+qiaqk5QV5y3uZplQmxZ7gNsHHa7/R4izKyUmnuaAN6XI7iSMDD0sGOfm7bem0ckFWDtW1yBEUEZuEorENGz+SOciVmKurmbhiBGuIF7YZ5qJSgQbuFqS95ULikCgLlBmBCRIAKDCMJgvbd57r1h+KPdTphZRESyjDHcVb2HNdVuYRGAgCwY7O4FYT+ORQgiLgVGkcJUiYQZEAbhWmSqpRZJzwwR5m6MUEUAgWt5+aV/oE2FsQIUtUAIB+h97w7CbSe7vXzaER2C4t6shz+SWpEPBtddD7f3aopC9/NyM3coZT4cPrh5CdqOTajpAvELLP8n8neUbnFvCr8o9Bt7eeMi2tjenpS6uaACo3oM/pbSv4BnL6l+mef/6qzvcPceUTU3jBkVjN1U1QiDIjJSJsMgDP8Pe++2Y0l65fet4/dFxN6ZWVldfWBzeOaQQ9OjsWTYHkCQL2TDEKQLv4HhK134BXzjx/EL+A0MA5ZtwDBGmhGooeQZDjVDD9ndVXnYh4jvWwdffDurORpfGCYv2sD+o1CoXY3uzswdOyJWrLV+v/V0AjRRgBRCSqdEzNE2zWSkQuXu1V2ku3eAJBIPF6Lw0THGAUMaA8/MlADuCZnCY8NutHlzDI52S2bODOth1kdvEGkcaThGgpnFPSIaMyekWRMWRLTRcw4nIrk008jd3ezyKbtseBJgJIB5Hx535gv69YVzy6XoYCMBQDebKu9v7hDz4eHt49PDh2Uilq01Jo5wFm2trWZapGgJAAhLgPDuEQA4dv9qrYhELDhEi55IJCzmzuP/iry1lpFjE9gzibDINHgtZk6IzAQIA01KtRYtzIIAjASQrTWzzszzNMHtB4+Pn7ftLEwg0HoPx269lqkob20zNyIW0XB375ch7ZdRZzNLEbl789s9vV5HQK+55pprrrnmWgF+9eq/X4MgvPz2N0dAX/4QkTu2HW2QgYSQEBAeUeo0TbNqCYDetjF8lcyQMmpKIiQaY2J4QbVcZAPjZQzKS2QQUp1mJgLIsTI0TdMYvzS3FxyoR7i5ZUbRoloSxt2ejQotASOSmMMcGYU5EDLDIREoI4RpjLqKMEIiJBJBZDNjZhHuZuvWzqdj21YtdZ6Wad4NH0B6hBOr9t7acevWD4en8/k00C/jm/xy4+9LrQWMhtK4qUczYUbmINrCMpwRF6IPynQ31dupfnq3+2S3VOWT2dvT+WHdAmBimVUmlVGsEoIyjYG/kgGOlISZAJFpVIUGI5WQmcculgGY+2ZpgZ6IhPtJIBMiBXIuwoQBUZncPNOZuKgQ89N6RoRmhm4iigiMIhjMBJAWLglTOigSgDKSakIiYncZo35r680sKR0xLXaTTLUUlrRAi0XxoPNqDbb4ePfmCO20nf8syy+/oMN2BjeM8IQ/S/hL0S1gin4X87a/+csqb9WTY9jskULIDfN/DEfBVwR3BKumMR74eU58VfUEatkfzwzIQMCsCIjCVCgFbuYPGCpAMAogta3psjhiOvSM8X5S9FongCGJsFImIfbw8UNmYgIM8Mz08BxTv8MWkikiOJSD+X4rFISViM3sYhAhyoSI6NbNOiT2tgGkmTPiZZyR/MUxiS8LsXg51jJfFBc0PCvvd3QjMiAYaeBbx3vERIRDj55FCyIeDs+EKMz7m7uIfHp8WJbdvOwR0cxUONyHiUS1qKqFB0LV0nvDy6OWdOvbgDC9NMMH3ql3632rpXbrzDyEmh5BzJIa7oBEBN2Rmd29ta2UaaytuhsgETMz99aL6ti3HEhblsJSJcytDzQrITFxZsSAVb1sT44gESXBeyckoc57nHa/3RPsf/l3vn29ylxzzTXXXHPNtQL8ytWAvy6Cf0HCvNcDXv6QmYw+w1mzqWokJgACisiy7Ii4WzczcxdRK5OqqsjwqxPycEIAJEYCZUR45KVSQhiaMgrSoqVUJoIByqQL03I4IMZ8Y0QgobAQkw4XWWvDWs5Eg405cPwDxxLpdikvx/4b9Bf+SrgBpGeSx1Bd+8sM3m5ZzK2b920NMwBQKQOREm6W6W5rW9v5dDo8N+uD9ziAkPiCf8kL3RSQRvMPiBkQNmvdSVSL6pv9zZvd7s0yf+fm5jv3d3e7OlWpHOGdABrodj/1BBWuhAUJ080DAHSUGhnpAZUjEPLim/B0fFEnIl4YPoQYpC8wVURA0VSpvVtE0MtxQIIOYr2Pt6B7bq1PwgAZBsPtHYmJzT080CEjQhD3VZ5PPTBjlJ7CjAyUvUfbWls7IvBSAkBECxEkvDtva+8aCAANAJKhSr+r/+rffvH48Py24cPzE+WQZDBFUOZqjYnz/NZ9+vond23KNFaH3qGHQYYQF8ggcYin2NhBMgITAyWziMpCEYf+T0EAACAASURBVHE4nfelYlrr8X/++Z8bw+ef//XXPvnk69/+5lJ3ALHwbre7HeRKIlYRChyHfUWZptktoCAgQiaOPcp82d2E91haA8Ahz4BMC1cc71m8gGFHT+6iMMGXgychPZzgsp3rAYRE9OL0GB++l51SSExIG6Oz3sY64qh4mJmYwXqEqxYESEgiDrcB6sTRqwYYskEtRbWUUlpvt/tbszbNy9bW5+fHqc4DDOWR4THa3YQYkWYGAB7BRIFomZGxrmdccZrnZV6GoFNEt23NsR4JaWbMUrS4W+99HDKWwcJhQEjCSkhaiogABiL03nu3aZ4RUFSRWV5kJx7OWqZ5qUWfHj7vvTERISfkhY6LhJTvYb8AL7Casf6HSERQF5r3v8Vz6/c/vPveh7fXa8w111xzzTXXXCvAr1oBmF82AL9s+sULETTeA2DucH1TWyFKliRBIGZm1YFeOJ+Ox+Nh3TYAENF5Xu7vX8/LnmXslF0cEGP9bsj6AJEHl1BF3CGBmSOzWUdEZvHwbdsAB8Yhwx0ymUhURZSGgmw9hRvRy5gZjlu7NLNw83HPmwF5UdZ7hEcMM6FHQGb3GBVjArTWAmAorQmxqlSR7n54fjf8e0Mx2K1HxAXf3/vL7OyLWSG/7MNcbi6RmFiIJtX7ZT+rvLlZPrq7+92PP/zeB3e3VRQDOVGye7i3lhAsqrKv9U6l1EIIEAFm3q3ZGD4kd49u3YCYp11hwd7dLCg4LCM8MliYMQGRCBMQLSFwdLOyZ4+zeVAiFwXkRGAmaY0RACEyezfJxAREnJdZVZCodd+63RCZBw6JY6Rb7AqPI4oABDEgT8ejdSckLczChcXClMUAWjewKElBQML7Mrnwu+3pn//pv/zjn3/x0be/tyzz657Hx8fT+Tz+m4koLBoZiPuPv9YwvUeGQTIzAUsGUEAnRGBBSu+RgMJMAg4sZODEMigoh21jRCZ+enz64z/6k5/88b9UEVSc53lelv3N7vWb128+/ujVstN5udnt9rXqbqnLdLvfL8sUkeHJiNu2KWu+yDM8fOgcEIGJR+0NAIgUF8TupR01uuAw2DAsLNS2zcwiEpFG95hZerfhbBSW8UwGkQakdrB/3Oz9rLaZjWKG6WKhGAoKhBoDmRs++mmjBRmRAKGlAECYtzizaC1121YPZ+apTnB7fzg+Pz0/LcsCAIfDSUQBwHoz6/O8MPO2rUyXb0ZKOZ9OkBDhp+OhbauI7m9uibZSqrkLKySq6kCVhkdEAIKIqBYkWtspI7s5IFBktO5m45lQZkatwtTMmCgQwtzdixZkXeCmr2dmHSPZADFouqOtauHwwu+56A1HKfjyu7z6kJffprbhv/pPfvd6hbnmmmuuueaaawX4VSwB//biX/4aIHT8vYJ9qIeZAUUdCaXUMll4dzuft+Ph+XB4bm0Nj26dmFTK4fD05s3Hy+621olVmTAhXu5KgccDeQARQtCIgOFl7+1SjSKIKCGZdwTceoOAolW1JOLWm/VzhHvfWtsigy+F7EsfLIIIRuMwM5lGUYOJ6RE4lgO7ZSaJMl7WFZdlDwDuPipAvBALY21tfHndeuttOKzNzbthBgAI0ptXH/zOm49uVc197c3HkhXzovLN16++fn9/vyw3RT7cz7tJhGKapyT0dHfrnu5oHboBIk1Vp1pUFYS0qAhZROvZMTv41rfunpmRIMzAlAHbeg7bwgOTGFSExwRg5BAShJlHJwAQJmAESi2YFBU4HdihCkekde8ISOCQbetuMU21A577RkQyCwAKxRYRjlWFCBLRI4JpIfIIJWTmtdvpfD7aNiEISVNxzGzrmeHQGyegAyYUpVoKMv/p8xefbQcy//G3v/29r39jfzu/upv+93/ettubB8DHw/Htw7vn5yc7ry768Te+c/NqPrvz5qRkmAi9EBny2jYzu+WqRc5ckzpCUIBJMhhyPZ5Omdu+7gcUhDIVJYP61nr2Uosfjk/5/CvEP4efRaaRJxEhCiSoIFER8rCPPvyEkQMCCbb1TCjDoQceQ9OQkQFBSC82EUTA1jZmjgx82bolQg9PBBFh0WEFyQizLgDDUw+RoqxSWtuQWIjdzSKRKMMiYtSKA4QpomNLMDNRlYh6byLSextE2nAXreOjYr2P2VQi7n0jom3bkHCZ5nfvvtjvdvO8THUudXp8fHc4PO33+6Jl3VbVwizrel7X81RqIkx1YmFEwKFiFzmfT+fz0YRZulmfl5sIvzQuiUVEmJKCyjBSGGQCIgEICxeZl715H6zO1rZwm6Y5Idu2Jox2eiIgEmNkRHqu1nsk1jqbbfiizXDPgERCiPE4KAF+bTj3RQSfkPLh7/x2lfD/6fevIvhrrrnmmmuuuVaAX8kKMDPx162AFwjol2yYBKjYqySXySEHh3CYryFgW9d3D29bb2OBEBEZ2d2enx8ibL9/vrm529/e8zSHRTcTIg8HETfH923Hlz7f6P4BIF4ad05MAUlMJFRrDY/j8+Pp9Oxm7w3XbhYAmfFyA52tNxp7hpkwmCvMfFmYQpGSwCg01VrmCSIoU5lhgEETATMimSgyeu8iGgEEGda7GRAxkhItzK+m5W6q9/P8nY/efHJ/d6+ETIO4yARMNBWcZyVmACjCHAAWjYGZVvdz65FhHmaGiYVZRJmpu63WeLRLhQOyD76qZyQhshBmBmTUwu5kLTgnBiCGUlV0BkYisDBhHIaJguphyA4AZtZbqJaMcLe19UB0QEfo69YaihbRSTTHu1LrPO2XcN+O59Y6YooyMY3lrra29bzZIiqsWj9/PDwdT+FRRZOoJUAzIkrhBXG1de3OhV7tb+bd/sjbzx4/279avvv6a7/7nU+++82PMODd2+fj9vRprb/8v86fPxy/eK6/2E0/fZgeHp728/LxR69OzTkAajFvhNQDohsTE3AVWiHX3mqdoicgB0XhYtYpgiE9qJkBgjAHZESHDERAombb6ABbGAIlBNpoG4ERZ2sQuYYDQBHxDEbMyFqmrffKykyOEMSAuG5nShpCkaK19datDw8hIgxHX4S7Y4fOzEdzIs5LQYLCKMQQKUxJYGaeqao4cKMBRBjpmTFGrMfcaSkTImxtrWVi1fDoZggUHpdjOjIyJdMjCIGFILO3NpWFuADGS2FEdVp6N+Y2TXPN6WZ/83x4Oh4OudupqrsTMrOylG07AeLxdLy7ux/6EFV166JaYsqIbV1DHRDX7bRb9oiI4RkOgMJEpO42nBDugYJlms6nk3u4GwvPdRJVGABPCwgXEURIMxYlZio1ibA3mgQRWz/DSQit9yaqwpzuxDxqV8TLePbYKyYcJzxkJNi/+i2eWP/p3//RrHy9wFxzzTXXXHPNtQL8ChaA8KIEzH/nV37ZGIwKrcgYxLsMcCJShLfWj8fn3tuY7QSAUiozI1GEn8+rWWxbiwQiBgCIsPDWN9gGnAIg0l5IMEMsJkPgHpHuAECihFiYM/N0Ojw9Pj4+PZjZRXEGQMwX+/mlY4kXjzsCIAgxc6mqqirMJCwsRIxIQKNrg4yQGT18FJ4eXlU9Yts2Rvzumw8+3e0rEUOih0Oy8CxlKeXr9/s3+91ctApNVYkwRYgZaHjVgxNFMNOJRJmtt+10woJMuHU7nTdPQCIm4MLCqiSM6OEYhpFm7pDREDDH8KAqjz27IkKEkZ2IWvC0VOZxu5nIoMjdDTAQHZkQwsw3CASnTCRkhgGOicCesHmmJQtnOBetwshMhBFhGbupphAJB8K8m+qsEZlJOhVEPK+rpbNyBvQez8enx+cTIc61LNM03k0ztwwz7+5TmZclbm72W/gvT7/awL/24Zvvfv9bH3/to9f3+9jOkTm/ua/9fldf7+5/9cHD8fx4+viX71qcHm++JfOcAIrYEfGijxv67wEcIsSLlM96j0udI+H2nnpEA4KS0MckYYS5iagKDfkkjP3U8SQgY+yqdmuDgjOYRt0uq5KRUcsEREKcGaq6tS0zpzr33oE5M+DFEY/MxPxiIExEHD8fBHSzbg1yoEmG/INgfClIQhLhGSFaBm8J0FszYWGRdT1DgmohpIQLaMbdzczdhGXMAOtoCVr3cAAAxMwYZaenA6BZL6UMBMtuWY6H5/P5NB6d1DoR0baefUxWjt1dJELY7W49rPfe2kbMkTHVaarT8Cu6W0IyU9s2VbXeAZBZgAcbBsx7eIxh6UQPD3NvvYVf4L0v3E4YW6yAYNbdvdbae8/MadkRYtFi7sOuGTl0jzEoMAC0tW3Mx0YGXhb/OF4kNwgAzLy//y2eWf/xj795vbxcc80111xzzbUC/GoWgKPQi/cI0L/BAn3Rki/cM7wjAVKCEyEztN6en58Ox0NmDv9dnabdspdSVDXDPaK3ZtYfHx/gssgUw1TmYe4xyr9Bnhx9wPFV8TC/l4mI3GM9n4/nw/l86r0PpHspVUWZSFWFhZnSzaxvvbk7Ac61imoRrbWqlhfTO44GpohmeO8GCHkZqAQijgzIoIzH58ci8p3Xr/7u1z/9e59+8vpmj2AQkebICMJVdaoVlUspF6iGMiJgJiFlAgkjEiAAUFowYFrf1q2BB+bWrHcHwnlaWLiwSpGMhB6Z0db13DYLAyARJmFSZhEajT+33ry3lhDdekJAsgjrxdsOiXlo4e6jbiTETAiPhFAVoguWIxDbuaFwWXZ1T8IiRN6tR6/TDJmtb21ry1wBkkQtMwl1KsC4tjZGelvvEEFEa2/RY2y4vbm7VRmsnRwuDUCcRHmeWKXUCpC/evjiL54+n2+Xb3/7Gz/68Q8//PRrOi8AsJ2PiCQtWufdsv/4Zv8paZzWHz08fvSTn/4P/8cvHhy8Gbq3MEnq1gbzlJgjrHcTkQgftdBlxWt0hjO7NREeL5mk9Q2RxnLj6DwPTZyZEeGwkkACMatWgMaEZj7gLKOZzMQI5O4iku4R4RkZySoRCQDDDmLeC4uqENKQZSJCBF7EGpBIuCzz6XyudQaAogoJowXtEYjIQIjsERju4QGIALXOmW7WmGkAlZAQE7RUNwt3yFDRcI8XMtJQTQ7ySgJGBBG13ottReepTt36tp61lPV8VJUEOK8rE+92CzOP+nDb2kCtIJG7beGEJFoPxyMmaFECLKXstBKRmQ0a7bqe13VtrU/TRETMPM8LEnMIIqmWUZ5BJAJOtUaEWQfI1jbIQEC3GPuT27Zab72t3VxVM0PLpLVCBiGrlGGwF1YYUFDCiGBmGvPelwMjh5vmImlhod+eDv6/+NHvfO1uuV5frrnmmmuuueZaAX5Va0DIX3/xtxqAKeCFA4gAmZhJNAFPp+PhcDgcDy/cSC5abm5ud7sbrfOoNBCx9963FQDcelvPW9vCrFvz8NE1TI+hL0MkYR5uiXmeieh0Pm9te358OK/nyGDiUqf9ststO2Ee+rXMbG1rLfICrqiIxExTnUqtw4mHSDmkFEiRAJmtN+vd3SGzhzEhA5hHNzO3MN9P+k9+97t/+N1vffLx62Wqe88+lYzsY4RvqloKFo7mUgsNHMrQA2S+4AYRiBIBEnnC9XA8PB/WbeuQzbs7kOp+f7Mse0wIc4AgBsPsLVKhTPt9LQIEiJaDg+p9axFZa5l3Ewzsx7a6e1pL89YiAIAQkETquH1n4WEgIOZsR7+A83l3e0OscXi2TCqipWYEetgGHDxXtda6mxISkFZCFjQbA4eOQEitnTKBIr21dt4yU5GZ6eZmUZGtWURIoXHI7HdLnatlEjPU8vz88Pj50w9//9s/+P2/d/fqVgq77lsDSGC5QaAyMUzdHmP/4Zs67/rxcPfp9ibx+L/8xbpui0hC1KLt3EQFAT18CBamaXI3JhJRjwu1dbBAeu8eUes0Bg67t0gfi6YRTogWceHHRnASIDBJRrgZIrp3Dwt3ZhGVUkprLTwCMN0JoEhp2xmBRAZmE5ZlGW0oEe7WXw4LFBaPQBh9SxqCB6m63/Fu3gOQ2zkAt7ZG+KhOcSwNMmfE2AMklmaNEFXU3Jg4Ezw8I5kFLquATEQh5B6ZkRAIQANNk+E2HhMMWilu21prVRHIyIje2yDVjJ4kQDJz0YqEqmXd1kuzlIblBJiwSO2999bHQPk8L1om0URmtz4QLBFxOh2tN2ZxMyQUrSLiZsRsZrVO7t3dIiJjYHtjuF4SIMwNcds2ETbrvW2E2RtBpruJCDIQYa2zEZnbtp6HomU0h92dmF4cLS/7zpcSEH/9TPgb5r/5Bz++Xlquueaaa6655loBfoULQMi/6YX/8uWYq1QyYUDigbQULefT6eHd29P5tLUGAMJc6zxN87Lslv2eiYnZzcwNMrVUQtzW8+BG9N5675edPUB3H87reZp3N3fLbl9UI+Ldu7dv337W2ubuIvrq7n6aJhHNSMhorcfYHRrwTQAR1aJFCzGJyFSn4dQeTMsxFeoQiLRtq3V7EROGe9uGe1q0tYYAUy3/8Iff/89++P273bzb71gUzh36kFVIQooKFgXBLJksgUTMFJlplIUQwB0igQmZo/e2ng7PT8ftmOk9IpFFeJrned5BpLkLIRKZdbMeEGWeApGI+tYjY3gFwiw9mFCRhJlZspRlKgCA6GbW0wAAiYFYEZCp956I9DIm+/x0aB5ltxMVVURJ2S+n8+rdHIAAzT3SGBUB1/O6ntabu7t5vul28gQACAsza24WoSp9s+NpPZ+aCKOnMItKUQFm6J0YaynDlpCU3W3o0h+fnv70L/7N/Hr3oz/4j958+mlv53VzSENSRMq1QRhLMT9x3aWot2fsTxjtp3/2lw48qWR6QAqiFH2viCRiJvbwQYzMDMgx58uISEzoWLgggIVHhjDnlx05AgSEBKQxWpxDfYDBzEPcxyII6IBEHB69dUTSqu7ee2Zk732APi//LkSmjzqqlnKR6TFGJg6s5cvOqrAkASGzSniYx7zb9e7mFo4wCqwMs16pEsnmPSMAkogvw6XhA3CJhKNPSMRIFJ6tN4QEhIxgZgRUUby45nuEhwcxuzmLntczZIrKVCfV4hFmPTPP5/PT89Nu2dU6DapNKcXMTueTqA5VprsR0TTN7t5tbAUDjy8jg1kwYRzkeTqke0YcjwdiLsVFJCO0VgRY11PvDQHCxhC0EDMLI9J7xC4xt9aGFXDI/jKiAMSltk36NQn7KB0x08xUy4BOwYtLY7CpgH+bC3vXBuA111xzzTXXXCvAr3wJ+J4B81L7/TsvKw1kC9dpBsSIPJ/Px9Ox94uWoE7zbt5N81KnWVQIcTStxgwpIXbrx+PheDpa70PrB4gDDEhI07yb52W328/zjEhb206n49PTu9a2zJzn5e727tXt3djXsjCAhHBCGDZsrfUykDdoL0jIjISl1BiitQxIcLNx+7it5/F9jztX5QLRgYhZXi386d2r73/y4T/64fdev7qpqoVVZdqK2NoAWcpERMAIwiZUmR1p1F3ESJCODO6ZhmnMikSR7Xx4Om8Hh5aEEFB1fnVz52PgjUiEIGJtnRhlKrC2fu7Wk4SUCTMLMyomEmoSMzCFmZuN948IaNbIKMnABMjAQhkAWUrxDAAoymbek5Bov9+xKAaABRELSTRv7YyIkeked3c3bs3NWURKLfMemkXziOxrgwgErKVk9m6WAcw8l7JuHSF3ywSI5/MKAKXospsYwTPrXFmEa0GmP/qznzycjz/6wR+8/uh32mbeIUGieV4gmWFbT+zzxKvlpIbtHazvHs/58188sJSxhdqbRYRqyUwOy1QmYebWDCAAwNwGixURw4OIRRSRMoKQMoOYBkkIAQkpIwFRRd09EEed4B6QgAj5vt9FGG6R4eGlVGHJSGYi4nQXEUKICGIek5ZFyxgrhQRVHVPXjIjM4xlLgIuWMQ1airgZEXkYMSmKIwyzpJllhlmPiKE/iQgSBAC30ZSlzGHZRM+EiAwfbWlAEBJRhstIJEGtiGjd1ra13gBg21aJbH1FwJJFRKZaFWtnGeqIbVvP5xMh1qmqagKIyH534+492tY2mRZAiAwWsXA3d3dmFpHIipiMNFq1RSshxRgR7+bmgHA+naZ5JqIAAMiq6mHWe4aP9h2zjDqWhIXZOlykiDmqbQ93w47uET5+toioImPxD17ORR7wN3CfCPD+L8bc729MA702AK+55pprrrnmWgF+xQvAXyv84Ev+J1y6g6loN9JUuJQJkc7r+XA8PLx729qGiMK829/d3NzWOtVpqqVExta2iERAEc2MdT0/Pz0cnh631i50DQQimuqkqvsxOFqUEntvx8PT4fC8rmcE+OD+9fD+MdHz8yNkEhMhMiGwMPPoMCgLIjqmsKgojp0oBDM3G5p6H9poIsx0lRKYgKgo4c5cC6aqfPf17X/8tQ+/++b+a69ub3azJGASYkme6o7KEkAEoszCylm4MBMKkgQkqyaE9U6ZGYaYAAYQbTu/e/vZ88Pn3TtCBuA87ebdHpEokQgyw70npCh5pPcQLsutqhYWBsy0nt7T3XpLDyT0ASfBTKJLgWIeFsQEQUiUBhYEiCIUfY3eUyMjd/cfCstutwszWxsmbGgRDpnoqLWQCCkDwun5SCyv7+8CpfXW15YJyzRBqebu7kj49umUAPubHQC13lmkCCGRJ7x+88E8FUJIj62tKqXOU3c/HLef/Oyn705vf+/f+8G3fu/HSVDkBurd4fkdgXvfMsSwp6Q3ejqeKU/bOW9Lvf/49x7fvv3rhzMxgQBTRRQkUinuBinutvUmmSz0gv+4mNgjolt/6QO7SkHEBMpIRBLhYW4ASBGN4aVEjgxAZBZmcjfrHRCnOgGEhRctANl7a71lRJ0WyFFYZIy6zh0BzYaqIcOdiNITIJnpgkryCAQhBcRwy4xBbxm2TCZu7kPsjphFFUBbb2aOgETYWzc3kUAgC6cIgEiAsTIX0RNAtRDVQcIUFrP+8qEPRNYiIpywZIK7JZHIbmA5zewUPraDRWWqtZRyPp0fnx6nVl+//uAyD+yembUUESbk8fMGwKkWc4+MIgUAmIiZmdTdi9atlHGGadva+zb2/SL8fD4RUhIQkveWCdYtI0qtHhHRMsHCJASGX9GDhQGw9yagDRq5jydYL4o/ZJG+nhMv7+YYvn1ZOc5xOhornemebr/5CfUf/t43rg3Aa6655pprrrlWgF/xxMUGcSn/hrH9xQsPWbHtpWm5aeaP7/76dD6ez2ezDoC1Tsuyu9nf1mVXp0lE3Lr1DkBFBRK2tq7n09Pz4/PTwwvlBYnpZn979+rVMi+iCkjuARmtb6fjYVtXJrrZ36hwRJgZDlUFhKjUUoSFkIBQmFnH3TwQYkEYt7mjHdDNRr+FmBAxIQmJGA2SQDCMWYVrh1TFb+z3f+f1/X/4jY8/+ugOi4qQglASAhEJSAFEVh0c1EQGJiZCkUwICGIed/5aSq5bRFjbfDvF8/Z4eHx+eoRwJlVRFq3zNAAVwuTWtm2VKsKyrqtK2b++Zy2QUAjCPQntbBEphYDVzD1z3Jk7ADKzKpKwoO6RVcetrZmDe9taeGSzfj53ojIpFp2K9O2cDhBp3QEsMpFQakHkiCTk7XzazzMSr92BvZJhKZkoKkTczTLCrS+ipLOqImISIFG4dc+6zPMymzkCVNU8JILqNN9M5bO3h8+eP/vm9771w9//g93txymSWJh1Snz8/N9u23G3f0NQPbY6xXY0Vbj75Lu7+ZNlt/uT/+2/fzg0EWEWADDbLvWJ6LatiRiRPZqW4uZwETnmWDYjIlU1MxGpdXZ3sy08LlOjyEmpIki4rp2JPQzp0lRGBOahy+sXaUmm9XYh1rqPCgQBem+qAgmtNcgUrQM/M54+uDshEaGW2ruF+UuLkkSViVrb1q0xETNBQPc+On6XccVMZlYZWhFERAQ+nJ6t91onBDDrxJyRAFCKKvPaNsiopQxN/IuPHhDRfTwQIUAYcJpaK7FkZoSPXvq2bZmBhL21BmtELsv+7u7V49PDX//yr+/u7nfLYmYIUOdFRdZ1bb311lWVRQEyMhLSuiFiRJZSzXpDqDgzM1x89dGtD7sgQLqHhw+5i2oZn/fhEzS3jNSiItp7n6YZAWGFsdDLLI5hbsPhObipLNJ7MPOo9gccqFvHQYDJzEgkJOIIlzE0/hvnv/0nf3i9qFxzzTXXXHPNtQL8SufLbt+XHgh4eQkIuZOoSh523trDw9vWm5kxca11t9vf7G+11lpLKTUieusDFMEs6/n09ovPTqdDa83dIUFEpnnZ72/v7u5VtagG5CD1eY+2bW3biFC1EmFGIKEWFUJmZhZV1aKMhMNDxzyKgchExEHfuGz2eXgEIRIRIGbkhQYJuczzdlxZp0R0xL3of/CNVz94ff/vf3D/4es7X2YAUGTmiYiHbzoGI6T3gZB0MGBkZ+hbACMLCgRBeDhAHt5hRjsenh6+aNt53bZwZ9FapjrPqpWIEIGUtm3btsYqwuoZRGV393pZ9r1b27acFZk9DEthzMxwiwAKwmDOBAKSOpWqiZBpNGCQ7kSkikBAqBGxPRsBqUgGQOvJ7O7pcDE6YsAg5yAhUCASc50mjXRPMBPmgIjB+CQV4Qjo3jLx7ubVKLfO61qqitJ2ChasRcdgIRdt4SwFkde1A9CvvvhMK3/9m9/64NPvLHcfYy3gGQGo023C4eGXp8OTyJ4o+vZU5M39Rx/ff/2H6eVkj//iJ//GA5UoExCAEIEwxyiqe1EtpbgbM4/iCgAig5l6d4BLzycje29mZtZVZBwb43EGAkR4hCNe+uAiZeBXBkXW3c09IhCguwFSKQVhqN0RIAdzCF4ok4QYoyC7LJsl6ig2YgjNw8PdkTLbhZpKRESXFuF5PTNLpgECE2e8+BIyhQUAtNRbpt4b8yhulZjDXUWI2NOZedR4qqW/fGyJOdzcY9SBREiEzLIsew+PcHcgIgQkImbKhM031fr8/Hg8Hm7vXt3c3P/qs1+8tOAwtAAAIABJREFUffcFAu52u1Eha5k8QUQbX/gxRAQJF0APZLqPoW4m9pdCWlXduwAKU0KGh2px99YbEzMrITJTQrLI+EcA0Lu11s2sljoYsJlp7koU7u5O46kPUsY4HYS7MV1GBsYA7XgfATEzL71OABT5W6fHizv+/2X+6d//0Qc31wbgNddcc80111wrwK98DThsEP+PKgjKqNAC4Pz8/O7pcdzZi2gpZb+/3e1vp3lWVWZ272YOiCrFej8dnx8e3j4+vF23FTKZZXdzc7O/XZb9Ms8ixczO2waD0xC+rqchaxa5bCsNtZqKQASLAKJqEVEAICZEQkBgykxKIMIcqsGIcdMmosObB4kGTkwAmBn9vCrrhhhEs9AP3rz6z7/1yd393e5273UWqsySSCQzJQ5vNGRAhPUGAAiMTJBo1iATWBJgCM6YubUtDu8y8/j8+Pz8lGkJME21Trt5mbVOL4B/61s7H05EUGt190xY7l+VZRfN4LwyhDkbQYFwQE92BwNNIZkm0pIBmSjKLJEZZoCYmJFEhOnd062oAMQzgKhM8+yZlMiRBASMlsmqBB4w1I6g8nLnLJIJiXa3e5WEZs6TMvNUS2Y2P1Iictnf3C27+fB84OMzoq/nY3qQ8HY+tQgtZYxEAjMluUMmPq+H/d18+9HXptsPdLnXZQqDTOztNC2vl9tPn9/+4t0v/8S7ffjJd24++tF89wppB4x/9fN//fNf/EKYkXCoSy5HTg4gChKTgCACDXImomeEW0LaRfwdRISEQxI4at6LC8GasG69pTsSRoaKAhIAEBFL6b1HpIi8LK+SMF0IQwDEAplIpIgRtm3bsEpEwmBfJiTS4MUyMY/qSEuN3mM02XqDzFJKZLhZxFjr47HJqaqI1NsW4TAAsMQIJMLCPNU5Ms7rWUVb76JFtbj1bjbVmpDuIXxxXWQONx6Nzu3w9Y1yt/V2qRgBhlViqtXcACBCVXS3v/mrv/r549O7b337Bx999MnDu7dv330OkPvdrpsBbplQ6qxl3ra1Wx/qefPxiUwRoUxAFBEiHDZ21RoxyjPycMIopbR1ozrKTzaPyCQiyEBEYXEPgKxl6rYBkmpVLZEJgB42CksiJGSiiw5k7AiPYjgzhn3xUqMjjlYkEQVgXlwR/x/zwW76r//wh9cryjXXXHPNNddcK8CvfgGY8LL89/7l+19CPkl2h/O2rut5VDq11tvbV/vbu1onFSWh3rpbJyJhPjw/PT69O52Op9OBiedlnup8e3t3c3NXah3g/mYtM92Tma23dT1hZi2aQeEBkMPANqa2tE4syiJFCzJnJOHF1o2IHj5ALzmMfsQ0mjZEo40ZHkjArMQECe62RexEv77f/+DN/g+//9G3Xr/GZcYyi9TKU1JxQiDK1uO8+bqCdbeGKAmQGImZ4ZBBAAHpmcgIQuf1fDqdop0gAxh2rxZVTUDVqUwzIgEEIVrvp3b2rWtRVY0ARF7mOs1ztG1bt7TGzLF5Rq7eAAWwcK08cQIiE0AmRYJjOqQhRmWETOstrAOiIPbMsE7MU63R2lAfKhEAZyYQjnnF8NH/423dcni6kXVegBC6EyKIzLuFuUbEUBHuykTCzAqltK3hEnc3y/r0bj2eRCZitPBJ2DyahdSagSREgG1rD4eHm49ul9evad5jWTwYULgoSgUCnnfTbsb82We/+mXoBAsYWfo5sf/P/9M/e/f5KV2bGyISoSgjYHgkMGdu2+ZmY4g5EyEjMhLC3RGRR38sPUf7C4BQMtMjAGCeFwAc22VbW0d/SlnNvfKolBCQEGW09zKTWc16ROLQwxMxc5gJaydDQB4AlUgAYGIthVmsW2QSMTMQAggr6XjoQogi0nsjZiYGBFUdJJXhsTA3IkJiQWAic4+gvCyzgYqWUlhk1HXMPKSLHiGCOLx/LN4bi5B7oL1MqKZqyQgiHDOuTERE5hbh3TokELEwi+7uX7/5xV/9/Gd//q9evfqglomIn54ft23TWotWYtbLAxqm8O4Xi0Repk9xQEG3bdNStbC7u5mUCp3MOgJpLZGJTJQQ4cKCCB5OKO4WjsKChIULEbOI9W7WWZgQVQsaJAUAIFBEIFGtlRDcbXhjeuuAwMzjqcHLjiVePBB1x8vtb3Iq/e/+0d9lwusl5ZprrrnmmmuuFeD/T4rACwUmvmSBZmJmIa8qCbG1hoiqpZZpt7+5ub0rpTIzMbk5EZGKd/vi7Rdv3362ricA3O1vPnzz8W5/U2tBpIgcA1kRnpnMzCIZ3t2YgEgy3AKGnvsy48mCSKVWfBlWywjLoAvoIQYNYuDp6TJCJ0AIA/rhHpeWILuHZwIgWH5zP/2Db37zRx/fv7mV5XZf5nsqBVh5f0cquTYyy7b1w9G3Lc4bQrg1pCKlAMK2bd5bWnfr597OvTk6CjnHcrPgrKq83OyREGBIxicpBXvL3sP6ej613m+WRVVGP6fMMyKuz0dCTE5gbd38eYPMXuf9/haRo3uaY1hABDlmAnrzjhlEBExKRECJQi/sexrqc+JSavO+bY3mygigLKIikoC2NhCSWkSUSLkoFfUAKqVWjN5VS8qUAIhIBFIUgMaPO8O1qhRB97ae9/f3yDMiaEEkaN0jCYiOzyfvx9j6abXn4/HN9GFSBZ5JCkKG9zAPX9ft7XZ+ssPhi188OUxffP7ZeX28+fAbH7z+9F//9I/+2f/6L85nniuRMiK5u5m7XY6lfL+fNzp0xGMgdzSRVIqIALJZywxEQCQzGxJLQiIWtw4IkFmGlzwiwpHYI61tiKBSInyMNLIIEYKDqgCguU1lbttqZhwOCInoF1sDMhdV1Vogxz5rergI11pO59O2NVEVkXA365BZtGYGAHq6lvIe36K1EnHb1ogQBATobWMWDxOVqmUsNAaEvd9XhBxT0ATIzBgBIiKa+X+z9y6/lqXpmdd7/b619z6XiBOXvFRmVVbZdbO7XW13y1bbwMRStxvBgEFLiAkDpB7BAAkxYtDiX2AGEhJICMSgJRASNBK0GTBAIKur2+22ylWVWVV5i8yIOHHO2Ze1vu+9MPj2iUwj1NhmlNZ+lAqdExGKPGedtddez3re9/ckBCJiIr5+tQ+c5tKWokVJMyECmKWoWu/Lcqjr9YMHV8+ff9bnw2G3CwtErNPq5va6lmlarTdn56PxApGGARYZzzgcAEWktVZKReUBwslE0FFUKTVX82EfHqKaHq0vrTUzP1YOAhKxmWWamZVaAXFM5MKI+FiadSYm1sze2qKlMNHg9zDJWPwjJM9g5hHNMh0NvbkJMz98Qpu/uAP8zW88/e1vvXl6MznppJNOOumkkwP8SigSEv9UL/x9BkigYK0vRTUiVWSqq83Z2dnZZREdZVrmlgmMFB5327vr6+fLMk91Wm82j67eOLt4oFoSwmwUjHciQiZEQGREcnAWGbVpGSHMzAzHHENHlfnY4YPjIh8gJiK9Nq2BADyIoDxyBgBEGhVqOSD7RBwBbo6IV2X1u++981tvP+YzjYpYzmJas1YuyiIWYZjOUF7dtu0+u4W5Crp79A4ASNJbS7c+z/Nuv4CnQHdjlbqp54/OBStAkEgkihSmQlIVETzde196Wmw2G/BsSyeiOtXIbNYBsZulmRBGZBLX1VQ2V0i43O2iLQwO0SOshwE6MUKCcBUuSeAZg2mBiJmA6NYdEVQErCuXspq0FvcYPdjdTLWUqVgkApEyASVCIgkRipIHAo09N2EFdMwBmcEkYRKJRlpaN/Oomw2TyLSJCIhlPuy7pYXvdgfv3pcdubfFzRyBi16s1g8gANjC5tYXjN3N80+3d7fZbiHiydOv386hIH273dP1z97/0YvrG08IcMEKAJCeefRvo3CPWDCjuYNbqQV6jAcb1g1JErC3hpRICMljQXRpjUlUS3djEvceESLCzGMPzTxKoe7+ujbd3QdVJTOHz4zIoiUzRERVX6+6vQ6+mElVmcWsI1HVggijkI6JSQEJu1mYIeEAuxJLNy+qrXc3ExFinpe5VjJ3BAgPgkwEwGSRwVyJCGFS0cXnhFTVsdtmEZ6OhJmhWkR1nvdEZGYsnJFmTbUQs1KJiFG7R4h1tepu4S7CHs4syEW1ovvVw8eXF1ett+3+ttRqZvv9VkT2ogngZkCUEcQecTxiiBDhrS1Lb9O0KrVa78OJHhtccD0K4ls2IhYp3ruH69j1jTDr41CbWe8tMiExMiMiKFtrwjJM6eDiNOuRoxcRwyJHVp8wIKXH9veMsfEYGby5QPqLT4H+x//a3zi9l5x00kknnXTSyQF+RZTw5eo/GLeN4zARKSUT7ZcDEWlZn18+qNMEhChMRAOH6K33Nh/mw3Z7m5kPH15dXT2p02q9XhNxQoZF7y3BkXG0bakIs3jvCDkaGxCARYWZeFBehJgQeQxrZSQRZ+DgVg7jOgCJmMDEwgKEvVthQSTr5hE6dvYYwQKJSubVNP3eO0++8/RpXZ0LAZGQ6lRXIAJFA5HMdVnosO/Lkt7cHBxa4NJb+E3rK5Xzwzx32N/udru5XVyszy7WJROZzi7OOYqokgiOiT1WJklWBVz63c32pqVtNuspcr/fAxFtVnNrmanMlNC7QXp6BpCcX9K0Ju45L2J7zw7pAZmMREwgLMjHY4UkZKkOBAwIoekOCr3P807rtAD21ldTLWUyswQCgABKruRQBAHAMlCERBkZGbM7sGJRwyxIjGCQQATJQmwJmWk9FVqaIVIikWQyBPR+2G9vX7WlJVIpU1mfLQ59yclr+cUfb9NY1m25kxVQA9/fCfWb7TWY0XyYt/vtYdHeSacODpbXrz770U8+74utCwNQgBetCemtQQYxFaoR0dqSEUQkwsP3IxIBUlVhGfxMDz9aNeZlWXrvhCSiYR5oRQsiLK1lRinVwxmBmYim1hZrvdRKxMLgHlPV3rr1HpFTXQNigrfWjuEao5D0bpkOSN289QHqdA8fi2c9PSERKTIBUmuFBI84LHNmqlRHyMyBOVHVcPPeCICICKGZD0To2C/0AJUqKohJ6/WyLOZOxJmhIkzoHt2diL33TGBVLbW11nubpkpE7tZ7G4uRompmS18igpkTkZDn/e7s7PLqwVVbVtv9nU66Xq0fTY9eXb+c+zw28Var9Waz2e36KF0066LqGRjAyIjc2rHqfbfMI/6LiEFzgUyLEBIkBM9VqXfLDBAk7O7LMo+AMTMZEZDM09Pc+yh/V+FSaybMh10tFQF776VMRNCXw2B/RiYzHXf/KNwd4YhBRgQ8u/r/Y/8eruvpzeSkk0466aSTTg7wq2IABwnmSy3w9xgYYZoomQkdiXm1Wk+r9TRNdO9vYHSIpy+9IcB6vVmv1+fnF3VaD8y9mYWHh0PCGAwb8QIARoR7N7MIZyIiOY5xspDwgBbiEcv4BY4PEQEwYdw2j7AwB9Bv4BzGQCAcPWIqYXgkEYc/WU/fe/L43cePHmw2ZaoomMo0rUEEmNMh2mLzIVsDS08UKRAWkNaWdmj75eDeanHL9mp/3T3P1psHT65W6zoCnVILi6A7E1KZUCuTZCQCLru73fbO3cqqMKO1DsyswirjjnZEJGFm3Ull2qy5FMjIpbXdnhKENYITQmpBZsIEgHRPAmAGACZE5EwfRBgAQAZkSgDWkkQoGgnmIcKsFUanBZNnRASy6moiohzFA8SACABMNNrhXuMrIROPwIwcpQIAEJ4AQBaUFIkKBCSZkJEYSYB1Kmf1HDBePH9pcUf6dY/q82fZnl1vDzw9DH8JdAjYahFERLDwQOkZsN0dlrkjpE6S7oYGALVMbTlY74OuSUSARJAqQsz3O6KR7skJAKvValmWpc3uBpmRwUQAMBihbt6hE+HYPWu9RYSwdutTXdV6sSwHjyBClTrKS1hYIBHJvXc3iNFqoOMfEZGIKDqNKgjVlbuLaFsWZhHhTBpTmiPEGmc44X2KC+ERxBRhZs7MmcPfKjOqlPHT8UgkqnVl1sff2e8PhBgAqgoA3iMjApmZNTUzA3I1rQABkVQLIjARHOdoj0OVX6ZfupvwGMzmpS2Q+fDhow8//NkH7//k8vLh22+/u96cvXz1QkQi/bPnzx7Fk1IKApVSWDUiInPSOtK53lvvvWgZCFXr1s2YiFlU5XA4mBkxu1F3E9XI8NHRh8f2hjF6EBEejoitNQCY6tQjWlsGPme0gIYHCFpvEX7f857HUyWPhJjxMhpPDPjy8V/sEvqb33j6t7//7umt5KSTTjrppJNODvArZAHzCwbMl3xgQs777erSiErmwiybs4uz83NVzYTMQIDIjHCLKHUqqqJKSIQ0lv3MWnoM2AYfEYijG1rM+jwf0HtmMhPA2PpjIj6yHImOE1mRAEA8xj5fezxEIMCRh2AekS/AzAgYxx4LSCH0FFKH+OZm/S+98+Z3nj58sL4sdZVaoXAKkazcI1oPD+jmrUVv6eGLza25WQa0Zq+2h4+fv9gtfVXqG288OH94oVrPLy6nh2c6FWZiEesGgAoAUkJXVCdAzOWwe/l8uXlJ4at1xcJmpkVkKiqCiOIxqi9sboSsUyUtVKbCFJDL3UxAx02oyqVWmjQzRt0ZhRMhHDfM8Hhw3Mw9uiUmElmC1BUhIeZ+WYgLTSuROmiIEZmOgMRFQMQyw50hkSmiE7KwRCYCk1AkZMJYzvTIBLLeRkzmmRDQMVSFtJT1eiICwGbe5ubWZp8/+fkn19cvD3e3f/LTf/70G99HP+wOt0ir1WbddgsYqDAAX1w+Kbrp1hAgot3d3X3+2XXrjhFS1JGitcwcm6VI/BrweL/MFhjk4Yg0+uYyMtAPvQGAqhAyQAKmSCEiRMrBchEe8dowQiKiIh4xL/N6tR6ra+6WkETYuwEM0ixoEegZDogF7nsIRyXgaI28b8IEVaV7/goRIWJkuAciZWS3LqwqOliVY35SVZF1QI7MDcAisFt3j/H1MEumE6HdJ5xuNiA0g5hKROFGovcvMZqXOdyJkggzofUuwggoctzZc3ciIrrvbW9NVRBZVKfV6nDYf/s7v/Li+eeHea9a3HyzOX/16uU0raZy8eL582maLi4fkI8VS6mESJiRS5uHlxtfakSadUKMTFtmcy61rjdnkW6t3d5cK6JZt774IPEiqiokmnV3ByQzIwSIWOaZj8E70v3DC0D0MABIwOOjI0AACI+BY8UBDPIASCwrefIXcXGPNtNp/vOkk0466aSTTg7wq2cBIe9b4P9UBggUvQgiMSTUUjfnF7VMkYkYA8zQ2jLc3fnmYtzkmfu8LBk+5rUGXJ6ZVYsfee4cEW1e0p2ZeDyFP9IUhUkCIAAwAUeJHw0oPw8KPADBYNUDAAATj6rr0Zc9qgcgorsjkpCYeyJfRP720yd/7Y3H67M1TWdc11gKMhAB7JqhxdK9G3nESA8iovWlzc19MX95c/PR888oYr2eHl9dPnjjwer8XMuqllqvLpkxMxkF2BHQnbgU0QLg/e7l9uXz+fbVaipcxp09siqPyuxI6MZEaRbdMpK1UplAChL1efbehDiYk1VqlWlKojAjNAhKMGYmxszIhLFDxaTAYkjtcJsQ3dLMSEhrCYCzq/NSJwSMcBwNdZGiCAAwbp4hgTC8hwcSAmY3Q0QWgaTxIxmURYhEJGABImQRkW4gK0UAz5hbAwAzX+Y5OrZ+6JAAvlIEi//pH/w373zjnW995++cTVcvdp8hinBYt7p66+rJU1RdlqWu1xBBlMvhxe3tNuMY7IioFgVAdws6dn4wi5tHOiJFeEJGRISN/rdhihGJmDJxPOsg4ohkYUjAoFoVADzME3rvAMnM5g4ARethPowgelg71RKJwx0h0bIsZibDCbsh8uhdAMS2LKqFiDwc6d6XpifkOHXTcxTTEyMSjq7zyKxaegdIgwREduvjuyCiMaGa5hCZkdYbC5sZIYqqtx6RY7kOPIIAALROvbciikjzMo/4a4Sfo/9dRO+ZSUSEOXbsEAcRR1ThyL+haVrd3lxn+Dtf+3pmDrRmRKjKs2efnJ8/fOutd5+/+Oz61YuL8wdwfBKTiISjASIDEEup3Xqksaj17tHSHQ3bsrBIqROxlGnqrQkCIbY2G9G4Onk4giBi68uYWB8AoMoVSWJkjtkBQVWIGAJGE0cMvNWxoBEQAQHh/okXnT3kB0/+AlfP/+j3fv00/3nSSSeddNJJJwf4lTOAX26Bf/1bCRCYDghAJKJS62qzxsQMh8xEsN6tdxZRUUBw87YsrfcIRwCPwPtoT1hYmFEAwK3v9/vWl9U0IUJEIsJI/xARjsFf5iiVRmSkwZNHhOON9SiCu7+PGzd2SAhI4d2HN0RAogwIpLT25lS+dXlGLLDahBaSkpk4Ai9fAiPD09wt0g3CCaD1vvT+art9tdtZ+JtPH16dbepUVpupbDa63kipWqtoQUR3dwDRCYmYKjN52734+BfL3SsKK0IoAoQRSMhaK6mkJ2AIUTbvi1k3FOFSuRQkygzvAZ4dkpSmi3PUEhFuTgBMwkKRlNYDAElytCJCJlBiJpXp4gFAindAmdZnwJyZXAsR9W6JQAQESYSBoyYumRmIIqI3IMwxx+tuEQDeqBQQRqS2LMyGJMA8+jAAAJgRsd1tCTGWLkCQQYhL5m57yDSYShIJ0kbLRx9f/7f/5X/x7/7937qoTx543/bbXd+VTZk2Dz3QfCawREwsLKJlkwndWlp4OBp1aoQ8cp2MXPoCCe4R4SJqZqtp5eSIiED3JgQsXACQxuQwAoC7EZGbZzjpIBsxEruPKoQYJFUR9jARzYjR+U5EiDyGjSMjI8YeWXcnkogkRlEx65G5LDOzaCmZ2ZY2uhZGa8Jg1TJzZPRuZt3dzFy1LEtzt9GB7unHjjviwS7N0f+YqVpERIiTEzIREIgwgoj9mOtndy/Talg4RCBDZsmI3pt7MsuYF22tlVLGiyczkZCZAYmJkdCst7ZMdSLiyFxay7wT0dW0bt1Kqd2mUurd3avLi4dPnjx99uzj7fa21hJm9+TPqFPtvbu5iCAhM7lHRgBCIIa7R8Dg7mSKlEzomQEegCqaEMI8kMWDdJoR4T7SvG4dwIlIiN0zMgiRELf7XWsNhwf9InSF+38nj5eU9fmfq/l96O/9zvdP/M+TTjrppJNOOjnAr6oL/HIL/Gsv+J3vfhtvfzIiwlIqMkezMWI5arURSZgz8rDbm1vv3a3jSFvGCJiW0e4QEQgQ7od5bsvMxKoDPDj8GyPx/egW3dvQ8YA/iHnEGuPeNCEJ+fXd2vF3iMeHfuyLE0JySIQ8I/zug83lWqHUlDVPa0QB62E9Y0HP8MjjJqFBWJhF+l073Oy228Oh9eXyfPPu1x4TADCQ8mpzJptzKgUZITEBiQSBUGpEFI797fWrzz7qu1vIZBFmJkJizbHqqEpTxcXAHDLQ05qHBwsj8VhNs76kGRNHptTKIp7p5hjBg2FPhInBAYjIQACDgRqZ4ZFcuEwAUSClVKLiboAJyBYJxAiU6YmJLAOok5lJAgBAKaqZDkSACMmQmZ4RgUlINJCqIgCEOArU837QlwQzS0EhNWsR/nAqlRfzTqtpd9gvLW5vt998/I2f/OiTf/Q//lf/+r/x7xV9Z7N7trt+WdYPsahgYbgsm6v0tj/MdTp/+s50fnE2pl69WzIkJOCwBODhGeO0GRt0A4vio7jyCP3HkTWPDUfPDGbKgFKnUTfHwsSUmSQyTtt7BAswc2stIpjYAUaLyRgjHAt+bp1YxhxsuI/NVRF+jeJ0s4Acj0jczezYLH88w49Dp0feLRM7Dq5neoQShgXfs3ABERJGuq6iERkZSDRmREf4WUvtdByZRkQVNbd5PtRaM8Izujkzj3xvPHwZdmjs1KmqEAUkAo5vlhB7a0ScmaIqWpj4cNhBTswEiNO0Phy2IrqaVu728vqzs/MHm8357e319csXm7Ozs8259Z5M0BoCZEZvB79/lCMiFGRmg8nJhBnRIxBRtQ5qjkaYLf148YFhvJnZEygDESLjHpPD+frxEwmNVwXSwL8iHEd+AXIgVQEHSgdxc/nnvWj+5jeenvrfTzrppJNOOunkAL+q9i8T8Est8MdUMPPl8xdvFIRIEREmNwNIFh7dZYTIqsKy3+8P+/0ArBNxrVOpExGyqIoAQjfrrTFR620+7PlYgRBAREgAGZmRebzD/aKU4njDrqyEA1YzwKWj2gtzcGIQECgzIgERPJMAGCmQM+yC6ZdWq+8+uuDNupxdIBVkxsDWPVqLZU5IDHfgBYBybum+m2+ub358/fJqMz25ODt/+qBWnYSwTqTCddL1GdY1CqoIESfrIDJGm7cvP7v7/JN5vxPOqiyqRCx1Yi1ADESiSlqIC1YH38G8LHPr3QOAkbxbthbWIxxVALmcXYiqd0sAJUKSgBxIkkRArZ6BTJnBLEQUnsGJrCAMcMTjBAyTgAnHzkSItLZAZAojEQFGeLhDRgIiKQRFRGaQCAASQyB6hgJSovdeagnmhAy3BECi0BU6QKZIzXBoi/cZvU+XAsC9LxM5gCTrr/313/ru7c3//t/9zz/+8P2/+S//7V9657tvfv3XEKlbr5szxIoAiP3scMOUty+en1dFoMXm0haSIEQSOdKLIgCQCCMDYpwM2Fun40xmZMbIsSfRZVlGd2XSsVwk3IXFgSJiFMozMWQyy1gdG5WBLCKi0aO1JqIDJWKQg2802tuHB3bzJEiAsUonLCGaGaPpJCOQkZnDR5tdDAfNxAAJiQBYa3UzFlIUj7gPuEyYixakgVDyAOjWmSgihDnCiYhFwhOJ8bjnhgDAwpFpZkQkzKUUYiHAaRrPCywiELCU6m4DCANEpZQxGh6ZCUBILKNAQrRUt+6m7h6QypyrabVazfN82N9MVdtyWK3Pr66e3Nzc7J49u9vcPXnyhkJtZlrKQHqadYAsWgkhEUSYpQ4wjDK7H+sckbg4GWXjAAAgAElEQVROq9W03u1uD8tiyzJGWK13c6+1ejgYlFKZNcIyYpRhjmGEQYcaBfcUr7k7TkRxnFQPJEr3r/+1v7n781w0x/rfqf/9pJNOOumkk04O8Cvr//KLFniAIxsUIO/uXj25ymkqgAQI/TCzyIjyEIAIW2u3t6/mw4yQIsKqpU51WrMwIhLivCzWm7uRMFOx3sN9qhMAtGUp03pgMwgCcSROce8Aj0hCvOdSjPY/Gh3WkEBMgAFJwJnp7kLYIlUKIJj1wvje1aN319N7Ez84P9P1I5IVk2CWfnfr8xa90zJf77apEt6yqO3mn929+PmzT3707PPvvfn2b337vTIJJRQmPT9nmagUXq3r5QPQYt0gk6YpkTMTvX/2wY9ffvrRWS3Z+7S+WG0qIpq5lqLrc2CKRGZFZkjypIple7PdLRalsDAheG/hEdaxcF2v6mYdXN093ZgVEjw8EElkrJYlDBqOBDoCZSYyMBGwHPe4KAdnEgc9EhkIEhEICBAyAglGZyIeoTsMkMSQCUhhHgkonImJmRDhQEhzO3BD0gdIghGCGQnNGWMhEiDEQBXB1Oht3s1OqJTdD/v15f/6Jx/+03/4D7/3zfe+/vYvf/x//fQf/fg/e/9X3/neb/zg7Te//eTp9zkhsgM5Ik2rJz/94X/+/h//8br62Xqz2965927u7qVO4V6nNYlContHQFYiZAQcDSKI2Pshwt0pMiCh1Dogs0A4CtwzglncDYEAcIBPB2AoMxAp0tMCERsSwODfAgC69VG+mAnu3q2NEDIzapnGQqB7ZOTgTybAerX2cOudkFSVKMyMiB19PP4QrXnMlJkImcTaIlIgA8CLlsG3zARhORJEAdwcasWgyMyI0RqvqoMlI6JmPuhKpRREAMSITEQSTbPBTcnhlJgJ0czCuguLFgIcK5VMHOGBCR6l1P12drXW+xpSVJWcqTx+/ObHH+62d7dvvPHO9d3NxcXDN954+8WLz+fD9sNffPDOO+8RUrhH+LLMvS3CZK0hMTITEmQKswxkFI9CxRDWwY6qqxWLLoddWw7LcgAYByHN3MA8s5RSpCxt0VJZpAAgFnc3N+jg7qQEiJHAIhmhopAhXLuZZfLjd758URzk0H+B/pO/+zun9b+TTjrppJNOOjnAr7AHvDddr4mgxz+oTOktIUk4M8eKlFkft3Fmtsz7/W4HAKWUWqdSqpRJVYeTNLN5Poxtq6oFkLr1zCwq7mNNadAKEQCOm31/mkQ/Ph/Tbq83AEedF8Ax8Hk9w5iRMCAcZgjw9ubsN95841GRi/BaNynVEoHQLcW7t9m75dzaYb6+7vv2Kmr84tn2hx99/MGLz13l937jB1cX53M4IhaSXJ0rC4ggawDxWAbLCGAhzMP25rPPXnz44SQoSI6MzLo+hwBmI62ohaQQIDIhSXpoJqI2AxYt6zUQEUFkgCBPa2IEJExEN4hEZmQemQYyZY5kZswGjsNFw8IffcixRQOJCJgjEHB0K9KYMEQGFMEIJAr3BCBW98BERAzIcReOmZ4gABEJPH5gkZiZ2VufLiTSASkh0o3BZTMxq1uQFkrnhYOEtBz220KwA/rsxdx58/nnu2fP//BiVd6YyuUd9fjZNPnXnmxUfikzWXTpZLOtpxss9OTh1QY/OdP4LHNpfZpWEe5uxNSWJlIGXHOsLHbvpdSRkgEAM9c6AaJbTwBmtt66dx4FEfccEQQSGR0McKSVAAFiRBChHOc5E5FEFAEiItwBMIGGx4P7zI1F8vgpv24lHJyV4/RmqWOBUFUB0c0QkIncLdyJMDJZxK1nHk/w8Mg85uR5T3mJGNktEN8PlAL0blMVVRWWBBisGCJ2N6IcvQjmMcY7c6BKVa0tFgaZSGNLkomZWEuZ5vkgwzBFjD9AxFpX27trQMh0ZkKkWtbuyUwi9ebm1eWD/dnm/LDfXVzqo8ePr6/x7vbVs88+eXD5sKhO6425QcKAeSYaGUUms5ZSmTmRAMCtezgCYikIWYpuzs6YGSDNe++tlmrWkfB+W1Vaa+ER7jmGdCPwyIkFVR0/hXB3d0RcrAvToc9IJOcP9+P8/rPpP/23/pVfenJxeuc46aSTTjrppJMD/CobwC9sX+b9IGhmUpoqR6SIENNqmuZ5t7Tu4WHW2uLuIlzKVEvVUliUSCITwt29tZbuzDLVWkrtvY17L2JurSvxiPOIjqj2+1//lP0DGPe4Oe7pEY+LghkBgxpz/7TeIYU5PZToanP+g3ff/e7Tx7HM0ntZXyQqICOi+S5j7pktMgK7++efvP+/fPD+h/vd4rD3jMzvvfuNtx9ddmuErHUq0ybPHggCMjlpIgESiUBGIs/Xn998/LMXH32chwOsKngQMXKhsgpPUURhlIqqmYAsCARugrYc9p7BpSLi0VIISyk6TciUHpHp4SBCtSRwtiMx1SlzHB0mgIhMyjETG4mUyDnSUSQUEaY+7PawrIiRQcmImMwAQMIJnpkkGmaR4RGQyUSs6t2AxKxxYmbE0YJgWMuIHMuHAdYbIAQVhOjWlAUSAqALJxbqQoRPrx7P28Pti+fnFw9Kldvdfn93EILy7NWn1/v9bfzy9z558uZ7F5eXsdjV1VvPr3+2OP3T/+Mfv3z/xZubi9ur+PT5p1oKE2c4IQnzyIQDMj3MPdy11MgYs39fxNoJYdaWZRBBAIBYRhnAWMMjYiD03hEG7DQQIMKRpPc+8jHzbr2PaVtm8YiMHAE1DKsWziwDaFlLjQhzQ8cxUWluR3QtwPGFgGiviSTHLj4exZAjx9RSIAGIVNTdmQUYEzIGQoZoDJoeX0dIkd57Z5aEYzVIeIgoZAzLN+aHiQSRrHd3CwqLQEYRJWRzY8ZSpwQYeauwMPHg+ooqArJo631eZiSMSGScDzMgs/LVo6fb3e3nzz/77vd/8NmzT/e77cXFg6muWp3N7NWrl+v1Rmtdr9dTrRm53d3i+K4HjBYBMqZp5RGRES0io7UmGYQEQKWuMt3CIhMQPAIShm0eEwMsQszhzsSjI4RwEGFguD8iHpUhqjrwuQApb36zA/8ZBzr/g9/9wQ++9uj0vnHSSSeddNJJJwf4FbeA+f8gwRz/qwKlrnS1cQ8i3G7vMCPM3Hvv3T2YWVWnumLVMU7mbt4GFKZF5GpzVmuVsQ3YW7iXWt3DzOpmEwNomIRflKSN8Go4u4H8GB4PB5oiIkf7A1GG+5heG/d5QUjh69X09auHf/Xp0++99dYafEnX9UbXlxCIEH2/07kftu1gMbd99fbzzz/6r3/4B3/0cqur88cPr6SUs/X07bcfrUV1s2GuJMXXa0GJwqSqpcZAZUR477Z/fv2Ln7788MNlu11NK0KZLq9KJk8bkhUXYikojKqjVAPd0bod9n37anfzMhWdINKkMIvotEYhR0QWZDAgEEZVKhUSMzmtJ9PgxQBmRiAyQA6qPbICMZBABjIBIRB7YoQNi5IJgDS4MQEI6YNsCUnWmhADRreOSA7HNo5B8z9abvcATAIE9KXZcqBpSuBws3khDGRNZoR0twQMBCTsret6vT80xHqxmva3L+bt9aAEldW61loT/9mPbn/20R+9cfXBm4/P3nv7a3/lB9968ORPfn7z8uUfvP/yg/Yb3//1kKuHP/n499vhbnsnWjarzTLvs+ZqpSK1tdaji8iw08wynh94b5FBSJlJLPerqhQ5bFSqFkBo7uZWuBChm488mYXdPTxKqWOSExKIGAlH9+KRCjpq5TMQEImJqNaJ+ZgHFqpmvbXm7tM0AcD+sC+lErOZjUccEeluo4kDIEVL783MS+HjmU06RlVZBBHDwzIznEVUdaThwgxAQprp7l5VmRkAkMEHb5cIMwWVjjOyFOGJwMPdMqnI0vooTB+tCSRSa2Xm7KmiHjF84GZ9JlrmeRaWNs9lpaKCJO7+8OFVa1/75NMPX7188fDhoxcvPv/0048uLq/W67PWFnfbbu8A4OnTNzOzm5mHW8s8YOa02jATsszzYTS2aymAMJ45RGZzIyQtK5U9rcnd2Oye6gnuTmMtL6FbD3Jhba3FMT2NTDxWPyBgQmSOAhuqq+mv/M6f8Vr5937n+3/3N751es846aSTTjrppJMD/Oo7QPiiBf7eEAIkrCprnRBpmfc5OBsZmdF7z8xpmsZ6nqiS6GBpeG+9LR4JANNqtVqtiDgywKO3FuFC5O5ABESv/1cD6w8AkV/avxlLUYmjV2DcIiMiJEQ6AkJ+wUgchV9A+I2Hl3/97afffvzobD3lYS5n52W1Zihg4W77+ZB326XnbPt+ePHp9Yt/8MM//GAfl0/eOdtc1DU78ZMHl7/08OG6TIni04o2G9FCRaQW5EIsaQ3NvC22P9y8+Oj2008L4fmjK0vS9WZ69JiIEBiRdNqgKooAYAKAeZr53e3hxef7m2uEkKkSF6lVVyUAsCgSYSaJkhQgThVGBrvHtESGJxECJhF7ABKG2XI4BICuV8R6tCuqAw1qZhmAhG5OlKPgAAAGEwUi45gpZRBmQjgIj6K5TnIfFpkDZJiBCCQgQLTuh52NYng36y7osd2FyJhLjBHndpelWXibmyR858mjjSoxQ0TastwcrlvnUi8fPjq7vNpa/eFPrp/t8Oq7T//JD39+909+ftXPf/U7v37+1uXjN9743X/z3/7pf/jv//SDn7a+vHz5+fnlJWs5zDsRrWVCpN5bZAjx6BQgZmZZlnmcTRZWtXpEeABhRBCOSvcxO4vEjOGZNqIoImbOyEDEWqc6rXa77W5/N8lqNa3mwyEycdBf3ADA3cbH07QCwN4bAJRpdT8dysy83+/xHkZSp5H9prkBTG7W25IZCKCiIiqqIkyIvRsCtI6ACJGIWGs1JkggZkLqvQ8cTmaI6NjojWM1XsTYdbQASBk/UO9MeGQDAQzgp7lnplmrpXgYIQurWRsAXg8/ms/eI3FabbZ3N4jMxKqyrlP3/uL6bl3hzbfe3u23zz77+GuqDx48POz3r64/e/LkrVc30bsxyXZ719ry6OrxxeVDRNrv7qzP7rbb3rQ2l7o6u3hwxJwec24aJ+EYH0jIy8tHvbft3bUxD1jriHMXn1U1ehBiuAfSuLAMAeT9eida+AC3AqK+96vla7/8Z7R//85vf+/0hnHSSSeddNJJJwf4l8AAZiZgfmH8hhVEiKlqAriZm1kYswpjJiKSCBctYxwu7yes3CzM3DqQiMhUVyIaAyUIGe4jTYp71D4cqTPHDxKAXieA+KWSwvHVRI47QkCAwIgcO0jHabdIAQzEjeAjlYmRmUopwBQA6d27Hw67/XJwOCyAu/31yxfP/s8ff/Dzu8PFw0d8flFZdL2agK5W0xmBexBgZ0kSDQcqBAgR0Lsvix/2tt8fdneHm+tVLeDhmZdXV6h16b7eTFMpA7w5fEZGRmSa+9KWu9vty5elEJIQi9QVMUMSFyYVGhuRRECczIlMxOENW/feAQCFx829ADATAnaztGN7HRFlIlGaBzEBJB0PZmamB7AcP4twIgGAMVIICfed4Jj3LWljytbN3T0j0m3EawCImdYWIEHgTMjIHh0Dw4x0TEpKuC/L4vPhsMyNGERSNIjCozIN/mTR2t12Lz9/v8+b8/P1+uzXfuWXN69e/fQff/j2TS9vP3387lRgpXp++Y03vvcr3/3ok48I0Xo/7PfTeoOIhGWMUBLx+LVOdXt3s8yHUbs3WDjCSkSjgo8StZRxbllvkKlSiMjMiBkNx6EgJgzs1iO8u7mZsBDikZnpnvevlsHkHJO57n4MB8d2X7iqAiAzbTabMd8IAIjDjYwUjiAjVRGwtSUiNucX1lu49d7NrWjJzFKn0YA3tgoBQIksHQkJxxcAEeHhBCksIjKWZpG4tSUyiBkBOMXdBp8GMsZxO0b6MuoBh4H0oiUykHAqEyQgIQKaeZ2m/e4OMpn4fh2VmNTdCfDNN9750Y//ENKJ6tn5OXBud7cX5w+E1b33lne3N5kpWgCRmNEowpfWzAOQb29f1TKVUgIgI+/bMhjAwk1E0BMCSq3uhgDuNuo0BsiHmJilzfNo/zMzZmGGCAfAiOy9uxkSMVNEypvf/OKJ0/EB1P/LQOjf+v47J/t30kknnXTSSScH+JfKBX7pg+NCoGAyUQS0PkeaMA9sZEaylKnWIxyDyNzDzX0YRQcWEV2tVlLKMHSMlGHWu5aqpWZGLSUBR6MavEbA3DcRjjzwSKdEJMSMHDtUHp6ZzMTMxz6AHLtp5OAU2Hb7yObZ+mFWUjD2MAuztluWfTscjOD27u79n//sn3/0yR99/jI3F5urB5hU12chqVIebdYXREYctVSCXJqtpgocSdkNo+X2Lg632+vreT4oF6mc3QAAWTdP3uhuRIrTOpiDGJkiErrBMlOb283L7YtPSQxpLdOEJMSADFiUagHiwCMJgzExGic0yszEMOxzz5BV0T5T0D7Sp7KOBa1l9CD2pQOJCaEgGoQbAFgAiQBDAKC5Ox6PWHp6Qq2xtPAgpqMrSM8kt9EDMSYkPduu1lWkZKQAWbDRig4zEZO7rtemAndL0IFKdSD3FHUEj75EEibTnKFZpqmIhplHMgJGKEJVNWE77K/vtofz9VsXd7K9m14cttPD9x5cbNZvt8P1dt4C01/91e/+/u//b1DqGeKrm5fXLz7fnF2IqIchMgKpqPXWW+/dIsIziIU4EbFOU3h0t1Wdhi8aBRhjJtK83+d+PKCaCQCYquwRzEIIgbBarQHgcDiwsHLpvffeiEi0AMIowRRmEW2t9d7SAxIy6bWtRkRKBMTe2oivxzkMgJlg3hGg1indw4/xnbASoYgioQ1eSyQRi7BIsbHMljmmNwMSkYromOdcrVae6b0zs5KOmnsYpRcDVxMBCZ5BSMwyrc4yg4iG80oKZhnkGHPv3cyt6vT46unN9cvungjM3DO4VMjYbfeb1bqUMtXNYXcQkWm9OYPLTz75xeXFmRZGS3PdnD/Y7+8+e/bxW299bfPo6TzPL148s8PifkAwOEhszoguAUC0JIBqdevjOtBbD+9MjLrWmvvtTUQQkogQog/n6kseOxhtmqbem1kf5KiRiiYAA0CCJ/KDJ/+f18e/9f13/v6/+jdO7xMnnXTSSSeddHKAf1nM3/3i35/6IOGsurK0tkRCrRMkeKb1xiyqikRuBpnL8Zaru3tmioiWUst0DIsIGRkgmwcgMnFRTUjrRgQ4Orsz4ZiL5BfJHx7hiuOpfIRHBiQmACINusP46hEwMRGQSCPig+320Ycf63J443K26RwCI9B638277eGwn5fnty//6P1f/LPnL+6Q4smbD882qlVIeoSW1SPF9y43omLmHoEeXEEQoy1xWMA7eN+9+Pz25UuzpRQtK5VSsiYSy9k5TlMl5lJACwOmW7YGrffdnR22h7ubvt+Cu2oFEmTlqXIpiYS1ggoCETMkeu+2WJoRtCDBbjnveltSS7jv93tGwdVK57nt7+Y2c0CotthVwkgBRO99dGEHAGAgirsPnCgAICAhJgJhS3fI8KWHW5qhmw0airsvCeHZOwaHpfcO7oSYYYjQl7Y5O2utv9y9WJ+tLXN5taur0A2Sih/acjiM4KierdZUI+Jis55UDmbHmeM8Zr6FqCBVhvD4H/77P/jmZvVAzx89efK1d9/yw/awvTu/esvm/v1f+bWry4d3u71qifDtbvvq5cuIONuciU5MuLQ2kk8VTdAITwARZRHrRszMHBEjYU440k2O3QMA46wWlsVmQKCE3bwVKePsAoDWG41Sc4+AJKJS6ojaMpOF3az33ruN1nUzT0jOY6bde88MYUFEi2AVYQGEwWgZBe6jJB2JFPB1ZfxgAuF9TltLRQB3773ReDLibma11lJrRLRlHr322+1Wax1oJwAYgfmgkkZ4KSyq49PREd+tEyIAjmVDJK1Cr58OhTshJWQpZb3ezIedu2UEIBGgiNwus/V2fn7x7rvfPBy2ntGWxSwg89Wrlw8fvvnq5tX4Ms7OH/S+fPrs2aNHj6dp9eTxmyrstrgHEc+HPSSKVvc0M9E2TSsRsW4AIFIQYLVSHUWIC1tro1aUiFprRAyZbqaluPt96B1EmJmq0mZjAg+vl4/5/OpffIU8DX+edNJJJ5100skB/iX0gMcdwNdFgAAAcabJzD2CmadalnkO86qFmPH/Zu/Nfm1b0/Out/u+b4zZrLV2e9qq46bKZZMydhwbYyNbEBoZUCIhREIjxA2RQIJIKNxAJBRELnPHHZcRl0hEQkIg5SLmilhJiAucKudU1anT1Dlnt6uZzRjj+96Gi2+uXeXQ/AFV8zlHe6+999Jec48155jjGe/zPj9C1RYQjBjhhOBIzAh9Y6oMiBQASIxI5v1KtXpESYmQal3qMue8EpGTB/UTgQuRTlUNeG8AAd400fePe170xITo0UdAImxNGfF11b/zwy8/urn5F57u3r5cJxIOrkv77OXr7z5/8eXt7Ud3uzvJ/PjpSkgQnXMARmKonpC+/mj981dDCgSkCOieAd10rmKOEPP+7ubFC3AfyyAlr8YVlhxIyEkuHtC4lpwBQFVRlVWx1bbbHV49N53bfAQA5lJrlMyAFKnIauWIxMmZwgMcvSmqsYdZgLWwBZe57m4tAC+23LTWmlLk2ZebG22tESJyKYOZWWvGAQHaKgAgkrljIyA0j8zo3okCxCxEHGph4U1brQTg1qApSIoIV1VVBLC6EIl6BXeLitS5hYqBy92ec7JadzdtVUqicne9u0oCaK4QLRDRMdzAMMJsO+ZCNN3X+xB1cxTmQcyCSJy+/f3nT772s9/8+tfffvshhh9eP3evFxcXJPxzX//G7/yzv/m//J3fP9Y55eEC8Dgfb69fg9vFJUMgseRUAKEui5lKygBgqlVn6UHNCDVFpFKKpKStmTsxgYeamZlrQ+xoPK51JpKcChExsZlba0GESO7eq49qXdRUeilLhLoNZTR3kWRmIsjMImLm7kZMrSkSQU9smjdXok59B0mJWdS01+MGgJp21iWdSmGwv0JbawCQUzb3lFKvi+mPurWGiM1sSCmltNQKEc2UmFPKqs3cWaT7IkRUUyISOtXkIIKHE/JqXKl7p3Ei9rJTyDn3GG2IbLaXrS5MDBHLPCNhSinlQetynKZ3331/dxzubl+ruJsPw+rZl59ttw+2m23E/nDYDcN4dfloWZbPfvjJxfbi8eO3y7C6vTkCwHzcm3sv8wxTQM7jOIyl1qZNzfs9CNdmOZUybBDI1MxanOZ7SAjdSDdtAKBmiJiSIGJrrdalJAEAJoBhTeP6/+fk+JfO9u+ss84666yzzg7wJ9MBgsePl8F0+hmc5m0nhHSAMOdcPNzMPKKXDUKE9zZPZmJJKSNTBEZ478dvrYabuyGAsJjp4bBHRKITx6zTAPG+kANPv0FwsqWBgJ1vDgBI2Kc3TbWj2Hr4jYLQLUQYZbfUP257nfRro2TJCPR8v//+9fXLw34/L7S6HC/WvCrmAJRHhCXCAVhkJPiZh9ttZuBSVisgtghyNw9BAG/z8bi/u4lwSSLDMK5GkoSpBCXOmXImphOrsFU7TqDq8zTtbtsyIfY1rXBwxHzfJckkmQgdBRCIAFXZzGtzD9OG1sw8psmmGZIgYrQGah6+LPXw/JUxuTBvNgyhbSEXCGq1RaudkqfuyExMbjp35+wAAEYsKQWIq1ptbkpIaOau5IxhFmGqBEB9OHv6Zpu6maqbRVN1G5hSSvu7HTuKJA04zMvII5ibasqpV/i4BwGth5KY+8TMIt4UvyKgmglxSQQaA/GqyGq71TZpXTgRkVCiJPhv/Dt/8Ts/+Og7H36o1XPOvdjjeDjkMq5W0qs+AaKUQdxUFRGBCNR6Z1ApAxJqU0RU1c5IqLUOZSBJvsy9SUVNMRAQ3Kw/S+1+MzBJAkA1BQAiIiQE6HOzADwxGAGYWSSZm4j0DUM1JeLVuGqtWcQJT+fmbuM4EnNdZnMTFndLkhScmIXFzDqEs9fgEpKbmysKMIuqmqlH9NFif7RMVGvNKXcQRT8sxCy9sZRpnue+T+juJEhE4ECEUU9lSwAgzNoUUHtO1VQRMcKZhYnGcbwT8XBEau04xFiGMeUcpqZ6PB6JeL2+kJS0NlNzh9vbm6dP3lmt161VU73b3W0vLtZwcX1zQ8QPHjzc7dI0HZb56AFESAsLp2FYI6zDHCNyyeLJVFu0nHOvAHUPJNY6JUmSU63VTCGgttp7RJNID5C31twNAGq/bQKYhzVK/v86M/7n/9Kv/IVf+/nzO8RZZ5111llnnR3gT54BjB+1gd5/hAEKiIBE5G7aGhOx9IqI8AgmIkS/V78UFpEeYuzFnB1hDb1cpFu4iHma5nkaV+u+AXUCAsIbFvyP0QDvUe99nOL31TEnztuJgXDPLoxIKS0ROWDNxTC+N9cf7u6YxAP2y1wjcH3Fl3Kx2SaiQGwR0cHuTT1QEj/d5He3a8kUnMo4sEivNInWTNWnY12mtiyIkEpOQ8GUg4hS4ZRREjFHU/cZA+A4xX631Lkep+N0QPShJEScpiUcU2YPIBY4bQGesADojqagFVu1ZtYaUoSZ1nmeJ4EiWm3CMCOi+e52f3eXH16JCAjX1pa6UBVk1FrRrR8lN9clmBkZw5RETnQHSGgRCKbNWw13JDJt0RSJf2wtM4TZCSMcIcwahpt7n1AJSl2qJEGP3d1uu9nwUPaHmVNC83leKAshMSFxotPeKPVvLJ3gjxEegNjX7WbTQfjRw4uLq4uhJD0cEvNqtUJkrS4Z3/3ZD548efDhR8Ik83RwAJF0t7u7vn4VAWVYpZwigogBeikIi4ilhBim5uEcp/ZOZBJmIoolWmspl5KLtbrUGhbIkCQ5kap2V+fu98/wAIPWWkIUkX6cu5/s3TPmDq0GhJkjGFKomUcIEwu3ViMciQD7q4MiQLXN8xWtdB4AACAASURBVNxh7r3eU5sBQq8ziYhAwO42mcowNq3h3p85SMQAItLvuRCSpBQeKeWUc21VhFUNMBABCfqh7tPCnDMRijCAqFmvnOknAlNFPqEIEYGZAYFPkpwLIi11uRK2bqL64J4Z3KvpxeaBpGK1pkTMSTjd3rx+/OhpEXn08NFxmg6H3d3tzWZzlfNwu7u9evDwyZN3bm5f7sLnZV6WOQJSysy8zJOaqnkpAxB3Uy0iy1JzKkkkl2zazBqLRPfiCOEOgD30S0TQoYv9aIUzk5nT5gES/b+eF/+7f/d3f/X9x+f3h7POOuuss846O8CfWBd4+v/HukCXhsEihC3CVHNKgKBNzQwQmVlVIxyRmJmJSKR7MwsH027UEClJUm2ttpKyqd7d3ZgZEls4WoQHATBRX0B8U0lDzP16F/qcEKGzv+8R3/3aOACQkAKcEA2ZozkBk/QvvRAjEABILgMzAoUDA6oFYAiRq+49XGtQcsdfePLkYkyYh0FyykXGQVImJF+WejzSMi273bzfD6uBqeMsmPKIeUBJABiqZg2XxefZb+/0sF9qbaaQUcqAxEjEBJzE3ZcASZnGlTFjL9UJ9zr78dB2e1gaUQp3Q3OIw3533N2NvhrWKyV312k3XX/+5aG1J/lxAERt2ha0NqHZYdeLU00NAFS9aWPhVLKBEzFi9DZXQCAZoSm4gUMz9dbAzDz41LBqrTYRQWE3DWvteOxDPGI2AJ8XrS3Cudl+vz/M82a7UY393YSutiwIIENiEcyhrT1/+drDN6t1rUtdqnWeGyJGSK9FQUTwqycPh9WaQqG1xDxXn5YGCO56e3d3d3cHAUNehUMeRm9NJN3tb1+8+HK93hLEuN6664mrDqCmfb1NzcJ9HFeBaOEFpY+vWURNo2Ff3uskupRya3NHkjCTiDiRiCDAvCwpZTMnpCCIiFIGNTczxHD3xAIIhKRq94HlIMScMgBISqetPEQ49XAqAKxW62Eczd1MzUxE3swPuTP76LTEeHqdIFhrZRgSZjc7DSBBECDUABEi+kCsJzz7BmBTTSnlXMwtibi7mgH2WiaUzv1zT7mIGwIjYa8t7Td6zCzCLTzlsl5vVM3M8jDO85LHoQyjmbqZaXNtJeWjKSMMq9WDR09fvvjsiy8+fe+9nwXEnMTHcX/YH6f9ZrNJKb969fLBg4cPHjwd0vjq1fPd/sbdIGIR3u9J8uCnu0rAIiJS59kjUikAkCzrhe3vXt6fK8jNnAIgCLG21lq9v8mESOgOTVWY5cFb/8+z4aP18N/+W//c155ent8YzjrrrLPOOuvsAH9i7V/fxfqxaSAAwGwRDpzYXClnBNY213paefI4VYEiouR8Cr/16183M0s5I3GvXNRWrWkwzdNxWZZSChNDzwDeOzk3DQBk6WNAUw3mJAJ9jec+3WfROXMIAIkTIqk2dwCI8JokeZiadZSguyEGEROSuUM4YFhtdLrrj4AonACHGeOi0AeXpQwrTGNhyKWQCBNTWCyz7+4AsC31ME9pLICsxoQDEpOGQyg4e/Ay1em23Uzzq9tZj7SSVEoZ15QSeni0stlIGdNqPYXROMq4BWIIR7CooRhmC93e3d4e5elVsroEH1Hr/rZOU018OB4JF7f5+PzF7/+9P3zvZ76C+8diziWBKwntJzAHNzy4j4k5rGlVQhShicI9CZprIkYkkpzyFGYRIEjWamvKDKX3glRblkXVci4o3Q3WME8ikrPkhIFqFkvV2qw2b3bzyRefJ378wfuHZR4Il+MBDseHVw/GEeb5LiVmALN2tbkY0tbCb/bztGit9VgnISkOg1BivNxsc5HD4RaXuQasNhtaZvEwxpcvXtzsp5zXnORq8wCVapvmec5lPE7Hu9vXbZkev/VOKSuR7I7uDSBKSdYsMWNOS50RkEn6s16bIqA2FRYh0oiUs5vWOgsLIbtbWyohSZKObh+GodY2rlatLt0X9Q06gFB1ZiHG1ioSlbG01uZlJuJWGwJFOAL2rOk0Hc2tnCj27OHzPBFxIBKTR7D0iprgbtVqTSnVugBShKeUkyRm7jO6ADBTQe7jwUBcWjUzh0BAZkbz1lpTTSlHeJKeIDUEUA8RmZfF3MZhFYhtWUrJ3nO6GO5ehpWatmVBGrwuHn7x4NH1qxfuyikBEyFIEsmlTlNb6nQ8rLd8cXm13+2IeBiG9cWj58+/fPL4aRq2XIZkWlJGwsN+N46rcVw/e/bs8eO3Lh48WsJanbS1Rdtxnl394opzLr3ANczIXePEtFStLFKG1XGXACAnqa1FRLgDgnAm0nBApMCICFNlJiIOQH70zj9xNvyND5789T/3zzxYD+c3hrPOOuuss846O8CfaAMYP4blO8UqQQ3m2lJmOtXMR1/eo9NalxMx4amcE08ZTuhpzw6q7rjtprW1BhDaWqsVEIil09IinFj6LhZLglMqk08bSmbO3PeskAh7srSX69OpfdHdiJiIT2CJ+9kIBJobERExEfUHj4yIZK25n/7BhAQMzSwJPV6PI4uZJXEm6f8Qd3W1PqKJCCB2h9psDXS65HdXbeDgDD4vy+5O57t6N9el4iCUCnBGSSwpIgSYUqZhxDwUdEkJwt0CrYHpvExgs+lxf3xRD/NQB0CmpktbJk+vK/jSLtoE2vTlzT/67sd/68PvPjoefm+Qr19uo67APGVygOahzQR9H7Bom1qDLMOQiiQh3s1Ta5oImWlYryB184ygEA6JKOc8zTsz7/9BIGk1NQAnRCGs5uyeO3DcrOeCF7dF9Y78B5988XpZnr73zhC0hnJ7OKjsRi0cCO6ZhgtKH3/5JTFdXmy3m+3Dq3Q4Hl689sM8IyE7Ldq+vL37Spu9aTvODx89KGNprdZlljzc3ty0pkyYUiKmMK+1MsswjEQM7sfj7rDfM4lIAjCR3FHpQWimCNiDmkSi2no1aET0VKGk5B6AHkgB2loz0zc5z+7cEHuo0IjpTSCZmEtKnU7OzEgYAOEOBhhQcqmtddZf3z8MiJxKznmp1d1rrZ1FgScMQxRJHuHmiGCq2hoSmtop04io6hC1z5UDQLWv5pL35ykRsXTf6OZEp94dluQngop5BCKmnHsSlZh6mVAppR8TQAQIcDczFhFhM+UTZlAMwpr2tlV3V22NkEVKGdBDW02SCCnMRESZt5vtcTp6xM3t6688eEyN0b01Xepibq3VzeYi5/L555+89dZb63E9r7bTcaeu1loD3O/vUirDatPpFBEukvvLvbe/WhhLMqtmBoEBgQBMXOsCPSIL2O9w9W+BEHMecHP14+fCv/Tbv/Qf/NY3spzfIM4666yzzjrr7AB/sg0g/AkIxJvfNovWFBGZ2D3cm0OICBFamLvnlPv8Ck4Dum4kERGFsE/eapvrPPcM3jxPrVYWYeHol7FBfN8L0i+mu5CIibD7qzhZzZ5q61+lf8WO25bTGES7JQEEJg4IdwdHBCIkJwg3CEAE4p67M3fXMPcFmEeIt1fjSpJwIkAKIBEiNlNt1VQ9wLXjKGip2o+TmoYKRwA1CrRp0unoh9mWxcHLsOJSkIS4gCRClAych0iJchECD/TWIMLbbHWO484Pd8vh7vbl9fWr3dXDByWNetztmrVaX9e5mPC0XD//8g/+0Xf/7keffvfVzfdu91++vHl6uX3v4fbBekzChoBIWnUQuTlMr+72u1rH1bhZlTEnN7u5O2Tm1VBWQ7nYDhn8OFUEeHxxsRnGIjKWvJtq35ICQO7jLeEsMqSEELU2ERnGgjG79vpMm45LrRamL2/v/vdPP/unDrt38vi0rDbD8MNPvrzcrJ9cbIN4XcY//81f/Vt/+Pc/v7u7eX376tX1WEoZyjtPnxyO8/54rKZL0+/+8Itf+uAtXHRMeRhH0zZPB10qrtMXn306LTP06KiHmeZhdPcxbXjaCzMR7u5uVNvFRRuGlZsSCyGZWR/69aU7IhdJb6pTehhSzLz3C70JWvYBdUTv5GRhMzetJNJBJmYGEKqWC7MIqXq4qfUlWFPNOaeUWlMi7j2WRPim6pYIkSjcAoDoVOkp9xu2gd631PqKrKTEzJ3q3ouUtLVeudRXAVPOQtSIADDlVMowE6G2zAIIiJBzIsKcsruDGTAjkat2IAsLAwKLUISHIwSYm3uvQr1fqMMIYxZEBgd3t9ZSWYkJMROiNSXmBEkk1bpAqykXEXGAYRhyKq9fv3r7vXkYthh4OOzCHQHmeZrn43q9PRz3z59/8bMffO3q4RN1m+dJm94bOczaCJFIAMCtiYhICizh7vOcy2CK82LWllPbkCkAeDj4iWYRp5orcDfOhVcX/Xz3cD381d/7td/9hffP7whnnXXWWWeddXaAPxUW8Ed7gPe9KgBggeYhSC3c3SwcIIjZIe5HBMTM7qdMJsCJLUhEPdtpZnVZmipGmOqyzO42yMAkfWTXuwnderlMQGfBBzBzv0KOeEMpxP5HhKeNQe9cu14nA4BEbgbhxETM/aFoU+glje5m3icz2trpMprIzftkZyR/OmQh5pxZEiABEWIQBHZUBbGZNnMgbmpLNWTTpRYmZgA3MPNphqWhAydxQkqZKQEwIQMlZE4imJIzY8rg5towDNxsmXU+xn43vbw9TPN0Yx8/uzm+/frxuD5WD2s/+OKzb3/5bEksKX/y6Rff+vSHB7VcRkJ6dr374vr22x9DljQOBQDMHQFKKfNcj/NczVLOKUkiqtp66LFTv4eShWmeZ0J6+vBqLJkQRDhHj9qZuo85P7zcXl6smEgQl6Xuj0diHkvOyLU1bdbMW1OzeHG3f3F7+8Vu98lh3qa0Lvm3vvG1J5TrVHWqZTXmcfzGV97+jd3P/f4ff3g7L4LY5mWZl2VaHlxebh4+UKT9snz0+Zcff/LpW9urh48eAGGbq7QWrgj0+eef19o6GqTj8pKkWhsgEidiW623AVFrvbt5TQ9xHDcQYW4RGOAELCLew4Tudnoe8olq6U6Iesom92YTatqspyURBRMieCgDuBnSyZUN4wjgBKR8mkgzparaA4rcm28DCamU0l9yRBSRASECHLFXragphksu3XMyC0CISEq5Mye6IyXEUoqZMade1gTMAeBm0Yn24WiU3OK+xjU8HJyJTwuBZuZOgIkRRSKCCOdlMTO695wB0aeO42oVEa1VScmYTU1EEKEbsGVZxg2UlDklVVVVdwdAVe2Zbea+44kll8326ub62YvnX3z1q9skmVlyzma0LHOty9XVw7fefu/jH/zj169eXDx+evHgCagd9rcenYnotc4dDFNbNXfm1FqVJCIyDKPNMxOZWavLCfkYMJQyL4tZPyrWOYo9G4BlhZIA4Dc+ePLX/vXfeHq5Ob8bnHXWWWedddbZAf7UWMD4E3bw/ooxWmumVU3NlZARuW/XRAQz37ftQYSHQx+JRABGWJibmappw/DW6u7udp7ncRxzGYi50+ERoLVmbt2TAGKSdBonuvup5xBPf3O/bmPpIxczJeKUkpq1VpmFRcKdEHsJKSKmlO4tYkD3qR1ccaofwe40FeHhqry7LSDZA4oI5tKvp70pegCgG5hHM0Nh81iWWUrpZgGZKMKm1nb7tt9DGY1RKUakjBmBEJg4UxZKKZgIgKJ76ubqYTVaDWsNcd6UGssn8/5//vjjd8kfjYOFfvLlq+989mzXFCRJGphkdfF0A6fFLRYWkarqqtWcmDkxIe5alTRclU2HjwMhIo4rcndTc7Pui2cNLmtEermvMllEqLb+DOjX3MycXu7BDDq3I+J+cRSB4PQtj27PAwE9Istqnr3Veje3v/2H33lnNa5FSuJxKI83q5zlUaGvP3n0rWfPLVyCA8JUX758JcIgsqjZnd+8fP/nn76Tx01rLgxRj4cXz3xTPvzex2qeJEFAnyQzp5RwGAYROQAQSxJZlnlepuvXr5b1MgxrYimlmIG5E3Hi5BREZM06goQIW2sRMQ4jR0Rvrw3s1Pj7fTzQzswAYJamFQElSQAsdXFTAGitScqnilqPUoZwbxEiadGZmZs1bc29j9MJicIdCfudF2HpvjMA+OSd0EyRkILMDImICIjVXM0gIgKRCR0AgonNzMIRsBMs+o0Sd4sAolOXkqkSs8eJcgERve6llKEuS7/twiJwcqHs7toaIrg7AYYwMrsHM4+r9e3udnN5RczTdIwAREop12Welmm13jBRT9sKc9Fhe3F1ff3i+ZdfrIb19vLxdntx526mjFjrcre7TXl4/Oid69sX4+XldnPFGoA4zfvWmrv3H31wVUPEnMNPLa2u5hbBLDkPZq3V2QGEuT89Ty9/IgDIKfVnMW+uAOC/+tf+zJ/71a+d3wbOOuuss8466+wAf8oc4J+IgN6XgiK0ttT56AgB4AAIGAiEyNi34CLCIMAgVFt0XwBgAAChUdXUtdVaj/vdcTquV5v15iLlAkhJMsAJ2AUAJITICHTvzYiI+5pfvwbtV8in2piAToHrjxUR3b1py6VYAECYmbkRMhGGu4cjQhLpVvVUA3PaOaSccwZ4ezuuJDjlhJwAHFlIwjy0eVWv2pqpKxCyCAJwFhZKRYjAQSMitEHzpgEQi82QnAGZ2bngMFAZQjCYkREBTGtoA9dwM1cPd8C56nK8/ezjj/6HP/zW//bxp+8bldUIizpxefrBW5I4PMCQCD3M2nFZNpcPQdXcRCshCotDOIAwrYAwQoiQ2CN6vSQJIwC4E1LH9Ckspu4ROSVE8n5wWxORfnTNrdYlpdy3HsMsiXRi3joXM3Mzc2/azDwQBpFARIQ18Vc223dWw7aUkgQo7o7HL5+/2luLqksEue6XmiUJ4aqUCGzu1pRdf/GDr15ePESWalGnwyYZtbnt7l58/6Pvfe8H7hiAZqoe4VpbE5bjdDjNynoYsgyljnWe52XudaYQ23G1RcDaGgCmJNpDw4DVNOVCp21POFE0eqg4ItwRULWxyDzP47ASkQgnZCRkEQ8npvAOuiCLCDd3Z+JOTEkpE1Ht0zFXBCwld8PJzIgEEf0P+1TcVNUdAIyckT3CzRAgEHLO/TaNuokIBCCRMHfeYMrJ1FJAR8QHAiIyS2JprXlENI0ISVnd6dSMeZ9KZUKP3ijjEWjWWk0pichp3g7YakOAbv8iQM1F8u38Wlsbc46lInGvifIwiOgLvczCKdVaUx5SKevN5bS/+fLzT9X08urparVGhCl8WRZtNUt++tY7u/3tp9//3rvvvX/55BEN6ebls7vb1/0ZeJyOAUCSQk1Vk+TGjYiRhQiHcUwidTkasWmbFxXWzvMw1QgPd4e+1Qlf/caf+pv/8e+98/Dq/B5w1llnnXXWWWcH+NNnAE/mz+GUAD39fvRRFVMAuLUIkJQRCRDcPTyQ0MPD3cwA7vsQI4iwp+qWZZkO+2meEGBYrYZxFYD9+stUe809EjGLSILTVhX0yFcHDCKSuyFSgEEE3A8eT5w09Z7ntNb6A3mDEUTGXkvqZkgkIoCA9+tW/aECgJoW5nVOwgiA0QwzEKBHkHcH6gBIyE0VsF9wYy6JCCQx9Hyami6LqoZDLFa1CYCZL9WiWGImpoBwCkJCCHOLVj0C0AEAEJrb1Jbb56//wf/10bc+/uGDx195uHmKlxtpjRMzM6omJCeatYFbKG+4yDgCOMzHY0sYIMyOaOEIkdUdAhGMHAATiTAFESEm4STJ1NyjQGnc+sC1tgURyzDoqeMnPIKI1mUwM2EO9+m4DzMmBhJDMvC+aymSU6bqIAiF4xceXf3caj0wPX30UJkO2qbDcZMybS+GlJ5Py/O7m6frzWy7o+piunHflDEAMouiP7m8kFxU9fZuT6gPRlHzw93u5d3d7f4wDpuUJBwIPAIklT5PMzMRdHMkEEkEyMhN21xnc/U9mMc4rEUk59JqBUQRAYBlmUsZANhUa1vcHHpWsOeciSPcwwmpeyFmbqrYN1dVAUFExnGlqubKGMBclzkAtGkZBuKeC2XVlnPuaPWUMhG6h1nNkonIVN2NiBC5lEFNkyQPR+pxawvv9ryllPtwGxFV22kKj2BuJ0IggnuQR6dIYGBnS2hrPQMpiHHicIabR/S8aB+690oaag2mecopiWRmigDhxEzNrQ8qIUBSkpSm6TCu1zmXiDAAOrlnUDcAeJNlNYwyDOvNdnfzap6n/e523DzoAVrTaqZhhhBNl+3l4x9+9J3rV89lEE4yjtv97tbD3D3AVZUihMTNKPcN5GCkYIL7ReIeZ+/bkiKJetBXrS8HjpeP/u3/6D/9b/7Kf3I+/Z911llnnXXW2QH+tFrAH5lA+LGdQAC31o6Ia0QK0yDpBRWIAIDLMncWoJt2ODWThAcEgiME6LJMx8PheHDz9fYi5cHcmSTl5Ga9N6InP1NKgNT/Eji1igKAmweAdW44IjVt7s7MgJhSdrd5nslsHFdJkpr2x8bEPREKSMyQc++t9KaNiIaUtDVLxGpCualfsF5KFhgDI61HT0UQyMxri2ZWlQC1TYdlpsQpJ0ocBABBCBGu896ub+bPnx12xz1hYp4G3uq4t3h0vFO5dAdh9gBXU2yMSGrzYe8sgQZ1mhBvbm7rzc0ff+/7f/ujHzRJX33nvWG7taVREmImZmDW7q5BmPIq5XBv1rKUhegSeKmzu1mdu4UwVgRUc3Asw9A9TE695hGcOI15qQtFJBmIqC6L14URtelQSmunkVWShBDo3kwhYD2s5+lopoiAzITewly1SFbkse0I4JfefefPfOW9IrQqmXMOwHFhI2mrzfVhqhBvD+lqVR7c3K2SfL7fv5zn2+l4qHU7rFyYSF7t755e5EqQfQGnuyOMqznV1y+/mBgxWgPJIMgAyAVZ4MRFJ3dFBkSSJEqUymAIeVnmearLRADMlLCwrDRklaS11loVYXAjwLv9frXZpFzasiTJTZsgCaFqiCQzSyxJWFWRCQHN3drCIrVWR+3Qv14yRMTamkOwuxAJcRyPidlV3SxYJCdtGhGMIknqshCRudfWckJwFRFzPYEizE0tl0SAiQUBGNHMiYkR3U1VESLl4ThPQtyHilmkqREgMDRTIAokR2uuzGmZJ2utlMLCqtqmqaxGIlKrhGAKwoJIrTX3KGW4X/xjX6ycnPOy3V68ePFsng/gVLXWdhzSGEEiYuaumlIWZgQEiGneJ05J8jCMx3nG293DhzPmNIzraV5svz8cbt3rJT8ZV6u0vri5vVsNqwePnrTVinIBXdwMAtoyO0SSVMporsIJidxaTqmPNVMeW1MzN9MA7/UvSRJGLK3+zr/57/2Nv/ZX33vr6fnUf9ZZZ5111llnB/jT6wA7Pe9HPvAeCg/h6Abhbzjs5nqyin1a4L3z8DQDdHMiDoi2LO6+298dDoeU03ixXq8vToMLhAjoEcRShg7ONvfwXiDRGzIAEKhDCgEczA2JGALMLCLMbVmACJkZAFqrEWA98BmI4OBhboTUVwFVzdyTJGJWNyAEdwxwQER8MAwrYeqEbkSHvkYY5qdr+lrrPFdglCySEwpLLpRyBGCYX9/BbhIgcNxf77/1g4/+aLn7C//8735d18u6ABq1edpVxEglCVObj3o4zkCwn1zbzWHv86LL8n985zt/8+9/+1Y273/tK1cXV8wRzB5Mp+LIHkgMSSQiQtz7+tU0AJlZUtIWpQydNdd9SMrIwh5xQmEgpm5XtBlITqnVGuERgAQpiTAL89wUAPqkNQCWeUaAnLOaWrRcONQIwq0S0iqVJjnqclGXD95++rV3337vweWYiAnNw1pliwhARkZ6fLVp5jcLrdary4vt24ernz8cp6ovp/m7r169no4aTBDf/uzz3/+jD3/9g/cv1oOncmwBFY6fffr2+P5DkiV02t8cLUpOgCGpIJKHIyIjU2esu0MACQ9lzCkP43jc7xz87vamBwLH1cbNwJ2II6CpEnHKGQEwggi1NVdVAAAwM8aURADpeDz2OpaUs3D/7jAx9nFxeBARMweAtuqq4Q4egAT3JT1d2tTMmIUFWmuAQMy6WE65x0hLZoVYltktmBmZWlOFhkhIpzslVTXcRVKvDK3aELEHtvurFADUlJGRsORSW7VqpazMHBGByN28OQJKSn1NMMyDOtBFkBwJmQgg3EO1NgVmaa2paV8RLGU4HHZ3t9dlXAknQKx17g+BWZi5tRoNzL2U0dQ2m+1+tVbTZZ6ePfv8Z1ZfZ+bVuF7m4831K1NjShdP3nn/qz97/fyLl69fL6oPHj+9uHgwH/dhPSnc3LxFReIIhAyZEImbttaaeSBiLkW19jwAAbq7aXv7T/3a3/jr//Vv/9o/fT7pn3XWWWedddbZAf6UG8A3P536ON/8iXugK7g6pm4NCcihr62hCPVlQPM4VXd6mGtrrS3zUpda67habbaX42rdTSMx99IXppRSQuwJLu8sh84lO+VQAxyiTwOJ2Fx79bx7RCgRQigAM7N7qDkTMTODICF1RJ33lb9orSFC75gxUwNIxGENAtSMBL9yuX4wZiFkxAAIjAg1d1cFs75YGBBO5ERABMTEwjk7Muz3fljMwS8uhkePtze3T59/8T9+/49/cPP6/dUK1rLyptOBlAjc5qjLPB/2Nh2hrABpf9Db/TGm22//8JP//g/+4bx5+t7TD64G8QRIGTEn4j6O61MukXvQRUoEGKrIAuYOnlJKKZlZnRcAQJKSGSCIgUhMDQCn4z6lJCmZq5maA7K4NnfrfHiMaNYsgiCEKNwobBBioNBW5yMilJTUzQDGcTDA/eEA8/Qrj5/85jd/8emDzeE4k1Aq+fZu700vh2IILQKT5JwjfAAY9mhIE8SwyhdXWyD8YK5vrVfHWhXwH796+XJ397/+vT98+er6X/zlX3hydXmsk8Rw2M2/+Ju//qe/+ct/8K1/mIlKzjV8dmNzdc05A2I7BSylP9/MTyFhYi5FA6JxPR4P19cvVGseRiZhSoCASXRZ2gAAIABJREFUwswY4K7eV/iCHQD6Chn0ClliFmpmOWURFmZEMlASJiJJFAHal80AMCBJMrOmVVRK2ZYyzNORWcwXM005AzAR9YOPgIzEwoTU9wNbrRHBxMzExP1lSffNu0zi7r04dBgGbc3c+1bhKQaKkIdB+gDcFJlYGNppI5RZ+memPDChmaoZE1OiN1/CVE8ZVBHqBAboMEM4NUKxIGIZxsPd9f5wN6zXFL1fN5jFqnZwaK0LsRBzSjl8yblcXT6EiLrM83R8+fLZ22+/t91u5/k4T8dwPx72q8tpu9lSvHPz6sVSF4zYbi4xsLVpnvbd2kYEhKsteqxVUskFSSSlJFzDSinTtNdm7iYs7//yr/+Xf+Uv/8u/89vn8/1ZZ5111llnnR3gWT/iAf7oVyfuultguKEbMAcERi9fJEfoHwCexgYiwp2ep0211VaXurCk7cWDcbXqU6nOZ+/7SwFhbp3OHBDgjr1GkPomYZ8/Uf9MAjJzDSPscHjq+4dgAIhm3hs+Cfn0qCAQrS8KenMPT5Livsa0GwMGzCkdPVDrpUiiPlmhniILM62LLy3UQ31udWptYSVPApElBaJHIASJyFBQk2WJlHLVi/VqJJ5qm5aK+31KiiMNNCJBNA/35Tg9+/TLm6WtHwya0+efvfijTz/7e598sZf107fe35SMXq1FSmSAibrv7QfE3fHEsVAjInevbWFid6P7xo5uEQnR3Vi4tepRCcktJGdzc20QfdMSTTV6sBbiBMuDIFeEcDOMQMJ5ngJICIckGAEBwgkIl4j55vXg/rXHT775Sz///lffuXv9ihM9uNwsx4khmAgRN9u1EZNkFpmmaToekampt9YEgwACsDF98JWnx6na3FaIN5eXt8vy2evrf/DhR7/1i1+XxFZEML7/4f95t0yzhYRmwkyMnJo2EQn3Xu7qFhD9MKF7SM7h7u6r1WapM2AkSeZ22O/UrORhGHsaGRAx53xY9hGRU+qDNVVNzERcW+2dQx0lBxoASBjmZuGI1Bf43uAQ+iebqc3mHojYWlNVIgoPp15QG+6mZomTu5srRCx17shKVRU5YVHcrbYqkjmlN6zCHoo2nRE6t8/r4oEozCkXQjK1PhbrRU6906U/bZIgE9lpcRciEAJrrQjg7njfEhMe4G6qjsjM/fVrZpJSzkXDmZiZJeVpOrZlBmKPjoJoZsanLl9EQELSpgHhYcNqPS6Tqbrr8+dfppTffvvd1Wq9zNM0HVqtdTluL69SSuNqPU+x2+3Wm8tcBoBYlmNPxgKCuWMEIjG4uQ2l9EMREUlSf7TvffPX/4v/7C//q3/2d8+n+rPOOuuss846O8Cz/oQLhPsKxNMwEAIB1RHCIU64Poxw78C9HtREBPAIZiLAHl1b5mVZlqVWBFpvttvtJRJ2F9cnfgCARGbmrb0ZWfS4Wh9edDggAga+iaQCQpgZdgRFBJ6YDh0SGAAYcWrq7061W0c37xHK7ip7/SdAmLlQX69aRJfHQxmERTjMXZ3Y3dSrtnkJ8zC3MEVftGUoHojIEegBwmgQXAoXAOKlVrzbvV6WkYWIHLEepylD4dE4cSIgSCkP600ayusPf/g//d2PP2fa7+r1bpdW23ff/1ouGdknDzZwn1zypLWT6HreFXppxlyZueQhXAlAmJfaTGGpS4/veTgSEBERuvk8H4hYJFOQWesQ84hws14jaQhIiO6AAO5RZ3NjxAhQCEZ0U0QWKb0opJk11fn19QXAr7z37je+8TOPnz5M01yEhjEzxrwsl+txEFnUKEkeBsCkqsw81zpNMxElSUNCdQ+hVMrDy+3xOB2O85DzWxHXh+MX16+/9/kzRHr/rceBsU7p+gcfPnv2TIYx3KvPI+AmlTvT6FwEpDjdOADqVt+sl8pGRBlXJFLr3AtAp+PxsN9rUSIqwyogzExY8jCAO7P0px4StlaJO8EyWlMza9qIeAAEkZNxBk9pAERkkWThgYh2z9VAovBgomEYIaIPqvoUi5gEOUuqzSOgcyAIub8WO0Teo/eXGJEBJICehYa6zKUMcaJH9OQ0sUivULJ+JyUi3EQSIPR4akoJAZu2gCCk1hpArwzl6F7ZHQJSzokolaLavI/UARMxSWrLTCLMrNMRAFJKpayOxztzExImpJyWZe6Nm4ScUi+g9WU5llIkZQJMZaDpAA4e8fLl8zIMQxm320t3bxDL8Vin4ziOhFdIuLu7LsOqDCMgxA7va4lPZ4deCowAQnwaeAaotp/507/1H/77f/HP/yt/9nyCP+uss84666yzzg7wn7B/f3IGCD/KgS5B6i5hcYp9eUD0vafed98v7BBhqYupqbZaF4hYrTar1Wa13rKIu4VbQDCdYO6EhIAsggi9ij6s9+73/Fmnw0cE9V/UVgF+RIMwMw8XkZ4F6z90VJqDo3cCYLy5qO1ENWY5sePDgcWsXd9dXx92v/DwYpN4LDmVkiiFuzX1ZfZqYNY3Cherr/e3k9v4f7d3L72WZYdh39dr73Puo17dTTZfLYpNShZNSrJEyxQFWaIsSzACQwacIINkEAQwAjhBkGiUD6BZBp76OxhxBkYGghPDAiXQUhRJNkRGTCzSkkiKbLLZXVX3dc7e65HBrqbkAK6rYrcKMvX71bAWVnftqrp1/2etvdbJyZhHirGUkmIKIU5lbqc5jdDXeri8unj0OJ+cvHz//p2Ts+nspPal7uazmEKrLcRR4hpHmOfzd7344R+of/j4jV//8mvf8+oPPSij7ebcwtRrbb3FNHpdwwjrzXZKR0ppPPk2vNW6jt5LyXU51tq2Ax776DXWHOMYba01pZTi6K3WpdW2pphGa2u/yTEty/HJTsfWY4ghh9ZaC2MLkhziGCOGUbYXB2NIqYwxQi4txmMfKbR4c71eX+/C+P53vfB9r7zy4gv3752f3e3j8uZhDzFNOfX+rrtnMae1jdNdDqPl5ZhSy33Evr7rzj6cn6WUD3Us69LWpaSccloP68lud7Lbzbv5cHW8W6bzEd6I8Y+++toffv313z2d3/Pg3ivveve9UI9TaGOKaY6jHeqhhLBdR7FFYEo55X1de0yx1jpNU06lzLmFEXo8PT/PZWq1lml/ffm41fro4bfm3dWdu/dzmVMuU2lrrbXX7QrKebdfDzfbZZWPHz/a70+mMvXet73BIcQRRilTKaWPUZeljz6XKZe8rUTllPv2pmzv25bInPIYdVnX7SbAFOMYYV2XGGLOeV3X3bTro6eUR48pxd5DiGmaS0q59T5CmKZp+xuaSwlhbB9q9Na2X+xu2q11XY6H4+Ewz7tccsml9e1g19F7X45LLtM8T9/eLLotjrfeS86t9Vym7U6I3f5kO4EmpSeftowRtu3WtdbtwvoRQpmms7M7b775jd5q3p2lkmqvpc05pm/fKFjb9qcshDDKVNbe7957IcV4ffV4hHBzuPnGa3/8/vd/cH9ysqzLGHW08fhb3zq9e29/djbS3d7auh6neTo5Pd+fnF9dvNl729Zyewgj9D5Gq3U7xrTuzz/1Mz/7X/wnf+tv/PUf9dUdAFCAt7TgnzoUdIQQji201mMPMbac8kgh9jB6HSPlnGMIY/Q4RqvrWltKKeU87fb7/en5+Z0t7bblpicnVYyxbeKMMeY8je3a99ZC2LZuhtZr63GaSkp5e1tpmqYppt77tny0LksfYauvVutIT26P2O33MYR1XVJKKeTtXsKU8jzv1nVZ12NK21tPW0iOui7Hw+XFm29cHtb84PQsjsvD4X35JN3ZT72FY+s9H0eb5t1NW9dj/9bXvvZPfvWzh/sv/oO/9ekXD8s4rTGEJ1snc+k5rWHEksJuKrv5rOzOzk+mee77ci/lFmoLY5/62nroYc6pHdawrO10f/+lF+6+9q18drqf4nI4hjCW9mS9pY52OBz2u30PeTncxJR6a6221p/8iHGknEfveXs/K+cYwzzvwugxjOPNmnIsJdd1PR5vUthuDdwOPkm9tVJKHH300WLJI4y1tdHzlEMIeYSQYsoppbxtqU0xj/kktPV48WZ7+PC90+573/3u97z8nrM7p2en04v3z/Ylj7XPI99/8cGDB/dubq5HDKen+5DisfbluMQYpu1Ctss45X1IKcaUlt5qzXlKJcYYeu3r9bor+d1np+PspI/xoVfe1Q/1q1//1h+8/vprF5df/Oq3fv+rr5++9GJ/6b3j0FNf024/jV7DCLWfn905LMfr68O6rKH3pa7TNO/2++PxZp72Meeb66ve+5h3dV23fZ7LtL9zZ78uh4eP3ry6vDg5Pb93/8E0zWP0mHNJpcccQ2ilrstxjDDP+8PhME/TGGOap1JyrWtKKfQeQgyjl5J7i330HHOrtbYaYqzrGkNY41Kmcqz1dJ/3p6eHw6G2nrcPUMbI01RKSTmV3VTXdnl1mdLIZVqWGsJIObVac8kllBxDXZe3LuyMtbUnb+TF9ORjnDhyirX2lPM0zymlpfWS4rpuC72pzLvt7NBSSprTsqwxxBBHqzWWPE1lW+FMI97cXJVUSk4xxtpbmct2xG7OZXvFcYweU45hjDBOT8+vri/Pz+6ux/W4HHYn+2OrtdUxwjzvYoin+5Pa6ggh9jF6TzGcnt+7vrkObZ1yuby8uLh49PJ73nevvBh6v7x8vFw+CnFMKc5lnvb7FOO6tt2U7p7fHXW5vHw0wqitbSff5Bhzii995GM//7c//d//1/+lL+UAgAK8NfzGn2wBfetHCGOtY+2hL8vJ6a6OkVPpT86KGbX3FMP2fk9bRy4llymlvF2MFlN+coDKk3NERxzbZe7jybtqY4QQUozb+0vbiS/bvdTbaZ8hhBjDdhbjW5e/jxhTjk9u697WJaZpqrW2WnMupZTWWqt1uy5ijLEshxBCzqWPUOu65Wet6/X19eXjh8fjIcbp8ljnXYm7+ZjGdHOYdvNIca3rro92WJbrq8ePHv3e73/5977ytXftzy7rep3L2fYt8xhjWzzrrcTQaxuthxB6iq2uS2+lTMfWdlMMOba07R0dtfW1tTriWNaznEuMx8P1FEoPPYyQ8xRTO1xfbVvvjsdDO/Qxek6p1bW1J4uudTmOMXLJvfcU4nbiYg/j8vpynkoppa9rO/Y1hhRjHqO1NmpttW5H98QQYtj22YYcwjSXkfKxHlOMKcYUYo8hh9hrbSGk3b7Pc7+5XB6+Od8sHzi7+/2vfs/7X/nANM/1eDiZ0/luN6c4Yt2dnp+c7nroPYSc4jRPaUrhuJ7tzw+H47IspZSYY0ml7KZ1aaOvp/vdPFqtrfXaW1+WtdYaUi5TCiGcnOxGKR965T3vefHBty4v37i8/Oqbb371cFyvjynOdW2hH0sYrdYQwvX1VR9jKmU/575tPI5hWzg99pvD8SalFGPsrW3RMs+7/b6nkua4e/Dgheubq8Phur6+vvzu9045195LmdfQWmspxmma23a5ZGs1hnnetdbrWnPOuZQU42gt5JxyWpel9769UDq2HcRjbPcB1tpSimGM1lvdbp+PcfReWxvhsNYy7+daWxih5BzGSDnXdc1TCSHU2nY599Fj33Y9p6lMIcTW1zHCCKGNEVLaXlxMKU3TNPpYjsftwsPW2zzP48lhpGOa5hj6breLIdX1rQsnSmnrmlJKMW9HCo0Rem/zvOtjxDFSLr1thzaNZfuLHEOJaYwxz7t5t7++ujreO4aRQoy1rr23FHOMofeWc0olTzk9Od4m59ZGTnk3766v1zLNI8RHjx7ef/BiKdPJyekI4+Li4eFwk8u0P71zenKyrmurNcSYcpnm3b27Dx5fPEwxttE/8LEf/Zm/+ZN/8xM//OlP/7Sv5gCAAnzGFPz37U/P+7jZx9BqzdOutxbz9CQXxxgxbN/p7s/vlDLllFPKpeRSptZqb6PVup2BsV3oN0LYro8fYWzv742cn5w3GHMIIecUQti+xdxeexu9jRBaq9M0t1pTSqXMI4y61hFyj2M7jb+2llJOKY1Rx7ff9ht9O6ImxpTiiDGGMXofy3q8vrq4ub7OOZ2d3blq8euXl++f5pbiSYzLWlOKtdV5WS/ffPT48vry6nqfpu998OLjWh8th5f356chxO3ExtZH69uCRljWrW5Him2pV8thSrnmHNLIUw4p5ZTa6L2GWKaRcxx9X3IOoa1LOplSKTc3NyU9edFx9O2y8VpbzTHW2HprIYYU4wg9pTD6SL2P1mqrI5U4pTFGDCHEsazH0Mf25mRKKcQQRygpxZSf3CMQYtruC4hxV0qIsZUwpTmOHkOcpmk5HlsPI5cx5bYu4dHD+vjRaZ5effDCX/3Ih1/5vg+e7edHbzzc3bu7n8YL5yej9WMI+/N9mHLtfX8yz9NUpjzGiKOVMpUce07zNO33u9ZDiC3ENs8xjFTbaCkcj/0Y2uh9aWPf2z7P2x+wUNIul/1uunO+f/H67N7JSX108Qe1Pb584+bqURjhzunp2enp9nBiSOt6jNNuhLjVbG91W/vdtjpOZdreiBu9x5Smeco5tRhTziGM2trxePzmN79+596DnMtUcskntdWLx4+2k1RHCKWUmFJKeVmPa4oxp17XGGKZQmvtycrY9glFLnma+/GYYiy5pJxDjKGF7VaGMcZyPPTec0q73T6k1MdIKfe2hDG2CwBjiDGleZq3w3K341VGSimVEMf2S5py6WGEEOdpHjH0PmLc3v/MtbZW67e3aqc5b+m1XR8fU1qXNcZYpqnVur1rOs/zGOF4vAoxppxiGDGn2luMcZrn0EdrPaXS2hJiTDHW3kIY8zyPHM/Pzr9xdRHGyCWHEfvoKebtVd5tqbDWpdUeYyqljJRCDKOH8/O7ra43h5uU0uFwczjcnJ6mabcvdc0ph5h67+t6LNsq3zSNMfJUUpmWMn/oI9//gx/76Kf+2sf/3i/8gq/dAIACfKbue+s9wG9fA/jWRtCb4/KwlCmtU57WNeQyhxBiStutCfHJPXVpOj2dyvzkisCU1rqux8OT+xhiTHlrs95bH3/yOuF2OuIy+kg555y2zWwxtNbbGOHJO0oxlDzFEFqtW7HUVsfoOZeYUuuttZpS7q0d+mEq03aq/hihjR5CKHnqfYzRSik55+PhcDjcXF09Ph6PpyfnJ+dn+7P7Y7Rf/eNv/sxxvOtenV9MI027MXLqywhxf3I3Tbv9aY/5p8v0q3/8Rw/feJju3xm99y38cuprDWuNYazHYws97EpI43pZHx+OY1nbbp/KGLH3mHrfTj8NOefRw5LyyCXl0mpdjscUUtqOhuw9xZRLKaGM0UvLvffW1hDDXEoIobe635Zoep/maYztvMixrjXmtJ0uGWM82e1DCK331seTLbvTk3Xe7YXMuCVTr1MpKYa01hRKDf0m9OnkNMdwuL5eHl6creu9EF/+wCt/9dUPfvCDH7j/wv241qur67v3zl944c4U1jnnq8s176a4m2OIpaT9PJcS17XWdc0lLcdDyvH07LT3cXJ28vji6uriKoyx2+1TiHGJJaWS5pOpLFNeW4sxHo5LDrEvLU+l5ZByGKns08nLOb8/l689PuxPTk9O9sebw7LcXH7zG9NU9rt9Trm3duw307yfSgkh3Bxvxgi5lJRyDyG0HsZYliXmtE8xlzLPU9jNrbZcSpn2Y4yLx29+87WvTfPucHN9dn4n5bzb7Q7jkHNpfcQp9lYPx0MfY1mujodDjOnk5HT785pzyanEFGtrU845pz7l2OMIvbUeQlzrOk95+wBley1wrWsPYbffj7VtF8SXXFJKh3boo8+7OeccYxljxBinaZ6mKaW8LMu6Lq3Xda37/UnOpY+xLEvt7WSatiN82vqk01qrYYTDzU0fLaeyHfJ0fbya5nlbQt8Og0kxlpxDCH30EMK6LDGmbX0+pRzqOkaMKfVaYwi91TBG6KO3EWI8Hm9KmWKMh+PN3d2uLn2bp7cWt2snUqp1ra3v5rzdmRFjCimUaZ7nkxDSui7run7ly//ufe/7nrt3X5jmk2l3GkZb12WtdbdvJyenYXdW7py/+sH3f+QD7/lv/5t/4Cs3AKAA38EmDFsQ9tEf1elOa7n3VGIfI7aacwkxxu26gN5CiO2y12mKIaZcYky1rWGEGEPOedvA2Xsfo8dvHzPatq1xT76/3Ja8thP9Wm9P/he2+w9yjjGkFMfYdpC2J0uPOeVUwqh9bJf+bZdBh91un3OurfY+ttv/tkWwZTkej4fDzfWyHFutu/3J/fMHZT+nVFLe//7F4eV89dfz1KeHd+++EHtII8SU9/uTENbS4+Hk7AMPXnz31772zde+2V55bwlj9LWF1FOIKWxn/i/L2vqovd4crr9yfX338U3rNddlTDnPJabc1x5iTWEr2VT2J1e1hhinPLW19hHKPKecaq0lzlOIpeRlPR6Ph928C2E3epumKed8uLlpdd2lNJWSUh69pZhC7Gut23kbu1y2Q1BCCCOH/byLKfbe52lelmWEsd0HEGOKIaQRaq8p9JimpdY8zft9WS+P6+M30vHwYoyv3H/h+1/90F/5yPe//MrL5/fPjsvV9evf2h/HndPT/dm+13Bzc6yjn56czPMUephyXJdlmva9tWWpJ/M+xRhjyTmvtfd1naY07+6kVK4ur0YaPbTWe5nnEMMcpjlMSxvH4xJ7mHLosaWU0lRCyiOXHOLd43pnCdPds+urx4fDMeSSpnlpdRyXGEJOKae0Xl9M0xxjzDGNMA7XV+u6zvMul7IecyrTaOGyPR5jrOtUyrR9mrHb78MYJb90fXO1LsfLi0cPH75xfufu/fsv3L17L8R4czi01mMoU0p9jBh2vbVal8PN9a7vpnnOKWxLhdtpnDGElHNb12U5jj62o1+2boohbp9c1HVtre/mOYTx5AW8lLaPRXoYJeXDsqQYex+trmWe+nbXR+8pp7PT8+Phel237c1pWxI8Hpc+Qkp5qS3GMO92Je9yb4fDsfee09jeud2fnNR1PdzcxJTG6DGmlEvO+eZ4aL333mJM0zzXto7tvN+Ua1vT6PuT0+PhZtuSHdPo23p+GCWX/f7k0aM3z87Pc0mt9pxziiml1EYPay3zXEo4HG62zdu99bUuIaY7dx+88cY3Q4ylzDGEb7z2tXmaT07O27h/1dtut3vxwf3v+9AHXnpw/xf/x//B12YAQAG+Xaf7+aMfenm7OmE7C348eU9vW68bcbS4Xh3GmnqOMY8+Ymsp9TFG6+2txcJjTJsScxohxm1BMMZ//4r5JzUYRh8jxO0muBhG6DH2lNJ460aKb78lGGILYem9PzmqfoScckzjZj3Et4S1bRvbRhjHdtiOnNn2gsa3/tPruizHQ2t1hFTKPkwn122Ew1JijTGt6+FXrtfXj/XdF9cn86M/WeUcMa+91vb4+ury8vKy7L7x6ObX/t3XH7x5vZv3Kaeec6ytHZfQemt9WZfX33jj3375ta+HaffG1a/8wR/vyrQ7mcv8sOQ0Wh9thBCW2q5vbq4uL37/G48uetq1tvYRQoj9GN9aRx0h5NrXFkLe1W0FNea1hlB77TmkVMoUyhTCqL321kuZQtn1HProNYSU0jqOrY8YQo9zCjHleIypl7LdiNhDf1LaMcXUR+jrqHnKfbSrq5v14mqf9vu757uTfb//Qn3xPV9q42vfeDg/vFiuLuvx0FqfDiG+cbmuS13rbprL4zp6DzHkVEboOaVlXWpr8zynt14fDSHUtvbRcp62cy9brYfDsbaecs4xhzHGCLX1vtbtRbgQRt+Ou4w5pZRiev3Yv3V1uLo4xJR6mvqU1j56SC3EvH0ykFIYfamj9zWlXMrUyy6XXUh5HaOuLfUYQgixhRBz7am0Mfr2CmuM8bi2WPYh5FR2cVkuDsf10aNp3qWUa2sxxBjT9gxTjH2EJeZ6XA4j5LVe155K3i61PPZee2u11WWtbXsDM/Terx893u9PUkzLuq5rDWOEsB4fXWzn3JbtHM4Rt6X4vLYexnbUbR891xbjYbsnM4Qxz2vr/Xhcytqmklvr29bQeHOIMdYxeuv15qbkUtfaRg8jLGtLaXsjMYUQ+gh9rTGElOLa2qH3EdM6Ultrzvn65rqPsC3hx9a2dcj1cLOu65N7W1ofNWy7XkMfLc/XNxdvXF2VaW5tlJx7GG2tY4yURxmjtV7Xdd7N2wUXT97xzXH/wgsvnOy3w4fe864Hu9384t07v/RLv+TrMwCgAN95L94/+7/+5f/iOQAAAN/FkkcAAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAADf1YpH8BdEu7jqx/UpA6aX7v9FmBMAAFCAvC39uHzxv/ufnzLgzqd+8L3/8D97pjlH60+f8/Rjr37gf/qvPHwAAPjLwy7QvxBuvvCHTx9w9yd++FnnvP7cF58+4N5P/YgnDwAACpDn7fV/8r8/fcD+1fc965xv/vJnnz7g9OMf9uQBAEAB8ly1i6vjl197yoDdKy/nO2fPNGc/Ltef/9JTBpR75886JwAAoAB5uy5+/XNPH3Dv05941jkff+Z3bpnzZ3/MkwcAAAXI8/bGP/vM0wec/MD3Puucj37lt54+4PwTH/XkAQBAAfJcHb/8Wn10+fQxu1defqY519cfPn1baQhhft+7PHwAAFCAPFeXv/V7Tx9w/+d//FnnfPxjURIpAAAPDElEQVRr//rpA+586gdj9lsPAAAKkOdotP6t//Vf3lJrn/zYs8756F/85tPHfAd3SwAAAAqQt+Xwpa/cOmb3Pe951jlv3VZ68gMf9PABAEAB8lzdugB4+rFX025+pjkvfuPztyTlKy8/65wAAIAC5G259cq+EMK9n/qRZ53z4T//9VvmfPa7JQAAAAXI23L121+4dczpxz/8THPefOEPbx1z9iN/xcMHAAAFyHP1xv/2a08fUO6d5ztnzzTnm7/82VvnnF667+EDAIAC5PlpF1e3Xtl372d/7FnnvHVb6fknP+7hAwCAAuS5enjbhQ0hhPNPfPSZ5rz49c/dOuZZ75YAAAAUIG/Xoz9DAc7ve9czzfnGP/vMrWP2r37AwwcAAAXI83Pzb//o1iv77nzqB2N+ht+d45dfu3XO04+9+kxzAgAACpC369Yr+0IId3/ih59pzsvf+r1bxzzr3RIAAMB3meIRPGej9Vuv7AshvPnLn3382X/zH/rZk4+8cv/nPvmn57z1cvkQwqPP/M7lv/5//4xzAgAACpC36/pzX/wzDbvtVM8/XWuHL33lHZ8TAAD47mMX6PN265V934GH/8f/6cECAAAK8C+cWxfivgMX/+p3PVgAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAz1HxCJ6zD/2jX3wHwn03/XnPCQAAKEDeruml+/9RzAkAAHz3sQsUAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAJ5F8QgAvov149Iurt+Bfy0e3I05/fnNCQAoQADerqvf/sLX/vE/ffvzfOgf/eL00v0/vzkBgOfDh68AAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBOC5KffOy4O77/y0fw5zAgAKEIC35d7P/ljM7/C/Fy/+/Z95x+cEAG5VPAKA72L77/ue9/7D//QpA772j//prZPc/cm/9o7Pef6Jj/rdAQAFCMA7aXrp/vTS/f/Qz66vP7x1ht0rL///Znj6nO3i6vZ/e+6d71552e8OADx/duAA/OV19Tv/z61j7n36E8805/XnvnjrmBd+4ac8fABQgAA8V5e//YVbx9z9qR95pjkffeZ3bh1z58c/7uEDgAIE4Pnpx+X68196+pjTj72advM7O+fulZfznTPPHwAUIADPz80X/vDWMQ/+zk8805zHP/r6rWNe+s9/zsMHAAUIwHN19bu/f+uY049/+JnmvPiNz9865uQHPujhA4ACBOD5Ga0//Oe//vQx93/+x5/1yr7L3/jcrXM+07ZSAEABAvB2LX/8zVvH3PvpH32mOY9ffq0+unz6mDuf/JiHDwAKEIDn6vK3fu/pA76DK/tuvvAHt865f/UDHj4AKEAAnm8B/ub//fQB9372x551zke/8lu3zvms20oBAAUIwNvSLq6OX37t6WPuP2MB9uNy65znn/iohw8AChCA5+r6c198+oDv4Mq+W++W2L3y8rNuKwUAFCAAb9ejz/zO0we88Hd/8lnnfPzZf/P0Afc+/QlPHgAUIADP1Wj9+vNfevqYsx/9gWed8+Jf/e7Tx9z9qR/x8AFAAQLwXB2+9JWnD7jzqR981iv7br1b4vRjr7oGEAAUIADP28VvfP7pA+7/7b/xrHPeerfEg7/zE548AChAAJ63y9/43NMHfAdX9j36F7/59AGnH/+wJw8AChCA5+r45dfqo8unDHjx7//Ms17Z1y6unj7n/Z//cdcAAoACBOB5u/nCHzx9wHdwZd+td0vc+eTHPHkA+AuieAQAf3nc/7lP3v+5T76zc9751A/d+dQPebYA8B8Fa4AAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAADw3ev/A9gfdC6obmveAAAAAElFTkSuQmCC" class="bi x0 y1ed w5 h44" alt="" /><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">10<span class="_ _13"> </span>11</div><div class="t m0 x19 he y1e ff10 fs6 fc4 sc0 ls11 wse">OVERVIEW</div><div class="t m0 x6 h45 y21 ffd fs4 fc6 sc0 ls1 ws0">G<span class="_ _2"></span>r<span class="_ _0"></span>ou<span class="_ _0"></span>p Ch<span class="_ _0"></span>i<span class="_ _2"></span>e<span class="_ _2"></span>f Ex<span class="_ _0"></span>ec<span class="_ _2"></span>u<span class="_ _2"></span>t<span class="_ _2"></span>i<span class="_ _2"></span>v<span class="_ _2"></span>e Of<span class="_ _7"></span>f<span class="_ _1"></span>i<span class="_ _2"></span>c<span class="_ _2"></span>e<span class="_ _2"></span>r<span class="_ _1"></span>’<span class="_ _18"></span>s R<span class="_ _0"></span>e<span class="_ _2"></span>v<span class="_ _2"></span>i<span class="_ _2"></span>e<span class="_ _0"></span>w</div><div class="t m4 x5a h3c y1bf ffd fs9 fc7 sc0 ls65 ws60"> 2025 <span class="_ _2"></span>has been <span class="_ _2"></span>a y<span class="_ _2"></span>ear of <span class="_ _2"></span>str<span class="_ _0"></span>ong<span class="_ _1"></span> </div><div class="t m4 x9c h3d y1c0 ffc fs9 fc7 sc0 ls65 ws0">delivery and building momen<span class="_ _2"></span>tum f<span class="_ _2"></span>or </div><div class="t m4 x9c h3c y1c1 ffd fs9 fc7 sc0 ls65 ws60">LSL. W<span class="_ _0"></span>e impr<span class="_ _2"></span>ov<span class="_ _2"></span>ed pr<span class="_ _0"></span>ofitability acr<span class="_ _0"></span>oss<span class="_ _1"></span> </div><div class="t m4 x8 h3c y1c2 ffd fs9 fc7 sc0 ls65 ws60">each Division, <span class="_ _2"></span>achieved <span class="_ _2"></span>r<span class="_ _2"></span>ecor<span class="_ _2"></span>d mar<span class="_ _2"></span>gins </div><div class="t m4 x69 h3c y1c3 ffd fs9 fc7 sc0 ls65 ws60">and g<span class="_ _2"></span>ener<span class="_ _2"></span>at<span class="_ _2"></span>ed s<span class="_ _2"></span>tr<span class="_ _2"></span>ong c<span class="_ _2"></span>ash, while </div><div class="t m4 x1 h3c y1ee ffd fs9 fc7 sc0 ls65 ws60">con<span class="_ _2"></span>tinuing t<span class="_ _2"></span>o in<span class="_ _2"></span>ves<span class="_ _2"></span>t <span class="_ _2"></span>f<span class="_ _2"></span>or futur<span class="_ _2"></span>e gr<span class="_ _0"></span>owth. </div><div class="t m4 x1a h3c y1ef ffd fs9 fc7 sc0 ls65 ws60">Mark<span class="_ _0"></span>ets ar<span class="_ _2"></span>e ev<span class="_ _2"></span>olving, and so <span class="_ _2"></span>are <span class="_ _2"></span>we. </div><div class="t m4 x5d h3c y1f0 ffd fs9 fc7 sc0 ls65 ws60">2025 has <span class="_ _2"></span>been a <span class="_ _2"></span>year <span class="_ _2"></span>of signific<span class="_ _2"></span>ant </div><div class="t m4 x14 h3c y1f1 ffd fs9 fc7 sc0 ls65 ws60">activity f<span class="_ _0"></span>or the Gr<span class="_ _2"></span>oup. <span class="_ _2"></span>W<span class="_ _0"></span>e are </div><div class="t m4 x42 h3d y1f2 ffc fs9 fc7 sc0 ls65 ws0">f<span class="_ _2"></span>ocused on disciplined e<span class="_ _2"></span>x<span class="_ _2"></span>ecution and </div><div class="t m4 x52 h3d y1f3 ffc fs9 fc7 sc0 ls65 ws0">con<span class="_ _2"></span>verting th<span class="_ _2"></span>e scale and cap<span class="_ _2"></span>ability of </div><div class="t m4 x6 h3c y1f4 ffd fs9 fc7 sc0 ls65 ws60">the Gr<span class="_ _2"></span>oup <span class="_ _2"></span>int<span class="_ _2"></span>o sus<span class="_ _2"></span>tained <span class="_ _2"></span>pr<span class="_ _2"></span>ofit gr<span class="_ _0"></span>owth<span class="_ _1"></span> <span class="_ _2"></span></div><div class="t m4 x9d h3c y1f5 ffd fs9 fc7 sc0 ls65 ws60">and c<span class="_ _2"></span>ontinued <span class="_ _2"></span>high r<span class="_ _2"></span>eturns <span class="_ _2"></span>on c<span class="_ _2"></span>apital. <span class="_ _1d"></span> </div><div class="t m4 x1a h3c y1f6 ffd fs9 fc7 sc0 ls65 ws60">T<span class="_ _6"></span>r<span class="_ _2"></span>ading in <span class="_ _2"></span>2026 has <span class="_ _2"></span>been in <span class="_ _2"></span>line with </div><div class="t m4 x1f h3c y1f7 ffd fs9 fc7 sc0 ls65 ws60">our e<span class="_ _2"></span>xpect<span class="_ _2"></span>ations. <span class="_ _2"></span></div><div class="t m0 x9e h25 y1f8 ffb fs1 fca sc0 ls1 ws0">Adam Castlet<span class="_ _2"></span>on </div><div class="t m0 x9f h46 y1f9 ffd fs1 fca sc0 ls1 ws0">Group Chie<span class="_ _2"></span>f Ex<span class="_ _2"></span>ecutive Officer</div><div class="t m0 x3f h6 y71 ff13 fs2 fca sc0 ls6 ws4">2025 was <span class="_ _2"></span>another str<span class="_ _2"></span>ong year <span class="_ _2"></span>of delivery f<span class="_ _2"></span>or </div><div class="t m0 x3f h6 y72 ff13 fs2 fca sc0 ls6 ws4">LSL. W<span class="_ _0"></span>e achieved or<span class="_ _2"></span>ganic <span class="_ _2"></span>rev<span class="_ _2"></span>enue gro<span class="_ _2"></span>wth, </div><div class="t m0 x3f h6 ycb ff13 fs2 fca sc0 ls6 ws4">increased pr<span class="_ _2"></span>ofits, r<span class="_ _2"></span>ecor<span class="_ _2"></span>d oper<span class="_ _2"></span>ating mar<span class="_ _2"></span>gins and </div><div class="t m0 x3f h6 ycc ff13 fs2 fca sc0 ls6 ws4">another year <span class="_ _2"></span>of str<span class="_ _2"></span>ong cash <span class="_ _2"></span>gener<span class="_ _2"></span>ation, driving </div><div class="t m0 x3f h6 ycd ff13 fs2 fca sc0 ls6 ws4">improv<span class="_ _2"></span>ed ROCE.</div><div class="t m0 x3f h6 y1fa ff13 fs2 fca sc0 ls6 ws4">W<span class="_ _2"></span>e w<span class="_ _2"></span>ere v<span class="_ _2"></span>ery active thr<span class="_ _2"></span>oughout the y<span class="_ _2"></span>ear<span class="_ _e"></span>,<span class="_ _1"></span> </div><div class="t m0 x3f h6 y1fb ff13 fs2 fca sc0 ls6 ws4">inv<span class="_ _2"></span>esting selectiv<span class="_ _2"></span>ely to <span class="_ _2"></span>drive scale <span class="_ _2"></span>and profit<span class="_ _2"></span>able </div><div class="t m0 x3f h6 y1fc ff13 fs2 fca sc0 ls6 ws4">growth, <span class="_ _2"></span>launching new off<span class="_ _2"></span>erings in<span class="_ _2"></span>to the </div><div class="t m0 x3f h6 y1fd ff13 fs2 fca sc0 ls6 ws4">mark<span class="_ _2"></span>et, and <span class="_ _2"></span>beginning to mak<span class="_ _0"></span>e great<span class="_ _2"></span>er use </div><div class="t m0 x3f h6 y1fe ff13 fs2 fca sc0 ls6 ws4">of the Gr<span class="_ _2"></span>oup’<span class="_ _6"></span>s combined str<span class="_ _2"></span>engths. W<span class="_ _0"></span>e also </div><div class="t m0 x3f h6 y1ff ff13 fs2 fca sc0 ls6 ws4">str<span class="_ _2"></span>engthened c<span class="_ _2"></span>apabilities acr<span class="_ _2"></span>oss the business </div><div class="t m0 x3f h6 y200 ff13 fs2 fca sc0 ls6 ws4">and saw c<span class="_ _2"></span>olleague eng<span class="_ _2"></span>agement rise <span class="_ _2"></span>to a r<span class="_ _2"></span>ecor<span class="_ _2"></span>d </div><div class="t m0 x3f h6 y201 ff13 fs2 fca sc0 ls6 ws4">level. </div><div class="t m0 x3f h6 y202 ff13 fs2 fca sc0 ls6 ws4">Our str<span class="_ _2"></span>ong balance shee<span class="_ _2"></span>t pro<span class="_ _2"></span>vides flexibility <span class="_ _2"></span>to </div><div class="t m0 x3f h6 y203 ff13 fs2 fca sc0 ls6 ws4">inv<span class="_ _2"></span>est selectiv<span class="_ _2"></span>ely f<span class="_ _2"></span>or gr<span class="_ _2"></span>owth while con<span class="_ _2"></span>tinuing </div><div class="t m0 x3f h6 y204 ff13 fs2 fca sc0 ls6 ws4">to r<span class="_ _2"></span>eturn c<span class="_ _2"></span>apital thr<span class="_ _2"></span>ough dividends and our </div><div class="t m0 x3f h6 y205 ff13 fs2 fca sc0 ls6 ws4">recen<span class="_ _2"></span>tly increased <span class="_ _2"></span>share buyback pr<span class="_ _2"></span>ogr<span class="_ _2"></span>amme.</div><div class="t m0 x3f hf y206 ffb fs2 fc7 sc0 ls1 ws0">Revie<span class="_ _2"></span>w of 2025</div><div class="t m0 x3f h13 y207 ffd fs8 fc8 sc0 ls4c ws4b">The mark<span class="_ _2"></span>ets in <span class="_ _2"></span>which we oper<span class="_ _2"></span>at<span class="_ _2"></span>e further st<span class="_ _2"></span>abilised in 2025. <span class="_ _2"></span>Mortgage </div><div class="t m0 x3f h13 y208 ffd fs8 fc8 sc0 ls4c ws4b">activity str<span class="_ _2"></span>engthened <span class="_ _2"></span>year<span class="_ _2"></span>-on-year <span class="_ _2"></span>as pricing eased <span class="_ _2"></span>and aff<span class="_ _2"></span>ordability </div><div class="t m0 x3f h13 y209 ffd fs8 fc8 sc0 ls4c ws4b">pressur<span class="_ _2"></span>es modera<span class="_ _2"></span>ted, with both <span class="_ _2"></span>purchase an<span class="_ _2"></span>d remortg<span class="_ _2"></span>age volumes </div><div class="t m0 x3f h13 y20a ffd fs8 fc8 sc0 ls4c ws4b">improving. <span class="_ _2"></span>Housing transacti<span class="_ _2"></span>ons increased, <span class="_ _2"></span>with activity fr<span class="_ _2"></span>ont<span class="_ _2"></span>-loaded </div><div class="t m0 x3f h13 y20b ffd fs8 fc8 sc0 ls4c ws4b">into <span class="_ _2"></span>the firs<span class="_ _2"></span>t half ahead <span class="_ _2"></span>of st<span class="_ _2"></span>amp duty changes, <span class="_ _2"></span>and ren<span class="_ _2"></span>tal mark<span class="_ _0"></span>ets<span class="_ _1"></span> </div><div class="t m0 x3f h13 y20c ffd fs8 fc8 sc0 ls4c ws4b">remained r<span class="_ _2"></span>esilient. Our <span class="_ _2"></span>end mark<span class="_ _2"></span>ets perf<span class="_ _2"></span>ormed in <span class="_ _2"></span>line with our </div><div class="t m0 x3f h13 y20d ffd fs8 fc8 sc0 ls4c ws4b">planning assumptions a<span class="_ _2"></span>t the s<span class="_ _2"></span>tart of <span class="_ _2"></span>2025, despite some <span class="_ _2"></span>periodic </div><div class="t m0 x3f h13 y20e ffd fs8 fc8 sc0 ls4c ws4b">short<span class="_ _2"></span>-term vola<span class="_ _2"></span>tility during the <span class="_ _2"></span>year<span class="_ _6"></span>. </div><div class="t m0 x3f h13 y20f ffd fs8 fc8 sc0 ls4c ws4b">In this con<span class="_ _2"></span>text, <span class="_ _2"></span>we made s<span class="_ _2"></span>trong <span class="_ _2"></span>progr<span class="_ _2"></span>ess in 2025, deliv<span class="_ _2"></span>ering org<span class="_ _2"></span>anic </div><div class="t m0 x3f h13 y210 ffd fs8 fc8 sc0 ls4c ws4b">rev<span class="_ _2"></span>enue and underlying oper<span class="_ _2"></span>ating <span class="_ _2"></span>profit gr<span class="_ _2"></span>owth with <span class="_ _2"></span>a str<span class="_ _2"></span>ong </div><div class="t m0 x3f h13 y211 ffd fs8 fc8 sc0 ls4c ws4b">improv<span class="_ _2"></span>ement in our <span class="_ _2"></span>underlying oper<span class="_ _2"></span>ating pr<span class="_ _2"></span>ofit margin, <span class="_ _2"></span>which </div><div class="t m0 x3f h13 y212 ffd fs8 fc8 sc0 ls4c ws4b">reached a <span class="_ _2"></span>new high. W<span class="_ _0"></span>e continue t<span class="_ _2"></span>o deliver s<span class="_ _2"></span>tructurally <span class="_ _2"></span>higher ROCE, </div><div class="t m0 x3f h13 y213 ffd fs8 fc8 sc0 ls4c ws4b">at 35%, <span class="_ _2"></span>well above <span class="_ _2"></span>historic<span class="_ _2"></span>al levels, <span class="_ _2"></span>reflecting <span class="_ _2"></span>higher opera<span class="_ _2"></span>ting margin </div><div class="t m0 x3f h13 y214 ffd fs8 fc8 sc0 ls4c ws4b">and the Gr<span class="_ _2"></span>oup’<span class="_ _0"></span>s capital-ligh<span class="_ _2"></span>t model. Encour<span class="_ _2"></span>agingly<span class="_ _6"></span>, all our Group </div><div class="t m0 x3f h13 y215 ffd fs8 fc8 sc0 ls4c ws4b">financial metrics sequen<span class="_ _2"></span>tially impr<span class="_ _2"></span>oved in the <span class="_ _2"></span>second half <span class="_ _2"></span>of the year<span class="_ _e"></span>.</div><div class="t m0 x3f h13 y216 ffd fs8 fc8 sc0 ls4c ws4b">Rev<span class="_ _2"></span>enue increased <span class="_ _2"></span>by 6% t<span class="_ _2"></span>o £182.9m (2024: £173.3m</div><div class="t m0 x83 h3a y217 ffd fs19 fc8 sc0 ls1 ws0">2</div><div class="t m0 xa0 h13 y218 ffd fs8 fc8 sc0 ls4c ws4b">) and w<span class="_ _2"></span>e </div><div class="t m0 x3f h13 y219 ffd fs8 fc8 sc0 ls4c ws4b">maintained <span class="_ _2"></span>our str<span class="_ _2"></span>ong mark<span class="_ _2"></span>et shar<span class="_ _2"></span>e in all <span class="_ _2"></span>three Divisions. <span class="_ _2"></span>Improv<span class="_ _2"></span>ed </div><div class="t m0 x3f h13 y21a ffd fs8 fc8 sc0 ls4c ws4b">remortg<span class="_ _2"></span>age activity support<span class="_ _2"></span>ed both our <span class="_ _2"></span>Financial Services and </div><div class="t m0 x3f h13 y21b ffd fs8 fc8 sc0 ls4c ws4b">Surveying &amp; V<span class="_ _0"></span>aluation Divisions. <span class="_ _2"></span>Revenue <span class="_ _2"></span>growth <span class="_ _2"></span>was 6% <span class="_ _2"></span>year<span class="_ _2"></span>-on-year </div><div class="t m0 x3f h13 y21c ffd fs8 fc8 sc0 ls4c ws4b">for <span class="_ _2"></span>H2 2025, a sequen<span class="_ _2"></span>tial impr<span class="_ _2"></span>ovement <span class="_ _2"></span>compared t<span class="_ _2"></span>o H1 2025.</div><div class="t m0 x3f h13 y21d ffd fs8 fc8 sc0 ls4c ws4b">Group <span class="_ _2"></span>underlying opera<span class="_ _2"></span>ting pr<span class="_ _2"></span>ofit</div><div class="t m0 x32 h3a y21e ffd fs19 fc8 sc0 ls1 ws0">1</div><div class="t m0 xa1 h13 y21f ffd fs8 fc8 sc0 ls4c ws4b"> was <span class="_ _2"></span>up 17% to <span class="_ _2"></span>£32.6m (2024: </div><div class="t m0 x3f h13 y220 ffd fs8 fc8 sc0 ls4c ws4b">£27.8m</div><div class="t m0 xa2 h3a y221 ffd fs19 fc8 sc0 ls1 ws0">2</div><div class="t m0 xa3 h13 y222 ffd fs8 fc8 sc0 ls4c ws4b">) and the <span class="_ _2"></span>underlying opera<span class="_ _2"></span>ting margin <span class="_ _2"></span>of 18% w<span class="_ _2"></span>as an 180bps </div><div class="t m0 x3f h13 y223 ffd fs8 fc8 sc0 ls4c ws4b">improv<span class="_ _2"></span>ement ver<span class="_ _2"></span>sus the <span class="_ _2"></span>prior year<span class="_ _6"></span>, marking a ne<span class="_ _2"></span>w high f<span class="_ _2"></span>or the Gr<span class="_ _2"></span>oup. </div><div class="t m0 x3f h13 y224 ffd fs8 fc8 sc0 ls4c ws4b">H2 2025 saw <span class="_ _2"></span>a sequential <span class="_ _2"></span>improvemen<span class="_ _2"></span>t in underlying <span class="_ _2"></span>operating </div><div class="t m0 x3f h13 y225 ffd fs8 fc8 sc0 ls4c ws4b">margin t<span class="_ _2"></span>o 19%, up 250b<span class="_ _2"></span>ps compar<span class="_ _2"></span>ed to H1 <span class="_ _2"></span>2025.</div><div class="t m0 x6 h1d y226 ffd fs11 fc8 sc0 ls2b ws29">1 <span class="_ _15"> </span> <span class="_ _1c"></span>Gro<span class="_ _1"></span>up (and Div<span class="_ _1"></span>isio<span class="_ _1"></span>nal) Un<span class="_ _1"></span>derl<span class="_ _1"></span>yin<span class="_ _1"></span>g Ope<span class="_ _1"></span>rati<span class="_ _1"></span>ng Pro<span class="_ _1"></span>fit is st<span class="_ _1"></span>ate<span class="_ _1"></span>d befo<span class="_ _1"></span>re exc<span class="_ _1"></span>epti<span class="_ _1"></span>onal i<span class="_ _1"></span>tems, c<span class="_ _1"></span>ontin<span class="_ _1"></span>gent c<span class="_ _1"></span>onsi<span class="_ _1"></span>der<span class="_ _1"></span>ation a<span class="_ _1"></span>sse<span class="_ _1"></span>ts &amp; lia<span class="_ _1"></span>bili<span class="_ _1"></span>ties<span class="_ _1"></span>, amor<span class="_ _1"></span>ti<span class="_ _1"></span>sati<span class="_ _1"></span>on of int<span class="_ _1"></span>angi<span class="_ _1"></span>ble as<span class="_ _1"></span>set<span class="_ _1"></span>s, </div><div class="t m0 x86 h1d y227 ffd fs11 fc8 sc0 ls2b ws29">shar<span class="_ _1"></span>e-<span class="_ _1"></span>bas<span class="_ _1"></span>ed pay<span class="_ _1"></span>ment<span class="_ _1"></span>s and ot<span class="_ _1"></span>her so<span class="_ _1"></span>urc<span class="_ _1"></span>es of ear<span class="_ _1"></span>ning<span class="_ _1"></span>s fro<span class="_ _1"></span>m join<span class="_ _1"></span>t ventur<span class="_ _1"></span>es. Re<span class="_ _1"></span>fer to no<span class="_ _1"></span>te 5 to the Fin<span class="_ _1"></span>anci<span class="_ _1"></span>al Stat<span class="_ _1"></span>ement<span class="_ _1"></span>s fo<span class="_ _1"></span>r reco<span class="_ _1"></span>nci<span class="_ _1"></span>liati<span class="_ _1"></span>on of Gro<span class="_ _1"></span>up and D<span class="_ _1"></span>ivis<span class="_ _1"></span>iona<span class="_ _1"></span>l </div><div class="t m0 x86 h1d y228 ffd fs11 fc8 sc0 ls2b ws29">Und<span class="_ _1"></span>erl<span class="_ _1"></span>ying O<span class="_ _1"></span>per<span class="_ _1"></span>atin<span class="_ _1"></span>g Profi<span class="_ _1"></span>t to st<span class="_ _1"></span>atut<span class="_ _1"></span>or<span class="_ _1"></span>y ope<span class="_ _1"></span>rati<span class="_ _1"></span>ng pro<span class="_ _1"></span>fit<span class="_ _1"></span>/(los<span class="_ _1"></span>s) <span class="_ _2"></span>fo<span class="_ _1"></span>r conti<span class="_ _1"></span>nuing<span class="_ _1"></span>, dis<span class="_ _1"></span>con<span class="_ _1"></span>tinue<span class="_ _1"></span>d and tot<span class="_ _1"></span>al op<span class="_ _1"></span>erati<span class="_ _1"></span>ons<span class="_ _1"></span>.</div><div class="t m0 x6 h1d y6f ffd fs11 fc8 sc0 ls2b ws29">2 <span class="_ _15"> </span>Refe<span class="_ _1"></span>r to note 36 t<span class="_ _1"></span>o the Fina<span class="_ _1"></span>ncia<span class="_ _1"></span>l State<span class="_ _1"></span>ment<span class="_ _1"></span>s</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   10<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   10<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pfd" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pcd w4 h0"><img 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" class="bi x0 y229 w5 h47" alt="" /><div class="t m0 xf he y1f ff11 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">10<span class="_ _13"> </span>11</div><div class="t m0 xe he y1e ff12 fs6 fc4 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span>FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span>CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="fc0 ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="fc4 ls11 wse">OVERVIEW</span></span></div><div class="t m0 x18 h10 y21 ffc fs4 fc6 sc0 ls1 ws0"> </div><div class="t m0 x18 h13 y1c7 ffd fs8 fc8 sc0 ls4c ws4b">Centr<span class="_ _2"></span>al costs <span class="_ _2"></span>reduced t<span class="_ _2"></span>o £10.2m (2024: £11.1m), <span class="_ _2"></span>reflecting <span class="_ _2"></span>tighter </div><div class="t m0 x18 h13 y1c8 ffd fs8 fc8 sc0 ls4c ws4b">cost <span class="_ _2"></span>discipline and a mor<span class="_ _2"></span>e normalised le<span class="_ _2"></span>vel of spend. <span class="_ _2"></span>The Pivot<span class="_ _2"></span>al </div><div class="t m0 x18 h13 y1c9 ffd fs8 fc8 sc0 ls4c ws4b">Growth <span class="_ _2"></span>joint ven<span class="_ _2"></span>ture deliv<span class="_ _2"></span>ered impr<span class="_ _2"></span>oved <span class="_ _2"></span>profit<span class="_ _2"></span>ability as it c<span class="_ _2"></span>ontinues </div><div class="t m0 x18 h13 y1ca ffd fs8 fc8 sc0 ls4c ws4b">to sc<span class="_ _2"></span>ale, with 2025 pr<span class="_ _2"></span>ofit con<span class="_ _2"></span>tribution of £1.7m <span class="_ _2"></span>(2024: £6k loss).</div><div class="t m0 x18 h13 y22a ffd fs8 fc8 sc0 ls4c ws4b">On a s<span class="_ _2"></span>tatut<span class="_ _2"></span>ory basis, Gr<span class="_ _2"></span>oup opera<span class="_ _2"></span>ting profit <span class="_ _2"></span>was £22.6m <span class="_ _2"></span>(2024: </div><div class="t m0 x18 h13 y22b ffd fs8 fc8 sc0 ls4c ws4b">£21.9m</div><div class="t m0 x3a h3a y22c ffd fs19 fc8 sc0 ls1 ws0">1</div><div class="t m0 xa4 h13 y22d ffd fs8 fc8 sc0 ls4c ws4b">) after <span class="_ _2"></span>ex<span class="_ _2"></span>ceptional cos<span class="_ _2"></span>ts of £5.1m (2024: <span class="_ _2"></span>£4.1m).</div><div class="t m0 x18 h13 y22e ffd fs8 fc8 sc0 ls4c ws4b">W<span class="_ _2"></span>e ended the <span class="_ _2"></span>year with ne<span class="_ _2"></span>t cash of <span class="_ _2"></span>£27.8m (2024: £32.4m), </div><div class="t m0 x18 h13 y22f ffd fs8 fc8 sc0 ls4c ws4b">supported by <span class="_ _2"></span>str<span class="_ _2"></span>ong underlying pr<span class="_ _2"></span>ofitability and <span class="_ _2"></span>cash c<span class="_ _2"></span>onver<span class="_ _2"></span>sion of </div><div class="t m0 x18 h13 y230 ffd fs8 fc8 sc0 ls4c ws4b">91%. The business <span class="_ _2"></span>remains consis<span class="_ _2"></span>tently <span class="_ _2"></span>cash gener<span class="_ _2"></span>ativ<span class="_ _2"></span>e, underpinned </div><div class="t m0 x18 h13 y231 ffd fs8 fc8 sc0 ls4c ws4b">by disciplined in<span class="_ _2"></span>ves<span class="_ _2"></span>tment and shar<span class="_ _2"></span>eholder re<span class="_ _2"></span>turns.</div><div class="t m0 x18 hf y232 ffb fs2 fc7 sc0 ls1 ws0">The next phase f<span class="_ _2"></span>or LSL </div><div class="t m0 x18 h13 y233 ffd fs8 fc8 sc0 ls14 ws11">Since my <span class="_ _2"></span>appointment in Ma<span class="_ _2"></span>y 2025, I ha<span class="_ _2"></span>ve placed particular </div><div class="t m0 x18 h13 y234 ffd fs8 fc8 sc0 ls14 ws11">emphasis on culture, <span class="_ _2"></span>clarity of ambition and communic<span class="_ _2"></span>ation </div><div class="t m0 x18 h13 y235 ffd fs8 fc8 sc0 ls14 ws11">across the <span class="_ _2"></span>Group. W<span class="_ _0"></span>e have sharpened our f<span class="_ _2"></span>ocus on s<span class="_ _2"></span>tructural c<span class="_ _2"></span>ost </div><div class="t m0 x18 h13 y236 ffd fs8 fc8 sc0 ls14 ws11">eff<span class="_ _2"></span>ectiveness and w<span class="_ _2"></span>ork<span class="_ _2"></span>ed more closely acr<span class="_ _2"></span>oss Divisions to <span class="_ _2"></span>mak<span class="_ _2"></span>e </div><div class="t m0 x18 h13 y237 ffd fs8 fc8 sc0 ls14 ws11">better use of <span class="_ _2"></span>our collective s<span class="_ _2"></span>treng<span class="_ _2"></span>ths. This has impr<span class="_ _2"></span>oved alignment </div><div class="t m0 x18 h13 y238 ffd fs8 fc8 sc0 ls14 ws11">across the <span class="_ _2"></span>leadership team <span class="_ _2"></span>and the wider business as w<span class="_ _2"></span>e position LSL </div><div class="t m0 x18 h13 y239 ffd fs8 fc8 sc0 ls14 ws11">for <span class="_ _2"></span>the next st<span class="_ _2"></span>age of gr<span class="_ _2"></span>owth. It has been an <span class="_ _2"></span>important priority <span class="_ _2"></span>for me </div><div class="t m0 x18 h13 y23a ffd fs8 fc8 sc0 ls14 ws11">and will remain <span class="_ _2"></span>so.</div><div class="t m0 x18 h13 y23b ffd fs8 fc8 sc0 ls14 ws11">Over r<span class="_ _2"></span>ecent year<span class="_ _2"></span>s, we ha<span class="_ _2"></span>ve simplified and <span class="_ _2"></span>streng<span class="_ _2"></span>thened the Gr<span class="_ _2"></span>oup, </div><div class="t m0 x18 h13 y23c ffd fs8 fc8 sc0 ls14 ws11">building a capit<span class="_ _2"></span>al-light and financially r<span class="_ _2"></span>esilient model with <span class="_ _2"></span>strong </div><div class="t m0 x18 h13 y23d ffd fs8 fc8 sc0 ls14 ws11">mark<span class="_ _2"></span>et positions acr<span class="_ _2"></span>oss the residen<span class="_ _2"></span>tial property and <span class="_ _2"></span>mortgage </div><div class="t m0 x18 h13 y23e ffd fs8 fc8 sc0 ls14 ws11">ecosy<span class="_ _2"></span>stem. <span class="_ _2"></span>These founda<span class="_ _2"></span>tions, together <span class="_ _2"></span>with our deep and well-</div><div class="t m0 x18 h13 y23f ffd fs8 fc8 sc0 ls14 ws11">established <span class="_ _2"></span>relationships <span class="_ _2"></span>with lenders, insur<span class="_ _2"></span>ance pr<span class="_ _2"></span>oduct pro<span class="_ _2"></span>viders, </div><div class="t m0 x18 h13 y240 ffd fs8 fc8 sc0 ls14 ws11">mortgage <span class="_ _2"></span>and insurance br<span class="_ _2"></span>ok<span class="_ _2"></span>ers <span class="_ _2"></span>and franchise partner<span class="_ _2"></span>s, position us </div><div class="t m0 x18 h13 y241 ffd fs8 fc8 sc0 ls14 ws11">well f<span class="_ _2"></span>or the next phase <span class="_ _2"></span>of growth. <span class="_ _2"></span>I see consider<span class="_ _2"></span>able scope to <span class="_ _2"></span>build </div><div class="t m0 x18 h13 y242 ffd fs8 fc8 sc0 ls14 ws11">from this <span class="_ _2"></span>platform.</div><div class="t m0 x18 h13 y243 ffd fs8 fc8 sc0 ls14 ws11">Each Division <span class="_ _2"></span>provides mission-critic<span class="_ _2"></span>al services to its cus<span class="_ _2"></span>tomers tha<span class="_ _2"></span>t </div><div class="t m0 x18 h13 y244 ffd fs8 fc8 sc0 ls14 ws11">underpin our mark<span class="_ _2"></span>et positions. B<span class="_ _2"></span>y working mor<span class="_ _2"></span>e eff<span class="_ _2"></span>ectively acr<span class="_ _2"></span>oss </div><div class="t m0 x18 h13 y245 ffd fs8 fc8 sc0 ls14 ws11">Divisions, we will de<span class="_ _2"></span>velop grea<span class="_ _2"></span>ter commer<span class="_ _2"></span>cial alignment, cr<span class="_ _2"></span>oss sell </div><div class="t m0 x18 h13 y246 ffd fs8 fc8 sc0 ls14 ws11">opportunities and impr<span class="_ _2"></span>ove our cos<span class="_ _2"></span>t to serve.</div><div class="t m0 x18 h13 y247 ffd fs8 fc8 sc0 ls14 ws11">Our scale and mark<span class="_ _0"></span>et access are significan<span class="_ _2"></span>t: over 10 million visits <span class="_ _2"></span></div><div class="t m0 x18 h13 y248 ffd fs8 fc8 sc0 ls14 ws11">to our es<span class="_ _2"></span>tat<span class="_ _2"></span>e agency websit<span class="_ _2"></span>es, more than <span class="_ _2"></span>270,000 mortgage </div><div class="t m0 x18 h13 y249 ffd fs8 fc8 sc0 ls14 ws11">completions, appr<span class="_ _2"></span>oxima<span class="_ _2"></span>tely 500,000 v<span class="_ _2"></span>aluations annually and ov<span class="_ _2"></span>er </div><div class="t m0 x18 h13 y24a ffd fs8 fc8 sc0 ls14 ws11">one million live cus<span class="_ _2"></span>tomer<span class="_ _2"></span>s within Financial Services.</div><div class="t m0 x18 h13 y24b ffd fs8 fc8 sc0 ls14 ws11">T<span class="_ _6"></span>echnology and data r<span class="_ _2"></span>emain centr<span class="_ _2"></span>al to our business. W<span class="_ _0"></span>e have a long </div><div class="t m0 x18 h13 y24c ffd fs8 fc8 sc0 ls14 ws11">track r<span class="_ _2"></span>ecord <span class="_ _2"></span>of innova<span class="_ _2"></span>tion, and continued <span class="_ _2"></span>deployment of our digit<span class="_ _2"></span>al </div><div class="t m0 x18 h13 y24d ffd fs8 fc8 sc0 ls14 ws11">capability is driving e<span class="_ _2"></span>fficiency and enhancing our pr<span class="_ _2"></span>oposition. Our </div><div class="t m0 x18 h14 y24e ffc fs8 fc8 sc0 ls14 ws0">A<span class="_ _2"></span>VM product launch is a clear e<span class="_ _2"></span>xample of turning pr<span class="_ _2"></span>oprietary da<span class="_ _2"></span>ta </div><div class="t m0 x18 h13 y24f ffd fs8 fc8 sc0 ls14 ws11">and expertise in<span class="_ _2"></span>to a new <span class="_ _2"></span>commercial opportunity<span class="_ _6"></span>.</div><div class="t m0 x18 h13 y250 ffd fs8 fc8 sc0 ls14 ws11">Underpinning this is the s<span class="_ _2"></span>treng<span class="_ _2"></span>th of our people. W<span class="_ _0"></span>e have deep </div><div class="t m0 x18 h13 y251 ffd fs8 fc8 sc0 ls14 ws11">specialist knowledg<span class="_ _2"></span>e across our mark<span class="_ _0"></span>ets, supported by a r<span class="_ _2"></span>efreshed </div><div class="t m0 x18 h13 y252 ffd fs8 fc8 sc0 ls14 ws11">and energised leader<span class="_ _2"></span>ship team. <span class="_ _2"></span>On 12 January 2026, David <span class="_ _2"></span>Tilak </div><div class="t m0 x18 h13 y253 ffd fs8 fc8 sc0 ls14 ws11">joined the Compan<span class="_ _2"></span>y as Group <span class="_ _2"></span>Chief Financial Officer and is <span class="_ _2"></span>already </div><div class="t m0 x18 h13 y254 ffd fs8 fc8 sc0 ls14 ws11">making a positive c<span class="_ _2"></span>ontribution.</div><div class="t m0 x18 h28 y255 ff16 fs2 fc7 sc0 ls1 ws0">Capital alloca<span class="_ _2"></span>tion</div><div class="t m0 x18 h13 y256 ffd fs8 fc8 sc0 ls14 ws11">Our disciplined appr<span class="_ _2"></span>oach to capit<span class="_ _2"></span>al allocation <span class="_ _2"></span>remains unchanged. </div><div class="t m0 x18 h13 y257 ffd fs8 fc8 sc0 ls14 ws11">Capital is alloc<span class="_ _2"></span>ated ag<span class="_ _2"></span>ainst s<span class="_ _2"></span>trict criteria, with a <span class="_ _2"></span>clear focus on </div><div class="t m0 x18 h14 y258 ffc fs8 fc8 sc0 ls14 ws0">improving r<span class="_ _2"></span>eturns on capit<span class="_ _2"></span>al employed and compounding long-t<span class="_ _2"></span>erm </div><div class="t m0 x18 h13 y259 ffd fs8 fc8 sc0 ls14 ws11">Shareholder v<span class="_ _2"></span>alue.</div><div class="t m0 x18 h13 y25a ffd fs8 fc8 sc0 ls14 ws11">W<span class="_ _2"></span>e are c<span class="_ _2"></span>ommitted to deliv<span class="_ _2"></span>ering sust<span class="_ _2"></span>ainable and disciplined r<span class="_ _2"></span>eturns </div><div class="t m0 x18 h13 y25b ffd fs8 fc8 sc0 ls14 ws11">to Shar<span class="_ _2"></span>eholders, support<span class="_ _2"></span>ed by the Gr<span class="_ _2"></span>oup’<span class="_ _0"></span>s sustained cash <span class="_ _2"></span>genera<span class="_ _2"></span>tion </div><div class="t m0 x18 h13 y25c ffd fs8 fc8 sc0 ls14 ws11">and str<span class="_ _2"></span>ong Balance Sheet.</div><div class="t m0 x81 h29 y1de ffb fs5 fcb sc0 ls1 ws0"> </div><div class="t m0 x95 h40 y25d ffb fs18 fc0 sc0 ls1 ws0">Group R<span class="_ _2"></span>ev<span class="_ _2"></span>enue</div><div class="t m0 x73 h42 y25e ffb fs1a fc0 sc0 ls1 ws0">£182.9m</div><div class="t m0 x9a h1f y25f ffd fs5 fc0 sc0 ls1 ws0">(2024: £173.3m</div><div class="t m0 x8b h43 y260 ffd fs1b fc0 sc0 ls1 ws0">1</div><div class="t m0 x40 h1f y25f ffd fs5 fc0 sc0 ls1 ws0">)</div><div class="t m0 x81 h29 y1e4 ffb fs5 fcb sc0 ls1 ws0"> </div><div class="t m0 x94 h40 y261 ffb fs18 fc0 sc0 ls1 ws0">Group Underlying </div><div class="t m0 x94 h41 y262 ff16 fs18 fc0 sc0 ls1 ws0">Oper<span class="_ _2"></span>ating Mar<span class="_ _2"></span>gin</div><div class="t m0 x97 h42 y263 ffb fs1a fc0 sc0 ls1 ws0">18%</div><div class="t m0 x9b h1f y264 ffd fs5 fc0 sc0 ls1 ws0">(2024: 16%)</div><div class="t m0 x81 h29 y1e9 ffb fs5 fcb sc0 ls1 ws0"> </div><div class="t m0 xa5 h40 y265 ffb fs18 fc0 sc0 ls1 ws0">Cash Flow </div><div class="t m0 x80 h40 y266 ffb fs18 fc0 sc0 ls1 ws0">Conv<span class="_ _2"></span>ersion Ra<span class="_ _2"></span>te</div><div class="t m0 x97 h42 y267 ffb fs1a fc0 sc0 ls1 ws0">91%</div><div class="t m0 xa6 h1f y268 ffd fs5 fc0 sc0 ls1 ws0">(2024: 112%</div><div class="t m0 xa7 h43 y269 ffd fs1b fc0 sc0 ls1 ws0">1</div><div class="t m0 xa8 h1f y268 ffd fs5 fc0 sc0 ls1 ws0">)</div><div class="t m0 x18 h1d y6f ffd fs11 fc8 sc0 ls2b ws29">1 <span class="_ _15"> </span>Refe<span class="_ _1"></span>r to note 36 t<span class="_ _1"></span>o the Fina<span class="_ _1"></span>ncia<span class="_ _1"></span>l State<span class="_ _1"></span>ment<span class="_ _1"></span>s</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   11<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   11<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pfe" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pce w4 h0"><img 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BQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACNAEAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAATQAAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAEwAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAArQBAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAIBP+3VIAAAAACDo/2s32GGCTQAHCAAAgAMEAADAAQIAAOAAAQAAHCAAAAAOEAAAAAcIAACAAwQAAMABAgAA4AABAABwgAAAADhAAAAAHCAAAAAOEAAAwAECAADgAAEAAHCAAAAAOEAAAAAcIAAAAA4QAAAABwgAAIADBAAAwAECAADgAAEAABwgAAAADhAAAAAHCAAAgAMEAADAAQIAAOAAAQAAcIAAAAA4QAAAABwgAAAADhAAAMABAgAA4AABAABwgAAAADhAAAAAHCAAAAAOEAAAAAcIAACAAwQAAMABAgAA4AABAAAcIAAAAA4QAAAABwgAAIADBAAAwAECAADgAAEAAHCAAAAAOEAAAAAcIAAAAA4QAADAAQIAAOAAAQAAcIAAAAA4QAAAABwgAAAADhAAAAAHCAAAgAMEAADAAQIAAOAAAQAAHCAAAAAOEAAAAAcIAACAAwQAAMABAgAA4AABAABwgAAAADhAAAAAHCAAAAAOEAAAwAECAADgAAEAAHCAAAAAOEAAAAAcIAAAAA4QAAAABwgAAIADBAAAwAECAADgAAEAABwgAAAADhAAAAAHCAAAgAMEAADAAQIAAOAAAQAAcIAAAAA4QAAAABwgAACAA5QAAADAAQIAAOAAAQAAcIAAAAA4QAAAABwgAAAADhAAAAAHCAAAgAMEAADAAQIAADhAAAAAHCAAAAAOEAAAAAcIAACAAwQAAMABAgAA4AABAABwgAAAADhAAAAAHCAAAIADBAAAwAECAADgAAEAAHCAAAAAOEAAAAAcIAAAAA4QAAAABwgAAIADBAAAwAECAAA4QAAAABwgAAAADhAAAAAHCAAAgAMEAADAAQIAAOAAAQAAcIAAAAA4QAAAABwgAACAAwQAAMABAgAA4AABAABwgAAAADhAAAAAHCAAAAAOEAAAAAcIAACAAwQAAMABAgAAOEAAAAAcIAAAAA4QAAAABwgAAIADBAAAwAECAADgAAEAAHCAAAAAOEAAAAAcIAAAgAMEAADAAQIAAOAAAQAAcIAAAAA4QAAAABwgAAAADhAAAAAHCAAAgAMEAADAAQIAADhAAAAAHCAAAAAOEAAAAAcIAACAAwQAAMABAgAA4AABAABwgAAAADhAAAAAHCAAAIADBAAAwAECAADgAAEAAHCAAAAAOEAAAAAcIAAAAA4QAAAABwgAAIADBAAAwAECAAA4QAAAABwgAAAADhAAAAAHCAAAgAMEAADAAQIAAOAAAQAAcIAAAAA4QAAAABwgAACAAwQAAMABAgAA4AABAABwgAAAADhAAAAAHCAAAAAOEAAAAAcIAACAAwQAAMABAgAAOEAAAAAcIAAAAA4QAAAABwgAAIADBAAAwAECAADgAAEAAHCAAAAAOEAAAAAcIAAAgAMEAADAAQIAAOAAAQAAcIAAAAA4QAAAABwgAAAADhAAAAAHCAAAgAMEAABwgBIAAAA4QAAAABwgAAAADhAAAAAHCAAAgAMEAADAAQIAAOAAAQAAcIAAAAA4QAAAAAcIAACAAwQAAMABAgAA4AABAABwgAAAADhAAAAAHCAAAAAOEAAAAAcIAACAAwQAAHCAAAAAOEAAAAAcIAAAAA4QAAAABwgAAIADBAAAwAECAADgAAEAAHCAAAAAOEAAAAAHCAAAgAMEAADAAQIAAOAAAQAAcIAAAAA4QAAAABwgAAAADhAAAAAHCAAAgAMEAABwgAAAADhAAAAAHCAAAAAOEAAAAAcIAACAAwQAAMABAgAA4AABAABwgAAAADhAAAAABwgAAIADBAAAwAECAADgAAEAAHCAAAAAOEAAAAAcIAAAAA4QAAAABwgAAIADBAAAcIAAAAA4QAAAABwgAAAADhAAAAAHCAAAgAMEAADAAQIAAOAAAQAAcIAAAAA4QAAAAAcIAACAAwQAAMABAgAA4AABAABwgAAAADhAAAAAHCAAAAAOEAAAAAcIAACAAwQAAHCAAAAAOEAAAAAcIAAAAA4QAAAABwgAAIADBAAAwAECAADgAAEAAHCAAAAAOEAAAAAHCAAAgAMEAADAAQIAAOAAAQAAcIAAAAA4QAAAABwgAAAADhAAAAAHCAAAgAMEAABwgAAAADhAAAAAHCAAAAAOEAAAAAcIAACAAwQAAMABAgAA4AABAABwgAAAADhAAAAABwgAAIADBAAAwAECAADgAAEAAHCAAAAAOEAAAAAcIAAAAA4QAAAABwgAAIADBAAAcIAAAAA4QAAAABwgAAAADhAAAAAHCAAAgAMEAADAAQIAAOAAAQAAcIAAAAAOUAIAAAAHCAAAgAMEAADAAQIAAOAAAQAAcIAAAAA4QAAAABwgAAAADhAAAAAHCAAA4AABAABwgAAAADhAAAAAHCAAAAAOEAAAAAcIAACAAwQAAMABAgAAMAUCMxzAFqd4AgAAAABJRU5ErkJggg==" class="bi x0 y26a w5 h48" alt="" /><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">12</div><div class="t m0 x6 h13 y1c7 ffd fs8 fc8 sc0 ls14 ws11">In addition to dividends, <span class="_ _2"></span>the Board c<span class="_ _2"></span>ontinues to utilise <span class="_ _2"></span>share </div><div class="t m0 x6 h13 y1c8 ffd fs8 fc8 sc0 ls14 ws11">buybacks as a c<span class="_ _2"></span>omplementary c<span class="_ _2"></span>apital r<span class="_ _2"></span>eturn mechanism. The £7m </div><div class="t m0 x6 h13 y1c9 ffd fs8 fc8 sc0 ls14 ws11">progr<span class="_ _2"></span>amme announced on 25 April <span class="_ _2"></span>2024 has been complet<span class="_ _2"></span>ed and, </div><div class="t m0 x6 h13 y1ca ffd fs8 fc8 sc0 ls14 ws11">since the period end, a further <span class="_ _2"></span>£12m progr<span class="_ _2"></span>amme was announced </div><div class="t m0 x6 h13 y1cb ffd fs8 fc8 sc0 ls14 ws11">and is being pr<span class="_ _2"></span>ogressed.</div><div class="t m0 x6 h13 y22b ffd fs8 fc8 sc0 ls14 ws11">The Board is <span class="_ _2"></span>recommending a <span class="_ _2"></span>final dividend of 7.4 pence per shar<span class="_ _2"></span>e </div><div class="t m0 x6 h13 y26b ffd fs8 fc8 sc0 ls14 ws11">(2024: 7.4 pence), r<span class="_ _2"></span>esulting in a tot<span class="_ _2"></span>al dividend f<span class="_ _2"></span>or the year of <span class="_ _2"></span>11.4 </div><div class="t m0 x6 h13 y26c ffd fs8 fc8 sc0 ls14 ws11">pence per share <span class="_ _2"></span>(2024: 11.4 pence). While the Gr<span class="_ _2"></span>oup’<span class="_ _0"></span>s stat<span class="_ _2"></span>ed policy </div><div class="t m0 x6 h13 y26d ffd fs8 fc8 sc0 ls14 ws11">remains a pa<span class="_ _2"></span>y<span class="_ _2"></span>-out of 30% of Gr<span class="_ _2"></span>oup underlying oper<span class="_ _2"></span>ating pr<span class="_ _2"></span>ofit after </div><div class="t m0 x6 h13 y26e ffd fs8 fc8 sc0 ls14 ws11">finance and normalised t<span class="_ _2"></span>ax charg<span class="_ _2"></span>es, the Board has <span class="_ _2"></span>proposed a higher </div><div class="t m0 x6 h13 y26f ffd fs8 fc8 sc0 ls14 ws11">pay<span class="_ _2"></span>-out this y<span class="_ _2"></span>ear to re<span class="_ _2"></span>flect the str<span class="_ _2"></span>ength of <span class="_ _2"></span>cash gener<span class="_ _2"></span>ation and </div><div class="t m0 x6 h13 y270 ffd fs8 fc8 sc0 ls14 ws11">confidence in the <span class="_ _2"></span>prospects f<span class="_ _2"></span>or the Gr<span class="_ _2"></span>oup.</div><div class="t m0 x6 h13 y271 ffd fs8 fc8 sc0 ls14 ws11">The ex<span class="_ _2"></span>-dividend dat<span class="_ _2"></span>e f<span class="_ _2"></span>or the final dividend is 14 Ma<span class="_ _2"></span>y 2026, with a </div><div class="t m0 x6 h13 y272 ffd fs8 fc8 sc0 ls14 ws11">recor<span class="_ _2"></span>d date <span class="_ _2"></span>of 15 May <span class="_ _2"></span>2026 and a pa<span class="_ _2"></span>yment date <span class="_ _2"></span>of 16 June 2026. </div><div class="t m0 x6 h14 y273 ffc fs8 fc8 sc0 ls14 ws0">Shareholder<span class="_ _2"></span>s may elect to r<span class="_ _2"></span>einv<span class="_ _2"></span>est their cash dividend thr<span class="_ _2"></span>ough the </div><div class="t m0 x6 h13 y274 ffd fs8 fc8 sc0 ls14 ws11">Group’<span class="_ _6"></span>s dividend reinves<span class="_ _2"></span>tment plan, with the <span class="_ _2"></span>final election date <span class="_ _2"></span>of </div><div class="t m0 x6 h13 y275 ffd fs8 fc8 sc0 ls14 ws11">26 May <span class="_ _2"></span>2026.</div><div class="t m0 x6 hf y276 ffb fs2 fc7 sc0 ls1 ws0">Pivotal Gr<span class="_ _2"></span>owth joint v<span class="_ _2"></span>enture</div><div class="t m0 x6 h13 y277 ffd fs8 fc8 sc0 ls14 ws11">Pivotal <span class="_ _2"></span>Growth, our join<span class="_ _2"></span>t ventur<span class="_ _2"></span>e with P<span class="_ _2"></span>ollen Street <span class="_ _2"></span>Capital </div><div class="t m0 x6 h14 y278 ffc fs8 fc8 sc0 ls14 ws0">established t<span class="_ _2"></span>o ex<span class="_ _2"></span>ecute a buy<span class="_ _2"></span>-and-build str<span class="_ _2"></span>ategy in the mortg<span class="_ _2"></span>age </div><div class="t m0 x6 h13 y279 ffd fs8 fc8 sc0 ls14 ws11">and prot<span class="_ _2"></span>ection intermediary mark<span class="_ _0"></span>ets, has delivered subs<span class="_ _2"></span>tan<span class="_ _2"></span>tial </div><div class="t m0 x6 h13 y27a ffd fs8 fc8 sc0 ls14 ws11">momentum ov<span class="_ _2"></span>er the last tw<span class="_ _2"></span>o year<span class="_ _2"></span>s and acquired 24 <span class="_ _2"></span>businesses </div><div class="t m0 x6 h13 y27b ffd fs8 fc8 sc0 ls14 ws11">to dat<span class="_ _2"></span>e, including five in <span class="_ _2"></span>2025. The business gener<span class="_ _2"></span>ated r<span class="_ _2"></span>evenue </div><div class="t m0 x6 h13 y27c ffd fs8 fc8 sc0 ls14 ws11">approaching £100m <span class="_ _2"></span>in 2025.</div><div class="t m0 x6 h13 y27d ffd fs8 fc8 sc0 ls14 ws11">In December 2025, Pivot<span class="_ _2"></span>al Gro<span class="_ _2"></span>wth secured £80m of <span class="_ _2"></span>committed </div><div class="t m0 x6 h13 y27e ffd fs8 fc8 sc0 ls14 ws11">external funding, supporting further <span class="_ _2"></span>M&amp;A activity<span class="_ _0"></span>. After the year <span class="_ _2"></span>end, </div><div class="t m0 x6 h13 y27f ffd fs8 fc8 sc0 ls14 ws11">the Group’<span class="_ _6"></span>s loan notes of £13.8m wer<span class="_ _2"></span>e fully settled, with £10.6m </div><div class="t m0 x6 h13 y280 ffd fs8 fc8 sc0 ls14 ws11">settled in cash and<span class="_ _2"></span> the remaining £3.2m c<span class="_ _2"></span>onvert<span class="_ _2"></span>ed into <span class="_ _2"></span>equity taking </div><div class="t m0 x6 h13 y281 ffd fs8 fc8 sc0 ls14 ws11">LSL<span class="_ _0"></span>’<span class="_ _2"></span>s cumula<span class="_ _2"></span>tive equity in<span class="_ _2"></span>vestment <span class="_ _2"></span>to £19.1m. The Gr<span class="_ _2"></span>oup does not </div><div class="t m0 x6 h13 y282 ffd fs8 fc8 sc0 ls14 ws11">expect t<span class="_ _2"></span>o mak<span class="_ _2"></span>e any further <span class="_ _2"></span>cash inv<span class="_ _2"></span>estments in<span class="_ _2"></span>to Pivot<span class="_ _2"></span>al Gr<span class="_ _2"></span>owth </div><div class="t m0 x6 h13 y283 ffd fs8 fc8 sc0 ls14 ws11">going f<span class="_ _2"></span>orward.</div><div class="t m0 x6 h13 y284 ffd fs8 fc8 sc0 ls14 ws11">Pivotal <span class="_ _2"></span>Growth w<span class="_ _2"></span>as est<span class="_ _2"></span>ablished by the Gr<span class="_ _2"></span>oup and P<span class="_ _2"></span>ollen Street </div><div class="t m0 x6 h13 y285 ffd fs8 fc8 sc0 ls14 ws11">Capital in 2021, <span class="_ _2"></span>and our aim was t<span class="_ _2"></span>o build the business with a <span class="_ _2"></span>view to </div><div class="t m0 x6 h13 y286 ffd fs8 fc8 sc0 ls14 ws11">an exit e<span class="_ _2"></span>vent ov<span class="_ _2"></span>er a three-t<span class="_ _2"></span>o-six-<span class="_ _2"></span>year period aft<span class="_ _2"></span>er launch.</div><div class="t m0 x6 h28 y287 ff16 fs2 fc7 sc0 ls1 ws0">Adapting to changing mark<span class="_ _0"></span>ets </div><div class="t m0 x6 h13 y288 ffd fs8 fc8 sc0 ls14 ws11">The mark<span class="_ _2"></span>ets in which w<span class="_ _2"></span>e opera<span class="_ _2"></span>te con<span class="_ _2"></span>tinue to ev<span class="_ _2"></span>olve. Regula<span class="_ _2"></span>tory </div><div class="t m0 x6 h13 y289 ffd fs8 fc8 sc0 ls14 ws11">developments, <span class="_ _2"></span>including ref<span class="_ _2"></span>orms in the r<span class="_ _2"></span>ent<span class="_ _2"></span>al sector and the F<span class="_ _2"></span>CA<span class="_ _2"></span>’<span class="_ _0"></span>s </div><div class="t m0 x6 h14 y28a ffc fs8 fc8 sc0 ls14 ws0">encour<span class="_ _2"></span>agement of more s<span class="_ _2"></span>treamlined and digit<span class="_ _2"></span>ally enabled customer </div><div class="t m0 x6 h13 y28b ffd fs8 fc8 sc0 ls14 ws11">journeys, ar<span class="_ _2"></span>e reshaping e<span class="_ _2"></span>xpecta<span class="_ _2"></span>tions across the <span class="_ _2"></span>property and </div><div class="t m0 x6 h13 y28c ffd fs8 fc8 sc0 ls14 ws11">mortgage <span class="_ _2"></span>ecosy<span class="_ _2"></span>stem. A<span class="_ _2"></span>t the same time, <span class="_ _2"></span>advances in t<span class="_ _2"></span>echnology and </div><div class="t m0 x6 h13 y28d ffd fs8 fc8 sc0 ls14 ws11">AI are changing <span class="_ _2"></span>how our mark<span class="_ _2"></span>ets oper<span class="_ _2"></span>ate.</div><div class="t m0 x6 h13 y28e ffd fs8 fc8 sc0 ls14 ws11">I see these changes as <span class="_ _2"></span>an opportunity ra<span class="_ _2"></span>ther than a thr<span class="_ _2"></span>eat. W<span class="_ _2"></span>e </div><div class="t m0 x6 h13 y28f ffd fs8 fc8 sc0 ls14 ws11">are alr<span class="_ _2"></span>eady deploying digit<span class="_ _2"></span>al and data-led <span class="_ _2"></span>solutions across our </div><div class="t m0 x6 h13 y290 ffd fs8 fc8 sc0 ls14 ws11">businesses, including the launch of our <span class="_ _2"></span>A<span class="_ _2"></span>VM capability and the </div><div class="t m0 x6 h13 y291 ffd fs8 fc8 sc0 ls14 ws11">development <span class="_ _2"></span>of digital t<span class="_ _2"></span>ools within Financial Services. Crucially<span class="_ _6"></span>,<span class="_ _1"></span> </div><div class="t m0 x6 h13 y292 ffd fs8 fc8 sc0 ls14 ws11">these technologies ar<span class="_ _2"></span>e integr<span class="_ _2"></span>ated <span class="_ _2"></span>with our regula<span class="_ _2"></span>tory expertise and </div><div class="t m0 x6 h13 y293 ffd fs8 fc8 sc0 ls14 ws11">mark<span class="_ _2"></span>et insight of our <span class="_ _2"></span>people, supported by pr<span class="_ _2"></span>opriet<span class="_ _2"></span>ary datasets <span class="_ _2"></span>and </div><div class="t m0 x6 h13 y294 ffd fs8 fc8 sc0 ls14 ws11">long-standing <span class="_ _2"></span>lender relationship<span class="_ _2"></span>s. It is this combina<span class="_ _2"></span>tion of dat<span class="_ _2"></span>a, </div><div class="t m0 x6 h13 y295 ffd fs8 fc8 sc0 ls14 ws11">technology and trus<span class="_ _2"></span>ted specialist <span class="_ _2"></span>expertise within r<span class="_ _2"></span>egulated mark<span class="_ _0"></span>ets </div><div class="t m0 x6 h13 y296 ffd fs8 fc8 sc0 ls14 ws11">that is highly v<span class="_ _2"></span>alued by our cus<span class="_ _2"></span>tomer<span class="_ _2"></span>s. Increasingly<span class="_ _6"></span>, lenders and </div><div class="t m0 x6 h13 y297 ffd fs8 fc8 sc0 ls14 ws11">product pr<span class="_ _2"></span>ovider<span class="_ _2"></span>s are seeking s<span class="_ _2"></span>tra<span class="_ _2"></span>tegic, mission-critical partner<span class="_ _2"></span>s who </div><div class="t m0 x6 h13 y298 ffd fs8 fc8 sc0 ls14 ws11">can combine <span class="_ _2"></span>scale, insight and r<span class="_ _2"></span>egulatory under<span class="_ _2"></span>st<span class="_ _2"></span>anding. W<span class="_ _2"></span>e believe </div><div class="t m0 x6 h13 y299 ffd fs8 fc8 sc0 ls14 ws11">LSL is well positioned <span class="_ _2"></span>to fulfil that <span class="_ _2"></span>role as cus<span class="_ _2"></span>tomer needs and mark<span class="_ _0"></span>et </div><div class="t m0 x6 h13 y29a ffd fs8 fc8 sc0 ls14 ws11">structures <span class="_ _2"></span>evolve.</div><div class="t m0 x3f hf y71 ffb fs2 fc7 sc0 ls1 ws0">Current tr<span class="_ _0"></span>ading and outlook</div><div class="t m0 x3f h13 y29b ffd fs8 fc8 sc0 ls14 ws11">W<span class="_ _2"></span>e hav<span class="_ _2"></span>e made a positive s<span class="_ _2"></span>tart t<span class="_ _2"></span>o the year acr<span class="_ _2"></span>oss the Gr<span class="_ _2"></span>oup, </div><div class="t m0 x3f h13 y29c ffd fs8 fc8 sc0 ls14 ws11">with trading <span class="_ _2"></span>in our businesses in line with e<span class="_ _2"></span>xpecta<span class="_ _2"></span>tions and our </div><div class="t m0 x3f h13 y29d ffd fs8 fc8 sc0 ls14 ws11">end mark<span class="_ _2"></span>ets oper<span class="_ _2"></span>ating in line with our <span class="_ _2"></span>assumptions. Our curren<span class="_ _2"></span>t </div><div class="t m0 x3f h13 y29e ffd fs8 fc8 sc0 ls14 ws11">performance <span class="_ _2"></span>supports our expect<span class="_ _2"></span>ation of deliv<span class="_ _2"></span>ering a further </div><div class="t m0 x3f h13 y29f ffd fs8 fc8 sc0 ls14 ws11">increase in pr<span class="_ _2"></span>ofits in 2026.</div><div class="t m0 x3f h13 y2a0 ffd fs8 fc8 sc0 ls14 ws11">Since year end, w<span class="_ _2"></span>e hav<span class="_ _2"></span>e continued t<span class="_ _2"></span>o remain activ<span class="_ _2"></span>e across <span class="_ _2"></span>the </div><div class="t m0 x3f h13 y2a1 ffd fs8 fc8 sc0 ls14 ws11">Group. In <span class="_ _2"></span>Esta<span class="_ _2"></span>te Agency Fr<span class="_ _2"></span>anchising, we comple<span class="_ _2"></span>ted the acquisitions </div><div class="t m0 x3f h13 y2a2 ffd fs8 fc8 sc0 ls14 ws11">of NSS and thr<span class="_ _2"></span>ee further lettings books <span class="_ _2"></span>and have <span class="_ _2"></span>developed a health<span class="_ _2"></span>y </div><div class="t m0 x3f h13 y2a3 ffd fs8 fc8 sc0 ls14 ws11">pipeline of lettings book acquisitions <span class="_ _2"></span>and other opportunities to </div><div class="t m0 x3f h13 y2a4 ffd fs8 fc8 sc0 ls14 ws11">increase our f<span class="_ _2"></span>ootprint. In <span class="_ _2"></span>Financial Services, the roll-out of <span class="_ _2"></span>our </div><div class="t m0 x3f h13 y2a5 ffd fs8 fc8 sc0 ls14 ws11">brok<span class="_ _0"></span>er operating platf<span class="_ _2"></span>orm con<span class="_ _2"></span>tinues as planned, which will support </div><div class="t m0 x3f h13 y2a6 ffd fs8 fc8 sc0 ls14 ws11">improv<span class="_ _2"></span>ed productivity and <span class="_ _2"></span>product penetr<span class="_ _2"></span>ation. Acr<span class="_ _2"></span>oss the Gr<span class="_ _2"></span>oup, </div><div class="t m0 x3f h13 y2a7 ffd fs8 fc8 sc0 ls14 ws11">we r<span class="_ _2"></span>emain focused on<span class="_ _2"></span> operation<span class="_ _2"></span>al efficiency and cos<span class="_ _2"></span>t management </div><div class="t m0 x3f h13 y2a8 ffd fs8 fc8 sc0 ls14 ws11">as we scale <span class="_ _2"></span>the Group thr<span class="_ _2"></span>ough t<span class="_ _2"></span>arget<span class="_ _2"></span>ed inv<span class="_ _2"></span>estment and c<span class="_ _2"></span>ommercial </div><div class="t m0 x3f h13 y2a9 ffd fs8 fc8 sc0 ls14 ws11">ex<span class="_ _2"></span>ecution. W<span class="_ _2"></span>e ar<span class="_ _2"></span>e inves<span class="_ _2"></span>ting in digital <span class="_ _2"></span>solutions, data <span class="_ _2"></span>science, and AI </div><div class="t m0 x3f h13 y2aa ffd fs8 fc8 sc0 ls14 ws11">in the Gr<span class="_ _2"></span>oup, supporting pr<span class="_ _2"></span>oductivity<span class="_ _0"></span>, enhancing decision making and </div><div class="t m0 x3f h13 y2ab ffd fs8 fc8 sc0 ls14 ws11">complementing the <span class="_ _2"></span>prof<span class="_ _2"></span>essional expertise <span class="_ _2"></span>within our businesses.</div><div class="t m0 x3f h13 y2ac ffd fs8 fc8 sc0 ls14 ws11">The macroec<span class="_ _2"></span>onomic and geopolitical <span class="_ _2"></span>envir<span class="_ _2"></span>onment remains </div><div class="t m0 x3f h13 y2ad ffd fs8 fc8 sc0 ls14 ws11">uncertain, with r<span class="_ _2"></span>enewed c<span class="_ _2"></span>oncerns around in<span class="_ _2"></span>flation and int<span class="_ _2"></span>eres<span class="_ _2"></span>t </div><div class="t m0 x3f h13 y2ae ffd fs8 fc8 sc0 ls14 ws11">ra<span class="_ _2"></span>te expect<span class="_ _2"></span>ations con<span class="_ _2"></span>tributing to near<span class="_ _0"></span>-term uncertainty<span class="_ _6"></span>. We ha<span class="_ _2"></span>ve </div><div class="t m0 x3f h14 y2af ffc fs8 fc8 sc0 ls14 ws0">not seen any adv<span class="_ _2"></span>erse impact on tr<span class="_ _2"></span>ading across the Gr<span class="_ _2"></span>oup in recent </div><div class="t m0 x3f h13 y2b0 ffd fs8 fc8 sc0 ls14 ws11">weeks, with <span class="_ _2"></span>front<span class="_ _0"></span>-end metrics remaining st<span class="_ _2"></span>able. W<span class="_ _2"></span>e ha<span class="_ _2"></span>ve seen </div><div class="t m0 x3f h13 y2b1 ffd fs8 fc8 sc0 ls14 ws11">some short<span class="_ _2"></span>-term s<span class="_ _2"></span>trength <span class="_ _2"></span>in mortgag<span class="_ _2"></span>e activity driven by <span class="_ _2"></span>changes </div><div class="t m0 x3f h13 y2b2 ffd fs8 fc8 sc0 ls14 ws11">to pr<span class="_ _2"></span>oduct pricing. With daily gr<span class="_ _2"></span>anular dat<span class="_ _2"></span>a across the <span class="_ _2"></span>residential </div><div class="t m0 x3f h13 y2b3 ffd fs8 fc8 sc0 ls14 ws11">property and <span class="_ _2"></span>mortgage ec<span class="_ _2"></span>osy<span class="_ _2"></span>stem, w<span class="_ _2"></span>e have <span class="_ _2"></span>clear visibility of leading </div><div class="t m0 x3f h13 y2b4 ffd fs8 fc8 sc0 ls14 ws11">indicat<span class="_ _2"></span>ors of demand an<span class="_ _2"></span>d can respond <span class="_ _2"></span>accordingly<span class="_ _6"></span>.</div><div class="t m0 x3f h13 y2b5 ffd fs8 fc8 sc0 ls14 ws11">W<span class="_ _2"></span>e continue <span class="_ _2"></span>to run the business with <span class="_ _2"></span>discipline and a clear f<span class="_ _2"></span>ocus on </div><div class="t m0 x3f h13 y2b6 ffd fs8 fc8 sc0 ls14 ws11">performance <span class="_ _2"></span>and structur<span class="_ _2"></span>al cost e<span class="_ _2"></span>ff<span class="_ _2"></span>ectiveness. The Board <span class="_ _2"></span>remains </div><div class="t m0 x3f h13 y2b7 ffd fs8 fc8 sc0 ls14 ws11">confident <span class="_ _2"></span>in the Group’<span class="_ _6"></span>s short and medium-term prospects <span class="_ _2"></span>and </div><div class="t m0 x3f h13 y2b8 ffd fs8 fc8 sc0 ls14 ws11">continues t<span class="_ _2"></span>o support disciplined in<span class="_ _2"></span>vestmen<span class="_ _2"></span>t across our bu<span class="_ _2"></span>sinesses to </div><div class="t m0 x3f h13 y2b9 ffd fs8 fc8 sc0 ls14 ws11">streng<span class="_ _2"></span>then capability<span class="_ _6"></span>, enhance returns and <span class="_ _2"></span>drive gr<span class="_ _2"></span>owth.</div><div class="t m0 x3f hf y2ba ffb fs2 fc7 sc0 ls1 ws0">Final thoughts</div><div class="t m0 x3f h14 y2bb ffc fs8 fc8 sc0 ls14 ws0">I am gra<span class="_ _2"></span>teful to our c<span class="_ _2"></span>olleagues for their c<span class="_ _2"></span>ommitment and </div><div class="t m0 x3f h13 y2bc ffd fs8 fc8 sc0 ls14 ws11">contribution thr<span class="_ _2"></span>oughout 2025. It is <span class="_ _2"></span>the combination of <span class="_ _2"></span>experienced </div><div class="t m0 x3f h13 y2bd ffd fs8 fc8 sc0 ls14 ws11">people, specialist e<span class="_ _2"></span>xpertise, proprie<span class="_ _2"></span>tary dat<span class="_ _2"></span>a and long-st<span class="_ _2"></span>anding </div><div class="t m0 x3f h13 y2be ffd fs8 fc8 sc0 ls14 ws11">str<span class="_ _2"></span>ategic r<span class="_ _2"></span>elationships acr<span class="_ _2"></span>oss the resid<span class="_ _2"></span>ential prop<span class="_ _2"></span>erty and mortgag<span class="_ _2"></span>e </div><div class="t m0 x3f h13 y2bf ffd fs8 fc8 sc0 ls14 ws11">ecosy<span class="_ _2"></span>stem <span class="_ _2"></span>that diff<span class="_ _2"></span>eren<span class="_ _2"></span>tiates LSL and su<span class="_ _2"></span>pports our performance.</div><div class="t m0 x3f h13 y2c0 ffd fs8 fc8 sc0 ls14 ws11">There ar<span class="_ _2"></span>e consider<span class="_ _2"></span>able opportunities ahead f<span class="_ _2"></span>or LSL and we <span class="_ _2"></span>are not </div><div class="t m0 x3f h13 y2c1 ffd fs8 fc8 sc0 ls14 ws11">standing <span class="_ _2"></span>still. My clear ambition <span class="_ _2"></span>is to con<span class="_ _2"></span>vert our sc<span class="_ _2"></span>ale, data <span class="_ _2"></span>and </div><div class="t m0 x3f h13 y2c2 ffd fs8 fc8 sc0 ls14 ws11">platf<span class="_ _2"></span>orm capability int<span class="_ _2"></span>o sust<span class="_ _2"></span>ained rev<span class="_ _2"></span>enue and profit <span class="_ _2"></span>growth and </div><div class="t m0 x3f h13 y2c3 ffd fs8 fc8 sc0 ls14 ws11">high returns <span class="_ _2"></span>on capital <span class="_ _2"></span>through disciplined e<span class="_ _2"></span>x<span class="_ _2"></span>ecution and tar<span class="_ _2"></span>geted </div><div class="t m0 x3f h13 y2c4 ffd fs8 fc8 sc0 ls14 ws11">inves<span class="_ _2"></span>tment. W<span class="_ _0"></span>e remain focused and <span class="_ _2"></span>active as we <span class="_ _2"></span>build on the </div><div class="t m0 x3f h13 y2c5 ffd fs8 fc8 sc0 ls14 ws11">momentum achiev<span class="_ _2"></span>ed in 2025.</div><div class="t m0 x3f h11 y2c6 ffb fs8 fc8 sc0 ls14 ws0">Adam Castleton<span class="ls1"> </span></div><div class="t m0 x3f h13 y2c7 ffd fs8 fc8 sc0 ls14 ws11">Group Chie<span class="_ _2"></span>f Ex<span class="_ _2"></span>ecutive Officer</div><div class="t m0 x3f h13 y2c8 ffd fs8 fc8 sc0 ls14 ws11">18 March 2026</div><div class="t m0 x6 h45 y21 ffd fs4 fc6 sc0 ls1 ws0">G<span class="_ _2"></span>r<span class="_ _0"></span>ou<span class="_ _0"></span>p Ch<span class="_ _0"></span>i<span class="_ _2"></span>e<span class="_ _2"></span>f Ex<span class="_ _0"></span>ec<span class="_ _2"></span>u<span class="_ _2"></span>t<span class="_ _2"></span>i<span class="_ _2"></span>v<span class="_ _2"></span>e Of<span class="_ _7"></span>f<span class="_ _1"></span>i<span class="_ _2"></span>c<span class="_ _2"></span>e<span class="_ _2"></span>r<span class="_ _1"></span>’<span class="_ _18"></span>s R<span class="_ _0"></span>e<span class="_ _2"></span>v<span class="_ _2"></span>i<span class="_ _2"></span>e<span class="_ _0"></span>w <span class="ffc fs18 ls64 ws5f">contin<span class="_ _2"></span>ued</span></div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   12<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   12<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pff" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pcf w4 h0"><img src="data:image/png;base64,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class="bi x0 y2c9 w5 h49" alt="" /><div class="t m0 xf he y1f ff11 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x10 hf y20 ffb fs2 fc5 sc0 ls6 ws4">13</div><div class="t m0 xe he y1e ff12 fs6 fc4 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span>FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span>CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="fc0 ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="fc4 ls11 wse">OVERVIEW</span></span></div><div class="t m0 x18 h45 y21 ffd fs4 fc6 sc0 ls1 ws0">F<span class="_ _2"></span>i<span class="_ _0"></span>n<span class="_ _2"></span>a<span class="_ _0"></span>nc<span class="_ _0"></span>i<span class="_ _2"></span>a<span class="_ _2"></span>l a<span class="_ _0"></span>nd D<span class="_ _2"></span>i<span class="_ _2"></span>v<span class="_ _2"></span>i<span class="_ _0"></span>s<span class="_ _2"></span>i<span class="_ _2"></span>on<span class="_ _6"></span>a<span class="_ _2"></span>l R<span class="_ _0"></span>ev<span class="_ _2"></span>i<span class="_ _2"></span>e<span class="_ _0"></span>ws</div><div class="t m0 x18 h46 y2ca ffd fs1 fc6 sc0 ls66 ws61">Financial Review</div><div class="t m0 x18 h13 y2cb ffd fs8 fc8 sc0 ls14 ws11">We report our results for the <span class="_ _2"></span>12 months ended 31 December </div><div class="t m0 x18 h13 y2cc ffd fs8 fc8 sc0 ls14 ws11">2025 with Group underlying operating profit</div><div class="t m0 xa9 h3a y2cd ffd fs19 fc3 sc0 ls67 ws62">1,2</div><div class="t m0 x92 h13 y2ce ffd fs8 fc8 sc0 ls14 ws11"> up 17% on last year </div><div class="t m0 x18 h13 y2cf ffd fs8 fc8 sc0 ls14 ws11">at £32.6m (2024: £27.8m). On a statutory <span class="_ _2"></span>basis Group operating </div><div class="t m0 x18 h13 y2d0 ffd fs8 fc8 sc0 ls14 ws11">profit was £22.6m (2024: £21.9m) whilst net <span class="_ _2"></span>cash was £27.8m </div><div class="t m0 x18 h13 y2d1 ffd fs8 fc8 sc0 ls14 ws11">at 31 December 2025, with cash <span class="_ _2"></span>conversion of 91%, towards the </div><div class="t m0 x87 h13 y2cb ffd fs8 fc8 sc0 ls14 ws11">upper end of our target 75-100%. <span class="_ _2"></span>Underlying operating margin </div><div class="t m0 x87 h13 y2cc ffd fs8 fc8 sc0 ls14 ws11">further grew to 18% which is <span class="_ _2"></span>the highest in 15 years (2024: 16%). </div><div class="t m0 x87 h13 y2d2 ffd fs8 fc8 sc0 ls14 ws11">These results demonstrate the continued b<span class="_ _2"></span>enefits of the strategic </div><div class="t m0 x87 h13 y2d3 ffd fs8 fc8 sc0 ls14 ws11">transformation of the Group over the <span class="_ _2"></span>last three years and are in line </div><div class="t m0 x87 h13 y2d4 ffd fs8 fc8 sc0 ls14 ws11">with consensus expectations and materially ahead <span class="_ _2"></span>of prior year. </div><div class="t m0 x1a h28 y2d5 ff16 fs2 fc7 sc0 ls1 ws0">Ke<span class="_ _2"></span>y financial highlights</div><div class="t m0 x1b h13 y2d6 ffd fs8 fc3 sc0 ls1 ws0">Full year financial <span class="ffc">metrics</span></div><div class="t m0 x4d h3a y2d7 ffd fs19 fc3 sc0 ls1 ws0">1</div><div class="t m0 x2e h11 y2d6 ffb fs8 fc3 sc0 ls1 ws0">2025</div><div class="t m0 x47 h13 y2d8 ffd fs8 fc3 sc0 ls4c ws4b">Restated</div><div class="t m0 x76 h3a y2d9 ffd fs19 fc3 sc0 ls1 ws0">5</div><div class="t m0 xaa h13 y2d6 ffd fs8 fc3 sc0 ls1 ws0">2024<span class="_ _20"> </span><span class="ffc">V<span class="_ _0"></span>ariance</span></div><div class="t m0 x1b h13 y2da ffd fs8 fc3 sc0 ls1 ws0">Rev<span class="_ _2"></span>enue (£m)<span class="_ _21"> </span><span class="ffb">182.9<span class="_ _22"> </span></span>173.3<span class="_ _23"> </span>6%</div><div class="t m0 x1b h13 y2db ffd fs8 fc3 sc0 ls1 ws0">Group underlying oper<span class="_ _2"></span>ating pr<span class="_ _2"></span>ofit</div><div class="t m0 xab h3a y2dc ffd fs19 fc3 sc0 ls1 ws0">2</div><div class="t m0 xac h13 y2dd ffd fs8 fc3 sc0 ls1 ws0"> (£m)<span class="_ _24"> </span><span class="ffb">32.6<span class="_ _25"> </span></span>27.8<span class="_ _26"> </span>17%</div><div class="t m0 x1b h13 y2de ff1e fs8 fc3 sc0 ls1 ws0">Group underlying operating margin (%)<span class="_ _27"> </span><span class="ffb">18%<span class="_ _26"> </span><span class="ffd">16%<span class="_ _28"> </span>180bps</span></span></div><div class="t m0 x1b h13 y2df ffd fs8 fc3 sc0 ls1 ws0">Group underlying oper<span class="_ _2"></span>ating pr<span class="_ _2"></span>ofit from t<span class="_ _2"></span>otal opera<span class="_ _2"></span>tions</div><div class="t m0 xad h3a y2e0 ffd fs19 fc3 sc0 ls1 ws0">2</div><div class="t m0 x93 h13 y2e1 ffd fs8 fc3 sc0 ls1 ws0"> (£m)<span class="_ _29"> </span><span class="ffb">32.9<span class="_ _25"> </span></span>27.3<span class="_ _26"> </span>21%</div><div class="t m0 x1b h13 y2e2 ffd fs8 fc3 sc0 ls1 ws0">Exceptional g<span class="_ _2"></span>ains (£m)<span class="_ _2a"> </span><span class="ffb">0.6<span class="_ _2b"> </span></span>1.7<span class="_ _2c"> </span>(65)%</div><div class="t m0 x1b h13 y2e3 ffd fs8 fc3 sc0 ls1 ws0">Exceptional c<span class="_ _2"></span>osts (£m)<span class="_ _2d"> </span><span class="ffb">(5.1)<span class="_ _2e"> </span></span>(4.1)<span class="_ _2c"> </span>(24)%</div><div class="t m0 x1b h13 y2e4 ffd fs8 fc3 sc0 ls1 ws0">Group oper<span class="_ _2"></span>ating pr<span class="_ _2"></span>ofit (£m)<span class="_ _2f"> </span><span class="ffb">22.6<span class="_ _25"> </span></span>21.9<span class="_ _23"> </span>3%</div><div class="t m0 x1b h13 y2e5 ffd fs8 fc3 sc0 ls1 ws0">Pr<span class="_ _2"></span>ofit befor<span class="_ _2"></span>e ta<span class="_ _2"></span>x (£m)<span class="_ _30"> </span><span class="ffb">23.1<span class="_ _25"> </span></span>23.1<span class="_ _31"> </span><span class="ffc">-</span></div><div class="t m0 x1b h13 y2e6 ffd fs8 fc3 sc0 ls1 ws0">Loss from disc<span class="_ _2"></span>ontinued opera<span class="_ _2"></span>tions</div><div class="t m0 xac h3a y2e7 ffd fs19 fc3 sc0 ls1 ws0">1</div><div class="t m0 xae h13 y2e8 ffd fs8 fc3 sc0 ls1 ws0"> (£m)<span class="_ _32"> </span><span class="ffb">(0.0)<span class="_ _2e"> </span></span>(0.4)<span class="_ _33"> </span>100%</div><div class="t m0 x1b h13 y2e9 ffd fs8 fc3 sc0 ls1 ws0">Basic earnings per share (pence)<span class="_ _34"> </span><span class="ffb">16.6<span class="_ _25"> </span></span>17.4<span class="_ _35"> </span>(4)%</div><div class="t m0 x1b h14 y2ea ffc fs8 fc3 sc0 ls1 ws0">Adjusted basic earnings per shar<span class="_ _2"></span>e</div><div class="t m0 xab h3a y2eb ffd fs19 fc3 sc0 ls1 ws0">4</div><div class="t m0 xac h13 y2ec ffd fs8 fc3 sc0 ls1 ws0"> (pence)<span class="_ _36"> </span><span class="ffb">24.4<span class="_ _25"> </span></span>21.1<span class="_ _26"> </span>16%</div><div class="t m0 x1b h14 y2ed ffc fs8 fc3 sc0 ls1 ws0">Net cash</div><div class="t m0 xaf h3a y2ee ffd fs19 fc3 sc0 ls1 ws0">3</div><div class="t m0 x2d h13 y2ef ffd fs8 fc3 sc0 ls1 ws0"> at 31 December (£m)<span class="_ _d"> </span><span class="ffb">27.8<span class="_ _35"> </span></span>32.4<span class="_ _2c"> </span>(14)%</div><div class="t m0 x1b h13 y2f0 ffd fs8 fc3 sc0 ls1 ws0">Final dividend per share (pence)<span class="_ _37"> </span><span class="ffb">7.4<span class="_ _2b"> </span></span>7.4<span class="_ _38"> </span>–</div><div class="t m0 x1b h13 y2f1 ffd fs8 fc3 sc0 ls1 ws0">Full year dividend per shar<span class="_ _2"></span>e (pence)<span class="_ _39"> </span><span class="ffb">11.4<span class="_ _25"> </span></span>11.4<span class="_ _38"> </span>–</div><div class="t m0 x18 h1d y2f2 ffd fs11 fc8 sc0 ls2b ws29">1 <span class="_ _15"> </span> <span class="_ _1c"></span>Sta<span class="_ _1"></span>ted on ba<span class="_ _1"></span>sis of co<span class="_ _1"></span>ntinu<span class="_ _1"></span>ing op<span class="_ _1"></span>era<span class="_ _1"></span>tion<span class="_ _1"></span>s unles<span class="_ _1"></span>s oth<span class="_ _1"></span>er<span class="_ _1"></span>wise s<span class="_ _1"></span>tat<span class="_ _1"></span>ed. Fo<span class="_ _1"></span>llow<span class="_ _1"></span>ing th<span class="_ _1"></span>e conve<span class="_ _1"></span>rsi<span class="_ _1"></span>on of the e<span class="_ _1"></span>ntire ow<span class="_ _1"></span>ned es<span class="_ _1"></span>ta<span class="_ _1"></span>te agen<span class="_ _1"></span>cy ne<span class="_ _1"></span>tw<span class="_ _1"></span>ork to f<span class="_ _1"></span>ran<span class="_ _1"></span>chis<span class="_ _1"></span>es in 2023,<span class="_ _1"></span> </div><div class="t m0 x39 h1d y2f3 ffd fs11 fc8 sc0 ls2b ws29">the p<span class="_ _1"></span>revi<span class="_ _1"></span>ousl<span class="_ _1"></span>y owne<span class="_ _1"></span>d net<span class="_ _1"></span>wor<span class="_ _1"></span>k was cl<span class="_ _1"></span>assi<span class="_ _1"></span>fied a<span class="_ _1"></span>s a disco<span class="_ _1"></span>ntinu<span class="_ _1"></span>ed op<span class="_ _1"></span>era<span class="_ _1"></span>tion an<span class="_ _1"></span>d is pres<span class="_ _1"></span>ente<span class="_ _1"></span>d as such i<span class="_ _1"></span>n the Fin<span class="_ _1"></span>anci<span class="_ _1"></span>al Stat<span class="_ _1"></span>ement<span class="_ _1"></span>s. Re<span class="_ _1"></span>fer to no<span class="_ _1"></span>te 6 to the Fin<span class="_ _1"></span>anci<span class="_ _1"></span>al </div><div class="t m0 x39 h4a y2f4 ffc fs11 fc8 sc0 ls68 ws63">Statement<span class="_ _1"></span>s</div><div class="t m0 x18 h1d y2f5 ffd fs11 fc8 sc0 ls2b ws29">2 <span class="_ _15"> </span> <span class="_ _1c"></span>Gro<span class="_ _1"></span>up (and Div<span class="_ _1"></span>isio<span class="_ _1"></span>nal) Un<span class="_ _1"></span>derl<span class="_ _1"></span>yin<span class="_ _1"></span>g Ope<span class="_ _1"></span>rati<span class="_ _1"></span>ng Pro<span class="_ _1"></span>fit is st<span class="_ _1"></span>ate<span class="_ _1"></span>d befo<span class="_ _1"></span>re exc<span class="_ _1"></span>epti<span class="_ _1"></span>onal i<span class="_ _1"></span>tems, c<span class="_ _1"></span>ontin<span class="_ _1"></span>gent c<span class="_ _1"></span>onsi<span class="_ _1"></span>der<span class="_ _1"></span>ation a<span class="_ _1"></span>sse<span class="_ _1"></span>ts &amp; lia<span class="_ _1"></span>bili<span class="_ _1"></span>ties<span class="_ _1"></span>, amor<span class="_ _1"></span>ti<span class="_ _1"></span>sati<span class="_ _1"></span>on of int<span class="_ _1"></span>angi<span class="_ _1"></span>ble </div><div class="t m0 x39 h1d y2f6 ffd fs11 fc8 sc0 ls2b ws29">ass<span class="_ _1"></span>et<span class="_ _1"></span>s, shar<span class="_ _1"></span>e-<span class="_ _1"></span>bas<span class="_ _1"></span>ed pay<span class="_ _1"></span>ment<span class="_ _1"></span>s and ot<span class="_ _1"></span>her so<span class="_ _1"></span>urce<span class="_ _1"></span>s of ear<span class="_ _1"></span>ning<span class="_ _1"></span>s fro<span class="_ _1"></span>m joint v<span class="_ _1"></span>entur<span class="_ _1"></span>es. Re<span class="_ _1"></span>fer to no<span class="_ _1"></span>te 5 to the Fin<span class="_ _1"></span>anci<span class="_ _1"></span>al Stat<span class="_ _1"></span>ement<span class="_ _1"></span>s for r<span class="_ _1"></span>eco<span class="_ _1"></span>ncil<span class="_ _1"></span>iatio<span class="_ _1"></span>n of Gro<span class="_ _1"></span>up and </div><div class="t m0 x39 h1d y2f7 ffd fs11 fc8 sc0 ls2b ws29">Di<span class="_ _1"></span>visi<span class="_ _1"></span>onal Un<span class="_ _1"></span>der<span class="_ _1"></span>lyin<span class="_ _1"></span>g Op<span class="_ _1"></span>erati<span class="_ _1"></span>ng Pro<span class="_ _1"></span>fit to s<span class="_ _1"></span>tatu<span class="_ _1"></span>tor<span class="_ _1"></span>y op<span class="_ _1"></span>era<span class="_ _1"></span>ting p<span class="_ _1"></span>rofit<span class="_ _1"></span>/(lo<span class="_ _1"></span>ss) for co<span class="_ _1"></span>ntinui<span class="_ _1"></span>ng<span class="_ _1"></span>, disc<span class="_ _1"></span>ontinu<span class="_ _1"></span>ed and t<span class="_ _1"></span>otal o<span class="_ _1"></span>per<span class="_ _1"></span>atio<span class="_ _1"></span>ns </div><div class="t m0 x18 h1d y2f8 ffd fs11 fc8 sc0 ls2b ws29">3 <span class="_ _15"> </span>Refe<span class="_ _1"></span>r to note 3<span class="_ _1"></span>4 to the Fi<span class="_ _1"></span>nanc<span class="_ _1"></span>ial Sta<span class="_ _1"></span>temen<span class="_ _1"></span>ts</div><div class="t m0 x18 h1d y2f9 ffd fs11 fc8 sc0 ls2b ws29">4 <span class="_ _15"> </span>Refe<span class="_ _1"></span>r to note 1<span class="_ _1"></span>2 to the Fin<span class="_ _1"></span>anci<span class="_ _1"></span>al Stat<span class="_ _1"></span>ement<span class="_ _1"></span>s for t<span class="_ _1"></span>he cal<span class="_ _1"></span>cula<span class="_ _1"></span>tion</div><div class="t m0 x18 h1d y2fa ffd fs11 fc8 sc0 ls2b ws29">5 <span class="_ _15"> </span>Refe<span class="_ _1"></span>r to note 36 t<span class="_ _1"></span>o the Fina<span class="_ _1"></span>ncia<span class="_ _1"></span>l State<span class="_ _1"></span>ment<span class="_ _1"></span>s</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   13<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   13<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pf10" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc10 w4 h0"><img src="data:image/png;base64,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class="bi x0 y2fb w5 h4b" alt="" /><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">14<span class="_ _13"> </span>15</div><div class="t m0 x19 he y1e ff10 fs6 fc4 sc0 ls11 wse">OVERVIEW</div><div class="t m0 x6 hf y2fc ffb fs2 fc7 sc0 ls1 ws0">Group r<span class="_ _2"></span>evenue</div><div class="t m0 x6 h13 y2fd ffd fs8 fc8 sc0 ls14 ws11">Group r<span class="_ _2"></span>evenue incr<span class="_ _2"></span>eased 6% to £182.9m <span class="_ _2"></span>(2024: £173.3m</div><div class="t m0 x4a h3a y2fe ffd fs19 fc8 sc0 ls1 ws0">4</div><div class="t m0 xb0 h13 y2fd ffd fs8 fc8 sc0 ls14 ws11">) in a tot<span class="_ _2"></span>al </div><div class="t m0 x6 h13 y2ff ffd fs8 fc8 sc0 ls14 ws11">lending mark<span class="_ _2"></span>et that has <span class="_ _2"></span>continued t<span class="_ _2"></span>o reco<span class="_ _2"></span>ver f<span class="_ _2"></span>ollowing a period </div><div class="t m0 x6 h13 y300 ffd fs8 fc8 sc0 ls14 ws11">of volatility<span class="_ _6"></span>. The Surveying &amp; V<span class="_ _0"></span>aluation Division increased by <span class="_ _2"></span>10% </div><div class="t m0 x6 h13 y301 ffd fs8 fc8 sc0 ls14 ws11">compared t<span class="_ _2"></span>o prior year <span class="_ _2"></span>as a result of a <span class="_ _2"></span>9% increase in job<span class="_ _2"></span>s performed </div><div class="t m0 x6 h13 y302 ffd fs8 fc8 sc0 ls14 ws11">and 1% increase <span class="_ _2"></span>in income per job. The <span class="_ _2"></span>Financial Services Division </div><div class="t m0 x6 h13 y303 ffd fs8 fc8 sc0 ls14 ws11">remained br<span class="_ _2"></span>oadly flat with <span class="_ _2"></span>revenue of <span class="_ _2"></span>£48.8m (2024: £48.4m). </div><div class="t m0 x6 h13 y304 ffd fs8 fc8 sc0 ls14 ws11">The Est<span class="_ _2"></span>ate Agen<span class="_ _2"></span>cy Franchising Division f<span class="_ _0"></span>ell by 2% to £26.5m </div><div class="t m0 x6 h13 y305 ffd fs8 fc8 sc0 ls14 ws11">(2024: £27.1m) despite an incr<span class="_ _2"></span>ease of 10% in r<span class="_ _2"></span>esidential sales </div><div class="t m0 x6 h13 y306 ffd fs8 fc8 sc0 ls14 ws11">growth, as <span class="_ _2"></span>a result of r<span class="_ _2"></span>educed LSL Land &amp; Ne<span class="_ _2"></span>w Home rev<span class="_ _2"></span>enues. </div><div class="t m0 x6 h28 y307 ff16 fs2 fc7 sc0 ls1 ws0">Group underlying oper<span class="_ _2"></span>ating pr<span class="_ _2"></span>ofit</div><div class="t m0 x6 h13 y308 ffd fs8 fc8 sc0 ls14 ws11">Group underlying <span class="_ _2"></span>operating <span class="_ _2"></span>profit</div><div class="t m0 xb1 h3a y309 ffd fs19 fc3 sc0 ls1 ws0">2</div><div class="t m0 x4e h13 y308 ffd fs8 fc8 sc0 ls14 ws11"> grew <span class="_ _2"></span>strongly <span class="_ _2"></span>by 17% to £32.6m </div><div class="t m0 x6 h13 y30a ffd fs8 fc8 sc0 ls14 ws11">(2024: £27.8m</div><div class="t m0 x1d h3a y30b ffd fs19 fc8 sc0 ls1 ws0">4</div><div class="t m0 xb2 h13 y30c ffd fs8 fc8 sc0 ls14 ws11">), with an incr<span class="_ _2"></span>ease in all three <span class="_ _2"></span>Divisions whilst centr<span class="_ _2"></span>al </div><div class="t m0 x6 h13 y30d ffd fs8 fc8 sc0 ls14 ws11">costs r<span class="_ _2"></span>educed by 8% t<span class="_ _2"></span>o £10.2m (2024: £11.1m) r<span class="_ _2"></span>eflecting tight<span class="_ _2"></span>er </div><div class="t m0 x6 h13 y30e ffd fs8 fc8 sc0 ls14 ws11">cost discipline <span class="_ _2"></span>and a more normalised <span class="_ _2"></span>level of spend. The <span class="_ _2"></span>Group </div><div class="t m0 x6 h13 y30f ffd fs8 fc8 sc0 ls14 ws11">further continued <span class="_ _2"></span>to inv<span class="_ _2"></span>est in s<span class="_ _2"></span>trat<span class="_ _2"></span>egic gro<span class="_ _2"></span>wth initiatives as <span class="_ _2"></span>well as </div><div class="t m0 x6 h13 y310 ffd fs8 fc8 sc0 ls14 ws11">developing enhanced pla<span class="_ _2"></span>tform <span class="_ _2"></span>and digital cap<span class="_ _2"></span>abilities. </div><div class="t m0 x6 h28 y311 ff16 fs2 fc7 sc0 ls1 ws0">Group oper<span class="_ _2"></span>ating pr<span class="_ _2"></span>ofit</div><div class="t m0 x6 h13 y312 ffd fs8 fc8 sc0 ls14 ws11">Group oper<span class="_ _2"></span>ating pr<span class="_ _2"></span>ofit increased <span class="_ _2"></span>to £22.6m (2024: £21.9m</div><div class="t m0 x51 h3a y313 ffd fs19 fc8 sc0 ls1 ws0">4</div><div class="t m0 xb3 h13 y312 ffd fs8 fc8 sc0 ls14 ws11">), with </div><div class="t m0 x6 h13 y314 ffd fs8 fc8 sc0 ls14 ws11">profit gr<span class="_ _2"></span>owth in Financial Services and <span class="_ _2"></span>Esta<span class="_ _2"></span>te Agency Fr<span class="_ _2"></span>anchising and </div><div class="t m0 x6 h13 y315 ffd fs8 fc8 sc0 ls14 ws11">a reduction in <span class="_ _2"></span>central <span class="_ _2"></span>costs in the <span class="_ _2"></span>period. The Group <span class="_ _2"></span>also benefitted </div><div class="t m0 x6 h13 y316 ffd fs8 fc8 sc0 ls14 ws11">from a <span class="_ _2"></span>continued impr<span class="_ _2"></span>ovement <span class="_ _2"></span>in the contribution <span class="_ _2"></span>genera<span class="_ _2"></span>ted by the </div><div class="t m0 x6 h13 y317 ffd fs8 fc8 sc0 ls14 ws11">Pivotal <span class="_ _2"></span>Growth join<span class="_ _2"></span>t ventur<span class="_ _2"></span>e, offset b<span class="_ _2"></span>y £4.5m net e<span class="_ _2"></span>xceptional c<span class="_ _2"></span>osts </div><div class="t m0 x6 h13 y318 ffd fs8 fc8 sc0 ls14 ws11">(2024: £2.4m).  </div><div class="t m0 x3f h28 y2fc ff16 fs2 fc7 sc0 ls1 ws0">Adjust<span class="_ _2"></span>ed opera<span class="_ _2"></span>ting expenditur<span class="_ _2"></span>e</div><div class="t m0 x3f h13 y2fd ffd fs8 fc8 sc0 ls14 ws11">Adjusted op<span class="_ _2"></span>erating e<span class="_ _2"></span>xpenditure</div><div class="t m0 x8f h3a y2fe ffd fs19 fc3 sc0 ls1 ws0">3</div><div class="t m0 xb4 h13 y2fd ffd fs8 fc8 sc0 ls14 ws11"> comprises employ<span class="_ _2"></span>ee costs, <span class="_ _2"></span>other </div><div class="t m0 x3f h13 y2ff ffd fs8 fc8 sc0 ls14 ws11">opera<span class="_ _2"></span>ting costs, and <span class="_ _2"></span>depreciation and <span class="_ _2"></span>totalled £153.2m <span class="_ _2"></span>in 2025, <span class="ffc ls1 ws0"> </span></div><div class="t m0 x3f h13 y300 ffd fs8 fc8 sc0 ls14 ws11">5% higher than prior y<span class="_ _2"></span>ear (2024: £146.0m</div><div class="t m0 xb5 h3a y319 ffd fs19 fc8 sc0 ls1 ws0">4</div><div class="t m0 xb6 h13 y31a ffd fs8 fc8 sc0 ls14 ws11">). The movemen<span class="_ _2"></span>t </div><div class="t m0 x3f h13 y31b ffd fs8 fc8 sc0 ls14 ws11">comprises the net <span class="_ _2"></span>eff<span class="_ _2"></span>ect of employee c<span class="_ _2"></span>osts incr<span class="_ _2"></span>eased in Surveying </div><div class="t m0 x3f h13 y31c ffd fs8 fc8 sc0 ls14 ws11">&amp; V<span class="_ _0"></span>aluation Division due to higher demand; <span class="_ _2"></span>the impact of higher </div><div class="t m0 x3f h13 y31d ffd fs8 fc8 sc0 ls14 ws11">National Insur<span class="_ _2"></span>ance contributions <span class="_ _2"></span>(from 1 April <span class="_ _2"></span>2025); partially offset </div><div class="t m0 x3f h13 y31e ffd fs8 fc8 sc0 ls14 ws11">by lower <span class="_ _2"></span>central c<span class="_ _2"></span>osts. </div><div class="t m0 x3f h28 y31f ff16 fs2 fc7 sc0 ls1 ws0">Ex<span class="_ _2"></span>ceptional items</div><div class="t m0 x3f h13 y320 ffd fs8 fc8 sc0 ls14 ws11">The ex<span class="_ _2"></span>ceptional g<span class="_ _2"></span>ain of £0.6m (2024: £1.7m) r<span class="_ _2"></span>elates t<span class="_ _2"></span>o the release </div><div class="t m0 x3f h13 y321 ffd fs8 fc8 sc0 ls14 ws11">of a claim indemnity pr<span class="_ _2"></span>ovision rec<span class="_ _2"></span>ognised in 2021. Ex<span class="_ _2"></span>ceptional cos<span class="_ _2"></span>ts </div><div class="t m0 x3f h13 y322 ffd fs8 fc8 sc0 ls14 ws11">of £5.1m (2024: £4.1m) ar<span class="_ _2"></span>e primarily due to incr<span class="_ _2"></span>eases in surveying </div><div class="t m0 x3f h13 y323 ffd fs8 fc8 sc0 ls14 ws11">prof<span class="_ _2"></span>essional indemnity pr<span class="_ _2"></span>ovisions (£2.0m), r<span class="_ _2"></span>estructuring cos<span class="_ _2"></span>ts </div><div class="t m0 x3f h13 y324 ffd fs8 fc8 sc0 ls14 ws11">in Financial Services (£0.8m), Centr<span class="_ _2"></span>al CEO an<span class="_ _2"></span>d CFO change c<span class="_ _2"></span>osts </div><div class="t m0 x3f h13 y325 ffd fs8 fc8 sc0 ls14 ws11">(£0.7m), res<span class="_ _2"></span>tructuring costs in <span class="_ _2"></span>Esta<span class="_ _2"></span>te Agency Fr<span class="_ _2"></span>anchising (£0.7m), </div><div class="t m0 x3f h13 y326 ffd fs8 fc8 sc0 ls14 ws11">costs incurr<span class="_ _2"></span>ed as a r<span class="_ _2"></span>esult of the administr<span class="_ _2"></span>ation of <span class="_ _2"></span>T<span class="_ _6"></span>enetLime’<span class="_ _2"></span>s </div><div class="t m0 x3f h13 y327 ffd fs8 fc8 sc0 ls14 ws11">seller<span class="_ _6"></span>, T<span class="_ _0"></span>enet Group Limit<span class="_ _2"></span>ed (£0.6m) and the r<span class="_ _2"></span>eduction in def<span class="_ _2"></span>err<span class="_ _2"></span>ed </div><div class="t m0 x3f h13 y328 ffd fs8 fc8 sc0 ls14 ws11">consider<span class="_ _2"></span>ation receiv<span class="_ _2"></span>able f<span class="_ _2"></span>or businesses sold to Piv<span class="_ _2"></span>otal Gr<span class="_ _2"></span>owth in H1 </div><div class="t m0 x3f h13 y329 ffd fs8 fc8 sc0 ls14 ws11">2023 (£0.2m). </div><div class="t m0 x3f hf y32a ffb fs2 fc7 sc0 ls1 ws0">Other gains</div><div class="t m0 x3f h13 y32b ffd fs8 fc8 sc0 ls14 ws11">T<span class="_ _6"></span>otal other opera<span class="_ _2"></span>ting gains w<span class="_ _2"></span>ere £1.1m (2024: <span class="_ _2"></span>gains of £0.5m). <span class="_ _2"></span><span class="ffc ls1 ws0"> </span></div><div class="t m0 x3f h13 y32c ffd fs8 fc8 sc0 ls14 ws11">This primarily included £0.8m r<span class="_ _2"></span>elating to <span class="_ _2"></span>the resear<span class="_ _2"></span>ch and </div><div class="t m0 x3f h14 y32d ffc fs8 fc8 sc0 ls14 ws0">development e<span class="_ _2"></span>xpenditure t<span class="_ _2"></span>ax credit acr<span class="_ _2"></span>oss all three Divisions </div><div class="t m0 x3f h13 y32e ffd fs8 fc8 sc0 ls14 ws11">relating <span class="_ _2"></span>to FY2023 and FY2024 and <span class="_ _2"></span>the movement in <span class="_ _2"></span>the fair <span class="_ _2"></span>value </div><div class="t m0 x3f h13 y32f ffd fs8 fc8 sc0 ls14 ws11">of a financial asset ha<span class="_ _2"></span>ving been r<span class="_ _2"></span>eassessed at 31 December 2025 <span class="_ _2"></span>as </div><div class="t m0 x3f h13 y330 ffd fs8 fc8 sc0 ls14 ws11">£0.6m (31 December 2024: £0.4m).</div><div class="t m0 x3f h28 y331 ff16 fs2 fc7 sc0 ls1 ws0">Share of pr<span class="_ _2"></span>ofit from joint v<span class="_ _2"></span>entur<span class="_ _2"></span>e </div><div class="t m0 x3f h13 y332 ffd fs8 fc8 sc0 ls14 ws11">Our equity share <span class="_ _2"></span>of Pivotal Gr<span class="_ _2"></span>owth r<span class="_ _2"></span>esults impro<span class="_ _2"></span>ved to £0.8m p<span class="_ _2"></span>rofit </div><div class="t m0 x3f h13 y333 ffd fs8 fc8 sc0 ls14 ws11">(2024: £6k loss), as the join<span class="_ _2"></span>t ventur<span class="_ _2"></span>e continued <span class="_ _2"></span>to scale pr<span class="_ _2"></span>ofitability<span class="_ _6"></span>, </div><div class="t m0 x3f h13 y334 ffd fs8 fc8 sc0 ls14 ws11">with 24 acquisitions to <span class="_ _2"></span>date.</div><div class="t m0 x6 h46 y2ca ffd fs1 fc6 sc0 ls1 ws0">Group I<span class="_ _2"></span>ncome Stat<span class="_ _2"></span>emen<span class="_ _2"></span>t Review</div><div class="t m0 x6f h3a y335 ffd fs19 fc6 sc0 ls1 ws0">1</div><div class="t m0 x6c h3e y2ca ffc fs1 fc6 sc0 ls1 ws0"> </div><div class="t m0 x6 h45 y21 ffd fs4 fc6 sc0 ls1 ws0">F<span class="_ _2"></span>i<span class="_ _0"></span>n<span class="_ _2"></span>a<span class="_ _0"></span>nc<span class="_ _0"></span>i<span class="_ _2"></span>a<span class="_ _2"></span>l a<span class="_ _0"></span>nd D<span class="_ _2"></span>i<span class="_ _2"></span>v<span class="_ _2"></span>i<span class="_ _0"></span>s<span class="_ _2"></span>i<span class="_ _2"></span>on<span class="_ _6"></span>a<span class="_ _2"></span>l R<span class="_ _0"></span>ev<span class="_ _2"></span>i<span class="_ _2"></span>e<span class="_ _0"></span>ws <span class="ffc fs18 ls64 ws5f">con<span class="_ _2"></span>tin<span class="_ _2"></span>ued</span></div><div class="t m0 x6 h1d y336 ffd fs11 fc8 sc0 ls2b ws29">1 <span class="_ _15"> </span> <span class="_ _1c"></span>Bas<span class="_ _1"></span>ed on c<span class="_ _1"></span>ontin<span class="_ _1"></span>uing o<span class="_ _1"></span>per<span class="_ _1"></span>atio<span class="_ _1"></span>ns unle<span class="_ _1"></span>ss ot<span class="_ _1"></span>her<span class="_ _1"></span>wis<span class="_ _1"></span>e sta<span class="_ _1"></span>ted. F<span class="_ _1"></span>ollo<span class="_ _1"></span>wing t<span class="_ _1"></span>he conv<span class="_ _1"></span>ers<span class="_ _1"></span>ion of th<span class="_ _1"></span>e entir<span class="_ _1"></span>e owne<span class="_ _1"></span>d Est<span class="_ _1"></span>ate A<span class="_ _1"></span>genc<span class="_ _1"></span>y ne<span class="_ _1"></span>two<span class="_ _1"></span>rk to fr<span class="_ _1"></span>anc<span class="_ _1"></span>hise<span class="_ _1"></span>s in 2023, th<span class="_ _1"></span>is was cl<span class="_ _1"></span>assi<span class="_ _1"></span>fied<span class="_ _1"></span> </div><div class="t m0 x86 h1d y337 ffd fs11 fc8 sc0 ls2b ws29">as a dis<span class="_ _1"></span>conti<span class="_ _1"></span>nue<span class="_ _1"></span>d oper<span class="_ _1"></span>atio<span class="_ _1"></span>n and is no<span class="_ _1"></span>w pres<span class="_ _1"></span>ente<span class="_ _1"></span>d as such i<span class="_ _1"></span>n the Fina<span class="_ _1"></span>ncia<span class="_ _1"></span>l State<span class="_ _1"></span>ment<span class="_ _1"></span>s. Re<span class="_ _1"></span>fer to no<span class="_ _1"></span>te 6 to the Fin<span class="_ _1"></span>anci<span class="_ _1"></span>al Stat<span class="_ _1"></span>ement<span class="_ _1"></span>s</div><div class="t m0 x6 h1d y338 ffd fs11 fc8 sc0 ls2b ws29">2 <span class="_ _15"> </span> <span class="_ _1c"></span>Gro<span class="_ _1"></span>up (and Div<span class="_ _1"></span>isio<span class="_ _1"></span>nal) Un<span class="_ _1"></span>derl<span class="_ _1"></span>yin<span class="_ _1"></span>g Ope<span class="_ _1"></span>rati<span class="_ _1"></span>ng pro<span class="_ _1"></span>fit is b<span class="_ _1"></span>efor<span class="_ _1"></span>e exce<span class="_ _1"></span>ptio<span class="_ _1"></span>nal ite<span class="_ _1"></span>ms, co<span class="_ _1"></span>nting<span class="_ _1"></span>ent co<span class="_ _1"></span>nside<span class="_ _1"></span>rati<span class="_ _1"></span>on as<span class="_ _1"></span>set<span class="_ _1"></span>s &amp; liab<span class="_ _1"></span>iliti<span class="_ _1"></span>es, am<span class="_ _1"></span>or<span class="_ _1"></span>tis<span class="_ _1"></span>atio<span class="_ _1"></span>n of inta<span class="_ _1"></span>ngib<span class="_ _1"></span>le as<span class="_ _1"></span>set<span class="_ _1"></span>s and sha<span class="_ _1"></span>re-</div><div class="t m0 x86 h1d y339 ffd fs11 fc8 sc0 ls2b ws29">bas<span class="_ _1"></span>ed pay<span class="_ _1"></span>ment<span class="_ _1"></span>s. Re<span class="_ _1"></span>fer to no<span class="_ _1"></span>te 5 to the Fin<span class="_ _1"></span>anci<span class="_ _1"></span>al Stat<span class="_ _1"></span>ement<span class="_ _1"></span>s for r<span class="_ _1"></span>eco<span class="_ _1"></span>ncil<span class="_ _1"></span>iatio<span class="_ _1"></span>n of Gro<span class="_ _1"></span>up and Di<span class="_ _1"></span>vis<span class="_ _1"></span>iona<span class="_ _1"></span>l Under<span class="_ _1"></span>ly<span class="_ _1"></span>ing Op<span class="_ _1"></span>era<span class="_ _1"></span>ting Pr<span class="_ _1"></span>ofit to s<span class="_ _1"></span>tat<span class="_ _1"></span>uto<span class="_ _1"></span>ry o<span class="_ _1"></span>per<span class="_ _1"></span>atin<span class="_ _1"></span>g profi<span class="_ _1"></span>t/(l<span class="_ _1"></span>oss) </div><div class="t m0 x86 h1d y33a ffd fs11 fc8 sc0 ls2b ws29">for c<span class="_ _1"></span>ontin<span class="_ _1"></span>uing<span class="_ _1"></span>, dis<span class="_ _1"></span>coun<span class="_ _1"></span>ted and to<span class="_ _1"></span>tal o<span class="_ _1"></span>per<span class="_ _1"></span>atio<span class="_ _1"></span>ns</div><div class="t m0 x6 h1d y33b ffd fs11 fc8 sc0 ls2b ws29">3 <span class="_ _15"> </span> <span class="_ _1c"></span>Refe<span class="_ _1"></span>r to note 3<span class="_ _1"></span>4 to the Fi<span class="_ _1"></span>nanc<span class="_ _1"></span>ial Sta<span class="_ _1"></span>temen<span class="_ _1"></span>ts</div><div class="t m0 x6 h1d y33c ffd fs11 fc8 sc0 ls2b ws29">4 <span class="_ _15"> </span> <span class="_ _1c"></span>Refe<span class="_ _1"></span>r to note 36 t<span class="_ _1"></span>o the Fina<span class="_ _1"></span>ncia<span class="_ _1"></span>l State<span class="_ _1"></span>ment<span class="_ _1"></span>s</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   14<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   14<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pf11" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc11 w4 h0"><img 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IAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAFyviQgrnCgiltdiBwAAqFaakwIE7mPdct4POwCVmMZ+6Fo7ANTAFSgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAPynhwnOVUpJ89MOAABQrffn+7Nv/wM5RCNKSlp28wAAAABJRU5ErkJggg==" class="bi x0 y33d w5 h4c" alt="" /><div class="t m0 xf he y1f ff11 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">14<span class="_ _13"> </span>15</div><div class="t m0 xe he y1e ff12 fs6 fc4 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span>FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span>CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="fc0 ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="fc4 ls11 wse">OVERVIEW</span></span></div><div class="t m0 x18 hf y71 ffb fs2 fc7 sc0 ls1 ws0">Share-based pa<span class="_ _2"></span>yments</div><div class="t m0 x18 h13 y29b ffd fs8 fc8 sc0 ls14 ws11">The share-based pa<span class="_ _2"></span>yment char<span class="_ _2"></span>ge of £1.6m in <span class="_ _2"></span>2025 (2024: charge </div><div class="t m0 x18 h13 y29c ffd fs8 fc8 sc0 ls14 ws11">of £0.9m) comprises, a <span class="_ _2"></span>charge in the <span class="_ _2"></span>period of £1.8m (2024: £3.1m </div><div class="t m0 x18 h13 y29d ffd fs8 fc8 sc0 ls14 ws11">charge) f<span class="_ _2"></span>or L<span class="_ _6"></span>TIP<span class="_ _6"></span>, SA<span class="_ _0"></span>YE and the all employ<span class="_ _2"></span>ee share schemes gr<span class="_ _2"></span>ant<span class="_ _2"></span>ed </div><div class="t m0 x18 h13 y29e ffd fs8 fc8 sc0 ls14 ws11">between 2022 t<span class="_ _2"></span>o 2025, offset <span class="_ _2"></span>by a credit <span class="_ _2"></span>of £0.5m (2024: £2.2m </div><div class="t m0 x18 h13 y29f ffd fs8 fc8 sc0 ls14 ws11">credit) r<span class="_ _2"></span>eflecting lapses. In add<span class="_ _2"></span>ition, £0.3m of employer’<span class="_ _2"></span>s NIC was </div><div class="t m0 x18 h13 y33e ffd fs8 fc8 sc0 ls14 ws11">recognised <span class="_ _2"></span>in relation t<span class="_ _2"></span>o unex<span class="_ _2"></span>ercised <span class="_ _2"></span>schemes during the year<span class="_ _e"></span>. The </div><div class="t m0 x18 h14 y33f ffc fs8 fc8 sc0 ls14 ws0">increase in the underlying shar<span class="_ _2"></span>e-based payment char<span class="_ _2"></span>ge during the </div><div class="t m0 x18 h13 y340 ffd fs8 fc8 sc0 ls14 ws11">year w<span class="_ _2"></span>as driven by the in<span class="_ _2"></span>troduction of <span class="_ _2"></span>the 2025 L<span class="_ _0"></span>TIP scheme.</div><div class="t m0 x18 h28 y341 ff16 fs2 fc7 sc0 ls1 ws0">Amortisation of int<span class="_ _2"></span>angible assets</div><div class="t m0 x18 h13 y342 ffd fs8 fc8 sc0 ls14 ws11">Amortisation char<span class="_ _2"></span>ge of £3.0m (2024: £3.0m), r<span class="_ _2"></span>elates <span class="_ _2"></span>to amortisation </div><div class="t m0 x18 h13 y343 ffd fs8 fc8 sc0 ls14 ws11">of int<span class="_ _2"></span>angible software <span class="_ _2"></span>inves<span class="_ _2"></span>tment, fr<span class="_ _2"></span>anchise agreements <span class="_ _2"></span>and </div><div class="t m0 x18 h13 y344 ffd fs8 fc8 sc0 ls14 ws11">relationship <span class="_ _2"></span>assets.</div><div class="t m0 x18 hf y345 ffb fs2 fc7 sc0 ls1 ws0">Finance income </div><div class="t m0 x18 h13 y346 ffd fs8 fc8 sc0 ls4c ws4b">Finance income <span class="_ _2"></span>decreased fr<span class="_ _2"></span>om the prior <span class="_ _2"></span>year to <span class="_ _2"></span>£2.5m (2024: </div><div class="t m0 x18 h13 y347 ffd fs8 fc8 sc0 ls4c ws4b">£2.9m) due t<span class="_ _2"></span>o less int<span class="_ _2"></span>erest <span class="_ _2"></span>received <span class="_ _2"></span>on funds held on <span class="_ _2"></span>deposit of </div><div class="t m0 x18 h13 y348 ffd fs8 fc8 sc0 ls4c ws4b">£1.0m (2024: £1.8m), <span class="_ _2"></span>the reduction <span class="_ _2"></span>in the unwind <span class="_ _2"></span>of discounting <span class="_ _2"></span>on </div><div class="t m0 x18 h13 y349 ffd fs8 fc8 sc0 ls4c ws4b">contingen<span class="_ _2"></span>t consider<span class="_ _2"></span>ation pa<span class="_ _2"></span>yable <span class="_ _2"></span>balances of £0.7m, off<span class="_ _2"></span>set by <span class="_ _2"></span>inter<span class="_ _2"></span>est </div><div class="t m0 x18 h13 y34a ffd fs8 fc8 sc0 ls4c ws4b">on loan not<span class="_ _2"></span>es to the <span class="_ _2"></span>joint ven<span class="_ _2"></span>ture, Piv<span class="_ _2"></span>otal Gr<span class="_ _2"></span>owth, of <span class="_ _2"></span>£0.9m (2024: </div><div class="t m0 x18 h13 y34b ffd fs8 fc8 sc0 ls4c ws4b">nil).</div><div class="t m0 x18 hf y34c ffb fs2 fc7 sc0 ls1 ws0">Finance costs </div><div class="t m0 x18 h13 y34d ffd fs8 fc8 sc0 ls14 ws11">Finance costs <span class="_ _2"></span>of £1.9m (2024: £1.7m) ar<span class="_ _2"></span>e relat<span class="_ _2"></span>ed principally to the </div><div class="t m0 x18 h13 y34e ffd fs8 fc8 sc0 ls14 ws11">unwinding of discoun<span class="_ _2"></span>t on lease liabilities of £0.5m <span class="_ _2"></span>(2024: £0.5m), </div><div class="t m0 x87 h13 y34f ffd fs8 fc8 sc0 ls14 ws11">commitment and <span class="_ _2"></span>non-utilisation f<span class="_ _2"></span>ees on the r<span class="_ _2"></span>evolving cr<span class="_ _2"></span>edit facility </div><div class="t m0 x87 h13 y350 ffd fs8 fc8 sc0 ls14 ws11">of £0.7m (2024: £0.6m), f<span class="_ _2"></span>air value <span class="_ _2"></span>adjustment t<span class="_ _2"></span>o loans receiv<span class="_ _2"></span>able of </div><div class="t m0 x87 h13 y351 ffd fs8 fc8 sc0 ls14 ws11">£0.4m (2024: £0.3m) and £0.2m f<span class="_ _2"></span>or the unwin<span class="_ _2"></span>ding of discount on </div><div class="t m0 x87 h13 y352 ffd fs8 fc8 sc0 ls14 ws11">dilapidations pr<span class="_ _2"></span>ovisions (2024: £0.2m).</div><div class="t m0 x87 h28 y353 ff16 fs2 fc7 sc0 ls1 ws0">Profit bef<span class="_ _2"></span>ore t<span class="_ _2"></span>ax </div><div class="t m0 x87 h13 y354 ffd fs8 fc8 sc0 ls1 ws0">Pr<span class="_ _2"></span>ofit befor<span class="_ _2"></span>e ta<span class="_ _2"></span>x was £23.1m (2024: £23.1m</div><div class="t m0 xb7 h3a y355 ffd fs19 fc8 sc0 ls1 ws0">4</div><div class="t m0 xb8 h13 y354 ffd fs8 fc8 sc0 ls1 ws0">). This remained </div><div class="t m0 x87 h13 y356 ffd fs8 fc8 sc0 ls1 ws0">broadly in line y<span class="_ _2"></span>ear<span class="_ _2"></span>-on-year due to lo<span class="_ _2"></span>wer net finance income of </div><div class="t m0 x87 h13 y357 ffd fs8 fc8 sc0 ls1 ws0">£0.5m (2024: £1.1m) combined with Gr<span class="_ _2"></span>oup operating pr<span class="_ _2"></span>ofit of </div><div class="t m0 x87 h13 y358 ffd fs8 fc8 sc0 ls1 ws0">£22.6m (2024: £21.9m</div><div class="t m0 x5b h3a y359 ffd fs19 fc8 sc0 ls1 ws0">4</div><div class="t m0 x36 h13 y35a ffd fs8 fc8 sc0 ls1 ws0">). </div><div class="t m0 x87 h28 y35b ff16 fs2 fc7 sc0 ls69 ws64">T<span class="_ _6"></span>axatio<span class="_ _1"></span>n</div><div class="t m0 x87 h13 y35c ffd fs8 fc8 sc0 ls14 ws11">The ta<span class="_ _2"></span>x charge of <span class="_ _2"></span>£6.0m (2024: £5.2m) repr<span class="_ _2"></span>esents an e<span class="_ _2"></span>ffectiv<span class="_ _2"></span>e tax </div><div class="t m0 x87 h13 y35d ffd fs8 fc8 sc0 ls14 ws11">ra<span class="_ _2"></span>te of 26.1% (2024: 22.7%), which <span class="_ _2"></span>is marginally higher than <span class="_ _2"></span>the </div><div class="t m0 x87 h13 y35e ffd fs8 fc8 sc0 ls14 ws11">headline UK ta<span class="_ _2"></span>x ra<span class="_ _2"></span>te of 25.0% lar<span class="_ _2"></span>gely as a r<span class="_ _2"></span>esult of the calcula<span class="_ _2"></span>ted net </div><div class="t m0 x87 h13 y35f ffd fs8 fc8 sc0 ls14 ws11">eff<span class="_ _2"></span>ect of adjustmen<span class="_ _2"></span>ts arising in r<span class="_ _2"></span>espect of permanent adjus<span class="_ _2"></span>tments </div><div class="t m0 x87 h14 y360 ffc fs8 fc8 sc0 ls14 ws0">or def<span class="_ _2"></span>erred t<span class="_ _2"></span>ax not rec<span class="_ _2"></span>ognised including the prior period adjustment </div><div class="t m0 x87 h13 y361 ffd fs8 fc8 sc0 ls14 ws11">arising in respect <span class="_ _2"></span>of total t<span class="_ _2"></span>ax. </div><div class="t m0 x87 h13 y362 ffd fs8 fc8 sc0 ls14 ws11">Def<span class="_ _2"></span>erred t<span class="_ _2"></span>ax assets and <span class="_ _2"></span>liabilities are measur<span class="_ _2"></span>ed at 25.0% </div><div class="t m0 x87 h13 y363 ffd fs8 fc8 sc0 ls14 ws11">(2024: 25.0%), the ta<span class="_ _2"></span>x ra<span class="_ _2"></span>te that c<span class="_ _2"></span>ame into <span class="_ _2"></span>eff<span class="_ _2"></span>ect from 1 April <span class="_ _2"></span>2023. </div><div class="t m0 x87 h28 y364 ff16 fs2 fc7 sc0 ls1 ws0">Discontinued oper<span class="_ _2"></span>ations</div><div class="t m0 x89 h4d y365 ffb fs1c fc7 sc0 ls1 ws0">1</div><div class="t m0 xb9 hf y364 ffb fs2 fc7 sc0 ls1 ws0"> </div><div class="t m0 x87 h13 y366 ffd fs8 fc8 sc0 ls14 ws11">Loss of £0.04m (net of <span class="_ _2"></span>tax) in r<span class="_ _2"></span>elation t<span class="_ _2"></span>o an increase in <span class="_ _2"></span>the </div><div class="t m0 x87 h13 y367 ffd fs8 fc8 sc0 ls14 ws11">restructuring <span class="_ _2"></span>and administr<span class="_ _2"></span>ative c<span class="_ _2"></span>osts associat<span class="_ _2"></span>ed with the pre<span class="_ _2"></span>viously </div><div class="t m0 x87 h13 y368 ffd fs8 fc8 sc0 ls14 ws11">owned Est<span class="_ _2"></span>ate Ag<span class="_ _2"></span>ency branch ne<span class="_ _2"></span>twork (2024: loss of £0.4m). <span class="_ _2"></span> </div><div class="t m0 x1a hf y369 ffb fs2 fc7 sc0 ls1 ws0">Earnings per shar<span class="_ _2"></span>e</div><div class="t m0 xba h11 y36a ffb fs8 fc3 sc0 ls1 ws0">2025<span class="_ _3a"> </span>Rest<span class="_ _2"></span>ated 2024</div><div class="t m0 x7d h4e y36b ffb fs19 fc3 sc0 ls1 ws0">4</div><div class="t m0 x1b h11 y36c ffb fs8 fc3 sc0 ls1 ws0">Earnings per share (pence)<span class="_ _1b"> </span>Basic<span class="_ _3b"> </span>Diluted</div><div class="t m0 xbb h11 y36d ffb fs8 fc3 sc0 ls1 ws0">Adjusted </div><div class="t m0 xbc h11 y36c ffb fs8 fc3 sc0 ls1 ws0">basic</div><div class="t m0 xbd h11 y36d ffb fs8 fc3 sc0 ls1 ws0">Adjusted <span class="_ _18"></span> </div><div class="t m0 xbe h11 y36c ffb fs8 fc3 sc0 ls1 ws0">basic diluted<span class="_ _3c"> </span>Basic<span class="_ _3b"> </span>Diluted</div><div class="t m0 x47 h11 y36d ffb fs8 fc3 sc0 ls1 ws0">Adjusted </div><div class="t m0 x78 h11 y36c ffb fs8 fc3 sc0 ls1 ws0">basic</div><div class="t m0 xbf h11 y36d ffb fs8 fc3 sc0 ls1 ws0">Adjusted <span class="_ _18"></span> </div><div class="t m0 xc0 h11 y36c ffb fs8 fc3 sc0 ls1 ws0">basic diluted</div><div class="t m0 x1b h13 y36e ffd fs8 fc3 sc0 ls1 ws0">Continuing<span class="_ _3d"> </span><span class="ffb">16.6<span class="_ _3e"> </span>16.2<span class="_ _3f"> </span>-<span class="_ _3f"> </span>-<span class="_ _3e"> </span><span class="ff13">17.4<span class="_ _40"> </span>17.2<span class="_ _3f"> </span>-<span class="_ _3f"> </span>-</span></span></div><div class="t m0 x1b h13 y36f ffd fs8 fc3 sc0 ls1 ws0">Discontinued<span class="_ _41"> </span><span class="ffb">(0.0)<span class="_ _42"> </span>(0.0)<span class="_ _3f"> </span>-<span class="_ _3f"> </span>-<span class="_ _43"> </span><span class="ff13">(0.4)<span class="_ _43"> </span>(0.4)<span class="_ _3f"> </span>-<span class="_ _3f"> </span>-</span></span></div><div class="t m0 x1b h13 y370 ffd fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal operations<span class="_ _44"> </span><span class="ffb">16.6<span class="_ _3e"> </span>16.2<span class="_ _2b"> </span>24.4<span class="_ _45"> </span>23.8<span class="_ _3e"> </span><span class="ff13">17.0<span class="_ _40"> </span>16.8<span class="_ _2b"> </span>21.1<span class="_ _45"> </span>20.9</span></span></div><div class="t m0 x18 h10 y21 ffc fs4 fc6 sc0 ls1 ws0"> </div><div class="t m0 x18 h1d y336 ffd fs11 fc8 sc0 ls2b ws29">1 <span class="_ _15"> </span> <span class="_ _1c"></span>Bas<span class="_ _1"></span>ed on c<span class="_ _1"></span>ontin<span class="_ _1"></span>uing o<span class="_ _1"></span>per<span class="_ _1"></span>atio<span class="_ _1"></span>ns unle<span class="_ _1"></span>ss ot<span class="_ _1"></span>her<span class="_ _1"></span>wis<span class="_ _1"></span>e sta<span class="_ _1"></span>ted. F<span class="_ _1"></span>ollo<span class="_ _1"></span>wing t<span class="_ _1"></span>he conv<span class="_ _1"></span>ers<span class="_ _1"></span>ion of th<span class="_ _1"></span>e entir<span class="_ _1"></span>e owne<span class="_ _1"></span>d Est<span class="_ _1"></span>ate A<span class="_ _1"></span>genc<span class="_ _1"></span>y ne<span class="_ _1"></span>two<span class="_ _1"></span>rk to fr<span class="_ _1"></span>anc<span class="_ _1"></span>hise<span class="_ _1"></span>s in 2023, th<span class="_ _1"></span>is was cl<span class="_ _1"></span>assi<span class="_ _1"></span>fied<span class="_ _1"></span> </div><div class="t m0 x39 h1d y337 ffd fs11 fc8 sc0 ls2b ws29">as a dis<span class="_ _1"></span>conti<span class="_ _1"></span>nue<span class="_ _1"></span>d oper<span class="_ _1"></span>atio<span class="_ _1"></span>n and is no<span class="_ _1"></span>w pres<span class="_ _1"></span>ente<span class="_ _1"></span>d as such i<span class="_ _1"></span>n the Fina<span class="_ _1"></span>ncia<span class="_ _1"></span>l State<span class="_ _1"></span>ment<span class="_ _1"></span>s. Re<span class="_ _1"></span>fer to no<span class="_ _1"></span>te 6 to the Fin<span class="_ _1"></span>anci<span class="_ _1"></span>al Stat<span class="_ _1"></span>ement<span class="_ _1"></span>s</div><div class="t m0 x18 h1d y338 ffd fs11 fc8 sc0 ls2b ws29">2 <span class="_ _15"> </span> <span class="_ _1c"></span>Gro<span class="_ _1"></span>up (and Div<span class="_ _1"></span>isio<span class="_ _1"></span>nal) Un<span class="_ _1"></span>derl<span class="_ _1"></span>yin<span class="_ _1"></span>g Ope<span class="_ _1"></span>rati<span class="_ _1"></span>ng pro<span class="_ _1"></span>fit is b<span class="_ _1"></span>efor<span class="_ _1"></span>e exce<span class="_ _1"></span>ptio<span class="_ _1"></span>nal ite<span class="_ _1"></span>ms, co<span class="_ _1"></span>nting<span class="_ _1"></span>ent co<span class="_ _1"></span>nside<span class="_ _1"></span>rati<span class="_ _1"></span>on as<span class="_ _1"></span>set<span class="_ _1"></span>s &amp; liab<span class="_ _1"></span>iliti<span class="_ _1"></span>es, am<span class="_ _1"></span>or<span class="_ _1"></span>tis<span class="_ _1"></span>atio<span class="_ _1"></span>n of inta<span class="_ _1"></span>ngib<span class="_ _1"></span>le as<span class="_ _1"></span>set<span class="_ _1"></span>s and sha<span class="_ _1"></span>re-</div><div class="t m0 x39 h1d y339 ffd fs11 fc8 sc0 ls2b ws29">bas<span class="_ _1"></span>ed pay<span class="_ _1"></span>ment<span class="_ _1"></span>s. Re<span class="_ _1"></span>fer to no<span class="_ _1"></span>te 5 to the Fin<span class="_ _1"></span>anci<span class="_ _1"></span>al Stat<span class="_ _1"></span>ement<span class="_ _1"></span>s for r<span class="_ _1"></span>eco<span class="_ _1"></span>ncil<span class="_ _1"></span>iatio<span class="_ _1"></span>n of Gro<span class="_ _1"></span>up and Di<span class="_ _1"></span>vis<span class="_ _1"></span>iona<span class="_ _1"></span>l Under<span class="_ _1"></span>ly<span class="_ _1"></span>ing Op<span class="_ _1"></span>era<span class="_ _1"></span>ting Pr<span class="_ _1"></span>ofit to s<span class="_ _1"></span>tat<span class="_ _1"></span>uto<span class="_ _1"></span>ry o<span class="_ _1"></span>per<span class="_ _1"></span>atin<span class="_ _1"></span>g profi<span class="_ _1"></span>t/(l<span class="_ _1"></span>oss) </div><div class="t m0 x39 h1d y33a ffd fs11 fc8 sc0 ls2b ws29">for c<span class="_ _1"></span>ontin<span class="_ _1"></span>uing<span class="_ _1"></span>, dis<span class="_ _1"></span>coun<span class="_ _1"></span>ted and to<span class="_ _1"></span>tal o<span class="_ _1"></span>per<span class="_ _1"></span>atio<span class="_ _1"></span>ns</div><div class="t m0 x18 h1d y33b ffd fs11 fc8 sc0 ls2b ws29">3 <span class="_ _15"> </span> <span class="_ _1c"></span>Refe<span class="_ _1"></span>r to note 3<span class="_ _1"></span>4 to the Fi<span class="_ _1"></span>nanc<span class="_ _1"></span>ial Sta<span class="_ _1"></span>temen<span class="_ _1"></span>ts</div><div class="t m0 x18 h1d y33c ffd fs11 fc8 sc0 ls2b ws29">4 <span class="_ _15"> </span> <span class="_ _1c"></span>Refe<span class="_ _1"></span>r to note 36 t<span class="_ _1"></span>o the Fina<span class="_ _1"></span>ncia<span class="_ _1"></span>l State<span class="_ _1"></span>ment<span class="_ _1"></span>s</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   15<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   15<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pf12" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc12 w4 h0"><img src="data:image/png;base64,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class="bi x0 y371 w5 h4f" alt="" /><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">16<span class="_ _13"> </span>17</div><div class="t m0 x19 he y1e ff10 fs6 fc4 sc0 ls11 wse">OVERVIEW</div><div class="t m0 x6 h29 y1de ffb fs5 fc7 sc0 ls1 ws0">Goodwill - 31 December 2025: £16.9m  </div><div class="t m0 x6 h2a y372 ff13 fs5 fc7 sc0 ls1 ws0">(31 December 2024: £16.9m)</div><div class="t m0 x6 h13 y373 ffd fs8 fc8 sc0 ls14 ws11">The carrying v<span class="_ _2"></span>alue of goodwill r<span class="_ _2"></span>elates to <span class="_ _2"></span>previous acquisitions in </div><div class="t m0 x6 h13 y374 ffd fs8 fc8 sc0 ls14 ws11">the Surveying &amp; V<span class="_ _0"></span>aluation Division of £9.9m and <span class="_ _2"></span>Financial Services </div><div class="t m0 x6 h13 y375 ffd fs8 fc8 sc0 ls14 ws11">Division of £7.0m.</div><div class="t m0 x6 h29 y376 ffb fs5 fc7 sc0 ls1 ws0">Other intangibles - 31 December 2025: £29.9m  </div><div class="t m0 x6 h2a y377 ff13 fs5 fc7 sc0 ls1 ws0">(31 December 2024: £29.9m) </div><div class="t m0 x6 h13 y378 ffd fs8 fc8 sc0 ls14 ws11">Additions of £3.1m int<span class="_ _2"></span>angible assets w<span class="_ _2"></span>ere driven b<span class="_ _2"></span>y the increased </div><div class="t m0 x6 h13 y379 ffd fs8 fc8 sc0 ls14 ws11">inves<span class="_ _2"></span>tment in A<span class="_ _0"></span>VM software in the Surve<span class="_ _2"></span>ying and V<span class="_ _0"></span>aluation Division </div><div class="t m0 x6 h13 y37a ffd fs8 fc8 sc0 ls14 ws11">of £1.9m, and dev<span class="_ _2"></span>elopment of new and <span class="_ _2"></span>existing CRM <span class="_ _2"></span>within Financial </div><div class="t m0 x6 h13 y37b ffd fs8 fc8 sc0 ls14 ws11">Services of £1.1m. T<span class="_ _6"></span>otal amortisation of £3.0m w<span class="_ _2"></span>as charg<span class="_ _2"></span>ed in the </div><div class="t m0 x6 h13 y37c ffd fs8 fc8 sc0 ls14 ws11">year (2024: £3.0m). The <span class="_ _2"></span>carrying value of <span class="_ _2"></span>all franchise agr<span class="_ _2"></span>eements </div><div class="t m0 x6 h13 y37d ffd fs8 fc8 sc0 ls14 ws11">was £10.0m a<span class="_ _2"></span>t 31 December 2025 (2024: £10.9m), the <span class="_ _2"></span>acquired </div><div class="t m0 x6 h13 y37e ffd fs8 fc8 sc0 ls14 ws11">relationship <span class="_ _2"></span>assets wer<span class="_ _2"></span>e £7.7m (2024: £8.5m) and softw<span class="_ _2"></span>are assets </div><div class="t m0 x6 h13 y37f ffd fs8 fc8 sc0 ls14 ws11">of £5.2m (2024: £3.6m). Br<span class="_ _2"></span>and int<span class="_ _2"></span>angibles of £6.9m remained </div><div class="t m0 x6 h13 y380 ffd fs8 fc8 sc0 ls14 ws11">unchanged during the y<span class="_ _2"></span>ear<span class="_ _6"></span>. </div><div class="t m0 x6 h29 y381 ffb fs5 fc7 sc0 ls1 ws0">Property<span class="_ _6"></span>, plant and equipment and right<span class="_ _2"></span>-of<span class="_ _2"></span>-use assets - </div><div class="t m0 x6 h29 y382 ffb fs5 fc7 sc0 ls1 ws0">31 December 2025: £7.7m  </div><div class="t m0 x6 h2a y383 ff13 fs5 fc7 sc0 ls1 ws0">(31 December 2024: £6.4m)  </div><div class="t m0 x6 h13 y384 ffd fs8 fc8 sc0 ls14 ws11">Capital e<span class="_ _2"></span>xpenditure on owned <span class="_ _2"></span>PPE was £1.2m (2024: <span class="_ _2"></span>£0.9m), </div><div class="t m0 x6 h13 y385 ffd fs8 fc8 sc0 ls14 ws11">reflecting <span class="_ _2"></span>ongoing IT inv<span class="_ _2"></span>estment acr<span class="_ _2"></span>oss all Divisions. Ther<span class="_ _2"></span>e has also </div><div class="t m0 x6 h13 y386 ffd fs8 fc8 sc0 ls14 ws11">been £3.6m of additions in ne<span class="_ _2"></span>w offices and car lease <span class="_ _2"></span>agreements.</div><div class="t m0 x6 h29 y387 ffb fs5 fc7 sc0 ls1 ws0">Financial assets (tot<span class="_ _2"></span>al current and non-curr<span class="_ _2"></span>ent) -   </div><div class="t m0 x6 h29 y388 ffb fs5 fc7 sc0 ls1 ws0">31 December 2025: £1.0m  </div><div class="t m0 x6 h2a y389 ff13 fs5 fc7 sc0 ls1 ws0">(31 December 2024: £6.6m) </div><div class="t m0 x6 h2a y38a ff13 fs5 fc7 sc0 ls1 ws0">Contingen<span class="_ _2"></span>t considera<span class="_ _2"></span>tion receiv<span class="_ _2"></span>able <span class="ff17"> </span></div><div class="t m0 x6 h2a y38b ff13 fs5 fc7 sc0 ls1 ws0">31 December 2025: £nil (31 December 2024: £5.8m) </div><div class="t m0 x6 h13 y38c ffd fs8 fc8 sc0 ls14 ws11">During 2023 the Gr<span class="_ _2"></span>oup disposed of Gr<span class="_ _2"></span>oup Firs<span class="_ _2"></span>t, RSC and Embr<span class="_ _2"></span>ace </div><div class="t m0 x6 h13 y38d ffc fs8 fc8 sc0 ls1 ws0">D<span class="ffd ls14 ws11">2C br<span class="_ _2"></span>oker<span class="_ _2"></span>age businesses <span class="_ _2"></span>to Pivot<span class="_ _2"></span>al Growth, <span class="_ _2"></span>with contingen<span class="_ _2"></span>t </span></div><div class="t m0 x6 h13 y38e ffd fs8 fc8 sc0 ls14 ws11">consider<span class="_ _2"></span>ation receiv<span class="_ _2"></span>able in 2025. In Sept<span class="_ _2"></span>ember 2025, the Gr<span class="_ _2"></span>oup </div><div class="t m0 x6 h13 y38f ffd fs8 fc8 sc0 ls14 ws11">received <span class="_ _2"></span>final contingen<span class="_ _2"></span>t consider<span class="_ _2"></span>ation of £5.5m aft<span class="_ _2"></span>er working c<span class="_ _2"></span>apital </div><div class="t m0 x6 h13 y390 ffd fs8 fc8 sc0 ls14 ws11">adjustments of <span class="_ _2"></span>£0.2m. </div><div class="t m0 x6 h2a y391 ff13 fs5 fc7 sc0 ls1 ws0">Equity instrumen<span class="_ _2"></span>ts in unlisted c<span class="_ _2"></span>ompanies <span class="ff17"> </span></div><div class="t m0 x6 h2a y392 ff13 fs5 fc7 sc0 ls1 ws0">31 December 2025: £1.0m (31 December 2024: £0.8m) </div><div class="t m0 x6 h13 y393 ffd fs8 fc8 sc0 ls14 ws11">There w<span class="_ _2"></span>as a £0.2m increase <span class="_ _2"></span>in the fair <span class="_ _2"></span>value of units held <span class="_ _2"></span>in The </div><div class="t m0 x6 h13 y394 ffd fs8 fc8 sc0 ls14 ws11">Openwork P<span class="_ _2"></span>artnership <span class="_ _2"></span>LLP of £0.6m at 31 <span class="_ _2"></span>December 2025 (31 </div><div class="t m0 x6 h13 y395 ffd fs8 fc8 sc0 ls14 ws11">December 2024: £0.4m). The f<span class="_ _2"></span>air value <span class="_ _2"></span>has been reassessed as </div><div class="t m0 x6 h13 y396 ffd fs8 fc8 sc0 ls14 ws11">£0.6m at 31 December <span class="_ _2"></span>2025, with our valua<span class="_ _2"></span>tion based on an </div><div class="t m0 x6 h13 y397 ffd fs8 fc8 sc0 ls14 ws11">estimat<span class="_ _2"></span>ed strik<span class="_ _2"></span>e price which has <span class="_ _2"></span>been calculat<span class="_ _2"></span>ed using the strik<span class="_ _0"></span>e<span class="_ _1"></span> </div><div class="t m0 x6 h13 y398 ffd fs8 fc8 sc0 ls14 ws11">price from <span class="_ _2"></span>most recen<span class="_ _2"></span>tly ex<span class="_ _2"></span>ecuted tr<span class="_ _2"></span>ading windows. </div><div class="t m0 x6 h13 y399 ffd fs8 fc8 sc0 ls14 ws11">There w<span class="_ _2"></span>as no change in the <span class="_ _2"></span>fair v<span class="_ _2"></span>alue of shares <span class="_ _2"></span>held in T<span class="_ _2"></span>wen<span class="_ _2"></span>ty7tec </div><div class="t m0 x6 h13 y39a ffd fs8 fc8 sc0 ls14 ws11">Group Limit<span class="_ _2"></span>ed at 31 December 2025, <span class="_ _2"></span>remained at <span class="_ _2"></span>£0.4m (31 </div><div class="t m0 x6 h13 y39b ffd fs8 fc8 sc0 ls14 ws11">December 2024: £0.4m). </div><div class="t m0 x3f h29 y1de ffb fs5 fc7 sc0 ls1 ws0">Loans to joint v<span class="_ _2"></span>enture - 31 December 2025: £13.8m  </div><div class="t m0 x3f h2a y372 ff13 fs5 fc7 sc0 ls1 ws0">(31 December 2024: £7.6m) </div><div class="t m0 x3f h13 y373 ffd fs8 fc8 sc0 ls14 ws11">In December 2024, the Gr<span class="_ _2"></span>oup pro<span class="_ _2"></span>vided funding of £7.6m to <span class="_ _2"></span>its joint </div><div class="t m0 x3f h13 y374 ffd fs8 fc8 sc0 ls14 ws11">ventur<span class="_ _2"></span>e Pivotal <span class="_ _2"></span>Growth in <span class="_ _2"></span>the form <span class="_ _2"></span>of 10% unsecured loan <span class="_ _2"></span>notes </div><div class="t m0 x3f h13 y375 ffd fs8 fc8 sc0 ls14 ws11">with additions of £5.3m in the <span class="_ _2"></span>year<span class="_ _6"></span>. No repa<span class="_ _2"></span>yments w<span class="_ _2"></span>ere made in </div><div class="t m0 x3f h13 y39c ffd fs8 fc8 sc0 ls14 ws11">2025 with £0.9m of in<span class="_ _2"></span>teres<span class="_ _2"></span>t income r<span class="_ _2"></span>ecognised during the period. </div><div class="t m0 x3f h13 y39d ffd fs8 fc8 sc0 ls14 ws11">In January 2026, Mottram <span class="_ _2"></span>T<span class="_ _6"></span>opco repaid £10.6m out of the £13.8m </div><div class="t m0 x3f h13 y39e ffd fs8 fc8 sc0 ls14 ws11">loan notes outs<span class="_ _2"></span>tanding in cash. <span class="_ _2"></span>£3.2m were <span class="_ _2"></span>conv<span class="_ _2"></span>erted to equity </div><div class="t m0 x3f h13 y39f ffd fs8 fc8 sc0 ls14 ws11">inves<span class="_ _2"></span>tment in Mottr<span class="_ _2"></span>am T<span class="_ _6"></span>opco. </div><div class="t m0 x3f h29 y3a0 ffb fs5 fc7 sc0 ls1 ws33">Inves<span class="_ _2"></span>tment in joint v<span class="_ _2"></span>enture - 31 December 2025: £15.0m </div><div class="t m0 x3f h2a y3a1 ff13 fs5 fc7 sc0 ls1 ws0">(31 December 2024: £11.6m) </div><div class="t m0 x3f h13 y3a2 ffd fs8 fc8 sc0 ls14 ws11">Our 46.<span class="ls1 ws0">8</span>% int<span class="_ _2"></span>erest <span class="_ _2"></span>in the Pivot<span class="_ _2"></span>al Growth join<span class="_ _2"></span>t ventur<span class="_ _2"></span>e is accoun<span class="_ _2"></span>ted </div><div class="t m0 x3f h13 y3a3 ffd fs8 fc8 sc0 ls14 ws11">for <span class="_ _2"></span>using the equity method. The c<span class="_ _2"></span>arrying value r<span class="_ _2"></span>eflects the </div><div class="t m0 x3f h13 y3a4 ffd fs8 fc8 sc0 ls14 ws11">movement in<span class="_ _2"></span> our equity inv<span class="_ _2"></span>estment during <span class="_ _2"></span>the period of £2.6m, </div><div class="t m0 x3f h13 y3a5 ffd fs8 fc8 sc0 ls14 ws11">together with <span class="_ _2"></span>our share of pr<span class="_ _2"></span>ofit aft<span class="_ _2"></span>er tax of <span class="_ _2"></span>£0.8m. </div><div class="t m0 x3f h29 y3a6 ffb fs5 fc7 sc0 ls5 ws0">Inves<span class="_ _2"></span>tment in subleases (tot<span class="_ _2"></span>al current and non-curr<span class="_ _2"></span>ent) - </div><div class="t m0 x3f h29 y3a7 ffb fs5 fc7 sc0 ls1 ws0">31 December 2025 £0.3m  </div><div class="t m0 x3f h2a y3a8 ff13 fs5 fc7 sc0 ls1 ws0">(31 December 2024: £0.8m) </div><div class="t m0 x3f h13 y3a9 ffd fs8 fc8 sc0 ls14 ws11">The Group <span class="_ _2"></span>is an intermedia<span class="_ _2"></span>te lessor<span class="_ _6"></span>, following <span class="_ _2"></span>the Est<span class="_ _2"></span>ate Agency </div><div class="t m0 x3f h13 y3aa ffd fs8 fc8 sc0 ls14 ws11">conv<span class="_ _2"></span>ersion t<span class="_ _2"></span>o a wholly fr<span class="_ _2"></span>anchised model with the carrying <span class="_ _2"></span>value now </div><div class="t m0 x3f h13 y3ab ffd fs8 fc8 sc0 ls14 ws11">at £0.3m. </div><div class="t m0 x3f h2b y3ac ff16 fs5 fc7 sc0 ls1 ws0">Loans to fr<span class="_ _2"></span>anchisees and appoint<span class="_ _2"></span>ed represen<span class="_ _2"></span>tatives </div><div class="t m0 x3f h2b y3ad ff16 fs5 fc7 sc0 ls1 ws0">(network firms) - 31 December 2025: £3.7m <span class="ffb"> </span></div><div class="t m0 x3f h2a y3ae ff13 fs5 fc7 sc0 ls1 ws0">(31 December 2024: £1.8m</div><div class="t m0 xc1 h50 y3af ff13 fs1b fc7 sc0 ls1 ws0">1</div><div class="t m0 xc2 h2a y3ae ff13 fs5 fc7 sc0 ls1 ws0">) </div><div class="t m0 x3f h13 y3b0 ffd fs8 fc8 sc0 ls14 ws11">V<span class="_ _0"></span>arious sized working c<span class="_ _2"></span>apital loan f<span class="_ _2"></span>acility agreemen<span class="_ _2"></span>ts are in <span class="_ _2"></span>place </div><div class="t m0 x3f h13 y3b1 ffd fs8 fc8 sc0 ls14 ws11">with franchisees <span class="_ _2"></span>of the Est<span class="_ _2"></span>ate  Ag<span class="_ _2"></span>ency Franchising Division <span class="_ _2"></span>which </div><div class="t m0 x3f h13 y3b2 ffd fs8 fc8 sc0 ls14 ws11">has av<span class="_ _2"></span>ailability over a <span class="_ _2"></span>range of <span class="_ _2"></span>periods from 31 Decemb<span class="_ _2"></span>er 2024 to </div><div class="t m0 x3f h13 y3b3 ffd fs8 fc8 sc0 ls14 ws11">31 December 2025, ar<span class="_ _2"></span>e repa<span class="_ _2"></span>yable in full within <span class="_ _2"></span>24 months fr<span class="_ _2"></span>om the </div><div class="t m0 x3f h13 y3b4 ffd fs8 fc8 sc0 ls14 ws11">respective <span class="_ _2"></span>period end and may <span class="_ _2"></span>bear fixed<span class="_ _2"></span> rat<span class="_ _2"></span>e inter<span class="_ _2"></span>est. In addition, </div><div class="t m0 x3f h13 y3b5 ffd fs8 fc8 sc0 ls14 ws11">during the year<span class="_ _6"></span>, the Gr<span class="_ _2"></span>oup issued loans to fr<span class="_ _2"></span>anchisees f<span class="_ _2"></span>or lettings </div><div class="t m0 x3f h13 y3b6 ffd fs8 fc8 sc0 ls14 ws11">book acquisitions. A<span class="_ _2"></span>t 31 December 2025, £3.1m in principal <span class="_ _2"></span>loan </div><div class="t m0 x3f h13 y3b7 ffd fs8 fc8 sc0 ls14 ws11">amounts wer<span class="_ _2"></span>e dra<span class="_ _2"></span>wn down/issued (31 December 2024: <span class="_ _2"></span>£1.4m). </div><div class="t m0 x3f h13 y3b8 ffd fs8 fc8 sc0 ls14 ws11">Loans to Financial Services appoin<span class="_ _2"></span>ted repr<span class="_ _2"></span>esent<span class="_ _2"></span>atives ar<span class="_ _2"></span>e gran<span class="_ _2"></span>ted </div><div class="t m0 x3f h13 y3b9 ffd fs8 fc8 sc0 ls14 ws11">in certain cir<span class="_ _2"></span>cumst<span class="_ _2"></span>ances to support br<span class="_ _2"></span>ok<span class="_ _2"></span>ers upon <span class="_ _2"></span>joining the PRIMIS </div><div class="t m0 x3f h13 y3ba ffd fs8 fc8 sc0 ls14 ws11">network and w<span class="_ _2"></span>ere £0.6m as a<span class="_ _2"></span>t 31 December 2025 (31 December </div><div class="t m0 x3f h13 y3bb ffd fs8 fc8 sc0 ls14 ws11">2024: £0.5m). </div><div class="t m0 x3f h2b y3bc ff16 fs5 fc7 sc0 ls1 ws0">Financial liabilities (total curr<span class="_ _2"></span>ent and non-curr<span class="_ _2"></span>ent) -<span class="ffb"> </span></div><div class="t m0 x3f h29 y3bd ffb fs5 fc7 sc0 ls1 ws0">31 December 2025: £9.8m  </div><div class="t m0 x3f h2a y3be ff13 fs5 fc7 sc0 ls1 ws0">(31 December 2024: £9.1m)</div><div class="t m0 x3f h2b y3bf ff16 fs5 fc7 sc0 ls1 ws0">Contingen<span class="_ _2"></span>t consider<span class="_ _2"></span>ation liabilities - <span class="ffb"> </span></div><div class="t m0 x3f h29 y3c0 ffb fs5 fc7 sc0 ls1 ws0">31 December 2025: £3.3m  </div><div class="t m0 x3f h2a y3c1 ff13 fs5 fc7 sc0 ls1 ws0">(31 December 2024: £3.3m)</div><div class="t m0 x3f h13 y3c2 ffd fs8 fc8 sc0 ls14 ws11">Contingent <span class="_ _2"></span>considera<span class="_ _2"></span>tion liabilities rela<span class="_ _2"></span>te solely t<span class="_ _2"></span>o the cost <span class="_ _2"></span>of </div><div class="t m0 x3f h13 y3c3 ffd fs8 fc8 sc0 ls14 ws11">acquiring the int<span class="_ _2"></span>angible relati<span class="_ _2"></span>onship assets in T<span class="_ _6"></span>enetLime in February </div><div class="t m0 x3f h13 y3c4 ffd fs8 fc8 sc0 ls14 ws11">2024, with the consider<span class="_ _2"></span>ation of £3.3m <span class="_ _2"></span>adjusted a<span class="_ _2"></span>t 31 December </div><div class="t m0 x3f h13 y3c5 ffd fs8 fc8 sc0 ls14 ws11">2025 f<span class="_ _2"></span>or the lates<span class="_ _2"></span>t update <span class="_ _2"></span>of ret<span class="_ _2"></span>ained advisers and <span class="_ _2"></span>discounting. </div><div class="t m0 x6 h46 y2ca ffd fs1 fc6 sc0 ls1 ws0">Group Bal<span class="_ _2"></span>ance Sheet R<span class="_ _2"></span>eview</div><div class="t m0 x6 h45 y21 ffd fs4 fc6 sc0 ls1 ws0">F<span class="_ _2"></span>i<span class="_ _0"></span>n<span class="_ _2"></span>a<span class="_ _0"></span>nc<span class="_ _0"></span>i<span class="_ _2"></span>a<span class="_ _2"></span>l a<span class="_ _0"></span>nd D<span class="_ _2"></span>i<span class="_ _2"></span>v<span class="_ _2"></span>i<span class="_ _0"></span>s<span class="_ _2"></span>i<span class="_ _2"></span>on<span class="_ _6"></span>a<span class="_ _2"></span>l R<span class="_ _0"></span>ev<span class="_ _2"></span>i<span class="_ _2"></span>e<span class="_ _0"></span>ws <span class="ffc fs18 ls64 ws5f">con<span class="_ _2"></span>tin<span class="_ _2"></span>ued</span></div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   16<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   16<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pf13" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc13 w4 h0"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABKsAAATfCAIAAABCr+MIAAAACXBIWXMAABYlAAAWJQFJUiTwAAAdvElEQVR42uzdT4icZx3A8d/zvjOzs8nuZhvbYIyBikmxSqpILD1IrUapBw/Fg2IK0iIo6KUHtR6EUgoVjIgieLFoidhTMdqDByXR5uIh5BKaINql0IpN0yZNs9luZndnXg/v/NvdJoRCZR/n84GQ3ezO7ObhneH5Pu+/dNsXfhgRF/78REQsrlSdXsDEmipitpWOnTjz7SefTREx+BOjv0efpuGnafgE4/+26UvjD03jj3inL2z80Slt+B2GX0zpRk+VNv26m78/rfsrxn/apm9OaeN/Z/QbpBv9oOs+cMNvmNb/B0ePG/sd3/mZBw8e+zU2Dl0ae/S6J07X/Ybxn7jxp9/wmdP6Z36P7Z7b9odv3R8Rb1yrvJDJy63tFBGXOlXPxktWZpsxVSaTZ3Kc7hZGAQAAYEIoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCMC7sq3VMAgA/0tlMgZkqVEoQBjTKiMiXnz5DUNBXj5821xErHQrQ0FeisEcumfjJb9pdIqIVZsuGb7xKkAYqdfzXvrPRUNBXvbOz0SEACTTd91eZdslM8P9fxYvyM5UmRQgjNTreafOvmIoyMtn7/hARKz1jAS5veumiIhVmy65cQgomaq3XAUI6yYiEfHq61eMBhmZn27t37UjHIxEhqYbERHXukaCzEyVERHLa952yW26WyhA2PRu/tTv/97tWY4mJx99/y0R0asqByORlyJFkVLYfU2GphspIjoWL8hu0y0VIGx6N3/u+bOGgrx87eC+iFheMxJkplVERKw5C5DcDA8BtQuQ/N54y6QAYeO7+QsLrxoNMtJulnffvisiVuxFIbutt4xwCCg5zqGLCJdfJkPNQfkpQIiI2NaIiDh5emH52qrRICP37ttdf2AqQl6K1L/4luPoyE59/uqyTZfc1OtuChD6E5GpMkXET46eMBpkpEzpkfsORMSSi8CQm+2NCIeAkuccuj5/1TVsyUtjMN1VgDCaiJxbOH/q7MtGg4x8+RMfet9MOyxFk+1EZNFRF+RmppkiYnHF2gXZbbqjjxUgJiL9ich3fvSs0SAj7Wb53c9/3ESEfCcinW7l6GXyUl9HsVdVHTsAyUqz6B94rwBhNBE5duLMP156zWiQkQcP7jcRIeuJyJIL2JKVIsX2ZoqIJfuuyc1sc/3GbESYZNNlfyLy5FN/MRpk5K49O7/56TtNRMhOGkxEltfcwZLMzAxOXrXuRl62N/onrypAiGbRX8w78vTxf7922YCQi/np1q8OfyYiVromImTmlqkoUupVlR2A5GW22b+RmpNXyUu77N/yWgFCFCl2tFJEnDy98NPf/s2AkM1bebN85qFDEdGrqismImRlrtlfh768YjDIyXTZv2TAWytOXiUnjdS/dpEChEgR862IiHML5w//4KgBIRdlSkceuKe+/uebHeNBZnPoehfK5Y7jP8lsDj04/a9yBwjymu7Ota6zVRsdJvD1UB+GdOHS4le+9+tuz9s5eWg3yyMP3HP37bvqObQpNHnl33AOvWbbJR/Non/E0Eq3ct8dMlKm2NHaePqfAmRCNVLMT/VfDF/9/tMX33o7IhkWtr756dYzDx2q9/4trphDk5O5wQlUy2vm0ORkuHKx0nXUPTkZrlxcdz5sjJgc7bJ/MPSFS4uf+8YvLl5525iQhbv27Kwv/RIRlzvyj2wMj7mIiKur1TX5Rz6GKxedbuXqL2RkuHKhAJl0RYrtjf5p3CdPv3j40aPdXs/OP7a+drN88OD++sYPvap6sxPqj1xMFTE7WIS2ckFGGinmBofPLa3acU1O092ZRn/lQgEy6cbXQn78m+M//93zPef+seWVKR36yJ4nvvSp+lPHIJGRZhGzg8t+Wrkgrwn0XLN/o+CwckE+UsRMs7+r42YoQCal/c4tnH/0Z388dfaVcOYfObTfI/cdqM/661XV0mq47x9ZaKSYGZtA239CRu03PFYoIjrd6uqqlQvyaL/2TRz2qQD5/38lTJXRKkY7wS9cWnzsl386dvxMJPXH1tVulp/84K1f/Nje++/cO/xHp06RS/hNrb/psFOnyEKZolXEdGN0ycSVbnV1LdywhCymu+1ytOKmAJkg9WafIhopihRT618Jdfs999cX3PKBLTbnSLtmp+uPD+zZuaPdunff7vo2D0N2nrCV33XrqXMR0So3HnfU6VZLJtBsyRlzXXlFRJmiUaxbs4iItV51dTUc9snWn+6Or1m8y5dD5Z5SAAAAE5KUhgAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAhgAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAADATWkYgvfOP7/+mEEAAIAt4o6jjxuEVFWVUQAAAJgEjgIFAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAE6vq9gwCAAoQACbCvx5+3CAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQj8t/06kAEAAAAY5G99j68sAgAAAwQAAMAAAQAAMEAAAAAMEAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAAAwQAACAvwBQvcmtO3KeiAAAAABJRU5ErkJggg==" class="bi x0 y3c6 w5 h51" alt="" /><div class="t m0 xf he y1f ff11 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">16<span class="_ _13"> </span>17</div><div class="t m0 xe he y1e ff12 fs6 fc4 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span>FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span>CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="fc0 ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="fc4 ls11 wse">OVERVIEW</span></span></div><div class="t m0 x18 h2b y1de ff16 fs5 fc7 sc0 ls1 ws0">IFRS 16 lease financial liabilities - <span class="ffb"> </span></div><div class="t m0 x18 h29 y372 ffb fs5 fc7 sc0 ls1 ws0">31 December 2025: £6.5m  </div><div class="t m0 x18 h2a y3c7 ff13 fs5 fc7 sc0 ls1 ws0">(31 December 2024: £5.8m)</div><div class="t m0 x18 h13 y3c8 ffd fs8 fc8 sc0 ls14 ws11">The movemen<span class="_ _2"></span>t in the period r<span class="_ _2"></span>eflects paymen<span class="_ _2"></span>t of lease liabilities of </div><div class="t m0 x18 h13 y3c9 ffd fs8 fc8 sc0 ls14 ws11">£3.0m and disposals on assignmen<span class="_ _2"></span>t to fr<span class="_ _2"></span>anchisees of £0.3m, off<span class="_ _2"></span>set by </div><div class="t m0 x18 h13 y3ca ffd fs8 fc8 sc0 ls14 ws11">new lease additions of £3.5m. </div><div class="t m0 x18 h2b y377 ff16 fs5 fc7 sc0 ls1 ws0">Provision f<span class="_ _2"></span>or liabilities (total curr<span class="_ _2"></span>ent and non-curren<span class="_ _2"></span>t) -<span class="ffb"> </span></div><div class="t m0 x18 h29 y3cb ffb fs5 fc7 sc0 ls1 ws0">31 December 2025: £11.3m  </div><div class="t m0 x18 h2a y3cc ff13 fs5 fc7 sc0 ls1 ws0">(31 December 2024: £10.4m)</div><div class="t m0 x18 h13 y3cd ffd fs8 fc8 sc0 ls14 ws11">PI claim pr<span class="_ _2"></span>ovisions of £4.3m (31 December 2024: £2.6m) <span class="_ _2"></span>include </div><div class="t m0 x18 h13 y3ce ffd fs8 fc8 sc0 ls14 ws11">the Surveying &amp; V<span class="_ _0"></span>aluation PI pr<span class="_ _2"></span>ovision of £3.6m (31 December </div><div class="t m0 x18 h13 y3cf ffd fs8 fc8 sc0 ls14 ws11">2024: £1.9m) and the Financial Services PI pr<span class="_ _2"></span>ovision of £0.7m </div><div class="t m0 x18 h13 y3d0 ffd fs8 fc8 sc0 ls14 ws11">(31 December 2024: £0.4m). The Gr<span class="_ _2"></span>oup has r<span class="_ _2"></span>ecognised an asset of </div><div class="t m0 x18 h13 y3d1 ffd fs8 fc8 sc0 ls14 ws11">£0.3m agains<span class="_ _2"></span>t receiv<span class="_ _2"></span>ed claims in other debt<span class="_ _2"></span>ors at <span class="_ _2"></span>31 December 2025 </div><div class="t m0 x18 h13 y3d2 ffd fs8 fc8 sc0 ls14 ws11">(31 December 2024: £0.3m). </div><div class="t m0 x18 h13 y3d3 ffd fs8 fc8 sc0 ls14 ws11">Dilapidations and r<span class="_ _2"></span>estructuring pr<span class="_ _2"></span>ovisions rela<span class="_ _2"></span>ting to the Es<span class="_ _2"></span>tat<span class="_ _2"></span>e </div><div class="t m0 x18 h13 y3d4 ffd fs8 fc8 sc0 ls14 ws11">Agency Fr<span class="_ _2"></span>anchising Division f<span class="_ _2"></span>ollowing the wholesale fr<span class="_ _2"></span>anchising in </div><div class="t m0 x18 h13 y3d5 ffd fs8 fc8 sc0 ls14 ws11">2023, tot<span class="_ _2"></span>alled £5.3m at 31 December <span class="_ _2"></span>2025 (31 December 2024: </div><div class="t m0 x18 h13 y3d6 ffd fs8 fc8 sc0 ls14 ws11">£6.0m).  </div><div class="t m0 x18 h29 y3d7 ffb fs5 fc7 sc0 ls1 ws0">Group Sta<span class="_ _2"></span>tement of Cash Flo<span class="_ _2"></span>ws -  </div><div class="t m0 x18 h29 y3d8 ffb fs5 fc7 sc0 ls1 ws0">31 December 2025: net cash £27.8m </div><div class="t m0 x18 h2a y3d9 ff13 fs5 fc7 sc0 ls1 ws0">(31 December 2024: net cash £32.4m)</div><div class="t m0 x18 h13 y3da ffd fs8 fc8 sc0 ls14 ws11">Opera<span class="_ _2"></span>ting cash flows <span class="_ _2"></span>bef<span class="_ _2"></span>ore movemen<span class="_ _2"></span>ts in working c<span class="_ _2"></span>apital w<span class="_ _2"></span>ere </div><div class="t m0 x18 h13 y3db ffd fs8 fc8 sc0 ls14 ws11">£33.5m (2024: £30.4m), r<span class="_ _2"></span>eflecting the higher underlying oper<span class="_ _2"></span>ating </div><div class="t m0 x18 h13 y3dc ffd fs8 fc8 sc0 ls14 ws11">profits g<span class="_ _2"></span>enerat<span class="_ _2"></span>ed in 2025. </div><div class="t m0 x18 h13 y3dd ffd fs8 fc8 sc0 ls14 ws11">The Group <span class="_ _2"></span>is highly cash gener<span class="_ _2"></span>ativ<span class="_ _2"></span>e and ordinarily achie<span class="_ _2"></span>ves a cash </div><div class="t m0 x18 h13 y3de ffd fs8 fc8 sc0 ls14 ws11">flow con<span class="_ _2"></span>version<span class="_ _2"></span> rat<span class="_ _2"></span>e of 75-100%. The r<span class="_ _2"></span>atio in 2025 <span class="_ _2"></span>was 91% (2024: </div><div class="t m0 x18 h13 y3df ffd fs8 fc8 sc0 ls14 ws11">112%), which sits inside the norma<span class="_ _2"></span>tive r<span class="_ _2"></span>ange. </div><div class="t m0 x18 h13 y3e0 ffd fs8 fc8 sc0 ls14 ws11">Over<span class="_ _2"></span>all net decrease in <span class="_ _2"></span>cash and cash <span class="_ _2"></span>equivalents in <span class="_ _2"></span>the year was </div><div class="t m0 x18 h13 y3e1 ffd fs8 fc8 sc0 ls14 ws11">£4.6m. After the oper<span class="_ _2"></span>ating c<span class="_ _2"></span>ash flow of £33.5m, mov<span class="_ _2"></span>ements in </div><div class="t m0 x18 h13 y3e2 ffd fs8 fc8 sc0 ls14 ws11">working capit<span class="_ _2"></span>al consumed £1.8m, inc<span class="_ _2"></span>ome ta<span class="_ _2"></span>xes, e<span class="_ _2"></span>xcep<span class="_ _2"></span>tional costs </div><div class="t m0 x18 h13 y3e3 ffd fs8 fc8 sc0 ls14 ws11">and leases tot<span class="_ _2"></span>alled £9.4m outflow<span class="_ _6"></span>, net cash e<span class="_ _2"></span>xpended on in<span class="_ _2"></span>vesting </div><div class="t m0 x18 h13 y3e4 ffd fs8 fc8 sc0 ls14 ws11">activities was £7.1m, and <span class="_ _2"></span>net cash e<span class="_ _2"></span>xpended in financing activities </div><div class="t m0 x18 h13 y3e5 ffd fs8 fc8 sc0 ls14 ws11">was £19.8m. The lar<span class="_ _2"></span>gest <span class="_ _2"></span>area of outflow w<span class="_ _2"></span>as dividends paid of </div><div class="t m0 x18 h13 y3e6 ffd fs8 fc8 sc0 ls14 ws11">£11.8m. </div><div class="t m0 x18 h13 y3e7 ffd fs8 fc8 sc0 ls14 ws11">Movements in <span class="_ _2"></span>working capit<span class="_ _2"></span>al in the year <span class="_ _2"></span>were an <span class="_ _2"></span>outflow of £1.8m </div><div class="t m0 x18 h13 y3e8 ffd fs8 fc8 sc0 ls14 ws11">(2024: £2.7m inflow), with <span class="_ _2"></span>the change impacted b<span class="_ _2"></span>y net working </div><div class="t m0 x18 h13 y3e9 ffd fs8 fc8 sc0 ls14 ws11">capital <span class="_ _2"></span>movements a<span class="_ _2"></span>t the end of December 2024.  <span class="_ _2"></span></div><div class="t m0 x87 h13 y3ea ffd fs8 fc8 sc0 ls14 ws11">Key c<span class="_ _2"></span>ash inflows <span class="_ _2"></span>in 2025 included: </div><div class="t m0 x87 h13 y3eb ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Receipt <span class="_ _2"></span>of contingen<span class="_ _2"></span>t consider<span class="_ _2"></span>ation of £5.5m (2024: £0.2m) <span class="_ _2"></span>in </span></div><div class="t m0 x55 h13 y3ec ffd fs8 fc8 sc0 ls14 ws11">relation <span class="_ _2"></span>to the disposals of EF<span class="_ _2"></span>S, Group <span class="_ _2"></span>First <span class="_ _2"></span>and RSC in H1 <span class="_ _2"></span>2023 to </div><div class="t m0 x55 h13 y3ed ffd fs8 fc8 sc0 ls14 ws11">Pivotal <span class="_ _2"></span>Growth.</div><div class="t m0 x87 h13 y3ee ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Franchisee and <span class="_ _2"></span>appointed r<span class="_ _2"></span>epresent<span class="_ _2"></span>ative loans <span class="_ _2"></span>repaid of £1.8m </span></div><div class="t m0 x55 h13 y3ef ffd fs8 fc8 sc0 ls14 ws11">(2024: £1.7m).</div><div class="t m0 x87 h13 y3f0 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Inter<span class="_ _2"></span>est r<span class="_ _2"></span>eceived of £1.0m fr<span class="_ _2"></span>om bank deposits (2024: £1.8m)</span></div><div class="t m0 x87 h13 y3f1 ffd fs8 fc8 sc0 ls14 ws11">Key c<span class="_ _2"></span>ash outflows in <span class="_ _2"></span>2025 included: </div><div class="t m0 x87 h13 y3f2 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Capital e<span class="_ _2"></span>xpenditure on PPE an<span class="_ _2"></span>d intangibles <span class="_ _2"></span>of £4.3m (2024: </span></div><div class="t m0 x55 h13 y3f3 ffd fs8 fc8 sc0 ls14 ws11">£3.0m). </div><div class="t m0 x87 h13 y3f4 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Exceptional <span class="_ _2"></span>costs paid of <span class="_ _2"></span>£3.9m (2024: £3.0m). </span></div><div class="t m0 x87 h13 y3f5 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Pa<span class="_ _2"></span>yment of the <span class="_ _2"></span>2024 final dividend and 2025 in<span class="_ _2"></span>terim dividend of </span></div><div class="t m0 x55 h13 y3f6 ffd fs8 fc8 sc0 ls14 ws11">£11.8m (2024: £11.8m) and the r<span class="_ _2"></span>epurchase of <span class="_ _2"></span>shares under the </div><div class="t m0 x55 h13 y3f7 ffd fs8 fc8 sc0 ls14 ws11">share buyback pr<span class="_ _2"></span>ogramme <span class="_ _2"></span>of £5.0m (2024: £0.8m).</div><div class="t m0 x87 h13 y3f8 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Loans to our join<span class="_ _2"></span>t ventur<span class="_ _2"></span>e, Pivot<span class="_ _2"></span>al of £5.3m (2024: £7.6m) and </span></div><div class="t m0 x55 h13 y3f9 ffd fs8 fc8 sc0 ls14 ws11">inves<span class="_ _2"></span>tment in equity <span class="_ _2"></span>of our joint ven<span class="_ _2"></span>ture of £2.6m <span class="_ _2"></span>(2024: £2.2m).</div><div class="t m0 x87 h13 y3fa ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Loans to fr<span class="_ _2"></span>anchisees to support <span class="_ _2"></span>lettings book acquisitions and </span></div><div class="t m0 x55 h13 y3fb ffd fs8 fc8 sc0 ls14 ws11">loans to appoin<span class="_ _2"></span>ted repr<span class="_ _2"></span>esenta<span class="_ _2"></span>tives of £3.8m (2024: <span class="_ _2"></span>£1.7m). </div><div class="t m0 x87 h13 y3fc ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Corpora<span class="_ _2"></span>tion tax paid <span class="_ _2"></span>in 2025 of £5.0m as the Gr<span class="_ _2"></span>oup r<span class="_ _2"></span>eturns to </span></div><div class="t m0 x55 h13 y3fd ffd fs8 fc8 sc0 ls14 ws11">more normalised t<span class="_ _2"></span>ax<span class="_ _2"></span>able profits (2024: <span class="_ _2"></span>£1.8m). </div><div class="t m0 x87 h2b y3fe ff16 fs5 fc7 sc0 ls1 ws0">Bank facilities </div><div class="t m0 x87 h13 y3ff ffd fs8 fc8 sc0 ls14 ws11">In January 2025, LSL agr<span class="_ _2"></span>eed an amendment and r<span class="_ _2"></span>est<span class="_ _2"></span>atement <span class="_ _2"></span>of its </div><div class="t m0 x87 h13 y400 ffd fs8 fc8 sc0 ls14 ws11">banking facility<span class="_ _6"></span>, putting in place a £60m c<span class="_ _2"></span>ommitted re<span class="_ _2"></span>volving credit </div><div class="t m0 x87 h13 y401 ffd fs8 fc8 sc0 ls14 ws11">facility<span class="_ _6"></span>, with a maturity da<span class="_ _2"></span>te of January 2030, r<span class="_ _2"></span>eplacing a £60m </div><div class="t m0 x87 h13 y402 ffd fs8 fc8 sc0 ls14 ws11">facility ma<span class="_ _2"></span>turing in Ma<span class="_ _2"></span>y 2026. The terms ha<span class="_ _2"></span>ve r<span class="_ _2"></span>emained materially </div><div class="t m0 x87 h13 y403 ffd fs8 fc8 sc0 ls14 ws11">the same as the pr<span class="_ _2"></span>evious f<span class="_ _2"></span>acility<span class="_ _0"></span>, provided b<span class="_ _2"></span>y the same syndic<span class="_ _2"></span>ate </div><div class="t m0 x87 h13 y404 ffd fs8 fc8 sc0 ls14 ws11">members as <span class="_ _2"></span>befor<span class="_ _2"></span>e, Barcla<span class="_ _2"></span>ys Bank <span class="_ _2"></span>UK plc, NatW<span class="_ _2"></span>est <span class="_ _2"></span>Bank plc and </div><div class="t m0 x87 h13 y405 ffd fs8 fc8 sc0 ls14 ws11">Santander <span class="_ _2"></span>UK plc. For further fle<span class="_ _2"></span>xibility to support <span class="_ _2"></span>growth, the </div><div class="t m0 x87 h13 y406 ffd fs8 fc8 sc0 ls14 ws11">facility r<span class="_ _2"></span>etains <span class="_ _2"></span>a £30m accordion, <span class="_ _2"></span>on reques<span class="_ _2"></span>t by LSL, subject to <span class="_ _2"></span>bank </div><div class="t m0 x87 h13 y407 ffd fs8 fc8 sc0 ls14 ws11">approv<span class="_ _2"></span>al.</div><div class="t m0 x87 h2b y408 ff16 fs5 fc7 sc0 ls1 ws0">Interna<span class="_ _2"></span>tional Accounting St<span class="_ _2"></span>andards (IAS)</div><div class="t m0 x87 h13 y409 ffd fs8 fc8 sc0 ls14 ws11">The Financial Sta<span class="_ _2"></span>tements f<span class="_ _2"></span>or the period ended <span class="_ _2"></span>31 December 2025 </div><div class="t m0 x87 h13 y40a ffd fs8 fc8 sc0 ls14 ws11">have <span class="_ _2"></span>been prepar<span class="_ _2"></span>ed in accor<span class="_ _2"></span>dance with UK-adopt<span class="_ _2"></span>ed IAS.</div><div class="t m0 x18 h1d y40b ffd fs11 fc8 sc0 ls2b ws29">1 <span class="_ _15"> </span>Refe<span class="_ _1"></span>r to note 35 to t<span class="_ _1"></span>he Fina<span class="_ _1"></span>ncia<span class="_ _1"></span>l State<span class="_ _1"></span>ment<span class="_ _1"></span>s</div><div class="t m0 x18 h10 y21 ffc fs4 fc6 sc0 ls1 ws0"> </div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   17<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   17<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pf14" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc14 w4 h0"><img 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class="bi x0 y40c w5 h52" alt="" /><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">18<span class="_ _13"> </span>19</div><div class="t m0 x19 he y1e ff10 fs6 fc4 sc0 ls11 wse">OVERVIEW</div><div class="t m0 x6 h45 y21 ffd fs4 fc6 sc0 ls1 ws0">F<span class="_ _2"></span>i<span class="_ _0"></span>n<span class="_ _2"></span>a<span class="_ _0"></span>nc<span class="_ _0"></span>i<span class="_ _2"></span>a<span class="_ _2"></span>l a<span class="_ _0"></span>nd D<span class="_ _2"></span>i<span class="_ _2"></span>v<span class="_ _2"></span>i<span class="_ _0"></span>s<span class="_ _2"></span>i<span class="_ _2"></span>on<span class="_ _6"></span>a<span class="_ _2"></span>l R<span class="_ _0"></span>ev<span class="_ _2"></span>i<span class="_ _2"></span>e<span class="_ _0"></span>ws <span class="ffc fs18 ls64 ws5f">con<span class="_ _2"></span>tin<span class="_ _2"></span>ued</span></div><div class="t m0 x6 h46 y2ca ffd fs1 fc6 sc0 ls6a ws65">Divisi<span class="_ _2"></span>onal R<span class="_ _2"></span>evie<span class="_ _2"></span>w</div><div class="t m0 x6 h28 y71 ff16 fs2 fc7 sc0 ls1 ws0">Business &amp; financial revie<span class="_ _2"></span>w</div><div class="t m0 xc3 h13 y40d ffd fs8 fc3 sc0 ls1 ws0">2025 Pr<span class="_ _2"></span>ofit &amp; Loss (£m)<span class="_ _46"> </span><span class="ffb">2025</span></div><div class="t m0 xc4 h13 y40e ffd fs8 fc3 sc0 ls1 ws0">Res<span class="_ _2"></span>tat<span class="_ _2"></span>ed </div><div class="t m0 x47 h13 y40d ffd fs8 fc3 sc0 ls1 ws0">2024</div><div class="t m0 xc5 h3a y40f ffd fs19 fc3 sc0 ls1 ws0">2</div><div class="t m0 xc6 h14 y40d ffc fs8 fc3 sc0 ls2c ws2b">Va<span class="_ _1"></span>r</div><div class="t m0 xc3 h11 y410 ffb fs8 fc3 sc0 ls1 ws0">Divisional group re<span class="_ _2"></span>venue </div><div class="t m0 xc3 h13 y411 ffd fs8 fc3 sc0 ls1 ws0">Surveying &amp; V<span class="_ _0"></span>aluation<span class="_ _47"> </span><span class="ffb">107.6<span class="_ _25"> </span></span>97.8<span class="_ _26"> </span>10%</div><div class="t m0 xc3 h13 y412 ffc fs8 fc3 sc0 ls1 ws0">Financial Services<span class="_ _48"> </span><span class="ffb">48.8<span class="_ _25"> </span><span class="ffd">48.4<span class="_ _23"> </span>1%</span></span></div><div class="t m0 xc3 h13 y413 ffc fs8 fc3 sc0 ls1 ws0">Esta<span class="_ _2"></span>te Agency Fr<span class="_ _2"></span>anchising<span class="_ _49"> </span><span class="ffb">26.5<span class="_ _25"> </span><span class="ffd">27.1<span class="_ _35"> </span>(2%)</span></span></div><div class="t m0 xc3 h13 y414 ffb fs8 fc3 sc0 ls1 ws0">Group rev<span class="_ _2"></span>enue<span class="_ _4a"> </span>182.9<span class="_ _22"> </span><span class="ffd">173.3<span class="_ _23"> </span>6%</span></div><div class="t m0 xc3 h2e y415 ff16 fs8 fc3 sc0 ls1 ws0">Divisional underlying opera<span class="_ _2"></span>ting profit/(Loss)</div><div class="t m0 xc3 h13 y416 ffd fs8 fc3 sc0 ls1 ws0">Surveying &amp; V<span class="_ _0"></span>aluation<span class="_ _4b"> </span><span class="ffb">23.5<span class="_ _25"> </span></span>22.5<span class="_ _23"> </span>4%</div><div class="t m0 xc3 h13 y417 ffc fs8 fc3 sc0 ls1 ws0">Financial Services<span class="_ _48"> </span><span class="ffb">11.0<span class="_ _2b"> </span><span class="ffd">8.6<span class="_ _26"> </span>28%</span></span></div><div class="t m0 xc3 h13 y418 ffc fs8 fc3 sc0 ls1 ws0">Esta<span class="_ _2"></span>te Agency Fr<span class="_ _2"></span>anchising<span class="_ _4c"> </span><span class="ffb">8.3<span class="_ _2b"> </span><span class="ffd">7.8<span class="_ _23"> </span>6%</span></span></div><div class="t m0 xc3 h13 y419 ffc fs8 fc3 sc0 ls1 ws0">Centr<span class="_ _2"></span>al costs<span class="_ _4d"> </span><span class="ffb">(10.2)<span class="_ _4e"> </span><span class="ffd">(11.1)<span class="_ _23"> </span>8%</span></span></div><div class="t m0 xc3 h2e y41a ff16 fs8 fc3 sc0 ls1 ws0">Group underlying oper<span class="_ _2"></span>ating profit fr<span class="_ _2"></span>om continuing oper<span class="_ _2"></span>ations<span class="_ _4f"> </span><span class="ffb">32.6<span class="_ _25"> </span><span class="ffd">27.8<span class="_ _26"> </span>17%</span></span></div><div class="t m0 xc3 h2e y41b ff16 fs8 fc3 sc0 ls1 ws0">Divisional opera<span class="_ _2"></span>ting profit/(loss)</div><div class="t m0 xc3 h13 y41c ffd fs8 fc3 sc0 ls1 ws0">Surveying &amp; V<span class="_ _0"></span>aluation<span class="_ _4b"> </span><span class="ffb">20.8<span class="_ _25"> </span></span>22.1<span class="_ _35"> </span>(6%)</div><div class="t m0 xc3 h13 y41d ffc fs8 fc3 sc0 ls1 ws0">Financial Services<span class="_ _50"> </span><span class="ffb">6.3<span class="_ _2b"> </span><span class="ffd">4.6<span class="_ _26"> </span>34%</span></span></div><div class="t m0 xc3 h13 y41e ffc fs8 fc3 sc0 ls1 ws0">Esta<span class="_ _2"></span>te Agency Fr<span class="_ _2"></span>anchising<span class="_ _4c"> </span><span class="ffb">6.4<span class="_ _2b"> </span><span class="ffd">6.6<span class="_ _35"> </span>(3%)</span></span></div><div class="t m0 xc3 h13 y41f ffc fs8 fc3 sc0 ls1 ws0">Centr<span class="_ _2"></span>al costs<span class="_ _4d"> </span><span class="ffb">(10.9)<span class="_ _4e"> </span><span class="ffd">(11.3)<span class="_ _23"> </span>4%</span></span></div><div class="t m0 xc3 h2e y420 ff16 fs8 fc3 sc0 ls1 ws0">Group oper<span class="_ _2"></span>ating profit fr<span class="_ _2"></span>om continuing oper<span class="_ _2"></span>ations<span class="_ _51"> </span><span class="ffb">22.6<span class="_ _25"> </span><span class="ffd">21.9<span class="_ _23"> </span>3%</span></span></div><div class="t m0 xc3 h13 y421 ffd fs8 fc3 sc0 ls1 ws0">Esta<span class="_ _2"></span>te Agency<span class="_ _2"></span>-discontinued oper<span class="_ _2"></span>ations<span class="_ _52"> </span><span class="ffb">(0.0)<span class="_ _2e"> </span></span>(0.5)<span class="_ _33"> </span>100%</div><div class="t m0 xc3 h2e y422 ff16 fs8 fc3 sc0 ls1 ws0">Group oper<span class="_ _2"></span>ating profit fr<span class="_ _2"></span>om total oper<span class="_ _2"></span>ations<span class="_ _53"> </span><span class="ffb">22.6<span class="_ _25"> </span><span class="ffd">21.4<span class="_ _23"> </span>6%</span></span></div><div class="t m0 x6 ha y423 ff17 fs2 fc3 sc0 ls1 ws0"> </div><div class="t m0 x6 h28 y424 ff16 fs2 fc7 sc0 ls1 ws0">Surveying &amp; V<span class="_ _6"></span>aluation Division </div><div class="t m0 x6 h13 y425 ffd fs8 fc8 sc0 ls14 ws11">Divisional rev<span class="_ _2"></span>enue increased t<span class="_ _2"></span>o £107.6m, an increase <span class="_ _2"></span>of 10% from </div><div class="t m0 x6 h13 y426 ffd fs8 fc8 sc0 ls14 ws11">the prior year (2024: <span class="_ _2"></span>£97.8m). Excluding Asse<span class="_ _2"></span>t Management, </div><div class="t m0 x6 h13 y427 ffd fs8 fc8 sc0 ls14 ws11">Surveying &amp; V<span class="_ _0"></span>aluation rev<span class="_ _2"></span>enue was £102.1m, an <span class="_ _2"></span>increase of 10% </div><div class="t m0 x6 h13 y428 ffd fs8 fc8 sc0 ls14 ws11">(2024: £92.5m), re<span class="_ _2"></span>flecting both the 9% incr<span class="_ _2"></span>ease in jobs perf<span class="_ _2"></span>ormed </div><div class="t m0 x6 h13 y429 ffd fs8 fc8 sc0 ls14 ws11">and the 1% incr<span class="_ _2"></span>ease in income per job. <span class="_ _2"></span>Continuing to gr<span class="_ _2"></span>ow survey<span class="_ _2"></span>or </div><div class="t m0 x6 h13 y42a ffd fs8 fc8 sc0 ls14 ws11">capacity and c<span class="_ _2"></span>apabilities, along with the intr<span class="_ _2"></span>oduction of an A<span class="_ _0"></span>VM </div><div class="t m0 x6 h13 y42b ffd fs8 fc8 sc0 ls14 ws11">model, the mark<span class="_ _2"></span>et shar<span class="_ _2"></span>e of surveyor led<span class="_ _2"></span> valuation w<span class="_ _2"></span>as c.39% (2024: </div><div class="t m0 x6 h13 y42c ffd fs8 fc8 sc0 ls14 ws11">38%). The <span class="ffc ls1 ws0">B</span>2C business c<span class="_ _2"></span>ontinued to <span class="_ _2"></span>grow in the <span class="_ _2"></span>period, with 2025 </div><div class="t m0 x6 h13 y42d ffd fs8 fc8 sc0 ls14 ws11">rev<span class="_ _2"></span>enue of £7.8m repr<span class="_ _2"></span>esenting a 16% incr<span class="_ _2"></span>ease on 2024. </div><div class="t m0 x6 h13 y42e ffd fs8 fc8 sc0 ls14 ws11">Surveying Underlying Oper<span class="_ _2"></span>ating Pr<span class="_ _2"></span>ofit increased <span class="_ _2"></span>by 4% to £23.5m </div><div class="t m0 x6 h13 y42f ffd fs8 fc8 sc0 ls14 ws11">(2024: £22.5m), despite c<span class="_ _2"></span>ontinued in<span class="_ _2"></span>vestment <span class="_ _2"></span>in technology and </div><div class="t m0 x6 h13 y430 ffd fs8 fc8 sc0 ls14 ws11">surveyor c<span class="_ _2"></span>apacity<span class="_ _0"></span>.</div><div class="t m0 x6 h13 y431 ffd fs8 fc8 sc0 ls14 ws11">Asset Management <span class="_ _2"></span>revenues <span class="_ _2"></span>grew by 6% <span class="_ _2"></span>in the year t<span class="_ _2"></span>o £5.5m (2024: </div><div class="t m0 x6 h13 y432 ffd fs8 fc8 sc0 ls14 ws11">£5.3m), re<span class="_ _2"></span>flecting a mark<span class="_ _2"></span>et that is <span class="_ _2"></span>slowly returning t<span class="_ _2"></span>o long-run levels </div><div class="t m0 x6 h13 y433 ffd fs8 fc8 sc0 ls14 ws11">of activity. </div><div class="t m0 x3f hf y434 ffb fs2 fc7 sc0 ls1 ws0">Highlights</div><div class="t m0 x3f h13 y435 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Over<span class="_ _2"></span>all str<span class="_ _2"></span>ong performance r<span class="_ _2"></span>eflecting the bene<span class="_ _2"></span>fit of 100% con<span class="_ _2"></span>tract </span></div><div class="t m0 xc7 h13 y436 ffd fs8 fc8 sc0 ls14 ws11">ret<span class="_ _2"></span>ention, increased <span class="_ _2"></span>allocations with impr<span class="_ _2"></span>oved t<span class="_ _2"></span>erms and sever<span class="_ _2"></span>al </div><div class="t m0 xc7 h13 y437 ffd fs8 fc8 sc0 ls14 ws11">k<span class="_ _2"></span>ey new con<span class="_ _2"></span>tract wins. <span class="_ _2"></span> </div><div class="t m0 x3f h13 y438 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Surveyor utilisa<span class="_ _2"></span>tion ra<span class="_ _2"></span>tes re<span class="_ _2"></span>turning to hist<span class="_ _2"></span>oric highs.</span></div><div class="t m0 x3f h14 y439 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="fc8 ws0">Mortgage appr<span class="_ _2"></span>ov<span class="_ _2"></span>als</span></div><div class="t m0 x9a h3a y43a ffd fs19 fc3 sc0 ls1 ws0">1</div><div class="t m0 x98 h13 y439 ffd fs8 fc8 sc0 ls14 ws11"> wer<span class="_ _2"></span>e 10% higher than 2024, driv<span class="_ _2"></span>en by 2% </div><div class="t m0 xc7 h14 y43b ffc fs8 fc8 sc0 ls14 ws0">higher purchase appr<span class="_ _2"></span>ovals and r<span class="_ _2"></span>emortgage and other appr<span class="_ _2"></span>ovals </div><div class="t m0 xc7 h13 y43c ffd fs8 fc8 sc0 ls14 ws11">22% higher<span class="_ _6"></span>. </div><div class="t m0 x3f h13 y43d ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">B2C rev<span class="_ _2"></span>enue increased by <span class="_ _2"></span>16% to £7.8m (2024: £6.8m), <span class="_ _2"></span>reflecting </span></div><div class="t m0 xc7 h13 y43e ffd fs8 fc8 sc0 ls14 ws11">both the 9% incr<span class="_ _2"></span>ease in jobs perf<span class="_ _2"></span>ormed and the 6% incr<span class="_ _2"></span>ease in </div><div class="t m0 xc7 h13 y43f ffd fs8 fc8 sc0 ls14 ws11">income per job on <span class="_ _2"></span>the compara<span class="_ _2"></span>tive period las<span class="_ _2"></span>t year<span class="_ _6"></span>.</div><div class="t m0 x3f h13 y440 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Asset Management <span class="_ _2"></span>revenues <span class="_ _2"></span>increased by 6% <span class="_ _2"></span>to £5.5m (2024: </span></div><div class="t m0 xc7 h13 y441 ffd fs8 fc8 sc0 ls14 ws11">£5.3m) with pr<span class="_ _2"></span>ofit up 13% to £2.6m (2024: <span class="_ _2"></span>£2.3m).  </div><div class="t m0 x3f h13 y442 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Continued in<span class="_ _2"></span>vestment <span class="_ _2"></span>in technology<span class="_ _6"></span>, supporting the establishmen<span class="_ _2"></span>t </span></div><div class="t m0 xc7 h13 y443 ffd fs8 fc8 sc0 ls14 ws11">of digital and <span class="_ _2"></span>data as c<span class="_ _2"></span>ore enabler<span class="_ _2"></span>s, opening new r<span class="_ _2"></span>evenue </div><div class="t m0 xc7 h13 y444 ffd fs8 fc8 sc0 ls14 ws11">opportunities and to mee<span class="_ _2"></span>t lender client needs. </div><div class="t m0 x3f h13 y445 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">A<span class="_ _2"></span>VM successfully launched <span class="_ _2"></span>with firs<span class="_ _2"></span>t commercial c<span class="_ _2"></span>ontr<span class="_ _2"></span>act </span></div><div class="t m0 xc7 h13 y446 ffd fs8 fc8 sc0 ls14 ws11">opera<span class="_ _2"></span>tionalised in Q4 2025. Significan<span class="_ _2"></span>t partner int<span class="_ _2"></span>erest in <span class="_ _2"></span>future </div><div class="t m0 xc7 h13 y447 ffd fs8 fc8 sc0 ls14 ws11">development <span class="_ _2"></span>and adoption.</div><div class="t m0 x3f h13 y448 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">On a st<span class="_ _2"></span>atutory basis, oper<span class="_ _2"></span>ating pr<span class="_ _2"></span>ofit was <span class="_ _2"></span>£20.8m (2024: £22.1m). </span></div><div class="t m0 xc7 h13 y449 ffd fs8 fc8 sc0 ls14 ws11">Reduction driv<span class="_ _2"></span>en by incr<span class="_ _2"></span>ease in surveying pr<span class="_ _2"></span>ofessional <span class="_ _2"></span>indemnity </div><div class="t m0 xc7 h13 y44a ffd fs8 fc8 sc0 ls14 ws11">provision <span class="_ _2"></span>recognised as e<span class="_ _2"></span>xcep<span class="_ _2"></span>tional costs du<span class="_ _2"></span>ring the year<span class="_ _6"></span>.</div><div class="t m0 x6 h1d y44b ffd fs11 fc8 sc0 ls2b ws29">1 <span class="_ _15"> </span> <span class="_ _1c"></span>Ap<span class="_ _1"></span>prov<span class="_ _1"></span>als fo<span class="_ _1"></span>r lend<span class="_ _1"></span>ing se<span class="_ _1"></span>cure<span class="_ _1"></span>d on dwe<span class="_ _1"></span>llin<span class="_ _1"></span>gs, B<span class="_ _1"></span>ank of Eng<span class="_ _1"></span>land Table A<span class="_ _1"></span>5.4 (31 Januar<span class="_ _1"></span>y 2026)</div><div class="t m0 x6 h1d y44c ffd fs11 fc8 sc0 ls2b ws29">2 <span class="_ _15"> </span>Refe<span class="_ _1"></span>r to note 36 t<span class="_ _1"></span>o the finan<span class="_ _1"></span>cial s<span class="_ _1"></span>tat<span class="_ _1"></span>emen<span class="_ _1"></span>ts</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   18<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   18<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
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class="bi x0 y44d w5 h53" alt="" /><div class="t m0 xf he y1f ff11 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">18<span class="_ _13"> </span>19</div><div class="t m0 xe he y1e ff12 fs6 fc4 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span>FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span>CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="fc0 ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="fc4 ls11 wse">OVERVIEW</span></span></div><div class="t m0 x18 hf y44e ffb fs2 fc7 sc0 ls1 ws0">Financial Services Division <span class="_ _54"> </span> </div><div class="t m0 x18 h13 y44f ffd fs8 fc8 sc0 ls14 ws11">The Financial Services Division is r<span class="_ _2"></span>eported in two <span class="_ _2"></span>business lines: our </div><div class="t m0 x18 h13 y450 ffd fs8 fc8 sc0 ls14 ws11">core Fin<span class="_ _2"></span>ancial Services network business comprising <span class="_ _2"></span>PRIMIS and TMA </div><div class="t m0 x18 h13 y451 ffd fs8 fc8 sc0 ls14 ws11">mortgage <span class="_ _2"></span>club, and our share <span class="_ _2"></span>of profit a<span class="_ _2"></span>fter ta<span class="_ _2"></span>x of the Pivot<span class="_ _2"></span>al Gro<span class="_ _2"></span>wth </div><div class="t m0 x18 h13 y452 ffd fs8 fc8 sc0 ls14 ws11">Joint V<span class="_ _0"></span>enture.  </div><div class="t m0 x18 h13 y453 ffd fs8 fc8 sc0 ls14 ws11">T<span class="_ _6"></span>otal revenue <span class="_ _2"></span>was £48.8m (2024: £48.4m) and <span class="_ _2"></span>underlying opera<span class="_ _2"></span>ting </div><div class="t m0 x18 h13 y454 ffd fs8 fc8 sc0 ls14 ws11">profit sub<span class="_ _2"></span>stan<span class="_ _2"></span>tially increased by <span class="_ _2"></span>28% to £11.0m (2024: £8.6m). <span class="_ _2"></span>This </div><div class="t m0 x18 h13 y455 ffd fs8 fc8 sc0 ls14 ws11">reflects <span class="_ _2"></span>a renewed <span class="_ _2"></span>focus on <span class="_ _2"></span>smaller<span class="_ _6"></span>, mortgage-led financial services </div><div class="t m0 x18 h13 y456 ffd fs8 fc8 sc0 ls14 ws11">businesses that ar<span class="_ _2"></span>e best placed t<span class="_ _2"></span>o benefit fr<span class="_ _2"></span>om our platf<span class="_ _2"></span>orm and </div><div class="t m0 x18 h13 y457 ffd fs8 fc8 sc0 ls14 ws11">service offering <span class="_ _2"></span>and a positive con<span class="_ _2"></span>tribution from <span class="_ _2"></span>the Pivotal <span class="_ _2"></span>Growth </div><div class="t m0 x18 h13 y458 ffd fs8 fc8 sc0 ls14 ws11">Joint V<span class="_ _0"></span>enture.  </div><div class="t m0 x18 h13 y459 ffd fs8 fc8 sc0 ls14 ws11">New mortg<span class="_ _2"></span>age lending increased <span class="_ _2"></span>by 2<span class="ls1 ws0">3</span>% to <span class="_ _2"></span>£35bn (2024: £28bn) </div><div class="t m0 x18 h13 y45a ffd fs8 fc8 sc0 ls14 ws11">whilst the t<span class="_ _2"></span>otal UK new <span class="_ _2"></span>mortgage lending</div><div class="t m0 x60 h3a y45b ffd fs19 fc3 sc0 ls1 ws0">1</div><div class="t m0 x66 h13 y45c ffd fs8 fc8 sc0 ls14 ws11"> mark<span class="_ _2"></span>et gre<span class="_ _2"></span>w by 20% to </div><div class="t m0 x18 h13 y45d ffd fs8 fc8 sc0 ls14 ws11">£291bn (2024: £242bn). As a r<span class="_ _2"></span>esult, the LSL shar<span class="_ _2"></span>e of UK pur<span class="_ _2"></span>chase </div><div class="t m0 x18 h13 y45e ffd fs8 fc8 sc0 ls14 ws11">and remortg<span class="_ _2"></span>age mark<span class="_ _2"></span>et incr<span class="_ _2"></span>eased to 12.0% (2024: <span class="_ _2"></span>11.8%).</div><div class="t m0 x18 h13 y45f ffd fs8 fc8 sc0 ls14 ws11">The PRIMIS network <span class="_ _2"></span>enjoys a leading position <span class="_ _2"></span>in the pro<span class="_ _2"></span>vision of </div><div class="t m0 x18 h13 y460 ffd fs8 fc8 sc0 ls14 ws11">services to independent mortg<span class="_ _2"></span>age br<span class="_ _2"></span>ok<span class="_ _2"></span>ers. A<span class="_ _2"></span>t 31 December 2025, </div><div class="t m0 x18 h13 y461 ffd fs8 fc8 sc0 ls14 ws11">PRIMIS members <span class="_ _2"></span>totalled 2,195 adviser<span class="_ _2"></span>s who sell mortg<span class="_ _2"></span>age and </div><div class="t m0 x18 h13 y462 ffd fs8 fc8 sc0 ls14 ws11">prot<span class="_ _2"></span>ection (31 December 2024: 2,282).  </div><div class="t m0 x18 h13 y463 ffd fs8 fc8 sc0 ls14 ws11">Our share of <span class="_ _2"></span>profits aft<span class="_ _2"></span>er tax <span class="_ _2"></span>in the Pivot<span class="_ _2"></span>al Growth Join<span class="_ _2"></span>t V<span class="_ _0"></span>enture was </div><div class="t m0 x18 h13 y464 ffd fs8 fc8 sc0 ls14 ws11">£0.8m (2024: losses of £0.0m). The <span class="_ _2"></span>trading EBITDA <span class="_ _2"></span>of Pivotal <span class="_ _2"></span>Growth </div><div class="t m0 x18 h13 y465 ffd fs8 fc8 sc0 ls14 ws11">Joint V<span class="_ _0"></span>enture (bef<span class="_ _2"></span>ore <span class="_ _2"></span>transactional acquisition c<span class="_ _2"></span>osts) was <span class="_ _2"></span>materially </div><div class="t m0 x18 h13 y466 ffd fs8 fc8 sc0 ls14 ws11">ahead of last y<span class="_ _2"></span>ear<span class="_ _6"></span>. </div><div class="t m0 x18 h13 y467 ffd fs8 fc8 sc0 ls14 ws11">On a st<span class="_ _2"></span>atutory basis, oper<span class="_ _2"></span>ating pr<span class="_ _2"></span>ofit was <span class="_ _2"></span>£6.3m (2024: £4.<span class="ls1 ws0">6</span>m). The </div><div class="t m0 x18 h13 y468 ffd fs8 fc8 sc0 ls14 ws11">increase w<span class="_ _2"></span>as driven by lo<span class="_ _2"></span>wer net e<span class="_ _2"></span>xceptional <span class="_ _2"></span>costs of £1.1m <span class="_ _2"></span>in 2025 </div><div class="t m0 x18 h13 y469 ffd fs8 fc8 sc0 ls14 ws11">(2024: £2.4m). </div><div class="t m0 x18 h13 y46a ffd fs8 fc8 sc0 ls14 ws11">The Financial Services network business <span class="_ _2"></span>has a regula<span class="_ _2"></span>tory capital </div><div class="t m0 x18 h13 y46b ffd fs8 fc8 sc0 ls14 ws11">requir<span class="_ _2"></span>ement which rep<span class="_ _2"></span>resents 2.5% of <span class="_ _2"></span>its regulat<span class="_ _2"></span>ed rev<span class="_ _2"></span>enues. The </div><div class="t m0 x18 h13 y46c ffd fs8 fc8 sc0 ls14 ws11">regulat<span class="_ _2"></span>ory capital r<span class="_ _2"></span>equiremen<span class="_ _2"></span>t was £6.1m a<span class="_ _2"></span>t 31 December 2025 </div><div class="t m0 x18 h13 y46d ffd fs8 fc8 sc0 ls14 ws11">(31 December 2024: £6.4m), with a <span class="_ _2"></span>surplus of £27.8m (31 December </div><div class="t m0 x18 h13 y46e ffd fs8 fc8 sc0 ls14 ws11">2024: £27.6m). </div><div class="t m0 x18 hf y46f ffb fs2 fc7 sc0 ls1 ws0">Highlights</div><div class="t m0 x18 h13 y470 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Phase 1 of a signific<span class="_ _2"></span>ant platf<span class="_ _2"></span>orm technology enhancemen<span class="_ _2"></span>t </span></div><div class="t m0 x5d h13 y471 ffd fs8 fc8 sc0 ls14 ws11">progr<span class="_ _2"></span>amme successfully c<span class="_ _2"></span>ompleted. Enhanced pla<span class="_ _2"></span>tform </div><div class="t m0 x5d h13 y472 ffd fs8 fc8 sc0 ls14 ws11">functionality will impr<span class="_ _2"></span>ove efficiency and <span class="_ _2"></span>sales performance <span class="_ _2"></span>of </div><div class="t m0 x5d h13 y473 ffd fs8 fc8 sc0 ls14 ws11">PRIMIS advisers <span class="_ _2"></span>with phased deployment due <span class="_ _2"></span>to complet<span class="_ _2"></span>e by the </div><div class="t m0 x5d h13 y474 ffd fs8 fc8 sc0 ls14 ws11">end of 2026.  </div><div class="t m0 x18 h13 y475 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Underlying opera<span class="_ _2"></span>ting margin w<span class="_ _2"></span>as 23% (2024: 18%) r<span class="_ _2"></span>eflecting </span></div><div class="t m0 x5d h14 y476 ffc fs8 fc8 sc0 ls14 ws0">the str<span class="_ _2"></span>ategic f<span class="_ _2"></span>ocus on composite advisor<span class="_ _2"></span>s and its impact on </div><div class="t m0 x5d h13 y477 ffd fs8 fc8 sc0 ls14 ws11">opera<span class="_ _2"></span>tional efficiency<span class="_ _0"></span>. The st<span class="_ _2"></span>atutory oper<span class="_ _2"></span>ating mar<span class="_ _2"></span>gin was 13% </div><div class="t m0 x5d h13 y478 ffd fs8 fc8 sc0 ls14 ws11">(2024: 10%).</div><div class="t m0 x18 h14 y479 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="fc8 ws0">The str<span class="_ _2"></span>ategic decision to f<span class="_ _2"></span>ocus on composit<span class="_ _2"></span>e advisors in place of </span></div><div class="t m0 x5d h13 y47a ffd fs8 fc8 sc0 ls14 ws11">prot<span class="_ _2"></span>ection only firms, result<span class="_ _2"></span>ed in a 5% r<span class="_ _2"></span>eduction in network firms </div><div class="t m0 x5d h13 y47b ffd fs8 fc8 sc0 ls14 ws11">to 1,049 as a<span class="_ _2"></span>t 31 December 2025 (2024: 1,108).</div><div class="t m0 x18 h13 y47c ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Adviser mortgag<span class="_ _2"></span>e rev<span class="_ _2"></span>enue increased by <span class="_ _2"></span>19% to £20.0m in a </span></div><div class="t m0 x5d h13 y47d ffd fs8 fc8 sc0 ls14 ws11">mark<span class="_ _2"></span>et which was <span class="_ _2"></span>c. 21% higher<span class="_ _6"></span>. The weigh<span class="_ _2"></span>ting of margin dilutiv<span class="_ _2"></span>e </div><div class="t m0 x5d h13 y47e ffd fs8 fc8 sc0 ls14 ws11">product tr<span class="_ _2"></span>ansf<span class="_ _2"></span>er<span class="_ _2"></span>s in the re<span class="_ _2"></span>financing mark<span class="_ _2"></span>et remained <span class="_ _2"></span>above the </div><div class="t m0 x5d h13 y47f ffd fs8 fc8 sc0 ls14 ws11">long-term a<span class="_ _2"></span>verag<span class="_ _2"></span>e. </div><div class="t m0 x18 h13 y480 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">T<span class="_ _6"></span>enetLime profit con<span class="_ _2"></span>tribution was in line <span class="_ _2"></span>with expecta<span class="_ _2"></span>tions, with </span></div><div class="t m0 x5d h13 y481 ffd fs8 fc8 sc0 ls14 ws11">the acquisition delivering r<span class="_ _2"></span>eturns in e<span class="_ _2"></span>xcess of <span class="_ _2"></span>the cost of <span class="_ _2"></span>capital. </div><div class="t m0 x18 h13 y482 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">On a st<span class="_ _2"></span>atutory basis, oper<span class="_ _2"></span>ating pr<span class="_ _2"></span>ofit was <span class="_ _2"></span>£6.3m (2024: £4.7m), </span></div><div class="t m0 x5d h13 y483 ffd fs8 fc8 sc0 ls14 ws11">materially ahead <span class="_ _2"></span>of last year<span class="_ _e"></span>. </div><div class="t m0 x87 hf y484 ffb fs2 fc7 sc0 ls1 ws0">Est<span class="_ _2"></span>ate Ag<span class="_ _2"></span>ency Fr<span class="_ _2"></span>anchising Division </div><div class="t m0 x87 h13 y485 ffd fs8 fc8 sc0 ls14 ws11">The Est<span class="_ _2"></span>ate Agen<span class="_ _2"></span>cy Franchise business r<span class="_ _2"></span>evenue w<span class="_ _2"></span>as £26.5m (2024: </div><div class="t m0 x87 h13 y486 ffd fs8 fc8 sc0 ls14 ws11">£27.1m), with the decr<span class="_ _2"></span>ease entirely du<span class="_ _2"></span>e to the LSL Land an<span class="_ _2"></span>d New </div><div class="t m0 x87 h13 y487 ffd fs8 fc8 sc0 ls14 ws11">Homes business, due to <span class="_ _2"></span>the Ministry of Def<span class="_ _0"></span>ence’<span class="_ _2"></span>s decision to bring <span class="_ _2"></span>a </div><div class="t m0 x87 h13 y488 ffd fs8 fc8 sc0 ls14 ws11">significant c<span class="_ _2"></span>ontract <span class="_ _2"></span>back in house.  </div><div class="t m0 x87 h13 y489 ffd fs8 fc8 sc0 ls14 ws11">Supporting the gr<span class="_ _2"></span>owth of franchisees <span class="_ _2"></span>is of paramoun<span class="_ _2"></span>t importance, </div><div class="t m0 x87 h13 y48a ffd fs8 fc8 sc0 ls14 ws11">including the pr<span class="_ _2"></span>ovision of loans to <span class="_ _2"></span>facilit<span class="_ _2"></span>ate letting <span class="_ _2"></span>book acquisitions. </div><div class="t m0 x87 h13 y48b ffd fs8 fc8 sc0 ls14 ws11">In 2025, loans wer<span class="_ _2"></span>e gran<span class="_ _2"></span>ted enabling the acquisiti<span class="_ _2"></span>on of ten lettings </div><div class="t m0 x87 h13 y48c ffd fs8 fc8 sc0 ls14 ws11">books, adding 1,400 pr<span class="_ _2"></span>operties to <span class="_ _2"></span>the lettings portf<span class="_ _2"></span>olio. The av<span class="_ _2"></span>erage </div><div class="t m0 x87 h13 y48d ffd fs8 fc8 sc0 ls14 ws11">lettings r<span class="_ _2"></span>oyalties income <span class="_ _2"></span>per managed pr<span class="_ _2"></span>operty increased by <span class="_ _2"></span>c.+3% </div><div class="t m0 x87 h13 y48e ffd fs8 fc8 sc0 ls14 ws11">with tot<span class="_ _2"></span>al number of pr<span class="_ _2"></span>operties in line with the c<span class="_ _2"></span>omparable period </div><div class="t m0 x87 h13 y48f ffd fs8 fc8 sc0 ls14 ws11">last y<span class="_ _2"></span>ear at 37,451 (2024: 37,462).  <span class="_ _2"></span></div><div class="t m0 x87 h13 y490 ffd fs8 fc8 sc0 ls14 ws11">The Est<span class="_ _2"></span>ate Agen<span class="_ _2"></span>cy Franchise business c<span class="_ _2"></span>ontinued to <span class="_ _2"></span>deliver a r<span class="_ _2"></span>obust </div><div class="t m0 x87 h13 y491 ffd fs8 fc8 sc0 ls14 ws11">residential <span class="_ _2"></span>sales performance, <span class="_ _2"></span>with sales relat<span class="_ _2"></span>ed ro<span class="_ _2"></span>yalties incr<span class="_ _2"></span>easing </div><div class="t m0 x87 h13 y492 ffd fs8 fc8 sc0 ls14 ws11">12% year<span class="_ _2"></span>-on-y<span class="_ _2"></span>ear in a mark<span class="_ _2"></span>et which incr<span class="_ _2"></span>eased by 10%</div><div class="t m0 xc8 h3a y493 ffd fs19 fc3 sc0 ls1 ws0">2</div><div class="t m0 xc9 h13 y494 ffd fs8 fc8 sc0 ls4c ws4b">.   </div><div class="t m0 x87 hf y495 ffb fs2 fc7 sc0 ls1 ws0">Highlights</div><div class="t m0 x87 h13 y496 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Esta<span class="_ _2"></span>te Agency Fr<span class="_ _2"></span>anchising underlying oper<span class="_ _2"></span>ating pr<span class="_ _2"></span>ofit was <span class="_ _2"></span>£8.3m </span></div><div class="t m0 x55 h13 y497 ffd fs8 fc8 sc0 ls14 ws11">(2024: £7.8m).  </div><div class="t m0 x87 h13 y498 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Underlying opera<span class="_ _2"></span>ting margin impr<span class="_ _2"></span>oved t<span class="_ _2"></span>o 31% (2024: 29%) </span></div><div class="t m0 x55 h13 y499 ffd fs8 fc8 sc0 ls14 ws11">underpinned by cos<span class="_ _2"></span>t lever<span class="_ _2"></span>age and oper<span class="_ _2"></span>ational e<span class="_ _2"></span>fficiencies as the </div><div class="t m0 x55 h13 y49a ffd fs8 fc8 sc0 ls14 ws11">business continues <span class="_ _2"></span>to scale. </div><div class="t m0 x87 h13 y49b ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">The number of pr<span class="_ _2"></span>operties under fr<span class="_ _2"></span>anchisees’ management </span></div><div class="t m0 x55 h13 y49c ffd fs8 fc8 sc0 ls14 ws11">remained s<span class="_ _2"></span>table at <span class="_ _2"></span>37,451 (31 December 2024: 37,462).</div><div class="t m0 x87 h13 y49d ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">T<span class="_ _6"></span>otal of 293 branches <span class="_ _2"></span>at 31 December 2025 (31 <span class="_ _2"></span>December 2024: </span></div><div class="t m0 x55 h13 y49e ffd fs8 fc8 sc0 ls14 ws11">291), repr<span class="_ _2"></span>esenting over <span class="_ _2"></span>65% UK post<span class="_ _2"></span>code cov<span class="_ _2"></span>erage. </div><div class="t m0 x87 h13 y49f ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">On a st<span class="_ _2"></span>atutory basis, oper<span class="_ _2"></span>ating pr<span class="_ _2"></span>ofit was <span class="_ _2"></span>£6.4m (2024: £6.6m). </span></div><div class="t m0 x55 h13 y4a0 ffd fs8 fc8 sc0 ls14 ws11">Reduction driv<span class="_ _2"></span>en by ex<span class="_ _2"></span>ceptional r<span class="_ _2"></span>estructuring c<span class="_ _2"></span>osts incurred <span class="_ _2"></span>in the </div><div class="t m0 x55 h13 y4a1 ffd fs8 fc8 sc0 ls14 ws11">Land and New Homes business. </div><div class="t m0 x18 h10 y21 ffc fs4 fc6 sc0 ls1 ws0"> </div><div class="t m0 x18 h1d y4a2 ffd fs11 fc8 sc0 ls2b ws29">1 <span class="_ _15"> </span> <span class="_ _1c"></span>New m<span class="_ _1"></span>or<span class="_ _1"></span>tg<span class="_ _1"></span>age le<span class="_ _1"></span>ndin<span class="_ _1"></span>g by purp<span class="_ _1"></span>os<span class="_ _1"></span>e of loan<span class="_ _1"></span>, Bank of En<span class="_ _1"></span>glan<span class="_ _1"></span>d T<span class="_ _2"></span>able A<span class="_ _1"></span>5.3 - (31 Janua<span class="_ _1"></span>ry 20<span class="_ _1"></span>26)</div><div class="t m0 x18 h1d y4a3 ffd fs11 fc8 sc0 ls2b ws29">2 <span class="_ _15"> </span> <span class="_ _1c"></span>Numb<span class="_ _1"></span>er of re<span class="_ _1"></span>side<span class="_ _1"></span>ntial p<span class="_ _1"></span>rope<span class="_ _1"></span>r<span class="_ _1"></span>ty t<span class="_ _1"></span>rans<span class="_ _1"></span>ac<span class="_ _1"></span>tio<span class="_ _1"></span>n comp<span class="_ _1"></span>leti<span class="_ _1"></span>ons wi<span class="_ _1"></span>th val<span class="_ _1"></span>ue £40,<span class="_ _1"></span>00<span class="_ _1"></span>0 or a<span class="_ _1"></span>bove, HM<span class="_ _1"></span>RC (30 Janu<span class="_ _1"></span>ar<span class="_ _1"></span>y 2026)</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   19<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   19<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pf16" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc16 w4 h0"><img 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" class="bi x0 y4a4 w5 h54" alt="" /><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">20<span class="_ _13"> </span>21</div><div class="t m0 x19 he y1e ff10 fs6 fc4 sc0 ls11 wse">OVERVIEW</div><div class="t m0 x5a hf y4a5 ffb fs2 fc0 sc0 ls1 ws0">Colleagues</div><div class="t m0 xca h55 y4a6 ff17 fs1d fc3 sc0 ls1 ws0"> </div><div class="t m0 x61 h28 y4a7 ff16 fs2 fc0 sc0 ls1 ws0">Communities and <span class="ffb"> </span></div><div class="t m0 x11 hf y4a8 ffb fs2 fc0 sc0 ls1 ws0">the Envir<span class="_ _2"></span>onment</div><div class="t m0 xcb hf y4a9 ffb fs2 fc0 sc0 ls1 ws0">Shareholder<span class="_ _2"></span>s</div><div class="t m0 x84 hf y4aa ffb fs2 fc0 sc0 ls1 ws0">Cust<span class="_ _2"></span>omers</div><div class="t m0 xb9 hf y4a5 ffb fs2 fc0 sc0 ls1 ws0">Suppliers</div><div class="t m0 x89 hf y4ab ffb fs2 fc0 sc0 ls1 ws0">Regula<span class="_ _2"></span>tors</div><div class="t m0 x6 h45 y4ac ffd fs4 fc6 sc0 ls1 ws0">Secti<span class="_ _0"></span>on 1<span class="_ _1c"></span>7<span class="_ _2"></span>2 S<span class="_ _6"></span>ta<span class="_ _0"></span>t<span class="_ _2"></span>e<span class="_ _2"></span>m<span class="_ _0"></span>en<span class="_ _6"></span>t an<span class="_ _0"></span>d <span class="ffc"> </span></div><div class="t m0 x6 h45 y4ad ffd fs4 fc6 sc0 ls6b ws66">S<span class="_ _2"></span>t<span class="_ _1"></span>ak<span class="_ _0"></span>eho<span class="_ _1"></span>lder<span class="_ _1"></span> Enga<span class="_ _1"></span>g<span class="_ _2"></span>ement</div><div class="t m0 x6 h13 y1c7 ffd fs8 fc8 sc0 ls14 ws11">The Direct<span class="_ _2"></span>ors ha<span class="_ _2"></span>ve a r<span class="_ _2"></span>esponsibility<span class="_ _0"></span>, in accor<span class="_ _2"></span>dance with Section 172 of the Companies <span class="_ _2"></span>Act 2006 (Section 172), to <span class="_ _2"></span>act in a wa<span class="_ _2"></span>y in which they <span class="_ _2"></span>consider<span class="_ _6"></span>, </div><div class="t m0 x6 h13 y1c8 ffd fs8 fc8 sc0 ls14 ws11">in good f<span class="_ _2"></span>aith, is most <span class="_ _2"></span>likely <span class="_ _2"></span>to pr<span class="_ _2"></span>omote the success of the <span class="_ _2"></span>Company and its memb<span class="_ _2"></span>ers as a whole. <span class="_ _2"></span>In doing so, <span class="_ _2"></span>the Board t<span class="_ _2"></span>ak<span class="_ _2"></span>es into acc<span class="_ _2"></span>ount the </div><div class="t m0 x6 h13 y1c9 ffd fs8 fc8 sc0 ls14 ws11">inter<span class="_ _2"></span>ests of our s<span class="_ _2"></span>tak<span class="_ _2"></span>eholder<span class="_ _2"></span>s when decisions ar<span class="_ _2"></span>e made, considering the impact <span class="_ _2"></span>of those decisions on both the Compan<span class="_ _2"></span>y as a whole <span class="_ _2"></span>and its </div><div class="t m0 x6 h13 y1ca ffd fs8 fc8 sc0 ls14 ws11">individual st<span class="_ _2"></span>ak<span class="_ _2"></span>eholders. In or<span class="_ _2"></span>der to under<span class="_ _2"></span>st<span class="_ _2"></span>and our st<span class="_ _2"></span>ak<span class="_ _2"></span>eholder group<span class="_ _2"></span>s, we ha<span class="_ _2"></span>ve various eng<span class="_ _2"></span>agemen<span class="_ _2"></span>t methods, as described on the <span class="_ _2"></span>following pag<span class="_ _2"></span>es.</div><div class="t m0 xcc he y4ae ffb fs6 fc7 sc0 ls1 ws0">Mortgage and insur<span class="_ _2"></span>ance advisers,</div><div class="t m0 xcd he y4af ffb fs6 fc7 sc0 ls1 ws0">lenders, Est<span class="_ _2"></span>ate Agency fr<span class="_ _2"></span>anchisees</div><div class="t m0 x6 h46 y4b0 ffd fs1 fc6 sc0 ls1 ws0">Our Stak<span class="_ _2"></span>eholde<span class="_ _2"></span>rs</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   20<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   20<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pf17" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc17 w4 h0"><img 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" class="bi x0 y4b1 w5 h56" alt="" /><div class="t m0 xf he y1f ff11 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">20<span class="_ _13"> </span>21</div><div class="t m0 xe he y1e ff12 fs6 fc4 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span>FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span>CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="fc0 ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="fc4 ls11 wse">OVERVIEW</span></span></div><div class="t m0 x18 h10 y21 ffc fs4 fc6 sc0 ls1 ws0"> </div><div class="t m0 x18 h46 y4b0 ffd fs1 fc6 sc0 ls4d ws4c">Stakeholder Engagement</div><div class="t m0 xce hf y4b2 ffb fs2 fc0 sc0 ls1 ws0">Shareholder<span class="_ _2"></span>s</div><div class="t m0 x29 h13 y4b3 ffb fs8 fc0 sc0 ls14 ws11">Purpose<span class="_ _3b"> </span><span class="ffd fc8">Providing access to <span class="_ _2"></span>mark<span class="_ _2"></span>et<span class="_ _2"></span>-leading, growth orien<span class="_ _2"></span>tat<span class="_ _2"></span>ed assets in the UK mortg<span class="_ _2"></span>age and pr<span class="_ _2"></span>operty </span></div><div class="t m0 xcf h13 y4b4 ffd fs8 fc8 sc0 ls14 ws11">mark<span class="_ _2"></span>et.</div><div class="t m0 x49 h13 y4b5 ffb fs8 fc0 sc0 ls14 ws0">Why we eng<span class="_ _2"></span>age<span class="_ _3b"> </span><span class="ffd fc8 ws11">The support of our Shareholder<span class="_ _2"></span>s is crucial t<span class="_ _2"></span>o our long-term success.</span></div><div class="t m0 x49 h11 y4b6 ffb fs8 fc0 sc0 ls14 ws0">How we engag<span class="_ _2"></span>e</div><div class="t m0 xcf h13 y4b7 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Chair and Non-Ex<span class="_ _2"></span>ecutive Dir<span class="_ _2"></span>ectors <span class="_ _2"></span>meet with major Shareholder<span class="_ _2"></span>s on r<span class="_ _2"></span>equest and as <span class="_ _2"></span>part of </span></div><div class="t m0 x20 h13 y4b8 ffd fs8 fc8 sc0 ls14 ws11">induction progr<span class="_ _2"></span>ammes. </div><div class="t m0 xcf h13 y4b9 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Executiv<span class="_ _2"></span>e Direct<span class="_ _2"></span>or meetings with institutional <span class="_ _2"></span>Shareholder<span class="_ _2"></span>s and analys<span class="_ _2"></span>ts on release of <span class="_ _2"></span>results </span></div><div class="t m0 x20 h13 y4ba ffd fs8 fc8 sc0 ls14 ws11">or news on <span class="_ _2"></span>stra<span class="_ _2"></span>tegic initiativ<span class="_ _2"></span>es.</div><div class="t m0 xcf h13 y4bb ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Committee chair<span class="_ _2"></span>s meet with major Shar<span class="_ _2"></span>eholders t<span class="_ _2"></span>o discuss specific issues when necessary<span class="_ _6"></span>.</span></div><div class="t m0 xcf h13 y4bc ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Engagemen<span class="_ _2"></span>t at the A<span class="_ _2"></span>GM, where votin<span class="_ _2"></span>g is conducted as <span class="_ _2"></span>a poll to ensur<span class="_ _2"></span>e Shareholder vie<span class="_ _2"></span>ws </span></div><div class="t m0 x20 h13 y4bd ffd fs8 fc8 sc0 ls14 ws11">are pr<span class="_ _2"></span>operly re<span class="_ _2"></span>flected.</div><div class="t m0 xcf h13 y4be ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Via email thr<span class="_ _2"></span>ough our inv<span class="_ _2"></span>estor services channel or <span class="_ _2"></span>the Group Compan<span class="_ _2"></span>y Secre<span class="_ _2"></span>tary (see page </span></div><div class="t m0 x20 h13 y4bf ffd fs8 fc8 sc0 ls14 ws11">162 f<span class="_ _2"></span>or cont<span class="_ _2"></span>act details).</div><div class="t m0 xcf h13 y4c0 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Inf<span class="_ _2"></span>ormation published on our w<span class="_ _2"></span>ebsite (including r<span class="_ _2"></span>egulatory ne<span class="_ _2"></span>ws announcements and </span></div><div class="t m0 x20 h13 y4c1 ffd fs8 fc8 sc0 ls14 ws11">Financial Sta<span class="_ _2"></span>tements). </div><div class="t m0 x49 h13 y4c2 ffb fs8 fc0 sc0 ls14 ws0">Board over<span class="_ _2"></span>sight<span class="_ _3b"> </span><span class="ffd fc8 ws11">The Board receiv<span class="_ _2"></span>es f<span class="_ _2"></span>eedback on engag<span class="_ _2"></span>ement with Shar<span class="_ _2"></span>eholders fr<span class="_ _2"></span>om the r<span class="_ _2"></span>elevant Boar<span class="_ _2"></span>d </span></div><div class="t m0 xcf h13 y4c3 ffd fs8 fc8 sc0 ls14 ws11">member or our corpor<span class="_ _2"></span>ate <span class="_ _2"></span>advisers in or<span class="_ _2"></span>der to c<span class="_ _2"></span>onsider their views <span class="_ _2"></span>when making decisions.</div><div class="t m0 xd0 h13 y4c4 ffb fs8 fc0 sc0 ls14 ws0">2025 outcomes<span class="_ _3b"> </span><span class="ffd fc8 ws11">The Chair engag<span class="_ _2"></span>ed with major Shareholder<span class="_ _2"></span>s ahead of the c<span class="_ _2"></span>onven<span class="_ _2"></span>ing of a General <span class="_ _2"></span>Meeting </span></div><div class="t m0 xcf h13 y4c5 ffd fs8 fc8 sc0 ls14 ws11">in May <span class="_ _2"></span>2025 to pr<span class="_ _2"></span>opose a new L<span class="_ _6"></span>TIP and amendments to our R<span class="_ _2"></span>emunera<span class="_ _2"></span>tion P<span class="_ _2"></span>olicy<span class="_ _0"></span>. Feedback </div><div class="t m0 xcf h13 y4c6 ffd fs8 fc8 sc0 ls14 ws11">was r<span class="_ _2"></span>eflected in the <span class="_ _2"></span>final proposals pr<span class="_ _2"></span>esented <span class="_ _2"></span>to Shareholder<span class="_ _2"></span>s. He eng<span class="_ _2"></span>aged further with </div><div class="t m0 xcf h13 y4c7 ffd fs8 fc8 sc0 ls14 ws11">Shareholder<span class="_ _2"></span>s after the Gener<span class="_ _2"></span>al Meeting as <span class="_ _2"></span>a significant v<span class="_ _2"></span>ote ag<span class="_ _2"></span>ainst the pr<span class="_ _2"></span>oposals had been </div><div class="t m0 xcf h13 y4c8 ffd fs8 fc8 sc0 ls14 ws11">received <span class="_ _2"></span>(see page 67 and the Dir<span class="_ _2"></span>ector<span class="_ _2"></span>s’ Remuner<span class="_ _2"></span>ation R<span class="_ _2"></span>eport f<span class="_ _2"></span>or more det<span class="_ _2"></span>ails).</div><div class="t m0 xcf h13 y4c9 ffd fs8 fc8 sc0 ls14 ws11">Feedback as part <span class="_ _2"></span>of this engag<span class="_ _2"></span>ement was not <span class="_ _2"></span>limited to r<span class="_ _2"></span>emunera<span class="_ _2"></span>tion matter<span class="_ _2"></span>s; Shareh<span class="_ _2"></span>olders </div><div class="t m0 xcf h13 y4ca ffd fs8 fc8 sc0 ls14 ws11">took the opportunity t<span class="_ _2"></span>o give us their <span class="_ _2"></span>views on our c<span class="_ _2"></span>apital alloca<span class="_ _2"></span>tion and share <span class="_ _2"></span>buyback policy<span class="_ _0"></span>, </div><div class="t m0 xcf h13 y4cb ffd fs8 fc8 sc0 ls14 ws11">amongst other things, and <span class="_ _2"></span>the Board c<span class="_ _2"></span>onsidered this f<span class="_ _2"></span>eedback when making <span class="_ _2"></span>decisions on these </div><div class="t m0 xcf h13 y4cc ffd fs8 fc8 sc0 ls14 ws11">matter<span class="_ _2"></span>s, as described on pag<span class="_ _2"></span>e 26. </div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   21<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   21<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
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" class="bi x0 y4cd w5 h57" alt="" /><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">22<span class="_ _13"> </span>23</div><div class="t m0 x19 he y1e ff10 fs6 fc4 sc0 ls11 wse">OVERVIEW</div><div class="t m0 x6 h45 y4ac ffd fs4 fc6 sc0 ls1 ws0">Secti<span class="_ _0"></span>on 1<span class="_ _1c"></span>7<span class="_ _2"></span>2 S<span class="_ _6"></span>ta<span class="_ _0"></span>t<span class="_ _2"></span>e<span class="_ _2"></span>m<span class="_ _0"></span>en<span class="_ _6"></span>t an<span class="_ _0"></span>d <span class="ffc"> </span></div><div class="t m0 x6 h45 y4ad ffd fs4 fc6 sc0 ls6b ws66">S<span class="_ _2"></span>t<span class="_ _1"></span>ak<span class="_ _0"></span>eho<span class="_ _1"></span>lder<span class="_ _1"></span> Enga<span class="_ _1"></span>g<span class="_ _2"></span>ement </div><div class="t m0 xbd h58 y21 ffc fs18 fc6 sc0 ls64 ws5f">cont<span class="_ _2"></span>inued</div><div class="t m0 x6 h46 y2ca ffd fs1 fc6 sc0 ls1 ws0">Stak<span class="_ _2"></span>eholder E<span class="_ _2"></span>ngagem<span class="_ _2"></span>ent <span class="ffc fs6 ls6c ws67">conti<span class="_ _2"></span>nued</span></div><div class="t m0 x9c hf y4ce ffb fs2 fc0 sc0 ls1 ws0">Colleagues</div><div class="t m0 xd1 h11 y4cf ffb fs8 fc0 sc0 ls14 ws11">Purpose</div><div class="t m5 x9e h14 y4cf ffc fs8 fc8 sc0 ls14 ws0">Delivering an impr<span class="_ _2"></span>oving colleague experience thr<span class="_ _2"></span>ough an inclusive cultur<span class="_ _2"></span>e informed b<span class="_ _2"></span>y colleague </div><div class="t m5 x9e h13 y4d0 ffd fs8 fc8 sc0 ls14 ws11">f<span class="_ _2"></span>eedback.</div><div class="t m0 xd2 h11 y4d1 ffb fs8 fc0 sc0 ls14 ws0">Why we eng<span class="_ _2"></span>age</div><div class="t m5 x9e h13 y4d1 ffd fs8 fc8 sc0 ls14 ws11">Our colleagues ar<span class="_ _2"></span>e critical to <span class="_ _2"></span>our culture and v<span class="_ _2"></span>alues and it is import<span class="_ _2"></span>ant tha<span class="_ _2"></span>t our workf<span class="_ _2"></span>orce is </div><div class="t m5 x9e h13 y4d2 ffd fs8 fc8 sc0 ls14 ws11">engaged, <span class="_ _2"></span>motivat<span class="_ _2"></span>ed and working in a <span class="_ _2"></span>safe <span class="_ _2"></span>envir<span class="_ _2"></span>onment. W<span class="_ _2"></span>e ar<span class="_ _2"></span>e committed t<span class="_ _2"></span>o being a bett<span class="_ _2"></span>er place to </div><div class="t m5 x9e h13 y4d3 ffd fs8 fc8 sc0 ls14 ws11">work.</div><div class="t m0 xd2 h11 y4d4 ffb fs8 fc0 sc0 ls14 ws0">How we engag<span class="_ _2"></span>e</div><div class="t m5 x9e h13 y4d4 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _55"> </span><span class="ffd fc8">Colleague surveys.</span></div><div class="t m5 x9e h13 y4d5 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _55"> </span><span class="ffd fc8">Colleague Forums (see <span class="_ _2"></span>pages 34 to 36 <span class="_ _2"></span>for det<span class="_ _2"></span>ails).</span></div><div class="t m5 x9e h13 y4d6 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _55"> </span><span class="ffd fc8">Senior Management Con<span class="_ _2"></span>fer<span class="_ _2"></span>ence.</span></div><div class="t m5 x9e h13 y4d7 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _55"> </span><span class="ffd fc8">Videos from <span class="_ _2"></span>the Group CE<span class="_ _2"></span>O.</span></div><div class="t m5 x9e h13 y4d8 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _55"> </span><span class="ffd fc8">Regular upda<span class="_ _2"></span>tes fr<span class="_ _2"></span>om Divisional Managing Direct<span class="_ _2"></span>ors on <span class="_ _2"></span>business performance.</span></div><div class="t m5 x9e h13 y4d9 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _55"> </span><span class="ffd fc8">Newsletter<span class="_ _2"></span>s, with input fr<span class="_ _2"></span>om colleagues <span class="_ _2"></span>across diff<span class="_ _2"></span>eren<span class="_ _2"></span>t areas of <span class="_ _2"></span>the business.</span></div><div class="t m5 x9e h13 y4da ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _55"> </span><span class="ffd fc8">Annual “Speak Up” week <span class="_ _2"></span>where serious c<span class="_ _2"></span>oncerns can be r<span class="_ _2"></span>aised in confidence.</span></div><div class="t m5 x9e h13 y4db ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _55"> </span><span class="ffd fc8">Intr<span class="_ _2"></span>anet.</span></div><div class="t m0 xd2 h11 y4dc ffb fs8 fc0 sc0 ls14 ws0">Board over<span class="_ _2"></span>sight</div><div class="t m5 x9e h13 y4dc ffd fs8 fc8 sc0 ls14 ws11">The results of <span class="_ _2"></span>colleague surveys <span class="_ _2"></span>and various metrics <span class="_ _2"></span>demonstra<span class="_ _2"></span>ting patterns <span class="_ _2"></span>in our workf<span class="_ _2"></span>orce ar<span class="_ _2"></span>e </div><div class="t m5 x9e h13 y4dd ffd fs8 fc8 sc0 ls14 ws11">considered <span class="_ _2"></span>by the Nominations Committ<span class="_ _2"></span>ee. Feedback fr<span class="_ _2"></span>om the Colleague Eng<span class="_ _2"></span>agement F<span class="_ _2"></span>orum is </div><div class="t m5 x9e h13 y4de ffd fs8 fc8 sc0 ls14 ws11">reported <span class="_ _2"></span>to the Board<span class="_ _2"></span> via the Group <span class="_ _2"></span>CEO<span class="_ _2"></span>, Group <span class="_ _2"></span>CPO and the designat<span class="_ _2"></span>ed Non-Executiv<span class="_ _2"></span>e Direct<span class="_ _2"></span>or </div><div class="t m5 x9e h13 y4df ffd fs8 fc8 sc0 ls14 ws11">for <span class="_ _2"></span>workfor<span class="_ _2"></span>ce eng<span class="_ _2"></span>agement (W<span class="_ _0"></span>orkforce NED), Darr<span class="_ _2"></span>ell E<span class="_ _2"></span>vans, who ensur<span class="_ _2"></span>es that c<span class="_ _2"></span>olleague views ar<span class="_ _2"></span>e </div><div class="t m5 x9e h13 y4e0 ffd fs8 fc8 sc0 ls14 ws11">considered <span class="_ _2"></span>as part of Board <span class="_ _2"></span>decisions.</div><div class="t m0 x6e h11 y4e1 ffb fs8 fc0 sc0 ls14 ws0">2025 outcomes</div><div class="t m5 x9e h13 y4e1 ffd fs8 fc8 sc0 ls14 ws11">Darrell E<span class="_ _2"></span>vans joined <span class="_ _2"></span>two meetings of the <span class="_ _2"></span>Colleague Engagemen<span class="_ _2"></span>t Forum in <span class="_ _2"></span>2025, where he pr<span class="_ _2"></span>ovided </div><div class="t m5 x9e h13 y4e2 ffd fs8 fc8 sc0 ls14 ws11">more inf<span class="_ _2"></span>ormation on<span class="_ _2"></span> his role on <span class="_ _2"></span>the Board and its <span class="_ _2"></span>current priorities. <span class="_ _2"></span>He answer<span class="_ _2"></span>ed questions fr<span class="_ _2"></span>om </div><div class="t m5 x9e h13 y4e3 ffd fs8 fc8 sc0 ls14 ws11">the f<span class="_ _2"></span>orum’<span class="_ _0"></span>s members on remuner<span class="_ _2"></span>ation ma<span class="_ _2"></span>tters, <span class="_ _2"></span>the appointment of <span class="_ _2"></span>new corpor<span class="_ _2"></span>ate br<span class="_ _2"></span>ok<span class="_ _2"></span>ers and <span class="_ _2"></span>the </div><div class="t m5 x9e h13 y4e4 ffd fs8 fc8 sc0 ls14 ws11">Group s<span class="_ _2"></span>tra<span class="_ _2"></span>tegy and how t<span class="_ _2"></span>o lever<span class="_ _2"></span>age the combined <span class="_ _2"></span>streng<span class="_ _2"></span>ths of the Gr<span class="_ _2"></span>oup. The f<span class="_ _2"></span>orum noted tha<span class="_ _2"></span>t </div><div class="t m5 x9e h13 y4e5 ffd fs8 fc8 sc0 ls14 ws11">the Group’<span class="_ _6"></span>s updated purpose, mission, vision and <span class="_ _2"></span>values had been launched <span class="_ _2"></span>at the 2025 Senior </div><div class="t m5 x9e h13 y4e6 ffd fs8 fc8 sc0 ls14 ws11">Management Conf<span class="_ _0"></span>erence and ask<span class="_ _2"></span>ed whether a similar c<span class="_ _2"></span>ommunication f<span class="_ _2"></span>orum could <span class="_ _2"></span>be launched f<span class="_ _2"></span>or </div><div class="t m5 x9e h13 y4e7 ffd fs8 fc8 sc0 ls14 ws11">other manager<span class="_ _2"></span>s across the <span class="_ _2"></span>Group, which is <span class="_ _2"></span>being considered. </div><div class="t m5 x9e h13 y4e8 ffd fs8 fc8 sc0 ls14 ws11">The 2025 colleague surve<span class="_ _2"></span>y theme scores <span class="_ _2"></span>show str<span class="_ _2"></span>ong perf<span class="_ _2"></span>ormance this year e<span class="_ _2"></span>xceeding 2023 <span class="_ _2"></span>and </div><div class="t m5 x9e h13 y4e9 ffd fs8 fc8 sc0 ls14 ws11">2024 results. W<span class="_ _0"></span>e received a 90% r<span class="_ _2"></span>esponse ra<span class="_ _2"></span>te (2024: 84%), with <span class="_ _2"></span>an engagemen<span class="_ _2"></span>t scor<span class="_ _2"></span>e of 77% </div><div class="t m5 x9e h13 y4ea ffd fs8 fc8 sc0 ls14 ws11">(2024: 73%) and belief <span class="_ _2"></span>in action by managemen<span class="_ _2"></span>t of 52% (2024: 46%). </div><div class="t m5 x9e h13 y4eb ffd fs8 fc8 sc0 ls14 ws11">W<span class="_ _2"></span>e hav<span class="_ _2"></span>e six themes in our c<span class="_ _2"></span>olleague survey which ar<span class="_ _2"></span>e:</div><div class="t m5 x9e h14 y4ec ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _55"> </span><span class="fc8">Purpose </span></div><div class="t m5 x9e h14 y4ed ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _55"> </span><span class="fc8">Enablement</span></div><div class="t m5 x9e h14 y4ee ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _55"> </span><span class="fc8">Engagemen<span class="_ _2"></span>t</span></div><div class="t m5 x9e h13 y4ef ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _55"> </span><span class="ffd fc8">Leadership </span></div><div class="t m5 x9e h14 y4f0 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _55"> </span><span class="fc8">Autonom<span class="_ _2"></span>y </span></div><div class="t m5 x9e h13 y4f1 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _55"> </span><span class="ffd fc8">Rew<span class="_ _2"></span>ard and bene<span class="_ _2"></span>fits </span></div><div class="t m5 x9e h13 y4f2 ffd fs8 fc8 sc0 ls14 ws11">Our colleagues t<span class="_ _2"></span>ell us they f<span class="_ _2"></span>eel lik<span class="_ _2"></span>e they ha<span class="_ _2"></span>ve a sense <span class="_ _2"></span>of purpose and this theme is our <span class="_ _2"></span>highest </div><div class="t m5 x9e h13 y4f3 ffd fs8 fc8 sc0 ls14 ws11">scoring in 2025 and <span class="_ _2"></span>is above the indus<span class="_ _2"></span>try benchmark. Both enablement and <span class="_ _2"></span>leadership ha<span class="_ _2"></span>ve </div><div class="t m5 x9e h13 y4f4 ffd fs8 fc8 sc0 ls14 ws11">outperformed <span class="_ _2"></span>the external benchmark <span class="_ _2"></span>this year with positiv<span class="_ _2"></span>e scores in <span class="_ _2"></span>areas such as pr<span class="_ _2"></span>oviding </div><div class="t m5 x9e h13 y4f5 ffd fs8 fc8 sc0 ls14 ws11">coaching, developmen<span class="_ _2"></span>t and support.   </div><div class="t m5 x9e h13 y4f6 ffd fs8 fc8 sc0 ls14 ws11">Our colleague adv<span class="_ _2"></span>ocacy and motiva<span class="_ _2"></span>tion scor<span class="_ _2"></span>es ex<span class="_ _2"></span>ceeded the pre<span class="_ _2"></span>vious year<span class="_ _1"></span>’<span class="_ _0"></span>s survey with colleagues </div><div class="t m5 x9e h13 y4f7 ffd fs8 fc8 sc0 ls14 ws11">telling us they <span class="_ _2"></span>are pr<span class="_ _2"></span>oud to work <span class="_ _2"></span>at LSL and c<span class="_ _2"></span>are about the futur<span class="_ _2"></span>e of our business. </div><div class="t m5 x9e h13 y4f8 ffd fs8 fc8 sc0 ls14 ws11">One of the ar<span class="_ _2"></span>eas where scor<span class="_ _2"></span>es had declined since <span class="_ _2"></span>2024 was under<span class="_ _2"></span>standing <span class="_ _2"></span>business performance. </div><div class="t m5 x9e h13 y4f9 ffd fs8 fc8 sc0 ls14 ws11">W<span class="_ _2"></span>e are f<span class="_ _2"></span>ocusing our a<span class="_ _2"></span>ttention in 2026 <span class="_ _2"></span>on how we c<span class="_ _2"></span>ontinue to <span class="_ _2"></span>purposefully communic<span class="_ _2"></span>ate to <span class="_ _2"></span>our </div><div class="t m5 x9e h13 y4fa ffd fs8 fc8 sc0 ls14 ws11">colleagues on business perf<span class="_ _2"></span>ormance, so ev<span class="_ _2"></span>eryone under<span class="_ _2"></span>stands <span class="_ _2"></span>how we ar<span class="_ _2"></span>e doing.</div><div class="t m5 x9e h13 y4fb ffd fs8 fc8 sc0 ls14 ws11">V<span class="_ _2"></span>oluntary c<span class="_ _2"></span>olleague turnover has <span class="_ _2"></span>reduced fr<span class="_ _2"></span>om 13.5% to 9.8% in <span class="_ _2"></span>2025.</div><div class="t m5 x9e h13 y4fc ffd fs8 fc8 sc0 ls14 ws11">More inf<span class="_ _2"></span>ormation on<span class="_ _2"></span> colleague eng<span class="_ _2"></span>agement initia<span class="_ _2"></span>tives and f<span class="_ _2"></span>orums, including work un<span class="_ _2"></span>dertak<span class="_ _2"></span>en in </div><div class="t m5 x9e h13 y4fd ffd fs8 fc8 sc0 ls14 ws11">2025 to support disability <span class="_ _2"></span>inclusion, training and <span class="_ _2"></span>development, and <span class="_ _2"></span>opportunities for <span class="_ _2"></span>community </div><div class="t m5 x9e h13 y4fe ffd fs8 fc8 sc0 ls14 ws11">engagemen<span class="_ _2"></span>t, is included in our Sus<span class="_ _2"></span>tainability R<span class="_ _2"></span>eport (pages 32 <span class="_ _2"></span>to 37), tog<span class="_ _2"></span>ether with det<span class="_ _2"></span>ails of our </div><div class="t m5 x9e h13 y4ff ffd fs8 fc8 sc0 ls14 ws11">policy in rela<span class="_ _2"></span>tion to human tr<span class="_ _2"></span>afficking and modern <span class="_ _2"></span>slavery<span class="_ _6"></span>.</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   22<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   22<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
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" class="bi x0 y500 w5 h59" alt="" /><div class="t m0 xf he y1f ff11 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">22<span class="_ _13"> </span>23</div><div class="t m0 xe he y1e ff12 fs6 fc4 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span>FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span>CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="fc0 ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="fc4 ls11 wse">OVERVIEW</span></span></div><div class="t m0 x18 h10 y21 ffc fs4 fc6 sc0 ls1 ws0"> </div><div class="t m0 x1c hf y501 ffb fs2 fc0 sc0 ls1 ws0">Cust<span class="_ _2"></span>omers</div><div class="t m0 xd3 h13 y502 ffb fs8 fc0 sc0 ls14 ws11">Purpose<span class="_ _3b"> </span><span class="fc8 ws0">Mortgage and insurance adviser<span class="_ _2"></span>s:<span class="ffd ws11"> Pr<span class="_ _2"></span>oviding technology<span class="_ _6"></span>, compliance, mark<span class="_ _2"></span>eting and business </span></span></div><div class="t m0 xd4 h13 y503 ffd fs8 fc8 sc0 ls14 ws11">development <span class="_ _2"></span>services to help our cust<span class="_ _2"></span>omers gr<span class="_ _2"></span>ow their businesses <span class="_ _2"></span>through deliv<span class="_ _2"></span>ering ex<span class="_ _2"></span>cellent </div><div class="t m0 xd4 h13 y504 ffd fs8 fc8 sc0 ls14 ws11">customer service and en<span class="_ _2"></span>suring good cust<span class="_ _2"></span>omer outcomes.</div><div class="t m0 xd4 h13 y505 ffb fs8 fc8 sc0 ls14 ws11">Lenders:<span class="ffd"> Pr<span class="_ _2"></span>oviding access t<span class="_ _2"></span>o a national ne<span class="_ _2"></span>twork of highly<span class="_ _2"></span>-skilled charter<span class="_ _2"></span>ed surveyor<span class="_ _2"></span>s and using </span></div><div class="t m0 xd4 h13 y506 ffd fs8 fc8 sc0 ls14 ws11">our mark<span class="_ _2"></span>et<span class="_ _2"></span>-leading knowledge of <span class="_ _2"></span>property risk t<span class="_ _2"></span>o help cust<span class="_ _2"></span>omers mak<span class="_ _0"></span>e safe lending decisions </div><div class="t m0 xd4 h13 y507 ffd fs8 fc8 sc0 ls14 ws11">and deliver e<span class="_ _2"></span>xcellen<span class="_ _2"></span>t customer service.</div><div class="t m0 xd4 h11 y508 ffb fs8 fc8 sc0 ls14 ws0">Esta<span class="_ _2"></span>te Agency fr<span class="_ _2"></span>anchisees:<span class="ffc"> Pr<span class="_ _2"></span>oviding technology and business developmen<span class="_ _2"></span>t services to help </span></div><div class="t m0 xd4 h13 y509 ffd fs8 fc8 sc0 ls14 ws11">customer<span class="_ _2"></span>s saf<span class="_ _2"></span>ely gr<span class="_ _2"></span>ow their business and deliv<span class="_ _2"></span>er good cust<span class="_ _2"></span>omer service.</div><div class="t m0 xd4 h13 y50a ffb fs8 fc8 sc0 ls14 ws11">Consumers<span class="ffd">: Pr<span class="_ _2"></span>oviding D2C surve<span class="_ _2"></span>ys thr<span class="_ _2"></span>ough our Surveying &amp; V<span class="_ _0"></span>aluation Division to <span class="_ _2"></span>help buyer<span class="_ _2"></span>s </span></div><div class="t m0 xd4 h13 y50b ffd fs8 fc8 sc0 ls14 ws11">gain insigh<span class="_ _2"></span>t and reassur<span class="_ _2"></span>ance about their home <span class="_ _2"></span>purchase. </div><div class="t m0 xd5 h13 y50c ffb fs8 fc0 sc0 ls14 ws0">Why we eng<span class="_ _2"></span>age<span class="_ _3b"> </span><span class="ffd fc8 ws11">Delivering high quality<span class="_ _6"></span>, consistent and<span class="_ _2"></span> continually ev<span class="_ _2"></span>olving products <span class="_ _2"></span>and services is important </span></div><div class="t m0 xd4 h13 y50d ffd fs8 fc8 sc0 ls14 ws11">for <span class="_ _2"></span>customer sa<span class="_ _2"></span>tisfaction <span class="_ _2"></span>and ret<span class="_ _2"></span>ention, especially in the Financial <span class="_ _2"></span>Services Division and </div><div class="t m0 xd4 h13 y50e ffd fs8 fc8 sc0 ls14 ws11">Surveying &amp; V<span class="_ _0"></span>aluation Division where <span class="_ _2"></span>we opera<span class="_ _2"></span>te in a c<span class="_ _2"></span>ompetitive mark<span class="_ _0"></span>et.</div><div class="t m0 xd4 h13 y50f ffd fs8 fc8 sc0 ls14 ws11">Our predominan<span class="_ _2"></span>tly B2B service model means that, b<span class="_ _2"></span>y delivering high quality services t<span class="_ _2"></span>o our </div><div class="t m0 xd4 h13 y510 ffd fs8 fc8 sc0 ls14 ws11">customer<span class="_ _2"></span>s, we also <span class="_ _2"></span>support the delivery of their services t<span class="_ _2"></span>o their customer<span class="_ _2"></span>s which in turn </div><div class="t m0 xd4 h13 y511 ffd fs8 fc8 sc0 ls14 ws11">genera<span class="_ _2"></span>tes r<span class="_ _2"></span>evenue f<span class="_ _2"></span>or the Gr<span class="_ _2"></span>oup.</div><div class="t m0 xd5 h11 y512 ffb fs8 fc0 sc0 ls14 ws0">How we engag<span class="_ _2"></span>e</div><div class="t m0 xd4 h13 y513 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8"> <span class="_ _18"></span>Regularly seeking <span class="_ _2"></span>feedback fr<span class="_ _2"></span>om cust<span class="_ _2"></span>omers t<span class="_ _2"></span>o inf<span class="_ _2"></span>orm development <span class="_ _2"></span>of products and <span class="_ _2"></span>services.</span></div><div class="t m0 xd4 h13 y514 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Relati<span class="_ _2"></span>onship management meetings.</span></div><div class="t m0 xd4 h13 y515 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Pr<span class="_ _2"></span>oduct and service engagemen<span class="_ _2"></span>t meetings.</span></div><div class="t m0 xd4 h13 y516 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Att<span class="_ _2"></span>endance at ev<span class="_ _2"></span>ents and conf<span class="_ _0"></span>erences.</span></div><div class="t m0 xd4 h13 y517 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Questionnaires.</span></div><div class="t m0 xd4 h13 y518 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Myst<span class="_ _2"></span>ery shopping ex<span class="_ _2"></span>ercises an<span class="_ _2"></span>d focus gr<span class="_ _2"></span>oups.</span></div><div class="t m0 xd4 h13 y519 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">T<span class="_ _0"></span>rustpilot f<span class="_ _2"></span>eedback (Surveying &amp; V<span class="_ _0"></span>aluation Division only).</span></div><div class="t m0 xd5 h13 y51a ffb fs8 fc0 sc0 ls14 ws0">Board over<span class="_ _2"></span>sight<span class="_ _3b"> </span><span class="ffd fc8 ws11">The Board receiv<span class="_ _2"></span>es reports fr<span class="_ _2"></span>om the Gr<span class="_ _2"></span>oup CEO on <span class="_ _2"></span>any significan<span class="_ _2"></span>t cust<span class="_ _2"></span>omer issues.</span></div><div class="t m0 xd6 h13 y51b ffd fs8 fc8 sc0 ls14 ws11">Continued...</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   23<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   23<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
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" class="bi x0 y51c w5 h5a" alt="" /><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">24<span class="_ _13"> </span>25</div><div class="t m0 x19 he y1e ff10 fs6 fc4 sc0 ls11 wse">OVERVIEW</div><div class="t m0 x6 h45 y4ac ffd fs4 fc6 sc0 ls1 ws0">Secti<span class="_ _0"></span>on 1<span class="_ _1c"></span>7<span class="_ _2"></span>2 S<span class="_ _6"></span>ta<span class="_ _0"></span>t<span class="_ _2"></span>e<span class="_ _2"></span>m<span class="_ _0"></span>en<span class="_ _6"></span>t an<span class="_ _0"></span>d <span class="ffc"> </span></div><div class="t m0 x6 h45 y4ad ffd fs4 fc6 sc0 ls6b ws66">S<span class="_ _2"></span>t<span class="_ _1"></span>ak<span class="_ _0"></span>eho<span class="_ _1"></span>lder<span class="_ _1"></span> Enga<span class="_ _1"></span>g<span class="_ _2"></span>ement </div><div class="t m0 xbd h58 y21 ffc fs18 fc6 sc0 ls64 ws5f">cont<span class="_ _2"></span>inued</div><div class="t m0 x6 h46 y2ca ffd fs1 fc6 sc0 ls1 ws0">Stak<span class="_ _2"></span>eholder E<span class="_ _2"></span>ngagem<span class="_ _2"></span>ent <span class="ffc fs6 ls6c ws67">conti<span class="_ _2"></span>nued</span></div><div class="t m0 x1a hf y51d ffb fs2 fc0 sc0 ls1 ws0">Cust<span class="_ _2"></span>omers </div><div class="t m0 xce h13 y51e ffd fs8 fc0 sc0 ls14 ws11">continued</div><div class="t m0 xd7 h11 y51f ffb fs8 fc0 sc0 ls14 ws0">2025 outcomes</div><div class="t m0 xd8 h14 y520 ffc fs8 fc8 sc0 ls1 ws0"> </div><div class="t m0 xb3 h13 y521 ffd fs8 fc8 sc0 ls14 ws11">Our Financial Services Division receiv<span class="_ _2"></span>ed numerous <span class="_ _2"></span>awards <span class="_ _2"></span>and recognition <span class="_ _2"></span>in </div><div class="t m0 xb3 h13 y522 ffd fs8 fc8 sc0 ls14 ws11">2025 with our Mortg<span class="_ _2"></span>age Club ha<span class="_ _2"></span>ving a particularly str<span class="_ _2"></span>ong year <span class="_ _2"></span>having w<span class="_ _2"></span>on the </div><div class="t m0 xb3 h13 y523 ffd fs8 fc8 sc0 ls14 ws11">Moneyfacts Mortg<span class="_ _2"></span>age Club of <span class="_ _2"></span>the year<span class="_ _6"></span>, the Scottish Mortg<span class="_ _2"></span>age Aw<span class="_ _2"></span>ards Dis<span class="_ _2"></span>tributor </div><div class="t m0 xb3 h14 y524 ffc fs8 fc8 sc0 ls14 ws0">of the year and Best Mortg<span class="_ _2"></span>age Club at the Mone<span class="_ _2"></span>y Age and Mortgag<span class="_ _2"></span>e Introducer </div><div class="t m0 xb3 h13 y525 ffd fs8 fc8 sc0 ls14 ws11">awar<span class="_ _2"></span>ds.</div><div class="t m0 xb3 h13 y526 ffd fs8 fc8 sc0 ls14 ws11">The Division con<span class="_ _2"></span>tinued its trans<span class="_ _2"></span>forma<span class="_ _2"></span>tion and has undert<span class="_ _2"></span>aken <span class="_ _2"></span>a number of </div><div class="t m0 xb3 h13 y527 ffd fs8 fc8 sc0 ls14 ws11">initiatives designed <span class="_ _2"></span>to impr<span class="_ _2"></span>ove the cus<span class="_ _2"></span>tomer outc<span class="_ _2"></span>ome, including:</div><div class="t m0 xb3 h13 y528 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Improving <span class="_ _2"></span>technology with the in<span class="_ _2"></span>troduction of a CRM <span class="_ _2"></span>in partnership <span class="_ _2"></span>with </span></div><div class="t m0 xad h13 y529 ffd fs8 fc8 sc0 ls14 ws11">Mortgage <span class="_ _2"></span>Brain, which has <span class="_ _2"></span>increased br<span class="_ _2"></span>ok<span class="_ _2"></span>er cont<span class="_ _2"></span>act by 196%.</div><div class="t m0 xb3 h13 y52a ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Continued to <span class="_ _2"></span>review c<span class="_ _2"></span>ompliance policy to ensur<span class="_ _2"></span>e that the righ<span class="_ _2"></span>t balance between </span></div><div class="t m0 xad h13 y52b ffd fs8 fc8 sc0 ls14 ws11">str<span class="_ _2"></span>ong governance and <span class="_ _2"></span>helping our brok<span class="_ _0"></span>ers to give <span class="_ _2"></span>advice.</div><div class="t m0 xb3 h13 y52c ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Inves<span class="_ _2"></span>ted in the sales <span class="_ _2"></span>and distribution and oper<span class="_ _2"></span>ational t<span class="_ _2"></span>eams to enable gr<span class="_ _2"></span>eater </span></div><div class="t m0 xad h13 y52d ffd fs8 fc8 sc0 ls14 ws11">brok<span class="_ _0"></span>er engagement.</div><div class="t m0 xb3 h13 y52e ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">De-risk<span class="_ _2"></span>ed the business by disc<span class="_ _2"></span>ontinuing certain <span class="_ _2"></span>business lines that did <span class="_ _2"></span>not meet </span></div><div class="t m0 xad h13 y52f ffd fs8 fc8 sc0 ls14 ws11">our appetite or <span class="_ _2"></span>fair v<span class="_ _2"></span>alue assessments.</div><div class="t m0 xb3 h13 y530 ffd fs8 fc8 sc0 ls14 ws11">W<span class="_ _2"></span>e continue <span class="_ _2"></span>to list<span class="_ _2"></span>en to f<span class="_ _2"></span>eedback fr<span class="_ _2"></span>om our mortgag<span class="_ _2"></span>e and pr<span class="_ _2"></span>otection br<span class="_ _2"></span>oker<span class="_ _2"></span>s </div><div class="t m0 xb3 h13 y531 ffd fs8 fc8 sc0 ls14 ws11">reg<span class="_ _2"></span>arding their e<span class="_ _2"></span>xpectations <span class="_ _2"></span>in relation <span class="_ _2"></span>to the technology <span class="_ _2"></span>we use and the Boar<span class="_ _2"></span>d has </div><div class="t m0 xb3 h13 y532 ffd fs8 fc8 sc0 ls14 ws11">approv<span class="_ _2"></span>ed significant in<span class="_ _2"></span>ves<span class="_ _2"></span>tment int<span class="_ _2"></span>o technology in the Financial <span class="_ _2"></span>Services Division to </div><div class="t m0 xb3 h13 y533 ffd fs8 fc8 sc0 ls14 ws11">help brok<span class="_ _0"></span>ers with an int<span class="_ _2"></span>egrat<span class="_ _2"></span>ed one st<span class="_ _2"></span>op shop f<span class="_ _2"></span>or transacting business.</div><div class="t m0 xb3 h13 y534 ffd fs8 fc8 sc0 ls14 ws11">Our Surveying &amp; V<span class="_ _0"></span>aluation Division successfully <span class="_ _2"></span>renewed <span class="_ _2"></span>those lender contr<span class="_ _2"></span>acts that </div><div class="t m0 xb3 h13 y535 ffd fs8 fc8 sc0 ls14 ws11">were <span class="_ _2"></span>due for r<span class="_ _2"></span>enewal in<span class="_ _2"></span> 2025, and importan<span class="_ _2"></span>tly signed it<span class="_ _1"></span>’<span class="_ _0"></span>s firs<span class="_ _2"></span>t A<span class="_ _2"></span>VM contr<span class="_ _2"></span>act with a </div><div class="t m0 xb3 h13 y536 ffd fs8 fc8 sc0 ls14 ws11">large UK <span class="_ _2"></span>banking group.</div><div class="t m0 xb3 h13 y537 ffd fs8 fc8 sc0 ls14 ws11">W<span class="_ _2"></span>e are the <span class="_ _2"></span>only UK provider <span class="_ _2"></span>for A<span class="_ _0"></span>VM, remote and ph<span class="_ _2"></span>ysical <span class="_ _2"></span>valuations f<span class="_ _2"></span>or r<span class="_ _2"></span>esidential </div><div class="t m0 xb3 h13 y538 ffd fs8 fc8 sc0 ls14 ws11">mortgage <span class="_ _2"></span>lending with a gr<span class="_ _2"></span>owing reput<span class="_ _2"></span>ation f<span class="_ _2"></span>or innova<span class="_ _2"></span>tion and pr<span class="_ _2"></span>operty risk </div><div class="t m0 xb3 h13 y539 ffd fs8 fc8 sc0 ls14 ws11">expertise, whils<span class="_ _2"></span>t continuing t<span class="_ _2"></span>o achieve double <span class="_ _2"></span>digit growth <span class="_ _2"></span>through our c<span class="_ _2"></span>onsumer </div><div class="t m0 xb3 h13 y53a ffd fs8 fc8 sc0 ls14 ws11">survey channel and main<span class="_ _2"></span>taining an e<span class="_ _2"></span>xcellen<span class="_ _2"></span>t rating <span class="_ _2"></span>of 4.8 on T<span class="_ _0"></span>rustpilot. </div><div class="t m0 xb3 h13 y53b ffd fs8 fc8 sc0 ls14 ws11">Sever<span class="_ _2"></span>al brands within <span class="_ _2"></span>the Est<span class="_ _2"></span>ate Agency <span class="_ _2"></span>Franchising Division secur<span class="_ _2"></span>ed positions </div><div class="t m0 xb3 h13 y53c ffd fs8 fc8 sc0 ls14 ws11">in the pres<span class="_ _2"></span>tigious Best Es<span class="_ _2"></span>tat<span class="_ _2"></span>e Agency Guide, which r<span class="_ _2"></span>ecognises the t<span class="_ _2"></span>op est<span class="_ _2"></span>ate and </div><div class="t m0 xb3 h13 y53d ffd fs8 fc8 sc0 ls14 ws11">lettings agents <span class="_ _2"></span>across the UK.</div><div class="t m0 xb3 h13 y53e ffd fs8 fc8 sc0 ls14 ws11">Our larges<span class="_ _2"></span>t franchise <span class="_ _2"></span>partner<span class="_ _6"></span>, National Home Move, w<span class="_ _2"></span>as awar<span class="_ _2"></span>ded bronz<span class="_ _2"></span>e f<span class="_ _2"></span>or </div><div class="t m0 xb3 h13 y53f ffd fs8 fc8 sc0 ls14 ws11">"Community Champion of the Y<span class="_ _6"></span>ear" at the Negotiator <span class="_ _2"></span>Awar<span class="_ _2"></span>ds.</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   24<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   24<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
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" class="bi x0 y540 w5 h5b" alt="" /><div class="t m0 xf he y1f ff11 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">24<span class="_ _13"> </span>25</div><div class="t m0 xe he y1e ff12 fs6 fc4 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span>FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span>CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="fc0 ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="fc4 ls11 wse">OVERVIEW</span></span></div><div class="t m0 x18 h10 y21 ffc fs4 fc6 sc0 ls1 ws0"> </div><div class="t m0 x39 hf y541 ffb fs2 fc0 sc0 ls1 ws0">Suppliers</div><div class="t m0 x9f h11 y542 ffb fs8 fc0 sc0 ls14 ws0">Why we eng<span class="_ _2"></span>age</div><div class="t m2 xd9 h13 y542 ffd fs8 fc8 sc0 ls14 ws11">Key supplier <span class="_ _2"></span>performance is <span class="_ _2"></span>important. W<span class="_ _0"></span>e expect them to oper<span class="_ _2"></span>ate <span class="_ _2"></span>with an appropria<span class="_ _2"></span>te lev<span class="_ _2"></span>el of </div><div class="t m2 xd9 h13 y543 ffd fs8 fc8 sc0 ls14 ws11">integrity and <span class="_ _2"></span>within applicable law<span class="_ _2"></span>s and regula<span class="_ _2"></span>tions, including the Modern Sla<span class="_ _2"></span>very Act 2015.  </div><div class="t m0 x9f h13 y544 ffb fs8 fc0 sc0 ls14 ws0">How we engag<span class="_ _2"></span>e<span class="_ _3b"> </span><span class="ffd fc8 ws11">Contractual perf<span class="_ _2"></span>ormance and KPI re<span class="_ _2"></span>views, and ongoing <span class="_ _2"></span>monitoring of financial security<span class="_ _6"></span>.  </span></div><div class="t m0 x9f h13 y545 ffb fs8 fc0 sc0 ls14 ws0">Board over<span class="_ _2"></span>sight<span class="_ _3b"> </span><span class="ffd fc8 ws11">Any significant <span class="_ _2"></span>new rela<span class="_ _2"></span>tionships are appr<span class="_ _2"></span>oved <span class="_ _2"></span>by the Board. Da<span class="_ _2"></span>y<span class="_ _2"></span>-to-da<span class="_ _2"></span>y management of </span></div><div class="t m0 xd9 h13 y546 ffd fs8 fc8 sc0 ls14 ws11">supplier rela<span class="_ _2"></span>tionships is undertak<span class="_ _0"></span>en by senior management, with an<span class="_ _2"></span>y concerns <span class="_ _2"></span>about significant </div><div class="t m0 xd9 h13 y547 ffd fs8 fc8 sc0 ls14 ws11">suppliers esc<span class="_ _2"></span>alated t<span class="_ _2"></span>o the Board via <span class="_ _2"></span>the Group CE<span class="_ _2"></span>O.  <span class="_ _2"></span></div><div class="t m0 x4d h13 y548 ffb fs8 fc0 sc0 ls14 ws0">2025 outcomes<span class="_ _3b"> </span><span class="ffd fc8 ws11">Each Division enhanced its <span class="_ _2"></span>supplier governance arr<span class="_ _2"></span>angements, <span class="_ _2"></span>including criticality assessments </span></div><div class="t m0 xd9 h13 y549 ffd fs8 fc8 sc0 ls14 ws11">of all k<span class="_ _2"></span>ey supplier<span class="_ _2"></span>s and the es<span class="_ _2"></span>tablishment of <span class="_ _2"></span>appropriat<span class="_ _2"></span>e over<span class="_ _2"></span>sight con<span class="_ _2"></span>trols. In addition, <span class="_ _2"></span>a </div><div class="t m0 xd9 h13 y54a ffd fs8 fc8 sc0 ls14 ws11">str<span class="_ _2"></span>ategic pr<span class="_ _2"></span>ocuremen<span class="_ _2"></span>t review pr<span class="_ _2"></span>ogressed <span class="_ _2"></span>to identify opportunities t<span class="_ _2"></span>o lever<span class="_ _2"></span>age the Gr<span class="_ _2"></span>oup’<span class="_ _0"></span>s scale </div><div class="t m0 xd9 h13 y54b ffd fs8 fc8 sc0 ls14 ws11">and drive e<span class="_ _2"></span>fficiencies, with further work planned <span class="_ _2"></span>in 2026.</div><div class="t m0 x67 hf y54c ffb fs2 fc0 sc0 ls1 ws0">Regula<span class="_ _2"></span>tors</div><div class="t m0 x9f h13 y54d ffb fs8 fc0 sc0 ls14 ws0">Why we eng<span class="_ _2"></span>age<span class="_ _3b"> </span><span class="ffd fc8 ws11">Engaging with our r<span class="_ _2"></span>egulator<span class="_ _2"></span>s enables us t<span class="_ _2"></span>o ensure w<span class="_ _2"></span>e are c<span class="_ _2"></span>ompliant with regula<span class="_ _2"></span>tions and adapt </span></div><div class="t m0 xd9 h13 y54e ffd fs8 fc8 sc0 ls14 ws11">our processes <span class="_ _2"></span>as changes to bes<span class="_ _2"></span>t practi<span class="_ _2"></span>ce operations <span class="_ _2"></span>are identified.</div><div class="t m0 x9f h11 y54f ffb fs8 fc0 sc0 ls14 ws0">How we engag<span class="_ _2"></span>e</div><div class="t m0 xd9 h13 y550 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Open and co-oper<span class="_ _2"></span>ative r<span class="_ _2"></span>esponses to enquiries <span class="_ _2"></span>and reques<span class="_ _2"></span>ts for in<span class="_ _2"></span>forma<span class="_ _2"></span>tion.</span></div><div class="t m0 xd9 h13 y551 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Participa<span class="_ _2"></span>tion in industry<span class="_ _2"></span>-wide regula<span class="_ _2"></span>tory studies and <span class="_ _2"></span>review<span class="_ _2"></span>s. </span></div><div class="t m0 x9f h13 y552 ffb fs8 fc0 sc0 ls14 ws0">Board over<span class="_ _2"></span>sight<span class="_ _3b"> </span><span class="ffd fc8 ws11">The Board and/or <span class="_ _2"></span>ARC receiv<span class="_ _2"></span>e regular upda<span class="_ _2"></span>tes fr<span class="_ _2"></span>om the Group <span class="_ _2"></span>CRO on the Divisions’ </span></div><div class="t m0 xd9 h13 y553 ffd fs8 fc8 sc0 ls14 ws11">compliance with their r<span class="_ _2"></span>egulatory oblig<span class="_ _2"></span>ations and, in <span class="_ _2"></span>particular<span class="_ _6"></span>, any corr<span class="_ _2"></span>espondence and </div><div class="t m0 xd9 h13 y554 ffd fs8 fc8 sc0 ls14 ws11">engagemen<span class="_ _2"></span>t on mat<span class="_ _2"></span>erial matter<span class="_ _2"></span>s with the FCA.</div><div class="t m0 x4d h11 y555 ffb fs8 fc0 sc0 ls14 ws0">2025 outcomes<span class="_ _3b"> </span><span class="ffc fc8">During the year our FCA r<span class="_ _2"></span>egulated subsidiaries ha<span class="_ _2"></span>ve responded t<span class="_ _2"></span>o a number of regulat<span class="_ _2"></span>ory </span></div><div class="t m0 xd9 h13 y556 ffd fs8 fc8 sc0 ls14 ws11">consulta<span class="_ _2"></span>tions and guidance, and r<span class="_ _2"></span>eviewed their <span class="_ _2"></span>operations wher<span class="_ _2"></span>e appr<span class="_ _2"></span>opriate in r<span class="_ _2"></span>esponse, </div><div class="t m0 xd9 h13 y557 ffd fs8 fc8 sc0 ls14 ws11">including:</div><div class="t m0 xd9 h13 y558 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Participa<span class="_ _2"></span>ting in the FCA<span class="_ _0"></span>’<span class="_ _2"></span>s mark<span class="_ _2"></span>et study <span class="_ _2"></span>on Pure <span class="_ _2"></span>Prot<span class="_ _2"></span>ection.</span></div><div class="t m0 xd9 h13 y559 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Responding t<span class="_ _2"></span>o the FCA<span class="_ _2"></span>’<span class="_ _0"></span>s consulta<span class="_ _2"></span>tion paper on the Mortg<span class="_ _2"></span>age Rule R<span class="_ _2"></span>eview<span class="_ _0"></span>.</span></div><div class="t m0 xda h55 y55a ff17 fs1d fc3 sc0 ls1 ws0"> </div><div class="t m0 xdb h28 y55b ff16 fs2 fc0 sc0 ls1 ws0">Communities </div><div class="t m0 x62 hf y55c ffb fs2 fc0 sc0 ls1 ws0">and the </div><div class="t m0 xce hf y55d ffb fs2 fc0 sc0 ls1 ws0">Envir<span class="_ _2"></span>onment</div><div class="t m0 x9f h13 y55e ffb fs8 fc0 sc0 ls14 ws0">Why we eng<span class="_ _2"></span>age<span class="_ _3b"> </span><span class="ffd fc8 ws11">We <span class="_ _2"></span>want t<span class="_ _2"></span>o have <span class="_ _2"></span>a positive and las<span class="_ _2"></span>ting impact on the c<span class="_ _2"></span>ommunities we work in <span class="_ _2"></span>and reduce our </span></div><div class="t m0 xd9 h13 y55f ffd fs8 fc8 sc0 ls14 ws11">impact on the en<span class="_ _2"></span>vironment.</div><div class="t m0 x9f h11 y560 ffb fs8 fc0 sc0 ls14 ws0">How we engag<span class="_ _2"></span>e</div><div class="t m0 xd9 h13 y561 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Sustainability <span class="_ _2"></span>Committee and Communities F<span class="_ _2"></span>orum consider our impact <span class="_ _2"></span>and charitable </span></div><div class="t m0 xdc h13 y562 ffd fs8 fc8 sc0 ls14 ws11">initiatives. </div><div class="t m0 xd9 h13 y563 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Surveying &amp; V<span class="_ _0"></span>aluation Division undertak<span class="_ _0"></span>es sustainability initiativ<span class="_ _2"></span>es in conjunction with <span class="_ _2"></span>lender </span></div><div class="t m0 xdc h13 y564 ffd fs8 fc8 sc0 ls14 ws11">clients.</div><div class="t m0 xd9 h13 y565 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">The Financial Services network participa<span class="_ _2"></span>tes in the Mortg<span class="_ _2"></span>age Clima<span class="_ _2"></span>te Action Gr<span class="_ _2"></span>oup, an </span></div><div class="t m0 xdc h13 y566 ffd fs8 fc8 sc0 ls14 ws11">industry<span class="_ _2"></span>-wide group f<span class="_ _2"></span>ocusing on the <span class="_ _2"></span>Net Zer<span class="_ _2"></span>o econom<span class="_ _2"></span>y<span class="_ _0"></span>.</div><div class="t m0 x9f h13 y567 ffb fs8 fc0 sc0 ls14 ws0">Board over<span class="_ _2"></span>sight<span class="_ _3b"> </span><span class="ffd fc8 ws11">The Group CE<span class="_ _2"></span>O is a member of the Sus<span class="_ _2"></span>tainability Committ<span class="_ _2"></span>ee and the Board <span class="_ _2"></span>receives r<span class="_ _2"></span>egular </span></div><div class="t m0 xd9 h13 y568 ffd fs8 fc8 sc0 ls14 ws11">updates on <span class="_ _2"></span>the Group’<span class="_ _6"></span>s sustainability initiativ<span class="_ _2"></span>es. More inf<span class="_ _2"></span>ormation is <span class="_ _2"></span>provided in <span class="_ _2"></span>our </div><div class="t m0 xd9 h13 y569 ffd fs8 fc8 sc0 ls14 ws11">Sustainability <span class="_ _2"></span>Report on pag<span class="_ _2"></span>es 32 to 37.</div><div class="t m0 x4d h13 y56a ffb fs8 fc0 sc0 ls14 ws0">2025 outcomes<span class="_ _3b"> </span><span class="ffd fc8 ws11">Our colleagues ha<span class="_ _2"></span>ve been in<span class="_ _2"></span>volved in v<span class="_ _2"></span>arious charitable <span class="_ _2"></span>initiatives during the <span class="_ _2"></span>year<span class="_ _6"></span>, as detailed in </span></div><div class="t m0 xd9 h13 y56b ffd fs8 fc8 sc0 ls14 ws11">the Sust<span class="_ _2"></span>ainability Report on <span class="_ _2"></span>page 36.</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   25<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   25<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
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" class="bi x0 y56c w5 h5c" alt="" /><div class="t m0 x6e h11 y56d ffb fs8 fc0 sc0 ls14 ws11">Decisions<span class="_ _56"> </span><span class="ws0">Impact on stak<span class="_ _2"></span>eholders</span></div><div class="t m0 x86 h11 y56e ffb fs8 fc0 sc0 ls14 ws0">Appointment of </div><div class="t m0 x86 h11 y56f ffb fs8 fc0 sc0 ls14 ws0">Adam Castleton </div><div class="t m0 x1c h11 y570 ffb fs8 fc0 sc0 ls14 ws0">as Group CEO </div><div class="t m0 x6e h13 y56e ffd fs8 fc8 sc0 ls14 ws11">Following Da<span class="_ _2"></span>vid Stew<span class="_ _2"></span>art<span class="_ _1"></span>’<span class="_ _0"></span>s retiremen<span class="_ _2"></span>t, the Board <span class="_ _2"></span>appointed Adam </div><div class="t m0 x6e h13 y56f ffd fs8 fc8 sc0 ls14 ws11">Castleton <span class="_ _2"></span>as his successor<span class="_ _6"></span>, firstly as <span class="_ _2"></span>CEO designat<span class="_ _2"></span>e, then taking <span class="_ _2"></span>up the </div><div class="t m0 x6e h13 y570 ffd fs8 fc8 sc0 ls14 ws11">position f<span class="_ _2"></span>ormally in May <span class="_ _2"></span>2025. Adam has made a positiv<span class="_ _2"></span>e start, <span class="_ _2"></span>driving </div><div class="t m0 x6e h13 y571 ffd fs8 fc8 sc0 ls14 ws11">forw<span class="_ _2"></span>ard change, bu<span class="_ _2"></span>ilding on relati<span class="_ _2"></span>onships with Shareholder<span class="_ _2"></span>s and leading </div><div class="t m0 x6e h13 y572 ffd fs8 fc8 sc0 ls14 ws11">a cultural <span class="_ _2"></span>shift across the bu<span class="_ _2"></span>siness.  </div><div class="t m0 x7e h13 y573 ffd fs8 fc8 sc0 ls14 ws11">Positiv<span class="_ _2"></span>e on our Shareholder </div><div class="t m0 x7e h13 y574 ffd fs8 fc8 sc0 ls14 ws11">relationship<span class="_ _2"></span>s, building more s<span class="_ _2"></span>tra<span class="_ _2"></span>tegic </div><div class="t m0 x7e h13 y575 ffd fs8 fc8 sc0 ls14 ws11">cross Gr<span class="_ _2"></span>oup rela<span class="_ _2"></span>tionships with k<span class="_ _2"></span>ey </div><div class="t m0 x7e h14 y576 ffc fs8 fc8 sc0 ls14 ws0">lender partners and pr<span class="_ _2"></span>oduct pro<span class="_ _2"></span>viders </div><div class="t m0 x7e h13 y577 ffd fs8 fc8 sc0 ls14 ws11">and embedding culture <span class="_ _2"></span>with our </div><div class="t m0 x7e h13 y578 ffd fs8 fc8 sc0 ls14 ws11">colleagues. </div><div class="t m0 x86 h11 y579 ffb fs8 fc0 sc0 ls14 ws0">Appointment of </div><div class="t m0 xce h11 y57a ffb fs8 fc0 sc0 ls14 ws0">new corpor<span class="_ _2"></span>ate </div><div class="t m0 xdd h11 y57b ffb fs8 fc0 sc0 ls14 ws11">brok<span class="_ _2"></span>ers</div><div class="t m0 x6e h13 y579 ffd fs8 fc8 sc0 ls14 ws11">The Board appoin<span class="_ _2"></span>ted Jeffries <span class="_ _2"></span>International <span class="_ _2"></span>and Shore Capit<span class="_ _2"></span>al as the </div><div class="t m0 x6e h13 y57a ffd fs8 fc8 sc0 ls14 ws11">Group’<span class="_ _6"></span>s joint corpora<span class="_ _2"></span>te br<span class="_ _2"></span>oker<span class="_ _2"></span>s in Augus<span class="_ _2"></span>t 2025.</div><div class="t m0 x7e h14 y579 ffc fs8 fc8 sc0 ls14 ws0">Supports our goal to enhance </div><div class="t m0 x7e h13 y57c ffd fs8 fc8 sc0 ls14 ws11">engagemen<span class="_ _2"></span>t with our Shar<span class="_ _2"></span>eholders and </div><div class="t m0 x7e h13 y57d ffd fs8 fc8 sc0 ls14 ws11">attr<span class="_ _2"></span>act new inv<span class="_ _2"></span>estor<span class="_ _2"></span>s.    </div><div class="t m0 xce h11 y57e ffb fs8 fc0 sc0 ls14 ws0">Share buyback </div><div class="t m0 x39 h11 y57f ffb fs8 fc0 sc0 ls14 ws11">progr<span class="_ _2"></span>amme</div><div class="t m0 x6e h13 y57e ffd fs8 fc8 sc0 ls14 ws11">The Board acceler<span class="_ _2"></span>ated<span class="_ _2"></span> its share buyback pr<span class="_ _2"></span>ogr<span class="_ _2"></span>amme in the second half </div><div class="t m0 x6e h13 y57f ffd fs8 fc8 sc0 ls14 ws11">of 2025 and the £7m shar<span class="_ _2"></span>e buyback pr<span class="_ _2"></span>ogramme launched <span class="_ _2"></span>in April 2024 </div><div class="t m0 x6e h13 y580 ffd fs8 fc8 sc0 ls14 ws11">completed, <span class="_ _2"></span>with 2,610,470 shares pur<span class="_ _2"></span>chased at an a<span class="_ _2"></span>ver<span class="_ _2"></span>age pur<span class="_ _2"></span>chase </div><div class="t m0 x6e h13 y581 ffd fs8 fc8 sc0 ls14 ws11">price of 268 pence per shar<span class="_ _2"></span>e. Given the <span class="_ _2"></span>financial streng<span class="_ _2"></span>th of the Gr<span class="_ _2"></span>oup, </div><div class="t m0 x6e h13 y582 ffd fs8 fc8 sc0 ls14 ws11">its capit<span class="_ _2"></span>al-light opera<span class="_ _2"></span>ting model and ongoing <span class="_ _2"></span>strong <span class="_ _2"></span>cash gener<span class="_ _2"></span>ation </div><div class="t m0 x6e h13 y583 ffd fs8 fc8 sc0 ls14 ws11">capability<span class="_ _6"></span>, the Board announced the launch of a <span class="_ _2"></span>new £12m share <span class="_ _2"></span>buyback </div><div class="t m0 x6e h13 y584 ffd fs8 fc8 sc0 ls14 ws11">progr<span class="_ _2"></span>amme in January 2026.  </div><div class="t m0 x7e h14 y585 ffc fs8 fc8 sc0 ls14 ws0">Allocat<span class="_ _2"></span>es capital to driv<span class="_ _2"></span>e Shareholder </div><div class="t m0 x7e h13 y586 ffd fs8 fc8 sc0 ls14 ws11">value.</div><div class="t m0 xa4 h11 y587 ffb fs8 fc0 sc0 ls14 ws11">Updated </div><div class="t m0 xce h2e y588 ff16 fs8 fc0 sc0 ls14 ws11">Remuner<span class="_ _2"></span>ation </div><div class="t m0 x56 h11 y589 ffb fs8 fc0 sc0 ls14 ws0">Policy and </div><div class="t m0 x41 h2e y58a ff16 fs8 fc0 sc0 ls14 ws11">introduction of </div><div class="t m0 x3a h11 y58b ffb fs8 fc0 sc0 ls14 ws0">2025 L<span class="_ _0"></span>TIP</div><div class="t m0 x6e h13 y58c ffd fs8 fc8 sc0 ls14 ws11">The Board r<span class="_ _2"></span>eviewed the <span class="_ _2"></span>Remuner<span class="_ _2"></span>ation P<span class="_ _2"></span>olicy f<span class="_ _2"></span>or Executiv<span class="_ _2"></span>e Direct<span class="_ _2"></span>ors </div><div class="t m0 x6e h13 y58d ffd fs8 fc8 sc0 ls14 ws11">and the br<span class="_ _2"></span>oader remuner<span class="_ _2"></span>ation appr<span class="_ _2"></span>oach to ensur<span class="_ _2"></span>e it was e<span class="_ _2"></span>ffectiv<span class="_ _2"></span>e. It </div><div class="t m0 x6e h13 y58e ffd fs8 fc8 sc0 ls14 ws11">undertook a Shar<span class="_ _2"></span>eholder consult<span class="_ _2"></span>ation in r<span class="_ _2"></span>elation to pot<span class="_ _2"></span>ential policy </div><div class="t m0 x6e h13 y58f ffd fs8 fc8 sc0 ls14 ws11">amendments in or<span class="_ _2"></span>der to ensur<span class="_ _2"></span>e that our r<span class="_ _2"></span>emunera<span class="_ _2"></span>tion structur<span class="_ _2"></span>es </div><div class="t m0 x6e h13 y590 ffd fs8 fc8 sc0 ls14 ws11">rew<span class="_ _2"></span>ard good perf<span class="_ _2"></span>ormance and deliv<span class="_ _2"></span>er value t<span class="_ _2"></span>o Shareholder<span class="_ _2"></span>s. Following </div><div class="t m0 x6e h13 y591 ffd fs8 fc8 sc0 ls14 ws11">consulta<span class="_ _2"></span>tion, a new R<span class="_ _2"></span>emunera<span class="_ _2"></span>tion Policy an<span class="_ _2"></span>d our 2025 L<span class="_ _0"></span>TIP were </div><div class="t m0 x6e h13 y592 ffd fs8 fc8 sc0 ls14 ws11">approv<span class="_ _2"></span>ed by Shareholder<span class="_ _2"></span>s in Ma<span class="_ _2"></span>y 2025.  </div><div class="t m0 x7e h13 y593 ffd fs8 fc8 sc0 ls14 ws11">Aligns the int<span class="_ _2"></span>erests of <span class="_ _2"></span>our Executiv<span class="_ _2"></span>es </div><div class="t m0 x7e h13 y594 ffd fs8 fc8 sc0 ls14 ws11">with that of our <span class="_ _2"></span>Shareholder<span class="_ _2"></span>s. </div><div class="t m0 x5d h11 y595 ffb fs8 fc0 sc0 ls14 ws0">New purpose, </div><div class="t m0 xce h11 y596 ffb fs8 fc0 sc0 ls14 ws0">mission, vision </div><div class="t m0 x13 h11 y597 ffb fs8 fc0 sc0 ls14 ws0">and values</div><div class="t m0 x6e h13 y595 ffd fs8 fc8 sc0 ls14 ws11">The Board appr<span class="_ _2"></span>oved our <span class="_ _2"></span>new purpose, mission, vision and <span class="_ _2"></span>values (pages </div><div class="t m0 x6e h13 y596 ffd fs8 fc8 sc0 ls14 ws11">04 and 06) in Oct<span class="_ _2"></span>ober 2025, which was sub<span class="_ _2"></span>sequently launched to <span class="_ _2"></span>the </div><div class="t m0 x6e h14 y597 ffc fs8 fc8 sc0 ls14 ws0">business at our Senior Managemen<span class="_ _2"></span>t Confer<span class="_ _2"></span>ence at the end of Nov<span class="_ _2"></span>ember </div><div class="t m0 x6e h13 y598 ffd fs8 fc8 sc0 ls14 ws11">2025. This marks an <span class="_ _2"></span>important s<span class="_ _2"></span>tep f<span class="_ _2"></span>orward <span class="_ _2"></span>in building who we ar<span class="_ _2"></span>e and </div><div class="t m0 x6e h13 y599 ffd fs8 fc8 sc0 ls14 ws11">how our people w<span class="_ _2"></span>ork together t<span class="_ _2"></span>o achieve mor<span class="_ _2"></span>e.</div><div class="t m0 x7e h13 y59a ffd fs8 fc8 sc0 ls14 ws11">Reinf<span class="_ _2"></span>orces <span class="_ _2"></span>our cultural e<span class="_ _2"></span>xpectations <span class="_ _2"></span>to </div><div class="t m0 x7e h13 y59b ffd fs8 fc8 sc0 ls14 ws11">colleagues, Shar<span class="_ _2"></span>eholders and clien<span class="_ _2"></span>ts.  </div><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">26<span class="_ _13"> </span>27</div><div class="t m0 x19 he y1e ff10 fs6 fc4 sc0 ls11 wse">OVERVIEW</div><div class="t m0 x6 h45 y4ac ffd fs4 fc6 sc0 ls1 ws0">Secti<span class="_ _0"></span>on 1<span class="_ _1c"></span>7<span class="_ _2"></span>2 S<span class="_ _6"></span>ta<span class="_ _0"></span>t<span class="_ _2"></span>e<span class="_ _2"></span>m<span class="_ _0"></span>en<span class="_ _6"></span>t an<span class="_ _0"></span>d <span class="ffc"> </span></div><div class="t m0 x6 h45 y4ad ffd fs4 fc6 sc0 ls6b ws66">S<span class="_ _2"></span>t<span class="_ _1"></span>ak<span class="_ _0"></span>eho<span class="_ _1"></span>lder<span class="_ _1"></span> Enga<span class="_ _1"></span>g<span class="_ _2"></span>ement </div><div class="t m0 xbd h58 y21 ffc fs18 fc6 sc0 ls64 ws5f">cont<span class="_ _2"></span>inued</div><div class="t m0 x6 h46 y2ca ffd fs1 fc6 sc0 ls1 ws0">Sec<span class="_ _1"></span>tion 1<span class="_ _0"></span>72 State<span class="_ _2"></span>ment</div><div class="t m0 x6 hf y71 ffb fs2 fc7 sc0 ls1 ws0">Board decisions</div><div class="t m0 x6 h13 y2fd ffd fs8 fc8 sc0 ls14 ws11">The Board se<span class="_ _2"></span>ts the Group <span class="_ _2"></span>stra<span class="_ _2"></span>tegy<span class="_ _6"></span>, values and culture which <span class="_ _2"></span>ensure </div><div class="t m0 x6 h13 y2ff ffd fs8 fc8 sc0 ls14 ws11">that st<span class="_ _2"></span>ak<span class="_ _2"></span>eholder consider<span class="_ _2"></span>ations ar<span class="_ _2"></span>e considered <span class="_ _2"></span>when decisions are </div><div class="t m0 x6 h13 y300 ffd fs8 fc8 sc0 ls14 ws11">being made acr<span class="_ _2"></span>oss the business.</div><div class="t m0 x6 h13 y59c ffd fs8 fc8 sc0 ls14 ws11">The k<span class="_ _2"></span>ey matt<span class="_ _2"></span>ers, and their <span class="_ _2"></span>impact on the Gr<span class="_ _2"></span>oup’<span class="_ _0"></span>s stak<span class="_ _2"></span>eholders’ </div><div class="t m0 x6 h13 y59d ffd fs8 fc8 sc0 ls14 ws11">inter<span class="_ _2"></span>ests, consider<span class="_ _2"></span>ed by the Boar<span class="_ _2"></span>d during the y<span class="_ _2"></span>ear are set <span class="_ _2"></span>out below<span class="_ _0"></span>. </div><div class="t m0 x6 h13 y59e ffd fs8 fc8 sc0 ls14 ws11">In making these decisions, the f<span class="_ _2"></span>ollowing Section 172 <span class="_ _2"></span>considera<span class="_ _2"></span>tions </div><div class="t m0 x6 h13 y59f ffd fs8 fc8 sc0 ls14 ws11">were <span class="_ _2"></span>considered:</div><div class="t m0 x6 h13 y5a0 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">The lik<span class="_ _2"></span>ely consequences of an<span class="_ _2"></span>y decisions in the <span class="_ _2"></span>long-term.</span></div><div class="t m0 x6 h13 y5a1 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">The inter<span class="_ _2"></span>ests of the <span class="_ _2"></span>Company’<span class="_ _2"></span>s employ<span class="_ _2"></span>ees.</span></div><div class="t m0 x6 h13 y5a2 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">The need to f<span class="_ _2"></span>ost<span class="_ _2"></span>er the Compan<span class="_ _2"></span>y<span class="_ _1"></span>’<span class="_ _0"></span>s business relationship<span class="_ _2"></span>s with </span></div><div class="t m0 x52 h13 y5a3 ffd fs8 fc8 sc0 ls14 ws11">suppliers, cus<span class="_ _2"></span>tomer<span class="_ _2"></span>s and others.</div><div class="t m0 x3f h13 y1c7 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">The impact of the Compan<span class="_ _2"></span>y’<span class="_ _2"></span>s opera<span class="_ _2"></span>tions on the community <span class="_ _2"></span>and </span></div><div class="t m0 xc7 h13 y1c8 ffd fs8 fc8 sc0 ls14 ws11">the envir<span class="_ _2"></span>onment.</div><div class="t m0 x3f h13 y5a4 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">The desirability <span class="_ _2"></span>of the Company <span class="_ _2"></span>maintaining a <span class="_ _2"></span>reputa<span class="_ _2"></span>tion for <span class="_ _2"></span>high </span></div><div class="t m0 xc7 h13 y5a5 ffd fs8 fc8 sc0 ls14 ws11">standar<span class="_ _2"></span>ds of business c<span class="_ _2"></span>onduct.</div><div class="t m0 x3f h13 y5a6 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">The need to act <span class="_ _2"></span>fairly as be<span class="_ _2"></span>tween member<span class="_ _2"></span>s of the Company<span class="_ _6"></span>.</span></div><div class="t m0 x3f h13 y5a7 ffd fs8 fc8 sc0 ls14 ws11">Further inf<span class="_ _2"></span>ormation on how <span class="_ _2"></span>these fact<span class="_ _2"></span>ors ar<span class="_ _2"></span>e considered <span class="_ _2"></span>is included </div><div class="t m0 x3f h13 y5a8 ffd fs8 fc8 sc0 ls14 ws11">in the Gr<span class="_ _2"></span>oup’<span class="_ _0"></span>s Business Model and Strat<span class="_ _2"></span>egy (pages 04 t<span class="_ _2"></span>o 07), Risk </div><div class="t m0 x3f h13 y5a9 ffd fs8 fc8 sc0 ls14 ws11">Management (pag<span class="_ _2"></span>es 27 to 30), Sus<span class="_ _2"></span>tainability R<span class="_ _2"></span>eport (pages 32 t<span class="_ _2"></span>o 37) </div><div class="t m0 x3f h13 y5aa ffd fs8 fc8 sc0 ls14 ws11">and the Corpor<span class="_ _2"></span>ate Gov<span class="_ _2"></span>ernance Report (pag<span class="_ _2"></span>es 50 to 55).</div><div class="t m0 x3f h13 y5ab ffd fs8 fc8 sc0 ls14 ws11">The principal decisions during the y<span class="_ _2"></span>ear wer<span class="_ _2"></span>e:</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   26<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   26<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pf1d" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc1d w4 h0"><img 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" class="bi x0 y5ac w5 h5d" alt="" /><div class="t m0 xf he y1f ff11 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">26<span class="_ _13"> </span>27</div><div class="t m0 xe he y1e ff12 fs6 fc4 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span>FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span>CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="fc0 ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="fc4 ls11 wse">OVERVIEW</span></span></div><div class="t m0 x18 h45 y21 ffd fs4 fc6 sc0 ls12 wsf">Risk<span class="_ _7"></span> Mana<span class="_ _1"></span>gem<span class="_ _1"></span>ent</div><div class="t m0 x18 hf y5ad ffb fs2 fc7 sc0 ls1 ws0">Governance and ov<span class="_ _2"></span>ersight</div><div class="t m0 x18 h13 y5ae ffd fs8 fc8 sc0 ls14 ws11">The Board has <span class="_ _2"></span>overall <span class="_ _2"></span>responsibility f<span class="_ _2"></span>or the Gr<span class="_ _2"></span>oup’<span class="_ _0"></span>s risk management </div><div class="t m0 x18 h13 y5af ffd fs8 fc8 sc0 ls14 ws11">and internal <span class="_ _2"></span>contr<span class="_ _2"></span>ol sy<span class="_ _2"></span>stem, support<span class="_ _2"></span>ed by the Audit &amp; <span class="_ _2"></span>Risk </div><div class="t m0 x18 h13 y5b0 ffd fs8 fc8 sc0 ls14 ws11">Committee, which pr<span class="_ _2"></span>ovides independent <span class="_ _2"></span>oversigh<span class="_ _2"></span>t and challenge. </div><div class="t m0 x18 h13 y5b1 ffd fs8 fc8 sc0 ls14 ws11">Divisional risk committees <span class="_ _2"></span>ensure that <span class="_ _2"></span>emerging risks, <span class="_ _2"></span>regulat<span class="_ _2"></span>ory </div><div class="t m0 x18 h13 y5b2 ffd fs8 fc8 sc0 ls14 ws11">developments <span class="_ _2"></span>and changes in oper<span class="_ _2"></span>ating conditions <span class="_ _2"></span>are identified, </div><div class="t m0 x18 h13 y5b3 ffd fs8 fc8 sc0 ls14 ws11">assessed and escala<span class="_ _2"></span>ted promp<span class="_ _2"></span>tly<span class="_ _0"></span>.</div><div class="t m0 x18 h13 y5b4 ffd fs8 fc8 sc0 ls14 ws11">Given the r<span class="_ _2"></span>egulated na<span class="_ _2"></span>ture of our Finan<span class="_ _2"></span>cial Services Division, an </div><div class="t m0 x18 h14 y5b5 ffc fs8 fc8 sc0 ls14 ws0">enhanced governance s<span class="_ _2"></span>tructure oper<span class="_ _2"></span>ates thr<span class="_ _2"></span>ough the independent </div><div class="t m0 x18 h13 y5b6 ffd fs8 fc8 sc0 ls14 ws11">PRIMIS board, its <span class="_ _2"></span>compliance &amp; audit committ<span class="_ _2"></span>ee and the boar<span class="_ _2"></span>d risk </div><div class="t m0 x18 h13 y5b7 ffd fs8 fc8 sc0 ls14 ws11">&amp; customer <span class="_ _2"></span>outcomes c<span class="_ _2"></span>ommittee. This pr<span class="_ _2"></span>ovides dedica<span class="_ _2"></span>ted over<span class="_ _2"></span>sight </div><div class="t m0 x18 h13 y5b8 ffd fs8 fc8 sc0 ls14 ws11">of risk, conduct, r<span class="_ _2"></span>egulatory c<span class="_ _2"></span>ompliance and cust<span class="_ _2"></span>omer outcomes, </div><div class="t m0 x18 h13 y5b9 ffd fs8 fc8 sc0 ls14 ws11">including consumer duty and <span class="_ _2"></span>operational <span class="_ _2"></span>resilience.</div><div class="t m0 x18 h28 y5ba ff16 fs2 fc7 sc0 ls1 ws0">Risk reporting and risk appetit<span class="_ _2"></span>e</div><div class="t m0 x18 h13 y5bb ffd fs8 fc8 sc0 ls14 ws11">Regular risk <span class="_ _2"></span>reporting pr<span class="_ _2"></span>ovides the Board <span class="_ _2"></span>with visibility of the Gr<span class="_ _2"></span>oup’<span class="_ _0"></span>s </div><div class="t m0 x18 h13 y5bc ffd fs8 fc8 sc0 ls14 ws11">risk profile <span class="_ _2"></span>across s<span class="_ _2"></span>trat<span class="_ _2"></span>egic, financial, opera<span class="_ _2"></span>tional, cust<span class="_ _2"></span>omer and </div><div class="t m0 x18 h13 y5bd ffd fs8 fc8 sc0 ls14 ws11">regulat<span class="_ _2"></span>ory risks, including emer<span class="_ _2"></span>ging risks and issues <span class="_ _2"></span>of Group-lev<span class="_ _2"></span>el </div><div class="t m0 x18 h13 y5be ffd fs8 fc8 sc0 ls14 ws11">significance. The Boar<span class="_ _2"></span>d-approv<span class="_ _2"></span>ed risk appetite s<span class="_ _2"></span>ta<span class="_ _2"></span>tement guides </div><div class="t m0 x18 h13 y5bf ffd fs8 fc8 sc0 ls14 ws11">decision-making and is supported <span class="_ _2"></span>by Group-wide <span class="_ _2"></span>policies ensuring </div><div class="t m0 x18 h13 y5c0 ffd fs8 fc8 sc0 ls14 ws11">consist<span class="_ _2"></span>ent risk managemen<span class="_ _2"></span>t across all <span class="_ _2"></span>Divisions.</div><div class="t m0 x87 hf y5ad ffb fs2 fc7 sc0 ls1 ws0">Risk fr<span class="_ _2"></span>amework cor<span class="_ _2"></span>e components </div><div class="t m0 x87 h2e y5ae ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ff16 fc8">Risk appetite and <span class="_ _2"></span>policies:<span class="ffd"> Define the le<span class="_ _2"></span>vels of risk the Gr<span class="_ _2"></span>oup is </span></span></div><div class="t m0 x55 h13 y5af ffd fs8 fc8 sc0 ls14 ws11">willing to accept <span class="_ _2"></span>in pursuit of <span class="_ _2"></span>its objectives and ensur<span class="_ _2"></span>e consist<span class="_ _2"></span>ent </div><div class="t m0 x55 h13 y5b0 ffd fs8 fc8 sc0 ls14 ws11">contr<span class="_ _2"></span>ol st<span class="_ _2"></span>andards acr<span class="_ _2"></span>oss the Gr<span class="_ _2"></span>oup.</div><div class="t m0 x87 h13 y5c1 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffb fc8 ws0">Risk control self<span class="_ _2"></span>-assessment:<span class="ffd ws11"> R<span class="_ _2"></span>egular assessments <span class="_ _2"></span>of risk </span></span></div><div class="t m0 x55 h13 y5c2 ffd fs8 fc8 sc0 ls14 ws11">exposur<span class="_ _2"></span>e and the eff<span class="_ _2"></span>ectiveness of <span class="_ _2"></span>contr<span class="_ _2"></span>ols.</div><div class="t m0 x87 h2e y5c3 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ff16 fc8">Risk event <span class="_ _2"></span>reporting:<span class="ffd"> Timely r<span class="_ _2"></span>eporting and analysis of <span class="_ _2"></span>material risk </span></span></div><div class="t m6 x55 h13 y5c4 ffd fs8 fc8 sc0 ls14 ws11">events, <span class="_ _2"></span>enabling thematic learning and impr<span class="_ _2"></span>oved cr<span class="_ _2"></span>oss-Gr<span class="_ _2"></span>oup insight.</div><div class="t m0 x87 h13 y5c5 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffb fc8 ws0">Key risk indic<span class="_ _2"></span>ators:<span class="ffd ws11"> <span class="_ _2"></span>Forwar<span class="_ _2"></span>d-looking metrics pr<span class="_ _2"></span>oviding early </span></span></div><div class="t m0 x55 h13 y5c6 ffd fs8 fc8 sc0 ls14 ws11">warning of incr<span class="_ _2"></span>eases in risk e<span class="_ _2"></span>xposure.</div><div class="t m0 x87 hf y5c7 ffb fs2 fc7 sc0 ls1 ws0">Three lines of def<span class="_ _2"></span>ence</div><div class="t m0 x87 h14 y5c8 ffc fs8 fc8 sc0 ls14 ws0">Our three lines of def<span class="_ _0"></span>ence model provides clear account<span class="_ _2"></span>ability and </div><div class="t m0 x87 h13 y5c9 ffd fs8 fc8 sc0 ls14 ws11">independent assur<span class="_ _2"></span>ance:</div><div class="t m0 x87 h13 y5ca ffd fs8 fc8 sc0 ls14 ws11">1. <span class="_ _1"></span><span class="ffb ws0">Firs<span class="_ _2"></span>t line - management:<span class="ffd ws11"> Owns <span class="_ _2"></span>risks and maint<span class="_ _2"></span>ains eff<span class="_ _2"></span>ective </span></span></div><div class="t m0 x55 h13 y5cb ffd fs8 fc8 sc0 ls14 ws11">internal c<span class="_ _2"></span>ontrols.</div><div class="t m0 x87 h13 y5cc ffd fs8 fc8 sc0 ls14 ws11">2. <span class="_ _1"></span><span class="ffb ws0">Second line - risk &amp; compliance:</span> <span class="_ _2"></span>Provides <span class="_ _2"></span>over<span class="_ _2"></span>sight, challenge and </div><div class="t m0 x55 h13 y5cd ffd fs8 fc8 sc0 ls14 ws11">aggrega<span class="_ _2"></span>ted reporti<span class="_ _2"></span>ng.</div><div class="t m0 x87 h13 y5ce ffd fs8 fc8 sc0 ls14 ws11">3. <span class="_ _1"></span><span class="ffb ws0">Third line - in<span class="_ _2"></span>ternal audit:<span class="ffc"> Pr<span class="_ _2"></span>ovides independent assur<span class="_ _2"></span>ance over </span></span></div><div class="t m0 x55 h13 y5cf ffd fs8 fc8 sc0 ls14 ws11">governance, risk <span class="_ _2"></span>management and in<span class="_ _2"></span>ternal con<span class="_ _2"></span>trols.</div><div class="t m0 x18 hf y71 ffb fs2 fc7 sc0 ls1 ws0">Our risk frame<span class="_ _2"></span>work</div><div class="t m0 x18 h6 yd5 ff13 fs2 fc9 sc0 ls6 ws4">Our risk managemen<span class="_ _2"></span>t fr<span class="_ _2"></span>amework <span class="_ _2"></span>(the Fr<span class="_ _2"></span>amework) supports de<span class="_ _2"></span>livery of the Gr<span class="_ _2"></span>oup’<span class="_ _6"></span>s str<span class="_ _2"></span>ategy <span class="_ _2"></span>by </div><div class="t m0 x18 h6 yd6 ff13 fs2 fc9 sc0 ls6 ws4">providing <span class="_ _2"></span>a consis<span class="_ _2"></span>tent, <span class="_ _2"></span>Group appr<span class="_ _2"></span>oach t<span class="_ _2"></span>o identifying, assessing and managing risk<span class="_ _2"></span>s. It enables the </div><div class="t m0 x18 h6 yd7 ff13 fs2 fc9 sc0 ls6 ws4">Group <span class="_ _2"></span>to oper<span class="_ _2"></span>at<span class="_ _2"></span>e within the risk appe<span class="_ _2"></span>tite se<span class="_ _2"></span>t by the Boar<span class="_ _2"></span>d, saf<span class="_ _0"></span>eguard customer<span class="_ _2"></span>s and <span class="_ _2"></span>colleagues, and </div><div class="t m0 x18 h6 yd8 ff13 fs2 fc9 sc0 ls6 ws4">maint<span class="_ _2"></span>ain long-term r<span class="_ _2"></span>esilience. Risk c<span class="_ _2"></span>onsidera<span class="_ _2"></span>tions are <span class="_ _2"></span>embedded int<span class="_ _2"></span>o da<span class="_ _2"></span>y-t<span class="_ _2"></span>o-day <span class="_ _2"></span>decision-making and </div><div class="t m0 x18 h6 yd9 ff13 fs2 fc9 sc0 ls6 ws4">supported by <span class="_ _2"></span>a culture <span class="_ _2"></span>of account<span class="_ _2"></span>ability<span class="_ _6"></span>, owner<span class="_ _2"></span>ship and con<span class="_ _2"></span>tinuous impro<span class="_ _2"></span>vement.</div><div class="t m0 xd8 h5e y5d0 ff1f fs1e fc7 sc0 ls1 ws0">LSL Audit &amp; Risk CommiƩee</div><div class="t m0 x29 h5e y5d1 ff1f fs1e fc7 sc0 ls1 ws0">Divisional risk commiƩees (board/execuƟve)</div><div class="t m7 x1d h5e y5d2 ff1f fs1e fc7 sc0 ls1 ws0">Risk culture</div><div class="t m7 xde h5e y5d3 ff1f fs1e fc0 sc0 ls1 ws0">Three lines of defence</div><div class="t m8 xdf h5e y5d4 ff1f fs1e fc7 sc0 ls1 ws0">Risk reporƟng and oversight (including horizon scanning)</div><div class="t m8 xe0 h5e y5d5 ff1f fs1e fc7 sc0 ls1 ws0">Risk framework and risk appeƟte</div><div class="t m8 x51 h5e y5d6 ff1f fs1e fc7 sc0 ls1 ws0">Policies</div><div class="t m8 xe1 h5e y5d7 ff1f fs1e fc7 sc0 ls1 ws0">Issue and acƟon management</div><div class="t m8 x20 h5e y5d8 ff1f fs1e fc7 sc0 ls1 ws0">Risk assurance</div><div class="t m8 x21 h5e y5d9 ff1f fs1e fc7 sc0 ls1 ws0">Risk system</div><div class="t m8 x2a h5e y5da ff1f fs1e fc7 sc0 ls1 ws0">Risk awareness, educaƟon and communicaƟons</div><div class="t m8 xab h5f y5db ff20 fs1e fc7 sc0 ls1 ws0">Financial<span class="_ _57"> </span>Customer<span class="_ _58"></span>OperaƟonal<span class="_ _59"> </span>Regulatory</div><div class="t m8 xe2 h5f y5dc ff20 fs1e fc7 sc0 ls1 ws0">Strategic and</div><div class="t m8 xe3 h5f y5dd ff20 fs1e fc7 sc0 ls1 ws0">reputaƟonal</div><div class="t m8 xe4 h60 y5de ff1f fs1f fc7 sc0 ls1 ws0">Risk event reporƟng</div><div class="t m8 xd4 h61 y5df ff20 fs20 fc7 sc0 ls1 ws0">Risk events reported within 48 hours</div><div class="t m8 xe5 h61 y5e0 ff20 fs20 fc7 sc0 ls1 ws0">of occurrence. Along with remediaƟon,</div><div class="t m8 xe6 h61 y5e1 ff20 fs20 fc7 sc0 ls1 ws0">root cause and trend analysis</div><div class="t m8 xe4 h61 y5e2 ff20 fs20 fc7 sc0 ls1 ws0">completed to enhance controls</div><div class="t m8 xa2 h60 y5de ff1f fs1f fc7 sc0 ls1 ws0">Key risk indicators</div><div class="t m8 xe7 h61 y5df ff20 fs20 fc7 sc0 ls1 ws0">KRI established for all material risks,</div><div class="t m8 xe7 h61 y5e0 ff20 fs20 fc7 sc0 ls1 ws0">ongoing monitoring against defined</div><div class="t m8 xbd h61 y5e1 ff20 fs20 fc7 sc0 ls1 ws0">thresholds to inform risk exposure/</div><div class="t m8 xe8 h61 y5e2 ff20 fs20 fc7 sc0 ls1 ws0">control effecƟveness</div><div class="t m8 xb5 h60 y5e3 ff1f fs1f fc7 sc0 ls1 ws0">Governance and</div><div class="t m8 xb5 h60 y5e4 ff1f fs1f fc7 sc0 ls1 ws0">oversight</div><div class="t m8 xb5 h60 y5e5 ff1f fs1f fc7 sc0 ls1 ws0">Risk reporƟng</div><div class="t m8 xb5 h60 y5e6 ff1f fs1f fc7 sc0 ls1 ws0">Risk framework,</div><div class="t m8 xb5 h60 y5e7 ff1f fs1f fc7 sc0 ls1 ws0">appeƟte and policies</div><div class="t m8 xb5 h60 y5e8 ff1f fs1f fc7 sc0 ls1 ws0">Risk framework,</div><div class="t m8 xb5 h60 y5e9 ff1f fs1f fc7 sc0 ls1 ws0">core components</div><div class="t m8 xb5 h62 y5ea ff20 fs21 fc7 sc0 ls1 ws0">Underpinned by</div><div class="t m8 xb5 h62 y5eb ff20 fs21 fc7 sc0 ls1 ws0">standard operaƟng</div><div class="t m8 xb5 h62 y5ec ff20 fs21 fc7 sc0 ls1 ws0">procedures</div><div class="t m8 xb5 h60 y5ed ff1f fs1f fc7 sc0 ls1 ws0">Risk enablers</div><div class="t m8 xe9 h60 y5ee ff1f fs1f fc7 sc0 ls1 ws0">Risk control self-assessment</div><div class="t m8 x6b h61 y5ef ff20 fs20 fc7 sc0 ls1 ws0">Register of risks</div><div class="t m8 xb h61 y5f0 ff20 fs20 fc7 sc0 ls1 ws0">and controls assessed periodically</div><div class="t m8 xea h61 y5f1 ff20 fs20 fc7 sc0 ls1 ws0">to determine risk profile</div><div class="t m8 x4a h5e y5f2 ff1f fs1e fc7 sc0 ls1 ws0">LSL Board</div><div class="t m8 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   27<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   27<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pf1e" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc1e w4 h0"><img 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class="bi x0 y5f3 w5 h63" alt="" /><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">28<span class="_ _13"> </span>29</div><div class="t m0 x19 he y1e ff10 fs6 fc4 sc0 ls11 wse">OVERVIEW</div><div class="t m0 x6 h45 y21 ffd fs4 fc6 sc0 ls1 ws0">R<span class="_ _0"></span>i<span class="_ _2"></span>s<span class="_ _2"></span>k M<span class="_ _0"></span>a<span class="_ _2"></span>n<span class="_ _0"></span>ag<span class="_ _6"></span>em<span class="_ _0"></span>e<span class="_ _2"></span>n<span class="_ _0"></span>t <span class="ffc fs18 ls64 ws5f">contin<span class="_ _2"></span>ued</span></div><div class="t m0 x6 h28 y71 ff16 fs2 fc7 sc0 ls1 ws0">Assessing the eff<span class="_ _2"></span>ectiveness of risk culture</div><div class="t m0 x6 h13 y2fd ffd fs8 fc8 sc0 ls14 ws11">The Board r<span class="_ _2"></span>ecognises that <span class="_ _2"></span>an eff<span class="_ _2"></span>ective risk cultur<span class="_ _2"></span>e underpins sound </div><div class="t m0 x6 h13 y2ff ffd fs8 fc8 sc0 ls14 ws11">governance and <span class="_ _2"></span>eff<span class="_ _2"></span>ective int<span class="_ _2"></span>ernal contr<span class="_ _2"></span>ols. Over<span class="_ _2"></span>sight of risk cultur<span class="_ _2"></span>e is </div><div class="t m0 x6 h13 y300 ffd fs8 fc8 sc0 ls14 ws11">provided <span class="_ _2"></span>by the Audit &amp; Risk Committ<span class="_ _2"></span>ee, supported by <span class="_ _2"></span>management </div><div class="t m0 x6 h13 y301 ffd fs8 fc8 sc0 ls14 ws11">and the Gr<span class="_ _2"></span>oup risk function.</div><div class="t m0 x6 h13 y59d ffd fs8 fc8 sc0 ls14 ws11">The eff<span class="_ _2"></span>ectiveness of the <span class="_ _2"></span>Group’<span class="_ _0"></span>s risk culture is <span class="_ _2"></span>assessed on an </div><div class="t m0 x6 h13 y59e ffd fs8 fc8 sc0 ls14 ws11">ongoing basis using a r<span class="_ _2"></span>ange of indic<span class="_ _2"></span>ator<span class="_ _2"></span>s, including employ<span class="_ _2"></span>ee </div><div class="t m0 x6 h13 y59f ffd fs8 fc8 sc0 ls14 ws11">engagemen<span class="_ _2"></span>t and culture <span class="_ _2"></span>survey results, In<span class="_ _2"></span>ternal Audit findings and </div><div class="t m0 x6 h13 y5f4 ffd fs8 fc8 sc0 ls14 ws11">thematic observa<span class="_ _2"></span>tions, risk and con<span class="_ _2"></span>trol self<span class="_ _2"></span>-assessments, <span class="_ _2"></span>incident </div><div class="t m0 x6 h13 y5f5 ffd fs8 fc8 sc0 ls14 ws11">and near<span class="_ _2"></span>-miss reporting <span class="_ _2"></span>and whistleblowing activity<span class="_ _6"></span>. These inputs </div><div class="t m0 x6 h13 y5f6 ffd fs8 fc8 sc0 ls14 ws11">are consid<span class="_ _2"></span>ered collectiv<span class="_ _2"></span>ely throughout the <span class="_ _2"></span>year to iden<span class="_ _2"></span>tify trends, </div><div class="t m0 x6 h13 y5f7 ffd fs8 fc8 sc0 ls14 ws11">behaviour<span class="_ _2"></span>al indicat<span class="_ _2"></span>ors and <span class="_ _2"></span>areas requirin<span class="_ _2"></span>g management a<span class="_ _2"></span>ttention.</div><div class="t m0 x6 h13 y5f8 ffd fs8 fc8 sc0 ls14 ws11">In advance of <span class="_ _2"></span>enhanced internal c<span class="_ _2"></span>ontrol <span class="_ _2"></span>framew<span class="_ _2"></span>ork eff<span class="_ _2"></span>ectiveness </div><div class="t m0 x6 h13 y5f9 ffd fs8 fc8 sc0 ls14 ws11">disclosures e<span class="_ _2"></span>xpected to <span class="_ _2"></span>apply from 2026, the <span class="_ _2"></span>Group is further </div><div class="t m0 x6 h13 y5fa ffd fs8 fc8 sc0 ls14 ws11">streng<span class="_ _2"></span>thening its appr<span class="_ _2"></span>oach to e<span class="_ _2"></span>videncing risk culture and <span class="_ _2"></span>contr<span class="_ _2"></span>ol </div><div class="t m0 x6 h13 y5fb ffd fs8 fc8 sc0 ls14 ws11">eff<span class="_ _2"></span>ectiveness. This includes imp<span class="_ _2"></span>roving the quality <span class="_ _2"></span>and consist<span class="_ _2"></span>ency of </div><div class="t m0 x6 h13 y5fc ffd fs8 fc8 sc0 ls14 ws11">management inf<span class="_ _2"></span>ormation <span class="_ _2"></span>and clarifying account<span class="_ _2"></span>ability f<span class="_ _2"></span>or risk and </div><div class="t m0 x6 h13 y5fd ffd fs8 fc8 sc0 ls14 ws11">contr<span class="_ _2"></span>ol owner<span class="_ _2"></span>ship across the <span class="_ _2"></span>Group.</div><div class="t m0 x3f hf y71 ffb fs2 fc7 sc0 ls1 ws0">Provision 29 r<span class="_ _2"></span>eadiness</div><div class="t m0 x3f h13 y2fd ffd fs8 fc8 sc0 ls14 ws11">During the year<span class="_ _6"></span>, we pr<span class="_ _2"></span>ogressed our <span class="_ _2"></span>prepar<span class="_ _2"></span>ations to c<span class="_ _2"></span>omply with </div><div class="t m0 x3f h13 y2ff ffd fs8 fc8 sc0 ls14 ws11">Pr<span class="_ _2"></span>ovision 29 of the UK Corpor<span class="_ _2"></span>ate <span class="_ _2"></span>Governance Code, s<span class="_ _2"></span>treng<span class="_ _2"></span>thening </div><div class="t m0 x3f h13 y300 ffd fs8 fc8 sc0 ls14 ws11">our risk management <span class="_ _2"></span>and internal c<span class="_ _2"></span>ontr<span class="_ _2"></span>ol framew<span class="_ _2"></span>ork to support the </div><div class="t m0 x3f h13 y301 ffd fs8 fc8 sc0 ls14 ws11">Audit &amp; Risk Committee <span class="_ _2"></span>in its consider<span class="_ _2"></span>ations rela<span class="_ _2"></span>ting to the r<span class="_ _2"></span>equired </div><div class="t m0 x3f h13 y302 ffd fs8 fc8 sc0 ls14 ws11">declara<span class="_ _2"></span>tion on the eff<span class="_ _2"></span>ectiveness of <span class="_ _2"></span>material c<span class="_ _2"></span>ontrols.</div><div class="t m0 x3f h13 y59e ffd fs8 fc8 sc0 ls14 ws11">This has included defining <span class="_ _2"></span>our material financial, <span class="_ _2"></span>operational <span class="_ _2"></span>and </div><div class="t m0 x3f h13 y59f ffd fs8 fc8 sc0 ls14 ws11">compliance con<span class="_ _2"></span>trols, clarifying acc<span class="_ _2"></span>ountabilities, and <span class="_ _2"></span>enhancing </div><div class="t m0 x3f h13 y5f4 ffd fs8 fc8 sc0 ls14 ws11">documenta<span class="_ _2"></span>tion and evidence. A s<span class="_ _2"></span>tructured t<span class="_ _2"></span>esting and assur<span class="_ _2"></span>ance </div><div class="t m0 x3f h14 y5f5 ffc fs8 fc8 sc0 ls14 ws0">progr<span class="_ _2"></span>amme is being implemented t<span class="_ _2"></span>o enable ongoing monitoring of </div><div class="t m0 x3f h13 y5f6 ffd fs8 fc8 sc0 ls14 ws11">contr<span class="_ _2"></span>ol eff<span class="_ _2"></span>ectiveness, with <span class="_ _2"></span>oversigh<span class="_ _2"></span>t pro<span class="_ _2"></span>vided by the Audit &amp; Risk </div><div class="t m0 x3f h13 y5f7 ffd fs8 fc8 sc0 ls14 ws11">Committee.</div><div class="t m0 x6 h28 y5fe ff16 fs2 fc7 sc0 ls1 ws0">Principal risks &amp; uncertain<span class="_ _2"></span>ties  <span class="ffb"> </span></div><div class="t m0 xc3 h26 y5ff ff16 fs6 fc0 sc0 ls1 ws0">Nature of risk/<span class="_ _2"></span>cont<span class="_ _2"></span>ext<span class="ffb"> <span class="_ _5a"> </span>How the risk is managed <span class="_ _5b"> </span>Gross trend </span></div><div class="t m0 xeb h26 y600 ff16 fs6 fc0 sc0 ls1 ws0">(with ra<span class="_ _2"></span>tionale)</div><div class="t m0 x52 h11 y601 ffb fs8 fc7 sc0 ls1 ws0">1. UK housing marke<span class="_ _2"></span>t</div><div class="t m0 x52 h64 y602 ffd fs6 fc8 sc0 ls11 wse">The Group is <span class="_ _2"></span>exposed to <span class="_ _2"></span>the cyclical UK housing <span class="_ _2"></span>mark<span class="_ _2"></span>et, </div><div class="t m0 x52 h64 y603 ffd fs6 fc8 sc0 ls11 wse">with performance <span class="_ _2"></span>closely link<span class="_ _2"></span>ed to tr<span class="_ _2"></span>ansaction volumes, </div><div class="t m0 x52 h65 y604 ffc fs6 fc8 sc0 ls11 ws0">lender behaviour and the a<span class="_ _2"></span>vailability and pricing of mortg<span class="_ _2"></span>age </div><div class="t m0 x52 h64 y605 ffd fs6 fc8 sc0 ls11 wse">finance. Affor<span class="_ _2"></span>dability pressur<span class="_ _2"></span>es remain and <span class="_ _2"></span>marke<span class="_ _2"></span>t activity is </div><div class="t m0 x52 h64 y606 ffd fs6 fc8 sc0 ls11 wse">sensitive to <span class="_ _2"></span>interes<span class="_ _2"></span>t ra<span class="_ _2"></span>te expect<span class="_ _2"></span>ations, employmen<span class="_ _2"></span>t levels and </div><div class="t m0 x52 h64 y607 ffd fs6 fc8 sc0 ls11 wse">geopolitical f<span class="_ _2"></span>actor<span class="_ _2"></span>s aff<span class="_ _2"></span>ecting gilt yields and funding c<span class="_ _2"></span>osts.</div><div class="t m0 x52 h64 y608 ffb fs6 fc8 sc0 ls11 wse">Impact:<span class="ffd"> Lower tr<span class="_ _2"></span>ansaction volumes, tigh<span class="_ _2"></span>ter lender cr<span class="_ _2"></span>edit </span></div><div class="t m0 x52 h64 y609 ffd fs6 fc8 sc0 ls11 wse">appetite or sudden <span class="_ _2"></span>changes in mortgag<span class="_ _2"></span>e pricing may <span class="_ _2"></span>reduce </div><div class="t m0 x52 h64 y60a ffd fs6 fc8 sc0 ls11 wse">revenue, <span class="_ _2"></span>margins and c<span class="_ _2"></span>ash genera<span class="_ _2"></span>tion, and increase earnings </div><div class="t m0 x52 h64 y60b ffd fs6 fc8 sc0 ls11 wse">volatility acr<span class="_ _2"></span>oss Divisions. </div><div class="t m0 x52 h64 y60c ffb fs6 fc8 sc0 ls11 ws0">Time horizon:<span class="ffd wse"> Immedia<span class="_ _2"></span>te to medium-t<span class="_ _2"></span>erm (0-36 months), </span></div><div class="t m0 x52 h64 y60d ffd fs6 fc8 sc0 ls11 wse">reflecting the <span class="_ _2"></span>potential f<span class="_ _2"></span>or r<span class="_ _2"></span>apid mortgage <span class="_ _2"></span>repricing.</div><div class="t m0 xcb h64 y602 ffc fs6 fc6 sc0 ls11 wse">• <span class="_ _55"> </span><span class="ffd fc8">Three-year s<span class="_ _2"></span>tra<span class="_ _2"></span>tegic and financial planning with </span></div><div class="t m0 x85 h64 y603 ffd fs6 fc8 sc0 ls11 wse">downside sensitivities. </div><div class="t m0 xcb h64 y60e ffc fs6 fc6 sc0 ls11 wse">• <span class="_ _55"> </span><span class="ffd fc8">Strong capit<span class="_ _2"></span>al and liquidity position. </span></div><div class="t m0 xcb h64 y60f ffc fs6 fc6 sc0 ls11 wse">• <span class="_ _55"> </span><span class="ffd fc8">Disciplined capital alloc<span class="_ _2"></span>ation and cos<span class="_ _2"></span>t contr<span class="_ _2"></span>ol. </span></div><div class="t m0 xcb h64 y610 ffc fs6 fc6 sc0 ls11 wse">• <span class="_ _55"> </span><span class="ffd fc8">Regular Ex<span class="_ _2"></span>ecutive and Boar<span class="_ _2"></span>d monitoring of mark<span class="_ _0"></span>et </span></div><div class="t m0 x85 h64 y611 ffd fs6 fc8 sc0 ls11 wse">conditions and lender beha<span class="_ _2"></span>viour<span class="_ _6"></span>. </div><div class="t m0 xcb h64 y612 ffc fs6 fc6 sc0 ls11 wse">• <span class="_ _55"> </span><span class="ffd fc8">Assumptions reflect<span class="_ _2"></span>ed in going concern, viability <span class="_ _2"></span>and </span></div><div class="t m0 x85 h64 y613 ffd fs6 fc8 sc0 ls11 wse">impairment assessments.</div><div class="t m0 x78 h66 y614 ff16 fs22 fcc sc0 ls1 ws0">↑</div><div class="t m0 xec he y615 ffb fs6 fc3 sc0 ls1 ws0">Increasing</div><div class="t m0 xed h64 y616 ffd fs6 fc3 sc0 ls1 ws0">Affor<span class="_ _2"></span>dability pressur<span class="_ _2"></span>es </div><div class="t m0 xc4 h64 y617 ffd fs6 fc3 sc0 ls1 ws0">persis<span class="_ _2"></span>t, and geopolitical </div><div class="t m0 xee h64 y618 ffd fs6 fc3 sc0 ls1 ws0">uncertainty and v<span class="_ _2"></span>olatility </div><div class="t m0 xef h65 y619 ffc fs6 fc3 sc0 ls1 ws0">in gilt yields and funding </div><div class="t m0 xb6 h65 y61a ffc fs6 fc3 sc0 ls1 ws0">costs incr<span class="_ _2"></span>ease uncertainty </div><div class="t m0 xee h65 y61b ffc fs6 fc3 sc0 ls1 ws0">around mortg<span class="_ _2"></span>age pricing </div><div class="t m0 x75 h64 y61c ffd fs6 fc3 sc0 ls1 ws0">and lender appetite.</div><div class="t m0 x52 h2e y61d ff16 fs8 fc7 sc0 ls1 ws0">2. Marke<span class="_ _2"></span>t disruption and competitive dynamics</div><div class="t m0 x52 h64 y61e ffd fs6 fc8 sc0 ls11 wse">Mark<span class="_ _2"></span>ets are e<span class="_ _2"></span>xperiencing rapid <span class="_ _2"></span>technological change, </div><div class="t m0 x52 h64 y61f ffd fs6 fc8 sc0 ls11 wse">evolving business models <span class="_ _2"></span>and competitive c<span class="_ _2"></span>onsolidation. </div><div class="t m0 x52 h64 y620 ffd fs6 fc8 sc0 ls11 wse">Threats arise <span class="_ _2"></span>from digit<span class="_ _2"></span>al-firs<span class="_ _2"></span>t and AI-enabled platf<span class="_ _2"></span>orms, </div><div class="t m0 x52 h64 y621 ffd fs6 fc8 sc0 ls11 wse">consumer pre<span class="_ _2"></span>fer<span class="_ _2"></span>ence f<span class="_ _2"></span>or simplified channels and </div><div class="t m0 x52 h64 y622 ffd fs6 fc8 sc0 ls11 wse">consolidation within <span class="_ _2"></span>brok<span class="_ _2"></span>er mark<span class="_ _2"></span>ets which ma<span class="_ _2"></span>y increase </div><div class="t m0 x52 h64 y623 ffd fs6 fc8 sc0 ls11 wse">pricing pressur<span class="_ _2"></span>e and reduce in<span class="_ _2"></span>termediary volumes. In </div><div class="t m0 x52 h64 y624 ffd fs6 fc8 sc0 ls11 wse">Surveying &amp; V<span class="_ _0"></span>aluation, great<span class="_ _2"></span>er A<span class="_ _2"></span>VM adoption ma<span class="_ _2"></span>y reduce </div><div class="t m0 x52 h64 y625 ffd fs6 fc8 sc0 ls11 wse">demand for <span class="_ _2"></span>physic<span class="_ _2"></span>al inspections or shift volu<span class="_ _2"></span>mes to lower<span class="_ _0"></span>-fee </div><div class="t m0 x52 h64 y626 ffd fs6 fc8 sc0 ls11 wse">products. </div><div class="t m0 x52 h64 y627 ffb fs6 fc8 sc0 ls11 wse">Impact:<span class="ffd"> Mark<span class="_ _2"></span>et share <span class="_ _2"></span>erosion, mar<span class="_ _2"></span>gin pressure <span class="_ _2"></span>and adverse </span></div><div class="t m0 x52 h64 y628 ffd fs6 fc8 sc0 ls11 wse">revenue <span class="_ _2"></span>mix. </div><div class="t m0 x52 h64 y629 ffb fs6 fc8 sc0 ls11 ws0">Time horizon:<span class="ffd wse"> Short t<span class="_ _2"></span>o medium-term (18-36 mon<span class="_ _2"></span>ths).</span></div><div class="t m0 xcb h64 y61e ffc fs6 fc6 sc0 ls11 wse">• <span class="_ _55"> </span><span class="ffd fc8">Ongoing horizon sc<span class="_ _2"></span>anning and competit<span class="_ _2"></span>or </span></div><div class="t m0 x85 h64 y61f ffd fs6 fc8 sc0 ls11 wse">monitoring. </div><div class="t m0 xcb h64 y62a ffc fs6 fc6 sc0 ls11 wse">• <span class="_ _55"> </span><span class="ffd fc8">T<span class="_ _0"></span>argeted in<span class="_ _2"></span>vestmen<span class="_ _2"></span>t in technology<span class="_ _6"></span>, data and digital </span></div><div class="t m0 x85 h64 y62b ffd fs6 fc8 sc0 ls11 wse">services, including A<span class="_ _2"></span>VM capability within Surve<span class="_ _2"></span>ying </div><div class="t m0 x85 h64 y62c ffd fs6 fc8 sc0 ls11 wse">and V<span class="_ _0"></span>aluation.</div><div class="t m0 xcb h65 y62d ffc fs6 fc6 sc0 ls11 wse">• <span class="_ _55"> </span><span class="fc8 ws0">Government over<span class="_ _2"></span>sight of delivery models and thir<span class="_ _2"></span>d-</span></div><div class="t m0 x85 h64 y62e ffd fs6 fc8 sc0 ls11 wse">party dependencies.</div><div class="t m0 x78 h66 y62f ff16 fs22 fcc sc0 ls1 ws0">↑</div><div class="t m0 xec he y630 ffb fs6 fc3 sc0 ls1 ws0">Increasing</div><div class="t m0 xee h64 y631 ffd fs6 fc3 sc0 ls1 ws0">Accelerat<span class="_ _2"></span>ed AI adoption, </div><div class="t m0 xc4 h64 y632 ffd fs6 fc3 sc0 ls1 ws0">lender experiment<span class="_ _2"></span>ation </div><div class="t m0 xc4 h64 y633 ffd fs6 fc3 sc0 ls1 ws0">with alternativ<span class="_ _2"></span>e models </div><div class="t m0 xf0 h64 y634 ffd fs6 fc3 sc0 ls1 ws0">and brok<span class="_ _2"></span>er mark<span class="_ _2"></span>et </div><div class="t m0 x47 h64 y635 ffd fs6 fc3 sc0 ls1 ws0">consolidation ar<span class="_ _2"></span>e </div><div class="t m0 xef h64 y636 ffd fs6 fc3 sc0 ls1 ws0">intensifying compe<span class="_ _2"></span>titive </div><div class="t m0 xec h64 y637 ffd fs6 fc3 sc0 ls1 ws0">pressures.</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   28<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   28<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pf1f" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc1f w4 h0"><img 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class="bi x0 y638 w5 h67" alt="" /><div class="t m0 xf he y1f ff11 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">28<span class="_ _13"> </span>29</div><div class="t m0 xe he y1e ff12 fs6 fc4 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span>FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span>CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="fc0 ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="fc4 ls11 wse">OVERVIEW</span></span></div><div class="t m0 x41 h26 y639 ff16 fs6 fc0 sc0 ls1 ws0">Nature of risk/<span class="_ _2"></span>cont<span class="_ _2"></span>ext<span class="ffb"> <span class="_ _5c"> </span>How the risk is managed <span class="_ _5d"> </span>Gross trend </span></div><div class="t m0 x79 h26 y63a ff16 fs6 fc0 sc0 ls1 ws0">(with ra<span class="_ _2"></span>tionale)</div><div class="t m0 xce h2e y63b ff16 fs8 fc7 sc0 ls1 ws0">3. Execution of s<span class="_ _2"></span>trat<span class="_ _2"></span>egy</div><div class="t m0 xce h64 y63c ffd fs6 fc8 sc0 ls11 wse">Delivery of the Gr<span class="_ _2"></span>oup’<span class="_ _0"></span>s strat<span class="_ _2"></span>egy depends on eff<span class="_ _2"></span>ective e<span class="_ _2"></span>xecuti<span class="_ _2"></span>on </div><div class="t m0 xce h64 y63d ffd fs6 fc8 sc0 ls11 wse">of trans<span class="_ _2"></span>formation <span class="_ _2"></span>initiatives, c<span class="_ _2"></span>apital alloca<span class="_ _2"></span>tion and opera<span class="_ _2"></span>tional </div><div class="t m0 xce h64 y63e ffd fs6 fc8 sc0 ls11 wse">change acr<span class="_ _2"></span>oss multiple Divisions. Increasing c<span class="_ _2"></span>omplexity<span class="_ _6"></span>, </div><div class="t m0 xce h64 y63f ffd fs6 fc8 sc0 ls11 wse">dependency on specialist skills <span class="_ _2"></span>and finite managemen<span class="_ _2"></span>t and </div><div class="t m0 xce h64 y640 ffd fs6 fc8 sc0 ls11 wse">delivery capacity cr<span class="_ _2"></span>eate e<span class="_ _2"></span>xecution <span class="_ _2"></span>risk, particularly where </div><div class="t m0 xce h65 y641 ffc fs6 fc8 sc0 ls11 ws0">progr<span class="_ _2"></span>ammes run in parallel or r<span class="_ _2"></span>ely on legacy s<span class="_ _2"></span>yst<span class="_ _2"></span>ems and third-</div><div class="t m0 xce h64 y642 ffd fs6 fc8 sc0 ls11 wse">party provider<span class="_ _2"></span>s. </div><div class="t m0 xce h64 y643 ffb fs6 fc8 sc0 ls11 wse">Impact:<span class="ffd"> Delay<span class="_ _2"></span>ed benefits r<span class="_ _2"></span>ealisation, increased <span class="_ _2"></span>costs, oper<span class="_ _2"></span>ational </span></div><div class="t m0 xce h64 y644 ffd fs6 fc8 sc0 ls11 wse">disruption and r<span class="_ _2"></span>educed str<span class="_ _2"></span>ategic momentum. </div><div class="t m0 xce h64 y645 ffb fs6 fc8 sc0 ls11 ws0">Time horizon:<span class="ffd wse"> Short t<span class="_ _2"></span>o medium-term (18-36 mon<span class="_ _2"></span>ths).</span></div><div class="t m0 xf1 h13 y646 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Regular Ex<span class="_ _2"></span>ecutive <span class="_ _2"></span>and Board r<span class="_ _2"></span>eview of </span></div><div class="t m0 xf2 h13 y647 ffd fs8 fc8 sc0 ls14 ws11">str<span class="_ _2"></span>ategy<span class="_ _6"></span>, priorities and delivery capacity<span class="_ _6"></span>.</div><div class="t m0 xf1 h13 y648 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Structured tr<span class="_ _2"></span>ansf<span class="_ _2"></span>ormation pr<span class="_ _2"></span>ogrammes </span></div><div class="t m0 xf2 h13 y649 ffd fs8 fc8 sc0 ls14 ws11">with clear accoun<span class="_ _2"></span>tabilities, milest<span class="_ _2"></span>ones and </div><div class="t m0 xf2 h13 y64a ffd fs8 fc8 sc0 ls14 ws11">ownership.</div><div class="t m0 xf1 h13 y64b ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Governance t<span class="_ _2"></span>o monitor delivery risk, </span></div><div class="t m0 xf2 h13 y64c ffd fs8 fc8 sc0 ls14 ws11">inter<span class="_ _2"></span>dependencies and benefits r<span class="_ _2"></span>ealisation, </div><div class="t m0 xf2 h14 y64d ffc fs8 fc8 sc0 ls14 ws0">including progr<span class="_ _2"></span>amme deep dives and </div><div class="t m0 xf2 h13 y64e ffd fs8 fc8 sc0 ls14 ws11">escalation wher<span class="_ _2"></span>e requir<span class="_ _2"></span>ed.</div><div class="t m0 xf3 h66 y64f ff16 fs22 fcc sc0 ls1 ws0">↑</div><div class="t m0 xa0 he y650 ffb fs6 fc3 sc0 ls1 ws0">Increasing</div><div class="t m0 x54 h13 y651 ffd fs8 fc3 sc0 ls1 ws0">The scale, comple<span class="_ _2"></span>xity </div><div class="t m0 xb8 h14 y652 ffc fs8 fc3 sc0 ls1 ws0">and concurrency of </div><div class="t m0 xf4 h13 y653 ffd fs8 fc3 sc0 ls1 ws0">trans<span class="_ _2"></span>formation activity<span class="_ _6"></span>, </div><div class="t m0 x47 h13 y654 ffd fs8 fc3 sc0 ls1 ws0">combined with resour<span class="_ _2"></span>ce </div><div class="t m0 xb7 h13 y655 ffd fs8 fc3 sc0 ls1 ws0">constr<span class="_ _2"></span>aints, height<span class="_ _2"></span>en </div><div class="t m0 x54 h13 y656 ffd fs8 fc3 sc0 ls1 ws0">ex<span class="_ _2"></span>ecution risk despite </div><div class="t m0 xb8 h13 y657 ffd fs8 fc3 sc0 ls1 ws0">str<span class="_ _2"></span>ong governance.</div><div class="t m0 xce h11 y658 ffb fs8 fc7 sc0 ls1 ws0">4. Professional services deliv<span class="_ _2"></span>ery</div><div class="t m0 xce h65 y659 ffc fs6 fc8 sc0 ls11 ws0">The Group pr<span class="_ _2"></span>ovides prof<span class="_ _2"></span>essional services across Es<span class="_ _2"></span>tat<span class="_ _2"></span>e Agency </div><div class="t m0 xce h64 y65a ffd fs6 fc8 sc0 ls11 wse">Franchising, Surveying &amp; <span class="_ _2"></span>V<span class="_ _2"></span>aluation and <span class="_ _2"></span>Financial Services, which </div><div class="t m0 xce h64 y65b ffd fs6 fc8 sc0 ls11 wse">carry inheren<span class="_ _2"></span>t exposur<span class="_ _2"></span>e to claims wher<span class="_ _2"></span>e services do not meet </div><div class="t m0 xce h64 y65c ffd fs6 fc8 sc0 ls11 wse">prof<span class="_ _2"></span>essional, leg<span class="_ _2"></span>al or contr<span class="_ _2"></span>actual st<span class="_ _2"></span>andards. </div><div class="t m0 xce h64 y65d ffd fs6 fc8 sc0 ls11 wse">Claims may arise <span class="_ _2"></span>from v<span class="_ _2"></span>aluation judgements <span class="_ _2"></span>or mark<span class="_ _2"></span>eting </div><div class="t m0 xce h64 y65e ffd fs6 fc8 sc0 ls11 wse">appraisals, in<span class="_ _2"></span>terpret<span class="_ _2"></span>ation of clien<span class="_ _2"></span>t instructions or sc<span class="_ _2"></span>ope, </div><div class="t m0 xce h64 y65f ffd fs6 fc8 sc0 ls11 wse">service delivery or support st<span class="_ _2"></span>andards, c<span class="_ _2"></span>ommission or paymen<span class="_ _2"></span>t </div><div class="t m0 xce h64 y660 ffd fs6 fc8 sc0 ls11 wse">arrangemen<span class="_ _2"></span>ts, or contr<span class="_ _2"></span>actual perf<span class="_ _2"></span>ormance, including where </div><div class="t m0 xce h64 y661 ffd fs6 fc8 sc0 ls11 wse">services are re<span class="_ _2"></span>viewed, challenged or <span class="_ _2"></span>volumes are sub<span class="_ _2"></span>sequently </div><div class="t m0 xce h64 y662 ffd fs6 fc8 sc0 ls11 wse">reinst<span class="_ _2"></span>ated.</div><div class="t m0 xce h64 y663 ffb fs6 fc8 sc0 ls11 wse">Impact:<span class="ffd"> Claims cos<span class="_ _2"></span>ts, remediation and<span class="_ _2"></span> reputa<span class="_ _2"></span>tional damage. </span></div><div class="t m0 xce h64 y664 ffb fs6 fc8 sc0 ls11 ws0">Time horizon:<span class="ffd wse"> Immedia<span class="_ _2"></span>te to short <span class="_ _18"></span>-term (0-18 months).</span></div><div class="t m0 xf1 h64 y659 ffc fs6 fc6 sc0 ls11 wse">• <span class="_ _55"> </span><span class="ffd fc8">Service delivery framework<span class="_ _2"></span>s and rela<span class="_ _2"></span>tionship </span></div><div class="t m0 xf2 h64 y65a ffd fs6 fc8 sc0 ls11 wse">management acr<span class="_ _2"></span>oss all Divisions. </div><div class="t m0 xf1 h64 y665 ffc fs6 fc6 sc0 ls11 wse">• <span class="_ _55"> </span><span class="ffd fc8">Quality assurance and esc<span class="_ _2"></span>alation processes.</span></div><div class="t m0 xf1 h64 y666 ffc fs6 fc6 sc0 ls11 wse">• <span class="_ _55"> </span><span class="ffd fc8">Prof<span class="_ _2"></span>essional indemnity insur<span class="_ _2"></span>ance with </span></div><div class="t m0 xf2 h65 y667 ffc fs6 fc8 sc0 ls11 ws0">governance ov<span class="_ _2"></span>ersight of c<span class="_ _2"></span>overag<span class="_ _2"></span>e and claims </div><div class="t m0 xf2 h64 y668 ffd fs6 fc8 sc0 ls11 wse">trends. </div><div class="t m0 xf1 h64 y669 ffc fs6 fc6 sc0 ls11 wse">• <span class="_ _55"> </span><span class="ffd fc8">Established leg<span class="_ _2"></span>al and risk gov<span class="_ _2"></span>ernance to manage </span></div><div class="t m0 xf2 h65 y66a ffc fs6 fc8 sc0 ls11 ws0">complaints and claims in the or<span class="_ _2"></span>dinary course of </div><div class="t m0 xf2 h64 y66b ffd fs6 fc8 sc0 ls11 wse">business.</div><div class="t m0 xf1 h65 y66c ffc fs6 fc6 sc0 ls11 wse">• <span class="_ _55"> </span><span class="fc8 ws0">All franchisees are member<span class="_ _2"></span>s of The Pr<span class="_ _2"></span>operty </span></div><div class="t m0 xf2 h64 y66d ffd fs6 fc8 sc0 ls11 wse">Ombudsman and comply with <span class="_ _2"></span>its code of </div><div class="t m0 xf2 h64 y66e ffd fs6 fc8 sc0 ls11 wse">practice.</div><div class="t m0 xf5 h66 y66f ff16 fs22 fcc sc0 ls1 ws0">↔</div><div class="t m0 xf6 he y670 ffb fs6 fc3 sc0 ls1 ws0">Stable</div><div class="t m0 xf4 h65 y671 ffc fs6 fc3 sc0 ls1 ws0">Underlying exposur<span class="_ _2"></span>e and </div><div class="t m0 x44 h64 y672 ffd fs6 fc3 sc0 ls1 ws0">claims profile r<span class="_ _2"></span>emain </div><div class="t m0 xec h64 y673 ffd fs6 fc3 sc0 ls1 ws0">broadly consis<span class="_ _2"></span>tent, </div><div class="t m0 xf7 h65 y674 ffc fs6 fc3 sc0 ls1 ws0">supported by str<span class="_ _2"></span>ong </div><div class="t m0 x78 h64 y675 ffd fs6 fc3 sc0 ls1 ws0">quality assurance.</div><div class="t m0 xce h2e y676 ff16 fs8 fc7 sc0 ls1 ws0">5. Client contr<span class="_ _2"></span>acts and B2B rela<span class="_ _2"></span>tionships</div><div class="t m0 xce h64 y677 ffd fs6 fc8 sc0 ls11 wse">Business volumes ma<span class="_ _2"></span>y decline if k<span class="_ _2"></span>ey B2B clien<span class="_ _2"></span>ts, brok<span class="_ _2"></span>er<span class="_ _2"></span>s or </div><div class="t m0 xce h64 y678 ffd fs6 fc8 sc0 ls11 wse">franchisees ar<span class="_ _2"></span>e lost or r<span class="_ _2"></span>educe activity<span class="_ _0"></span>. Competitive pr<span class="_ _2"></span>essures, </div><div class="t m0 xce h65 y679 ffc fs6 fc8 sc0 ls11 ws0">pricing changes or clients dev<span class="_ _2"></span>eloping in-house capability may </div><div class="t m0 xce h64 y67a ffd fs6 fc8 sc0 ls11 wse">erode mark<span class="_ _0"></span>et share. </div><div class="t m0 xce h64 y67b ffb fs6 fc8 sc0 ls11 wse">Impact:<span class="ffd"> Step-change v<span class="_ _2"></span>olume reduction and <span class="_ _2"></span>operating le<span class="_ _2"></span>verag<span class="_ _2"></span>e </span></div><div class="t m0 xce h64 y67c ffd fs6 fc8 sc0 ls11 wse">downside. </div><div class="t m0 xce h64 y67d ffb fs6 fc8 sc0 ls11 ws0">Time horizon:<span class="ffd wse"> Short t<span class="_ _2"></span>o medium-term (18-36 mon<span class="_ _2"></span>ths).</span></div><div class="t m0 xf1 h13 y67e ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Active con<span class="_ _2"></span>tract monit<span class="_ _2"></span>oring, renewal an<span class="_ _2"></span>d </span></div><div class="t m0 xf2 h13 y67f ffd fs8 fc8 sc0 ls14 ws11">negotiation. </div><div class="t m0 xf1 h13 y680 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">In Surveying &amp; V<span class="_ _0"></span>aluation, the Gr<span class="_ _2"></span>oup has a </span></div><div class="t m0 xf2 h13 y681 ffd fs8 fc8 sc0 ls14 ws11">str<span class="_ _2"></span>ong track r<span class="_ _2"></span>ecord <span class="_ _2"></span>of renew<span class="_ _2"></span>al and increasing </div><div class="t m0 xf2 h13 y682 ffd fs8 fc8 sc0 ls14 ws11">allocations.</div><div class="t m0 xf1 h13 y683 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Benchmarking of pr<span class="_ _2"></span>opositions. </span></div><div class="t m0 xf1 h13 y684 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Long-term r<span class="_ _2"></span>enewal of k<span class="_ _0"></span>ey Surveying &amp; </span></div><div class="t m0 xf2 h13 y685 ffd fs8 fc8 sc0 ls14 ws11">V<span class="_ _0"></span>aluation client contr<span class="_ _2"></span>acts. </div><div class="t m0 xf1 h13 y686 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Relati<span class="_ _2"></span>onship management and financial </span></div><div class="t m0 xf2 h13 y687 ffd fs8 fc8 sc0 ls14 ws11">health monitoring.</div><div class="t m0 xf3 h66 y688 ff16 fs22 fcc sc0 ls1 ws0">↑</div><div class="t m0 xa0 he y689 ffb fs6 fc3 sc0 ls1 ws0">Increasing</div><div class="t m0 xf4 h64 y68a ffd fs6 fc3 sc0 ls1 ws0">Heightened compe<span class="_ _2"></span>tition </div><div class="t m0 xf7 h65 y68b ffc fs6 fc3 sc0 ls1 ws0">and client capability </div><div class="t m0 x88 h64 y68c ffd fs6 fc3 sc0 ls1 ws0">development.</div><div class="t m0 xce h2e y68d ff16 fs8 fc7 sc0 ls1 ws0">6. Cyber<span class="_ _0"></span>, data and oper<span class="_ _2"></span>ational resilience (including thir<span class="_ _2"></span>d-parties) </div><div class="t m0 xce h64 y68e ffd fs6 fc8 sc0 ls11 wse">Cyber threats <span class="_ _2"></span>continue t<span class="_ _2"></span>o increase in fr<span class="_ _2"></span>equency and </div><div class="t m0 xce h64 y68f ffd fs6 fc8 sc0 ls11 wse">sophistica<span class="_ _2"></span>tion. Reliance on cloud<span class="_ _2"></span> platf<span class="_ _2"></span>orms, AI tools and </div><div class="t m0 xce h65 y690 ffc fs6 fc8 sc0 ls11 ws0">third-party pr<span class="_ _2"></span>oviders height<span class="_ _2"></span>ens exposur<span class="_ _2"></span>e to outages and da<span class="_ _2"></span>ta </div><div class="t m0 xce h64 y691 ffd fs6 fc8 sc0 ls11 wse">compromise. </div><div class="t m0 xce h64 y692 ffb fs6 fc8 sc0 ls11 wse">Impact: <span class="ffd">Opera<span class="_ _2"></span>tional disruption, regula<span class="_ _2"></span>tory sanctions, r<span class="_ _2"></span>emediation </span></div><div class="t m0 xce h64 y693 ffd fs6 fc8 sc0 ls11 wse">cost and <span class="_ _2"></span>loss of trust. </div><div class="t m0 xce h64 y694 ffb fs6 fc8 sc0 ls11 ws0">Time horizon: <span class="ffd wse">Immediat<span class="_ _2"></span>e to short<span class="_ _2"></span>-term (0-18 <span class="_ _2"></span>months).</span></div><div class="t m0 xf1 h13 y695 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Continuous thr<span class="_ _2"></span>eat monitoring and <span class="_ _2"></span>cyber </span></div><div class="t m0 xf2 h13 y696 ffd fs8 fc8 sc0 ls14 ws11">inves<span class="_ _2"></span>tment. </div><div class="t m0 xf1 h13 y697 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Over<span class="_ _2"></span>sight by Gr<span class="_ _2"></span>oup Dat<span class="_ _2"></span>a &amp; Inf<span class="_ _2"></span>ormation </span></div><div class="t m0 xf2 h13 y698 ffd fs8 fc8 sc0 ls14 ws11">Security Committee (DISC), Divisional </div><div class="t m0 xf2 h13 y699 ffd fs8 fc8 sc0 ls14 ws11">specialists and DPOs. </div><div class="t m0 xf1 h13 y69a ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Group minimum <span class="_ _2"></span>standar<span class="_ _2"></span>ds, penetr<span class="_ _2"></span>ation </span></div><div class="t m0 xf2 h13 y69b ffd fs8 fc8 sc0 ls14 ws11">testing and <span class="_ _2"></span>access contr<span class="_ _2"></span>ols. </div><div class="t m0 xf1 h13 y69c ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Incident r<span class="_ _2"></span>esponse and resilience t<span class="_ _2"></span>esting, </span></div><div class="t m0 xf2 h13 y69d ffd fs8 fc8 sc0 ls14 ws11">including critical supplier mapping.</div><div class="t m0 xf3 h66 y69e ff16 fs22 fcc sc0 ls1 ws0">↑</div><div class="t m0 xa0 h11 y69f ffb fs8 fc3 sc0 ls1 ws0">Increasing</div><div class="t m0 xc5 h14 y6a0 ffc fs8 fc3 sc0 ls1 ws0">External threa<span class="_ _2"></span>t </div><div class="t m0 xf8 h14 y6a1 ffc fs8 fc3 sc0 ls1 ws0">envir<span class="_ _2"></span>onment and </div><div class="t m0 xf9 h14 y6a2 ffc fs8 fc3 sc0 ls1 ws0">third-party dependency </div><div class="t m0 x83 h13 y6a3 ffd fs8 fc3 sc0 ls1 ws0">intensifying.</div><div class="t m0 x18 h10 y21 ffc fs4 fc6 sc0 ls1 ws0"> </div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   29<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   29<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pf20" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc20 w4 h0"><img 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class="bi x0 y6a4 w5 h68" alt="" /><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">30<span class="_ _13"> </span>31</div><div class="t m0 x19 he y1e ff10 fs6 fc4 sc0 ls11 wse">OVERVIEW</div><div class="t m0 x6 h45 y21 ffd fs4 fc6 sc0 ls1 ws0">R<span class="_ _0"></span>i<span class="_ _2"></span>s<span class="_ _2"></span>k M<span class="_ _0"></span>a<span class="_ _2"></span>n<span class="_ _0"></span>ag<span class="_ _6"></span>em<span class="_ _0"></span>e<span class="_ _2"></span>n<span class="_ _0"></span>t <span class="ffc fs18 ls64 ws5f">contin<span class="_ _2"></span>ued</span></div><div class="t m0 xc3 h26 y639 ff16 fs6 fc0 sc0 ls1 ws0">Nature of risk/<span class="_ _2"></span>cont<span class="_ _2"></span>ext<span class="ffb"> <span class="_ _5e"> </span>How the risk is managed <span class="_ _5f"> </span>Gross trend </span></div><div class="t m0 xeb h26 y63a ff16 fs6 fc0 sc0 ls1 ws0">(with ra<span class="_ _2"></span>tionale)</div><div class="t m0 x52 h11 y6a5 ffb fs8 fc7 sc0 ls1 ws0">7. Regulat<span class="_ _2"></span>ory compliance and change</div><div class="t m0 x52 h65 y6a6 ffc fs6 fc8 sc0 ls11 ws0">The Group oper<span class="_ _2"></span>ates in a highly r<span class="_ _2"></span>egulated </div><div class="t m0 x52 h64 y6a7 ffd fs6 fc8 sc0 ls11 wse">envir<span class="_ _2"></span>onment. R<span class="_ _2"></span>egulatory change ma<span class="_ _2"></span>y increase </div><div class="t m0 x52 h64 y6a8 ffd fs6 fc8 sc0 ls11 wse">obligation<span class="_ _2"></span>s, cost and c<span class="_ _2"></span>omplexity and in<span class="_ _2"></span>troduce </div><div class="t m0 x52 h64 y6a9 ffd fs6 fc8 sc0 ls11 wse">new conduct e<span class="_ _2"></span>xpectations <span class="_ _2"></span>across pr<span class="_ _2"></span>operty and </div><div class="t m0 x52 h64 y6aa ffd fs6 fc8 sc0 ls11 wse">financial services. </div><div class="t m0 x52 h64 y6ab ffb fs6 fc8 sc0 ls11 wse">Impact:<span class="ffd"> Customer <span class="_ _2"></span>harm, remediation <span class="_ _2"></span>or redress, </span></div><div class="t m0 x52 h64 y6ac ffd fs6 fc8 sc0 ls11 wse">regulat<span class="_ _2"></span>ory sanction and increased c<span class="_ _2"></span>ost. </div><div class="t m0 x52 h64 y6ad ffb fs6 fc8 sc0 ls11 ws0">Time horizon:<span class="ffd wse"> Short t<span class="_ _2"></span>o medium-term (18-36 </span></div><div class="t m0 x52 h64 y6ae ffd fs6 fc8 sc0 ls11 wse">months).</div><div class="t m0 x4b h65 y6a6 ffc fs6 fc6 sc0 ls11 wse">• <span class="_ _55"> </span><span class="fc8 ws0">Strong Divisional governance and independen<span class="_ _2"></span>t over<span class="_ _2"></span>sight </span></div><div class="t m0 xfa h64 y6a7 ffd fs6 fc8 sc0 ls11 wse">in Financial Services. </div><div class="t m0 x4b h64 y6af ffc fs6 fc6 sc0 ls11 wse">• <span class="_ _55"> </span><span class="ffd fc8">Structured identifica<span class="_ _2"></span>tion, assessment and esc<span class="_ _2"></span>alation of </span></div><div class="t m0 xfa h64 y6b0 ffd fs6 fc8 sc0 ls11 wse">regulat<span class="_ _2"></span>ory change. </div><div class="t m0 x4b h64 y6b1 ffc fs6 fc6 sc0 ls11 wse">• <span class="_ _55"> </span><span class="ffd fc8">Engagement with <span class="_ _2"></span>regulat<span class="_ _2"></span>ors and indus<span class="_ _2"></span>try bodies. </span></div><div class="t m0 x4b h64 y6b2 ffc fs6 fc6 sc0 ls11 wse">• <span class="_ _55"> </span><span class="ffd fc8">Monitoring of cust<span class="_ _2"></span>omer outcomes, including <span class="_ _2"></span>consumer </span></div><div class="t m0 xfa h64 y6b3 ffd fs6 fc8 sc0 ls11 wse">duty<span class="_ _0"></span>.</div><div class="t m0 x44 h66 y6b4 ff16 fs22 fcc sc0 ls1 ws0">↔</div><div class="t m0 xc5 he y6b5 ffb fs6 fc3 sc0 ls1 ws0">Stable</div><div class="t m0 xf0 h64 y6b6 ffd fs6 fc3 sc0 ls1 ws0">Significant change </div><div class="t m0 x75 h65 y6b7 ffc fs6 fc3 sc0 ls1 ws0">balanced by matur<span class="_ _2"></span>e </div><div class="t m0 xed h64 y6b8 ffd fs6 fc3 sc0 ls1 ws0">compliance capability<span class="_ _6"></span>.</div><div class="t m0 x52 h2e y6b9 ff16 fs8 fc7 sc0 ls1 ws0">8. Credit risk (brok<span class="_ _2"></span>er insolvency/<span class="_ _2"></span>commission clawback and lender e<span class="_ _2"></span>xposure)</div><div class="t m0 x52 h64 y6ba ffd fs6 fc8 sc0 ls11 wse">Advance commission <span class="_ _2"></span>in protecti<span class="_ _2"></span>on business is subject to </div><div class="t m0 x52 h64 y6bb ffd fs6 fc8 sc0 ls11 wse">clawback if policies lapse. Wher<span class="_ _2"></span>e br<span class="_ _2"></span>oker <span class="_ _2"></span>firms become </div><div class="t m0 x52 h64 y6bc ffd fs6 fc8 sc0 ls11 wse">insolvent, the Gr<span class="_ _2"></span>oup r<span class="_ _2"></span>emains liable for <span class="_ _2"></span>associated </div><div class="t m0 x52 h64 y6bd ffd fs6 fc8 sc0 ls11 wse">clawbacks on his<span class="_ _2"></span>toric business. The Gr<span class="_ _2"></span>oup ma<span class="_ _2"></span>y also have </div><div class="t m0 x52 h64 y6be ffd fs6 fc8 sc0 ls11 wse">exposure <span class="_ _2"></span>to specialist lender<span class="_ _2"></span>s and funding c<span class="_ _2"></span>ounterparties </div><div class="t m0 x52 h64 y6bf ffd fs6 fc8 sc0 ls11 wse">whose financial resilience is <span class="_ _2"></span>sensitive to mark<span class="_ _0"></span>et and </div><div class="t m0 x52 h64 y6c0 ffd fs6 fc8 sc0 ls11 wse">funding conditions.</div><div class="t m0 x52 h64 y6c1 ffb fs6 fc8 sc0 ls11 wse">Impact:<span class="ffd"> Earnings <span class="_ _2"></span>volatility<span class="_ _6"></span>, cash outflows and poten<span class="_ _2"></span>tial </span></div><div class="t m0 x52 h64 y6c2 ffd fs6 fc8 sc0 ls11 wse">counterparty <span class="_ _2"></span>disruption. </div><div class="t m0 x52 h64 y6c3 ffb fs6 fc8 sc0 ls11 ws0">Time horizon:<span class="ffd wse"> Immedia<span class="_ _2"></span>te to medium-t<span class="_ _2"></span>erm, aligned to </span></div><div class="t m0 x52 h64 y6c4 ffd fs6 fc8 sc0 ls11 wse">indemnity periods and funding c<span class="_ _2"></span>onditions.</div><div class="t m0 x4b h13 y6c5 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Rigorous <span class="_ _2"></span>financial due diligence and onboar<span class="_ _2"></span>ding of </span></div><div class="t m0 xfa h13 y6c6 ffd fs8 fc8 sc0 ls14 ws11">network firms and <span class="_ _2"></span>counterparties. </div><div class="t m0 x4b h13 y6c7 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Ongoing monitoring of <span class="_ _2"></span>brok<span class="_ _2"></span>er and lender fin<span class="_ _2"></span>ancial </span></div><div class="t m0 xfa h13 y6c8 ffd fs8 fc8 sc0 ls14 ws11">health with escala<span class="_ _2"></span>tion processes.</div><div class="t m0 x4b h13 y6c9 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Exposure monit<span class="_ _2"></span>oring by cohort, firm, <span class="_ _2"></span>insurer </span></div><div class="t m0 xfa h13 y6ca ffd fs8 fc8 sc0 ls14 ws11">and lender<span class="_ _6"></span>, linked <span class="_ _2"></span>to pr<span class="_ _2"></span>ovisioning and conting<span class="_ _2"></span>ent </div><div class="t m0 xfa h13 y6cb ffd fs8 fc8 sc0 ls14 ws11">disclosures wher<span class="_ _2"></span>e relev<span class="_ _2"></span>ant.</div><div class="t m0 x78 h66 y6cc ff16 fs22 fcc sc0 ls1 ws0">↑</div><div class="t m0 xec he y6cd ffb fs6 fc3 sc0 ls1 ws0">Increasing</div><div class="t m0 xfb h64 y6ce ffd fs6 fc3 sc0 ls1 ws0">Elevat<span class="_ _2"></span>ed UK SME </div><div class="t m0 x47 h64 y6cf ffd fs6 fc3 sc0 ls1 ws0">insolvency levels.</div><div class="t m0 x52 h2e y6d0 ff16 fs8 fc7 sc0 ls1 ws0">9. Colleague resources, t<span class="_ _2"></span>alent and expertise</div><div class="t m0 x52 h64 y6d1 ffd fs6 fc8 sc0 ls11 wse">Strat<span class="_ _2"></span>egy delivery depends on a<span class="_ _2"></span>ttracting, developing <span class="_ _2"></span></div><div class="t m0 x52 h64 y6d2 ffd fs6 fc8 sc0 ls11 wse">and ret<span class="_ _2"></span>aining colleagues with appr<span class="_ _2"></span>opriate <span class="_ _2"></span>skills and </div><div class="t m0 x52 h64 y6d3 ffd fs6 fc8 sc0 ls11 wse">leadership c<span class="_ _2"></span>apability<span class="_ _0"></span>. Competition for digit<span class="_ _2"></span>al and </div><div class="t m0 x52 h64 y6d4 ffd fs6 fc8 sc0 ls11 wse">technology skills r<span class="_ _2"></span>emains intense. </div><div class="t m0 x52 h64 y6d5 ffb fs6 fc8 sc0 ls11 wse">Impact:<span class="ffd"> Ex<span class="_ _2"></span>ecution risk, opera<span class="_ _2"></span>tional disruption and </span></div><div class="t m0 x52 h64 y6d6 ffd fs6 fc8 sc0 ls11 wse">reduced innov<span class="_ _2"></span>ation. </div><div class="t m0 x52 h64 y6d7 ffb fs6 fc8 sc0 ls11 ws0">Time horizon:<span class="ffd wse"> Short t<span class="_ _2"></span>o medium-term (18-36 mon<span class="_ _2"></span>ths).</span></div><div class="t m0 x4b h13 y6d8 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Group-wide people <span class="_ _2"></span>governance via R<span class="_ _2"></span>emunera<span class="_ _2"></span>tion and </span></div><div class="t m0 xfa h13 y6d9 ffd fs8 fc8 sc0 ls14 ws11">Nominations Committees. </div><div class="t m0 x4b h13 y6da ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Engagemen<span class="_ _2"></span>t, wellbeing initia<span class="_ _2"></span>tives and succession </span></div><div class="t m0 xfa h13 y6db ffd fs8 fc8 sc0 ls14 ws11">planning. </div><div class="t m0 x4b h13 y6dc ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">T<span class="_ _0"></span>arget<span class="_ _2"></span>ed development <span class="_ _2"></span>of critical skills and leader<span class="_ _2"></span>ship </span></div><div class="t m0 xfa h13 y6dd ffd fs8 fc8 sc0 ls14 ws11">capability<span class="_ _0"></span>.</div><div class="t m0 x78 h66 y6de ff16 fs22 fcc sc0 ls1 ws0">↑</div><div class="t m0 xec he y6df ffb fs6 fc3 sc0 ls1 ws0">Increasing</div><div class="t m0 xb6 h64 y6e0 ffd fs6 fc3 sc0 ls1 ws0">Sustained c<span class="_ _2"></span>ompetition for </div><div class="t m0 xb6 h64 y6e1 ffd fs6 fc3 sc0 ls1 ws0">specialist and digit<span class="_ _2"></span>al skills.</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   30<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   30<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
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EAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAEC/Ka9e7lyGovCMHqPdCVZqKowq0mDAMiDMXNCYEQKHV/H0KsXE6CLsi0GDCoA3v73DuFcTz7fhwAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAN+mG8FP8P7t36d/35sDAAD8Wg8vX6xvXiVPoPZ99zv40f673y/GDAAAv9rW29oreQJOgf4MY5kBAACgAE0ZAABAmwAAAKAA/zzdmAEAAAWYMmX3AAEAAAUYYjJmAABAAaZMuWwCAgAACjCGBAQAABRgCp8EBAAAFKACBAAAUIDXZR7NAAAAUIAZPAcKAAAowJhBew4UAABQgDm6BgQAABRgCAdBAQAABZhi8RgMAACgAEP0wTFQAABAAcZwEBQAAFCAKWbzBgAAFGCI1XugAACAAswxakAAAEABhnAQFAAAUIAptskmIAAAoABjuAwIAAAowBRrNwMAAEABZli8BgMAACjAHIfRDAAAAAWY4YmDoAAAgAJMmXuV92AAAAAFmOJmMgMAAEABZuhDeREGAABQgCncBgQAABRgimWswTYgAACgAEPc2AYEAAAUYIh59CgoAACgAGN4FBQAAFCAKfpQi3UAAAAUYIjNNiAAAKAAU5ahavMkDAAAoABDrN2XIQAAAAUY485ZUAAAQAGG6EMdRmMAAAAUYIabyVlQAABAAcY4zmYAAAAowJAl8S4oAACgAHOsvSYrAwAAKMAQT2cXAgEAAHPP8oMAAAlKSURBVAUYw4VAAABAAcasTZUvBAIAAAowxTzW6guBAACAAgyxTSIQAABQgEkR2L0KAwAAKMAQx0UEAgAAClAEAgAAKEARCAAAoABFIAAAoAARgQAAgALkd4vAxdIBAAAKMMTt7DuBAACAAoyxTXU3GQMAAKAAM8xjHefmViAAAKAAI/Shni3N2zAAAIACzFjFquNSB9cCAQAABRjiZqq7yYlQAABAAWaYx/rrUJNVBQAAFGCIp7PNQAAAQAHG+LoZ6KvxAACAAkxxO9dxbqPdQAAAQAEm6EM9W+rWoVAAAKC1bgQJlrGWsX142D+dDQMAAHLZAwyyTfX8UKvPBgIAQKra990UAn142O8v7WLxAQBIsvW29ugLUk6Bpv70p9pauz/vH0/trAMBAEABcvW+3g+87PvHU/vfFUEAALh2ToHy6PN5/3RuDxeTAADgOjkFag+QR/NY8/iYgqdL8/cAAAAoQFJS8HTZ78/t88VdQQAAUIBc/e9jqD60rT3W4Glv590jogAA8EdyDxAAACCFL8IDAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCADf0T+v3xkCAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAIDr8QWKBaZhKYInwgAAAABJRU5ErkJggg==" class="bi x0 y6e2 w5 h69" alt="" /><div class="t m0 xf he y1f ff11 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">30<span class="_ _13"> </span>31</div><div class="t m0 xe he y1e ff12 fs6 fc4 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span>FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span>CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="fc0 ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="fc4 ls11 wse">OVERVIEW</span></span></div><div class="t m0 x18 h6 y71 ff13 fs2 fc9 sc0 ls6 ws4">The Direct<span class="_ _2"></span>ors <span class="_ _2"></span>hav<span class="_ _2"></span>e assessed the Gr<span class="_ _2"></span>oup’<span class="_ _6"></span>s prospects and viability<span class="_ _e"></span>, having r<span class="_ _2"></span>egar<span class="_ _2"></span>d to <span class="_ _2"></span>its curren<span class="_ _2"></span>t and </div><div class="t m0 x18 h6 y72 ff13 fs2 fc9 sc0 ls6 ws4">expect<span class="_ _2"></span>ed financial position, a<span class="_ _2"></span>v<span class="_ _2"></span>ailable financing f<span class="_ _2"></span>acilities, managemen<span class="_ _2"></span>t actions and the pot<span class="_ _2"></span>ential impact </div><div class="t m0 x18 h6 ycb ff13 fs2 fc9 sc0 ls6 ws4">of the Gr<span class="_ _2"></span>oup’<span class="_ _6"></span>s principal risks and uncert<span class="_ _2"></span>ainties.</div><div class="t m0 x18 hf y6e3 ffb fs2 fc7 sc0 ls1 ws0">Assessment of pr<span class="_ _2"></span>ospects</div><div class="t m0 x18 h13 y6e4 ffd fs8 fc8 sc0 ls14 ws11">The Board r<span class="_ _2"></span>eviews the <span class="_ _2"></span>Group’<span class="_ _0"></span>s prospects <span class="_ _2"></span>throughout the y<span class="_ _2"></span>ear<span class="_ _6"></span>, with </div><div class="t m0 x18 h13 y6e5 ffd fs8 fc8 sc0 ls14 ws11">particular f<span class="_ _2"></span>ocus during the annual s<span class="_ _2"></span>trat<span class="_ _2"></span>egic planning and three-</div><div class="t m0 x18 h13 y6e6 ffd fs8 fc8 sc0 ls14 ws11">year budge<span class="_ _2"></span>ting process. This <span class="_ _2"></span>process is led b<span class="_ _2"></span>y the Group <span class="_ _2"></span>CEO and </div><div class="t m0 x18 h13 y6e7 ffd fs8 fc8 sc0 ls14 ws11">Group CF<span class="_ _2"></span>O, with <span class="_ _2"></span>input from the <span class="_ _2"></span>Executiv<span class="_ _2"></span>e Committee and Divisional </div><div class="t m0 x18 h13 y6e8 ffd fs8 fc8 sc0 ls14 ws11">Managing Direct<span class="_ _2"></span>ors. In assessing pr<span class="_ _2"></span>ospects, the Boar<span class="_ _2"></span>d consider<span class="_ _2"></span>s </div><div class="t m0 x18 h13 y6e9 ffd fs8 fc8 sc0 ls14 ws11">whether plans appr<span class="_ _2"></span>opriately r<span class="_ _2"></span>eflect the e<span class="_ _2"></span>xternal envir<span class="_ _2"></span>onment, </div><div class="t m0 x18 h13 y6ea ffd fs8 fc8 sc0 ls14 ws11">including macroec<span class="_ _2"></span>onomic, political and g<span class="_ _2"></span>eopolitical, regula<span class="_ _2"></span>tory<span class="_ _6"></span>,<span class="_ _1"></span> </div><div class="t m0 x18 h13 y6eb ffd fs8 fc8 sc0 ls14 ws11">technological and <span class="_ _2"></span>climate-rela<span class="_ _2"></span>ted f<span class="_ _2"></span>actor<span class="_ _2"></span>s. This results in <span class="_ _2"></span>the approv<span class="_ _2"></span>al </div><div class="t m0 x18 h13 y6ec ffd fs8 fc8 sc0 ls14 ws11">of str<span class="_ _2"></span>ategic objectiv<span class="_ _2"></span>es and det<span class="_ _2"></span>ailed for<span class="_ _2"></span>ecasts o<span class="_ _2"></span>ver a thr<span class="_ _2"></span>ee-year period </div><div class="t m0 x18 h13 y6ed ffd fs8 fc8 sc0 ls14 ws11">(the three-<span class="_ _2"></span>year plan). Our business model <span class="_ _2"></span>and str<span class="_ _2"></span>ategy ar<span class="_ _2"></span>e described </div><div class="t m0 x18 h13 y6ee ffc fs8 fc8 sc0 ls14 ws0">on pages <span class="ffd ls1">0<span class="ls14 ws11">4 to <span class="_ _2"></span><span class="ls1 ws0">0<span class="ls14 ws11">7.</span></span></span></span></div><div class="t m0 x87 hf y6ef ffb fs2 fc7 sc0 ls1 ws0">Assessment of viability</div><div class="t m0 x87 h14 y6e4 ffc fs8 fc8 sc0 ls14 ws0">The Director<span class="_ _2"></span>s assessed viability over the thr<span class="_ _2"></span>ee-year period ending </div><div class="t m0 x87 h13 y6e5 ffd fs8 fc8 sc0 ls14 ws11">31 December 2028, which is c<span class="_ _2"></span>onsidered appr<span class="_ _2"></span>opriate <span class="_ _2"></span>as it aligns with </div><div class="t m0 x87 h13 y6e6 ffd fs8 fc8 sc0 ls14 ws11">the Group’<span class="_ _6"></span>s strat<span class="_ _2"></span>egic planning cycle and <span class="_ _2"></span>reflects the <span class="_ _2"></span>period over </div><div class="t m0 x87 h13 y6e7 ffd fs8 fc8 sc0 ls14 ws11">which the Direct<span class="_ _2"></span>ors c<span class="_ _2"></span>an for<span class="_ _2"></span>ecast <span class="_ _2"></span>with reasonable c<span class="_ _2"></span>onfidence while </div><div class="t m0 x87 h13 y6e8 ffd fs8 fc8 sc0 ls14 ws11">capturing k<span class="_ _0"></span>ey risks and covenan<span class="_ _2"></span>t consider<span class="_ _2"></span>ations.</div><div class="t m0 x87 h13 y6f0 ffd fs8 fc8 sc0 ls14 ws11">The assessment included s<span class="_ _2"></span>tress t<span class="_ _2"></span>esting the Gr<span class="_ _2"></span>oup's financial f<span class="_ _2"></span>orecas<span class="_ _2"></span>ts </div><div class="t m0 x87 h13 y6f1 ffd fs8 fc8 sc0 ls14 ws11">agains<span class="_ _2"></span>t sever<span class="_ _2"></span>e but plausible scenarios (develop<span class="_ _2"></span>ed with input from </div><div class="t m0 x87 h13 y6f2 ffd fs8 fc8 sc0 ls14 ws11">senior management and <span class="_ _2"></span>Divisional finance teams) assuming all <span class="_ _2"></span>three </div><div class="t m0 x87 h13 y6f3 ffd fs8 fc8 sc0 ls14 ws11">Divisions continue <span class="_ _2"></span>to oper<span class="_ _2"></span>ate.  In aggr<span class="_ _2"></span>egat<span class="_ _2"></span>e, the scenarios r<span class="_ _2"></span>eflected:</div><div class="t m0 x18 h14 y6f4 ffc fs8 fc8 sc0 ls1 ws0"> </div><div class="t m0 x18 h10 y21 ffc fs4 fc6 sc0 ls15 ws12">V<span class="_ _1"></span>iabili<span class="_ _1"></span>t<span class="_ _7"></span>y<span class="_ _1"></span> St<span class="_ _1"></span>atement</div><div class="t m0 x57 h29 y6f5 ffb fs5 fc9 sc0 ls5 ws0">a severe do<span class="_ _2"></span>wnturn in our mark<span class="_ _2"></span>ets, where:</div><div class="t m0 xfc h6a y6f6 ff16 fs9 fc9 sc0 ls1 ws0">→</div><div class="t m0 xfd h13 y6f7 ffd fs8 fc8 sc0 ls14 ws11">housing transactions <span class="_ _2"></span>decrease by an <span class="_ _2"></span>aver<span class="_ _2"></span>age of 33% v<span class="_ _2"></span>ersus </div><div class="t m0 xfd h13 y6f8 ffd fs8 fc8 sc0 ls14 ws11">2025, which is 6% below <span class="_ _2"></span>the level seen during the <span class="_ _2"></span>last r<span class="_ _2"></span>ecession </div><div class="t m0 xfd h13 y6f9 ffd fs8 fc8 sc0 ls14 ws11">in 2008, caused b<span class="_ _2"></span>y:</div><div class="t m0 xfd h13 y6fa ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">economic conditions <span class="_ _2"></span>(such as high inflation <span class="_ _2"></span>and inter<span class="_ _2"></span>est r<span class="_ _2"></span>ates </span></div><div class="t m0 xfe h13 y6fb ffd fs8 fc8 sc0 ls14 ws11">and reduced a<span class="_ _2"></span>vailability of <span class="_ _2"></span>debt funding);</div><div class="t m0 xfd h13 y6fc ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">political or other uncert<span class="_ _2"></span>ainties; or</span></div><div class="t m0 xfd h13 y6fd ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">a combination <span class="_ _2"></span>of these issues. </span></div><div class="t m0 x57 h29 y6fe ffb fs5 fc9 sc0 ls5 ws0">the loss of a major contr<span class="_ _2"></span>act</div><div class="t m0 xfc h6a y6ff ff16 fs9 fc9 sc0 ls1 ws0">→</div><div class="t m0 xfd h13 y700 ffd fs8 fc8 sc0 ls14 ws11">such as the loss of a <span class="_ _2"></span>top five lender<span class="_ _6"></span>, which has not occurr<span class="_ _2"></span>ed f<span class="_ _2"></span>or </div><div class="t m0 xfd h13 y701 ffd fs8 fc8 sc0 ls14 ws11">over five <span class="_ _2"></span>year<span class="_ _2"></span>s.</div><div class="t m0 x57 h29 y702 ffb fs5 fc9 sc0 ls5 ws0">a prof<span class="_ _2"></span>essional indemnity risk event</div><div class="t m0 xfc h6a y703 ff16 fs9 fc9 sc0 ls1 ws0">→</div><div class="t m0 xfd h13 y704 ffd fs8 fc8 sc0 ls14 ws11">resulting in a <span class="_ _2"></span>significant incr<span class="_ _2"></span>ease in valua<span class="_ _2"></span>tion claims f<span class="_ _2"></span>or our </div><div class="t m0 xfd h13 y705 ffd fs8 fc8 sc0 ls14 ws11">Surveying &amp; V<span class="_ _0"></span>aluation Division.</div><div class="t m0 x57 h2b y706 ff16 fs5 fc9 sc0 ls5 ws2a">a mat<span class="_ _2"></span>erial one-off regula<span class="_ _2"></span>tory fine or r<span class="_ _2"></span>edress e<span class="_ _2"></span>xpense</div><div class="t m0 x18 h13 y707 ffd fs8 fc8 sc0 ls14 ws11">The scenario set w<span class="_ _2"></span>as derived fr<span class="_ _2"></span>om the principal risks <span class="_ _2"></span>outlined </div><div class="t m0 x18 h13 y708 ffd fs8 fc8 sc0 ls14 ws11">on pages 28 t<span class="_ _2"></span>o 30, including UK housing mark<span class="_ _0"></span>et cyclicality<span class="_ _6"></span>, client </div><div class="t m0 x18 h13 y709 ffd fs8 fc8 sc0 ls14 ws11">contr<span class="_ _2"></span>act risk, pr<span class="_ _2"></span>ofessional <span class="_ _2"></span>indemnity claims, regula<span class="_ _2"></span>tory change, </div><div class="t m0 x18 h13 y70a ffd fs8 fc8 sc0 ls14 ws11">and the poten<span class="_ _2"></span>tial combined impact of these <span class="_ _2"></span>risks. The scenarios </div><div class="t m0 x18 h13 y70b ffd fs8 fc8 sc0 ls14 ws11">also consider the mitig<span class="_ _2"></span>ating actions <span class="_ _2"></span>available <span class="_ _2"></span>to management <span class="_ _2"></span>to </div><div class="t m0 x18 h13 y70c ffd fs8 fc8 sc0 ls14 ws11">preserve liquidity<span class="_ _6"></span>, including reductions in discr<span class="_ _2"></span>etionary expenditur<span class="_ _2"></span>e </div><div class="t m0 x18 h13 y70d ffd fs8 fc8 sc0 ls14 ws11">and capit<span class="_ _2"></span>al inves<span class="_ _2"></span>tment. Climat<span class="_ _2"></span>e-relat<span class="_ _2"></span>ed risks wer<span class="_ _2"></span>e also consider<span class="_ _2"></span>ed </div><div class="t m0 x18 h14 y70e ffc fs8 fc8 sc0 ls14 ws0">and are not curr<span class="_ _2"></span>ently expect<span class="_ _2"></span>ed to hav<span class="_ _2"></span>e a material impact on viability </div><div class="t m0 x18 h13 y70f ffd fs8 fc8 sc0 ls14 ws11">over the assessmen<span class="_ _2"></span>t period. The Direct<span class="_ _2"></span>ors also <span class="_ _2"></span>considered the </div><div class="t m0 x18 h13 y710 ffd fs8 fc8 sc0 ls14 ws11">stability <span class="_ _2"></span>of recurring and c<span class="_ _2"></span>ounter<span class="_ _0"></span>-cyclical income str<span class="_ _2"></span>eams (including </div><div class="t m0 x18 h13 y711 ffd fs8 fc8 sc0 ls14 ws11">mortgage <span class="_ _2"></span>and insurance r<span class="_ _2"></span>enewals, le<span class="_ _2"></span>ttings and asset managemen<span class="_ _2"></span>t), </div><div class="t m0 x18 h13 y712 ffd fs8 fc8 sc0 ls14 ws11">repr<span class="_ _2"></span>esenting appro<span class="_ _2"></span>ximat<span class="_ _2"></span>ely 25% of Gr<span class="_ _2"></span>oup revenue, <span class="_ _2"></span>and opera<span class="_ _2"></span>tional </div><div class="t m0 x18 h13 y713 ffd fs8 fc8 sc0 ls14 ws11">flexibility t<span class="_ _2"></span>o mitigat<span class="_ _2"></span>e adver<span class="_ _2"></span>se conditions.</div><div class="t m0 x18 h13 y714 ffd fs8 fc8 sc0 ls14 ws11">The results indic<span class="_ _2"></span>ated tha<span class="_ _2"></span>t the Group<span class="_ _2"></span> would be able t<span class="_ _2"></span>o continue </div><div class="t m0 x18 h13 y715 ffd fs8 fc8 sc0 ls14 ws11">opera<span class="_ _2"></span>ting and meet its liabilities as <span class="_ _2"></span>they fall <span class="_ _2"></span>due throughout the </div><div class="t m0 x18 h13 y716 ffd fs8 fc8 sc0 ls14 ws11">period. Under all scenarios and a<span class="_ _2"></span>t each scheduled co<span class="_ _2"></span>venant t<span class="_ _2"></span>est </div><div class="t m0 x18 h13 y717 ffd fs8 fc8 sc0 ls14 ws11">date, the <span class="_ _2"></span>Group main<span class="_ _2"></span>tained sufficient <span class="_ _2"></span>liquidity and headroom <span class="_ _2"></span>against </div><div class="t m0 x18 h13 y718 ffd fs8 fc8 sc0 ls14 ws11">its banking cov<span class="_ _2"></span>enant r<span class="_ _2"></span>atio of 2.75x net <span class="_ _2"></span>debt: adjusted<span class="_ _2"></span> EBITDA (with </div><div class="t m0 x87 h13 y719 ffd fs8 fc8 sc0 ls14 ws11">3.00x allowable f<span class="_ _2"></span>or tw<span class="_ _2"></span>o consecutive t<span class="_ _2"></span>est periods during the <span class="_ _2"></span>renewal </div><div class="t m0 x87 h13 y71a ffd fs8 fc8 sc0 ls14 ws11">period). The Gr<span class="_ _2"></span>oup’<span class="_ _0"></span>s financial position has been further str<span class="_ _2"></span>engthened </div><div class="t m0 x87 h13 y71b ffd fs8 fc8 sc0 ls14 ws11">by the e<span class="_ _2"></span>xtension of its £60m banking f<span class="_ _2"></span>acility to <span class="_ _2"></span>January 2030.</div><div class="t m0 x87 h13 y71c ffd fs8 fc8 sc0 ls14 ws11">Rev<span class="_ _2"></span>erse s<span class="_ _2"></span>tress tes<span class="_ _2"></span>ting was also <span class="_ _2"></span>performed t<span class="_ _2"></span>o assess the level <span class="_ _2"></span>of </div><div class="t m0 x87 h13 y71d ffd fs8 fc8 sc0 ls14 ws11">mark<span class="_ _2"></span>et deterior<span class="_ _2"></span>ation r<span class="_ _2"></span>equired t<span class="_ _2"></span>o breach the Gr<span class="_ _2"></span>oup’<span class="_ _0"></span>s net debt/</div><div class="t m0 x87 h13 y71e ffd fs8 fc8 sc0 ls14 ws11">adjusted <span class="_ _2"></span>EBITDA co<span class="_ _2"></span>venant. This <span class="_ _2"></span>indicated <span class="_ _2"></span>that housing <span class="_ _2"></span>mark<span class="_ _2"></span>et activity </div><div class="t m0 x87 h13 y71f ffd fs8 fc8 sc0 ls14 ws11">would need t<span class="_ _2"></span>o fall t<span class="_ _2"></span>o levels ma<span class="_ _2"></span>terially below those e<span class="_ _2"></span>xperienced </div><div class="t m0 x87 h13 y720 ffd fs8 fc8 sc0 ls14 ws11">during the 2008 financial crisis, with <span class="_ _2"></span>no reco<span class="_ _2"></span>very<span class="_ _0"></span>. The Director<span class="_ _2"></span>s </div><div class="t m0 x87 h13 y721 ffd fs8 fc8 sc0 ls14 ws11">consider the lik<span class="_ _0"></span>elihood of this occurring to be r<span class="_ _2"></span>emote.</div><div class="t m0 x87 h13 y722 ffd fs8 fc8 sc0 ls14 ws11">The Audit &amp; Risk Committ<span class="_ _2"></span>ee over<span class="_ _2"></span>saw the viability assessment </div><div class="t m0 x87 h13 y723 ffd fs8 fc8 sc0 ls14 ws11">process during <span class="_ _2"></span>2025 which included the r<span class="_ _2"></span>eview of the r<span class="_ _2"></span>ever<span class="_ _2"></span>se stress </div><div class="t m0 x87 h13 y724 ffd fs8 fc8 sc0 ls14 ws11">test. Based <span class="_ _2"></span>on this assessment, the Dir<span class="_ _2"></span>ector<span class="_ _2"></span>s hav<span class="_ _2"></span>e a reasonable </div><div class="t m0 x87 h13 y725 ffd fs8 fc8 sc0 ls14 ws11">expect<span class="_ _2"></span>ation that the <span class="_ _2"></span>Group will c<span class="_ _2"></span>ontinue in oper<span class="_ _2"></span>ation and meet <span class="_ _2"></span>its </div><div class="t m0 x87 h13 y726 ffd fs8 fc8 sc0 ls14 ws11">liabilities as they f<span class="_ _2"></span>all due ov<span class="_ _2"></span>er the three-<span class="_ _2"></span>year period to <span class="_ _2"></span>31 December </div><div class="t m0 x87 h13 y727 ffd fs8 fc8 sc0 ls14 ws11">2028.</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   31<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   31<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
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class="bi x0 y728 w5 h6b" alt="" /><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">32<span class="_ _13"> </span>33</div><div class="t m0 x19 he y1e ff10 fs6 fc4 sc0 ls11 wse">OVERVIEW</div><div class="t m0 x6 h6 y71 ff13 fs2 fc9 sc0 ls6 ws4">Our sust<span class="_ _2"></span>ainability pr<span class="_ _2"></span>ogramme <span class="_ _2"></span>supports our long-term <span class="_ _2"></span>ambition to be <span class="_ _2"></span>a responsible, <span class="_ _2"></span>resilient <span class="_ _2"></span>and </div><div class="t m0 x6 h6 y72 ff13 fs2 fc9 sc0 ls6 ws4">future-<span class="_ _2"></span>focused <span class="_ _2"></span>business, crea<span class="_ _2"></span>ting lasting v<span class="_ _2"></span>alue f<span class="_ _2"></span>or c<span class="_ _2"></span>olleagues, cust<span class="_ _2"></span>omers and <span class="_ _2"></span>wider st<span class="_ _2"></span>ak<span class="_ _2"></span>eholder<span class="_ _2"></span>s.</div><div class="t m0 x6 h13 y729 ffd fs8 fc8 sc0 ls14 ws11">During 2025, we r<span class="_ _2"></span>efined the f<span class="_ _2"></span>oundations of <span class="_ _2"></span>our approach thr<span class="_ _2"></span>ough </div><div class="t m0 x6 h13 y72a ffd fs8 fc8 sc0 ls14 ws11">a revie<span class="_ _2"></span>w of our sust<span class="_ _2"></span>ainability activity and the dev<span class="_ _2"></span>elopment of a </div><div class="t m0 x6 h13 y72b ffd fs8 fc8 sc0 ls14 ws11">refr<span class="_ _2"></span>eshed frame<span class="_ _2"></span>work aligned to <span class="_ _2"></span>our purpose and culture. </div><div class="t m0 x6 h13 y72c ffd fs8 fc8 sc0 ls14 ws11">Our progr<span class="_ _2"></span>amme is built ar<span class="_ _2"></span>ound three <span class="_ _2"></span>inter<span class="_ _2"></span>connected pillar<span class="_ _2"></span>s:</div><div class="t m0 x6 h13 y72d ffd fs8 fc8 sc0 ls14 ws11">1) <span class="ff13">P<span class="_ _2"></span>eople &amp; Community</span></div><div class="t m0 x6 h13 y72e ffd fs8 fc8 sc0 ls14 ws11">2)</div><div class="t m0 xff h2c y72f ff13 fs8 fc8 sc0 ls14 ws11"> En<span class="_ _2"></span>vironment</div><div class="t m0 x6 h13 y730 ffd fs8 fc8 sc0 ls14 ws11">3) <span class="ff13">Gov<span class="_ _2"></span>ernance </span></div><div class="t m0 x6 h13 y731 ffd fs8 fc8 sc0 ls14 ws11">Our 2025 f<span class="_ _2"></span>ocus has been on impr<span class="_ _2"></span>oving insight in<span class="_ _2"></span>to our en<span class="_ _2"></span>vironmen<span class="_ _2"></span>tal </div><div class="t m0 x6 h13 y732 ffd fs8 fc8 sc0 ls14 ws11">impact, str<span class="_ _2"></span>engthening eng<span class="_ _2"></span>agement and <span class="_ _2"></span>development acr<span class="_ _2"></span>oss our </div><div class="t m0 x6 h13 y733 ffd fs8 fc8 sc0 ls14 ws11">workf<span class="_ _2"></span>orce and r<span class="_ _2"></span>einf<span class="_ _2"></span>orcing st<span class="_ _2"></span>andards of <span class="_ _2"></span>governance and o<span class="_ _2"></span>versigh<span class="_ _2"></span>t, </div><div class="t m0 x6 h13 y734 ffd fs8 fc8 sc0 ls14 ws11">while aligning Gr<span class="_ _2"></span>oup and Divisional activity ar<span class="_ _2"></span>ound a common </div><div class="t m0 x6 h13 y735 ffd fs8 fc8 sc0 ls14 ws11">sustainability <span class="_ _2"></span>framew<span class="_ _2"></span>ork.</div><div class="t m0 x6 h13 y736 ffd fs8 fc8 sc0 ls14 ws11">This ongoing work <span class="_ _2"></span>will help ensure our <span class="_ _2"></span>sustainability pr<span class="_ _2"></span>ogr<span class="_ _2"></span>amme </div><div class="t m0 x6 h13 y737 ffd fs8 fc8 sc0 ls14 ws11">remains aligned with <span class="_ _2"></span>the Group’<span class="_ _6"></span>s strategy <span class="_ _2"></span>and supports long-term, </div><div class="t m0 x6 h13 y738 ffd fs8 fc8 sc0 ls14 ws11">sustainable <span class="_ _2"></span>growth.</div><div class="t m0 x6 hf y739 ffb fs2 fc7 sc0 ls1 ws0">Progr<span class="_ _2"></span>amme gov<span class="_ _2"></span>ernance</div><div class="t m0 x6 h14 y73a ffc fs8 fc8 sc0 ls14 ws0">The Board and Gr<span class="_ _2"></span>oup CEO ha<span class="_ _2"></span>ve over<span class="_ _2"></span>all responsibility f<span class="_ _2"></span>or </div><div class="t m0 x6 h13 y73b ffd fs8 fc8 sc0 ls14 ws11">sustainability<span class="_ _2"></span>-r<span class="_ _2"></span>elated ma<span class="_ _2"></span>tters, se<span class="_ _2"></span>tting str<span class="_ _2"></span>ategic dir<span class="_ _2"></span>ection and ensuring </div><div class="t m0 x6 h13 y73c ffd fs8 fc8 sc0 ls14 ws11">the progr<span class="_ _2"></span>amme supports the Gr<span class="_ _2"></span>oup’<span class="_ _0"></span>s long-term ambitions. Da<span class="_ _2"></span>y-t<span class="_ _2"></span>o-</div><div class="t m0 x6 h13 y73d ffd fs8 fc8 sc0 ls14 ws11">day deliv<span class="_ _2"></span>ery is delega<span class="_ _2"></span>ted to the <span class="_ _2"></span>Sustainability <span class="_ _2"></span>Steering Committee </div><div class="t m0 x6 h13 y73e ffd fs8 fc8 sc0 ls14 ws11">(SSC), which includes the Gr<span class="_ _2"></span>oup CEO<span class="_ _2"></span>, Gr<span class="_ _2"></span>oup CPO<span class="_ _2"></span>, Group Compan<span class="_ _2"></span>y </div><div class="t m0 x6 h13 y73f ffd fs8 fc8 sc0 ls14 ws11">Secret<span class="_ _2"></span>ary<span class="_ _0"></span>, Group CRO<span class="_ _2"></span>, and r<span class="_ _2"></span>epresen<span class="_ _2"></span>tativ<span class="_ _2"></span>es from Gr<span class="_ _2"></span>oup Finance, </div><div class="t m0 x6 h13 y740 ffd fs8 fc8 sc0 ls14 ws11">Legal, and <span class="_ _2"></span>our Divisions. It is chair<span class="_ _2"></span>ed by the Gr<span class="_ _2"></span>oup Sust<span class="_ _2"></span>ainability </div><div class="t m0 x6 h13 y741 ffd fs8 fc8 sc0 ls14 ws11">Director<span class="_ _e"></span>. </div><div class="t m0 x6 h13 y742 ffd fs8 fc8 sc0 ls14 ws11">The SSC meets quart<span class="_ _2"></span>erly to monitor <span class="_ _2"></span>progress, <span class="_ _2"></span>review KPIs, <span class="_ _2"></span>assess </div><div class="t m0 x6 h13 y743 ffd fs8 fc8 sc0 ls14 ws11">risks and opportunities and <span class="_ _2"></span>undertak<span class="_ _2"></span>e horiz<span class="_ _2"></span>on scanning f<span class="_ _2"></span>or emer<span class="_ _2"></span>ging </div><div class="t m0 x6 h13 y744 ffd fs8 fc8 sc0 ls14 ws11">regulation <span class="_ _2"></span>and legislative chang<span class="_ _2"></span>e. The SSC reports <span class="_ _2"></span>regularly to <span class="_ _2"></span>the </div><div class="t m0 x6 h13 y745 ffd fs8 fc8 sc0 ls14 ws11">Audit &amp; Risk Committee <span class="_ _2"></span>to ensure <span class="_ _2"></span>oversigh<span class="_ _2"></span>t of sust<span class="_ _2"></span>ainability-r<span class="_ _2"></span>elated </div><div class="t m0 x6 h13 y746 ffd fs8 fc8 sc0 ls14 ws11">risks, including clima<span class="_ _2"></span>te.</div><div class="t m0 x6 h14 y747 ffc fs8 fc8 sc0 ls14 ws0">Delivery of our sust<span class="_ _2"></span>ainability progr<span class="_ _2"></span>amme is further supported by f<span class="_ _2"></span>our </div><div class="t m0 x6 h13 y748 ffd fs8 fc8 sc0 ls14 ws11">colleague f<span class="_ _2"></span>orums, each with an e<span class="_ _2"></span>xecutiv<span class="_ _2"></span>e sponsor:</div><div class="t m0 x6 h13 y749 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Colleague Engag<span class="_ _2"></span>ement Forum <span class="_ _2"></span>(CEF), sponsored by <span class="_ _2"></span>Debra Gar<span class="_ _2"></span>dner<span class="_ _6"></span>, </span></div><div class="t m0 x52 h13 y74a ffd fs8 fc8 sc0 ls14 ws11">Group CPO<span class="_ _2"></span>. </div><div class="t m0 x6 h13 y74b ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Envir<span class="_ _2"></span>onmental <span class="_ _2"></span>W<span class="_ _2"></span>orking Group <span class="_ _2"></span>(EWG), sponsored <span class="_ _2"></span>by Saad </span></div><div class="t m0 x52 h13 y74c ffd fs8 fc8 sc0 ls14 ws11">Hassanuddin, Group <span class="_ _2"></span>CRO.</div><div class="t m0 x6 h13 y74d ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Communities Forum, sponsor<span class="_ _2"></span>ed by Saad Hassanuddin, <span class="_ _2"></span>Group CR<span class="_ _2"></span>O.</span></div><div class="t m0 x6 h13 y74e ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Inclusion &amp; Diver<span class="_ _2"></span>sity (I&amp;D) Forum, <span class="_ _2"></span>sponsored by Debr<span class="_ _2"></span>a Gar<span class="_ _2"></span>dner<span class="_ _6"></span>, </span></div><div class="t m0 x52 h13 y74f ffd fs8 fc8 sc0 ls14 ws11">Group CPO<span class="_ _2"></span>. </div><div class="t m0 x6 h13 y750 ffd fs8 fc8 sc0 ls14 ws11">These f<span class="_ _2"></span>orums play an import<span class="_ _2"></span>ant r<span class="_ _2"></span>ole in driving eng<span class="_ _2"></span>agement, shaping </div><div class="t m0 x6 h13 y751 ffd fs8 fc8 sc0 ls14 ws11">initiatives and <span class="_ _2"></span>ensuring sustainab<span class="_ _2"></span>ility activity is embedded acr<span class="_ _2"></span>oss the </div><div class="t m0 x6 h13 y752 ffd fs8 fc8 sc0 ls14 ws11">business.</div><div class="t m0 x3f h13 y753 ffd fs8 fc8 sc0 ls14 ws11">In addition, our annual sus<span class="_ _2"></span>tainability con<span class="_ _2"></span>fer<span class="_ _2"></span>ence brings all f<span class="_ _2"></span>orums </div><div class="t m0 x3f h13 y754 ffd fs8 fc8 sc0 ls14 ws11">and ex<span class="_ _2"></span>ecutive sponsor<span class="_ _2"></span>s tog<span class="_ _2"></span>ether to r<span class="_ _2"></span>eview pr<span class="_ _2"></span>ogress, shar<span class="_ _2"></span>e insights </div><div class="t m0 x3f h13 y755 ffd fs8 fc8 sc0 ls14 ws11">and align on priorities f<span class="_ _2"></span>or the y<span class="_ _2"></span>ear ahead. This collabor<span class="_ _2"></span>ation ensur<span class="_ _2"></span>es </div><div class="t m0 x3f h13 y756 ffd fs8 fc8 sc0 ls14 ws11">that our sus<span class="_ _2"></span>tainability pr<span class="_ _2"></span>ogramme r<span class="_ _2"></span>emains responsiv<span class="_ _2"></span>e, coordina<span class="_ _2"></span>ted </div><div class="t m0 x3f h13 y757 ffd fs8 fc8 sc0 ls14 ws11">and grounded <span class="_ _2"></span>in the experiences of <span class="_ _2"></span>colleagues across <span class="_ _2"></span>the business.</div><div class="t m0 x3f h13 y758 ffd fs8 fc8 sc0 ls14 ws11">Alongside our int<span class="_ _2"></span>ernal governance, e<span class="_ _2"></span>xternal sust<span class="_ _2"></span>ainability r<span class="_ _2"></span>atings </div><div class="t m0 x3f h13 y759 ffd fs8 fc8 sc0 ls14 ws11">provide <span class="_ _2"></span>independent assessment of <span class="_ _2"></span>our envir<span class="_ _2"></span>onmental, <span class="_ _2"></span>social and </div><div class="t m0 x3f h13 y75a ffd fs8 fc8 sc0 ls14 ws11">governance pr<span class="_ _2"></span>actices and support benchmarking <span class="_ _2"></span>against <span class="_ _2"></span>recognised </div><div class="t m0 x3f h13 y75b ffd fs8 fc8 sc0 ls14 ws11">framew<span class="_ _2"></span>orks. Our r<span class="_ _2"></span>atings ar<span class="_ _2"></span>e set out below:</div><div class="t m0 x7e h6c y75c ff21 fs23 fc0 sc0 ls1 ws0">EcoV<span class="_ _0"></span>adis provides an independent</div><div class="t m0 x7e h6c y75d ff21 fs23 fc0 sc0 ls1 ws0">assessment of envir<span class="_ _2"></span>onmental, social</div><div class="t m0 x7e h6d y75e ff22 fs23 fc0 sc0 ls1 ws0">and ethical performance, off<span class="_ _2"></span>ering a</div><div class="t m0 x7e h6d y75f ff22 fs23 fc0 sc0 ls1 ws0">recognised benchmark f<span class="_ _2"></span>or ESG</div><div class="t m0 x7e h6c y760 ff21 fs23 fc0 sc0 ls1 ws0">standar<span class="_ _2"></span>ds.</div><div class="t m0 x7e h6d y761 ff22 fs23 fc0 sc0 ls1 ws0">Awarded t<span class="_ _2"></span>o our Surveying &amp;</div><div class="t m0 x7e h6d y762 ff22 fs23 fc0 sc0 ls1 ws0">V<span class="_ _2"></span>aluation Division in 2025.</div><div class="t m0 x7e h6d y763 ff22 fs23 fc0 sc0 ls1 ws0">CDP provides a globally rec<span class="_ _2"></span>ognised</div><div class="t m0 x7e h6d y764 ff22 fs23 fc0 sc0 ls1 ws0">framew<span class="_ _2"></span>ork for assessing envir<span class="_ _2"></span>onmental</div><div class="t m0 x7e h6d y765 ff22 fs23 fc0 sc0 ls1 ws0">performance, including emissions and</div><div class="t m0 x7e h6d y766 ff22 fs23 fc0 sc0 ls1 ws0">climate-rela<span class="_ _2"></span>ted risks.</div><div class="t m0 x7e h6d y767 ff22 fs23 fc0 sc0 ls1 ws0">Awarded t<span class="_ _2"></span>o LSL Group in 2025.</div><div class="t m0 x3f hf y768 ffb fs2 fc7 sc0 ls1 ws0">People</div><div class="t m0 x3f h13 y769 ffd fs8 fc8 sc0 ls14 ws11">The capability and e<span class="_ _2"></span>xpertise of our 1,758 c<span class="_ _2"></span>olleagues underpin </div><div class="t m0 x3f h13 y76a ffd fs8 fc8 sc0 ls14 ws11">our continued <span class="_ _2"></span>success. During 2025, we adv<span class="_ _2"></span>anced our work <span class="_ _2"></span>on </div><div class="t m0 x3f h13 y76b ffd fs8 fc8 sc0 ls14 ws11">engagemen<span class="_ _2"></span>t, developmen<span class="_ _2"></span>t, inclusion and wellbeing thr<span class="_ _2"></span>ough a mor<span class="_ _2"></span>e </div><div class="t m0 x3f h13 y76c ffd fs8 fc8 sc0 ls14 ws11">structured <span class="_ _2"></span>approach t<span class="_ _2"></span>o learning and developmen<span class="_ _2"></span>t, tar<span class="_ _2"></span>geted inclusion </div><div class="t m0 x3f h13 y76d ffd fs8 fc8 sc0 ls14 ws11">and wellbeing activity<span class="_ _6"></span>, and the use of rec<span class="_ _2"></span>ognised frame<span class="_ _2"></span>works. This </div><div class="t m0 x3f h13 y76e ffd fs8 fc8 sc0 ls14 ws11">improv<span class="_ _2"></span>ed the quality and consis<span class="_ _2"></span>tency of people-r<span class="_ _2"></span>elated <span class="_ _2"></span>informa<span class="_ _2"></span>tion, </div><div class="t m0 x3f h13 y76f ffd fs8 fc8 sc0 ls14 ws11">supporting more in<span class="_ _2"></span>formed decision-making.</div><div class="t m0 x3f h2a y770 ff13 fs5 fc7 sc0 ls1 ws0">Listening t<span class="_ _2"></span>o our people</div><div class="t m0 x3f h13 y771 ffd fs8 fc8 sc0 ls14 ws11">Unders<span class="_ _2"></span>tanding colleague <span class="_ _2"></span>experience is a k<span class="_ _0"></span>ey component of our </div><div class="t m0 x3f h13 y772 ffd fs8 fc8 sc0 ls14 ws11">people str<span class="_ _2"></span>ategy<span class="_ _6"></span>. Our annual engagemen<span class="_ _2"></span>t survey pr<span class="_ _2"></span>ovides valuable </div><div class="t m0 x3f h13 y773 ffd fs8 fc8 sc0 ls14 ws11">insight int<span class="_ _2"></span>o engag<span class="_ _2"></span>ement, culture <span class="_ _2"></span>and leadership acr<span class="_ _2"></span>oss the Gr<span class="_ _2"></span>oup.</div><div class="t m0 x6 h45 y21 ffd fs4 fc6 sc0 ls15 ws12">Sus<span class="_ _1"></span>t<span class="_ _1"></span>ainabilit<span class="_ _14"></span>y<span class="_ _1"></span> Repo<span class="_ _1"></span>r<span class="_ _14"></span>t</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   32<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   32<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
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class="bi x0 y5ac w5 h5d" alt="" /><div class="t m0 xf he y1f ff11 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">32<span class="_ _13"> </span>33</div><div class="t m0 xe he y1e ff12 fs6 fc4 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span>FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span>CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="fc0 ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="fc4 ls11 wse">OVERVIEW</span></span></div><div class="t m0 x18 h10 y21 ffc fs4 fc6 sc0 ls1 ws0">  </div><div class="t m0 x18 h11 y774 ffb fs8 fc3 sc0 ls14 ws11">Themes<span class="_ _60"> </span><span class="ws0">Response f<span class="_ _2"></span>avour<span class="_ _2"></span>ability</span></div><div class="t m0 x81 h11 y775 ffb fs8 fc3 sc0 ls14 ws11">Privat<span class="_ _2"></span>e </div><div class="t m0 x100 h11 y776 ffb fs8 fc3 sc0 ls14 ws11">sector<span class="ls1 ws0"> </span></div><div class="t m0 x2e h11 y774 ffb fs8 fc3 sc0 ls14 ws11">benchmark</div><div class="t m0 x79 h11 y776 ffb fs8 fc3 sc0 ls1 ws0">2023 </div><div class="t m0 x46 h11 y774 ffb fs8 fc3 sc0 ls1 ws0">results</div><div class="t m0 x101 h11 y776 ffb fs8 fc3 sc0 ls1 ws0">2024 </div><div class="t m0 x102 h11 y774 ffb fs8 fc3 sc0 ls1 ws0">results</div><div class="t m0 x18 h14 y777 ffc fs8 fc3 sc0 ls1 ws0">Purpose</div><div class="t m0 x103 he y778 ffb fs6 fc0 sc0 ls1 ws0"> 81%<span class="_ _61"> </span><span class="fc3"> 13%<span class="_ _62"> </span></span>6%</div><div class="t m0 x31 h13 y779 ffd fs8 fc3 sc0 ls14 ws11">+5<span class="_ _63"> </span>+1<span class="_ _63"> </span>+1</div><div class="t m0 x18 h14 y77a ffc fs8 fc3 sc0 ls1 ws0">Enablement</div><div class="t m0 x103 he y77b ffb fs6 fc0 sc0 ls1 ws0"> 77%<span class="_ _64"> </span><span class="fc3"> 12%<span class="_ _65"> </span></span> 11%</div><div class="t m0 x89 h13 y77c ffd fs8 fc3 sc0 ls14 ws11">+10<span class="_ _22"> </span>+4<span class="_ _63"> </span>+4</div><div class="t m0 x18 h14 y77d ffc fs8 fc3 sc0 ls1 ws0">Autonomy</div><div class="t m0 x103 he y77e ffb fs6 fc0 sc0 ls1 ws0"> 73%<span class="_ _66"> </span><span class="fc3"> 15%<span class="_ _67"> </span></span> 13%</div><div class="t m0 x31 h13 y77f ffd fs8 fc3 sc0 ls14 ws11">+2<span class="_ _25"> </span><span class="ls1 ws0">0<span class="_ _25"> </span></span>+3</div><div class="t m0 x18 h13 y780 ffd fs8 fc3 sc0 ls6d ws68">Rewa<span class="_ _1"></span>rd</div><div class="t m0 x103 he y781 ffb fs6 fc0 sc0 ls1 ws0"> 64%<span class="_ _68"> </span><span class="fc3"> 21%<span class="_ _69"> </span></span> 15%</div><div class="t m0 xb9 h13 y782 ffd fs8 fc3 sc0 ls1 ws0">0<span class="_ _25"> </span><span class="ls14 ws11">+2<span class="_ _63"> </span>+2</span></div><div class="t m0 x18 h13 y783 ffd fs8 fc3 sc0 ls1 ws0">Leadership &amp; chang<span class="_ _2"></span>e</div><div class="t m0 x103 he y784 ffb fs6 fc0 sc0 ls1 ws0"> 74%<span class="_ _6a"> </span><span class="fc3"> 17%<span class="_ _6b"> </span></span> 9%</div><div class="t m0 x31 h13 y785 ffd fs8 fc3 sc0 ls14 ws11">+9<span class="_ _63"> </span>+8<span class="_ _63"> </span>+6</div><div class="t m0 x18 h14 y786 ffc fs8 fc3 sc0 ls1 ws0">Engagemen<span class="_ _2"></span>t</div><div class="t m0 x103 he y787 ffb fs6 fc0 sc0 ls1 ws0"> 77%<span class="_ _64"> </span><span class="fc3"> 17%<span class="_ _6c"> </span></span>6%</div><div class="t m0 x8a h13 y788 ffd fs8 fc3 sc0 ls14 ws11">-3<span class="_ _6d"> </span>+3<span class="_ _63"> </span>+4</div><div class="t m0 x18 h2e y789 ff16 fs8 fc3 sc0 ls14 ws11">Question<span class="_ _6e"> </span><span class="ffb">Theme<span class="_ _35"> </span><span class="ws0">Response f<span class="_ _2"></span>av<span class="_ _2"></span>ourability</span></span></div><div class="t m0 x81 h11 y78a ffb fs8 fc3 sc0 ls14 ws11">Privat<span class="_ _2"></span>e </div><div class="t m0 x100 h11 y78b ffb fs8 fc3 sc0 ls14 ws11">sector<span class="ls1 ws0"> </span></div><div class="t m0 x2e h11 y789 ffb fs8 fc3 sc0 ls14 ws11">benchmark</div><div class="t m0 x79 h11 y78b ffb fs8 fc3 sc0 ls1 ws0">2023 </div><div class="t m0 x46 h11 y789 ffb fs8 fc3 sc0 ls1 ws0">results</div><div class="t m0 x101 h11 y78b ffb fs8 fc3 sc0 ls1 ws0">2024 </div><div class="t m0 x102 h11 y789 ffb fs8 fc3 sc0 ls1 ws0">results</div><div class="t m0 x18 h13 y78c ffd fs8 fc3 sc0 ls1 ws0">My manager tak<span class="_ _0"></span>es the<span class="ffc"> </span></div><div class="t m0 x18 h13 y78d ffd fs8 fc3 sc0 ls1 ws0">time to pr<span class="_ _2"></span>ovide feedback, </div><div class="t m0 x18 h13 y78e ffd fs8 fc3 sc0 ls1 ws0">offer guidance and<span class="_ _2"></span><span class="ffc"> </span></div><div class="t m0 x18 h14 y78f ffc fs8 fc3 sc0 ls1 ws0">support my dev<span class="_ _2"></span>elopment</div><div class="t m0 x58 h13 y78c ffd fs8 fc3 sc0 ls1 ws0">Leadership<span class="ffc"> </span></div><div class="t m0 x58 h14 y78d ffc fs8 fc3 sc0 ls1 ws0">&amp; change</div><div class="t m0 x104 he y790 ffb fs6 fc0 sc0 ls1 ws0"> 83%<span class="_ _6f"> </span><span class="fc3">10%<span class="_ _70"> </span></span>7%</div><div class="t m0 x89 h13 y791 ffd fs8 fc3 sc0 ls14 ws11">+19<span class="_ _71"> </span>+14<span class="_ _71"> </span>+22</div><div class="t m0 x18 h14 y792 ffc fs8 fc3 sc0 ls1 ws0">My manager gives me </div><div class="t m0 x18 h13 y793 ffd fs8 fc3 sc0 ls1 ws0">regular f<span class="_ _2"></span>eedback on how<span class="ffc"> </span></div><div class="t m0 x18 h14 y794 ffc fs8 fc3 sc0 ls1 ws0">I am doing</div><div class="t m0 x58 h13 y792 ffd fs8 fc3 sc0 ls1 ws0">Leadership<span class="ffc"> </span></div><div class="t m0 x58 h14 y793 ffc fs8 fc3 sc0 ls1 ws0">&amp; change</div><div class="t m0 x104 he y795 ffb fs6 fc0 sc0 ls1 ws0"> 84%<span class="_ _72"> </span><span class="fc3">9%</span></div><div class="t m0 x8e he y796 ffb fs6 fc0 sc0 ls1 ws0">7%</div><div class="t m0 x89 h13 y797 ffd fs8 fc3 sc0 ls14 ws11">+15<span class="_ _22"> </span>+8<span class="_ _63"> </span>+8</div><div class="t m0 x18 h1d y798 ffd fs11 fc8 sc0 ls6e ws69">Key: </div><div class="t m0 x18 h3c y799 ffd fs9 fc1 sc0 ls1 ws0">●</div><div class="t m0 x1c h1d y6f ffd fs11 fc8 sc0 ls6f ws6a">Favourable </div><div class="t m0 xe9 h3c y799 ffd fs9 fcd sc0 ls1 ws0">●</div><div class="t m0 x105 h1d y6f ffd fs11 fc8 sc0 ls2b ws29">Neu<span class="_ _1"></span>tra<span class="_ _1"></span>l </div><div class="t m0 xd5 h3c y799 ffd fs9 fce sc0 ls1 ws0">●</div><div class="t m0 x106 h4a y6f ffc fs11 fc8 sc0 ls68 ws63">Unfavour<span class="_ _1"></span>able</div><div class="t m0 x18 h13 y79a ffd fs8 fc8 sc0 ls14 ws11">This year saw <span class="_ _2"></span>a str<span class="_ _2"></span>ong uplift in colleague f<span class="_ _0"></span>eedback, with the survey </div><div class="t m0 x18 h13 y79b ffd fs8 fc8 sc0 ls14 ws11">achieving a 90% r<span class="_ _2"></span>esponse ra<span class="_ _2"></span>te, repr<span class="_ _2"></span>esenting 1,578 c<span class="_ _2"></span>olleagues, up </div><div class="t m0 x18 h13 y79c ffd fs8 fc8 sc0 ls14 ws11">6 points fr<span class="_ _2"></span>om 84% of colleagues <span class="_ _2"></span>last year<span class="_ _e"></span>. Engagement sc<span class="_ _2"></span>ores also </div><div class="t m0 x18 h13 y79d ffd fs8 fc8 sc0 ls14 ws11">increased signific<span class="_ _2"></span>antly<span class="_ _0"></span>, reaching 77% <span class="_ _2"></span>compared with 73% <span class="_ _2"></span>in 2024, </div><div class="t m0 x18 h13 y79e ffd fs8 fc8 sc0 ls14 ws11">demonstr<span class="_ _2"></span>ating con<span class="_ _2"></span>tinued stren<span class="_ _2"></span>gthening of c<span class="_ _2"></span>olleague connection </div><div class="t m0 x18 h13 y79f ffd fs8 fc8 sc0 ls14 ws11">and confidence acr<span class="_ _2"></span>oss the Gr<span class="_ _2"></span>oup. Over<span class="_ _2"></span>all, survey r<span class="_ _2"></span>esults in 2025 </div><div class="t m0 x18 h13 y7a0 ffd fs8 fc8 sc0 ls14 ws11">show a con<span class="_ _2"></span>tinued year<span class="_ _2"></span>-on-y<span class="_ _2"></span>ear impro<span class="_ _2"></span>vement acr<span class="_ _2"></span>oss most themes, </div><div class="t m0 x18 h13 y7a1 ffd fs8 fc8 sc0 ls14 ws11">with perf<span class="_ _2"></span>ormance generally <span class="_ _2"></span>at or abov<span class="_ _2"></span>e privat<span class="_ _2"></span>e sector benchmarks, </div><div class="t m0 x18 h13 y7a2 ffd fs8 fc8 sc0 ls14 ws11">particularly f<span class="_ _2"></span>or purpose, enablement and leader<span class="_ _2"></span>ship &amp; change.</div><div class="t m0 x87 h13 y7a3 ffd fs8 fc8 sc0 ls14 ws11">Manager<span class="_ _2"></span>-led f<span class="_ _2"></span>eedback and dev<span class="_ _2"></span>elopment remained <span class="_ _2"></span>a streng<span class="_ _2"></span>th in </div><div class="t m0 x87 h13 y7a4 ffd fs8 fc8 sc0 ls14 ws11">2025, showing the s<span class="_ _2"></span>tronges<span class="_ _2"></span>t impro<span class="_ _2"></span>vement acr<span class="_ _2"></span>oss the Gr<span class="_ _2"></span>oup. These </div><div class="t m0 x87 h13 y7a5 ffd fs8 fc8 sc0 ls14 ws11">results underline the <span class="_ _2"></span>importance of c<span class="_ _2"></span>ontinuing to de<span class="_ _2"></span>velop leaders </div><div class="t m0 x87 h13 y7a6 ffd fs8 fc8 sc0 ls14 ws11">and manager<span class="_ _2"></span>s to support c<span class="_ _2"></span>olleague development <span class="_ _2"></span>and engagemen<span class="_ _2"></span>t.</div><div class="t m0 x87 h13 y7a7 ffd fs8 fc8 sc0 ls14 ws11">Debra Gar<span class="_ _2"></span>dner<span class="_ _6"></span>, our Group Chie<span class="_ _2"></span>f People Officer<span class="_ _6"></span>, commen<span class="_ _2"></span>ts: "Seeing </div><div class="t m0 x87 h13 y7a8 ffd fs8 fc8 sc0 ls14 ws11">90% of colleagues t<span class="_ _2"></span>ak<span class="_ _2"></span>e part, alongside a 77% eng<span class="_ _2"></span>agement <span class="_ _2"></span>score giv<span class="_ _2"></span>es </div><div class="t m0 x87 h13 y7a9 ffd fs8 fc8 sc0 ls14 ws11">me real c<span class="_ _2"></span>onfidence in the s<span class="_ _2"></span>treng<span class="_ _2"></span>th of our culture. <span class="_ _2"></span>It demonstr<span class="_ _2"></span>ates </div><div class="t m0 x87 h13 y7aa ffd fs8 fc8 sc0 ls14 ws11">that colleagues <span class="_ _2"></span>feel hear<span class="_ _2"></span>d, connect<span class="_ _2"></span>ed to our purpose and <span class="_ _2"></span>confident </div><div class="t m0 x87 h13 y7ab ffd fs8 fc8 sc0 ls14 ws11">that their v<span class="_ _2"></span>oice matter<span class="_ _2"></span>s."</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   33<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   33<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pf24" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc24 w4 h0"><img 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" class="bi x0 y7ac w5 h6e" alt="" /><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">34<span class="_ _13"> </span>35</div><div class="t m0 x19 he y1e ff10 fs6 fc4 sc0 ls11 wse">OVERVIEW</div><div class="t m0 x6 h2a y7ad ff13 fs5 fc7 sc0 ls1 ws0">All colleagues – workf<span class="_ _2"></span>orce pr<span class="_ _2"></span>ofile and turnover</div><div class="t m0 xc3 he y7ae ffb fs6 fc0 sc0 ls1 ws0"> <span class="_ _73"> </span>2025<span class="_ _2b"> </span>2024</div><div class="t m0 xc3 h11 y7af ffb fs8 fcf sc0 ls1 ws0">Headcount</div><div class="t m0 xc3 h13 y7b0 ffc fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal colleagues<span class="_ _74"> </span><span class="ffd">1,785<span class="_ _75"> </span>1,802</span></div><div class="t m0 xc3 h11 y7b1 ffb fs8 fcf sc0 ls1 ws0">Gender (headcount)</div><div class="t m0 xc3 h13 y7b2 ffc fs8 fc3 sc0 ls1 ws0">Male<span class="_ _76"> </span><span class="ffd">970<span class="_ _6b"> </span>965</span></div><div class="t m0 xc3 h13 y7b3 ffc fs8 fc3 sc0 ls1 ws0">Female<span class="_ _77"> </span><span class="ffd">812<span class="_ _6b"> </span>837</span></div><div class="t m0 xc3 h11 y7b4 ffb fs8 fcf sc0 ls1 ws0">Gender (%)</div><div class="t m0 xc3 h13 y7b5 ffc fs8 fc3 sc0 ls1 ws0">Male <span class="_ _78"> </span><span class="ffd">54<span class="_ _79"> </span>49</span></div><div class="t m0 xc3 h13 y7b6 ffc fs8 fc3 sc0 ls1 ws0">Female <span class="_ _7a"> </span><span class="ffd">46<span class="_ _79"> </span>51</span></div><div class="t m0 xc3 h11 y7b7 ffb fs8 fcf sc0 ls1 ws0">Ethnicity (headcoun<span class="_ _2"></span>t)</div><div class="t m0 xc3 h13 y7b8 ffd fs8 fc3 sc0 ls1 ws0">Asian/<span class="_ _2"></span>Asian British<span class="_ _7b"> </span>101<span class="_ _79"> </span>83</div><div class="t m0 xc3 h13 y7b9 ffd fs8 fc3 sc0 ls1 ws0">Black/Afric<span class="_ _2"></span>an/Caribbean/Black British<span class="_ _7c"> </span>33<span class="_ _79"> </span>36</div><div class="t m0 xc3 h13 y7ba ffd fs8 fc3 sc0 ls1 ws0">Mixed/Multiple e<span class="_ _2"></span>thnic groups<span class="_ _7d"> </span>34<span class="_ _79"> </span>25</div><div class="t m0 xc3 h13 y7bb ffc fs8 fc3 sc0 ls1 ws0">White<span class="_ _7e"> </span><span class="ffd">1,301<span class="_ _75"> </span>1,255</span></div><div class="t m0 xc3 h13 y7bc ffc fs8 fc3 sc0 ls1 ws0">Other ethnic group<span class="_ _7f"> </span><span class="ffd">23<span class="_ _79"> </span>26</span></div><div class="t m0 xc3 h11 y7bd ffb fs8 fcf sc0 ls1 ws0">Disability (headcount)</div><div class="t m0 xc3 h13 y7be ffd fs8 fc3 sc0 ls1 ws0">Disability or long-term health condition<span class="_ _80"> </span>266<span class="_ _6b"> </span>247</div><div class="t m0 xc3 h13 y7bf ffd fs8 fc3 sc0 ls1 ws0">Non-disclosure r<span class="_ _2"></span>ate (%)</div><div class="t m0 x107 h3a y7c0 ffd fs19 fc3 sc0 ls1 ws0">1</div><div class="t m0 x3d h13 y7c1 ffc fs8 fc3 sc0 ls1 ws0"> <span class="_ _81"> </span><span class="ffd">4<span class="_ _82"> </span>4</span></div><div class="t m0 xc3 h11 y7c2 ffb fs8 fcf sc0 ls1 ws0">V<span class="_ _2"></span>olunt<span class="_ _2"></span>ary turnover (%)</div><div class="t m0 xc3 h13 y7c3 ffc fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal voluntary turno<span class="_ _2"></span>ver <span class="_ _83"> </span><span class="ffd">9.8<span class="_ _6c"> </span>13.5</span></div><div class="t m0 xc3 h13 y7c4 ffc fs8 fc3 sc0 ls1 ws0">Male<span class="_ _84"> </span><span class="ffd">54<span class="_ _79"> </span>49</span></div><div class="t m0 xc3 h13 y7c5 ffc fs8 fc3 sc0 ls1 ws0">Female<span class="_ _85"> </span><span class="ffd">46<span class="_ _79"> </span>51</span></div><div class="t m0 x6 h6f y7c6 ffb fs24 fc10 sc0 ls70 ws6b">Colleague Engagement</div><div class="t m0 x108 h70 y7c7 ff23 fs25 fc7 sc0 ls1 ws0">LSL</div><div class="t m0 x108 h71 y7c8 ff23 fs26 fc11 sc0 ls1 ws0">C<span class="ls71 ws6c">olleague</span> </div><div class="t m0 x108 h71 y7c9 ff23 fs26 fc11 sc0 ls71 ws6c">En<span class="ls72 ws6d">ga<span class="ls73 ws6e">gemen<span class="ls1 ws0">t</span></span></span></div><div class="t m0 x109 h13 y7ca ffd fs8 fc8 sc0 ls14 ws11">Our Colleague Eng<span class="_ _2"></span>agement F<span class="_ _2"></span>orum (CEF) play<span class="_ _2"></span>s an </div><div class="t m0 x109 h13 y7cb ffd fs8 fc8 sc0 ls14 ws11">important <span class="_ _2"></span>role in s<span class="_ _2"></span>treng<span class="_ _2"></span>thening communica<span class="_ _2"></span>tion </div><div class="t m0 x109 h13 y7cc ffd fs8 fc8 sc0 ls14 ws11">and colleague v<span class="_ _2"></span>oice across the Gr<span class="_ _2"></span>oup. It brings </div><div class="t m0 x109 h13 y7cd ffd fs8 fc8 sc0 ls14 ws11">together nomina<span class="_ _2"></span>ted r<span class="_ _2"></span>epresent<span class="_ _2"></span>atives fr<span class="_ _2"></span>om all </div><div class="t m0 x109 h14 y7ce ffc fs8 fc8 sc0 ls14 ws0">parts of the Group t<span class="_ _2"></span>o support the sharing of </div><div class="t m0 x109 h13 y7cf ffd fs8 fc8 sc0 ls14 ws11">views and ideas <span class="_ _2"></span>that re<span class="_ _2"></span>flect the experiences of </div><div class="t m0 x109 h13 y7d0 ffd fs8 fc8 sc0 ls14 ws11">colleagues, ensuring tha<span class="_ _2"></span>t engagemen<span class="_ _2"></span>t activities </div><div class="t m0 x6 h13 y7d1 ffd fs8 fc8 sc0 ls14 ws11">and change initia<span class="_ _2"></span>tives are w<span class="_ _2"></span>ell-communica<span class="_ _2"></span>ted and inf<span class="_ _2"></span>ormed by </div><div class="t m0 x6 h13 y7d2 ffd fs8 fc8 sc0 ls14 ws11">colleague f<span class="_ _2"></span>eedback.</div><div class="t m0 x6 h13 y7d3 ffd fs8 fc8 sc0 ls14 ws11">During 2025, the CEF c<span class="_ _2"></span>ontributed t<span class="_ _2"></span>o sever<span class="_ _2"></span>al k<span class="_ _2"></span>ey progr<span class="_ _2"></span>ammes, </div><div class="t m0 x6 h13 y7d4 ffd fs8 fc8 sc0 ls14 ws11">including the re<span class="_ _2"></span>view of our people policies, pr<span class="_ _2"></span>oviding input in<span class="_ _2"></span>to our </div><div class="t m0 x6 h13 y7d5 ffd fs8 fc8 sc0 ls14 ws11">electric car scheme, supporting <span class="_ _2"></span>the development <span class="_ _2"></span>of a competency </div><div class="t m0 x6 h13 y7d6 ffd fs8 fc8 sc0 ls14 ws11">framew<span class="_ _2"></span>ork and promoting <span class="_ _2"></span>the colleague eng<span class="_ _2"></span>agement survey<span class="_ _6"></span>. These </div><div class="t m0 x6 h13 y7d7 ffd fs8 fc8 sc0 ls14 ws11">activities highlight the v<span class="_ _2"></span>alue of the CEF in <span class="_ _2"></span>shaping initiatives tha<span class="_ _2"></span>t </div><div class="t m0 x6 h13 y7d8 ffd fs8 fc8 sc0 ls14 ws11">directly impact c<span class="_ _2"></span>olleagues across the <span class="_ _2"></span>business.</div><div class="t m0 x3f h6f y7c6 ffb fs24 fc10 sc0 ls70 ws6b">Inclusion &amp; Diversit<span class="_ _1"></span>y</div><div class="t m0 xe7 h72 y7d9 ff24 fs27 fc7 sc0 ls1 ws0">LSL</div><div class="t m0 xe7 h73 y7da ff24 fs28 fc11 sc0 ls74 ws6f">Inclusion<span class="fs29 ls1 ws0"> </span></div><div class="t m0 xe7 h73 y7db ff24 fs28 fc11 sc0 ls75 ws0">&amp; Dive<span class="ls76 ws70">rs<span class="ls74 ws6f">it</span></span><span class="ls1">y</span></div><div class="t m0 x10a h13 y7ca ffd fs8 fc8 sc0 ls14 ws11">W<span class="_ _2"></span>e remain c<span class="_ _2"></span>ommitted to buildin<span class="_ _2"></span>g a diver<span class="_ _2"></span>se and </div><div class="t m0 x10a h13 y7cb ffd fs8 fc8 sc0 ls14 ws11">inclusive workplace <span class="_ _2"></span>that re<span class="_ _2"></span>flects the </div><div class="t m0 x10a h13 y7cc ffd fs8 fc8 sc0 ls14 ws11">communities we <span class="_ _2"></span>serve and enables colleagues t<span class="_ _2"></span>o </div><div class="t m0 x10a h13 y7cd ffd fs8 fc8 sc0 ls14 ws11">thrive. During the y<span class="_ _2"></span>ear<span class="_ _6"></span>, we stren<span class="_ _2"></span>gthened our </div><div class="t m0 x10a h13 y7ce ffd fs8 fc8 sc0 ls14 ws11">diver<span class="_ _2"></span>sity and inclusion dat<span class="_ _2"></span>a, giving us impr<span class="_ _2"></span>oved </div><div class="t m0 x10a h13 y7cf ffd fs8 fc8 sc0 ls14 ws11">visibility of repr<span class="_ _2"></span>esenta<span class="_ _2"></span>tion across <span class="_ _2"></span>the Group.</div><div class="t m0 x3f h13 y7dc ffd fs8 fc8 sc0 ls14 ws11">W<span class="_ _2"></span>e hav<span class="_ _2"></span>e adopted div<span class="_ _2"></span>ersity t<span class="_ _2"></span>argets <span class="_ _2"></span>that are in <span class="_ _2"></span>line with the UK Lis<span class="_ _2"></span>ting </div><div class="t m0 x3f h13 y7dd ffd fs8 fc8 sc0 ls14 ws11">Rules. Our pr<span class="_ _2"></span>ogress tow<span class="_ _2"></span>ards them <span class="_ _2"></span>is reported in <span class="_ _2"></span>the Nominations </div><div class="t m0 x3f h13 y7de ffd fs8 fc8 sc0 ls14 ws11">Committee R<span class="_ _2"></span>eport on pages 58 and <span class="_ _2"></span>59, alongside the gender and </div><div class="t m0 x3f h13 y7d3 ffd fs8 fc8 sc0 ls14 ws11">ethnicity metrics of our <span class="_ _2"></span>Board and e<span class="_ _2"></span>xecutiv<span class="_ _2"></span>e management. W<span class="_ _0"></span>e have </div><div class="t m0 x3f h13 y7d4 ffd fs8 fc8 sc0 ls14 ws11">also set diver<span class="_ _2"></span>sity tar<span class="_ _2"></span>gets f<span class="_ _2"></span>or the Senior Manag<span class="_ _2"></span>ement T<span class="_ _6"></span>eam. Progr<span class="_ _2"></span>ess </div><div class="t m0 x3f h13 y7d5 ffd fs8 fc8 sc0 ls14 ws11">agains<span class="_ _2"></span>t these tar<span class="_ _2"></span>gets is monit<span class="_ _2"></span>ored and r<span class="_ _2"></span>eported alongside wider </div><div class="t m0 x3f h13 y7d6 ffd fs8 fc8 sc0 ls14 ws11">workf<span class="_ _2"></span>orce diver<span class="_ _2"></span>sity metrics belo<span class="_ _2"></span>w<span class="_ _0"></span>.</div><div class="t m0 x6 h1d y40b ffd fs11 fc8 sc0 ls2b ws29">1 <span class="_ _15"> </span>Non<span class="_ _1"></span>-<span class="_ _1"></span>disc<span class="_ _1"></span>losu<span class="_ _1"></span>re ra<span class="_ _1"></span>te base<span class="_ _1"></span>d on tot<span class="_ _1"></span>al numb<span class="_ _1"></span>er of sur<span class="_ _1"></span>ve<span class="_ _1"></span>y resp<span class="_ _1"></span>ons<span class="_ _1"></span>es</div><div class="t m0 x6 h45 y21 ffd fs4 fc6 sc0 ls15 ws12">Sus<span class="_ _1"></span>t<span class="_ _1"></span>ainabilit<span class="_ _14"></span>y<span class="_ _1"></span> Repo<span class="_ _1"></span>r<span class="_ _14"></span>t<span class="_ _1"></span> <span class="ffc fs18 ls64 ws5f">conti<span class="_ _2"></span>nued</span></div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   34<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   34<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pf25" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc25 w4 h0"><img 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" class="bi x0 y7df w5 h74" alt="" /><div class="t m0 xf he y1f ff11 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">34<span class="_ _13"> </span>35</div><div class="t m0 xe he y1e ff12 fs6 fc4 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span>FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span>CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="fc0 ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="fc4 ls11 wse">OVERVIEW</span></span></div><div class="t m0 x18 h2a y1de ff13 fs5 fc7 sc0 ls1 ws0">Senior Management T<span class="_ _6"></span>eam</div><div class="t m0 x65 h50 y7e0 ff13 fs1b fc7 sc0 ls1 ws0">1</div><div class="t m0 x2a h2a y1de ff13 fs5 fc7 sc0 ls1 ws0"> – diver<span class="_ _2"></span>sity</div><div class="t m0 x41 he y7e1 ffb fs6 fc0 sc0 ls1 ws0"> <span class="_ _86"> </span>2025<span class="_ _2b"> </span>2024</div><div class="t m0 x41 h11 y7e2 ffb fs8 fcf sc0 ls1 ws0">Gender</div><div class="t m0 x41 h14 y7e3 ffc fs8 fc3 sc0 ls1 ws0">Male</div><div class="t m0 xe0 h13 y7e4 ffd fs8 fc3 sc0 ls1 ws0">27 (60%)<span class="_ _18"></span> <span class="_ _6"></span> <span class="_ _87"> </span>30 (68%)<span class="_ _18"></span> <span class="_ _6"></span> </div><div class="t m0 x41 h13 y7e5 ffc fs8 fc3 sc0 ls1 ws0">Female<span class="_ _88"> </span><span class="ffd">18 (40%)<span class="_ _18"></span> <span class="_ _6"></span> <span class="_ _87"> </span>14 (32%)<span class="_ _18"></span> <span class="_ _6"></span> </span></div><div class="t m0 x41 h11 y7e6 ffb fs8 fcf sc0 ls1 ws0">Ethnicity</div><div class="t m0 x1d h3a y7e7 ffd fs19 fc3 sc0 ls1 ws0">2</div><div class="t m0 x41 h13 y7e8 ffc fs8 fc3 sc0 ls1 ws0">White<span class="_ _89"> </span><span class="ffd">32 (71%)<span class="_ _18"></span> <span class="_ _6"></span> <span class="_ _87"> </span>32 (95%)<span class="_ _18"></span> <span class="_ _6"></span> </span></div><div class="t m0 x41 h13 y7e9 ffc fs8 fc3 sc0 ls1 ws0">Ethnic minority<span class="_ _3d"> </span><span class="ffd">4 (8%)<span class="_ _1c"></span> <span class="_ _6"></span> <span class="_ _63"> </span>2 (5%)<span class="_ _18"></span> <span class="_ _6"></span> </span></div><div class="t m0 x10b h75 y7ea ffb fs2a fc0 sc0 ls1 ws0">40%</div><div class="t m0 x10b h1f y7eb ffd fs5 fc0 sc0 ls1 ws0">Female r<span class="_ _2"></span>epresent<span class="_ _2"></span>ation a<span class="_ _2"></span>t Senior </div><div class="t m0 x10b h1f y7ec ffd fs5 fc0 sc0 ls1 ws0">Management T<span class="_ _e"></span>eam level, agains<span class="_ _2"></span>t a tar<span class="_ _2"></span>get </div><div class="t m0 x10b h1f y7ed ffd fs5 fc0 sc0 ls1 ws0">of 33%</div><div class="t m0 x18 h13 y7ee ffd fs8 fc8 sc0 ls14 ws11">Female r<span class="_ _2"></span>epresent<span class="_ _2"></span>ation within the Senior <span class="_ _2"></span>Management T<span class="_ _6"></span>eam </div><div class="t m0 x18 h13 y7ef ffd fs8 fc8 sc0 ls14 ws11">increased in 2025 <span class="_ _2"></span>to 40%, compar<span class="_ _2"></span>ed with 32% in 2024, e<span class="_ _2"></span>xceeding <span class="_ _2"></span></div><div class="t m0 x18 h13 y7f0 ffd fs8 fc8 sc0 ls14 ws11">the Group <span class="_ _2"></span>targ<span class="_ _2"></span>et of 33%. This r<span class="_ _2"></span>eflects an incr<span class="_ _2"></span>ease in the number </div><div class="t m0 x18 h13 y7f1 ffd fs8 fc8 sc0 ls14 ws11">of f<span class="_ _2"></span>emale colleagues at <span class="_ _2"></span>senior management le<span class="_ _2"></span>vel year<span class="_ _0"></span>-on-year<span class="_ _6"></span>,<span class="_ _1"></span> </div><div class="t m0 x18 h13 y7f2 ffd fs8 fc8 sc0 ls14 ws11">alongside a corr<span class="_ _2"></span>esponding reduction in <span class="_ _2"></span>male repr<span class="_ _2"></span>esentation<span class="_ _2"></span>. </div><div class="t m5 x18 h13 y7f3 ffd fs8 fc8 sc0 ls14 ws11">Ethnic minority r<span class="_ _2"></span>epresent<span class="_ _2"></span>ation within the <span class="_ _2"></span>Senior Management T<span class="_ _6"></span>eam </div><div class="t m5 x18 h13 y7f4 ffd fs8 fc8 sc0 ls14 ws11">increased in 2025 <span class="_ _2"></span>to 8%, compar<span class="_ _2"></span>ed with 5% in 2024, ag<span class="_ _2"></span>ainst a <span class="_ _2"></span>Group </div><div class="t m5 x18 h13 y7f5 ffd fs8 fc8 sc0 ls14 ws11">tar<span class="_ _2"></span>get of 11%. While r<span class="_ _2"></span>epresent<span class="_ _2"></span>ation r<span class="_ _2"></span>emains below t<span class="_ _2"></span>arget, the <span class="_ _2"></span>year<span class="_ _2"></span>-on-</div><div class="t m5 x18 h13 y7f6 ffd fs8 fc8 sc0 ls14 ws11">year incr<span class="_ _2"></span>ease reflects <span class="_ _2"></span>continued pr<span class="_ _2"></span>ogress a<span class="_ _2"></span>t senior management le<span class="_ _2"></span>vel.</div><div class="t m0 x18 h2a y7f7 ff13 fs5 fc7 sc0 ls1 ws0">Disability</div><div class="t m2 x18 h13 y7f8 ffd fs8 fc8 sc0 ls14 ws11">In 2025, 1 in 6 c<span class="_ _2"></span>olleagues (266) identified as <span class="_ _2"></span>having a disability or <span class="_ _2"></span>long-</div><div class="t m2 x18 h13 y7f9 ffd fs8 fc8 sc0 ls14 ws11">term health c<span class="_ _2"></span>ondition, reinf<span class="_ _2"></span>orcing the <span class="_ _2"></span>importance of under<span class="_ _2"></span>st<span class="_ _2"></span>anding </div><div class="t m2 x18 h13 y7fa ffd fs8 fc8 sc0 ls14 ws11">diff<span class="_ _2"></span>ering needs and off<span class="_ _2"></span>ering supportive, inclusiv<span class="_ _2"></span>e adjustments.</div><div class="t m0 x87 h13 y1c7 ffd fs8 fc8 sc0 ls14 ws11">As part of this c<span class="_ _2"></span>ommitment, during 2025 w<span class="_ _2"></span>e have <span class="_ _2"></span>continued t<span class="_ _2"></span>o work </div><div class="t m0 x87 h13 y1c8 ffd fs8 fc8 sc0 ls14 ws11">with Disability Rights UK <span class="_ _2"></span>to pr<span class="_ _2"></span>ogress thr<span class="_ _2"></span>ough the Disability Confident </div><div class="t m0 x87 h13 y1c9 ffd fs8 fc8 sc0 ls14 ws11">progr<span class="_ _2"></span>amme, str<span class="_ _2"></span>engthening our <span class="_ _2"></span>approach t<span class="_ _2"></span>o recruitment, w<span class="_ _2"></span>orkplace </div><div class="t m0 x87 h13 y1ca ffd fs8 fc8 sc0 ls14 ws11">adjustments and <span class="_ _2"></span>colleague support. This y<span class="_ _2"></span>ear we also in<span class="_ _2"></span>troduced </div><div class="t m0 x87 h13 y1cb ffd fs8 fc8 sc0 ls14 ws11">a Disability Champions Netw<span class="_ _2"></span>ork, creating <span class="_ _2"></span>a platf<span class="_ _2"></span>orm for <span class="_ _2"></span>colleagues </div><div class="t m0 x87 h13 y1cc ffd fs8 fc8 sc0 ls14 ws11">with lived e<span class="_ _2"></span>xperience to shar<span class="_ _2"></span>e insight, shape policy de<span class="_ _2"></span>velopment and </div><div class="t m0 x87 h13 y7fb ffd fs8 fc8 sc0 ls14 ws11">raise a<span class="_ _2"></span>wareness acr<span class="_ _2"></span>oss the or<span class="_ _2"></span>ganisation. </div><div class="t m0 x87 h13 y26c ffd fs8 fc8 sc0 ls14 ws11">These initiatives <span class="_ _2"></span>reflect our belie<span class="_ _2"></span>f that a mor<span class="_ _2"></span>e inclusive cultur<span class="_ _2"></span>e </div><div class="t m0 x87 h13 y26d ffd fs8 fc8 sc0 ls14 ws11">streng<span class="_ _2"></span>thens eng<span class="_ _2"></span>agement, impr<span class="_ _2"></span>oves r<span class="_ _2"></span>etention <span class="_ _2"></span>and supports better </div><div class="t m0 x87 h13 y26e ffd fs8 fc8 sc0 ls14 ws11">outcomes f<span class="_ _2"></span>or c<span class="_ _2"></span>olleagues, customer<span class="_ _2"></span>s and all s<span class="_ _2"></span>tak<span class="_ _2"></span>eholders.</div><div class="t m0 x87 h2a y7fc ff13 fs5 fc7 sc0 ls1 ws0">Health, saf<span class="_ _2"></span>ety and wellbeing</div><div class="t m0 x87 h13 y7fd ffd fs8 fc8 sc0 ls14 ws11">Maintaining <span class="_ _2"></span>a saf<span class="_ _2"></span>e, healthy and <span class="_ _2"></span>supportive workplace r<span class="_ _2"></span>emains a cor<span class="_ _2"></span>e </div><div class="t m0 x87 h13 y7fe ffd fs8 fc8 sc0 ls14 ws11">responsibility<span class="_ _6"></span>. Our health and safe<span class="_ _2"></span>ty framew<span class="_ _2"></span>ork continues t<span class="_ _2"></span>o f<span class="_ _2"></span>ocus </div><div class="t m0 x87 h13 y7ff ffd fs8 fc8 sc0 ls14 ws11">on prev<span class="_ _2"></span>enting incidents, <span class="_ _2"></span>promoting saf<span class="_ _0"></span>e behaviours and ensuring </div><div class="t m0 x87 h13 y800 ffd fs8 fc8 sc0 ls14 ws11">colleagues f<span class="_ _2"></span>eel supported both <span class="_ _2"></span>phy<span class="_ _2"></span>sically and ment<span class="_ _2"></span>ally<span class="_ _0"></span>.</div><div class="t m0 x87 h13 y801 ffd fs8 fc8 sc0 ls14 ws11">During 2025, we r<span class="_ _2"></span>ecorded <span class="_ _2"></span>five RIDDOR r<span class="_ _2"></span>eportable incidents, <span class="_ _2"></span>an </div><div class="t m0 x87 h13 y802 ffd fs8 fc8 sc0 ls14 ws11">increase fr<span class="_ _2"></span>om two in 2024. <span class="_ _2"></span>Each inciden<span class="_ _2"></span>t was r<span class="_ _2"></span>eviewed thr<span class="_ _2"></span>ough </div><div class="t m0 x87 h13 y803 ffd fs8 fc8 sc0 ls14 ws11">established <span class="_ _2"></span>reporting and in<span class="_ _2"></span>vestig<span class="_ _2"></span>ation pr<span class="_ _2"></span>ocesses, with learning </div><div class="t m0 x87 h13 y804 ffd fs8 fc8 sc0 ls14 ws11">outcomes shar<span class="_ _2"></span>ed acr<span class="_ _2"></span>oss relev<span class="_ _2"></span>ant teams t<span class="_ _2"></span>o support con<span class="_ _2"></span>tinuous </div><div class="t m0 x87 h13 y805 ffd fs8 fc8 sc0 ls14 ws11">improv<span class="_ _2"></span>ement and s<span class="_ _2"></span>trengthen <span class="_ _2"></span>our saf<span class="_ _2"></span>ety culture. <span class="_ _2"></span>The increase does </div><div class="t m0 x87 h13 y806 ffd fs8 fc8 sc0 ls14 ws11">not indicat<span class="_ _2"></span>e a change in underlying <span class="_ _2"></span>risk profile and <span class="_ _2"></span>was pr<span class="_ _2"></span>oportionate </div><div class="t m0 x87 h13 y807 ffd fs8 fc8 sc0 ls14 ws11">to the na<span class="_ _2"></span>ture and scale <span class="_ _2"></span>of opera<span class="_ _2"></span>tional activity during the y<span class="_ _2"></span>ear<span class="_ _6"></span>.</div><div class="t m0 x87 h13 y808 ffd fs8 fc8 sc0 ls14 ws11">Actions arising fr<span class="_ _2"></span>om these review<span class="_ _2"></span>s included updat<span class="_ _2"></span>es to r<span class="_ _2"></span>elevant <span class="_ _2"></span>risk </div><div class="t m0 x87 h13 y809 ffd fs8 fc8 sc0 ls14 ws11">assessments and the in<span class="_ _2"></span>troduction of <span class="_ _2"></span>additional personal pr<span class="_ _2"></span>otectiv<span class="_ _2"></span>e </div><div class="t m0 x87 h13 y80a ffd fs8 fc8 sc0 ls14 ws11">equipment, wher<span class="_ _2"></span>e appropria<span class="_ _2"></span>te, to further <span class="_ _2"></span>support saf<span class="_ _2"></span>e working </div><div class="t m0 x87 h13 y80b ffd fs8 fc8 sc0 ls14 ws11">practices.</div><div class="t m0 x87 h13 y80c ffd fs8 fc8 sc0 ls14 ws11">Alongside our saf<span class="_ _2"></span>ety oblig<span class="_ _2"></span>ations, colleague <span class="_ _2"></span>wellbeing con<span class="_ _2"></span>tinues to </div><div class="t m0 x87 h13 y80d ffd fs8 fc8 sc0 ls14 ws11">be an increasingly <span class="_ _2"></span>important part <span class="_ _2"></span>of our people str<span class="_ _2"></span>ategy<span class="_ _6"></span>. We ha<span class="_ _2"></span>ve </div><div class="t m0 x87 h13 y80e ffd fs8 fc8 sc0 ls14 ws11">streng<span class="_ _2"></span>thened the support a<span class="_ _2"></span>vailable thr<span class="_ _2"></span>ough a r<span class="_ _2"></span>ange of initia<span class="_ _2"></span>tives </div><div class="t m0 x87 h13 y80f ffd fs8 fc8 sc0 ls14 ws11">including our Employee <span class="_ _2"></span>Assistance <span class="_ _2"></span>Progr<span class="_ _2"></span>amme which off<span class="_ _2"></span>er<span class="_ _2"></span>s 24/7 </div><div class="t m0 x87 h13 y810 ffd fs8 fc8 sc0 ls14 ws11">confidential <span class="_ _2"></span>advice, counselling and w<span class="_ _2"></span>ellbeing resour<span class="_ _2"></span>ces. This is </div><div class="t m0 x87 h13 y811 ffd fs8 fc8 sc0 ls14 ws11">complement<span class="_ _2"></span>ed by wider wellbeing <span class="_ _2"></span>initiatives aligned with <span class="_ _2"></span>the Better </div><div class="t m0 x87 h13 y812 ffd fs8 fc8 sc0 ls14 ws11">Health at W<span class="_ _0"></span>ork framework, thr<span class="_ _2"></span>ough which w<span class="_ _2"></span>e achieved br<span class="_ _2"></span>onze <span class="_ _2"></span>sta<span class="_ _2"></span>tus </div><div class="t m0 x87 h13 y813 ffd fs8 fc8 sc0 ls14 ws11">in 2025. These initiativ<span class="_ _2"></span>es promot<span class="_ _2"></span>e healthy w<span class="_ _2"></span>orking practices <span class="_ _2"></span>and </div><div class="t m0 x87 h13 y814 ffd fs8 fc8 sc0 ls14 ws11">raise a<span class="_ _2"></span>wareness of <span class="_ _2"></span>the support av<span class="_ _2"></span>ailable to c<span class="_ _2"></span>olleagues across the </div><div class="t m0 x87 h13 y815 ffd fs8 fc8 sc0 ls14 ws11">Group.</div><div class="t m0 x18 h10 y21 ffc fs4 fc6 sc0 ls1 ws0">  </div><div class="t m0 x18 h1d y816 ffd fs11 fc8 sc0 ls2b ws29">1 <span class="_ _15"> </span> <span class="_ _1c"></span>Our G<span class="_ _1"></span>roup E<span class="_ _1"></span>xec<span class="_ _1"></span>utiv<span class="_ _1"></span>e Com<span class="_ _1"></span>mitte<span class="_ _1"></span>e, Div<span class="_ _1"></span>isio<span class="_ _1"></span>nal Mana<span class="_ _1"></span>gin<span class="_ _1"></span>g Dire<span class="_ _1"></span>ct<span class="_ _1"></span>ors an<span class="_ _1"></span>d the Gr<span class="_ _1"></span>oup Co<span class="_ _1"></span>mpan<span class="_ _1"></span>y Sec<span class="_ _1"></span>ret<span class="_ _1"></span>ar<span class="_ _1"></span>y and the<span class="_ _1"></span>ir dire<span class="_ _1"></span>c<span class="_ _1"></span>t repo<span class="_ _1"></span>r<span class="_ _1"></span>ts wh<span class="_ _1"></span>o are A1 an<span class="_ _1"></span>d A2 gr<span class="_ _1"></span>ade<span class="_ _1"></span>s (exclu<span class="_ _1"></span>ding<span class="_ _1"></span> </div><div class="t m0 x39 h1d y817 ffd fs11 fc8 sc0 ls77 ws71">Executive <span class="_ _2"></span>Directors)</div><div class="t m0 x18 h1d y818 ffd fs11 fc8 sc0 ls2b ws29">2 <span class="_ _15"> </span>Ex<span class="_ _1"></span>clu<span class="_ _1"></span>des th<span class="_ _1"></span>ose tha<span class="_ _1"></span>t have not d<span class="_ _1"></span>iscl<span class="_ _1"></span>ose<span class="_ _1"></span>d. Non<span class="_ _1"></span>-<span class="_ _1"></span>disc<span class="_ _1"></span>losu<span class="_ _1"></span>re rat<span class="_ _1"></span>e is 20% (9 co<span class="_ _1"></span>llea<span class="_ _1"></span>gues)</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   35<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   35<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pf26" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc26 w4 h0"><img 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class="bi x0 y819 w5 h76" alt="" /><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">36<span class="_ _13"> </span>37</div><div class="t m0 x19 he y1e ff10 fs6 fc4 sc0 ls11 wse">OVERVIEW</div><div class="t m0 x6 h28 y2fc ff16 fs2 fc7 sc0 ls1 ws0">Inv<span class="_ _2"></span>esting in our people</div><div class="t m0 x6 h2a y81a ff13 fs5 fc7 sc0 ls1 ws0">T<span class="_ _0"></span>raining and developmen<span class="_ _2"></span>t</div><div class="t m0 x6 h13 y81b ffd fs8 fc8 sc0 ls14 ws11">W<span class="_ _2"></span>e continue <span class="_ _2"></span>to inv<span class="_ _2"></span>est significan<span class="_ _2"></span>tly in colleague de<span class="_ _2"></span>velopment t<span class="_ _2"></span>o </div><div class="t m0 x6 h13 y81c ffd fs8 fc8 sc0 ls14 ws11">ensure our people <span class="_ _2"></span>have the <span class="_ _2"></span>skills, knowledge and support <span class="_ _2"></span>they need </div><div class="t m0 x6 h13 y81d ffd fs8 fc8 sc0 ls14 ws11">to deliver <span class="_ _2"></span>high-quality services across the Gr<span class="_ _2"></span>oup. Developmen<span class="_ _2"></span>t </div><div class="t m0 x6 h13 y81e ffd fs8 fc8 sc0 ls14 ws11">remains a critic<span class="_ _2"></span>al component of <span class="_ _2"></span>our people str<span class="_ _2"></span>ategy<span class="_ _6"></span>, helping to </div><div class="t m0 x6 h13 y81f ffd fs8 fc8 sc0 ls14 ws11">build capability<span class="_ _6"></span>, streng<span class="_ _2"></span>then compliance, and support ong<span class="_ _2"></span>oing career </div><div class="t m0 x6 h13 y820 ffd fs8 fc8 sc0 ls14 ws11">development <span class="_ _2"></span>for c<span class="_ _2"></span>olleagues at ev<span class="_ _2"></span>ery stag<span class="_ _2"></span>e.</div><div class="t m0 x6 h13 y821 ffd fs8 fc8 sc0 ls14 ws11">During 2025, colleagues acr<span class="_ _2"></span>oss the Gr<span class="_ _2"></span>oup complet<span class="_ _2"></span>ed a significant </div><div class="t m0 x6 h13 y822 ffd fs8 fc8 sc0 ls14 ws11">volume of tr<span class="_ _2"></span>aining, supporting both technic<span class="_ _2"></span>al capability and br<span class="_ _2"></span>oader </div><div class="t m0 x6 h13 y823 ffd fs8 fc8 sc0 ls14 ws11">prof<span class="_ _2"></span>essional dev<span class="_ _2"></span>elopment. T<span class="_ _0"></span>raining activity also <span class="_ _2"></span>extended t<span class="_ _2"></span>o our </div><div class="t m0 x6 h13 y824 ffd fs8 fc8 sc0 ls14 ws11">franchise partner<span class="_ _2"></span>s, helping t<span class="_ _2"></span>o support consist<span class="_ _2"></span>ent service quality and </div><div class="t m0 x6 h13 y825 ffd fs8 fc8 sc0 ls14 ws11">capability dev<span class="_ _2"></span>elopment across <span class="_ _2"></span>the network.</div><div class="t m0 x39 h75 y826 ffb fs2a fc0 sc0 ls1 ws0">5,563</div><div class="t m0 x4e h29 y827 ffb fs5 fc0 sc0 ls1 ws0">hours of tr<span class="_ _2"></span>aining<span class="ffc"> </span></div><div class="t m0 x4e h20 y828 ffc fs5 fc0 sc0 ls1 ws0">completed b<span class="_ _2"></span>y </div><div class="t m0 x4e h20 y829 ffc fs5 fc0 sc0 ls1 ws0">colleagues</div><div class="t m0 x39 h75 y82a ffb fs2a fc0 sc0 ls1 ws0">18,369</div><div class="t m0 x4e h29 y82b ffb fs5 fc0 sc0 ls1 ws0">hours of tr<span class="_ _2"></span>aining<span class="ffc"> </span></div><div class="t m0 x4e h20 y82c ffc fs5 fc0 sc0 ls1 ws0">deliver<span class="_ _2"></span>ed to </div><div class="t m0 x4e h20 y82d ffc fs5 fc0 sc0 ls1 ws0">franchise partner<span class="_ _2"></span>s</div><div class="t m0 x6 h13 y82e ffd fs8 fc8 sc0 ls14 ws11">Our use of the Gov<span class="_ _2"></span>ernment Appr<span class="_ _2"></span>enticeship Levy con<span class="_ _2"></span>tinued to </div><div class="t m0 x6 h14 y82f ffc fs8 fc8 sc0 ls14 ws0">support career de<span class="_ _2"></span>velopment and access to accr<span class="_ _2"></span>edited tr<span class="_ _2"></span>aining across </div><div class="t m0 x6 h13 y830 ffd fs8 fc8 sc0 ls14 ws11">a rang<span class="_ _2"></span>e of roles. <span class="_ _2"></span>Apprenticeship pr<span class="_ _2"></span>ogrammes <span class="_ _2"></span>provide a <span class="_ _2"></span>practical </div><div class="t m0 x6 h13 y831 ffd fs8 fc8 sc0 ls14 ws11">rout<span class="_ _2"></span>e for skills <span class="_ _2"></span>development, with <span class="_ _2"></span>colleague participation incr<span class="_ _2"></span>easing </div><div class="t m0 x6 h13 y832 ffd fs8 fc8 sc0 ls14 ws11">during the year<span class="_ _e"></span>. These programmes <span class="_ _2"></span>support long-term capability </div><div class="t m0 x6 h13 y833 ffd fs8 fc8 sc0 ls14 ws11">building while enabling colleagues <span class="_ _2"></span>to develop <span class="_ _2"></span>skills aligned to curr<span class="_ _2"></span>ent </div><div class="t m0 x6 h13 y834 ffd fs8 fc8 sc0 ls14 ws11">and future business <span class="_ _2"></span>needs.</div><div class="t m0 x39 h77 y835 ffb fsa fc0 sc0 ls1 ws0">£198,000</div><div class="t m0 x4e h29 y836 ffb fs5 fc0 sc0 ls1 ws0">inves<span class="_ _2"></span>ted <span class="ffc">thr<span class="_ _2"></span>ough the </span></div><div class="t m0 x4e h1f y837 ffd fs5 fc0 sc0 ls1 ws0">Appren<span class="_ _2"></span>ticeship Levy</div><div class="t m0 x39 h75 y838 ffb fs2a fc0 sc0 ls1 ws0">13</div><div class="t m0 x4e h29 y839 ffb fs5 fc0 sc0 ls1 ws0">colleagues </div><div class="t m0 x4e h1f y83a ffd fs5 fc0 sc0 ls1 ws0">qualified through </div><div class="t m0 x4e h1f y83b ffd fs5 fc0 sc0 ls1 ws0">appren<span class="_ _2"></span>ticeship </div><div class="t m0 x4e h20 y83c ffc fs5 fc0 sc0 ls1 ws0">progr<span class="_ _2"></span>ammes</div><div class="t m0 x6 h13 y83d ffd fs8 fc8 sc0 ls14 ws11">Looking ahead, we will <span class="_ _2"></span>continue to <span class="_ _2"></span>streng<span class="_ _2"></span>then our appr<span class="_ _2"></span>oach to </div><div class="t m0 x6 h13 y83e ffd fs8 fc8 sc0 ls14 ws11">training and <span class="_ _2"></span>career dev<span class="_ _2"></span>elopment to <span class="_ _2"></span>support a confiden<span class="_ _2"></span>t, capable and </div><div class="t m0 x6 h13 y83f ffd fs8 fc8 sc0 ls14 ws11">future-r<span class="_ _2"></span>eady business. </div><div class="t m0 x6 h2a y840 ff13 fs5 fc7 sc0 ls1 ws0">Colleague share schemes </div><div class="t m0 x6 h13 y841 ffd fs8 fc8 sc0 ls14 ws11">W<span class="_ _2"></span>e pro<span class="_ _2"></span>vide colleagues with the opportunity <span class="_ _2"></span>to inv<span class="_ _2"></span>est in the business </div><div class="t m0 x6 h13 y842 ffd fs8 fc8 sc0 ls14 ws11">through all-emplo<span class="_ _2"></span>yee share <span class="_ _2"></span>schemes, including our BA<span class="_ _6"></span>YE/SIP and </div><div class="t m0 x6 h13 y843 ffd fs8 fc8 sc0 ls14 ws11">SA<span class="_ _0"></span>YE schemes.</div><div class="t m0 x6 h13 y844 ffd fs8 fc8 sc0 ls14 ws11">The BA<span class="_ _0"></span>YE/SIP scheme enables colleagues <span class="_ _2"></span>to purchase <span class="_ _2"></span>LSL shares </div><div class="t m0 x6 h13 y845 ffd fs8 fc8 sc0 ls14 ws11">monthly in a t<span class="_ _2"></span>ax<span class="_ _2"></span>-efficient <span class="_ _2"></span>manner<span class="_ _6"></span>, with LSL matching one shar<span class="_ _2"></span>e f<span class="_ _2"></span>or </div><div class="t m0 x6 h13 y846 ffd fs8 fc8 sc0 ls14 ws11">every five <span class="_ _2"></span>shares purchased. <span class="_ _2"></span>The SA<span class="_ _0"></span>YE scheme allows c<span class="_ _2"></span>olleagues to </div><div class="t m0 x6 h13 y847 ffd fs8 fc8 sc0 ls14 ws11">save <span class="_ _2"></span>monthly and pur<span class="_ _2"></span>chase LSL shares a<span class="_ _2"></span>t a fix<span class="_ _2"></span>ed price at the en<span class="_ _2"></span>d of </div><div class="t m0 x6 h13 y848 ffd fs8 fc8 sc0 ls14 ws11">the savings period. <span class="_ _2"></span>In 2025, 16% of colleagues <span class="_ _2"></span>participated in the </div><div class="t m0 x6 h13 y849 ffd fs8 fc8 sc0 ls14 ws11">SA<span class="_ _0"></span>YE scheme, repr<span class="_ _2"></span>esenting an incr<span class="_ _2"></span>ease compared <span class="_ _2"></span>with 2024 (14%).</div><div class="t m0 x3f hf y2fc ffb fs2 fc7 sc0 ls1 ws0">Community engag<span class="_ _2"></span>ement</div><div class="t m0 xc7 h72 y84a ff25 fs27 fc7 sc0 ls1 ws0">LSL</div><div class="t m0 x80 h13 y84b ffd fs8 fc8 sc0 ls14 ws11">Supporting and eng<span class="_ _2"></span>aging with the communities </div><div class="t m0 x80 h13 y84c ffd fs8 fc8 sc0 ls14 ws11">we serve is an <span class="_ _2"></span>important part <span class="_ _2"></span>of our sust<span class="_ _2"></span>ainability </div><div class="t m0 x80 h13 y84d ffd fs8 fc8 sc0 ls14 ws11">progr<span class="_ _2"></span>amme. Across <span class="_ _2"></span>the Group, c<span class="_ _2"></span>olleagues give </div><div class="t m0 x80 h13 y84e ffd fs8 fc8 sc0 ls14 ws11">their time, skills and r<span class="_ _2"></span>esources t<span class="_ _2"></span>o local causes, </div><div class="t m0 x80 h13 y84f ffd fs8 fc8 sc0 ls14 ws11">reflecting <span class="_ _2"></span>our commitment t<span class="_ _2"></span>o having a <span class="_ _2"></span>positive </div><div class="t m0 x80 h13 y850 ffd fs8 fc8 sc0 ls14 ws11">social impact.</div><div class="t m0 x3b h75 y851 ffb fs2a fc0 sc0 ls1 ws0">513</div><div class="t m9 x3b h29 y852 ffb fs5 fc0 sc0 ls1 ws0">volunt<span class="_ _2"></span>eering day<span class="_ _2"></span>s</div><div class="t m9 x3b h1f y853 ffd fs5 fc0 sc0 ls1 ws0">Colleagues contribut<span class="_ _2"></span>ed time and skills to </div><div class="t m9 x3b h1f y854 ffd fs5 fc0 sc0 ls1 ws0">support community or<span class="_ _2"></span>ganisa<span class="_ _2"></span>tions and local </div><div class="t m9 x3b h1f y855 ffd fs5 fc0 sc0 ls1 ws0">initiatives acr<span class="_ _2"></span>oss the Gr<span class="_ _2"></span>oup during 2025</div><div class="t m0 x3f h13 y856 ffd fs8 fc8 sc0 ls14 ws11">Colleague participation in c<span class="_ _2"></span>ommunity activity remained <span class="_ _2"></span>strong <span class="_ _2"></span>during </div><div class="t m0 x3f h13 y857 ffd fs8 fc8 sc0 ls14 ws11">2025. Led by our Communities <span class="_ _2"></span>Forum, volun<span class="_ _2"></span>teering activity f<span class="_ _2"></span>ocused </div><div class="t m0 x3f h13 y858 ffd fs8 fc8 sc0 ls14 ws11">on a r<span class="_ _2"></span>ange of fundr<span class="_ _2"></span>aising and sponsored e<span class="_ _2"></span>vents including sporting </div><div class="t m0 x3f h13 y859 ffd fs8 fc8 sc0 ls14 ws11">challenges, f<span class="_ _2"></span>ood and clothing donation<span class="_ _2"></span>s, community volun<span class="_ _2"></span>teering </div><div class="t m0 x3f h13 y85a ffd fs8 fc8 sc0 ls14 ws11">and envir<span class="_ _2"></span>onment<span class="_ _2"></span>al projects, enabling <span class="_ _2"></span>colleagues to support <span class="_ _2"></span>local </div><div class="t m0 x3f h13 y85b ffd fs8 fc8 sc0 ls14 ws11">community or<span class="_ _2"></span>ganisations <span class="_ _2"></span>and initiatives acr<span class="_ _2"></span>oss the Gr<span class="_ _2"></span>oup.</div><div class="t m0 x3b h75 y85c ffb fs2a fc0 sc0 ls1 ws0">£48,380</div><div class="t m9 x3b h29 y85d ffb fs5 fc0 sc0 ls1 ws0">raised</div><div class="t m0 x3b h1f y85e ffd fs5 fc0 sc0 ls1 ws0">Colleagues raised charit<span class="_ _2"></span>able donations in </div><div class="t m0 x3b h1f y85f ffd fs5 fc0 sc0 ls1 ws0">2025, supporting both national charities </div><div class="t m0 x3b h20 y860 ffc fs5 fc0 sc0 ls1 ws0">and causes chosen locally acr<span class="_ _2"></span>oss the </div><div class="t m0 x3b h20 y861 ffc fs5 fc0 sc0 ls1 ws0">Group</div><div class="t m0 x3f h13 y862 ffd fs8 fc8 sc0 ls14 ws11">Alongside volunt<span class="_ _2"></span>eering activity<span class="_ _6"></span>, charitable giving remained an </div><div class="t m0 x3f h13 y863 ffd fs8 fc8 sc0 ls14 ws11">important <span class="_ _2"></span>part of our community c<span class="_ _2"></span>ontribution, supporting both </div><div class="t m0 x3f h13 y864 ffd fs8 fc8 sc0 ls14 ws11">national charities and c<span class="_ _2"></span>auses chosen locally acr<span class="_ _2"></span>oss the business. </div><div class="t m0 x3f h13 y865 ffd fs8 fc8 sc0 ls14 ws11">T<span class="_ _6"></span>ogether<span class="_ _6"></span>, volunteering and fundr<span class="_ _2"></span>aising activity re<span class="_ _2"></span>flect str<span class="_ _2"></span>ong </div><div class="t m0 x3f h13 y866 ffd fs8 fc8 sc0 ls14 ws11">colleague eng<span class="_ _2"></span>agement and c<span class="_ _2"></span>ommitment to the <span class="_ _2"></span>communities in </div><div class="t m0 x3f h13 y867 ffd fs8 fc8 sc0 ls14 ws11">which we oper<span class="_ _2"></span>ate.</div><div class="t m0 x3f hf y868 ffb fs2 fc7 sc0 ls1 ws0">Envir<span class="_ _2"></span>onment </div><div class="t m0 x80 h13 y869 ffd fs8 fc8 sc0 ls14 ws11">Under the guidance of the EW<span class="_ _2"></span>G, we ha<span class="_ _2"></span>ve </div><div class="t m0 x80 h14 y86a ffc fs8 fc8 sc0 ls14 ws0">streng<span class="_ _2"></span>thened our appr<span class="_ _2"></span>oach to envir<span class="_ _2"></span>onment<span class="_ _2"></span>al </div><div class="t m0 x80 h13 y86b ffd fs8 fc8 sc0 ls14 ws11">management, f<span class="_ _2"></span>ocusing on r<span class="_ _2"></span>educing our </div><div class="t m0 x80 h13 y86c ffd fs8 fc8 sc0 ls14 ws11">opera<span class="_ _2"></span>tional impact and supporting a mor<span class="_ _2"></span>e </div><div class="t m0 x80 h13 y86d ffd fs8 fc8 sc0 ls14 ws11">sustainable <span class="_ _2"></span>business. Through e<span class="_ _2"></span>xternal tr<span class="_ _2"></span>aining, </div><div class="t m0 x80 h13 y86e ffd fs8 fc8 sc0 ls14 ws11">we ha<span class="_ _2"></span>ve inv<span class="_ _2"></span>ested in<span class="_ _2"></span> building the capability of <span class="_ _2"></span>the </div><div class="t m0 x80 h14 y86f ffc fs8 fc8 sc0 ls14 ws0">EWG and advanced our under<span class="_ _2"></span>st<span class="_ _2"></span>anding of the </div><div class="t m0 x3f h13 y870 ffd fs8 fc8 sc0 ls14 ws11">Group’<span class="_ _6"></span>s carbon footprint. <span class="_ _2"></span>W<span class="_ _2"></span>e have <span class="_ _2"></span>also inves<span class="_ _2"></span>ted in c<span class="_ _2"></span>arbon accounting </div><div class="t m0 x3f h13 y871 ffd fs8 fc8 sc0 ls14 ws11">software <span class="_ _2"></span>to impr<span class="_ _2"></span>ove reporti<span class="_ _2"></span>ng and data <span class="_ _2"></span>quality<span class="_ _0"></span>, while enhancing our </div><div class="t m0 x3f h13 y872 ffd fs8 fc8 sc0 ls14 ws11">assessment of clima<span class="_ _2"></span>te-relat<span class="_ _2"></span>ed risks and opportu<span class="_ _2"></span>nities </div><div class="t m0 x6 h45 y21 ffd fs4 fc6 sc0 ls15 ws12">Sus<span class="_ _1"></span>t<span class="_ _1"></span>ainabilit<span class="_ _14"></span>y<span class="_ _1"></span> Repo<span class="_ _1"></span>r<span class="_ _14"></span>t<span class="_ _1"></span> <span class="ffc fs18 ls64 ws5f">conti<span class="_ _2"></span>nued</span></div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   36<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   36<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pf27" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc27 w4 h0"><img 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" class="bi x0 y873 w5 h78" alt="" /><div class="t m0 xf he y1f ff11 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">36<span class="_ _13"> </span>37</div><div class="t m0 xe he y1e ff12 fs6 fc4 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span>FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span>CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="fc0 ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="fc4 ls11 wse">OVERVIEW</span></span></div><div class="t m0 x18 h14 y1c7 ffc fs8 fc8 sc0 ls14 ws0">Engaging c<span class="_ _2"></span>olleagues is central t<span class="_ _2"></span>o achieving meaningful envir<span class="_ _2"></span>onment<span class="_ _2"></span>al </div><div class="t m0 x18 h13 y1c8 ffd fs8 fc8 sc0 ls14 ws11">progr<span class="_ _2"></span>ess and to deliv<span class="_ _2"></span>ering our Net Z<span class="_ _2"></span>ero 2040 ambition. <span class="_ _2"></span>T<span class="_ _6"></span>o support </div><div class="t m0 x18 h13 y1c9 ffd fs8 fc8 sc0 ls14 ws11">this, we launched a <span class="_ _2"></span>green champions netw<span class="_ _2"></span>ork at the Gr<span class="_ _2"></span>oup </div><div class="t m0 x18 h13 y1ca ffd fs8 fc8 sc0 ls14 ws11">sustainability <span class="_ _2"></span>conf<span class="_ _2"></span>erence in <span class="_ _2"></span>late 2025, setting <span class="_ _2"></span>out plans f<span class="_ _2"></span>or a Group-</div><div class="t m0 x18 h13 y1cb ffd fs8 fc8 sc0 ls14 ws11">wide community of c<span class="_ _2"></span>olleagues who will help shape loc<span class="_ _2"></span>al initiatives, </div><div class="t m0 x18 h13 y1cc ffd fs8 fc8 sc0 ls14 ws11">encour<span class="_ _2"></span>age behaviour<span class="_ _2"></span>al change and <span class="_ _2"></span>promote <span class="_ _2"></span>practical actions <span class="_ _2"></span>that </div><div class="t m0 x18 h13 y7fb ffd fs8 fc8 sc0 ls14 ws11">contribut<span class="_ _2"></span>e to our en<span class="_ _2"></span>vironmen<span class="_ _2"></span>tal goals.</div><div class="t m0 x18 h13 y26c ffd fs8 fc8 sc0 ls14 ws11">As we look ahead <span class="_ _2"></span>to 2026 the balance be<span class="_ _2"></span>tween compliance and </div><div class="t m0 x18 h13 y26d ffd fs8 fc8 sc0 ls14 ws11">engagemen<span class="_ _2"></span>t will help us t<span class="_ _2"></span>o mak<span class="_ _2"></span>e steady <span class="_ _2"></span>measurable pr<span class="_ _2"></span>ogress ag<span class="_ _2"></span>ainst </div><div class="t m0 x18 h14 y26e ffc fs8 fc8 sc0 ls14 ws0">our envir<span class="_ _2"></span>onmental c<span class="_ _2"></span>ommitments and pr<span class="_ _2"></span>ovides an important bridg<span class="_ _2"></span>e </div><div class="t m0 x18 h13 y26f ffd fs8 fc8 sc0 ls14 ws11">to our T<span class="_ _2"></span>CFD reporting, which se<span class="_ _2"></span>ts out in more de<span class="_ _2"></span>tail how w<span class="_ _2"></span>e assess, </div><div class="t m0 x18 h13 y270 ffd fs8 fc8 sc0 ls14 ws11">govern and <span class="_ _2"></span>manage climate-r<span class="_ _2"></span>elated <span class="_ _2"></span>risks and opportunities.</div><div class="t m0 x18 hf y874 ffb fs2 fc7 sc0 ls1 ws0">Governance</div><div class="t m0 x18 h13 y875 ffd fs8 fc8 sc0 ls14 ws11">Strong g<span class="_ _2"></span>overnance is essenti<span class="_ _2"></span>al to delivering our <span class="_ _2"></span>sustainability </div><div class="t m0 x18 h13 y876 ffd fs8 fc8 sc0 ls14 ws11">ambitions and maint<span class="_ _2"></span>aining trust acr<span class="_ _2"></span>oss all st<span class="_ _2"></span>ak<span class="_ _2"></span>eholder gr<span class="_ _2"></span>oups. </div><div class="t m0 x18 h13 y877 ffd fs8 fc8 sc0 ls14 ws11">Our approach <span class="_ _2"></span>focuses on clear <span class="_ _2"></span>account<span class="_ _2"></span>ability<span class="_ _0"></span>, ethical conduct <span class="_ _2"></span>and </div><div class="t m0 x18 h13 y878 ffd fs8 fc8 sc0 ls14 ws11">processes tha<span class="_ _2"></span>t support responsible <span class="_ _2"></span>actions across the <span class="_ _2"></span>Group.</div><div class="t m0 x18 h2a y879 ff13 fs5 fc7 sc0 ls1 ws0">Human rights and modern slav<span class="_ _2"></span>ery</div><div class="t m0 x18 h13 y87a ffd fs8 fc8 sc0 ls14 ws11">W<span class="_ _2"></span>e are c<span class="_ _2"></span>ommitted to r<span class="_ _2"></span>especting human rights <span class="_ _2"></span>and prev<span class="_ _2"></span>enting </div><div class="t m0 x18 h13 y87b ffd fs8 fc8 sc0 ls14 ws11">modern slav<span class="_ _2"></span>ery across our oper<span class="_ _2"></span>ations and <span class="_ _2"></span>value chain. Our appr<span class="_ _2"></span>oach </div><div class="t m0 x18 h14 y87c ffc fs8 fc8 sc0 ls14 ws0">is inf<span class="_ _2"></span>ormed by the UN Guiding Principles on Business and Human </div><div class="t m0 x18 h13 y87d ffd fs8 fc8 sc0 ls14 ws11">Rights, which pr<span class="_ _2"></span>ovides a clear fr<span class="_ _2"></span>amework f<span class="_ _2"></span>or iden<span class="_ _2"></span>tifying, managing </div><div class="t m0 x18 h13 y87e ffd fs8 fc8 sc0 ls14 ws11">and mitiga<span class="_ _2"></span>ting human rights risk<span class="_ _2"></span>s.</div><div class="t m0 x18 h14 y87f ffc fs8 fc8 sc0 ls14 ws0">W<span class="_ _2"></span>e publish an annual Modern Slav<span class="_ _2"></span>ery Statemen<span class="_ _2"></span>t outlining our </div><div class="t m0 x18 h13 y880 ffd fs8 fc8 sc0 ls14 ws11">commitment, e<span class="_ _2"></span>xpectations <span class="_ _2"></span>across our supply <span class="_ _2"></span>chain, and own actions </div><div class="t m0 x18 h13 y881 ffd fs8 fc8 sc0 ls14 ws11">in this area. <span class="_ _2"></span>This can be f<span class="_ _2"></span>ound on our w<span class="_ _2"></span>ebsite at <span class="_ _2"></span>lslps.co.uk. </div><div class="t m0 x18 h2a y882 ff13 fs5 fc7 sc0 ls1 ws0">Saf<span class="_ _2"></span>eguarding cust<span class="_ _2"></span>omer welf<span class="_ _2"></span>are and vulner<span class="_ _2"></span>ability</div><div class="t m0 x18 h13 y883 ffd fs8 fc8 sc0 ls14 ws11">Within our Surveying &amp; V<span class="_ _0"></span>aluation Division, c<span class="_ _2"></span>olleagues play an </div><div class="t m0 x18 h13 y884 ffd fs8 fc8 sc0 ls14 ws11">important <span class="_ _2"></span>role in iden<span class="_ _2"></span>tifying potential risk<span class="_ _2"></span>s within the valu<span class="_ _2"></span>e chain. </div><div class="t m0 x18 h13 y885 ffd fs8 fc8 sc0 ls14 ws11">Opera<span class="_ _2"></span>tional surveyor<span class="_ _2"></span>s are tr<span class="_ _2"></span>ained to r<span class="_ _2"></span>ecognise and r<span class="_ _2"></span>eport signs of </div><div class="t m0 x18 h13 y886 ffd fs8 fc8 sc0 ls14 ws11">customer vulner<span class="_ _2"></span>ability encoun<span class="_ _2"></span>tered <span class="_ _2"></span>during property inspections. </div><div class="t m0 x18 h13 y887 ffd fs8 fc8 sc0 ls14 ws11">In 2025, 544 (2024: 527) such <span class="_ _2"></span>concerns wer<span class="_ _2"></span>e raised, enabling </div><div class="t m0 x18 h13 y888 ffd fs8 fc8 sc0 ls14 ws11">appropria<span class="_ _2"></span>te f<span class="_ _2"></span>ollow-up <span class="_ _2"></span>and support where r<span class="_ _2"></span>equired. W<span class="_ _0"></span>e also continue </div><div class="t m0 x18 h13 y889 ffd fs8 fc8 sc0 ls14 ws11">to oper<span class="_ _2"></span>ate pr<span class="_ _2"></span>ocedures t<span class="_ _2"></span>o comply with the <span class="_ _2"></span>FCA<span class="_ _2"></span>’<span class="_ _0"></span>s consumer duty </div><div class="t m0 x18 h13 y88a ffd fs8 fc8 sc0 ls14 ws11">regime.</div><div class="t m0 x18 h2a y88b ff13 fs5 fc7 sc0 ls1 ws0">Ethics and conduct</div><div class="t m0 x18 h14 y88c ffc fs8 fc8 sc0 ls14 ws0">Our Combined Ethics P<span class="_ _2"></span>olicy sets out the st<span class="_ _2"></span>andards of behaviour </div><div class="t m0 x18 h13 y88d ffd fs8 fc8 sc0 ls14 ws11">expected <span class="_ _2"></span>from all c<span class="_ _2"></span>olleagues across the <span class="_ _2"></span>Group. It c<span class="_ _2"></span>over<span class="_ _2"></span>s k<span class="_ _2"></span>ey areas </div><div class="t m0 x18 h13 y88e ffd fs8 fc8 sc0 ls14 ws11">including anti-bribery and c<span class="_ _2"></span>orruption, anti-fr<span class="_ _2"></span>aud pr<span class="_ _2"></span>ocedures, c<span class="_ _2"></span>onflicts </div><div class="t m0 x18 h13 y88f ffd fs8 fc8 sc0 ls14 ws11">of inter<span class="_ _2"></span>est, whis<span class="_ _2"></span>tleblowing, and responsible business <span class="_ _2"></span>conduct.</div><div class="t m0 x18 h13 y890 ffd fs8 fc8 sc0 ls14 ws11">The policy is r<span class="_ _2"></span>eviewed r<span class="_ _2"></span>egularly to ensur<span class="_ _2"></span>e it remains aligned <span class="_ _2"></span>with </div><div class="t m0 x18 h13 y891 ffd fs8 fc8 sc0 ls14 ws11">regulat<span class="_ _2"></span>ory requir<span class="_ _2"></span>ements and industry bes<span class="_ _2"></span>t practice. <span class="_ _2"></span>Awar<span class="_ _2"></span>eness is </div><div class="t m0 x18 h13 y892 ffd fs8 fc8 sc0 ls14 ws11">supported thr<span class="_ _2"></span>ough mandatory tr<span class="_ _2"></span>aining and in<span class="_ _2"></span>ternal communic<span class="_ _2"></span>ations, </div><div class="t m0 x18 h13 y893 ffd fs8 fc8 sc0 ls14 ws11">helping colleagues mak<span class="_ _0"></span>e informed, ethical <span class="_ _2"></span>decisions.</div><div class="t m0 x87 h2a y1de ff13 fs5 fc7 sc0 ls1 ws0">Colleague policies</div><div class="t m0 x87 h13 y894 ffd fs8 fc8 sc0 ls14 ws11">W<span class="_ _2"></span>e hav<span class="_ _2"></span>e centr<span class="_ _2"></span>alised Group c<span class="_ _2"></span>olleague policies, as well as <span class="_ _2"></span>separat<span class="_ _2"></span>e </div><div class="t m0 x87 h13 y895 ffd fs8 fc8 sc0 ls14 ws11">Divisional policies f<span class="_ _2"></span>or certain ma<span class="_ _2"></span>tters. <span class="_ _2"></span>Our Group policies <span class="_ _2"></span>cover t<span class="_ _2"></span>opics </div><div class="t m0 x87 h13 y896 ffd fs8 fc8 sc0 ls14 ws11">such as f<span class="_ _2"></span>amily-<span class="_ _2"></span>friendly matter<span class="_ _2"></span>s, equality and health-r<span class="_ _2"></span>elated ma<span class="_ _2"></span>tters, </div><div class="t m0 x87 h13 y897 ffd fs8 fc8 sc0 ls14 ws11">including ment<span class="_ _2"></span>al health and wellbeing. During <span class="_ _2"></span>2025, 20 Group </div><div class="t m0 x87 h13 y898 ffd fs8 fc8 sc0 ls14 ws11">colleague policies w<span class="_ _2"></span>ere re<span class="_ _2"></span>viewed and upda<span class="_ _2"></span>ted, ensuring they </div><div class="t m0 x87 h13 y899 ffd fs8 fc8 sc0 ls14 ws11">remain curr<span class="_ _2"></span>ent, consis<span class="_ _2"></span>tent and <span class="_ _2"></span>aligned to r<span class="_ _2"></span>egulatory and business </div><div class="t m0 x87 h13 y89a ffd fs8 fc8 sc0 ls14 ws11">requir<span class="_ _2"></span>ements.</div><div class="t m0 x87 h2a y89b ff13 fs5 fc7 sc0 ls1 ws0">Compliance training</div><div class="t m0 x87 h14 y89c ffc fs8 fc8 sc0 ls14 ws0">Compliance training pla<span class="_ _2"></span>ys a centr<span class="_ _2"></span>al role in ensuring c<span class="_ _2"></span>olleagues </div><div class="t m0 x87 h13 y89d ffd fs8 fc8 sc0 ls14 ws11">unders<span class="_ _2"></span>tand their r<span class="_ _2"></span>esponsibilities and the s<span class="_ _2"></span>tandards <span class="_ _2"></span>required <span class="_ _2"></span>of them. </div><div class="t m0 x10c h2b y89e ffd fs5 fc0 sc0 ls1 ws0">2025 compliance tr<span class="_ _2"></span>aining <span class="ff16">completion r<span class="_ _2"></span>at<span class="_ _2"></span>e</span></div><div class="t m0 x10c h75 y89f ffb fs2a fc0 sc0 ls1 ws0">99.7%</div><div class="t m0 x87 h13 y8a0 ffd fs8 fc8 sc0 ls14 ws11">T<span class="_ _0"></span>raining cov<span class="_ _2"></span>ers ar<span class="_ _2"></span>eas such as anti-bribery<span class="_ _6"></span>, data pr<span class="_ _2"></span>otection, financial </div><div class="t m0 x87 h13 y8a1 ffd fs8 fc8 sc0 ls14 ws11">crime, and other r<span class="_ _2"></span>egulatory r<span class="_ _2"></span>equirements. R<span class="_ _2"></span>egular completion <span class="_ _2"></span>helps </div><div class="t m0 x87 h13 y8a2 ffd fs8 fc8 sc0 ls14 ws11">maintain <span class="_ _2"></span>a str<span class="_ _2"></span>ong compliance cultur<span class="_ _2"></span>e and supports eff<span class="_ _2"></span>ective risk </div><div class="t m0 x87 h13 y8a3 ffd fs8 fc8 sc0 ls14 ws11">management acr<span class="_ _2"></span>oss the business.</div><div class="t m0 x87 h2a y8a4 ff13 fs5 fc7 sc0 ls1 ws0">Speak Up: whistleblowing</div><div class="t m0 x87 h13 y8a5 ffd fs8 fc8 sc0 ls14 ws11">W<span class="_ _2"></span>e encour<span class="_ _2"></span>age colleagues t<span class="_ _2"></span>o raise <span class="_ _2"></span>concerns through <span class="_ _2"></span>our confidential </div><div class="t m0 x87 h13 y8a6 ffd fs8 fc8 sc0 ls14 ws11">Speak Up pr<span class="_ _2"></span>ocess, which allows issues <span class="_ _2"></span>to be report<span class="_ _2"></span>ed anonymously </div><div class="t m0 x87 h13 y8a7 ffd fs8 fc8 sc0 ls14 ws11">and in line with the pr<span class="_ _2"></span>ocedures <span class="_ _2"></span>set out in our Combined E<span class="_ _2"></span>thics </div><div class="t m0 x87 h13 y8a8 ffd fs8 fc8 sc0 ls14 ws11">Policy<span class="_ _6"></span>. This helps us maintain<span class="_ _2"></span> an open culture <span class="_ _2"></span>where colleagues f<span class="_ _0"></span>eel<span class="_ _1"></span> </div><div class="t m0 x87 h13 y8a9 ffd fs8 fc8 sc0 ls14 ws11">confident <span class="_ _2"></span>to speak up about pot<span class="_ _2"></span>ential concerns.</div><div class="t m0 x87 h13 y8aa ffd fs8 fc8 sc0 ls14 ws11">In June 2025, we <span class="_ _2"></span>ran a dedic<span class="_ _2"></span>ated Speak Up <span class="_ _2"></span>W<span class="_ _2"></span>eek campaign to <span class="_ _2"></span>raise </div><div class="t m0 x87 h13 y8ab ffd fs8 fc8 sc0 ls14 ws11">awar<span class="_ _2"></span>eness of the pr<span class="_ _2"></span>ocess and reinf<span class="_ _2"></span>orce <span class="_ _2"></span>the importance of speaking </div><div class="t m0 x87 h13 y8ac ffd fs8 fc8 sc0 ls14 ws11">up. During 2025, z<span class="_ _2"></span>ero r<span class="_ _2"></span>eports wer<span class="_ _2"></span>e receiv<span class="_ _2"></span>ed and we con<span class="_ _2"></span>tinue </div><div class="t m0 x87 h14 y8ad ffc fs8 fc8 sc0 ls14 ws0">to pr<span class="_ _2"></span>omote the channel to ensur<span class="_ _2"></span>e colleagues f<span class="_ _2"></span>eel informed and </div><div class="t m0 x87 h13 y8ae ffd fs8 fc8 sc0 ls14 ws11">confident <span class="_ _2"></span>to use it whenev<span class="_ _2"></span>er needed. Maint<span class="_ _2"></span>aining an open cultur<span class="_ _2"></span>e </div><div class="t m0 x87 h13 y8af ffd fs8 fc8 sc0 ls14 ws11">where colleagues <span class="_ _2"></span>feel <span class="_ _2"></span>saf<span class="_ _2"></span>e to speak up r<span class="_ _2"></span>emains a cor<span class="_ _2"></span>e priority f<span class="_ _2"></span>or us.</div><div class="t m0 x87 h2a y8b0 ff13 fs5 fc7 sc0 ls1 ws0">Pa<span class="_ _2"></span>yment pr<span class="_ _2"></span>actices</div><div class="t m0 x87 h13 y8b1 ffd fs8 fc8 sc0 ls14 ws11">e.surv<span class="_ _0"></span>, our only Gr<span class="_ _2"></span>oup entity that <span class="_ _2"></span>meets the st<span class="_ _2"></span>atutory r<span class="_ _2"></span>eporting </div><div class="t m0 x87 h13 y8b2 ffd fs8 fc8 sc0 ls14 ws11">threshold under the <span class="_ _2"></span>Small Business, Enterprise <span class="_ _2"></span>and Employment </div><div class="t m0 x87 h13 y8b3 ffd fs8 fc8 sc0 ls14 ws11">Act 2015, submits bi-annual pa<span class="_ _2"></span>yment pr<span class="_ _2"></span>actices reports, <span class="_ _2"></span>which are </div><div class="t m0 x87 h13 y8b4 ffd fs8 fc8 sc0 ls14 ws11">publicly av<span class="_ _2"></span>ailable on the Gov<span class="_ _2"></span>ernment<span class="_ _1"></span>’<span class="_ _0"></span>s reporting port<span class="_ _2"></span>al (check<span class="_ _2"></span>-</div><div class="t m0 x87 h13 y8b5 ffd fs8 fc8 sc0 ls14 ws11">paymen<span class="_ _2"></span>t-pr<span class="_ _2"></span>actices.service.gov<span class="_ _6"></span>.uk).</div><div class="t m0 x18 h10 y21 ffc fs4 fc6 sc0 ls1 ws0"> </div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   37<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   37<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pf28" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc28 w4 h0"><img src="data:image/png;base64,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" class="bi x0 y8b6 w5 h79" alt="" /><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">38<span class="_ _13"> </span>39</div><div class="t m0 x19 he y1e ff10 fs6 fc4 sc0 ls11 wse">OVERVIEW</div><div class="t m0 x6 h10 y4ac ffc fs4 fc6 sc0 ls15 ws12">No<span class="_ _1"></span>n<span class="_ _1"></span>-<span class="_ _1"></span>Financ<span class="_ _1"></span>ial<span class="_ _1"></span> and<span class="_ _1"></span> Sus<span class="_ _1"></span>t<span class="_ _1"></span>ainabili<span class="_ _1"></span>t<span class="_ _7"></span>y<span class="_ _1"></span> <span class="ls1 ws0"> </span></div><div class="t m0 x6 h10 y4ad ffc fs4 fc6 sc0 ls6b ws66">In<span class="_ _2"></span>for<span class="_ _1"></span>m<span class="_ _2"></span>ation<span class="_ _1"></span> Statemen<span class="_ _2"></span>t</div><div class="t m0 x1c h2b y8b7 ff16 fs5 fc0 sc0 ls5 ws2a">Reporting r<span class="_ _2"></span>equirement<span class="_ _8a"> </span><span class="fc7">Cross r<span class="_ _2"></span>efer<span class="_ _2"></span>ence/location of r<span class="_ _2"></span>eporting<span class="_ _8b"> </span><span class="ffb ls36 ws35">Pag<span class="_ _1"></span>e</span></span></div><div class="t m0 x1c h2e y8b8 ff16 fs8 fc0 sc0 ls14 ws11">Climate-r<span class="_ _2"></span>elated financial disclosur<span class="_ _2"></span>es<span class="_ _8c"> </span><span class="ffd fc8">TCFD R<span class="_ _2"></span>eport<span class="_ _8d"> </span>39</span></div><div class="t m0 x1c h2e y8b9 ffb fs8 fc0 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ff16">Environmen<span class="_ _2"></span>tal matt<span class="_ _2"></span>ers (including the impact </span></div><div class="t m0 x69 h11 y8ba ffb fs8 fc0 sc0 ls14 ws0">of our businesses on the environmen<span class="_ _2"></span>t)</div><div class="t m0 x1c h11 y8bb ffb fs8 fc0 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ws0">Our colleagues</span></div><div class="t m0 x1c h2e y8bc ffb fs8 fc0 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ff16">Social matter<span class="_ _2"></span>s</span></div><div class="t m0 x1c h11 y8bd ffb fs8 fc0 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ws0">Respect of human rights</span></div><div class="t m0 x1c h2e y8be ffb fs8 fc0 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ff16">Anti-bribery and corruption ma<span class="_ _2"></span>tters</span></div><div class="t m0 xcb h13 y8bf ffd fs8 fc8 sc0 ls14 ws11">Corpora<span class="_ _2"></span>te Governance R<span class="_ _2"></span>eport</div><div class="t m0 xcb h13 y8c0 ffd fs8 fc8 sc0 ls14 ws11">Sustainability <span class="_ _2"></span>Report</div><div class="t m0 xcb h13 y8c1 ffd fs8 fc8 sc0 ls14 ws11">Section 172 Sta<span class="_ _2"></span>tement and <span class="_ _2"></span>Stak<span class="_ _2"></span>eholder Eng<span class="_ _2"></span>agement</div><div class="t m0 xed h13 y8bf ffd fs8 fc8 sc0 ls14 ws11">50</div><div class="t m0 xed h13 y8c2 ffd fs8 fc8 sc0 ls14 ws11">32</div><div class="t m0 xed h13 y8c3 ffd fs8 fc8 sc0 ls14 ws11">20</div><div class="t m0 x1c h13 y8c4 ffb fs8 fc0 sc0 ls14 ws0">Business model<span class="_ _8e"> </span><span class="ffc fc8">Business Model and Stra<span class="_ _2"></span>tegy<span class="_ _8f"> </span><span class="ffd ws11">04</span></span></div><div class="t m0 x1c h2e y8c5 ff16 fs8 fc0 sc0 ls14 ws11">Non-financial policies<span class="_ _5d"> </span><span class="ffd fc8">Sust<span class="_ _2"></span>ainability Report <span class="_ _2"></span>includes overviews of <span class="_ _2"></span>our </span></div><div class="t m0 xcb h13 y8c6 ffd fs8 fc8 sc0 ls14 ws11">policies rela<span class="_ _2"></span>ting to:</div><div class="t m0 xcb h14 y8c7 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="fc8 ws0">Human rights and modern sla<span class="_ _2"></span>very</span></div><div class="t m0 xcb h13 y8c8 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Anti-bribery and corrup<span class="_ _2"></span>tion</span></div><div class="t m0 xcb h13 y8c9 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Whistleblowing and Sp<span class="_ _2"></span>eak Up arrang<span class="_ _2"></span>ements</span></div><div class="t m0 xcb h14 y8ca ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="fc8 ws0">Health and saf<span class="_ _2"></span>ety</span></div><div class="t m0 xcb h14 y8cb ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="fc8 ws0">Colleague employment policies</span></div><div class="t m0 xed h13 y8cc ffd fs8 fc8 sc0 ls14 ws11">32</div><div class="t m0 x1c h2e y8cd ff16 fs8 fc0 sc0 ls14 ws11">Principal risks rela<span class="_ _2"></span>ting to the non-<span class="_ _2"></span>financial </div><div class="t m0 x1c h2e y8ce ff16 fs8 fc0 sc0 ls14 ws11">matter<span class="_ _2"></span>s and how these ar<span class="_ _2"></span>e managed</div><div class="t m0 xcb h13 y8cd ffd fs8 fc8 sc0 ls14 ws11">Risk Management<span class="_ _90"> </span><span class="ls1 ws0">27</span></div><div class="t m0 x1c h2e y8cf ff16 fs8 fc0 sc0 ls14 ws11">Non-financial KPIs<span class="_ _91"> </span><span class="ffd fc8">Sustainability <span class="_ _2"></span>Report</span></div><div class="t m0 xcb h13 y8d0 ffd fs8 fc8 sc0 ls14 ws11">Corpora<span class="_ _2"></span>te Governance R<span class="_ _2"></span>eport</div><div class="t m0 xed h13 y8cf ffd fs8 fc8 sc0 ls14 ws11">32</div><div class="t m0 xed h13 y8d1 ffd fs8 fc8 sc0 ls14 ws11">50</div><div class="t m0 x1 h13 y1c7 ffd fs8 fc8 sc0 ls14 ws11">The table belo<span class="_ _2"></span>w includes inf<span class="_ _2"></span>ormation requir<span class="_ _2"></span>ed by section 414CB <span class="_ _2"></span>of the Companies Act 2006:</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   38<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   38<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
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AECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAAKaboixLUwAAAMiBc4AAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAQGpqRjBVvrVhwBAgQ5u37YyIjrb6gnk9s7s7KhVH1oCZ79XX9+0/dCwiLlg4t7uzrVG3pPz/Gjo5/JNXfhYRC8/p7ZnV3tXZZiZTpber/ZL39y+Y11Or+j86IqIoy9IUpkT/R+83BAAAmJ5Wrbz65uWXX/nB92WeggpQAQIAQDaL9jldT9x/27Il52U7AWdCAQCAXOw9cOSmux+/9k++uv/QUQUIAAAw8217dffy1Y/8+2t7FCAAAMDMt/fAkeWrH/nx1p0KEAAAIAs33f34rj0HFSAAAEAWPv7nX8/qmkAFCAAA5GvvgSP3PfqcAgQAAMjC+o0D+ewFVYAAAEDu1j7xAwUIAACQhfUbBzK5GlABAgAAxL/95+sKEAAAIAtfW/9DBQgAAJCFTS/tUIAAAAC5GB5pKkAAAIAsvLHvLQUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAApw5rrmygsNAQAAUIBZuOS8fkMAAAAUYBZuXn65IQAAAAowC5dfeK4hAAAACjALne2NW65bag4AAIACzMJ9n73BEAAAAAWYhUXz+5wGBAAAFGAu1t5xY/+cLnMAAAAU4Mw3t3fWE/ffZg4AAIACzMKyJec9cOdN5gAAACjALHzu5t967N5PmAMAAKAAs3DriqXffXiVawIBAAAFmIVlS8778ZN3r1p5tVEAAAAKcObrbG+svePGLU/dowMBAIBfuaIsS1N4bwyPNF/Z+fPv/eu27bv27Tt0dNNLO8wEAACmjy1P3bNofp8CBAAAYCawCxQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAPi/qxnBWdIcHNq+aq05AADANLF43RpDKMqyNAUAAIAc2AUKAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAD+NzUjOEuag0PbV601BwAAmCYWr1tjCEVZlqYAAACQA7tAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAAHJQM4Kp8q0NA4YAGdq8becFC+dGxOzujkrFYTUgC6++vq+3qyMiujvbGnXrySkwdHL4p3sPtqY6t3eWgUyJ3q72S97fHxEL5vXUqv6PHlWUZWkKU6L/o/cbAgAATEOXXXDupz5+1cprLxfYClABAgBALm65bul9n71h0fy+bCfgZCgAAJCL9RsHfuNTf3vfo88NjzQVIAAAwMz3+LM/+sidj+0/dFQBAgAAzHzbXt29fPUjGUagAgQAAHK098CRDCNQAQIAAPlG4OoH/iWrawIVIAAAkK9NL+34yj+/qAABAACy8OC6DcdODClAAACALPzFw99WgAAAAFlYv3Egk9OAChAAACB+OPDfChAAACALTz//EwUIAACQhfUbBxQgAAAAChAAAGBm2bXnoAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAU4c11z5YWGAAAAKMAszOudZQgAAIACzMLvX/8hQwAAABRgFn576fmGAAAAKMAsdLY3LrvgXHMAAAAUYBYe/LPfMwQAAEABZmHZkvO8IigAAKAAc/Hw3SsNAQAAUIBZWDS/77F7P2EOAACAAszCrSuWfv7TK8wBAABQgFm467blq1ZebQ4AAIACnPlq1craO260HRQAAFCAubh1xdIXv/6nbhIIAAAowCxc+oH5L3ztzu8+vEoHAgAAv3JFWZam8N7Yf+josy+8vHnbzvUbB0wDAACmmy1P3bNofp8C5Kw4dmJo/6Fj5gC5GRlpRkS1agsGkN3Kp7O9YQ5T6M3Dx2Z3d5rD1Fowr6c20/+PVoAAAAC5cBAaAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAADBVakZwljQHh7avWmsOAAAwTSxet8YQirIsTQEAACAHdoECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCPA/7doxDcAgAETRNEELzhDCgBF0YQQGqIGuJJC+J+G2nxwAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgZNo0EAAAMLSURBVAQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAC+BBNsMvtoqdgBAAAOEWs2wrPWsgIAAMAfeIECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAOBGwQSbzD5aKnYAAIBDxJqN8AJwBQ9eNmFzvwAAAABJRU5ErkJggg==" class="bi x0 y8d2 w5 h7a" alt="" /><div class="t m0 xf he y1f ff11 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">38<span class="_ _13"> </span>39</div><div class="t m0 xe he y1e ff12 fs6 fc4 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span>FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span>CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="fc0 ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="fc4 ls11 wse">OVERVIEW</span></span></div><div class="t m0 x18 h45 y21 ffd fs4 fc6 sc0 ls1 ws0">T<span class="_ _6"></span>CF<span class="_ _6"></span>D R<span class="_ _2"></span>e<span class="_ _2"></span>p<span class="_ _2"></span>or<span class="_ _1"></span>t</div><div class="t m0 x18 h13 y1c7 ffd fs8 fc8 sc0 ls14 ws11">Our disclosures ha<span class="_ _2"></span>ve been pr<span class="_ _2"></span>epared in <span class="_ _2"></span>accordance with <span class="_ _2"></span>the:</div><div class="t m0 x18 h13 y3eb ffd fs8 fc8 sc0 ls14 ws11">1. <span class="_ _1"></span>Companies Act 2006 (section <span class="_ _2"></span>414CB(2A)).</div><div class="t m0 x18 h13 y8d3 ffd fs8 fc8 sc0 ls14 ws11">2. <span class="_ _1"></span>UK Lis<span class="_ _2"></span>ting Rules (UKLR 6.6.6(8)).</div><div class="t m0 x18 h13 y8d4 ffd fs8 fc8 sc0 ls14 ws11">3. <span class="_ _1"></span>T<span class="_ _6"></span>ask Force on Clima<span class="_ _2"></span>te-rela<span class="_ _2"></span>ted Financial Disclosur<span class="_ _2"></span>es (TCFD).</div><div class="t m0 x18 h13 y8d5 ffd fs8 fc8 sc0 ls14 ws11">4. <span class="_ _1"></span> <span class="_ _18"></span>Streamlined <span class="_ _2"></span>Energy and Carbon R<span class="_ _2"></span>eporting (SECR).</div><div class="t m0 x87 h13 y1c7 ffd fs8 fc8 sc0 ls14 ws11">W<span class="_ _2"></span>e confirm tha<span class="_ _2"></span>t we ha<span class="_ _2"></span>ve complied <span class="_ _2"></span>with the 11 TCFD </div><div class="t m0 x87 h13 y1c8 ffd fs8 fc8 sc0 ls14 ws11">recommenda<span class="_ _2"></span>tions. Below is a summary of the <span class="_ _2"></span>sta<span class="_ _2"></span>tus of our </div><div class="t m0 x87 h13 y1c9 ffd fs8 fc8 sc0 ls14 ws11">compliance.</div><div class="t m0 x41 he y8d6 ffb fs6 fc0 sc0 ls1 ws0">Governance<span class="_ _92"> </span>Compliance summary<span class="_ _93"> </span>Status<span class="_ _25"> </span><span class="ls78 ws72">Page</span></div><div class="t m0 x108 h14 y8d7 ffc fs8 fc8 sc0 ls14 ws0">Describe the board’<span class="_ _0"></span>s over<span class="_ _2"></span>sight of </div><div class="t m0 x108 h13 y8d8 ffd fs8 fc8 sc0 ls14 ws11">climate-r<span class="_ _2"></span>elated risk<span class="_ _2"></span>s and opportunities.</div><div class="t m0 x21 h13 y8d7 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Board ov<span class="_ _2"></span>ersight <span class="_ _2"></span>of climate ma<span class="_ _2"></span>tters <span class="_ _2"></span>delegat<span class="_ _2"></span>ed to the AR<span class="_ _2"></span>C. </span></div><div class="t m0 x21 h13 y8d9 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Sustainability <span class="_ _2"></span>Steering Committee (SSC) <span class="_ _2"></span>regularly r<span class="_ _2"></span>eports </span></div><div class="t m0 x51 h13 y8da ffd fs8 fc8 sc0 ls14 ws11">to Boar<span class="_ _2"></span>d and ARC.</div><div class="t m0 x21 h13 y8db ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Climate risk <span class="_ _2"></span>and opportunities included in risk r<span class="_ _2"></span>egister </span></div><div class="t m0 x51 h13 y8dc ffd fs8 fc8 sc0 ls14 ws11">and revie<span class="_ _2"></span>wed twice per y<span class="_ _2"></span>ear by ARC. </div><div class="t m0 x8b h13 y8dd ffc fs8 fc8 sc0 ls14 ws11">Compliant<span class="_ _20"> </span><span class="ffd">41</span></div><div class="t m0 x108 h14 y8de ffc fs8 fc8 sc0 ls14 ws0">Describe management’<span class="_ _2"></span>s role in assessing </div><div class="t m0 x108 h13 y8df ffd fs8 fc8 sc0 ls14 ws11">and managing climat<span class="_ _2"></span>e-relat<span class="_ _2"></span>ed risks and </div><div class="t m0 x108 h13 y8e0 ffd fs8 fc8 sc0 ls14 ws11">opportunities.</div><div class="t m0 x21 h13 y8e1 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Delega<span class="_ _2"></span>ted to Gr<span class="_ _2"></span>oup Sust<span class="_ _2"></span>ainability Direct<span class="_ _2"></span>or<span class="_ _6"></span>, supported by </span></div><div class="t m0 x51 h13 y8e2 ffd fs8 fc8 sc0 ls14 ws11">Envir<span class="_ _2"></span>onmental <span class="_ _2"></span>W<span class="_ _2"></span>orking Group <span class="_ _2"></span>(EWG) and the Gr<span class="_ _2"></span>oup CRO<span class="_ _2"></span>. </div><div class="t m0 x21 h13 y8e3 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">SSC coord<span class="_ _2"></span>inates s<span class="_ _2"></span>trat<span class="_ _2"></span>egy and progr<span class="_ _2"></span>ess acr<span class="_ _2"></span>oss Divisions.</span></div><div class="t m0 x8b h13 y8e4 ffc fs8 fc8 sc0 ls14 ws11">Compliant<span class="_ _20"> </span><span class="ffd">41</span></div><div class="t m0 x41 he y8e5 ffb fs6 fc0 sc0 ls1 ws0">Stra<span class="_ _2"></span>tegy<span class="_ _5f"> </span>Compliance summary<span class="_ _93"> </span>Status<span class="_ _25"> </span><span class="ls78 ws72">Page</span></div><div class="t m0 x108 h13 y8e6 ffd fs8 fc8 sc0 ls14 ws11">Describe the climat<span class="_ _2"></span>e-related <span class="_ _2"></span>risks and </div><div class="t m0 x108 h13 y8e7 ffd fs8 fc8 sc0 ls14 ws11">opportunities identified ov<span class="_ _2"></span>er the short, </div><div class="t m0 x108 h13 y8e8 ffd fs8 fc8 sc0 ls14 ws11">medium, and long-term.</div><div class="t m0 x21 h13 y8e6 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Key risk<span class="_ _2"></span>s and opportunities assessed acr<span class="_ _2"></span>oss three <span class="_ _2"></span>time </span></div><div class="t m0 x51 h13 y8e7 ffd fs8 fc8 sc0 ls14 ws11">horizons <span class="_ _2"></span>(0-3 year<span class="_ _2"></span>s, 4-9 year<span class="_ _2"></span>s, 10+ year<span class="_ _2"></span>s).</div><div class="t m0 x21 h13 y8e9 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Key risk<span class="_ _2"></span>s cov<span class="_ _2"></span>er phy<span class="_ _2"></span>sical, transiti<span class="_ _2"></span>on and mark<span class="_ _2"></span>et<span class="_ _2"></span>-relat<span class="_ _2"></span>ed </span></div><div class="t m0 x51 h13 y8ea ffd fs8 fc8 sc0 ls14 ws11">impacts. </div><div class="t m0 x21 h13 y8eb ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Timeframes <span class="_ _2"></span>aligned with business planning cy<span class="_ _2"></span>cles and </span></div><div class="t m0 x51 h13 y8ec ffd fs8 fc8 sc0 ls14 ws11">lender expect<span class="_ _2"></span>ations.</div><div class="t m0 x8b h13 y8ed ffc fs8 fc8 sc0 ls14 ws11">Compliant<span class="_ _20"> </span><span class="ffd">42</span></div><div class="t m0 x108 h14 y8ee ffc fs8 fc8 sc0 ls14 ws0">Describe the impact of climate-</div><div class="t m0 x108 h13 y8ef ffd fs8 fc8 sc0 ls14 ws11">relat<span class="_ _2"></span>ed risks and opportunities <span class="_ _2"></span>on the </div><div class="t m0 x108 h13 y8f0 ffd fs8 fc8 sc0 ls14 ws11">org<span class="_ _2"></span>anisation’<span class="_ _0"></span>s businesses, str<span class="_ _2"></span>ategy<span class="_ _6"></span>, and </div><div class="t m0 x108 h13 y8f1 ffd fs8 fc8 sc0 ls14 ws11">financial planning.</div><div class="t m0 x21 h13 y8f2 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Risks and opportunities c<span class="_ _2"></span>onsidered as part <span class="_ _2"></span>of str<span class="_ _2"></span>ategic </span></div><div class="t m0 x51 h13 y8f3 ffd fs8 fc8 sc0 ls14 ws11">planning and risk pr<span class="_ _2"></span>ocesses. </div><div class="t m0 x21 h13 y8f4 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Scenario analysis, Divisional input <span class="_ _2"></span>and annual climate <span class="_ _2"></span>risk </span></div><div class="t m0 x51 h13 y8f5 ffd fs8 fc8 sc0 ls14 ws11">assessments identify wher<span class="_ _2"></span>e climat<span class="_ _2"></span>e fact<span class="_ _2"></span>ors ma<span class="_ _2"></span>y influence </div><div class="t m0 x51 h13 y8f6 ffd fs8 fc8 sc0 ls14 ws11">opera<span class="_ _2"></span>tional planning, financial for<span class="_ _2"></span>ecasts <span class="_ _2"></span>or stak<span class="_ _0"></span>eholder </div><div class="t m0 x51 h13 y8f7 ffd fs8 fc8 sc0 ls14 ws11">expect<span class="_ _2"></span>ations.</div><div class="t m0 x8b h13 y8f8 ffc fs8 fc8 sc0 ls14 ws11">Compliant<span class="_ _20"> </span><span class="ffd">42</span></div><div class="t m0 x108 h14 y8f9 ffc fs8 fc8 sc0 ls14 ws0">Describe the resilience of the </div><div class="t m0 x108 h13 y8fa ffd fs8 fc8 sc0 ls14 ws11">org<span class="_ _2"></span>anisation’<span class="_ _0"></span>s stra<span class="_ _2"></span>tegy<span class="_ _6"></span>, taking into </div><div class="t m0 x108 h13 y8fb ffd fs8 fc8 sc0 ls14 ws11">consider<span class="_ _2"></span>ation diff<span class="_ _2"></span>erent <span class="_ _2"></span>climate-r<span class="_ _2"></span>elated </div><div class="t m0 x108 h13 y8fc ffd fs8 fc8 sc0 ls14 ws11">scenarios, including a 2°C or lo<span class="_ _2"></span>wer </div><div class="t m0 x108 h13 y8fd ffd fs8 fc8 sc0 ls14 ws11">scenario.</div><div class="t m0 x21 h13 y8fe ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Business model assessed using tw<span class="_ _2"></span>o resilience scenarios: </span></div><div class="t m0 x51 h13 y8ff ffd fs8 fc8 sc0 ls14 ws11">low-c<span class="_ _2"></span>arbon transition <span class="_ _2"></span>and high-emissions.</div><div class="t m0 x21 h13 y900 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Analysis indica<span class="_ _2"></span>tes low e<span class="_ _2"></span>xposure t<span class="_ _2"></span>o significant clima<span class="_ _2"></span>te-</span></div><div class="t m0 x51 h13 y901 ffd fs8 fc8 sc0 ls14 ws11">relat<span class="_ _2"></span>ed impacts under both scenarios.</div><div class="t m0 x8b h13 y902 ffc fs8 fc8 sc0 ls14 ws11">Compliant<span class="_ _20"> </span><span class="ffd">42</span></div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   39<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   39<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
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class="bi x0 y70 w5 h1e" alt="" /><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">40<span class="_ _13"> </span>41</div><div class="t m0 x19 he y1e ff10 fs6 fc4 sc0 ls11 wse">OVERVIEW</div><div class="t m0 x6 h45 y21 ffd fs4 fc6 sc0 ls1 ws0">T<span class="_ _6"></span>CF<span class="_ _6"></span>D R<span class="_ _2"></span>e<span class="_ _2"></span>p<span class="_ _2"></span>or<span class="_ _1"></span>t <span class="ffc fs18 ls64 ws5f">conti<span class="_ _2"></span>nued</span></div><div class="t m0 xc3 he y903 ffb fs6 fc0 sc0 ls1 ws0">Risk management<span class="_ _89"> </span>Compliance summary<span class="_ _93"> </span>St<span class="_ _2"></span>atus<span class="_ _25"> </span><span class="ls78 ws72">Pag<span class="_ _1"></span>e</span></div><div class="t m0 x9d h13 y904 ffd fs8 fc8 sc0 ls14 ws11">Describe the org<span class="_ _2"></span>anisation’<span class="_ _6"></span>s processes for </div><div class="t m0 x9d h13 y905 ffd fs8 fc8 sc0 ls14 ws11">identifying and assessing clima<span class="_ _2"></span>te-rela<span class="_ _2"></span>ted </div><div class="t m0 x9d h13 y906 ffd fs8 fc8 sc0 ls14 ws11">risks.</div><div class="t m0 xd9 h13 y904 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Climate risk<span class="_ _2"></span>s identified thr<span class="_ _2"></span>ough the EWG’<span class="_ _6"></span>s annual climate </span></div><div class="t m0 xdc h13 y905 ffd fs8 fc8 sc0 ls14 ws11">risk assessment, c<span class="_ _2"></span>apturing phy<span class="_ _2"></span>sical and tr<span class="_ _2"></span>ansition risks. </div><div class="t m0 xd9 h14 y907 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="fc8 ws0">Scenario modelling and Divisional input provides </span></div><div class="t m0 xdc h13 y908 ffd fs8 fc8 sc0 ls14 ws11">unders<span class="_ _2"></span>tanding of pot<span class="_ _2"></span>ential exposur<span class="_ _2"></span>es.</div><div class="t m0 x7c h13 y909 ffc fs8 fc8 sc0 ls14 ws11">Compliant<span class="_ _20"> </span><span class="ffd">41</span></div><div class="t m0 x9d h13 y90a ffd fs8 fc8 sc0 ls14 ws11">Describe the org<span class="_ _2"></span>anisation’<span class="_ _6"></span>s processes for </div><div class="t m0 x9d h13 y90b ffd fs8 fc8 sc0 ls14 ws11">managing climate-r<span class="_ _2"></span>elated risk<span class="_ _2"></span>s.</div><div class="t m0 xd9 h13 y90c ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Embedded within Divisional risk fr<span class="_ _2"></span>amework<span class="_ _2"></span>s. </span></div><div class="t m0 xd9 h13 y90d ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Mitiga<span class="_ _2"></span>tions include improv<span class="_ _2"></span>ed dat<span class="_ _2"></span>a quality<span class="_ _0"></span>, opera<span class="_ _2"></span>tional </span></div><div class="t m0 xdc h13 y90e ffd fs8 fc8 sc0 ls14 ws11">actions in carbon hotspots, <span class="_ _2"></span>supplier engagemen<span class="_ _2"></span>t and </div><div class="t m0 xdc h13 y90f ffd fs8 fc8 sc0 ls14 ws11">ongoing monitoring thr<span class="_ _2"></span>ough the EW<span class="_ _2"></span>G.</div><div class="t m0 x7c h13 y910 ffc fs8 fc8 sc0 ls14 ws11">Compliant<span class="_ _20"> </span><span class="ffd">41</span></div><div class="t m0 x9d h13 y911 ffd fs8 fc8 sc0 ls14 ws11">Describe how pr<span class="_ _2"></span>ocesses for <span class="_ _2"></span>identifying, </div><div class="t m0 x9d h13 y912 ffd fs8 fc8 sc0 ls14 ws11">assessing, and managing climate-</div><div class="t m0 x9d h13 y913 ffd fs8 fc8 sc0 ls14 ws11">relat<span class="_ _2"></span>ed risks ar<span class="_ _2"></span>e integr<span class="_ _2"></span>ated <span class="_ _2"></span>into the </div><div class="t m0 x9d h13 y914 ffd fs8 fc8 sc0 ls14 ws11">org<span class="_ _2"></span>anisation’<span class="_ _0"></span>s overall <span class="_ _2"></span>risk management.</div><div class="t m0 xd9 h13 y915 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Pr<span class="_ _2"></span>ocesses integr<span class="_ _2"></span>ated in<span class="_ _2"></span>to the Gr<span class="_ _2"></span>oup risk fr<span class="_ _2"></span>amework and </span></div><div class="t m0 xdc h13 y916 ffd fs8 fc8 sc0 ls14 ws11">reported <span class="_ _2"></span>within the risk regis<span class="_ _2"></span>ter<span class="_ _6"></span>.</div><div class="t m0 xd9 h13 y917 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Over<span class="_ _2"></span>seen by the ARC.</span></div><div class="t m0 x7c h13 y918 ffc fs8 fc8 sc0 ls14 ws11">Compliant<span class="_ _20"> </span><span class="ffd">41</span></div><div class="t m0 xc3 he y919 ffb fs6 fc0 sc0 ls1 ws0">Metrics and targ<span class="_ _2"></span>ets<span class="_ _94"> </span>Compliance summary<span class="_ _93"> </span>Status<span class="_ _25"> </span><span class="ls78 ws72">Page</span></div><div class="t m0 x9d h14 y91a ffc fs8 fc8 sc0 ls14 ws0">Disclose the metrics used to assess </div><div class="t m0 x9d h13 y91b ffd fs8 fc8 sc0 ls14 ws11">climate-r<span class="_ _2"></span>elated risk<span class="_ _2"></span>s and opportunities.</div><div class="t m0 xd9 h13 y91a ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Scope 1-3 emissions.</span></div><div class="t m0 xd9 h13 y91c ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Energy c<span class="_ _2"></span>onsumption.</span></div><div class="t m0 xd9 h13 y91d ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Intensity r<span class="_ _2"></span>atios (tC<span class="_ _2"></span>O₂e per £m re<span class="_ _2"></span>venue and employ<span class="_ _2"></span>ee).</span></div><div class="t m0 x7c h13 y91e ffc fs8 fc8 sc0 ls14 ws11">Compliant<span class="_ _20"> </span><span class="ffd">43</span></div><div class="t m0 x9d h13 y91f ffd fs8 fc8 sc0 ls14 ws11">Disclose scope 1, sc<span class="_ _2"></span>ope 2, and (if </div><div class="t m0 x9d h13 y920 ffd fs8 fc8 sc0 ls14 ws11">appropria<span class="_ _2"></span>te) scope 3 <span class="_ _2"></span>GHG emissions, and </div><div class="t m0 x9d h13 y921 ffd fs8 fc8 sc0 ls14 ws11">relat<span class="_ _2"></span>ed risks.</div><div class="t m0 xd9 h13 y922 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">FY 2024/25 emissions calcula<span class="_ _2"></span>ted using carbon </span></div><div class="t m0 xdc h13 y923 ffd fs8 fc8 sc0 ls14 ws11">management softw<span class="_ _2"></span>are and v<span class="_ _2"></span>erified through in<span class="_ _2"></span>ternal </div><div class="t m0 xdc h13 y924 ffd fs8 fc8 sc0 ls4c ws4b">review<span class="_ _0"></span>.</div><div class="t m0 x7c h13 y925 ffc fs8 fc8 sc0 ls14 ws11">Compliant<span class="_ _20"> </span><span class="ffd">44</span></div><div class="t m0 x9d h14 y926 ffc fs8 fc8 sc0 ls14 ws0">Describe the tar<span class="_ _2"></span>gets used to manage </div><div class="t m0 x9d h13 y927 ffd fs8 fc8 sc0 ls14 ws11">climate-r<span class="_ _2"></span>elated risk<span class="_ _2"></span>s and opportunities </div><div class="t m0 x9d h13 y928 ffd fs8 fc8 sc0 ls14 ws11">and perf<span class="_ _2"></span>ormance agains<span class="_ _2"></span>t tar<span class="_ _2"></span>gets.</div><div class="t m0 xd9 h13 y929 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Net Zer<span class="_ _2"></span>o 2040 t<span class="_ _2"></span>arget endor<span class="_ _2"></span>sed by the <span class="_ _2"></span>Board. </span></div><div class="t m0 xd9 h13 y92a ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Interim 2035 <span class="_ _2"></span>milestones include 63% <span class="_ _2"></span>reduction in sc<span class="_ _2"></span>ope 1 </span></div><div class="t m0 xdc h13 y92b ffd fs8 fc8 sc0 ls14 ws11">and scope 2, and <span class="_ _2"></span>38% reduction Sc<span class="_ _2"></span>ope 3 from a <span class="_ _2"></span>2023/24 </div><div class="t m0 xdc h13 y92c ffd fs8 fc8 sc0 ls14 ws11">baseline. </div><div class="t m0 xd9 h13 y92d ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Pr<span class="_ _2"></span>ogress re<span class="_ _2"></span>viewed annually<span class="_ _6"></span>.</span></div><div class="t m0 x7c h13 y92e ffc fs8 fc8 sc0 ls14 ws11">Compliant<span class="_ _20"> </span><span class="ffd">43</span></div><div class="t m0 x6 hf y92f ffb fs2 fc7 sc0 ls1 ws0">Governance</div><div class="t m0 x6 h14 y930 ffc fs8 fc8 sc0 ls14 ws0">Our governance s<span class="_ _2"></span>tructure pr<span class="_ _2"></span>ovides clear over<span class="_ _2"></span>sight and account<span class="_ _2"></span>ability </div><div class="t m0 x6 h13 y931 ffd fs8 fc8 sc0 ls14 ws11">for <span class="_ _2"></span>climate-rela<span class="_ _2"></span>ted matt<span class="_ _2"></span>ers, ensuring <span class="_ _2"></span>these are embedded in<span class="_ _2"></span>to </div><div class="t m0 x6 h13 y932 ffd fs8 fc8 sc0 ls14 ws11">decision-making, risk management pr<span class="_ _2"></span>ocesses and oper<span class="_ _2"></span>ational </div><div class="t m0 x6 h13 y933 ffd fs8 fc8 sc0 ls14 ws11">delivery acr<span class="_ _2"></span>oss the Group.</div><div class="t m0 x6 h2a y934 ff13 fs5 fc7 sc0 ls1 ws0">Board and Audit &amp; Risk Committee</div><div class="t m0 x6 h14 y935 ffc fs8 fc8 sc0 ls14 ws0">The Board has ov<span class="_ _2"></span>erall responsib<span class="_ _2"></span>ility for ov<span class="_ _2"></span>erseeing our r<span class="_ _2"></span>esponse to </div><div class="t m0 x6 h13 y936 ffd fs8 fc8 sc0 ls14 ws11">climate r<span class="_ _2"></span>elated ma<span class="_ _2"></span>tter<span class="_ _2"></span>s, supported by the <span class="_ _2"></span>ARC which r<span class="_ _2"></span>eceives f<span class="_ _2"></span>ormal </div><div class="t m0 x6 h13 y937 ffd fs8 fc8 sc0 ls14 ws11">updates on <span class="_ _2"></span>climate risk<span class="_ _2"></span>s and opportunities twice per y<span class="_ _2"></span>ear<span class="_ _6"></span>. Climate-</div><div class="t m0 x6 h13 y938 ffd fs8 fc8 sc0 ls14 ws11">relat<span class="_ _2"></span>ed risks and opportunities <span class="_ _2"></span>are incorpor<span class="_ _2"></span>ated <span class="_ _2"></span>into the Gr<span class="_ _2"></span>oup risk </div><div class="t m0 x6 h13 y939 ffd fs8 fc8 sc0 ls14 ws11">framew<span class="_ _2"></span>ork, enabling consis<span class="_ _2"></span>tent ov<span class="_ _2"></span>ersight <span class="_ _2"></span>on the eff<span class="_ _2"></span>ectiveness of </div><div class="t m0 x6 h13 y93a ffd fs8 fc8 sc0 ls14 ws11">contr<span class="_ _2"></span>ols, exposur<span class="_ _2"></span>e levels and <span class="_ _2"></span>mitigation <span class="_ _2"></span>plans. </div><div class="t m0 x3f h2a y93b ff13 fs5 fc7 sc0 ls1 ws0">Ex<span class="_ _2"></span>ecutive leadership and manag<span class="_ _2"></span>ement roles</div><div class="t m0 x3f h13 y93c ffd fs8 fc8 sc0 ls14 ws11">Day<span class="_ _2"></span>-to-da<span class="_ _2"></span>y management of <span class="_ _2"></span>climate-r<span class="_ _2"></span>elated ma<span class="_ _2"></span>tters is <span class="_ _2"></span>delegat<span class="_ _2"></span>ed to </div><div class="t m0 x3f h13 y93d ffd fs8 fc8 sc0 ls14 ws11">the SSC, chair<span class="_ _2"></span>ed by the Gr<span class="_ _2"></span>oup Sust<span class="_ _2"></span>ainability Director<span class="_ _6"></span>, and att<span class="_ _2"></span>ended </div><div class="t m0 x3f h13 y93e ffd fs8 fc8 sc0 ls14 ws11">by the Gr<span class="_ _2"></span>oup CEO<span class="_ _2"></span>, Ex<span class="_ _2"></span>ecutive Committee <span class="_ _2"></span>members, the Gr<span class="_ _2"></span>oup </div><div class="t m0 x3f h13 y93f ffd fs8 fc8 sc0 ls14 ws11">Company Secr<span class="_ _2"></span>etary and Divisional <span class="_ _2"></span>represen<span class="_ _2"></span>tativ<span class="_ _2"></span>es. The Committee </div><div class="t m0 x3f h13 y940 ffd fs8 fc8 sc0 ls14 ws11">provides <span class="_ _2"></span>stra<span class="_ _2"></span>tegic dir<span class="_ _2"></span>ection, review<span class="_ _2"></span>s climate-r<span class="_ _2"></span>elated perf<span class="_ _2"></span>ormance and </div><div class="t m0 x3f h13 y941 ffd fs8 fc8 sc0 ls14 ws11">over<span class="_ _2"></span>sees delivery of the Gr<span class="_ _2"></span>oup-wide sust<span class="_ _2"></span>ainability progr<span class="_ _2"></span>amme.</div><div class="t m0 x3f h13 y942 ffd fs8 fc8 sc0 ls14 ws11">The EWG supports the <span class="_ _2"></span>SSC by coor<span class="_ _2"></span>dinating activity acr<span class="_ _2"></span>oss Divisions, </div><div class="t m0 x3f h13 y943 ffd fs8 fc8 sc0 ls14 ws11">identifying emerging <span class="_ _2"></span>climate r<span class="_ _2"></span>elated risk<span class="_ _2"></span>s and opportunities and </div><div class="t m0 x3f h13 y944 ffd fs8 fc8 sc0 ls14 ws11">maintaining <span class="_ _2"></span>consistency <span class="_ _2"></span>in reporting and da<span class="_ _2"></span>ta quality<span class="_ _6"></span>. </div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   40<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   40<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
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" class="bi x0 y945 w5 h7b" alt="" /><div class="t m0 xf he y1f ff11 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">40<span class="_ _13"> </span>41</div><div class="t m0 xe he y1e ff12 fs6 fc4 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span>FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span>CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="fc0 ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="fc4 ls11 wse">OVERVIEW</span></span></div><div class="t m0 x18 h10 y21 ffc fs4 fc6 sc0 ls1 ws0"> </div><div class="t m0 x10d h7c y946 ff26 fs2b fc7 sc0 ls1 ws0">Boa<span class="ls79 ws73">rd</span></div><div class="t m0 x68 h7c y947 ff26 fs2b fc7 sc0 ls1 ws0">ARC</div><div class="t m0 x3d h7c y948 ff26 fs2b fc7 sc0 ls1 ws0">Group risk funcƟon</div><div class="t m0 x2e h7c y949 ff26 fs2b fc7 sc0 ls1 ws0">SSC</div><div class="t m0 x74 h7c y94a ff26 fs2b fc7 sc0 ls1 ws0">EWG</div><div class="t m0 x10e h7c y94b ff26 fs2b fc7 sc0 ls1 ws0">Divisional support</div><div class="t m0 x18 hf y94c ffb fs2 fc7 sc0 ls1 ws0">Str<span class="_ _2"></span>ategy</div><div class="t m0 x18 h13 y94d ffd fs8 fc8 sc0 ls14 ws11">Climate-r<span class="_ _2"></span>elated risk<span class="_ _2"></span>s and opportunities ar<span class="_ _2"></span>e integr<span class="_ _2"></span>ated in<span class="_ _2"></span>to the </div><div class="t m0 x18 h13 y94e ffd fs8 fc8 sc0 ls14 ws11">Group risk <span class="_ _2"></span>framework <span class="_ _2"></span>and business planning pr<span class="_ _2"></span>ocesses, ensuring </div><div class="t m0 x18 h13 y94f ffd fs8 fc8 sc0 ls14 ws11">that climat<span class="_ _2"></span>e consider<span class="_ _2"></span>ations are <span class="_ _2"></span>available <span class="_ _2"></span>to inf<span class="_ _2"></span>orm str<span class="_ _2"></span>ategic <span class="_ _2"></span>decision </div><div class="t m0 x18 h13 y950 ffd fs8 fc8 sc0 ls14 ws11">making across <span class="_ _2"></span>all Divisions.</div><div class="t m0 x18 h13 y951 ffd fs8 fc8 sc0 ls14 ws11">As an asset ligh<span class="_ _2"></span>t, service-based business opera<span class="_ _2"></span>ting in the UK </div><div class="t m0 x18 h13 y952 ffd fs8 fc8 sc0 ls14 ws11">property<span class="_ _6"></span>, financial services and surveying mark<span class="_ _2"></span>ets, under<span class="_ _2"></span>standing <span class="_ _2"></span>the </div><div class="t m0 x18 h13 y953 ffd fs8 fc8 sc0 ls14 ws11">transition and <span class="_ _2"></span>physic<span class="_ _2"></span>al climate-r<span class="_ _2"></span>elated risk<span class="_ _2"></span>s supports our longer<span class="_ _0"></span>-term </div><div class="t m0 x18 h13 y954 ffd fs8 fc8 sc0 ls14 ws11">resilience and ensur<span class="_ _2"></span>es that emer<span class="_ _2"></span>ging expect<span class="_ _2"></span>ations fr<span class="_ _2"></span>om regula<span class="_ _2"></span>tors, </div><div class="t m0 x18 h13 y955 ffd fs8 fc8 sc0 ls14 ws11">lenders and <span class="_ _2"></span>other stak<span class="_ _0"></span>eholders are appr<span class="_ _2"></span>opriately <span class="_ _2"></span>considered. </div><div class="t m0 x18 h13 y956 ffd fs8 fc8 sc0 ls14 ws11">Through the <span class="_ _2"></span>EWG, climate-r<span class="_ _2"></span>elated <span class="_ _2"></span>matter<span class="_ _2"></span>s are r<span class="_ _2"></span>eflected in <span class="_ _2"></span>Divisional </div><div class="t m0 x18 h13 y957 ffd fs8 fc8 sc0 ls14 ws11">risk assessments and planning <span class="_ _2"></span>where appr<span class="_ _2"></span>opriate. This <span class="_ _2"></span>enables us </div><div class="t m0 x18 h13 y958 ffd fs8 fc8 sc0 ls14 ws11">to under<span class="_ _2"></span>stand <span class="_ _2"></span>the potential clima<span class="_ _2"></span>te impacts ov<span class="_ _2"></span>er time and r<span class="_ _2"></span>emain </div><div class="t m0 x18 h13 y959 ffd fs8 fc8 sc0 ls14 ws11">aligned with our Net Z<span class="_ _2"></span>ero 2040 <span class="_ _2"></span>ambition and wider st<span class="_ _2"></span>ak<span class="_ _2"></span>eholder </div><div class="t m0 x18 h13 y95a ffd fs8 fc8 sc0 ls14 ws11">expect<span class="_ _2"></span>ations.</div><div class="t m0 x87 hf y94c ffb fs2 fc7 sc0 ls1 ws0">Risk management</div><div class="t m0 x87 h13 y94d ffd fs8 fc8 sc0 ls14 ws11">Pr<span class="_ _2"></span>ocesses for iden<span class="_ _2"></span>tifying, assessing and managing climate-r<span class="_ _2"></span>elated </div><div class="t m0 x87 h13 y94e ffd fs8 fc8 sc0 ls14 ws11">risks ar<span class="_ _2"></span>e integr<span class="_ _2"></span>ated in<span class="_ _2"></span>to the Gr<span class="_ _2"></span>oup’<span class="_ _0"></span>s risk management fr<span class="_ _2"></span>amework, </div><div class="t m0 x87 h13 y94f ffd fs8 fc8 sc0 ls14 ws11">ensuring that clima<span class="_ _2"></span>te risks and <span class="_ _2"></span>opportunities are ev<span class="_ _2"></span>aluated <span class="_ _2"></span>using a </div><div class="t m0 x87 h13 y950 ffd fs8 fc8 sc0 ls14 ws11">consist<span class="_ _2"></span>ent and r<span class="_ _2"></span>epeatable appr<span class="_ _2"></span>oach, aligned with the <span class="_ _2"></span>treatmen<span class="_ _2"></span>t of </div><div class="t m0 x87 h13 y95b ffd fs8 fc8 sc0 ls14 ws11">other principal risks.</div><div class="t m0 x87 h13 y952 ffd fs8 fc8 sc0 ls14 ws11">Climate-r<span class="_ _2"></span>elated risk<span class="_ _2"></span>s and opportunities ar<span class="_ _2"></span>e identified thr<span class="_ _2"></span>ough an </div><div class="t m0 x87 h13 y953 ffd fs8 fc8 sc0 ls14 ws11">annual Group-wide <span class="_ _2"></span>climate risk assessmen<span class="_ _2"></span>t led by the EW<span class="_ _2"></span>G, with </div><div class="t m0 x87 h13 y954 ffd fs8 fc8 sc0 ls14 ws11">input from <span class="_ _2"></span>Divisional risk leads. The pr<span class="_ _2"></span>ocess consider<span class="_ _2"></span>s transition risk<span class="_ _2"></span>s </div><div class="t m0 x87 h13 y955 ffd fs8 fc8 sc0 ls14 ws11">(including policy and r<span class="_ _2"></span>egulatory changes, lender <span class="_ _2"></span>expecta<span class="_ _2"></span>tions, mark<span class="_ _2"></span>et </div><div class="t m0 x87 h13 y95c ffd fs8 fc8 sc0 ls14 ws11">shifts and reput<span class="_ _2"></span>ational impacts) and <span class="_ _2"></span>physic<span class="_ _2"></span>al risks (such as <span class="_ _2"></span>flooding, </div><div class="t m0 x87 h13 y95d ffd fs8 fc8 sc0 ls14 ws11">heat str<span class="_ _2"></span>ess and sev<span class="_ _2"></span>ere wea<span class="_ _2"></span>ther events).</div><div class="t m0 x87 h13 y958 ffd fs8 fc8 sc0 ls14 ws11">Risks and opportunities ar<span class="_ _2"></span>e assessed using a r<span class="_ _2"></span>epeat<span class="_ _2"></span>able methodology </div><div class="t m0 x87 h13 y959 ffd fs8 fc8 sc0 ls14 ws11">that consider<span class="_ _2"></span>s poten<span class="_ _2"></span>tial financial, opera<span class="_ _2"></span>tional, str<span class="_ _2"></span>ategic, r<span class="_ _2"></span>egulatory </div><div class="t m0 x87 h13 y95a ffd fs8 fc8 sc0 ls14 ws11">and reput<span class="_ _2"></span>ational impacts, t<span class="_ _2"></span>ogether with lik<span class="_ _2"></span>elihood and r<span class="_ _2"></span>elevan<span class="_ _2"></span>t time </div><div class="t m0 x87 h13 y95e ffd fs8 fc8 sc0 ls14 ws11">horizon. </div><div class="t m0 x11 h7d y95f ff27 fs2c fc0 sc0 ls1 ws0">1. Scenario Seƫng</div><div class="t m0 x61 h7e y960 ff28 fs2d fc0 sc0 ls1 ws0">Assess climate risks under low-</div><div class="t m0 x67 h7e y961 ff28 fs2d fc0 sc0 ls1 ws0">carbon transiƟon and limited </div><div class="t m0 x62 h7e y962 ff28 fs2d fc0 sc0 ls1 ws0">climate acƟon scenarios,</div><div class="t m0 x61 h7e y963 ff28 fs2d fc0 sc0 ls1 ws0">including Net Zero and higher-</div><div class="t m0 x13 h7e y964 ff28 fs2d fc0 sc0 ls1 ws0">temperature outcomes.</div><div class="t m0 x10f h7e y965 ff28 fs2d fc0 sc0 ls1 ws0">Climate risks and opportuniƟes</div><div class="t m0 x54 h7e y966 ff28 fs2d fc0 sc0 ls1 ws0">are reviewed at ARC and</div><div class="t m0 xf9 h7e y967 ff28 fs2d fc0 sc0 ls1 ws0">disclosed through the TCFD</div><div class="t m0 x110 h7e y968 ff28 fs2d fc0 sc0 ls1 ws0">secƟon of the Annual Report and</div><div class="t m0 xa0 h7e y969 ff28 fs2d fc0 sc0 ls1 ws0">Accounts.</div><div class="t m0 x66 h7e y96a ff28 fs2d fc0 sc0 ls1 ws0">IdenƟfy physical, transiƟon and</div><div class="t m0 xd8 h7e y96b ff28 fs2d fc0 sc0 ls1 ws0">sector-specific climate risks</div><div class="t m0 xe1 h7e y96c ff28 fs2d fc0 sc0 ls1 ws0">relevant to our operaƟons and</div><div class="t m0 x20 h7e y96d ff28 fs2d fc0 sc0 ls1 ws0">markets.</div><div class="t m0 xfe h7e y96e ff28 fs2d fc0 sc0 ls1 ws0">Evaluate, prioriƟse and rate</div><div class="t m0 x55 h7e y96f ff28 fs2d fc0 sc0 ls1 ws0">climate risks based on likelihood,</div><div class="t m0 xa2 h7e y970 ff28 fs2d fc0 sc0 ls1 ws0">severity and potenƟal financial</div><div class="t m0 xa3 h7e y971 ff28 fs2d fc0 sc0 ls1 ws0">impact under each scenario.</div><div class="t m0 x111 h7d y95f ff27 fs2c fc0 sc0 ls1 ws0">2. Risk Analysis<span class="_ _95"> </span>3. Assessmen</div><div class="c x18 y972 w7 h7f"><div class="t m0 xe8 h7d y973 ff27 fs2c fc0 sc0 lsac wsb7">t<span class="_ _2d1"></span>4</div></div><div class="t m0 xc5 h7d y95f ff27 fs2c fc0 sc0 ls1 ws0">. Disclosure</div><div class="t m0 x40 h80 y974 ff28 fs2e fc7 sc0 ls1 ws0">ConƟnuous improvement</div><div class="t m0 x18 h1f y975 ffd fs5 fc9 sc0 ls5 ws2a">Identifica<span class="_ _2"></span>tion and risk assessmen<span class="_ _2"></span>t</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   41<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   41<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
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" class="bi x0 y976 w5 h81" alt="" /><div class="t m0 x9f h29 y977 ffb fs5 fc0 sc0 ls5 ws0">Time horizon<span class="_ _3b"> </span><span class="fc7 ws2a">Notes</span></div><div class="t m0 x112 h13 y978 ffb fs8 fc0 sc0 ls14 ws0">Short-t<span class="_ _2"></span>erm (0-3 years)<span class="_ _3b"> </span><span class="ffd fc8 ws11">Aligns with our three-<span class="_ _2"></span>year planning cy<span class="_ _2"></span>cle.</span></div><div class="t m0 x109 h13 y979 ffb fs8 fc0 sc0 ls14 ws0">Medium-term (4-9 year<span class="_ _2"></span>s)<span class="_ _3b"> </span><span class="ffd fc8 ws11">Selected to include near<span class="_ _2"></span>-term c<span class="_ _2"></span>arbon tar<span class="_ _2"></span>gets.</span></div><div class="t m0 x112 h13 y97a ffb fs8 fc0 sc0 ls14 ws0">Long-term (10+ year<span class="_ _2"></span>s)<span class="_ _3b"> </span><span class="ffd fc8 ws11">Beyond the above time<span class="_ _2"></span>frame.</span></div><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">42<span class="_ _13"> </span>43</div><div class="t m0 x19 he y1e ff10 fs6 fc4 sc0 ls11 wse">OVERVIEW</div><div class="t m0 x6 h45 y21 ffd fs4 fc6 sc0 ls1 ws0">T<span class="_ _6"></span>CF<span class="_ _6"></span>D R<span class="_ _2"></span>e<span class="_ _2"></span>p<span class="_ _2"></span>or<span class="_ _1"></span>t <span class="ffc fs18 ls64 ws5f">conti<span class="_ _2"></span>nued</span></div><div class="t m0 x6 h13 y97b ffd fs8 fc8 sc0 ls14 ws11">As part of this assessmen<span class="_ _2"></span>t two climat<span class="_ _2"></span>e scenarios are applied<span class="_ _2"></span> to tes<span class="_ _2"></span>t the resilience <span class="_ _2"></span>of our business model under diff<span class="_ _2"></span>er<span class="_ _2"></span>ent climat<span class="_ _2"></span>e futures. </div><div class="t m0 x6 h2a y97c ff13 fs5 fc7 sc0 ls1 ws0">The scenarios are:</div><div class="t m0 x62 h82 y97d ff29 fs2f fc0 sc0 ls1 ws0">Scenario 1: low-carbon transiƟon</div><div class="t m0 x52 h83 y97e ff2a fs30 fc0 sc0 ls1 ws0">Assumes rapid policy acƟon and technological change to limit global</div><div class="t m0 x6d h83 y97f ff2a fs30 fc0 sc0 ls1 ws0">warming to around 1.5°C above pre-industrial levels</div><div class="t m0 xd2 h83 y980 ff2a fs30 fc0 sc0 ls1 ws0">Source: IPCC¹</div><div class="t m0 x113 h82 y97d ff29 fs2f fc0 sc0 ls1 ws0">Scenario 2: high-emissions scenario</div><div class="t m0 xfd h83 y97e ff2a fs30 fc0 sc0 ls1 ws0">Assumes conƟnued high emissions, resulƟng in more severe physical</div><div class="t m0 x16 h83 y97f ff2a fs30 fc0 sc0 ls1 ws0">climate impacts and global warming of around 4°C by 2100</div><div class="t m0 x114 h83 y980 ff2a fs30 fc0 sc0 ls1 ws0">Source: IPCC¹</div><div class="t m0 x6 h2a y981 ff13 fs5 fc7 sc0 ls1 ws0">Integr<span class="_ _2"></span>ation with the Gr<span class="_ _2"></span>oup risk frame<span class="_ _2"></span>work</div><div class="t m0 x6 h13 y982 ffd fs8 fc8 sc0 ls14 ws11">All material <span class="_ _2"></span>climate-rela<span class="_ _2"></span>ted risks <span class="_ _2"></span>and opportunities are inc<span class="_ _2"></span>orpora<span class="_ _2"></span>ted int<span class="_ _2"></span>o the centr<span class="_ _2"></span>al Group risk <span class="_ _2"></span>regist<span class="_ _2"></span>er<span class="_ _6"></span>. This integr<span class="_ _2"></span>ation pr<span class="_ _2"></span>ovides onw<span class="_ _2"></span>ard r<span class="_ _2"></span>eporting </div><div class="t m0 x6 h13 y983 ffd fs8 fc8 sc0 ls14 ws11">to the AR<span class="_ _2"></span>C, enabling Board le<span class="_ _2"></span>vel over<span class="_ _2"></span>sight and <span class="_ _2"></span>challenge.</div><div class="t m0 x6 h2a y984 ff13 fs5 fc7 sc0 ls1 ws0">Climate-r<span class="_ _2"></span>elated risk<span class="_ _2"></span>s and opportunities</div><div class="t m0 x6 h13 y985 ffd fs8 fc8 sc0 ls14 ws11">The identified risk<span class="_ _2"></span>s and opportunities, presen<span class="_ _2"></span>ted ov<span class="_ _2"></span>er the short, medium and long-t<span class="_ _2"></span>erm horizons <span class="_ _2"></span>are consider<span class="_ _2"></span>ed to ha<span class="_ _2"></span>ve a low <span class="_ _2"></span>material financial </div><div class="t m0 x6 h13 y986 ffd fs8 fc8 sc0 ls14 ws11">impact on our str<span class="_ _2"></span>at<span class="_ _2"></span>egy and opera<span class="_ _2"></span>ting model.</div><div class="t m0 xc3 h2e y987 ffb fs8 fc0 sc0 ls1 ws0">Theme<span class="_ _96"> </span>Categ<span class="_ _2"></span>ory<span class="_ _97"> </span>Timeframe impact<span class="_ _15"> </span><span class="ff16">Description<span class="_ _98"> </span></span>Business impact<span class="_ _2c"> </span>Scenario</div><div class="t m0 xc3 he y988 ffb fs6 fc3 sc0 ls1 ws0">Risks</div><div class="t m0 xc3 h26 y989 ff16 fs6 fc0 sc0 ls1 ws0">T<span class="_ _2"></span>r<span class="_ _2"></span>ansition</div><div class="t m0 x6e h64 y98a ffd fs6 fc3 sc0 ls1 ws0">Policy &amp; r<span class="_ _2"></span>egulation<span class="_ _99"> </span><span class="ffc">Short<span class="_ _2"></span>-term<span class="_ _9a"> </span>Compliance and </span></div><div class="t m0 xf1 h64 y98b ffd fs6 fc3 sc0 ls1 ws0">administr<span class="_ _2"></span>ation </div><div class="t m0 xf1 h65 y98c ffc fs6 fc3 sc0 ls1 ws0">costs t<span class="_ _2"></span>o meet </div><div class="t m0 xf1 h64 y98d ffd fs6 fc3 sc0 ls1 ws0">additional disclosure </div><div class="t m0 xf1 h65 y98e ffc fs6 fc3 sc0 ls1 ws0">requiremen<span class="_ _2"></span>ts and </div><div class="t m0 xf1 h65 y98f ffc fs6 fc3 sc0 ls1 ws0">deliver envir<span class="_ _2"></span>onment<span class="_ _2"></span>al </div><div class="t m0 xf1 h64 y990 ffd fs6 fc3 sc0 ls1 ws0">commitments.</div><div class="t m0 x10a h64 y98a ffd fs6 fc3 sc0 ls1 ws0">Increased oper<span class="_ _2"></span>ating </div><div class="t m0 x10a h64 y98b ffd fs6 fc3 sc0 ls1 ws0">costs.</div><div class="t m0 x47 he y989 ffb fs6 fc0 sc0 ls1 ws0">Scenario 1 </div><div class="t m0 x6e h64 y991 ffd fs6 fc3 sc0 ls1 ws0">Operational<span class="_ _9b"> </span><span class="ffc">Medium-term<span class="_ _2c"> </span></span>Higher opera<span class="_ _2"></span>tional and </div><div class="t m0 xf1 h64 y992 ffd fs6 fc3 sc0 ls1 ws0">ex<span class="_ _2"></span>ecution costs arising </div><div class="t m0 xf1 h64 y993 ffd fs6 fc3 sc0 ls1 ws0">from initiativ<span class="_ _2"></span>es to lower </div><div class="t m0 xf1 h64 y989 ffd fs6 fc3 sc0 ls1 ws0">emissions, adaption </div><div class="t m0 xf1 h64 y994 ffd fs6 fc3 sc0 ls1 ws0">of office space, and </div><div class="t m0 xf1 h65 y995 ffc fs6 fc3 sc0 ls1 ws0">procur<span class="_ _2"></span>ement of carbon </div><div class="t m0 xf1 h64 y996 ffd fs6 fc3 sc0 ls1 ws0">offsets.</div><div class="t m0 x10a h65 y991 ffc fs6 fc3 sc0 ls1 ws0">Increased capit<span class="_ _2"></span>al </div><div class="t m0 x10a h65 y992 ffc fs6 fc3 sc0 ls1 ws0">expenditur<span class="_ _2"></span>e and </div><div class="t m0 x10a h64 y993 ffd fs6 fc3 sc0 ls1 ws0">operating c<span class="_ _2"></span>osts.</div><div class="t m0 x6e h64 y997 ffd fs6 fc3 sc0 ls1 ws0">Operational<span class="_ _9b"> </span><span class="ffc">Medium-term<span class="_ _2c"> </span></span>V<span class="_ _0"></span>aluation practices </div><div class="t m0 xf1 h64 y998 ffd fs6 fc3 sc0 ls1 ws0">continue to e<span class="_ _2"></span>volve, </div><div class="t m0 xf1 h65 y999 ffc fs6 fc3 sc0 ls1 ws0">supported by ongoing </div><div class="t m0 xf1 h64 y99a ffd fs6 fc3 sc0 ls1 ws0">development of skills, </div><div class="t m0 xf1 h64 y99b ffd fs6 fc3 sc0 ls1 ws0">tools and dat<span class="_ _2"></span>a.</div><div class="t m0 x10a h65 y997 ffc fs6 fc3 sc0 ls1 ws0">Changes and updat<span class="_ _2"></span>es </div><div class="t m0 x10a h65 y998 ffc fs6 fc3 sc0 ls1 ws0">to internal s<span class="_ _2"></span>ys<span class="_ _2"></span>tems </div><div class="t m0 x10a h65 y999 ffc fs6 fc3 sc0 ls1 ws0">and processes t<span class="_ _2"></span>o </div><div class="t m0 x10a h65 y99a ffc fs6 fc3 sc0 ls1 ws0">integr<span class="_ _2"></span>ate clima<span class="_ _2"></span>te-relat<span class="_ _2"></span>ed </div><div class="t m0 x10a h64 y99b ffd fs6 fc3 sc0 ls1 ws0">valuation r<span class="_ _2"></span>equirements. </div><div class="t m0 x10a h64 y99c ffd fs6 fc3 sc0 ls1 ws0">Hiring of new st<span class="_ _2"></span>aff or </div><div class="t m0 x10a h64 y99d ffd fs6 fc3 sc0 ls1 ws0">training.</div><div class="t m0 x6 h1d y6f ffd fs11 fc8 sc0 ls2b ws29">1 <span class="_ _15"> </span>Inte<span class="_ _1"></span>rgov<span class="_ _1"></span>ernm<span class="_ _1"></span>enta<span class="_ _1"></span>l Pane<span class="_ _1"></span>l on Clim<span class="_ _1"></span>ate Cha<span class="_ _1"></span>nge (IPC<span class="_ _1"></span>C) Six<span class="_ _1"></span>th A<span class="_ _1"></span>ss<span class="_ _1"></span>ess<span class="_ _1"></span>ment Re<span class="_ _1"></span>por<span class="_ _1"></span>t (A<span class="_ _1"></span>R6) clim<span class="_ _1"></span>ate sc<span class="_ _1"></span>enar<span class="_ _1"></span>ios</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   42<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   42<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
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" class="bi x0 y99e w5 h84" alt="" /><div class="t m0 xf he y1f ff11 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">42<span class="_ _13"> </span>43</div><div class="t m0 xe he y1e ff12 fs6 fc4 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span>FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span>CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="fc0 ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="fc4 ls11 wse">OVERVIEW</span></span></div><div class="t m0 x18 h10 y21 ffc fs4 fc6 sc0 ls1 ws0"> </div><div class="t m0 x41 h2e y99f ffb fs8 fc0 sc0 ls1 ws0">Theme<span class="_ _96"> </span>Categ<span class="_ _2"></span>ory<span class="_ _97"> </span>Timeframe impact<span class="_ _15"> </span><span class="ff16">Description<span class="_ _98"> </span></span>Business impact<span class="_ _2c"> </span>Scenario</div><div class="t m0 x41 he y9a0 ffb fs6 fc3 sc0 ls1 ws0">Risks</div><div class="t m0 x41 h64 y9a1 ffb fs6 fc0 sc0 ls1 ws0">Marke<span class="_ _2"></span>t<span class="_ _96"> </span><span class="ffc fc3">Chronic change<span class="_ _9c"> </span><span class="ffd">Long-term<span class="_ _9d"> </span></span>Gradual but sev<span class="_ _2"></span>ere </span></div><div class="t m0 x115 h64 y9a2 ffd fs6 fc3 sc0 ls1 ws0">shifts in climate pa<span class="_ _2"></span>tterns </div><div class="t m0 x115 h64 y9a3 ffd fs6 fc3 sc0 ls1 ws0">resulting in str<span class="_ _2"></span>anded </div><div class="t m0 x115 h64 y9a4 ffd fs6 fc3 sc0 ls1 ws0">assets and devalua<span class="_ _2"></span>tion </div><div class="t m0 x115 h64 y9a5 ffd fs6 fc3 sc0 ls1 ws0">of properties.</div><div class="t m0 xa6 h64 y9a6 ffd fs6 fc3 sc0 ls1 ws0">Long-term risk to </div><div class="t m0 xa6 h64 y9a7 ffd fs6 fc3 sc0 ls1 ws0">business model.</div><div class="t m0 x78 he y9a8 ffb fs6 fc0 sc0 ls1 ws0">Scenario 2 </div><div class="t m0 x41 he y9a9 ffb fs6 fc0 sc0 ls1 ws0">Physical</div><div class="t m0 x49 h64 y9aa ffd fs6 fc3 sc0 ls1 ws0">Rising temper<span class="_ _2"></span>atures<span class="_ _15"> </span>Long-term<span class="_ _9d"> </span>Increased risk of heat<span class="_ _2"></span>-</div><div class="t m0 x115 h64 y9ab ffd fs6 fc3 sc0 ls1 ws0">relat<span class="_ _2"></span>ed illness, stress </div><div class="t m0 x115 h64 y9ac ffd fs6 fc3 sc0 ls1 ws0">and fa<span class="_ _2"></span>tigue.</div><div class="t m0 xa6 h64 y9ad ffd fs6 fc3 sc0 ls1 ws0">Lost work time, r<span class="_ _2"></span>educed </div><div class="t m0 xa6 h64 y9ae ffd fs6 fc3 sc0 ls1 ws0">productivity<span class="_ _6"></span>, higher </div><div class="t m0 xa6 h65 y9af ffc fs6 fc3 sc0 ls1 ws0">healthcare c<span class="_ _2"></span>osts and </div><div class="t m0 xa6 h64 y9b0 ffd fs6 fc3 sc0 ls1 ws0">potential r<span class="_ _2"></span>evenue loss.</div><div class="t m0 x49 h64 y9b1 ffd fs6 fc3 sc0 ls1 ws0">Adaptation<span class="_ _23"> </span><span class="ffc">Medium-term<span class="_ _2c"> </span></span>Rising costs for building </div><div class="t m0 x115 h64 y9b2 ffd fs6 fc3 sc0 ls1 ws0">cooling, colleague </div><div class="t m0 x115 h65 y9b3 ffc fs6 fc3 sc0 ls1 ws0">health support and site </div><div class="t m0 x115 h64 y9b4 ffd fs6 fc3 sc0 ls1 ws0">adapta<span class="_ _2"></span>tion measures.</div><div class="t m0 xa6 h65 y9b5 ffc fs6 fc3 sc0 ls1 ws0">Increased capit<span class="_ _2"></span>al </div><div class="t m0 xa6 h65 y9b6 ffc fs6 fc3 sc0 ls1 ws0">expenditur<span class="_ _2"></span>e and </div><div class="t m0 xa6 h64 y9b7 ffd fs6 fc3 sc0 ls1 ws0">operating c<span class="_ _2"></span>osts.</div><div class="t m0 x49 h65 y9b8 ffc fs6 fc3 sc0 ls1 ws0">Chronic change<span class="_ _43"> </span>Medium-term<span class="_ _2c"> </span>Climate-related </div><div class="t m0 x115 h64 y9b9 ffd fs6 fc3 sc0 ls1 ws0">disruption to dat<span class="_ _2"></span>a </div><div class="t m0 x115 h64 y9ba ffd fs6 fc3 sc0 ls1 ws0">centres, t<span class="_ _2"></span>echnology </div><div class="t m0 x115 h64 y9bb ffd fs6 fc3 sc0 ls1 ws0">provider<span class="_ _2"></span>s, and wider </div><div class="t m0 x115 h64 y9bc ffd fs6 fc3 sc0 ls1 ws0">supply chains (logistics, </div><div class="t m0 x115 h64 y9bd ffd fs6 fc3 sc0 ls1 ws0">utilities, and materials), </div><div class="t m0 x115 h64 y9be ffd fs6 fc3 sc0 ls1 ws0">leading to outag<span class="_ _2"></span>es, </div><div class="t m0 x115 h65 y9bf ffc fs6 fc3 sc0 ls1 ws0">increased cos<span class="_ _2"></span>t and </div><div class="t m0 x115 h65 y9c0 ffc fs6 fc3 sc0 ls1 ws0">reduced service </div><div class="t m0 x115 h64 y9c1 ffd fs6 fc3 sc0 ls1 ws0">av<span class="_ _2"></span>ailability<span class="_ _0"></span>.</div><div class="t m0 xa6 h64 y9c2 ffd fs6 fc3 sc0 ls1 ws0">Delay<span class="_ _2"></span>s in delivery<span class="_ _0"></span>, </div><div class="t m0 xa6 h64 y9c3 ffd fs6 fc3 sc0 ls1 ws0">higher operating c<span class="_ _2"></span>osts </div><div class="t m0 xa6 h65 y9c4 ffc fs6 fc3 sc0 ls1 ws0">and reduced r<span class="_ _2"></span>eliability </div><div class="t m0 xa6 h65 y9c5 ffc fs6 fc3 sc0 ls1 ws0">of delivering Group </div><div class="t m0 xa6 h64 y9c6 ffd fs6 fc3 sc0 ls1 ws0">portfolio services.</div><div class="t m0 x41 h26 y9c7 ff16 fs6 fc3 sc0 ls1 ws0">Opportunities</div><div class="t m0 x41 h26 y9c8 ff16 fs6 fc0 sc0 ls1 ws0">T<span class="_ _2"></span>r<span class="_ _2"></span>ansition</div><div class="t m0 x49 h65 y9c9 ffc fs6 fc3 sc0 ls1 ws0">Strat<span class="_ _2"></span>egic<span class="_ _31"> </span>Medium-term<span class="_ _2c"> </span>Increased demand for </div><div class="t m0 x115 h65 y9ca ffc fs6 fc3 sc0 ls1 ws0">climate-r<span class="_ _2"></span>elated pr<span class="_ _2"></span>operty </div><div class="t m0 x115 h64 y9cb ffd fs6 fc3 sc0 ls1 ws0">data and assessmen<span class="_ _2"></span>ts.</div><div class="t m0 xa6 h64 y9cc ffd fs6 fc3 sc0 ls1 ws0">Streng<span class="_ _2"></span>then existing </div><div class="t m0 xa6 h64 y9cd ffd fs6 fc3 sc0 ls1 ws0">mark<span class="_ _2"></span>et position, enter </div><div class="t m0 xa6 h64 y9ce ffd fs6 fc3 sc0 ls1 ws0">new mark<span class="_ _2"></span>ets or creat<span class="_ _2"></span>e </div><div class="t m0 xa6 h64 y9cf ffd fs6 fc3 sc0 ls1 ws0">new rev<span class="_ _2"></span>enue streams.</div><div class="t m0 x78 he y9d0 ffb fs6 fc0 sc0 ls1 ws0">Scenario 1 </div><div class="t m0 x49 h65 y9d1 ffc fs6 fc3 sc0 ls1 ws0">Brand and </div><div class="t m0 x49 h64 y9d2 ffd fs6 fc3 sc0 ls1 ws0">reputa<span class="_ _2"></span>tion</div><div class="t m0 xe6 h65 y9d1 ffc fs6 fc3 sc0 ls1 ws0">Short<span class="_ _2"></span>-term<span class="_ _9a"> </span>Climate-r<span class="_ _2"></span>elated </div><div class="t m0 x115 h65 y9d2 ffc fs6 fc3 sc0 ls1 ws0">approach and </div><div class="t m0 x115 h64 y9d3 ffd fs6 fc3 sc0 ls1 ws0">disclosures aligned with </div><div class="t m0 x115 h64 y9d4 ffd fs6 fc3 sc0 ls1 ws0">k<span class="_ _2"></span>ey client expect<span class="_ _2"></span>ations.</div><div class="t m0 xa6 h64 y9d5 ffd fs6 fc3 sc0 ls1 ws0">Increased br<span class="_ _2"></span>and value, </div><div class="t m0 xa6 h64 y9d6 ffd fs6 fc3 sc0 ls1 ws0">growth opportunities </div><div class="t m0 xa6 h65 y9d7 ffc fs6 fc3 sc0 ls1 ws0">and stability in cus<span class="_ _2"></span>tomer </div><div class="t m0 xa6 h64 y9d8 ffd fs6 fc3 sc0 ls1 ws0">base.</div><div class="t m0 x41 h26 y9d9 ff16 fs6 fc0 sc0 ls1 ws0">T<span class="_ _2"></span>r<span class="_ _2"></span>ansition<span class="_ _82"> </span><span class="ffc fc3">Commer<span class="_ _2"></span>cial<span class="_ _9e"> </span><span class="ffd">Long-term<span class="_ _9d"> </span></span>Increased client and </span></div><div class="t m0 x115 h65 y9da ffc fs6 fc3 sc0 ls1 ws0">inves<span class="_ _2"></span>tor demand f<span class="_ _2"></span>or </div><div class="t m0 x115 h64 y9db ffd fs6 fc3 sc0 ls1 ws0">climate aligned portf<span class="_ _2"></span>olio </div><div class="t m0 x115 h64 y9dc ffd fs6 fc3 sc0 ls1 ws0">data, pr<span class="_ _2"></span>oducts and </div><div class="t m0 x115 h64 y9dd ffd fs6 fc3 sc0 ls1 ws0">services.</div><div class="t m0 xa6 h64 y9de ffd fs6 fc3 sc0 ls1 ws0">Streng<span class="_ _2"></span>then existing </div><div class="t m0 xa6 h64 y9df ffd fs6 fc3 sc0 ls1 ws0">mark<span class="_ _2"></span>et position, enter </div><div class="t m0 xa6 h64 y9e0 ffd fs6 fc3 sc0 ls1 ws0">new mark<span class="_ _2"></span>ets or creat<span class="_ _2"></span>e </div><div class="t m0 xa6 h64 y9e1 ffd fs6 fc3 sc0 ls1 ws0">new rev<span class="_ _2"></span>enue streams.</div><div class="t m0 x78 he y9e2 ffb fs6 fc0 sc0 ls1 ws0">Scenario 2 </div><div class="t m0 x18 hf y9e3 ffb fs2 fc7 sc0 ls1 ws0">Metrics and tar<span class="_ _2"></span>gets</div><div class="t m0 x18 h13 y9e4 ffd fs8 fc8 sc0 ls14 ws11">W<span class="_ _2"></span>e hav<span class="_ _2"></span>e selected climat<span class="_ _2"></span>e-relat<span class="_ _2"></span>ed measures t<span class="_ _2"></span>o monitor perf<span class="_ _2"></span>ormance, </div><div class="t m0 x18 h13 y9e5 ffd fs8 fc8 sc0 ls14 ws11">assess exposur<span class="_ _2"></span>e to tr<span class="_ _2"></span>ansition and ph<span class="_ _2"></span>ysical risk<span class="_ _2"></span>s, and track <span class="_ _2"></span>progr<span class="_ _2"></span>ess </div><div class="t m0 x18 h13 y9e6 ffd fs8 fc8 sc0 ls14 ws11">agains<span class="_ _2"></span>t our emission reduction <span class="_ _2"></span>objectives. These metrics ar<span class="_ _2"></span>e </div><div class="t m0 x18 h13 y9e7 ffd fs8 fc8 sc0 ls14 ws11">reported <span class="_ _2"></span>annually through the <span class="_ _2"></span>Annual Report and <span class="_ _2"></span>Accounts and </div><div class="t m0 x18 h13 y9e8 ffd fs8 fc8 sc0 ls14 ws11">volunt<span class="_ _2"></span>ary via the Carbon Disclosur<span class="_ _2"></span>e Project.</div><div class="t m0 x18 h14 y9e9 ff1e fs8 fc9 sc0 ls14 ws11">Climate-related <span class="_ _2"></span>metrics</div><div class="t m0 x18 h13 y9ea ffd fs8 fc8 sc0 ls14 ws11">W<span class="_ _2"></span>e report gr<span class="_ _2"></span>eenhouse gas <span class="_ _2"></span>emissions in line with the Gr<span class="_ _2"></span>eenhouse Gas </div><div class="t m0 x18 h13 y9eb ffd fs8 fc8 sc0 ls14 ws11">Pr<span class="_ _2"></span>otocol, co<span class="_ _2"></span>vering scope 1, sc<span class="_ _2"></span>ope 2 and mat<span class="_ _2"></span>erial scope 3 c<span class="_ _2"></span>ategories </div><div class="t m0 x18 h13 y9ec ffd fs8 fc8 sc0 ls14 ws11">across all <span class="_ _2"></span>Divisions.</div><div class="t m0 x87 h13 y9ed ffd fs8 fc8 sc0 ls14 ws11">The Board has <span class="_ _2"></span>set a long-term ambition <span class="_ _2"></span>to achieve Ne<span class="_ _2"></span>t Zer<span class="_ _2"></span>o by 2040 </div><div class="t m0 x87 h13 y9ee ffd fs8 fc8 sc0 ls14 ws11">across all <span class="_ _2"></span>emission scopes. T<span class="_ _6"></span>o support this ambition, the Gr<span class="_ _2"></span>oup </div><div class="t m0 x87 h13 y9ef ffd fs8 fc8 sc0 ls14 ws11">has adopted science-aligned <span class="_ _2"></span>milestone r<span class="_ _2"></span>eductions from <span class="_ _2"></span>a 2023/24 </div><div class="t m0 x87 h13 y9f0 ffd fs8 fc8 sc0 ls14 ws11">baseline year<span class="_ _6"></span>, including a 63% r<span class="_ _2"></span>eduction in scope 1 <span class="_ _2"></span>and 2 emissions </div><div class="t m0 x87 h13 y9f1 ffd fs8 fc8 sc0 ls14 ws11">and a 38% r<span class="_ _2"></span>eduction in scope 3 emissions b<span class="_ _2"></span>y 2035. Pr<span class="_ _2"></span>ogress is </div><div class="t m0 x87 h13 y9f2 ffd fs8 fc8 sc0 ls14 ws11">over<span class="_ _2"></span>seen by the EWG, <span class="_ _2"></span>which supports delivery<span class="_ _6"></span>, reporting and </div><div class="t m0 x87 h13 y9f3 ffd fs8 fc8 sc0 ls14 ws11">ongoing dat<span class="_ _2"></span>a improv<span class="_ _2"></span>ement.</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   43<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   43<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pf2e" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc2e w4 h0"><img 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" class="bi x0 y9f4 w5 h85" alt="" /><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">44<span class="_ _13"> </span>45</div><div class="t m0 x19 he y1e ff10 fs6 fc4 sc0 ls11 wse">OVERVIEW</div><div class="t m0 x6 h13 y9f5 ffd fs8 fc8 sc0 ls14 ws11">In 2024/25, scope 1 <span class="_ _2"></span>and 2 emissions reduced <span class="_ _2"></span>by appro<span class="_ _2"></span>ximately <span class="_ _2"></span>50% </div><div class="t m0 x6 h13 y9f6 ffd fs8 fc8 sc0 ls14 ws11">on a mark<span class="_ _2"></span>et<span class="_ _2"></span>-based basis c<span class="_ _2"></span>ompared with the baseline <span class="_ _2"></span>year<span class="_ _6"></span>, driven by </div><div class="t m0 x6 h13 y9f7 ffd fs8 fc8 sc0 ls14 ws11">structur<span class="_ _2"></span>al reductions in g<span class="_ _2"></span>as and fuel use, <span class="_ _2"></span>fleet improv<span class="_ _2"></span>ements and low<span class="_ _2"></span>er </div><div class="t m0 x6 h13 y9f8 ffd fs8 fc8 sc0 ls14 ws11">F-gas losses. <span class="_ _2"></span>Scope 2 electricity emissions r<span class="_ _2"></span>educed by appr<span class="_ _2"></span>oxima<span class="_ _2"></span>tely </div><div class="t m0 x6 h13 y9f9 ffd fs8 fc8 sc0 ls14 ws11">24% on a mark<span class="_ _2"></span>et<span class="_ _2"></span>-based basis, r<span class="_ _2"></span>eflecting es<span class="_ _2"></span>tat<span class="_ _2"></span>e changes, efficiency </div><div class="t m0 x6 h13 y9fa ffd fs8 fc8 sc0 ls14 ws11">measures and grid <span class="_ _2"></span>decarbonisation. Y<span class="_ _6"></span>ear-on-y<span class="_ _2"></span>ear changes also r<span class="_ _2"></span>eflect </div><div class="t m0 x6 h13 y9fb ffd fs8 fc8 sc0 ls14 ws11">calculation r<span class="_ _2"></span>efinements, inclu<span class="_ _2"></span>ding updates t<span class="_ _2"></span>o emissions f<span class="_ _2"></span>actors and <span class="_ _2"></span>the </div><div class="t m0 x6 h13 y9fc ffd fs8 fc8 sc0 ls14 ws11">reporting pla<span class="_ _2"></span>tform.</div><div class="t m0 x6 h1d y9fd ffd fs11 fc8 sc0 ls2b ws29">1 <span class="_ _15"> </span> <span class="_ _1c"></span>Sc<span class="_ _1"></span>ope 3 em<span class="_ _1"></span>issi<span class="_ _1"></span>ons re<span class="_ _1"></span>flec<span class="_ _1"></span>t ch<span class="_ _1"></span>ange<span class="_ _1"></span>s in repo<span class="_ _1"></span>r<span class="_ _1"></span>ting c<span class="_ _1"></span>over<span class="_ _1"></span>age an<span class="_ _1"></span>d data qu<span class="_ _1"></span>alit<span class="_ _1"></span>y, incl<span class="_ _1"></span>udin<span class="_ _1"></span>g impro<span class="_ _1"></span>ved da<span class="_ _1"></span>ta for i<span class="_ _1"></span>nves<span class="_ _1"></span>tmen<span class="_ _1"></span>ts and a f<span class="_ _1"></span>ull yea<span class="_ _1"></span>r of fra<span class="_ _1"></span>nchi<span class="_ _1"></span>se rep<span class="_ _1"></span>or<span class="_ _1"></span>tin<span class="_ _1"></span>g unde<span class="_ _1"></span>r the </div><div class="t m0 x86 h4a y9fe ffc fs11 fc8 sc0 ls7b ws75">revised Estate Agenc<span class="_ _1"></span>y structure</div><div class="t m0 x6 h1d y9ff ffd fs11 fc8 sc0 ls2b ws29">2 <span class="_ _15"> </span>Inte<span class="_ _1"></span>nsit<span class="_ _1"></span>y me<span class="_ _1"></span>tric<span class="_ _1"></span>s are c<span class="_ _1"></span>alc<span class="_ _1"></span>ulate<span class="_ _1"></span>d using a<span class="_ _1"></span>vera<span class="_ _1"></span>ge emp<span class="_ _1"></span>loye<span class="_ _1"></span>e numb<span class="_ _1"></span>ers an<span class="_ _1"></span>d repo<span class="_ _1"></span>r<span class="_ _1"></span>ted re<span class="_ _1"></span>venue f<span class="_ _1"></span>or the re<span class="_ _1"></span>lev<span class="_ _1"></span>ant fina<span class="_ _1"></span>ncia<span class="_ _1"></span>l year</div><div class="t m0 x116 h13 y9f5 ffd fs8 fc8 sc0 ls14 ws11">Scope 3 emissions r<span class="_ _2"></span>eflect changes <span class="_ _2"></span>in reporting c<span class="_ _2"></span>overag<span class="_ _2"></span>e and dat<span class="_ _2"></span>a </div><div class="t m0 x116 h13 y9f6 ffd fs8 fc8 sc0 ls14 ws11">quality<span class="_ _0"></span>, including impro<span class="_ _2"></span>ved dat<span class="_ _2"></span>a for <span class="_ _2"></span>inves<span class="_ _2"></span>tments and a full <span class="_ _2"></span>year of </div><div class="t m0 x116 h13 y9f7 ffd fs8 fc8 sc0 ls14 ws11">franchise r<span class="_ _2"></span>eporting under the r<span class="_ _2"></span>evised Est<span class="_ _2"></span>ate Ag<span class="_ _2"></span>ency Franchising </div><div class="t m0 x116 h13 y9f8 ffd fs8 fc8 sc0 ls14 ws11">structure. <span class="_ _2"></span>Overall, <span class="_ _2"></span>marke<span class="_ _2"></span>t<span class="_ _2"></span>-based emissions reduced b<span class="_ _2"></span>y appro<span class="_ _2"></span>ximately </div><div class="t m0 x116 h13 y9f9 ffd fs8 fc8 sc0 ls14 ws11">14% compared <span class="_ _2"></span>with 2023/24, indicating <span class="_ _2"></span>consisten<span class="_ _2"></span>t progr<span class="_ _2"></span>ess ag<span class="_ _2"></span>ainst the </div><div class="t m0 x116 h13 y9fa ffd fs8 fc8 sc0 ls14 ws11">Group’<span class="_ _6"></span>s Net Zero objectiv<span class="_ _2"></span>e.</div><div class="t m0 x6 h2a ya00 ff13 fs5 fc7 sc0 ls1 ws0">Carbon performance f<span class="_ _2"></span>or the period 1 October 2024 t<span class="_ _2"></span>o 30 September 2025</div><div class="t m0 x112 h29 ya01 ffb fs5 fcb sc0 ls1 ws0"> </div><div class="t m0 xce h42 ya02 ffb fs1a fc0 sc0 ls1 ws0">10,393</div><div class="t m0 x108 h1f ya03 ffd fs5 fc0 sc0 ls1 ws0">tonnes of CO2e (tC<span class="_ _2"></span>O</div><div class="t m0 x117 h43 ya04 ffd fs1b fc0 sc0 ls1 ws0">2</div><div class="t m0 xd5 h1f ya03 ffd fs5 fc0 sc0 ls1 ws0">e)</div><div class="t m0 x6 h13 ya05 ffd fs8 fc8 sc0 ls14 ws11">Our carbon f<span class="_ _2"></span>ootprint and ener<span class="_ _2"></span>gy consumption <span class="_ _2"></span>in accordance <span class="_ _2"></span>with the UK Streamlined <span class="_ _2"></span>Energy and Carbon R<span class="_ _2"></span>eporting (SECR) r<span class="_ _2"></span>egulations is pr<span class="_ _2"></span>esented </div><div class="t m0 x6 h13 ya06 ffd fs8 fc8 sc0 ls14 ws11">in the table <span class="_ _2"></span>below<span class="_ _0"></span>.</div><div class="t m0 xc3 h86 ya07 ffc fs11 fc3 sc0 ls1 ws0">Metric<span class="_ _9f"> </span><span class="ff16">2024/25<span class="_ _a0"> </span><span class="ffd">2023/24<span class="_ _a0"> </span>2022/23</span></span></div><div class="t m0 xc3 h13 ya08 ffd fs8 fc3 sc0 ls1 ws0">Scope 1 emissions (tCO₂e)<span class="_ _a1"> </span><span class="ffb">275<span class="_ _6b"> </span></span>692<span class="_ _a2"> </span>730</div><div class="t m0 xc3 h13 ya09 ffd fs8 fc3 sc0 ls1 ws0">Scope 2 emissions (tCO₂e) - <span class="ff13">mark<span class="_ _0"></span>et-based<span class="_ _a3"> </span><span class="ffb">183<span class="_ _a2"> </span><span class="ffd">240<span class="_ _6b"> </span>637</span></span></span></div><div class="t m0 xc3 h2e ya0a ff16 fs8 fc3 sc0 ls1 ws0">Scope 1 + 2 emissions (tCO₂e) - mark<span class="_ _2"></span>et<span class="_ _2"></span>-based<span class="_ _a4"> </span><span class="ffb">458<span class="_ _a2"> </span><span class="ffd">932<span class="_ _75"> </span>1,368</span></span></div><div class="t m0 xc3 h13 ya0b ffd fs8 fc3 sc0 ls1 ws0">Scope 2 emissions (tCO₂e) - loc<span class="_ _2"></span>ation-based<span class="_ _a5"> </span><span class="ffb">87<span class="_ _a2"> </span></span>292<span class="_ _6b"> </span>996</div><div class="t m0 xc3 h2e ya0c ff16 fs8 fc3 sc0 ls1 ws0">Scope 1 + 2 emissions (tCO₂e) - location-based<span class="_ _a6"> </span><span class="ffb">362<span class="_ _a2"> </span><span class="ffd">983<span class="_ _75"> </span>1,727</span></span></div><div class="t m0 xc3 h13 ya0d ffd fs8 fc3 sc0 ls1 ws0">Scope 3 emissions (tCO₂e)</div><div class="t m0 x6a h3a ya0e ffd fs19 fc3 sc0 ls1 ws0">1<span class="ffc"> </span></div><div class="t m0 x7e h13 ya0d ffb fs8 fc3 sc0 ls1 ws0">9,935<span class="_ _a0"> </span><span class="ffd">11,123<span class="_ _a7"> </span>14,459</span></div><div class="t m0 xc3 h2e ya0f ff16 fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal emissions (tCO₂e) - market<span class="_ _2"></span>-based<span class="_ _a8"> </span><span class="ffb">10,393<span class="_ _a0"> </span><span class="ffd">12,055<span class="_ _a7"> </span>15,827</span></span></div><div class="t m0 xc3 h2e ya10 ff16 fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal emissions (tCO₂e) - location-based<span class="_ _a9"> </span><span class="ffb">10,297<span class="_ _a0"> </span><span class="ffd">12,106<span class="_ _a7"> </span>16,524</span></span></div><div class="t m0 xc3 h2e ya11 ff16 fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal energy consumption (kWh) - scope 1 + 2<span class="_ _aa"> </span><span class="ffb">1,823,002<span class="_ _ab"> </span><span class="ffd">2,777,178<span class="_ _ab"> </span>8,016,326</span></span></div><div class="t m0 xc3 h4a ya12 ffc fs11 fc3 sc0 ls1 ws0">Intensity metrics</div><div class="t m0 xda h87 ya13 ffd fs31 fc3 sc0 ls1 ws0">2</div><div class="t m0 xc1 h11 ya12 ffb fs8 fc3 sc0 ls1 ws0"> <span class="_ _ac"> </span><span class="ffc"> <span class="_ _ac"> </span> </span></div><div class="t m0 xc3 h13 ya14 ffd fs8 fc3 sc0 ls1 ws0">tCO₂e per employee <span class="_ _18"></span>- market<span class="_ _0"></span>-based (scope 1 + 2)<span class="_ _ad"> </span><span class="ffb">0.3<span class="_ _8b"> </span></span>0.5<span class="_ _ae"> </span>0.5</div><div class="t m0 xc3 h13 ya15 ffd fs8 fc3 sc0 ls1 ws0">tCO₂e per employee - loc<span class="_ _2"></span>ation-based (scope 1 + 2)<span class="_ _af"> </span><span class="ffb">0.2<span class="_ _8b"> </span></span>0.5<span class="_ _ae"> </span>0.6</div><div class="t m0 xc3 h13 ya16 ffd fs8 fc3 sc0 ls1 ws0">tCO₂e per £m re<span class="_ _2"></span>venue - mark<span class="_ _2"></span>et<span class="_ _2"></span>-based (scope 1 + 2)<span class="_ _b0"> </span><span class="ffb">2.5<span class="_ _8b"> </span></span>5.4<span class="_ _ae"> </span>7.7</div><div class="t m0 xc3 h13 ya17 ffd fs8 fc3 sc0 ls1 ws0">tCO₂e per £m re<span class="_ _2"></span>venue - location-based (sc<span class="_ _2"></span>ope 1 + 2)<span class="_ _b1"> </span><span class="ffb">2.0<span class="_ _8b"> </span></span>5.7<span class="_ _ae"> </span>9.8</div><div class="t m0 x6 h45 y21 ffd fs4 fc6 sc0 ls1 ws0">T<span class="_ _6"></span>CF<span class="_ _6"></span>D R<span class="_ _2"></span>e<span class="_ _2"></span>p<span class="_ _2"></span>or<span class="_ _1"></span>t <span class="ffc fs18 ls64 ws5f">conti<span class="_ _2"></span>nued</span></div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   44<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   44<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
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class="bi x0 ya18 w5 h88" alt="" /><div class="t m0 xf he y1f ff11 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">44<span class="_ _13"> </span>45</div><div class="t m0 xe he y1e ff12 fs6 fc4 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span>FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span>CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="fc0 ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="fc4 ls11 wse">OVERVIEW</span></span></div><div class="t m0 x18 h2a y1de ff13 fs5 fc7 sc0 ls1 ws0">Greenhouse g<span class="_ _2"></span>as emissions reporting and methodology</div><div class="t m0 x18 h13 y894 ffd fs8 fc8 sc0 ls14 ws11">During 2025, we implemen<span class="_ _2"></span>ted Gr<span class="_ _2"></span>oup-wide carbon accoun<span class="_ _2"></span>ting </div><div class="t m0 x18 h13 y895 ffd fs8 fc8 sc0 ls14 ws11">software <span class="_ _2"></span>to support mor<span class="_ _2"></span>e consist<span class="_ _2"></span>ent and r<span class="_ _2"></span>obust gr<span class="_ _2"></span>eenhouse gas </div><div class="t m0 x18 h13 y896 ffd fs8 fc8 sc0 ls14 ws11">reporting. The s<span class="_ _2"></span>ys<span class="_ _2"></span>tem is designed t<span class="_ _2"></span>o str<span class="_ _2"></span>eamline data c<span class="_ _2"></span>ollection, </div><div class="t m0 x18 h13 ya19 ffd fs8 fc8 sc0 ls14 ws11">improv<span class="_ _2"></span>e accuracy<span class="_ _6"></span>, and provide a <span class="_ _2"></span>common basis f<span class="_ _2"></span>or reporting <span class="_ _2"></span>and </div><div class="t m0 x18 h13 ya1a ffd fs8 fc8 sc0 ls14 ws11">analysis acr<span class="_ _2"></span>oss the Gr<span class="_ _2"></span>oup over time, supporting <span class="_ _2"></span>clearer tr<span class="_ _2"></span>acking of </div><div class="t m0 x18 h13 ya1b ffd fs8 fc8 sc0 ls14 ws11">performance <span class="_ _2"></span>and progr<span class="_ _2"></span>ess.</div><div class="t m0 x18 h13 ya1c ffd fs8 fc8 sc0 ls14 ws11">Our greenhouse g<span class="_ _2"></span>as (GHG) emissions ar<span class="_ _2"></span>e report<span class="_ _2"></span>ed in tonnes of </div><div class="t m0 x18 h13 ya1d ffd fs8 fc8 sc0 ls14 ws11">carbon dio<span class="_ _2"></span>xide equivalent <span class="_ _2"></span>(tCO₂e) and pr<span class="_ _2"></span>epared in acc<span class="_ _2"></span>ordance with </div><div class="t m0 x87 h13 ya1e ffd fs8 fc8 sc0 ls14 ws11">the GHG pr<span class="_ _2"></span>otocol, using the <span class="_ _2"></span>operational c<span class="_ _2"></span>ontr<span class="_ _2"></span>ol approach. Emissions </div><div class="t m0 x87 h13 ya1f ffd fs8 fc8 sc0 ls14 ws11">include scope 1, sc<span class="_ _2"></span>ope 2 and scope 3. <span class="_ _2"></span>Scope 2 emissions ar<span class="_ _2"></span>e report<span class="_ _2"></span>ed </div><div class="t m0 x87 h13 ya20 ffd fs8 fc8 sc0 ls14 ws11">on both a loca<span class="_ _2"></span>tion-based and mark<span class="_ _2"></span>et<span class="_ _2"></span>-based basis, with mark<span class="_ _0"></span>et-</div><div class="t m0 x87 h13 ya21 ffd fs8 fc8 sc0 ls14 ws11">based reporting used <span class="_ _2"></span>as the def<span class="_ _2"></span>ault. Scope 3 emissions <span class="_ _2"></span>include </div><div class="t m0 x87 h13 ya22 ffd fs8 fc8 sc0 ls14 ws11">estimat<span class="_ _2"></span>ed emissions associated <span class="_ _2"></span>with franchise oper<span class="_ _2"></span>ations using </div><div class="t m0 x87 h13 ya23 ffd fs8 fc8 sc0 ls14 ws11">a pro<span class="_ _2"></span>xy appr<span class="_ _2"></span>oach. Emission fact<span class="_ _2"></span>ors ar<span class="_ _2"></span>e sourced <span class="_ _2"></span>from DEFRA, the </div><div class="t m0 x87 h13 ya24 ffd fs8 fc8 sc0 ls14 ws11">Interna<span class="_ _2"></span>tional Energy Agency <span class="_ _2"></span>(IEA) and supplier<span class="_ _2"></span>-specific disclosur<span class="_ _2"></span>es, </div><div class="t m0 x87 h13 ya25 ffd fs8 fc8 sc0 ls14 ws11">with Association of Issuing <span class="_ _2"></span>Bodies (AIB) residual mix <span class="_ _2"></span>factor<span class="_ _2"></span>s applied </div><div class="t m0 x87 h13 ya26 ffd fs8 fc8 sc0 ls14 ws11">where r<span class="_ _2"></span>equired.</div><div class="t m0 x18 h13 ya27 ffd fs8 fc8 sc0 ls14 ws11">Our Stra<span class="_ _2"></span>tegic R<span class="_ _2"></span>eport, which runs fr<span class="_ _2"></span>om pages 03 to <span class="_ _2"></span>45, explains how <span class="_ _2"></span>we oper<span class="_ _2"></span>ate to <span class="_ _2"></span>achieve our business model <span class="_ _2"></span>and is appro<span class="_ _2"></span>ved by and signed <span class="_ _2"></span>on </div><div class="t m0 x18 h13 ya28 ffd fs8 fc8 sc0 ls14 ws11">behalf of the Boar<span class="_ _2"></span>d of Direct<span class="_ _2"></span>ors.</div><div class="t m0 x18 h11 ya29 ffb fs8 fc8 sc0 ls14 ws0">Adam Castleton<span class="ls1"> </span></div><div class="t m0 x18 h13 ya2a ffd fs8 fc8 sc0 ls14 ws11">Group Chie<span class="_ _2"></span>f Execu<span class="_ _2"></span>tive Officer</div><div class="t m0 x3f h11 ya29 ffb fs8 fc8 sc0 ls14 ws0">David Tilak<span class="ls1"> </span></div><div class="t m0 x3f h13 ya2a ffd fs8 fc8 sc0 ls14 ws11">Group Chie<span class="_ _2"></span>f Finance Officer</div><div class="t m0 x18 h13 ya2b ffd fs8 fc8 sc0 ls14 ws11">18 March 2026<span class="_ _b2"> </span>18 March 2026</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   45<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   45<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
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class="bi x0 ya2c w5 h89" alt="" /><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">46<span class="_ _13"> </span>47</div><div class="t m0 x19 he y1e ff10 fs6 fc4 sc0 ls11 wse">OVERVIEW</div><div class="t m0 x6 h10 ya2d ffc fs4 fc6 sc0 ls1 ws0">Th<span class="_ _2"></span>e Bo<span class="_ _2"></span>a<span class="_ _0"></span>rd a<span class="_ _0"></span>n<span class="_ _2"></span>d Ex<span class="_ _2"></span>ec<span class="_ _0"></span>ut<span class="_ _0"></span>iv<span class="_ _0"></span>e T<span class="_ _18"></span>e<span class="_ _0"></span>a<span class="_ _2"></span>m</div><div class="t m0 x106 h8a ya2e ffb fs32 fc7 sc0 ls1 ws0">Adrian Collins</div><div class="t m0 x106 h1f ya2f ffd fs5 fc7 sc0 ls1 ws0">Non-Ex<span class="_ _2"></span>ecutive <span class="ffc"> </span></div><div class="t m0 x106 h20 ya30 ffc fs5 fc7 sc0 ls1 ws0">Chair</div><div class="t m0 x106 h26 ya31 ff16 fs6 fc7 sc0 ls1 ws0">Committees</div><div class="t m0 x106 h65 ya32 ffc fs6 fc7 sc0 ls1 ws0"> </div><div class="t m0 xd1 h8b ya33 ffb fs11 fc0 sc0 ls1 ws0">D</div><div class="t m0 x2a h65 ya34 ffc fs6 fc7 sc0 ls1 ws0"> </div><div class="t m0 x118 h8b ya33 ffb fs11 fc0 sc0 ls1 ws0">N</div><div class="t m0 x2b h65 ya34 ffc fs6 fc7 sc0 ls1 ws0"> </div><div class="t m0 x6c h8b ya33 ffb fs11 fc7 sc0 ls1 ws0">R</div><div class="t m0 x119 h65 ya34 ffc fs6 fc7 sc0 ls1 ws0">   </div><div class="t m0 x106 he ya35 ffb fs6 fc7 sc0 ls1 ws0">Appointed t<span class="_ _2"></span>o Board:</div><div class="t m0 x106 h1d ya36 ffd fs11 fc7 sc0 ls1 ws0">30 April 2024 <span class="ffc"> </span></div><div class="t m0 xc1 h8a ya2e ffb fs32 fc7 sc0 ls1 ws0">James Mack</div><div class="t m0 xc1 h20 ya2f ffc fs5 fc7 sc0 ls1 ws0">Independent  </div><div class="t m0 xc1 h1f ya30 ffd fs5 fc7 sc0 ls1 ws0">Non-Ex<span class="_ _2"></span>ecutive Direct<span class="_ _2"></span>or</div><div class="t m0 xc1 h26 ya31 ff16 fs6 fc7 sc0 ls1 ws0">Committees</div><div class="t m0 xc1 h65 ya32 ffc fs6 fc7 sc0 ls1 ws0"> </div><div class="t m0 xc2 h8b ya33 ffb fs11 fc0 sc0 ls7c ws76">AR</div><div class="t m0 x11a h65 ya34 ffc fs6 fc7 sc0 ls1 ws0"> </div><div class="t m0 x100 h8b ya33 ffb fs11 fc7 sc0 ls1 ws0">D</div><div class="t m0 xb9 h65 ya34 ffc fs6 fc7 sc0 ls1 ws0"> </div><div class="t m0 xee h8b ya33 ffb fs11 fc7 sc0 ls1 ws0">N</div><div class="t m0 x10f h65 ya34 ffc fs6 fc7 sc0 ls1 ws0"> </div><div class="t m0 xc1 he ya35 ffb fs6 fc7 sc0 ls1 ws0">Appointed t<span class="_ _2"></span>o Board:</div><div class="t m0 xc1 h1d ya36 ffd fs11 fc7 sc0 ls1 ws0">27 September 2021</div><div class="t m0 x9c he ya37 ffb fs6 fc7 sc0 ls7d ws77">Key skills<span class="_ _2"></span> and experience</div><div class="t m0 x9c h8c ya38 ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Detailed knowledg<span class="_ _2"></span>e of the Group’<span class="_ _6"></span>s business.</span></div><div class="t m0 x9c h8c ya39 ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">In-depth experience in <span class="_ _2"></span>corpora<span class="_ _2"></span>te leadership.</span></div><div class="t m0 x9c h8c ya3a ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Closely engaged <span class="_ _2"></span>with our inv<span class="_ _2"></span>estor community<span class="_ _6"></span>.</span></div><div class="t m0 x9c h8c ya3b ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Over 30 year<span class="_ _2"></span>s’ experience <span class="_ _2"></span>in finance.</span></div><div class="t m0 x9c h8c ya3c ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Qualified as a charter<span class="_ _2"></span>ed account<span class="_ _2"></span>ant.</span></div><div class="t m0 x9c he ya3d ffb fs6 fc7 sc0 ls7d ws77">Previous appointments</div><div class="t m0 x9c h8c ya3e ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Group CF<span class="_ _2"></span>O of French Connection Gr<span class="_ _2"></span>oup PLC.</span></div><div class="t m0 x9c h8c ya3f ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Leadership r<span class="_ _2"></span>oles including at O2 <span class="_ _2"></span>UK, eBay and The <span class="_ _2"></span>Walt Disne<span class="_ _2"></span>y Company<span class="_ _0"></span>.</span></div><div class="t m0 x9c h8c ya40 ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">PriceW<span class="_ _2"></span>aterhouse.</span></div><div class="t m0 x9c he ya41 ffb fs6 fc7 sc0 ls7d ws77">Current external appointments </div><div class="t m0 x9c h8c ya42 ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">None.</span></div><div class="t m0 x34 h26 ya43 ff16 fs6 fc7 sc0 ls7d ws79">Other responsibilities</div><div class="t m0 x34 h8c ya44 ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Senior Independent Dir<span class="_ _2"></span>ector<span class="_ _6"></span>.</span></div><div class="t m0 x34 he ya45 ffb fs6 fc7 sc0 ls7d ws77">Key skills<span class="_ _2"></span> and experience</div><div class="t m0 x34 h8c ya46 ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Significant knowledg<span class="_ _2"></span>e in audit and risk, with r<span class="_ _2"></span>ecent rele<span class="_ _2"></span>vant financial </span></div><div class="t m0 x11b h8c ya47 ffd fs33 fc8 sc0 ls7e ws78">experience.</div><div class="t m0 x34 h8c ya48 ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Qualified as a charter<span class="_ _2"></span>ed account<span class="_ _2"></span>ant.</span></div><div class="t m0 x34 h8c ya49 ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Holds a BA fr<span class="_ _2"></span>om the Univer<span class="_ _2"></span>sity of Nottingham.</span></div><div class="t m0 x34 he ya4a ffb fs6 fc7 sc0 ls7d ws77">Previous appointments</div><div class="t m0 x34 h8c ya4b ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Chief financial officer a<span class="_ _2"></span>t Barcla<span class="_ _2"></span>ys Bank UK plc.</span></div><div class="t m0 x34 h8c ya4c ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Chief financial officer a<span class="_ _2"></span>t Aldermore plc.</span></div><div class="t m0 x34 h8c ya4d ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Acting chief financial officer a<span class="_ _2"></span>t the Co-opera<span class="_ _2"></span>tive Bank.</span></div><div class="t m0 x34 h8c ya4e ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Senior roles in <span class="_ _2"></span>finance and internal audit <span class="_ _2"></span>at Skipton Building <span class="_ _2"></span>Society<span class="_ _0"></span>.</span></div><div class="t m0 x34 h8c ya4f ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">KPMG.</span></div><div class="t m0 x34 he ya50 ffb fs6 fc7 sc0 ls7d ws77">Current external appointments</div><div class="t m0 x34 h8c ya51 ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">CEO of John Le<span class="_ _2"></span>wis Money<span class="_ _0"></span>.</span></div><div class="t m0 x34 he ya52 ffb fs6 fc7 sc0 ls7d ws77">Key skills<span class="_ _2"></span> and experience</div><div class="t m0 x34 h8c ya53 ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Over 25 year<span class="_ _2"></span>s’ experience <span class="_ _2"></span>in stra<span class="_ _2"></span>tegic, financial and oper<span class="_ _2"></span>ational r<span class="_ _2"></span>oles </span></div><div class="t m0 x11b h8c ya54 ffd fs33 fc8 sc0 ls7e ws78">across c<span class="_ _2"></span>omplex multinational businesses.</div><div class="t m0 x34 h8c ya55 ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Pro<span class="_ _2"></span>ven track r<span class="_ _2"></span>ecord <span class="_ _2"></span>of driving and delivering gr<span class="_ _2"></span>owth thr<span class="_ _2"></span>ough stra<span class="_ _2"></span>tegic </span></div><div class="t m0 x11b h8c ya56 ffd fs33 fc8 sc0 ls7e ws78">inves<span class="_ _2"></span>tment and tr<span class="_ _2"></span>ansforma<span class="_ _2"></span>tion.</div><div class="t m0 x34 h8c ya57 ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Qualified as a charter<span class="_ _2"></span>ed account<span class="_ _2"></span>ant.</span></div><div class="t m0 x34 he ya58 ffb fs6 fc7 sc0 ls7d ws77">Previous appointments</div><div class="t m0 x34 h8c ya59 ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Group finance dir<span class="_ _2"></span>ector of Ser<span class="_ _2"></span>co Group <span class="_ _2"></span>PLC.</span></div><div class="t m0 x34 h8c ya5a ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Group finance dir<span class="_ _2"></span>ector and other positions/dir<span class="_ _2"></span>ector<span class="_ _2"></span>ships at Imperial </span></div><div class="t m0 x11b h8c ya5b ffd fs33 fc8 sc0 ls7e ws78">Brands PL<span class="_ _2"></span>C.</div><div class="t m0 x34 h8c ya5c ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">V<span class="_ _2"></span>ariety of senior <span class="_ _2"></span>leadership r<span class="_ _2"></span>oles at Gener<span class="_ _2"></span>al Electric.</span></div><div class="t m0 x34 h8c ya5d ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Non-ex<span class="_ _2"></span>ecutive direct<span class="_ _2"></span>or of Logist<span class="_ _2"></span>a Groupo s.a.</span></div><div class="t m0 x34 he ya5e ffb fs6 fc7 sc0 ls7d ws77">Current external appointments</div><div class="t m0 x34 h8c ya5f ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">None.<span class="ffc ls1 ws0"> </span></span></div><div class="t m0 x9c he ya43 ffb fs6 fc7 sc0 ls7d ws77">Key skills<span class="_ _2"></span> and experience</div><div class="t m0 x9c h8c ya44 ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8"> <span class="_ _18"></span>Highly experienced board chair and e<span class="_ _2"></span>xecutiv<span class="_ _2"></span>e director of <span class="_ _2"></span>listed compan<span class="_ _2"></span>ies.</span></div><div class="t m0 x9c h8c ya60 ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Deep unders<span class="_ _2"></span>tanding of public mark<span class="_ _0"></span>ets.</span></div><div class="t m0 x9c h8c ya61 ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Co-f<span class="_ _2"></span>ounded and led a number of highly success<span class="_ _2"></span>ful financial services businesses.</span></div><div class="t m0 x9c h8c ya62 ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Contributed t<span class="_ _2"></span>o building one of the UK’<span class="_ _0"></span>s leading institutional and r<span class="_ _2"></span>etail fund </span></div><div class="t m0 x41 h8c ya63 ffd fs33 fc8 sc0 ls7e ws78">management businesses.</div><div class="t m0 x9c h8c ya64 ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Experience in trans<span class="_ _2"></span>forma<span class="_ _2"></span>tion of businesses and significan<span class="_ _2"></span>tly growing assets.</span></div><div class="t m0 x9c he ya65 ffb fs6 fc7 sc0 ls7d ws77">Previous appointments</div><div class="t m0 x9c h8c ya66 ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Managing director <span class="_ _2"></span>at Gartmore In<span class="_ _2"></span>vestmen<span class="_ _2"></span>t Management.</span></div><div class="t m0 x9c h8c ya67 ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">One of the f<span class="_ _2"></span>ounders of T<span class="_ _6"></span>rustnet.</span></div><div class="t m0 x9c h8c ya68 ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Senior ex<span class="_ _2"></span>ecutive r<span class="_ _2"></span>oles at Jupiter<span class="_ _6"></span>, Bestinv<span class="_ _2"></span>est and Laz<span class="_ _2"></span>ard In<span class="_ _2"></span>vestor<span class="_ _2"></span>s.</span></div><div class="t m0 x9c h8c ya69 ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Executiv<span class="_ _2"></span>e and non-ex<span class="_ _2"></span>ecutive chair of Lion<span class="_ _2"></span>trust Asset Manag<span class="_ _2"></span>ement.</span></div><div class="t m0 x9c h8c ya6a ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Non-ex<span class="_ _2"></span>ecutive direct<span class="_ _2"></span>or of Hargr<span class="_ _2"></span>eaves Lansdo<span class="_ _2"></span>wn plc.</span></div><div class="t m0 x9c h8c ya6b ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Other board positions.</span></div><div class="t m0 x9c he ya6c ffb fs6 fc7 sc0 ls7d ws77">Current external appointments</div><div class="t m0 x9c h8c ya6d ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Board chair of Logis<span class="_ _2"></span>tics Development <span class="_ _2"></span>Group plc.</span></div><div class="t m0 x9c h8c ya6e ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Fincorp Int<span class="_ _2"></span>ernational Limited.</span></div><div class="t m0 x9c h8c ya6f ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Quantum Base Holdings plc.</span></div><div class="t m0 x106 h8a ya70 ffb fs32 fc7 sc0 ls1 ws0">Adam Castlet<span class="_ _2"></span>on</div><div class="t m0 x106 h1f ya71 ffd fs5 fc7 sc0 ls1 ws0">Group Chie<span class="_ _2"></span>f Ex<span class="_ _2"></span>ecutive Officer</div><div class="t m0 xc1 h8a ya72 ffb fs32 fc7 sc0 ls1 ws0">David Tilak</div><div class="t m0 xc1 h1f ya73 ffd fs5 fc7 sc0 ls1 ws0">Group Chie<span class="_ _2"></span>f Financial Officer</div><div class="t m0 x106 h26 ya74 ff16 fs6 fc7 sc0 ls1 ws0">Committees</div><div class="t m0 x106 h65 ya75 ffc fs6 fc7 sc0 ls1 ws0"> </div><div class="t m0 x4e h8b ya76 ffb fs11 fc0 sc0 ls1 ws0">E</div><div class="t m0 x2a h65 ya77 ffc fs6 fc7 sc0 ls1 ws0"> </div><div class="t m0 x29 h8b ya76 ffb fs11 fc0 sc0 ls1 ws0">I</div><div class="t m0 x2b h65 ya77 ffc fs6 fc7 sc0 ls1 ws0"> </div><div class="t m0 x6c h8b ya76 ffb fs11 fc7 sc0 ls1 ws0">D</div><div class="t m0 x106 he ya78 ffb fs6 fc7 sc0 ls1 ws0">Appointed t<span class="_ _2"></span>o Board:</div><div class="t m0 x106 h1d ya79 ffd fs11 fc7 sc0 ls1 ws0">2 November 2015</div><div class="t m0 xc1 h26 ya74 ff16 fs6 fc7 sc0 ls1 ws0">Committees</div><div class="t m0 xc1 h65 ya75 ffc fs6 fc7 sc0 ls1 ws0"> </div><div class="t m0 x11c h8b ya76 ffb fs11 fc7 sc0 ls1 ws0">E</div><div class="t m0 x11a h65 ya77 ffc fs6 fc7 sc0 ls1 ws0"> </div><div class="t m0 x7b h8b ya76 ffb fs11 fc7 sc0 ls1 ws0">I</div><div class="t m0 xb9 h65 ya77 ffc fs6 fc7 sc0 ls1 ws0"> </div><div class="t m0 xee h8b ya76 ffb fs11 fc7 sc0 ls1 ws0">D</div><div class="t m0 x10f h65 ya77 ffc fs6 fc7 sc0 ls1 ws0">  </div><div class="t m0 xc1 he ya7a ffb fs6 fc7 sc0 ls1 ws0">Appointed t<span class="_ _2"></span>o Board:</div><div class="t m0 xc1 h1d ya79 ffd fs11 fc7 sc0 ls1 ws0">12 January 2026</div><div class="t m0 x6 h28 ya7b ff16 fs2 fc9 sc0 ls1 ws0">Ex<span class="_ _2"></span>ecutive Direct<span class="_ _2"></span>ors</div><div class="t m0 x6 h28 ya7c ff16 fs2 fc9 sc0 ls1 ws0">Non-Ex<span class="_ _2"></span>ecutive Direct<span class="_ _2"></span>ors</div><div class="t m0 x6 h46 y2ca ffd fs1 fc6 sc0 ls1 ws0">The Board as at 18 M<span class="_ _2"></span>arch 2<span class="_ _2"></span>02<span class="_ _2"></span>6</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   46<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   46<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pf31" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc31 w4 h0"><img 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" class="bi x0 ya7d w5 h8d" alt="" /><div class="t m0 xf he y1f ff11 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">46<span class="_ _13"> </span>47</div><div class="t m0 xe he y1e ff2b fs6 fc4 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span>FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span><span class="fc0">CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="fc4 ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="ls11 wse">OVERVIEW</span></span></span></div><div class="t m0 x2a h8a ya2e ffb fs32 fc7 sc0 ls1 ws0">Darrell E<span class="_ _0"></span>vans</div><div class="t m0 x2a h20 ya2f ffc fs5 fc7 sc0 ls1 ws0">Independent  </div><div class="t m0 x2a h1f ya30 ffd fs5 fc7 sc0 ls1 ws0">Non-Ex<span class="_ _2"></span>ecutive Direct<span class="_ _2"></span>or</div><div class="t m0 x2a h26 ya7e ff16 fs6 fc7 sc0 ls1 ws0">Committees</div><div class="t m0 x2a h65 ya7f ffc fs6 fc7 sc0 ls1 ws0"> </div><div class="t m0 x11d h8b ya80 ffb fs11 fc7 sc0 ls7c ws76">AR</div><div class="t m0 x71 h65 ya81 ffc fs6 fc7 sc0 ls1 ws0"> </div><div class="t m0 x6f h8b ya80 ffb fs11 fc7 sc0 ls1 ws0">N</div><div class="t m0 x60 h65 ya81 ffc fs6 fc7 sc0 ls1 ws0"> </div><div class="t m0 x9e h8b ya80 ffb fs11 fc0 sc0 ls1 ws0">R</div><div class="t m0 x2a he ya82 ffb fs6 fc7 sc0 ls1 ws0">Appointed t<span class="_ _2"></span>o Board:</div><div class="t m0 x2a h1d ya83 ffd fs11 fc7 sc0 ls1 ws0">28 February 2019</div><div class="t m0 x11a h8a ya2e ffb fs32 fc7 sc0 ls1 ws0">Michael Stoop</div><div class="t m0 x11a h20 ya2f ffc fs5 fc7 sc0 ls1 ws0">Independent  </div><div class="t m0 x11a h1f ya30 ffd fs5 fc7 sc0 ls1 ws0">Non-Ex<span class="_ _2"></span>ecutive Direct<span class="_ _2"></span>or</div><div class="t m0 x11a h26 ya7e ff16 fs6 fc7 sc0 ls1 ws0">Committees</div><div class="t m0 x11a h65 ya7f ffc fs6 fc7 sc0 ls1 ws0">None </div><div class="t m0 x11a he ya84 ffb fs6 fc7 sc0 ls1 ws0">Appointed t<span class="_ _2"></span>o Board:</div><div class="t m0 x11a h1d ya83 ffd fs11 fc7 sc0 ls1 ws0">24 June 2024</div><div class="t m0 x7 he ya52 ffb fs6 fc7 sc0 ls7d ws77">Key skills<span class="_ _2"></span> and experience</div><div class="t m0 x7 h8c ya53 ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Significant e<span class="_ _2"></span>xperience in banking, finance, str<span class="_ _2"></span>ategy<span class="_ _6"></span>, investor r<span class="_ _2"></span>elations, </span></div><div class="t m0 xe8 h8c ya54 ffd fs33 fc8 sc0 ls7e ws78">governance and E<span class="_ _2"></span>SG.</div><div class="t m0 x7 h8c ya55 ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Extensive consumer <span class="_ _2"></span>sector experience.</span></div><div class="t m0 x7 h8c ya85 ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Qualified as an accoun<span class="_ _2"></span>tant.</span></div><div class="t m0 x7 h8c ya86 ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Holds a BAcc (Hons) in <span class="_ _2"></span>Accountancy <span class="_ _2"></span>and Economics.</span></div><div class="t m0 x7 he ya58 ffb fs6 fc7 sc0 ls7d ws77">Previous appointments</div><div class="t m0 x7 h8c ya59 ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Head of inv<span class="_ _2"></span>estor r<span class="_ _2"></span>elations at Haleon and<span class="_ _2"></span> Heineken.</span></div><div class="t m0 x7 h8c ya5a ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Pro<span class="_ _2"></span>vided inves<span class="_ _2"></span>tor rela<span class="_ _2"></span>tions and consultancy <span class="_ _2"></span>services as Clear Giraff<span class="_ _2"></span>e IR.</span></div><div class="t m0 x7 h8c ya87 ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Senior roles a<span class="_ _2"></span>t inves<span class="_ _2"></span>tment banks, inclu<span class="_ _2"></span>ding Barclay<span class="_ _2"></span>s Capital, Goldman </span></div><div class="t m0 xe8 h8c ya88 ffd fs33 fc8 sc0 ls7e ws78">Sachs and Morg<span class="_ _2"></span>an Stanley<span class="_ _6"></span>.</div><div class="t m0 x7 h8c ya5d ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">KPMG.</span></div><div class="t m0 x7 he ya89 ffb fs6 fc7 sc0 ls7d ws77">Current external appointments</div><div class="t m0 x7 h8c ya8a ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Global head of in<span class="_ _2"></span>vestor r<span class="_ _2"></span>elations of Diageo <span class="_ _2"></span>plc.</span></div><div class="t m0 x7 he ya8b ffb fs6 fc7 sc0 ls7d ws77">Key skills<span class="_ _2"></span> and experience</div><div class="t m0 x7 h8c ya8c ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Significant e<span class="_ _2"></span>xperience in est<span class="_ _2"></span>ate agency and<span class="_ _2"></span> franchising.</span></div><div class="t m0 x7 h8c ya8d ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Fellow of the <span class="_ _2"></span>Roy<span class="_ _2"></span>al Institute of Chart<span class="_ _2"></span>ered Survey<span class="_ _2"></span>ors.</span></div><div class="t m0 x7 h8c ya8e ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Fellow of the <span class="_ _2"></span>National Association of Es<span class="_ _2"></span>tat<span class="_ _2"></span>e Agents.</span></div><div class="t m0 x7 he ya8f ffb fs6 fc7 sc0 ls7d ws77">Previous appointments</div><div class="t m0 x7 h8c ya90 ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Managing director <span class="_ _2"></span>at M Winkworth plc.</span></div><div class="t ma x7 h8c ya91 ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b4"> </span><span class="ffd fc8">Managing director <span class="_ _2"></span>of the esta<span class="_ _2"></span>te agency division <span class="_ _2"></span>at Legal &amp; <span class="_ _2"></span>General Gr<span class="_ _2"></span>oup plc.</span></div><div class="t m0 x7 h8c ya92 ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Chair and non-ex<span class="_ _2"></span>ecutive dir<span class="_ _2"></span>ector at Belv<span class="_ _2"></span>oir Group plc.</span></div><div class="t m0 x7 h8c ya93 ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Group managing dir<span class="_ _2"></span>ector at <span class="_ _2"></span>The Property Fr<span class="_ _2"></span>anchise Gr<span class="_ _2"></span>oup plc.</span></div><div class="t m0 x7 h8c ya94 ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Director a<span class="_ _2"></span>t Kriv<span class="_ _2"></span>a Ltd<span class="_ _2"></span>.</span></div><div class="t m0 x7 he ya95 ffb fs6 fc7 sc0 ls7d ws77">Current external appointments</div><div class="t m0 x7 h8c ya96 ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Industry board <span class="_ _2"></span>member and chair of the finance &amp; perf<span class="_ _2"></span>ormance </span></div><div class="t m0 xe8 h8c ya97 ffd fs33 fc8 sc0 ls7e ws78">committee a<span class="_ _2"></span>t The Prop<span class="_ _2"></span>erty Ombudsman.</div><div class="t m0 x7 h8c ya98 ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Director of <span class="_ _2"></span>Michael Stoop Pr<span class="_ _2"></span>operty Services Lt<span class="_ _2"></span>d.</span></div><div class="t m0 x7 h8c ya99 ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Director of <span class="_ _2"></span>Y<span class="_ _2"></span>asiel L<span class="_ _2"></span>td.</span></div><div class="t m0 x7 h8c ya9a ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Director of <span class="_ _2"></span>Complylex Limited.</span></div><div class="t m0 x1c he ya52 ffb fs6 fc7 sc0 ls7d ws77">Key skills<span class="_ _2"></span> and experience</div><div class="t m0 x1c h8c ya53 ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Significant e<span class="_ _2"></span>xperience in str<span class="_ _2"></span>ategy<span class="_ _6"></span>, technology operations, sales and </span></div><div class="t m0 x69 h8c ya54 ffd fs33 fc8 sc0 ls7e ws78">mark<span class="_ _2"></span>eting, particularly in the prof<span class="_ _2"></span>essional inf<span class="_ _2"></span>ormation solutions sect<span class="_ _2"></span>or<span class="_ _6"></span>.</div><div class="t m0 x1c h8c ya55 ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Holds a BA fr<span class="_ _2"></span>om the Univer<span class="_ _2"></span>sity of Cambridge.</span></div><div class="t m0 x1c he ya85 ffb fs6 fc7 sc0 ls7d ws77">Previous appointments</div><div class="t m0 x1c h8c ya9b ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Chief digital <span class="_ _2"></span>product officer of R<span class="_ _2"></span>eed Exhibitions (a RELX Gr<span class="_ _2"></span>oup plc </span></div><div class="t m0 x69 h8c ya9c ffd fs33 fc8 sc0 ls7e ws78">company).</div><div class="t m0 x1c h8c ya9d ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Global director <span class="_ _2"></span>of stra<span class="_ _2"></span>tegy; managing dir<span class="_ _2"></span>ector of R<span class="_ _2"></span>esearcher Pr<span class="_ _2"></span>oducts at </span></div><div class="t m0 x69 h8c ya9e ffd fs33 fc8 sc0 ls7e ws78">Elsevier (RELX Gr<span class="_ _2"></span>oup plc).</div><div class="t m0 x1c h8c ya9f ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Senior manager at <span class="_ _2"></span>McKinsey &amp; Co.</span></div><div class="t m0 x1c h8c yaa0 ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Operating <span class="_ _2"></span>positions at Pr<span class="_ _2"></span>octer &amp; Gamble, and <span class="_ _2"></span>Sainsbury<span class="_ _1"></span>’<span class="_ _0"></span>s Supermarkets </span></div><div class="t m0 x69 h8c yaa1 ffd fs33 fc8 sc0 ls7f ws7a">Ltd.</div><div class="t m0 x1c he yaa2 ffb fs6 fc7 sc0 ls7d ws77">Current external appointments</div><div class="t m0 x1c h8c yaa3 ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Chief pr<span class="_ _2"></span>oduct &amp; T<span class="_ _6"></span>esco services officer at dunnhumby Limited.</span></div><div class="t m0 x1c h26 ya8b ff16 fs6 fc7 sc0 ls7d ws79">Other responsibilities</div><div class="t m0 x1c h8c ya8c ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Designated Non-Ex<span class="_ _2"></span>ecutive Dir<span class="_ _2"></span>ector f<span class="_ _2"></span>or workf<span class="_ _2"></span>orce eng<span class="_ _2"></span>agement.</span></div><div class="t m0 x1c h8c ya8d ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Non-Executiv<span class="_ _2"></span>e Director of <span class="_ _2"></span>PRIMIS board</span></div><div class="t m0 xe0 h8e yaa4 ffd fs34 fc8 sc0 ls1 ws0">1</div><div class="t m0 x60 h8c ya8d ffd fs33 fc8 sc0 ls1 ws0">.</div><div class="t m0 x1c he ya8e ffb fs6 fc7 sc0 ls7d ws77">Key skills<span class="_ _2"></span> and experience</div><div class="t m0 x1c h8c yaa5 ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Significant e<span class="_ _2"></span>xperience in financial services.</span></div><div class="t m0 x1c h8c ya90 ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Experience in ret<span class="_ _2"></span>ail banking and mortg<span class="_ _2"></span>age propositions.</span></div><div class="t m0 x1c h8c ya91 ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Experience in str<span class="_ _2"></span>ategy<span class="_ _6"></span>, proposition development and<span class="_ _2"></span> commercial </span></div><div class="t m0 x69 h8c yaa6 ffd fs33 fc8 sc0 ls7e ws78">management.</div><div class="t m0 x1c he yaa7 ffb fs6 fc7 sc0 ls7d ws77">Previous appointments</div><div class="t m0 x1c h8c yaa8 ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Chief ex<span class="_ _2"></span>ecutive a<span class="_ _2"></span>t Beneden Health.</span></div><div class="t m0 x1c h8c yaa9 ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Chief commer<span class="_ _2"></span>cial officer at the Co-Oper<span class="_ _2"></span>ative Bank <span class="_ _2"></span>plc.</span></div><div class="t m0 x1c h8c yaaa ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Product <span class="_ _2"></span>director f<span class="_ _2"></span>or the RBS R<span class="_ _2"></span>etail Bank.</span></div><div class="t m0 x1c h8c yaab ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Senior ex<span class="_ _2"></span>ecutive r<span class="_ _2"></span>oles at Dir<span class="_ _2"></span>ect Line Insurance Gr<span class="_ _2"></span>oup plc and </span></div><div class="t m0 x69 h8c yaac ffd fs33 fc8 sc0 ls7e ws78">Virgin Money plc.</div><div class="t m0 x1c h8c yaad ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">Chief ex<span class="_ _2"></span>ecutive officer <span class="_ _2"></span>at The Consulting Consortium.</span></div><div class="t m0 x1c he yaae ffb fs6 fc7 sc0 ls7d ws77">Current external appointments</div><div class="t m0 x1c h8c yaaf ffc fs33 fc6 sc0 ls7e ws78">• <span class="_ _b3"> </span><span class="ffd fc8">None.</span></div><div class="t m0 x82 h8a yab0 ffb fs32 fc7 sc0 ls1 ws0">Sony<span class="_ _2"></span>a Ghobrial</div><div class="t m0 x82 h20 yab1 ffc fs5 fc7 sc0 ls1 ws0">Independent  </div><div class="t m0 x82 h1f yab2 ffd fs5 fc7 sc0 ls1 ws0">Non-Ex<span class="_ _2"></span>ecutive Direct<span class="_ _2"></span>or</div><div class="t m0 x2a h8a ya72 ffb fs32 fc7 sc0 ls1 ws0">Gaby Applet<span class="_ _2"></span>on</div><div class="t m0 x2a h20 ya73 ffc fs5 fc7 sc0 ls1 ws0">Independent  </div><div class="t m0 x2a h1f yab3 ffd fs5 fc7 sc0 ls1 ws0">Non-Ex<span class="_ _2"></span>ecutive Direct<span class="_ _2"></span>or</div><div class="t m0 x82 h26 yab4 ff16 fs6 fc7 sc0 ls1 ws0">Committees</div><div class="t m0 x82 h65 yab5 ffc fs6 fc7 sc0 ls1 ws0"> </div><div class="t m0 x7c h8b yab6 ffb fs11 fc7 sc0 ls7c ws76">AR</div><div class="t m0 x31 h65 yab7 ffc fs6 fc7 sc0 ls1 ws0"> </div><div class="t m0 xb6 h8b yab6 ffb fs11 fc7 sc0 ls1 ws0">R</div><div class="t m0 x110 h65 yab7 ffc fs6 fc7 sc0 ls1 ws0"> </div><div class="t m0 x82 he yab8 ffb fs6 fc7 sc0 ls1 ws0">Appointed t<span class="_ _2"></span>o Board:</div><div class="t m0 x82 h1d yab9 ffd fs11 fc7 sc0 ls1 ws0">4 March 2022</div><div class="t m0 x2a h26 yaba ff16 fs6 fc7 sc0 ls1 ws0">Committees</div><div class="t m0 x2a h65 yabb ffc fs6 fc7 sc0 ls1 ws0"> </div><div class="t m0 x11d h8b yabc ffb fs11 fc7 sc0 ls7c ws76">AR</div><div class="t m0 x71 h65 yabd ffc fs6 fc7 sc0 ls1 ws0"> </div><div class="t m0 x6f h8b yabc ffb fs11 fc7 sc0 ls1 ws0">N</div><div class="t m0 x60 h65 yabd ffc fs6 fc7 sc0 ls1 ws0"> </div><div class="t m0 x9e h8b yabc ffb fs11 fc7 sc0 ls1 ws0">R</div><div class="t m0 x11e h65 yabd ffc fs6 fc7 sc0 ls1 ws0"> </div><div class="t m0 x2a he yabe ffb fs6 fc7 sc0 ls1 ws0">Appointed t<span class="_ _2"></span>o Board:</div><div class="t m0 x2a h1d yabf ffd fs11 fc7 sc0 ls1 ws0">1 September 2019  </div><div class="t m0 x18 h10 ya2d ffc fs4 fc6 sc0 ls1 ws0"> </div><div class="t m0 x11f he yac0 ffb fs6 fc7 sc0 ls1 ws0">Committees k<span class="_ _2"></span>ey</div><div class="t m0 xbe h1d yac1 ffb fs11 fc7 sc0 ls7c ws76">AR<span class="_ _b5"> </span><span class="ffd ls1 ws0">Audit &amp; Risk<span class="_ _ac"> </span><span class="ffb">R<span class="_ _10"> </span></span>R<span class="_ _2"></span>emuneration<span class="_ _23"> </span><span class="ffb">N<span class="_ _b6"> </span><span class="ffc">Nominations</span></span></span></div><div class="t m0 x120 h8b yac2 ffb fs11 fc7 sc0 ls1 ws0">D<span class="_ _b6"> </span><span class="ffc">Disclosure</span></div><div class="t m0 x121 h4a yac3 ffc fs11 fc7 sc0 ls1 ws0">Chair</div><div class="t m0 x26 h8b yac2 ffb fs11 fc7 sc0 ls1 ws0">E<span class="_ _10"> </span><span class="ffc">Executive<span class="_ _b7"> </span>Inves<span class="_ _2"></span>tment<span class="_ _b8"></span><span class="ffb">I</span></span></div><div class="t m0 x18 h1d yac4 ffd fs11 fc8 sc0 ls2b ws29">1 <span class="_ _15"> </span> <span class="_ _1c"></span>Inc<span class="_ _1"></span>lud<span class="_ _1"></span>es app<span class="_ _1"></span>oint<span class="_ _1"></span>ment as a s<span class="_ _1"></span>tatu<span class="_ _1"></span>tor<span class="_ _1"></span>y di<span class="_ _1"></span>rec<span class="_ _1"></span>tor of A<span class="_ _1"></span>dva<span class="_ _1"></span>nce Mo<span class="_ _1"></span>r<span class="_ _1"></span>tg<span class="_ _1"></span>age Fund<span class="_ _1"></span>ing L<span class="_ _1"></span>imit<span class="_ _1"></span>ed, Fir<span class="_ _1"></span>st C<span class="_ _1"></span>omp<span class="_ _1"></span>lete L<span class="_ _1"></span>imit<span class="_ _1"></span>ed, Per<span class="_ _1"></span>son<span class="_ _1"></span>al T<span class="_ _2"></span>ouc<span class="_ _1"></span>h Fina<span class="_ _1"></span>ncial S<span class="_ _1"></span>er<span class="_ _1"></span>vi<span class="_ _1"></span>ces L<span class="_ _1"></span>imit<span class="_ _1"></span>ed and <span class="ls80 ws7b">T<span class="_ _2"></span>enetLime<span class="ffc ls1 ws0"> </span></span></div><div class="t m0 x39 h1d yac5 ffd fs11 fc8 sc0 ls68 ws63">Limi<span class="_ _1"></span>ted</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   47<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   47<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pf32" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc32 w4 h0"><img 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QiPJCYzjczMjIgISmZiSrr3DxE1dzMdVHfzcvYYYSRFcmQmkZxhybNVYlRYSSh9aczETMzc562ZEnlGJ1/6bsOZKhSthXcWFlVSlVpFjZJFjYVYkjkzu6qJmKoynW1j6MYk6c/QEW4VAAAAAICPAmOAn5rW7xtKP9vuT1WW7hR+b+0W4eZRxcIjSCSJijBLkIhwj2BmYY5MJmrdidiTqiozhycTR5IxGVFk0Nn6McnhrkQUjdl83swq5K0HR7Kp+G7pzYkXoq7MkcFsYkJMEcHMSeRMUov3zslCcjbtlFjG1Xqed4W5zT2DD2mnTI7fMQAAAAAACvAJdTbcx/Qn3u486d5r7w0b6nJHiIyptX42tqiiEVHNovtqKJHOTKaiJpmeZEnBpEVEhSNTRbwHZUZmJPVI9jCRjOgtpv0xexfK7J1NxCR69iRhTVYSs8gd2UqkZxAJl1LWawmitAwXCw6P3YZFQpkk05OZeyyl7pHpfHqHJaPN2Xsyq1AQD8Vany/z6VTkpCVuGwAAAAAAFOCTmn9/zN571wE+P3ivIa2fMDUmFpGIVNXmfSymzGKakVWNB64qQrH0PJvU6a2rKjN7JBH3SBYpzCK8dFezXeurUkSle2TEUJgpiTlJpAgTiRkxEysRkfuyObVx7Isra6ZnZkZqqUySGcJCxIW1tyXcgzN89qWpSficLb0tRNFbl0iPZDEzW23nPY2TxrhzAAAAAAA+GJ4DfOza70+Vfxef23v4aCzbTJo99GwpUBFTnXdLa05JSnz2zb218LOfgDmpmBFxRKpwj9hbjcm8m5fM7BEeGURz62dPDo7jYGalFjrbFV4oM929t96XpbcmREoUS2dP8iDv0WYKp0xRYWYRNrMgZi0kKmxFhuyR3ZmUMojFPTNiu9n21t07MQ3qV+MENw8AAAAAwIfCGOBj1H5/wuq7+BnnI89kImonzGIaGSGs7n2o5sRm5r2nCAtTBjXXsQwrPd3OPNX1OBBTuncPUzGTjDSViKTMHiHErfvZ0i9BoWpCmRQRfvY4YKTPvRWlThHOKZ3NI1NZ0iV71GkK8nQ3lsjgDD5bTqZnNE/p1cSjJQuRWCmqFswzzd2dktxzxXLVj4n2cRcBAAAAAKAAn5D2+0hzGPPDjvMjjiQxk/muc6eMyVRF3DNaKBFHqEpQuKcQax20iHtGsAed7fXnKpRpKp5Zqy2Zc0QhZufGtB6qp0cTL9oyiNkjqDWnoGQXqaYtIrZbraukyE7u2biLCDFrOjsrazCxGpeRmXzeMsn6ytX59E7EjskpmVIoQoRlnKbM0822e7AwJV2WLQclngQEAAAAAEABPu7t99HOfb+3IKKz5TcfPofPP0siYub0WUellpGkSUJUTDJThIkyiJrHWGsyBREziXIQ72YvRTPTg5ioNzcxM9stfdNaCqtIZLYeJi6i223vTD08m2d3U57GmszhlD3KpKKWkZ7OLO6pSm1pqhHEYlZUWl9EjVVplCU6j0O2yE4UTrWSO3EyU6lF5+bp7uGRL8hRFZ4dCQgAAAAAgAJ8bNvvw8f9PjD87r1DPur0h0YFIzOlGrc0SXdmWg21mCxLKyKZGRmlmDC1XSvMZFJNVSgoilbK2EY0dxNxdxVOD1UN5aRMIs/cLa11H0ZlVVZVlhQXISdRnYpxb51Y1WqGqymleI9qZrUyc0YTZvE0o2idOD1TqAunaQlhofC+5L22TWKyok5kIn2OS7wZDQUIAAAAAIACfDzb7yOcSI9sxIfSMd+Te3n+GT80JzLIbexxbJlmpsLL0lonIyJVE2ERIhIWp6QIZhmKzq3trUYz6T3tbAtB5rMd5JfdUkvx7pmxywznoWhhss5L8CCmJjbU7i7MVgtRm7vvFWVVVQ7vGTJNAzOJKROx1sgIpiCJiExPYc707qVo9ujeJUVUPcKMM6u21GjJLhwavbATYTlQAAAAAAAU4BPYiY8Ov/cEH50VH58fzUe/T2YGV2UuakKU4USpLMLs7qyazU3VirhpsmQEEalqW3yTS2YOtdz7EZiFuA6DqrTekmJOItJxKGrKIs7Uu0cwEWeSmHgsCwWpdO/skixCSkIRrmYkoqrknTyDsns3KayS6ZQpLJ5JzFaGcFfRQuStlbrvKaESzXPXK+WKGlHFrQMAAAAA8AGwG8QPN+w+0gBgfqRT8kHz5dk7P3jz8y/n+T9EpIUyl6V57xlJmUXVI4iou9dS0mOeG6ss4RG0mZuwEguRMLEwrYZSTYmImYMjhTyiN+8ZxCwiKpyUGdGW3lpvrWdma95bzEuQaPcgykzOUEqOdCIOzyTuzp7KrMnEyh73JpeyFbbKpbIVsSJWI1V1oJ2ZDmSmddRSRvHLPOMGAwAAAAD4YBgD/KHmH/9xwy8ftbtD0oNBv7OFXi4s+vLQS/jBNFEWs5R5WUY5WwvUe+vE1COK6Ny6t7a/muZlCU+u0rpnLvursZhGMiVFhqlQBDMnpYdTUASp2GBWhDWJkkwtKJI4tbDZMJRIYo46TaGDRy1mJMIcKcylMomWalUio3vPpbOaFu19EREtA6l4BHOyOLGIZniPJLZJKTNdbDA9mShwjwEAAAAAoAA//vC7H2Qf/TXveUleWNuT80H90aP2gL//9QsLxqhmO9v2j1XYnZq3aoVFF/eqYqq77SzCQ1WiLGa9e/NeQogokyOThZg4M02ldw+iUspYiqkQcWamamcmUaslREhNrDITRbqWvlDRwqFqqiZWTEyjhbOplQi3UnrsWEtKiCUnp442FOqNMll7tO6UzhzjMC/boOo0E1uSSjhuNgAAAAAAFOBjkn8fdNZ78o8fVXQXRvryfV57v/w43/XaLlP3ZGFh6r0LkXt29lUdWNhECtOya2rCyukxDqWoRGZSSp4NYHJrTkwevjTv7iIiwpmxLFlVRK1aKcXcU8xMagb1UBUtxktPX3odmVlVByoWHLu5D+MYzEOd2D2zJ3Uqk426HN301ldPX842hy8Z4RFCsizdk1Jonl1UQ8aQ7lnHXHC/AQAAAACgAJ+0/OP3az/Oe/sgXJzeeWFp0HzUmqDEZ19wHkS1UGb4vCyrWkXU1CJTRYjSk0iZVcJDirTeimgmZ2QKx9k3YY7M7pnEzbNwMlOPrKIipZSBWLadIpnmOO7bywd7S3JN2WyaVBbidu870cjSWjeR09PTaoWCylB6W5bejaVqifB5s9mdnHA0X3a73Za0iqqzNPc2ny1NKo3EpXYuB7wRJmwHAQAAAACAAvy48u9Dp31eOOf9Hvm7+NF7n/c7S718T07yQ0eTiOu09E7swmkqkWminBTex6FGd2WutaTwslvGobSld+rTNHZ3ci6WTEzMnhGRERGZkRTJQSxqrOVk13fNl0xVK6UY063tvE7mPp9sZxt1f6y67MZhpHmO6CZyupuj7xbicRxtVmFWUY7IebM9OSLn2N7t87b31onDk4st3ZfWPXy3m4n5eDufnM4nu91z5ebKfuS0owEBAAAAAFCAj18hvqsX32foj+niWCLf78C80JkPIpL4wTaAefFMzmANZqLkpFpK7x4UbfHVeswIE6EMEQ3KoSgFjaVs5oWIPDLCidRUWnMxjYjWOxF5UqYIWWc93i5dONg281bYaTvfPd1duXzw1AFtT3fHp5vZl9VQLh/sXV7vXdlfrUoxlXmZ3eeqmulDVCFRqcvm2LVnn73r6d1b7LHryy5obsmqdze7O6ebnrnZ7Yiltbh+92jrcTBMzzx//Art4d4CAAAAAEABPt759+72o4uBd5aB52fm2W7veb8J8+KIX154y4e+i3tQZHjnWpbWq1nzEKHM9IhSSlu6MXGSZ4ZHmq6nQYSISJgzs3u4u0c0D09qRKNqsrQkbxHduZaT3XH0vluWuXtmnCy77//g+jy3pfmdo2MP35/Gw9V4dW9dhTNzGsqzTx0croYrS1uN1YgGNd7bl1G2u63JsBzPp7vWOO/s2lvXj98+Pt0s/c7x6ULU3N2j1KH19vTlw1b7wa0/kks/iSVBAQAAAABQgD/EvLv4bN6j84/fJ//OV/q8/2Dfgw/y/EuU9wYMLzRh8r3xvvuDhXx/XPHeqKBH9MiVafMQvvfGpRZm7u67pKmW7bIU1bEWihQR4oxIET57/I8ymzsRO3OqclImd4/bmxMiFpHT3ayUs8fxbmdmlNHcmWVpfbudI6O7H51ubtf6utxcT8P+tLp6uFdPZ2Yaijk5L8uobKPGju8endbqm9P59snspm/f3Zzu+jt3Tm4cnx5tt1yKt54spcbeqr75g5s3B7P9trry1ZNQ3IQAAAAAACjAH2L+feSz37PfQz74JOl8ZZPzXd0fTA3NB88BZj4YFOQLMz/zfOvATCIK523LPYrFfapGLKUIMXX3jHSOFmlqkbFETGab3bKeaiRxkgj3HpnZ82wxGAp3tXI6tzvHd3bN04NUhHK3tGEYk6m1xsT3OlO1KW92vbWFMrz3wTTCOVM4ep/vHg8nm9NLe6tReF3rylmp3T6ebcg3fnD7xsncMr9//c7tzfbkdLe4i1nsdiw6DANF320zo2+X5ZLYweadk/F53IcAAAAAACjAx6IQL7TfxbHAR+Tfu5/6Oys9Ss68f+R84C8vht/Dk0DvPShoyhTRvEsEk62G2lo305PN1tTCY+fzMNRpqOnNI1ZTJSYhYiZTyYzFs5bSvEvy3OJ0tznezLdOTjNT1YSSibt7UROT/dXQF/ds6d0jfZklWrQmGXWomuHzfGu79d1EbT1vLfo8iOxdPjxY75WhcObBwd7pbnv75PT67ZO2NEk5MJ32BhZerVZXr1y+fGVNS2y7b2ffNH/r+s0bt+7slk4jbjMAAAAAABTgDyHvPmgA8KHH+x71pfN1Xx7M6rzwTOD9t84HC4Hmw9V3YdP4YGLKHEw+YydP60LDeHhp/IM3dn3JK3ujKJ/sdj1oZBrHMdyZ8mwxmN47M4swUwozMxOzeyRxEdnMS1JSyrwsm3nZza231okOyrA3Vc7I8Fplad03Pkc7PW13ttt56dtlGcfp6v4qPZfdPKyrqdy5fXSy3W12y8FqZM8ffe6Zpy8frkTHOgqXzzwn3/z9l7eNnrlyib0dzf2tm0fMyrW8def497/3ZlGZSnnhqcMXnr58eHiwP5XXjuOVS58hPAgIAAAAAIAC/KHkH3+0/OOHjp+PB+ZDQ3l5YQ+IC1tBZCSd9+G9GZ6PiEOiNM6v8hs/Pe4uVa6SeZrPfubaN773Ru9tsGE7L/urlSf13qpKNWPm3bKoMBGxSVIKC4tEUmRmpjCHO7F09+7evKvw5b11KTaMw6CU83LzznZZJHq8tXgOB6d3b07Zn/vCj1+q9Obrrz33/EvvvPryV158/tbxZqp13i23jk/vbOdSCyVzEIWb2VAH0Yzel7nvV25Or93Z8tIG07tej06W5WTLzq3vGo2v/+E79ZW3fvz5q89//rO75766cf7wPTgAAAAAAD6tBJfgYw/H8xa8uJhnPjQj9F11d2EWKFFmJmVSxoXHBTMzP883Px/vnNx6ezPvsmcmf/nZy3/1pedP79zdbRtr8YzMWFrbLW3XujMl0W5Zzgb+zmaPZuTZd+gezFRLLaWwylDLUGox3V8NB6vhSqU7N2+8/P23d97evn77+kJf/tpf+bmf+xs/+sIVK1o/+8Wf+ZmvHY758z//8//Gn/tzN9+8/uxevXowrWpdD4OoZFJE7nZLZAzToMWGoZpa9Eyqd3anh5wt7XNf/umf+9t/83MHvPf0tf/yH/7i4VSef2b/3//5n6ueb9y4m6nz1c9jN0AAAAAAgA+AMcAfRuQ91HsPPfv3qHVB88GzghcG985WfLm/Dmg+mPZ5MQjPBxIPBvri9rXX/uiPeBieOmnPXbvywqV9d/+Rz78wR/72K29wjkxVmNfTpMrbefHdPJkFJVG4x1DM3VmYzuaEEjHLONbFXUNWNhBRZKpykXjlzRtHm5kyXn3n9jNXnv6Lf/5rX/7qj243O+Y43Ldv/1//6/Fv12evXn1mf/qpL744buk7r73Syu2nnzrw3jYeQaRMkdR2S3Pvm7nsTZLyzFOHjY/n0+qrKz/1M1+7dvngzu1bu7bd3Tr++//t3zVO5njp+WuWebr0o5NNT6wCCgAAAACAAnx88o8ezj++99GF/DvfDSIzOfneK+JBEmbSQ/NCLx65d1iZvuav9u+9Oq5WB4cHTz91pa7W37115+jo+IufeebFl1648vTlf/X9H7x68/Z6td7N8zjUWsyTjuZ5bxrPQnJZupJMY116dyJlYk4TUZF1HU62s022uLdluXXnZJ5jrFMp9tlnnt2fprj5+nf+yWtTGf7Sj3x51+jf/gmtox0M0x/+5j8r4l/48Wsv/cSzN+7c/Zff/sPD/VWdWy02DKV5NuckCqGFiap95trlt2/cfelzl/tOr3/jNzZ7ax3LX/rKTy+lv/3mmzH92F/40o9v/t/fefFzz1976uALL15724gW3HIAAAAAACjAxy0L8z2TPPk9RZcXRvYebPie5wvAPJjweXEMkIjWoz3n2x+IjKWYyfrSNJjdurWc7vyN2ydRbLU3vvDMZWd65+h0qlWFTTU5iwyiXEvJ8ObhlKW7MHv4/t4qKWsprTdTce+957Jd+nZRrl944YBE29z60iV9snHSgZX7bhlFW8+67ZJMMR83H42Plv79G3da83GsTLwaylBNmJelL615W3iWCLJh9dTTT++WeZ6Px2nInUc4zVsWv2SrXbZX/vDbN07bwXrcG3RvkIM4JZpwewEAAAAAoAA/jsx78OHZx+/a5/3isp8PVnC5kH/3juRD+z2cbxSR98f9Lp5GlLlKH6mRcDWzKpfXYzG9O0y7mn2Jk+1OStGqTx3stx53d9tIVumiYszuuZAzkyQzU1KK6KrYaEZM1WwQ3i1LNcng9TjUWvZThmLC7JO1OU42842ju/ujruo42rSaSghLxOnmiET21tPmdHv77slmnkm0WtkfpapWUfeYG2UUTy4sZjIN43q0u0enzenW7bvV5JLtHRxMu8XXJTaLFubg3TN7ZbRYcT/ghtsOAAAAAAAF+Li1Yb4nFPPBNu58IfbOhvzOtn1PIs7MZLo/9Efno4IPrRNzRTt7p2QiWq+nqRoxPXW4v8xzjJNn3j3ZDEWsyuW9dTLteqYIMZEIUURmEKmwsHimnD9sWEyKMptFhhUeB+ujexKzUmZVLarN+2bXMygjlWPr3bfboRZR299bV9XNdkdBpRb3OJzGVbWxaLFiakmyXZa5t/DFd6E6lHG6vLe+e7TJSLmqS29v3jnan3dj0b2p9gz3mCa5enlP2c8qFDcXAAAAAAAK8DGKv/urv+TFlWDuDevxw5M/zyd83n/878FzgHG+EkzSWRNS3tsoIpMoKCIinWhvPQpRFS3X9mhtr7/x+u07cenK4bwTG4ZiMpi16J2peS69ratt52WcBjMVElUtZsIswkOxosKU++vJ0733rETMEVRVOElJkscrB2zK7k6RlFRUx1rGMqR7tEgvobLbnE5jWZuuahFiVimlJMm8+PHx7mA9UN+NQ+poqzJc3l8x81hrMr/w7FO379492WxP56XUsre2OtZSVK2YCQeWAgUAAAAAQAF+zNH3YFv3iyF4cQf4izlH52OAmWcrweSFx//i4nOA530YD3aIzyDKu24eosKqOpklZRnVs926cf2b33o1yvBTq1Vf+hROxEVkqrbxOJ7nolJI1EpRE+Gz3mzdx2pDtdY93ffXI6vOvZtoRgiTiQmTMJuqMjX3ImJDlaRxHIqZt86ZbHZKbSzj6d3Tg6Ec1oNoPYMkuZZBzZio99xt+9Hd5cqlibtkI0peDZU4l8UtctfaC1cP5doVtdK9SbgYOXEKMwfN2AweAAAAAAAF+HFk3/vWIF9Y5YXo/oTP8yK8vy/gxfVdLsz5PDuR4nzr+LjwoODZcjJ57NytECUpWx2msWx3p6e79s47t493fbThaHNKnUV5KAMLWwqFj6ZVJShThYQ9U5kjglh6UvNY1UFNSCW7S08WDpJadBqH6J0zh6JJOTAbSVWttaQQUapJenQmm8Z+upnG8owcHB2dNKVU4mRTYxKPLMV692XXM1SscJKpFi2Ddltxn30t5u5FxcRXe3tsul12825HxVpEJcedBwAAAACAAvz48u+hAUB+RBDe67qz+nuQeRd2dzjb8z3unZdxYUmYe6fxeQGeDQUebdv3hqmkZ/g4FGq+Pe23jzdHR6eXLl9ar8ftURcLZslBx1WNWCSTPBdOFsruXoowJXMQs0omdyfPzOYmLKTEwkRj4bM5mNN6VU0pUiijxVCKsBBn6y4iHpGjcIREXubV0vzm7ZMeubgLiYo0DxWqpTJzREaP3fFuIFJVC7EUS5nWk69o2Ww5PTOUk3yh4OpexlVPSs6ROm4+AAAAAAAU4GOQfxe3f7j/4f3VXx48/hcXBgnvT/iMB7NA7w0WxnnvxYMUPA/I3vz37fCn16vofTWUaT2cnGyP7pwujZ463NufRlHe+e7q4Wp73ClpGutp6z0phU01InetaxFiMhFVI5EkWjxGU++xeFgpLFyKVbP1NIxjrcVMVTOY2Eqxoaa3PrekbBEssizdFzKaN5vj3bwQsZCEBwWZqgi5u4nVYpkRmS3Vhsm8HXCKt0y6fPlgWQ3LvJ13O04q1ayYWe0eyxKF6PB0ESbMBAUAAAAAQAF+nCV44diF/Dtf/YUuPv73YJeHpAebPeSD/SEyznuPzisxzksyzoMyb3Q7nS4Pp7couQ6FWaK7qFmmsnjvzz7/7OFk7DsRnaOLaEsfxealtXApNUwok5gjIoKbp0mS8XbuppKRYjYOA1NmD42sLJJkJqolRUQ1M8qoYmy7RsxVyt3tdrdpu+08Ly2TmFiVazERHuq4GicVHkqtQ2Xu1BctK617Wkez4XS3mTfLOJWh2DhNuWy7hzCbkOiU7EL5bHFrvHyCEvArf+fv4U8SABF9+5f+a1wEAAAAFOCT04Lne7WfpyG/a/UXPn/AL89G+YiIMin4LPE4KZyIiSLvzQKN8/PPV4K5sH8gZe5mf324+mPlaLubt3PJDPegzPTcbjZ1Gj7//FOnR8fDuu5mH62o9s28DKY9U5gzifj/Y+/Ofy3Lrvuwr2Hvfc658xuqqrurZzbZkkhRHCSSMjXAsi0kEqwBFmTYDvKDESCB/4H8lh/ypyQBAjgI7CSOgASJBcVWBEUWJQ4SRTbZc1dX1as33eEMe1grP9w3VlU3WxK72ZLXB9WoW+fed9/Qp4H69lp7LTxrP5XtTBoFlSEmIsqiHkCldN0wbqoUcwdKqo4Ig8camYMCAYXaV32/JvTELpXY98Om7fshpZxzySpKRAAYfE0UmmakKaYs7EKE5AvIIDgi8rULQVXb1JUknqgKo4zkmUAVAVGKdyQl7/ocCOPfoomg9rdeY4wxxhjzw0X2I/gQg98jQfB6/6c+9LKLp8/W/V2r/sHFvr+L/RAPVgm2KQAAIABJREFUxz89rxCqgOodnUaq+phBqakrRiRErjwAjBcTX7mSs4ASY1FZt107DF3KXUwxlSzSxSyiCsBMwXFJcb3qNu2Qi/gQtsltSCnlUkCHVDZtzBkUXM6A5Igdj6aq6N3Y1ZNUpCix91k1ZlGFGHMqJWWJUYtgzjIMkX2FjoeUEJxj33Vl3aWYtRRhQg9chgRFmRz6EVLtwqhwKDnloZUYHYq3O9oYY4wxxpj3ZjXADyf1PTL25XLUJ1zM/4QrqyCu9XxeO/u33e931uEpcJEML6a/gODDcVEVYNXLHTd/887955/YV2ZiQlRm3nR9PQwxJvA8rAciV0RDCKO6yiJ10zjEGKNDcAg+Z9nOcBFFxLoJSAggSAwAVQi5lL4vs3ElMZECe1f7UHJRQJTUrleuGgMk4pDikItEyV1MXR/XbQzeeSZG6ProOIsWJQQVZsQBIG/mu3XpIwPVo0rAE+Ysioh9G3lUo2opWjWT5WYzdP0gouI943sOYjXGGGOMMeY/elYx+fAz4bXFD+cH/M7mvFykvsvpL+fDP+Es7F1U+a7U91QFVFS3TaF65bGc1w+lSHkdZneO1m8fHY+nk+nOXBVO16sh5Tfv3H/z7fttH0spqkURujgMQ/SOV5v28HQFhPksfmqMaUiJHPvgiqgjRFDHzM4pgAICIjkPRAJl6LschzxEVIWUSs6aIwEoEAAMcYgxdjFu+qFPGYGY2DOPq6quvIKuN5tluznZtJsiLeKQBiZgxCyoLkjRmEWQHHEZIrNjF0CAXZ0FBTCrMtotZ4wxxhhjjCXAjz74vedFvToF9HyX+/nxv8v+T9HL+Cfb6t+1+AfbvHcWBc8fbJ8t2yvLBO/g4pvffe34dDWZjj/7Ey999vmnHWTs05995+1USEFTKQAoRapQtV3vHaecV21/2nZZpKgSEwAQkfPOMSGiquZSFAGYkLAKgYiZmJ0XxNhnVC0puxCqybRp6qpuiEiklFK6Pm66vosZiWaTyaiuF5PpE7s7i/lkf3daBwcIRSUO/bDZSB6cA25qN52EijXmrAw++GbEqozKrDl1oMLek3MKVv8zxhhjjDHm/VgX6Iea/h6q7+H50vbL/HctGV5UBS8O9W3D4dmuv+uzQEFAz55FlbMpMlfaShU0F32NZ4v16g+/+cqN/d2nb+xqyU+fLP78zbt5nQ+Ol9PGDTFVtUtZimjlPRERggJ0Ma6G4JhFMxFKEWUljyE4RmAiRMiluBAYgVQdOxVwdeV8AABV6Ps+1BUULTnllAFQAdt+WLWDAC5G4+lkhICjejSZjmoYmHHNqIJMvO6GCPDUjR32gRe7fjJJm2XxrpTSdSn4BhRTP5AnAkACJCKE0udiCdAYY4wxxhhLgB9V8vvAPYjbih9ePNYr1y/y3nnWu9wWqFfi35WwpwpXB8ao4PlbrYf0erU7On237e/t7i6erOvnnnvWT2ZHyw1BLgVTzl5KHdzJcjMd1auuA9Ai0jQNMvW5VKy5ONwOkiEkUFJMMSsoEZVSvGMCAFHyrAAqRQW0EBTFwCUVRQSUoR+6rj9ZbVIpgG4xHjty08lo2tTOI4Ejgum4jqkoMBAFxSFLLaUe1kol55JQi+J6tWmcI1+rDGWIiiwxFxFBzAWSWAQ0xhhjjDHGEuDHIhA+pui3TXSoZ/EOrv66XPwg+pjFgNvgJxdnBS82CV5ZEK8AcDf5m9X8yXh65/7h5PaNyay54Ysb4bqPJYtKEYFxFUpZDTHlVGaT6RDjpusJtBo1Q8oAWIXQVN47RlEiFABAdEwOwTEDgHPkPDsCIh36wVHxlU9t651T5VJySenweLnc9AKYU/bMQBS8K5p8NXIuDLGnUuIwKFJKpRvyrHKhYe27Gmkoqe1a8oGIHiyP93b2VARKUciqQEDbrlmrARpjjDHGGGMJ8KPNfdcKeuctoGfL368MgHk0HJ6X9S5WQVyLc6rnZ//OF8Gf7wPEy9XwcDlQ9KwvFGIq3/ezvTofnCw9wXhUeYfBcQAsCGXbSQoKoM65SYNSCiJVIXh2CuQcFURgxrNSnzj23rMLDhGC99svlwiZiRByKaCgpUhxRFIAFFBy2azW7RCLgihsD/sVKQoFUNebw1zy/ePlpotJxHNA4ZKEGVVFqTRVJUkTCIfWs+fVZq1Uj0dMhCSICISIgGTnWo0xxhhjjLEE+JFHwPd9Si+HgqKeLwlUfag8CHr+/Fk98PxV51Hw+lyZs1yJV5pCr0TB4zZ9K9Q/O4WomFYtM5acUi6jUKWuzSkCICFnEQYFRNXSBM/OZQURrR0579uYmWlWByCs6koZSRQRHZEPHkDTEMVRVQUBQWJ2hMS+qvpUSopd33X9sP0uEKHrO0d6RKlPw5tv3/vG6++8c7L23j3/xI3bN/Z2p9OSC6C2w0Cp4Mg3VXj7zl0q6ZMvvjD3UA1Rx40CSFHRQkyoAmiTQI0xxhhjjLEE+CPJgXo17V2ugtDLs38Aen0f4NUC4HmH52XB8HJXhFxJepczQi9z4JVOUTgvQt6J/N1Y/cxYvK9ExTmcNLVnPnnwYN2Vyc68qTwAABEiBQLJWRCjaCAsRe6frBaTBinXVfBEguLJIaCWgo5zEQ5ONVMRFREpwCQgKti3vQCWGPu+AxEpogUK4RsPjhrGZlrfP1m/df+Ywnh/N6RS7i03R5tufz6bT0Z3Tk4QaWc2Se90B0fH7ar7wqdezMO6a7XxjeuGOnjJCVhVNadMoM6qgMYYY4wxxlgC/JGGwYujfXglC8LVup9epLWLmHf9ON95xpMro0HlPDFeboQ/z4py5dAgXBQJ/+JwuCn5xf3RyHllvxhV/TB0fb/RsACsPKdSgKBI9MCEwERFVBWCZ0E42rRtqibz2bzyWFSgIHBdVQjZBy5SvCPVIkmQiInJEbhaN0PbrTbLk5hyVVVP7O0MqWz62GU5zvn4uD9cduP5XJHK0BHgEONo1Iwn4/lscrxp2zh8/9U3nlwsvvhjL3/phZs7DRycrPo2rdcbN6p85Zg1qxIqgQaPVZS/xDweY4wxxhhjLAGav0bYe+gP+MhDvRYA8fzKZRK8OBB4dbanXinxXesCvXblyusRHhkQCjrE9O013ppE9DyaNJuUVqcnD1Y9TmslyLlkBQocfBi6oWLqul6RmkmTUo6S2XHO/Tv3jz3Mn5hN2REqIAIoAigRIICvPSkRU5ECiYbNaVytD48OD/vUFgl1PfXVRGA8ypuY7q/X5P1Tk9Gq7+tQ7cBkM3TT0a3D5en+7mJcV3eOj4eUdxezGzd2YVS1ghjLZDY9Wd+j1M+kCGoBdY5FMhEE4loSQLA70RhjjDHGGEuAH3UQ1MsAdh7NLkLgdmrLWRVQLut+oAByfSugAgiAnFf1Lo/5Xca/88Lg+fAZUbgeIFFRAVTvbOAP7w5fvt2k49Mhpwf3HxzEfFNAktTe9/0Qk27abjEaOdWYy3Q6mk5HJ8uVAIFSCP54tdmfT5dRdoIPAICIiKWId4wEgKiqQJxT2izbsj5+/f5Rp8FVviu5AK76QRSAMJa8Mx51KTeTJuXoPe3tzYc2IaT1mk6Xy3Xra+9uLhZNFTy7g8Pjg3GzcbozHc12F6f3TzfrDTkcjUKKkQKrFEfceIJod6AxxhhjjDGWAD+K3Hfl1B9efUKvP7gIgnBtP4Re2/t3Ht8uDgHC9V0RVzs/9eG2z7OPkvPMefbhovr9Dd79/mbPiSLNoRnVKWoSUIDiHXvvKnagEIIjpr7vWlSHNBQVEVEg4sPVxnvPDmaeEb0Dzbk4JiJCkTgUh6yAp8f3v3/3xO3sxKyHxyenm96RX643QFTXNThPoCH4PsbxpBnVIXdxNh9vNptbe4uDk5OSyq3dxXjcLMaj3PWe8bTrVwjHQ37xibm61fG6baajfohNFRSJic9qksYYY4wxxpj3YHMzPrw8eH0o6Hn979HUeDHO8/x1lxNfzpa/n58RPAuE1+p+8nCP6GW0FAW9tk0eFFSLyDLjaz2/0eEbQ6PN2CO1KXrvpUggAlRmrnylAJX3ioREfUoZuEupqisRGXK+d7TqUiKCJOKDJwSQMqTI5EpOb7/5xh+9dhDH86NNfu3u4RuHy1bpsOu5qci5Zde1UjrVXqVLOQsocN3U46oiorqq9/f3QvBP3tp1UKpAzHpzZ9oDFfLi/P11nOwtUimrZQuuAoLY95Vn1aK2Ed4YY4wxxhhLgD/C6HfRE6pXRnrq1e1/V1pAzwPe5QG/s4XvenUu6GXb57bn8zIHXoTD61e2F/XiuODZFTgp+G4ehcqlDDFlZgJCIh5SiqUgYs4ZFPphiDmllGJM67YrqstNCwzrfjhpW1UlBELIqsScGQ4OD/7gu3ekmYrzr929//r9oz6Vro+C2GZpU0pS+thv+n49DKOmYeI+xtPVar3e7M4mgDQbzxhpuVw9WG7uHhwXxJRzU7lNHBLgySZt1EMTDjfLdrkqCi74ApBTyaXYLWiMMcYYY4wlwI88BwJcOwQIV9pEL4aAXivc6bVWz8vH5zkRLtLglQbR823u13ZFXIyBuQicFwcFL44onv86zW7QKktKRVIpMeVSFAlTycF7Ju5iZObZZAwARFiHkAVOVu3BSbtO0BdMgm3fZynsHHBA0v/7T14poRnNF6fdsFjMAXEzpKS6GWISDaEickScc045p5QCMyN576sqLFft0emydjCtwqKqXZGx9ynm4/Vmtdn44NdDHBTub/I7mzSQ74aYsiCBqq5jWRdrAzXGGGOMMeY92TnAH27qw4cy4GUwe+SJq+cD9eqJvmt572ISzMVsTziLcw+98mJ7xLXtggJnq+Wv588ruiwnQiMo3ZAygCOMKbmqct4BQDvEyWSsUlabzXgyHYZhzYQI49HoaLWeTkYpr1Idbi9Gipiy+Cq88spr9zb5Z37s6ZOT5cFmQwAlpygAXUdEzrnD42MErKvAiJ4cFAmBxsF7xBmSFtjx9ULdYnf/k0/svDye9ARtyq8dHDjyp91yPJuU0lNTb5I0wamDIgJCCHDYpzV6uxGNMcYYY4yxBPgRxsDHZ0MFwO0GiPOcBoCPZMOLHtHLP+sjeRLO54rqxe6Ha/sA4Wrt8KGgCHAeB+H8LU8jPD8iRi0CuahztC0wdjER4pCyqjpiUomlrPpYM4l0rvLHx6fOu5HDdTvUdQigSeO9k37nxv6Q8smmbUJVk746dPePV+Px6ObOTuo771xg7xkmVXVrPpt43mlqVtUswfnnb+9gCL4OY8nd8kRKmoquVZYuHPTDaFTduXcwm0wnTbMYT477dp3zLOcedMh6sJE0sbK2McYYY4wxlgA/0vx3cWAPL68/pgT3UK/mlemg50NfUK+fG7y25e9Kp+jVp+BqR+j5H/Gh6AgAl2Mzo6Aj8oxtSn2M48qXkmNSJAyVEynB+Ziz98FnjTlPx1NSEClH6w0SzptQO56rsupmFY96YdEuDnuLJgl977XXvn/3cNkO9brFXHabmr0T6AURU9rE2AMeijJ7T0ykN+fjyWwUdPLqu0ddKgSUcjntN7H088Ws0wIIp8vlrA6ffO7J9durrJQlSXIR+c/aKo7UNsIbY4wxxhhjCfBHmwkfuqbXV0fI9aUOcGU86LVlD5cnAM8f6/mxQNXrOycuO0IvkudF+LtaJwQFRUBCbNitSWIuO7PJ0A3OBUQYUhz6OJ8GItp0/WrTjkcj71xOSQSYiZg3Ma1zOOmGnZpihgg4aULwfHNv9+vf/PbXv/fWznj00o2dtk2xTYCVDCUSZcR2vWFoZ6PKMwefp01zctrePd4EdjvTybrbNLXXJEftkLW8c3IA7x74xWQ2m0rKQ0oPlqfz6XgTc5RaSe+cdg+qZ3JRJEuAxhhjjDHGWAL8qCLflWGgl72b57+rXn/q2sddZj94zHiYi4Xyl7Hw0Zx5dWX8tbN/VzpL8fruQgiMiFo7Dp4VadN2xByLiEhOCZ3rs1QhKCEAMMLJ6SkS100d+wGZ2uCOCZ5+Yk9Qj1drzzidVp7p3t27B8v2uSf29yfNNPhRqHSQ0pVp1QTvZ/WkdpxL9uzWfQKFPqZ5VSFoRRSg2q9rl8RV1TN7zZ32qAR88/T0W6+8cWMxe/aJfWZs+3hzPG4ajEqpyHfur08XN+z+M8YYY4wxxhLgjyoMwpUYpg+ntYfi4WVZTy9P+cFFd+jlpvgrIfKyX/SyTngtUup7fUFXMQIABEdYCjiOKTuBnLJ3rAoEgARJStclycX74BHWXYeekVgBhhjHt25s1jGM/WTsn9idsHddTHeP1uOqmo2aBiEwV4535jOv5ArkXkaMY8d1qHZns1JKMxqjc5K17yWpBKJR8Eqx5L6T5Lrp7o2wu5qtAdbthh12wzCpHTv0IbSxHG6GuzhNfoRit50xxhhjjDGWAD+awKd4GbXw4kDa4wt9V5b7Keoj+RCu1ABRr8RIvfbU1VeefYaH0iaCqqLiZQpFuDoRBoERCJAAdkL1TttVoSoqdQig6phTkZPVZvu1N1XdDrFGxKIIEIdIRG42fffuvZAnQxo3TVMIhjjEqKMq3JyNU8oSYxbwlW9LrJyvkevKz8YNeSBgcdmxIMbKB/I0nWjOiZSRILUx5ogl1h4kBC7Vl3/iue+/82AyHu/NRk/t74xD0CL3V6s3V/oX4ZN9VrIWUGOMMcYYYywB/siz4ZXpJPr4eaGgZ2vcrwe86zNgHioMnlUMz95bRfFq1Lze/3m1//R6MiWkQoUBHeqsCpmxZFl33biuVBUIHWBOJaeMUrTEalRPps3Jclm5gETv3rv/4nPPfvfe6ln26bRzjMNQVm23vzPFfmgav1GpnRMR70JMqaC0VNZ5o0Wg6CyGPvazcbPv2wDOgydGB1gTlSrWlcsCOZdNHp69uX+0akG5FfUolQdmPDpdnfblT5dh/fxtEFVVxL89IfAnfu2/sf96jAGAP/9f/1v7IRhjjDGWAD+eWU+v/H5x8O8izp3ns/Pinl7d2H75HvrQg0eWOlx9zUOnCy8HxlwNilcj38M3AQkXAIdV7es+3u8GJq68L6IheBXp+0jOjYi9c8uuTSG4UkQ1lTLb2elj6ocIzKfLdjyqi4CA9ikx8f3TjSeqao+5rPrkudSON3FwwR93KYtM6tHJMKy6YfXg2L+FKaVxqG7NpjuTUcMUSReT6VDy0aYf1bgehv1bN6rak6/i0A7KKNpmWAsfP/XFJGp/6zXGGGOMMcYS4EcbAB9zQd/zBfo+IVIfCZX68DZ3/QDv9YMEwlkAIWRVUG2cm1W4ijmXooIiuh03ys45xK7vR3W1brthGEQ1gSw3qxhz1658CMtTeObJG0x0/+j09hM3ch5CPerbdbcqBbWp6iYEB2VAats4lDJqqtPNarG3BzFuchn6eLRa/+RLz7+5XL6dkkNcjOujIdWOh5Sm47rvErXd2w+OQ6gW0yr3wzuny+NYXtUbm+nUbj5jjDHGGGN+IFuf/VHEwPPr16d9PrwBAuDqYvezmS8XLaN6PVM+tHjw0U/6QQpiWlf+mYnOvSAiEW1PDQaGJvg+pqLKzAAQgi8pZilNU6VcFMA5no0nTQj3Dw41l1RKipGdW683MaZcRAH7IS3mIwEsiCLqCJdtK4hMuD+fMmEqRRXatktxeGpvXgW/mE33FtPT9Rpy2hvXKaaqcsQaKjekjOwGJa4bV1VdP9w5ODzO+fXD9s7i038b63/GGGOMMcb88FkN8EMKfvr4B/pQGoSr2e9ao+hDI2EALhs+L1LitU+nqgp4tVMULrdQ4ENfGwIoIn3+Jz9TH7/q5AS3nx8RCKkICBBC2/ehqrJoU4XSdevU196llEIViKhAGVJazOcM6AO1bb9cb/ohNlW6tb8z9P2Nxfz4ZFnXQZkplYrQV2GTyriuFErl2fmQY3agz+7vIGMg3ltMj4+PX3z6qb1pszserWMaNXUcOlEkzXcOjuq5MnPseilpk/OD9XB/+qljmn2wxGuMMcYYY8x/7KwG+OFlQX3PQKjv+4EPDfm89gaP5kZ43zd8v09068beFz7/xXrvKU2SRUouBEAAntkhBMdIuNq0wXtkrkdN3TQAGKoqF2F2hOS8yynFnLsh5VxykaTapnyybtshvnX/pB0KMuRcmumYHHpHk9GEiJz3la9uzKfT2k8bB1omVbU7mwSETz3zVONdKbLq+8WoWq3WWYGYVkPexESEqND1/Rv3j966d3pYPX16+6ezVQCNMcYYY4yxBPhxiIKXlbgra/yu7oGAh1b5Xd/2d23d3/mu+ctzgtfOB14f+Pm+uZAId2aj3/jVX69Go2c+9cWhnoFIAUBAACBET+AIPTMxAmDKOeWS4jCkJKqIuFxvTlZrIooxShHPNJnURNzUdcp5uenaPp10kYMbsiDRcr1WdFlA8qCgTLyYNDkNdV2v1n2b5cHp5vR07f1onYoLPhdYLHbCqNnfnSvgph9OhjidTUvJB8en6FxG/+DG5x48+3OdkBUAjTHGGGOM+YCsC/SHGvjed7TLo5ev5sTrT6jqe7/+4jWP6QV9JPjpwxcdE6XVV77yy+PZSIUnO7uTZz8rr/4BggKCI1JVh0AAngicX3UdsiMR9r6UoYiUUlABEGPOTVPnXE7XHSJUo+q07Tx7dl4BAbCIAhAh+aaaNq4Jkz4LAzTBT5rQ9fGtg9Pd+c6rd97NijuLnbsnyzj04/FIAR8cnT69P112vYgw82mXqtqv2l6R7h0t79W3l09+vihdbrbAazs3jDHGGGOMMY+yGuAPPwVef/yBinIPR8HL/e+Xee8HvIk+/D6PfV1wxPHEMzz/wvMgTlHJ+VvPf6Zt9hVAVBFBRR0xowZGKLn2vosR2KUiqQg716dMTH2Mq7YTRQGdTMZ9zMt1q4qrTXt0uuqz9DGtN8OmTzFLHLpeqE2ZsJQixK7PguR35/Ond+c/9dTtl2/e8iljSlqk7wfH1Mf01ruHUGQ0Chl0sZinLJs+JsXDAddPfj4DAQBa6DPGGGOMMeYDsxrghxT+PmBA1CvjWt7rSN/1SaGqj6sZPvxnfNwXUwVf5WWR4cWXfrZhLwRKoOhGi9n+p7+6+uP/HcuAxAiqAI4wijJATLFxlHNSgH4YEJSJhpgIUUSOl0tCIgQEGXrpuIs5O8TTTUuIKcbd6aQAEvi27U5Svrk7nY3qdkh9H5u6GVVVGtJz+7sJMYJWznlAJBxU3zpdDiWv+1Yjeh9E+jamth9ONquTm58bwuwiKVsGNMYYY4wx5gOyGuCHkwMfKeJdv/CYts+Hw96VjwN9fKfolTd+r8Lg5XUidGklwzqV8uLLn0F2BEjkFAoi7z/1Aj3zBVZKOTlEUHVEhMCIgalmlJyGoffO91GIGQhjLkxchyCq67YfctnEuO56z6xIm24Y+jgM6WS5Pl1v2Lk+y7LPReCNd+6ftN1iNu5zGnJpU+4J5tNmf9oolKJ5WrndJjy9M7+5mE/Gk8NlW9c1CexMZypyx93onvj0475hS4LGGGOMMcZYAvzRhMD3Ofmn1xKdXk2MoHp9PeAjH/yB8ufjBCokAyCNxovd/X1VVAREInKAxM7f/sxP5+nTjl0RZQBHSKqoQiogUnuu2dUhFMkx5SEVYheLrLu+T2nTDTkXUOliXLfdwcmy7fpV25Hz7H0sevfB0art54v5ybqPQgfLzZsHh81kFFUhhJO+5zqs+mHVx3pcY+07yVnK0HeEWHl/uFovpuMhxgd5hC//3QL8UL79S/yEjDHGGGOMsQRoPpQY+FDwu379YtjL+x/sU32PPPmDDgZeNWuczy2AisJ0ccN7DyAKeDFnlMk1o8WtX/jN9MSnEyARErIjJgBCYAQCqDwH1FHwQ4wxy5BSLCWJZtEoooTeuXXbLbthiKkdhix6ut7cPTpetb2QL8irtqubkbLLyLHg0Um73AzLIYkLR13sgdSFNpb7y/Uyy93V5u7p5nt3D7wP7x4tDzb9wUAnz/9CpmA3lzHGGGOMMX81dg7wI8uBH+B1+r5rA99nPOj7fpZx46E7RsmqSoChHiE7dQzEjjwAICIACpTJdPb8V3/lra/N21f+fYXiGUsBRGAkBM2qWXRvNg2bTomWm835/0WgduhjFmZipJRSzhkGBIUhDlWoUEFBT0Fn4ymoBO/7TT8fLSbj+nB5unCNpPxgvVTBxXQWHHXt5t3T05jyZDJeppSAqlC/du/oe7PP9WH+g3+UqmjzYYwxxhhjjHkcqwF+NOnv6oFAfegU3+O7GR8+SXj12cee/dPHvltduZDWtXNMjIhIoFJS7AGQmeC8FElEjEiI5OunP/9z/NRPZhFV8J4BMeWsKgzAiH3fBceemZA0S9f1Q4qj0WjUNAgYvK+rKuWcch5STqIFsB3yEHPwvhtiFj1ZtwqwXK3vHx/HJF3JJ7E9XLbfeP2tN+7eb2Nc57K7u6iqatW2hFpXdZJ8192K82ceG/jOv32744wxxhhjjPkBrAb4Q8x7CvrXKD1dSW7Xtzn81ZNN5XkkncPS9S0AqBKAbpZHfddNp1N3OToFERHYkygpaD1+9kt/75V/e0zHrzI5QgmORTEXUZHgXBIhwvmo6XIR4lW7FoCmqrYb7h25yWicSxHV5brto0yaQARaUlVVJyvs+liH4N34wemyqUZA1MYosYAAEZ5s2j7n05Old76N0XsvTG/E0cnNnypqux+MMcYYY4yxBPhxToUXtSl9n9c8Fj4+Jn7ggTCV40Y2DvOQI2xnvgABur5bHT64t9jZCwGREBG3lUlWFCZUVcTJZOcTv/SPv/t7/3N/9y+a4FMpUsQ7LqqoSqCIgEzMrgphiIMqtF1PRICUc3HeBXL9kKqqHlIaIseYx5UbKZZcYsqxyqNRfXRyOg5tSv2kbubjZmcyXrXt8WpdSu5F1m07Go/jkN68171z6+9E8HiRjy0HGmOMMcYY81diXaAfv9Co+t6WZpXAAAAgAElEQVTTRH9gbjxTB65lg2WIaQAFImZ0AECAqPDg7jtDHKSk7Xk5USlSFIBAkZiR2bnpZPrZX/ot/9wXV11fOR+YihR2SA5VteS8bWcNzj2xuz+dTLwPCkDMSIRAosCMJQ4V05BzQY7gkkA7RCByITxYbrosXSwnvWwyHKz7tx4cHyw3R5v2zrqPQl3Sg5PTd0+6N/3zrbgP+I0bY4wxxhhjLAF+XMPeB37lX+qUWx3YxSWVLksWQERWkZyTiKiqlHL3rVc3y9NUBBCZHbPDs7mgiEjMTIhV3dTj2Y/9/K/d+uI/POlTqJwjF5BQtfaeAQiUUAHUOdyfz3dnU0ISKYjEzlUhCKALVVM1oFpKXrftqovLvmyGosj3j5aHq653swfr7rXjw7vL1b3NOtf1JsOb9x60cVi2/cHxyTvhmbR49q/1wzPGGGOMMcacsy7QH3qo0/d+6q/evIiAHzAEbuMfQwIiRhbJOQ+qSEigoCoIuDq+f/et12e7eyFUVVU5cCIiqqhAgMREFESkqkfOh/qnvjpa7H/n9/7lFNKo8us+IumkDlE0Zs2lALmc82Q04VAfnpy0XZtL8Y7qUBcRZCImZtf17dFyaKp62W4yMpLr+/b+yWG/WROTQwaGttCT+7uhqlYFD1bt0y9/+ce//A9/52vfBkL4MH6sxhhjjDHGWAI0Hz/4SLDEx0bNUeVCXCHmIiCliAgAANB23wM7771z7BTgzVf//OkXXx6PpgDEzpGUoiLbj2Ik5OBYVB175Pntl368nv+Lb/9f/0Ne3R85joAKyggMCgC5FHZcSgrET+zvn6w3B0dHGZRKBAAmqr3PRQnJV4GJc06rdo0CKSXnawFkwcQgUR4cnrSbrotxVujTn3jhc1/5ys6PP/uHr7x+uOntJjDGGGOMMeavz7pA/8ZFwcddRayCm1bqhmMtbc5JRVUUAbc5kZnZOVGJMXZ9Nwz98ujg9Vf+vOvWMSVERAfeOWZU0JwKEqBzPgRiVwU3msxvPfX0T//6f1U9+7mTPjECKDgAx+SYmBFKBlUERNWd6eS5p5/eme/MZjvO+SyackGAuqoJkYhGzYgBAXW+WEhOhEqOK8cIkrL2WWfj6Veff/JLT4TJE889sz//rS990pM1fRpjjDHGGPNDYDXAj8SHmV+ayo9o4LzKMWUZVJHYeXalKBKIiIqIlCJZt0f0iAFARL//7T954tkX2DchBO+ZEIkRUVRURBGRiIhQAZiUib33n/8H/+Tt77z8+v/3b8Y6KDunRQEr5liKakEFBFYRVtiZTAB1XPkh5dVmM8RBVYtIKYWZVUQBckm55CpUQxyYw2g8u7Ezf35/8uzu6BMLt3J7L738MgJ95tlb/OC1vP8Ju4+MMcYYY4yxBPg3AcIHXhWIgAiKV8p91xo+EUF1+3boPddc5hxL3CiiEhI1qpJLLqWogmQppagqAiAiIAFAzonYEWrXLl/55h9P53tNXSE2lfdMWCADaslZgydyRARAquqcd77xjsPnvnr7mRe/9fv/23D3u6OqqkE3SSsmJFYAQRFFRQCJouhBq+Dn9a4Crbo2AxJSyinGWNWNingOk9F4tF/PRs3+tL4xdVPPtxaTcRP1E3+nCi7mxKjVg+/n2a1Sze1WMsYYY4wxxhLg3+Bc+PgncLsUfhsCH3MCsA6u4VzD4CD1m3URKUVFRWQ7GEWVSGQ7lgYRUUEIERC99549MtW+KiDHB3ce3H2raWr23jGxDyqkoApaiogrTEyEAKwCAaG4eQh9mrzwlZv/5at//LvvfO3/bByNa44pAyISZckFyCHmUpiJHGYRAUlFJoGQyDMBsPcTJq6q4Jma4JrKNYE84SSE/bF/curekr2f+MyXUaRkYMQKJL77HXzhZ8pDfbBqS+KNMcYYY4yxBPijDHXwl2z6PM+B57HvsQkRERWg9uw0snS+JIgxgxbEVIqUAkCggIgICIjb5EfEhASgyIyIJUtOueSM7GKMiBRceu3bX9/df9JXjWdmFsdcSlEiAJCC4IiQmRAYANB7VvWqAk2ufvFXF08+/2f/x38/d8WTVyRHlNSJbsudroiKKhIykeSCTEUhMCGh875yrvbOV44AEcEBL0ZV4PD0Itwb6Mlf+K3xqMrAxNj3m+V6hVHk6G3Yu7oZwuaAGmOMMcYYYwnw4xUI9SzIXQS9H7zXAS8/FGHcVJOGUnuiQ4cpEjGzKyCuWuQsACDDAySPSHr+aVS3b6Ggmks6q+htgxkRAqKIADLjkNK777z22ne/8Un/BQJVUR8CO8dMKqIqpQgzAW5PBSLRdpgLFik7wc8/9zNPvfCJb//bf92/9afBORUIikUyIXomRPSOkcARZSkA4JhFlJico0kVFADZubOFhNwE98SUD2Bx8+f/0Y3nb6MSiIiU05PT9aadutq/821e7HdubDeWMcYYY4wxlgA/xiHwSjnvMfHv7ODftUvBu6Adp3YkiBvVnOvxpO96ABUV4pqYUQoixDQ4ckgkKogIACpnRUUV2RYPQdURq6qKsPPbne+AyOQc0yvf/KMnb38S2eE575h92G4GRCRCYsdb28cAhaVKiPNJs/+P/4vv/Yc//N7v/cuGZNpUnhtCABEkQgTH6BhFhJlFVLSMm1oBxk0NeHY6Edl553YrPnC3Xvrl/2x3fzcQRUUsglj6th1yqYdu7Li89rXwqa9GJUQ4OzNpjDHGGGOMsQT4sQ2ECKgXyfB8rsvlk4CEsNMwtMeeRFlUSUBUFVRFBVEVUUEBCaAgKDsfQq2qUoqqqG57PklBgRQQmFhVERFxu7pBz073ITjvHTERv/vmXzTzL62WK2bvvFcFQGTeLhIEQNTzAiYSMpNDX1hHAAoj1+Qv/sLfvf2JT37rd/67fPi6Iw/km+Bd8ChZtCByXQfvnap6hqZyznnHPMSSlDIII99cNPeG8XN//5/t7s+ZqJDDXAooKq1Wxzln5zyA4vqYXvvT6sUvJGC7mYwxxhhjjLEE+KPLdoB6fbbL2QRQxSsn1s5SH+B5OyjieY0QmaDCQnGJ68iEhBRFCBVAt1saiLCUjEhIjArOURq6klMCZCIiRHTb5e8AKFAAABVLyQBQRAUyJEUkIkZERKCUmAhV3vj+t26/9GmezPq+r6oQQuWdI+ZtPZCIVEUKKDEAICiQVuyIiIi1oHh/+xMvP/XP/+tv/O6/Ov32v68d+uARBdAFDsEjAIFqqHxwVFdBFGJKxL6pPHGYNHwQ6+d/+Z/t39x14DxTVi2IqIgAJydHCNR2nQKw83x8t3zn90fPfjpPb0S77YwxxhhjjLEE+DFJhO953O8yFp7/a2D22lalx7xmFFXIBQC9iCChAhCxiKgUQgJkKUKBchyGfgMAiCCqkgoigIJuZ8psI6coqCKRqAridjAMIIiKYy+iCsUjx77/ztf/4Cu/+KtZytAPVahEinNEREiACIgEACKFlM6+CSIiJiIg5xQqpN77L/3GP7/3yc/e/YP/ieLa+TqrOmYHnEpS3eZfEgUk8lVF7KZNXVd6L81u/eJv7+3fImL1LAQoCFpAVaEMQ1e0xFxcLt57lYyrY37tP+D0htu7LTtPxvMvyRhjjDHGGGMJ8EcS/i5sY95Fu+fDxwIrz76soDvyOtTOZVQAEhDU7U4HAlA6O8KnRJxLJhBiBADnwxDbup4giIggsaqoCgKpFkSnIoRUNKOeFRsRFZRAkYikZERUQQo+peH+O6+369Vk50bKZci5FijbyLiNebo9Tqigqmc7JogIHYMoelVCGBOp0lOf/fL8qefv/bv/MfT3PfMwxE3bMaISeue8d1UVVBUQp01Vj6t7cTH72V978vaeZ1Dna8wirsDZ50k5phhz7KWeFNG6mZwcHXCoXcR6dZSWB/Ht7/onX6BbLwxiN54xxhhjjDGWAD+uGo84nPLqGKRnVFBNRYhD3gYzEBVBZCkDAIIqIqoKbIt8ClmKpH5oV94FQqzqBoAUZPuikgsxaSmgABgUABAJXfAOEAFUpSARsycXhr731aiU8q2v/f7P/ye/rSAplyEm57yKbLs+twcCEVFVRURFVUQJVcEBeqbCyICi0iDUT92e//q/uPP7/wsdfH2vbnan0yEOWXKXdVJXhUrNztfVuK7uwd7sZ371ySf2yHnHqAQKLoOqnKXNlEszXuQ8ILmUihZp6vG6XZWcQbWpGhjW+dVvDm98m/afqm+/VJpFVLu5jDHGGGOMsQT4ETnfAPHIte1vhNgEhdVd1y0dZUXNkoEYiVWViLCgqmxPCXrnhxKlJEQUASJCuSx1paEj9iIKiF272ca07T8qAgUvqpEiBVSROGdSBWIqORO5UINTZOdUVQXvvPHK6fHh7s1bUjTlElNkrosIMp3XLlEVpJSCmAkRlZCZGZk8wtmwGQBgcG7ywt/77QffvK3f+V3A5CuqxIVQPBTnHIUJan67ne799C/Nbt0gViLedprKNvglKUWLlJyH6c4+ahFVUBni4Bwzuzj0qCqio2bCXLyUdOd7m9e+4eb7dOOZ5rkfj25U7GY0xhhjjDHGEuCHm/0evnA2AIYIm8AUV9wf+m6Vcp9TKojeeVBVVdo2aoKqFgBQRVVFQmLWokgMgI59yRkBRQqqdN2ybsbsnYqQspaigHIeokB026qp2+0QiIisCLpdGMgUqhEz1/W469ZEDAgi+c/++P/5B7/5n6ccRSEXKSKlFABgou3SClVJGVXzeSPoNpUyIwLB+fBQAFVyvPf5X1hPFvFP/nWF2iYIWAQYalYpb5e92Rd+Y3xzj6kUDP48M6sCACFBKTmmWLLM5zs+VKoCiF0/7CxmwYeS89C3qoKI7FxKCQDrarS6+wYfvl1e+4bMboSnX/JPvhQx2K1pjDHGGGOMJcAPNwYyYWDw2gVoNUWCFPoe8iBQlLEU5xypFiZXSJidIqACno11AQQFUJEiUhAJVHW7zh0AUFFxGNoUh2o0Q8Uq1ERYSsk5AVLKeXtqD88WxKuKEDGCqiIoIJHjwOzYOWLyIaQYEZBdePu172xWp9P5gpiYWVRFEYqoAiGKiHNEqEUEc0FKiADAvjDTdmTo2XFBVc0oIwH41OdaLe03fse5VsQrlNLD3Xhz7+d+ZTprCLJoVRGLFkJWRQUUVRUVlSKC5MbTxXS21+fIvu6GfgFzRPA+5JzbbiMq09lu8H4YBiEez2+mfpVWJ9yu09E78ZU/padeHL/0uci1NYcaY4wxxhhjCfCHm/6QGRon2h7wsA7aM0kVqlwSalHArOp8PfQtgiIBCDv2RUR12wZJikzkpeRtJRAUVAXRbee3qOq2SIaIfbfJJdUAUkqfM6ASIRKz2+5u96pats2fSEUKsyN2RMTEKUd2gYmQaOi7UNU5ZThb+CBf/6N/95/+xj8RKYDEzIogACCqCIQgZ18CIArGjKCgPpEjOtvujng2kRTUrVG5aP3i51Mfu2/+G8g5U3k1zp/46i9DVSGqgAvMgBmBzw4ZKkjRkovkklIkpKpuJtOZdrmUUoqkItvlhMweEdvNqm7GYTSpKyyiyFyHvSHUy5P7rhTsu7J6cPrmX/hnXh69/IWBa7tLjTHGGGOMJUDzw9HICXUPKhxK6pmpFBFQZqeqRRQQENERF3ZJFaUAFAVl9oAIACIiJRMRCpbtSE9QRAIEAlTZTkfZvg0N3aqpp8yUJasWQAZgKVrKoCqqLSCpyHbJvKoSEpJj54IPo9E8l0SAKmcDZup61PcbzQIE3/uzr+Fv/tPJeFQUHAIQnQVUUAVQUSWG7f55LaJSigKSggNw3jEyEKEqqahXLKAiUn/q87Ff3/9//9U9vn3z537FYWm4CRU6x0hA6JDOelcVoIiIyDD0AOidb5rpaDzh2h8e3FWgvutqH0SVWIpkYj45PiCAEGrnOKUhixC5nf1nlicHMXY69Nx11C5P3/7u6LM/h09+0oaGGmOMMcYYS4Dmr0VVGj0ZdW/8/+y96a+l2XXet6a93/dMd66pqwequ8lmNwfJtgjNoiUrkZNAiI3AseEgCWAgf0YAIR/yBwgJnMmCHVixpYgKrcEcmi2aFCm2yB7Y3SR7bvZU3dU13ekM77v3Xmvlwz5FGwgSOIkTGM39Q32oqnvve895z9kX9dSz1vMQmRsguGoGAyA01aKFsA54kpohM7uzxJJHRwQEUwMEdzdVEQFwJnIHd9s2STjUeUwkAgcDLyW5mYj0fR9jV4oVzUWLm5nVnUIERHNwUwkRABAphI44ICFVixGBEEtOIfbIwoDunjarG9fe/thjj9byQAQEwDreWR/LVuCBO5CaQynjmNzNAYEICQmBCCO5KgCiO3nx+MjPvvW9H75/fvrmN76MhvtXLn/8Jz/9iUc+hgRCrk6AYACm7uZ3XT5m5n4ynS0W0Wfr1WqzOlutVtPDQyxMpADOHFIalsuzydQm/ZSJESmnBGaL3cNhfZbHYUyDrle9ltW3vxQfeHv+qV8YpZmBjUaj0Wg0Go2mABv/T3ntxR/0q9cN1ApIiKBexybBvWhWVUPUWvMQYs7Z3BDRHEAdoFYuACA6gFc/ELFORRJx0YzAjmQGYOZAgL7Yv2d5duvk9OZ0tiNjRyyMJBxA0NzczNQAwO52zyNS7DrhgIR5HELsUk5e1Za726bv+vV6hYhI/My3v/6XfuZnsCRDsG0hhIMDAqrpVoWq1kfojinlUkopmkucdrGPHKV2CUJAYKRE4mfHTz/33PLW7W73KqTb19648sYzL33rgft+8d/97Kcee9CM3EHdzUyLjuOAhCyBCQnk8OjSnbNy+b4H33rt+7mkYRwBgUMQja6KACmndHI7TTaLnQMADF0HDkQ0mS5yGmPoxnFYD6OU7K88O77z6vShT+w++pmVTJof2Gg0Go1Go9FoCrDxf5uSE7huhy0dTAuAI4jXucbtgKMj1Lo+Q6h+mbtbCJ2loZYtEHGMXU4DA1XTjQjYg7sTEIITkQO6Qz+Zzed752cnd26+ieC7execiE1USzGr3h0RMTNLiF036RcpjYDV0LNSSgxxHDeAKBxMi7n1/STn0cxffO6p05PTw8NFMAbyu8OidRExbONejJHYNNflP3Aw9XEsTNWHY9Ice3FFIl3def9/+J9+l0+P9z/xq/6Dz4VP/b3ZzWfuEOOLz/7BW2/d+Ru/8dnPfqZkdUM1MHMzE+bAQizu8NBDj65efHVG8Xhn7/TO7c2wmXU9EDJzNiVi08IiZ2cnSLS7u69FHTCXYjltNitA7CezlIdcjNBwszx99uvDay+EBx5ZfPoXkkxbSEyj0Wg0Go1G48cEarfg3xTbHT03IkJEQjErdbSTiIoWqMEujkSCyLXJoIa74F2qBYaIXr1AdyJGBERwcNWCxF4rAR0BYbF7cOHKI6Ff3L713unJzaLJwYmoxnI6oAM6kKoP40hU02SMENWUiIgFHNQKEqVxDBKrdWaav/qlPxSJyMQsIiISQpAYQ4whxijCEgIzxa5nYRaWKKEPLGLuqlaKI7ElU1Ib0+/+t3+f33978fCvwrVv6H2/zm9/aWCdc98trmzOTn7/H/2Dl96+hcxubqrqGYmIuD4Rc7v3gY/s7e4jQTeZAuGYkhO6WwgRkZjYwQmJRdbr5e1bN3IpiORuqqVOxeacutg7+JCTmTHxeH6WX3vh5PHftR8+z17aG7jRaDQajUaj0RRg418bRGYhIndQVQB0cGbBbRwLEUv19Ny11rYTERIxs0ggwhr+iYSqGYmqU6daEAnAa5U8IhGxmVbRWPIIoLHrrt7/6KWrj7JMbt96bxxXsevrCKaE2PdzCQFZoDbFgwOAWgH3lMaum1LVWojMvF6f9/1UtSDAU9/86tnpmgiYmJlZsBY+iHAIHIKEINvfC939JV0XggQ3AAADcwTcnP83//V/+cpyGsYPbt95fZLzdHfXygZ3Hpmm60tL6/VxSbPf/+1/uCnqXtwRnUSYiZHIwYlpPpvu7i60JKp1946laFFlZiRCIjADcAIwLeZwfPuDzea8ppvWCo2saRw3XT8BwKyZJSLisF7lO9dXTz+x+frn6fQ6Y/MCG41Go9FoNBpNATb+dQQggLuBOzETEjMDAGKNSwFEBndCJAQzI2YAIGYEBzCz4g5E7Gam6g4IhHd7BQnR3Woci7qLBAk9IrkpUQgSmRBcJ9P5pXs/dnDxI6vV2fGtdwhhb//iYmdfRJgY3cGtlEwcqiKtdmTOAzG76TZ7hVBdY9cj4vL0zre++dXaIQjbrkIkqiEvLMwiFAITATNve+DdGI3AAxETMhJ6+a2//zvvPv/dbnrvcOXn95lnn/xb/ZtfoHt/8fDsxZXMp46L6e5mee3bT/7ZM0+9KjEiGDGJxNo2X1NSY5QuMrgLCzMBwCYlM6t/IxwQ0cysllYgqNv52fFmvcxpBPc+9mh149KF2ByGPMYgQFTMPaX0/hvLr/yv6ckvzH2M5Nje0I1Go9FoNBqNpgAb/xc4ILg5gJmbOwAxs0NdnwMWwa0FZ3WyEcC92lYkSBxjh0iIBCjmgMSIbG5Ish0drQuFZiLBLbs7sbiZO6oWc0WEwLS7d+HSPY+o4+nZ8WZYlZK7ybSOp6oWVRURZK797gCoqiF09UHW4M6cUhcngMTEX/viH2x0GypjYEQIgIjAgizEwohAxICIyABIhCllc2d0IBcv/+Nv/VeP//M/+oAv4/f+8e3hDh6/cmdzHXhxePUjCbJjl8uQrSQrRnvfeeGV81VyA6qpqUQESFU/AwoSuIYQQ+wcoRQ1dQPg0DkSh87dgwg4lFKY2BxLVnOL3VQ1xy6iWcm56/t6P4ec+643szFnUy/r882rz5194R/b1z4HL3wt3n5rQsZNCzYajUaj0Wg0mgJs/B9BACJhZgAEQGZWNbPtwCe4IkLVeKqFqPpbzCwAAO5I1fIzBAM32l6QEN22LQxExA5QckJEIlQrNWQGkdxdNbupWy5lPDi6/+jSA8xhs15u1ucigojVRcwpMTMTV5MRAbRkkejggHV/kXLJIXZEfHzrxnPf+TYLmas7ugMiEhPWZgtEqs/X3d3rZZmjk5u5ePnc7/33v/e5r9v61HY+ojv3zzT4Az8zO343fuSXb33n906nV48iXz+7vRrX08mFzfrOyy9+9/qNE0IzqiOrCIS1W4KJWRgJiUg4mGYDM4A0jkzIzCF0ZgYARFTyQETulksCIEAO3WyxcxhiVCsppb6fIqCZpZxCjIiYUnYkNR9Oj1fvvclvvWLffuL8j397/PM/hteeCas7DG1AtNFoNBqNRqPRFGDjXxWBiKUkJFBNAEB1fQ/cTN3c3WpYDJHUVnezYuZmbqbgXgM0AUC1GOg26cUd3Ii4Wox11pRYEImQa9wLooObaTk9uTkMm+l0Pp/NtSQzldBp0S52CFblU9FMSO4GAGbq7iUnkSBc82aIkEpOtK2hp8f/+HO+9f7IwQAcCWsz/Fb5Ot5tsiBEDAEYUDp+/Euf/63/7nPYT8LOlfHaU2+Nzu8+fuP2jS7dWgLswWrvgV9NthnHkeLls+WNYuXa6y+9d3NFEtCpbhLWrUUC77ou9lMJgYhijMysJat7zhm8bg0KAKgqE6sqIgGiamYRd8g5qdpisb+zd8HAAUCY3aGoEZJIMNeck4RuGAdVPzm+peM4cwjX3y7f/cbmid8fvvY5/OFzvQ7NFGw0Go1Go9FoNAXYAHNzAOZgqoTELNW3g5rwCSjSAQAzExEiETMR1/U/1cIspRTY2n3IFKqmqtOb1bHbRp4AEpKZObib1cr4zXqV0hhCF0QIUa3E2CGgaTbX9epsOl24mZkJS84phN7MHKDWO4zjJsSeEBER3OtOnTAL89tvvfbi914IIbpZdTHrI0RAs1omaFtjkJCZGWkS+fmnn/wHv/37Xb+Tsua0NtMQj4a9R5jn1t+Tb7+8md4XXvkd983B7MrJzRezqgMsT26//MorqzEJ1BhUBwB3R8DZbDZbLHb3DkSiSAghMokZpJKLlnpLRYKZAiIxuWv1EXPOjqBm4zgUNURaLA6Pjq7MFwddP2XmYdgECRI6pDCOo5uv12vicHp2ulyeIVMM0ddLuv5Oevpr51/4HX3uX8QytDd8o9FoNBqNRqMpwB9znIlMFbfemhExE4tEIjYrdXISkMy02m4ITlTXAxmRJAQWAXCigAD1k5HIAUS62toOAGZGxMSEbgAwDMvl8mQ6XVy5535iKUWLlpyzSAcINfclq41pFBYEMAc3KyUJMzow/cs3ADLXNUZiNteunxqAmH/hjz+PAkRUJd/WBgQnQLdaduiIKIxMEAO99vIP/pc/+NNkoZinzblR1DDRk9dunK/CeOOD5e2L4XDymb/D43Hur+7SyVgUwg5yAIkv/+CFG7c2xggI1QVlRkdg5otHh7v7B5PpXEKMsa9rlgCY04iIRBxCB+bojo7g27hVNw8SmCWlQbW4GUswB2LeWezt7B7OFvvqNul6AndTDsGJNsMGHDbDsDw7LTlPZ3MgsjzC8sRefnb9xO/Duy/LvxIc2ozBRqPRaDQajUZTgD9m+s8dibhu+DEzMyKYac4jALhbDcx0sx/t/pm7aanSDhHNFBGDBEQ3NwDY5ltaDbkEdzB3cyVGBDC3zeZ8vTzpu2nOw/n5Sdf1gK6qbpbSsO11QDLVYbPq+gkRqmYALKVI6JDIEesaYUpDCL2ZI5KW4ma55BCjIb763Hfeeuc9QiOqogvMDInM3d0c3B0CcxQWgvfefe/rf/E8oOS8BlNHOj2+5jJNmxXPr6T1Me8+6He+c/bGM2fWH93/Kevn/WSPLMXpLHTTN1598dr7N91JCBUITOt9QMTFzuLo6Gh3/2A2351MZhKCuxFzzgkcWHgymSGRmhJz0SIS3ExNEaAWS2gp47jOaVBTZkHaLvft7V1Q0xg7cEfiGISQVM3MStHz87PT02Ni7iezrJpSTp0H2k8AACAASURBVDevpe88sfrGH4aT6/USbUew0Wg0Go1Go9EU4I+ZAjRHQAeofpSZMnOMHbOwhG1ZAmwDYNyBQyQSIsa7s5dM7G7mhohMjISAgADCUpfZWIRJzBwc8zgsT28R0WLn0N1KLmkYgkQEAgDmAABmOukmRIxIiJzGwQGYGRCYZRw3sevdvdYSElLOo4RYJ1Sr0ouhB0Ar+Yk/+WcYA2zln7u7FtsqHwcRjoEQ7PTkZDmk3YPL/WQ+n++IRCRULYxo4ExmeQyXHs79YT+eLR76lTvf/aMcQz89uPzQYwd7R5PJNBf91pPfPFmNFIS2Th4hQOzidDq5cunChYtHu/sH88VujB0zA3FKSc3qFqWEzt0J0VwdrF7AwcG9TtsiYCml5AwAWjJz6CczAOy6KSJI7EpOzMHcixYkzjkjUs55tVyOw8gsDqBmujq3t146ffz3xm9/ObSh0Eaj0Wg0Go1GU4A/bqgWM6uV7arZ3QHJVMHNtYA7iyCCu5mpg7m5agHi2neX8kjERFyFIiCxMAIQk7kiAAuXPFYRCYib1R0HmEznfde5GRIQ4jAs++m0ah4ELDmFEAG8XmQY1iLBzN3Vf6Qzq1hyd3dEYGbfBntKyeM4rmeTmTM/9Y2v3r5zAg7MXHcHEQBMCVGEhclLWS/XQwbp+nsvLPYPjw6OLoUuTmf7JHE4+yDHvfO3ntbJ4vZzn79h/dxvnKfVBbhzeOWTfv7Wz3321z77K//Oxz/+U7Pp/Lnnn3vplbc22QI5IJoaAHR9N5vNjo72L1++cnh0YWex10+mIgLuxGJWkNBMu25KxLWY0TQjgpnXAkZ3R0IHyCUNwxoBVRVAwQ2ZkFjdQ4hEXFRj7IDQHGLsc04AWEoeh00aRyZys5RLyaabdX79e6df/d+CpnYEGo1Go9FoNBpNAf4YEWO3WZ0iOLgCuGoWZnN11230C1JtOEBEcETCGDsCJ0RiIWIRQUAmERZEIEC+m/mZc2KiIIGIwM1NJU43y+OSx+X6nDkgkroVczDgbbOEAeBmWE0mi20ZvYiZCREAEaJqTuPQ9z0iI7G7uVlOY4wBAcGsGpKO0IWwWS//7MtfMqqxpaDFiqsBsJAQCfrZaj0U3Zl1Qhhm80sX9y9ffXgx35nOdxa7l8N0b7a4xEQ4v+8C+f6jf7OcvpfdsrOub847uvf+o1/6+Z/6u//p3/oPfuNvBAn//Itfun7zzAAIjQgdnRB3Zt3h/u6Vy4eHB/uzxWI2m7OwuSLLsNnUG9l1Xc1PFZSSMwkjes4jIxCAOdT2C1Utqg5qZoBgpSwWCyQumtXR1Nx/FLcDhFyKsnQpJ3dIKf0odxQASkp2/a1bX/k9KWM7BY1Go9FoNBqNf/vh3/zN3/wxvwUOMOj/24v8+ZPPvv7yD4oqbm09DN1UVYlFTR2ckACxzmGaW+BQSnJEuBvIKRKKZgOvaZ+IWOctAZGIiUXVavaJI04m85zzye1r0+nBZDLNaXQHAMg5TSazUoq5E1JtlAAAuxvZMumnOScHR2IAdHDmoFa2i4iEZlp9MGYx1VxyHydW8ps/fO3SvY8cXjwEVwRkrLIWmNxLkSApjQo+7yeb1TJlO18NBJDGQSIRSTl/f7FzmDen7JsbJ3euvfvKjRyvr5R2H5B+8bN/9Rf35v3R7uSxj93/iU/91Dvvvvf891/+9Cc/FoPUtnoAQIDIzCLDZlitN+vl2WZYjeMmpRHBJQgzIUsaN/WJqGbhqKYIFEJXNAMhE5VSasZMXWVEQNWiWrSUYbMKISJCKTmEYKbqHkNXSjYtIjHnEXE74mtm28YOsHR8c3z/rZ37H9TQ/5+9Q/6Tn/l4+3HTaPz/8f9xDEItnqnRaDQajaYA/79XgNffeff0+FYX+1qQ10+madwwkruh+90idQA3hG1ajG9LzAERJ5NZySO4M6G5xy6aKSIAOhOLsG/jYYCIRELsZuOw3GzOJHSTyVStVDlppv1kUkoGAGbSkmaz3VJGluDm7t7F6OZIBAAOHkNEBFO9O4MKiFgVDiIRorv3k+nq7Pill165+sCji51ZEJ72MQbepLGkFIL0QQJzSlmEuz7eunHr+ge3+r7fLE/NCnOE8ez85MZyXF+6/Ml78PbAO6+/9r2H97pZOg75lOLuQ488yIFR8Ghn/vN/+dMhzp7+weuffPg+Fq4TqsRopsykauv15uz8dLU8y+MwbpYAyAih60XE1EpOAI7EBl4rFomYiACgOrFmbm6x63NKDk5Ei8WOq202q77rck4/+gIkKqYxBM0ZAJllGNYx9qo5hJhzBgQz67vu/IP38s33pvc95LFvCrDRaAqw0Wg0Go1/a2lToP/GhKRpGdNGNSMiEroZE5vrdvDT3NzAXbUgeskjQu1VdwA0U99OHzISE/LdDzkBmSkC1n48hGrTobvtH15NwxrAu34iHBAJiR08jZvJZEZEZkYcUtr0/cRNkcg0CTMiIhCYIdI4Dl2cAAASuoOZuQMRAVY7kgEx5zSdztbnt/7ZH3zu+o0TLQUAxnF0taJmDoQ46bs+ymYzSAgXjw5CIGDqu46J0ub49M4H9+xf6qZX0ub4A96777G/fjniO7NPQIjnFr7/ves/ePlVdGVFFHYpP/NTD04Qv/bMSwbA7LWAEJlFZLGY7e/v7e7udbETEWIumnPOZupmMXYhRHMnIjcNIuBeSmYWdHD3IBGJzAwB3NXNck6r9SqXBAg5jV03AUA1C6GvKZ8kkSWWkgFBQsg5IXIaxxBCLoWIh2Hsun79wbXVd78R2r88G41Go9FoNBpNAf44KMCUhvniYBhWqqWKuqpJEMAdtBRCMlNiQWQ1RWS+a0wxCxEzCyKoFgcPoQMHJK5mHTJThZlZAImZQux39i+dn98+vnNDWEwVEMHBzAEQEJDIwIoWlgg1ctTLZnVbhMyyu5oWcBjTput6d6vfwd1UjYmZGQBM1R1Eoqf1+entL37xq8shb8YMSJMYAqOZOgAizKZTQlgtV/2kOzrYrXoWJThPP/rYLx5cfYQD9at39rvd8e2v3/+xR/XVPzm+/sY9j/z68MFzf/HEV5gliDA4Y3TAX/7Zx1565dr1W2twcDNwIAQh7rs4n093d3Zm01kIQUTcLGsxVXfvut4AAAgBzQzc6lpmldOmVjsY3UFzYiQ3c4eiKqEPEqvzycTurm7Mgogpj91kikSlqHCAu+UfZlY90mrMMpK/+0Z+/412GBqNRqPRaDQaTQF+2PWfwzisJ5NptdFyGktJzOJeC9MJqkhgJiTTggBEpGa1KH4bDQqOSHUaExF/NPYJ4FIrJbBu87mbArib7u5fSmnsumk/nUoIzIxERFyHFd1dJIoELbkLbGUTBKo6jV2PJODubiXnGCIjVSVTv4GECPAvA0I3w3o2nef1zf2DS++8/f7p2QkSMmPXhVKKgZsZERDDaj2erNcHO727xtCTe2DbmS3y+y9IOrvT30MH92wg9zsPXXnor34wvT++/k/FVkN/iCQAiOCEylT6vvuNX/u58/WYkhG4FjA1cI8xTKeTxc7OdDbvuhhYwN3Mx3Ew0xCicK3ZAHI3MzOtCtABHGuDhSNALsoSAGo8TJl03WQyQ8RxXPdd765FS4gR3BGwaOm7Cbg7OIuYGbPU1sFSMpGoKmjenJ1uXviL4NpORKPRaDQajUajKcAPOaUkIpjNd9erM2LaKo6toHJmISJVdS0ABmBIQISERIgAQERMAkg1L9TdiaX+gWibO8IszFJlXgxdjRbt+9lqeef89HaMnZZcJSMimqpIRDfXVNJ5HlZBRAsUo5RLjBNwq80TADiMYz+Z1op3YnG3nMcQOubgAO5W1wPXp7c//dg9ly4eDuM4bNbEW32YczbAMeVStIz59PTsfLkkcgNwt2iDlNPJ/Z/Z272w46vT6z+cTD/awUpX71zq5uvLvzYe3H8430N0QAd0dyRwZzja4auXFgiYTd28qBUzYu6nk+lstrO723W9iDi4gQ/DRlWJKHa9hFCTPFVVJBCJFq05OnD3FhctRAgASKRa1pvzUpJpQSIrmYmLlpzHGDoAVDWJPTObKkswV9UcJLobswBgCB0gJbfx+rv53VfbcWg0Go1Go9FoNAX44ca1FHDsuz52fRo3pRRArK3pTJzzqFoQERBZAnEgrF3tCNu+eAd0JkSAu8KPELeDnwjALLXwvU5FVkmJRLt7l05PbpmDmS929plFQmQJaiYMmlclr7UoEBpIASHpAHCzOZ9MZsxEiGZFtaiZSACoLqPVh+Rm4A5IgLxJm0nff+PLn7+wP3G3zWaTUkYAIdoM45jSZhjHIZU0LE/Pbt4+3pyfgbuRg+xd+sx/hufXPO7G/aOy/KA/fXJ5cpO6HT1/d33yyv2nr3I57bbppA7kzmHCrOhYVkWzGbipmedcHKjr+tlsvrN70PXTEAIzm+aixbSY6XQyYw4OKF1Xg17AvWghJHdT0yq63c0dtLY1EnX9HJFD6NxsHNfCgYiKFhEBACTOOcVugsgllxg6U2UmdyeikjMzsxBqLjmdf/8pQW9HotFoNBqNRqPRFOCHV/+5m1nOg7nu7h3lNEDtbQAEMEeraTBV2LmZmzkAuLlb9bzMtEaFIqID1BzOuroH7rWBgLDOlKJqRgRhAXcini321qtTZkGiGGNtd0CCcRxKyarmwLkgccS7DqEWrQ9jm5ICmMZN10/dSh0EJcRhs+aqbJhDECIppbz4wndPz897kVzKajO4GwsZwHqzWQ/Dcrk8Oz89Pz5eLpfFfHT37P14bfnsP9nlshiunx+vd3767y53H02Lg0tXP3H4wCfHuHu6+9idHAGlqCczBER0EozMgGKm4L6dhyUEgL6Pe3t7u/sH88VeiJ2IaEmINAybUnIQDiFUAe2qhGSuaqXarWbGHKDG6iAxsWkx1fPzE0CU2LmZQ33dzB3GcahDoe7KzFU6ikRAUFVENldAKFqEA5HE2PP5sZ3ebIei0Wg0Go1Go9EU4IeWOnNYUnaHvp+6Q0ojc93lQ9/OcAZ3r3kt5lb9KAdws1paIBJMt/OiZloLDO52SEAMHTEjeAiBWZiDmdZ1wYOj+4bNcrM+XS/PY+xjiNU/BOTp/AilR4ksIaVhOp2rFncz02Ecum5KhKWUUrKardfns/luKQmZixogqZYQArhqyeBWSgHVJ574ymQyAbeUS1YlQmZ2hZx0uVwfn5ycnNwZ12tyxTKqWYoHy8V+ue+v8P5lsHN/9rePbj93z9Fj89tP8nh8bxcv8vLkmcdP1+cCEMyyFwAnxBi4i4EZwRQAiAjrWGmMe/u7Bwf7B0cXYtcHCe4OgKmkMQ3EIhJC7NycEEtOLOLuSKim7l4nV8E9pYGYa+gqSwwhmjmHqAjq3vdTAiwl135GB1K32WxBgKolSJdzCiGamohoLrGbElEaRwHcvP79lgnaaDQajUaj0WgK8ENN7QF0B/f5fH+zPlUrZsYk4OAObrVj3NwU3MAdEc2MSBCwFANAZnZwBDfLtcquKh9zRUJTRcRSEjjc3Q90CREBji7ed3znei00FwnVlCTiMY3T6c52GhWg5CQiZgbu7jqOm76bEFGtgnCHXLKErtqPzKxW3I2RENERgoSs5alvfC2rImLOKafEREwgwgiQzJbL5fL8LI+btNkkBUDox7OL84e6t7+NKR995j8/D5ffmT0QrlySye46TDlo2bm4DosPToZShiErGoE5gjNjJ9RHZiEHBXTCul0J0747ONg/OrwwX+xIiIzkpuAwpgREhBQkIjEJuzkhuZluB0HB3WH7gigxA4BqAYCun2hOMUR2sFJYIhMRcc6pC8GtpDQiMjKZG4cAiLmM9VUD9FKSiAD4sFnhe2/FNgjaaDQajUaj0WgK8MNKFRVaMiKktOn6CSLnVACxWC6aERAR1QwAzLR6VjXh00HdTZgRwdzADWkrVNwVAO92PBgAACLW6nYEJBJhACDi+c4hIq5Wp6vzUyQmZjdzVy3J3Yi5zqmmNNTiByRywJKzuzNxnTt1AC0lhA6RmEhLAvdhWHfdhEjA3N2R5Oz2jee++2zPAgC5mKnGIMw0mfRBQs46jmNO46iJNLvpWUHYn0OMZLfOX37i4vDDK/NLm6f+MKnf/+i/l45vndx+b0/m77/yPIQoFLykKpDBQQhijF0XQxREIhZGAscQZG939+DwcLGzG2JHRKrZ3EvOroYATAzgLEFN0QHQTQsi1v4GFqkJn3cnb2mzWaaU3M3dgkQ3S2lgDoBUVImEiAE4q8bYIZKZh9DlNNZ1QUQqJXUxmmZAGs6O081r7Vw0Go1Go9FoNJoC/NAqQFMrpjkPm/WShfvJfBhXbhYkEjEgOkBtchcOhFQLIQAQHMw95UQEzOJQxR6KBAB3VzMzN2HBmhtTlwkBkAABiNjAmcPR5Z+4c/MdB0hpE0OUEImEJaZxFIl1nQ+Jh81qMl24G5Eg85jGrp9oSeC1utBySsxsVjfo3MxzHkUEEZEYAVT1z/70yyzRHXJRAyBEYuj67vBgbzqdqWoaB8+jmjrxpOPjl56kbm/xE38d9i6dLB61j/x0xs15SXD7e53d0fEMZ4vX3j2LSAXNUNTA3A28OIC7EAamUJ8BEQIw82w229vb2zs4CjGyBNVc1xrNCjGJBJGISEBVRLOaIWK1/pi35Re1LgKJkDjGzt1TGmLXIaJqkRgBzKwMaZAQATHnJNI5gLqFEGtUj5YiEkrO7kDIjuilDG++3AZBG41Go9FoNBpNAX64RaAyxZyzqc3mizRuVEtKIxHXToj6eapZVc205ITgqgrbAkAoOd39NK2BlbVwvG6v1Wo71WxawI2qPQiG4ADWxa6f7q6XJyF0VHsjiIQFiUoeu24bA2MOBFTXCGth3piGrp/C1slEc0Xc9rwTMgCMKQFCiNFM3YE4/PDl77/93vuI4FrGlBEpsCD4fD69cOGo7yc5pTSuSbgDOxk02oml9+dn3+vvXLu6evr2d7942F+8+In/8PatW6v5Rw8+8kubm2/cevVlIO7YGQUQ1U3d1EzdwJ0RRSAKBSEmAsC+j/u7O4dHF7oYg4i7q5acc1EFcGJmCQ7IHBCRkQCciQBAVQGQiKvY3nqt7qWMiFyfMjOBe85jkECAaoWZ3dTcixZhIQAiFokAcLfsUdQsdj0CoXl6943Qjlej0Wg0Go1GoynAD6v8U9M6dlm0jOOASJPZ7jCszU3dHBwBzF3NAImYUxoBqbacm2op6o7uXsseVN3UHBAczUBVc85EBEjbTohaH49UAXA1Pzi8ulydnJ8dn5+dhFCjYggBVQs4iggCAsCY1kEE3QHJ3LUUQgTwkpOpmpVSSoh91VRqVlTHYUNIIpGYaz/eH/3BP+kkDkVzylaUiYlw0vcXLl68cs9VQNxs1mkcqJsr9Ty/Z/Lgr13f+OHDPz0cfDLuHm7Wby0/eG0nvUurm2fvPT+bTE9Oj09X50CRWZlriwOqW1ZNWkYtaECIQSQIgRujL3YXB0cXZosdDnFbuWG22awc3AFD7AmAEK1kADc3s+JmP5LTiOBmItG99sK7g4H7erMOsTPTknMMHRMzUMmpjxHRi2YJwR1KyZPJzN1j6EpJzKKlxC5G4S5G2KxIczsajUaj0Wg0Go2mAD+UEtCwDnS6urlpctfZdGcymZU0uhZmRhRGJGJVc3N1JQQRVissYq6AjrRd8CMmZAoixEgECIAIRUt15wCgFOVtNqYTCxETooRw8dJP3L7xVtdFs7Kzd4C1T1DCOG5C6JC4NpjnkkPXEyITuVtKadJP6xQo3BWiIkKICB4lAGIpuZ/04IboIvLC099+99oNszTkoqZIxkzItLO7uHrPPXsHh25luTphL+m958q1p07eef7+ex7WN795pjJ/8Ofg6i/dIdn0V+2BXzrBOPn4b+TN+NrL7zkZEAaWQNRJ6DgEJEA08NHM3aPwJErXCUvY25lfvnBxb28/hMAi7uauq9WKEANTYOLQC4tpESJycAAHr3odAcFtq37N3F01d31vsLVqGcndxrQJXe9IWrTr+rqgySyEoKbIvF2kdBAJqtnUNuPYTaaBKd96v52MRqPRaDQajUZTgB9GAQioqoSQ81g05ZyGYQPok74fh5VZbQLcdr+7KxKCA7GolhAigDNTCAGAoTqKpbh7LtlUzQzAzbJwqHuAxIRVzgAgMbgDYl1L6/rZbHFwcueDcRxKKTUytH6NmTFtC+jdHABqwV0tps+l9JOJ3a2vyHkMoTM3ZjE3sC0xdvU5INGX/uRzMc7GUlLRUkwIySHGON+ZL3YWoZvk1XkBGvqLq+l9a4nFy1TOLA07z/+j8u637s2ry/re5tWvXHHj7//D+fL9737v2WAMyIoAgIxABEiEgGBg6kXNwZlJWIhJQtjZ21vs7YuEWoeoZmpmau4msQ+xk9gBbeUemLkZABRTAK8N9EjoCISkWtwhhEiEKY19PwFzLSVIcC0OtTuR0d2tiAQEBHciQuba6ygStGQiHnPuQze2MJhGo9FoNBqNRlOAH0r+/V//lbpll3Jyd3crOSPAZDJTLTkNJSc3R2IiriOId+M3UUud1YRq0IkEqOoECQFYRESYmZDUillRLTmnKgvdHcERwU0RgUWI6MKl+1fnpwiYxmE2n5srS6iRlX0/BXckBsKUxxgCIropgKsWRIwxmqu7MYdx3PSTGRFBlZumaRyYhUWIhdyfe+rPj0/OTPOYizkQIqK7ZkScz+YTYRdZ3no7rt699f5rV+7/7PnJrVO8595f/i9uxHvODh/b7F9Z7T+c5nt2+bH1xZ+Mj/3NN59/9rxkL8XU1azc3Z2sJqg7FNOs6m5BiBiRYDGf7e8dhhhZBAHqnqRqLqUgAiIQMVNQVUB0920YjKpsmwC95uvUqkAHDxLcDYhC7BABkXMeJYgBbNIosVPTlBJxAAczZRY3q40dRFRKQgAALKrlg2vc0mAajUaj0Wg0Gk0BfvjY212YZgcyM0JGJLdSVFlCCDHlMedkXgixaHYHVUVwQHc3JHQ3RDJV07HuqoGpMCFCKTmn5O7m4K7uTsToWA0rQDDTrROF6KY1PPTw4r23b16rgZaT6RwAAAHASh6ZhRERCJFKKUKBWMwdAIZhCNKBGyK5aZVGLOJm4A5IAJ7S0HUTR+y7iap/88+eiMLjOKasCi5MIQRmjt1EprOZhCLTsTu8mSwePzPdvN3ruT77P19YfX8n7M5fffzk+lv3HD4i7/755OaL4dpX17dvvvbqO4CIBmqezdyrNCZhRDRzNzN3JHBhEuG+jzu7e9PpPMaOiMHNrcanmpsFCUwcQnA3FjHwILFu+xExQu0FBHBX05wzALo7c3DznBOHoK7jOHbdnJCYuSa+uBuJAIGZigQzlRDMDJHq1QCgqOLpTSljOx2NRqPRaDQajaYAP2w89OD9ao7gKeeiWdUcwN1zTiF0VpK7pZwBgIkQUVhqQTk4qCq4F00AWL8KiThEcyilIBKLmKraXb8KwF2LqroVzbXozxxEorshuLDs7B6w8LBZrpbnwrLtx3McS55MJgBOCOg2pjH2PSIQkpsDglqJcbJNIEVU0yCdgxNLFV+qWmvTnSgQPfVnf5oKWi6rtNGkEiNXl1AoSAiTTja3w3DHwu7N28fLvU9MfuHv3czx2vTjs4ceLYu9ZZionqXpwfLwEbvy09Ojj3/l8/+05GTqauBKBQzQAQwAAQgBDKCoOYKgC1Hfyf7+/mQyrd8WgNQ1paxlBIAgARBRgpZCSGZGTESEgERYSnbAMefasIEI7pDSwCyAOKax66aECAhEGIi9FDdHAAcEU0LKakhkqgiI7swEYArO1Y3Nef3699vpaDQajUaj0Wg0BfghZHFwGdxcFUxNs+bEzObeT+bmXvfxWES1mKmpuhk6IBoxqRk4mhkjmRm4CzETMgd3A/DQ9QBOxO5grmaO4Ezb1ULa7qGZiCCRaSlarlx98OYHb8WuT2no+gkiiDATpXGIsQcABBSWzfo8ho4QAdHNVW0ynW7zRRFLTpthOZvubMcd3d095RRj74BIfHZ8/N7bbxZXS0Ud0b0LEmIAFiHo+x5Dzxc/dZ5W+8Pr85NXl8/8ydX1K4d79y2/9TvD4Fc/+mubD37I42YfRn7j8W715vH7qyeffJoCiCuAupkDADIhVp8TAYFAzQEJiWIIi53FfLEjIiKBCMEh5TSMwzhu1IqEGEK39Vtr5yEAIgGgMDtUG5aqwygSVFVE0M1N7zbLQy5JYnTElMd6M8dSiKi2Cjo44vYo1ZevDpSS+/DyM8G1nY5Go9FoNBqNRlOAHzYeePgxJyQiADBTNXVT1RL7ngByTlqyWanpLRJC3T1TLeDGLMzBLRMRIjti0WRaEBwAtOQ0btwdwO+u7YGbu4H51hgseXTf9goiMwCKdJPpzsnt6+Owqc11iARIqoVFqpgyM3Mnlpo3SsyqZdisQuhU1c1YpM6sMouZ4d3iu2FcTyZTYg4hvvLSi0SkuWzGQUuKnUwnHTMxdxz6iThsPhhvvfMaPBD+0t9eT6e3uiv80b8MmM5zotUPp3R6VjIcPby69NN8+SdN85OP/4v1JjsKMICDASACV+cOycHNva4F1mr4ncV8sbsbYmQWRHA38zoG6u6AgF03IWYAgK0IdCKqHyNEACDEbfWgGyKlYVNvV84phIiAw7BmiTVTpwo8M0Xmap9Wde8AgEhEwozgZpZzlvW53ni7nY5Go9FoNBqNRlOAHzb+47/9H8W7dQuIjCTCIacUw2Q63R02y6LZHYnITIdhrVYIgZAIGdyIABEc1F2rilHNZoaAVYDlNNQNM6yjoMSA6AAOpqXUmj5EMjPmQMRIfHjh6vGd64SUxkFCZBYmQeSSUwidgyORuW+GdewmiMgsAJ5zISZEQiQzJcSUNl038a3yInOvHmYIkRCfe/ovuhANQ8ljMUOAGnCMewAAIABJREFU3d3dyIJkQSKF6aiWitLmhj73uxeWt452dm9/58tzmR/8lb9z8503V3zf5Qd/Yf3qV/fTjXDtW9x356v0zcf/GBlAFRDc3dwZkYmICRAAUM3cDQCQcDaf7e7td90kiDAHBzfzokVLASQJHTiwhKIZvaagOgCY1yZA15IB0dwRUETq7CsTAkAqKcTOwRAB3AnASkHEupMoEoFZ3ap/yMwAyMwIICxmZgDovn752XbMGo1Go9FoNBpNAX7Y+Gu/8vP/e3t39mz5dd2HfQ17/35nuHMP6G40ZhAgIZKiKclyJEW2Zasi2mHIOLaUoUJVyokrypOrVJX4MS9+zT+QVCVxxYooRyIlaggliwRFkBJBEiIoEA2AAIipx9u3hzud8/vtvdbKwz4N50VVSVVSpvp+P6gCGtX3dvf94Z469cXae31F0qSf5NyllHLKZmMEBflkNvdq7q7KxBLuomruFhQsHuzupYy1WkQLeEysrBPRHBE5T2qtLMrEFObtYKQbE5ObW21DR+ZgIlWJMHPLeZLydOf0hetX30wpKQuzulciqrWmpKqJmESS1Wq1JJGoVSUxi9XadV2rsmfmCFosDmezdRa2OoYbBy2XR7nrRfTq5XfffPsdoequZkQsa9PJdDYXUZfo+o7qQFbqk5++vXb+SPu48CMd3bmzvKN33jw1vFYOL9N4s/ZTuvizxztPTyZTWtz5zovXl4vjkNZHSEwcbbEnEQV5tL+IiIR5Pptube9M53PNOaUkRB4umoflsdWRKCSlyWQW7sxkHkKrI6+5DQaJRESYg6Jt6BFRYonwVt4hLCKp1lGESWSslUWJgiIkVlt43EpQmznKWGrKnbZxZETceK8z7IMBAAAAACTA+8up7U2XHBQk6hGSUtvjErE6KuhmRFHL6GYULCxEq6r3NrUj5pQ71UxEmjomqnUkonBTSREcEe7RziJ6ay9wbxXy4S2uUNtI2fZVMsXOmYc8fO/mlbv7eyykqilnYlkMQzeZEpEIpbzqi19VpnOUMibNRJRSakth3K1aUVFqGzmJWLTWMpuvq+iXvvh7Xdd7WHXziG7S7WxvkohYsObNM0+SDW9/69dOLY9O63jtje+tzx/ZeebTu3dvH279xOaHP33j6uXTZ3803vg/prvf68ebtHV2effG9178TgpbbV2hIKZ2DlRVW4EhtXJ2pr7vT506vbGxpZqS5nYQN4LC3WqlcBXpul41h3utI1G4WVCrRmw9E0ERq1+WuZ2sTapCPA7LnDJHWC0p5TALt5QSBXkt7kZMrcAjaXK3LnfMVOqYco4woqjLRbn6Fl4gAAAAAIAEeL/5mb/7CXePcGbKqRvHdjfPU85915UymhnfO7pJTMzSOh7cK4uEu5kRhbtbLeZVhCPCzUSYqG39NDNrNXnM5OFEVMvIkojF3dxq+yhqvwXRmXOP7u1eyd1ERZml1tLWlqioirqZW1VJy+Vx100igolEZBiO52ubZhbhIiqiZRxz11OECLffyGoh4r7rX/7uC7fu7EdYGUspVYQvnD8rksaycMmSVEQOS72d1xenH01xpItLcfju9q1X5vsvyu6LXK5ZPTrceiJ96FML2Z4d3pXl7VdfvSI5EzG1bS1BRMQULbS1palEEeRJeXNzc3NzK+dOc6bVT1E1q3U0syDKuWeRlgqZqd2ZTLq6D9ku8K16NTS5e215L8LM2pHOIFLNxBzRauVX49pWMR9EIupmRFzraBaaOo+gIAmyATNAAAAAAEACvO/8yn/1n0eE1RoRqhrtBlu4iM7mG1YHJjErHtZOIba42FJfKyRQkXYDj4hSSqKrboWg+DejwlXAIQ9v5RBEbGa1lpZAYrXsRFtGmk7XptO1/Ts3zMaUkqbcGiWOj48m0xkFibQFKsGqRNEuE7pbLUPXTYiYmJiZKMZhmM3WW/hsH7lYHPaTSV0Oz339K32e1OqlWLifOXN2a2PuNXLm4903uzwbDg/nvri9d3Dq7Ifj9E/cqOwX/l1/+lO7kWcX/73xYLc/2O/f+2q68z3a3Kk7T1+79NLu7m1qIc8iiISIRSiCmJzJW5YOSqpra+tb26f6yUQ1rWodIqpZqaVaIaKUO+FWmegR4WH3nh7LaguOCIu75dwxs7mn3Hl4tUqrrghxJlV1M9UU1M7cKhExSxvPehBLWxEqRMFE7sGTqZy6gFcHAAAAACAB3m8ef+wi54lHdXOyMgxDqUMpo5PllM3r6gofkVtlodVKErdYVbQzE4e3KBFWCgd5uLlHtBWYptpGVe7h4UbEHqufVcmrxaBMbd8MUVgtTLxz5sFbu1fGYVDNEcYiFCQqZRxzzszhRME0DsvJdK3U0d2YtdSaUieawoOYU+rMaqlDSqlNEc0rMRNz102++dyzY3V3H82tej/Njz762FiGMOb1rdBkzL62ycOtfOM5Ga5t776ytfel/vq3uxuvrd35Bvv+OD+3OPcxevgT48Ht+a1L1evXv/4NJmYyMx5qdWERUVHx1S7UiAgnZl5bn2xsbq6vbaiIal7d3xMdx8HcgiJpyt2UWciNgjhWl/TaUDE8sogIqbCZ5ZyZKKIFPPYI4nC3WkbNWVKOcGHxMBENt5S6cG/JU1VFmIlqNRV1Mt46nbZP4dUBAAAAAEiA96F//N/80yAOkRoczOa+OF4y58l0w63WMpZSIsLM3Y0j3IIlu/k4Dh5Uai1mxBJB1s4XErV7d+7BLLVWao0I7kTEbQmMFbNCbRMJUQRZO6ZIIarE1PXTMw88cuf2jVrHvp9ZrRHkZrWWlDr3CA8KrrWUcTmbrYmombn7YnnU5Y5Z7lUgeClVRCnCLYjUncpYN9bXb1+/9pWv/DGLehmKFaL44DMf6ft+KEOf5+p1OLj+7rvvbT/21xezR28U8XMfOzr9k+/U+fpTf2dfzizyhfn6Kb9xqTt6m+uBbVyMvHbp69+4dvuIqteoZG0Hjse9P0m0I7YRLDydTHdOndrcOZX7PqfMzBTGIrXUMg7VjEU0qYgSUxCtfpUIalthwoiFmC3cap1MZkwUYapJmKyWnDqKCLecstdSaonwWku4EQURiUibAlq1Vg5R3XLqOE3mf+1vjsF4aQAAAAAAEuB96L/4zD+IUAqncGEiDxEWodl8jYncqlsNt7Aa1voCgsJEWERy7lRFtbWfk4iEO4erCreLf8IiSdqBUVFVNast9alquLftMm09TNKUZLU1RVW3T50bhuPl4titppylfb7qOC6n0xlzuFsLfuEkoq1lnonMbTKdtAa8ruvc6uL4YDZf06QUlpISU7G6s7nzh1/4reU4htNxMXe6cGHn6ad/pC4WlDP76LUMxfJrvzvevXrh9OPbd14Zb7z+4MZD/PaX5wdvbtY7+t6f6OL2+saab1zkPOFaZX/v27/zGzHtpsLs1SNa4V77w69OwIpQRN91Ozs7O6fPzKaz9tWxSEo5iIZhUUtJKeXctX2qbtXDzK1draQIImpLYLJ23Bbp5OwRXdcLi5t1uWciYRaWViifUmZi1RTuraa+jXE9jFmE2WtlEd46o2cexOsCAAAAAJAA70+Tvv/FX/4nKlprYWobO20YlubGzOM4uFVzI+ZaS3hbQckUZHW0WtpMz92ldbSvBl7WdrEIi1kNIjdjFqLQnNusz82CIsLc7d4syjwiWnWee4TPZ5u719+O8MlkwizW5mhE4zB03SSlJCLmNo7LnPt2a45Z2oHTyWSqomYmqqmbDMMyd51ZdavkPoxj7vvFwd1vPf88CZt7KVXT9JkfecbE1RYD5cnpp4ath442Hz7ot6Wri9nmQT/ztdliduba/Hz3ob93a/uD8w998vbejXN5Xt56lupi3Hn60uXlrbvHTlG5i7aplOjevURehTeRnNN0Pt/c2JrO5qnNAImInIjMLLyGe0pJNalmq4XcwmtbEuPhvPpi2b16hNnqE98voG8T1Vqru6uou7WNo9VKtJZ5FndnIWbSlL1WVa1u/dkHa+BlAQAAAABIgPevX/2n/5glR7S6ATarFKQqfT8fxyHcrIzjuCRmpzAvHuZeU+5Y1O4VGLjVVel5UEp9vXeHUN5fheLu7uM4iiRmDvIIr7XKah7FwpJyZ15yzm1qtblzdnG8v393bxgWXd8lTcKc88Tc2t4aZlbV1okgqiLaRmRlHFvsuReT2tYZ7ydTc2vTtuPj482NnS9/8QuVlapVC2Z/+JFHtrdOs6pS8f23F6/863Rw+/TDP7V888XlYnH+ob+xfOMr3fLwodnW8K3/6dStN8rbX6Jys65vD2c+wtPTcxvt9ede+vo3pc8Uy7B2cbKtA221DatFOCIy7buNjc3pbKaaRJOIMLNICvdai7m3Fg0WiXARaWt6hFlE3WO1dJQkKGod2/pRd2vP0r22c57ExMLts1qqJ4rwYOI2o/WgoAgKczP3NJshAAIAAAAAEuD9bNL3//Az/2UpQ3iYGxN5eATnrq82UAS1CgirZiaiYU7Bbh4RKqopsUhrOmjHHj08abI6trt5Lf+0FSYi7K0cIlxYYtXoFx7u4W2hi1XTlISZibZPXbhx7W13yl1m5pRyhPX9dLlc9P20WuEgIhrGZU6ZKFiEiMN9uVzM5uvELCzt9yhl2eUuaSsMFI8glrs3r7/22msSNNZaStna3nz8iafMrF9/oDgd6Pxqmk58jzs6qhZ0qCqHMqvnP7S385R95D+9018884FPlcvPny5j7L5YVRfbj736gzt1uVSSloG9xeCG2VeHYGUy7dfW5/O19ZQ0pUTERCSq1dxqtXb2NXXUzpC2OBfubkRUbWwB0KyqqEewCHNYbcHPWqmgu5tVImq/6b0/Akc4iwpzm1LOZmsRISxJhcLxigAAAAAAJMD73H/3q/8kJJvVVcVfhLunlNzc3CzcI6rZavknsWoSFWZqn0JtuwgRMVevxEEUkrrWxddSGTETU4SLCpMwr6rbzar7qufAPSiC2ueoaMqb2w8Qxe29K8ujo0k/bTtmah1b1sypM7dwp6BqJae8WkwqQsxBlFPXWhCCglhKGSb9pEUpEallXF/f+sPP/wb106DwoH7SPfb4kzn3kVTKMd29fPHxn7v7zss1+jMf+Pmjd14WWT9//rG7L/7uQ2WYXvoX81vf5b3vWpLhwWfGcx8PL3OS5V88+/3X3ghNTNLCrjArs6yeAUWQMHddns5ma2vrqes0tbkoqQpFWFvjKZpSbktQKUKYSx2J2d3IQzS1PTFuhVlSSu04bu4mEV7LqJoiopQirOFO7dafR9uG2pavqghRdLlPmtwrEfk4YAkMAAAAACAB3v/+x3/xv4qwWXE3JqpWcjeNCHNrZQQU4V6rlTbOi4gIY1VmcfN2r4+IVLPV6hFMHEQsYlZZhIkpWDW7eYSFOzOtus1Z3F1VWs2gippVd2OWnPuz55+4ef2d5fK41EJMbbWJqA6Lo77vedV9R2aWUkdMLBIRwTQOi67v2s8TERONw1BKURFzI6JgLrVefvP7r7/xOrmbOTGfO39+Y2OLylK6tcPu1MjjLG4uxmMtNzu/fUzDfr8z9JP9Cx++efbH6Kl/dNvWu41nNq59e3bjkhy8aX7spx9+7qtf6bvUavwsiCLaWVeh1p0YRNTlPJvN1tc3J/0kpawpURALB5HV0treuaU1FneniAhP90adEWFW25lPMyNiEQ0mUSUid1/1v5uJSoQTkYe7O5O4R0Qwa5CXMtZag6k9cLt7ixEBAQAAAAAJ8L738R995vT5h+heonIzVWEiryW8kq+67Nxax4Grpna0MCiCyLy+X3uwGnextBoGYW0JhDgiWvBjUXaPWotbcTe3YlbJ3Wq1OvJqfWUiprX17fn61u71t4NiNpuvbtQRi4jV2k9mtCqZqMvheDKZtXGZ10rEw3LZ5QlRGzA6s5RaRBMR0eqKYPT9/F9/4fOSeqtGQdvbWw9ceDD10zoextGNK68+b7TzwIc/de3d12p/4czZpw9f/fq5jYvTt7+8fvWF2bv/Zzq8JLZ7uHEuHv53jifn187+5GL3jeEa3bpzR5Rbf0PbcCPy/gIXJibRNJ1OprP5ZDpXEREVYRZllnEchmGIiHY5MCiImSKsVCIOknv7VMWsCkvU8n53fFCklN29PSWzurpD6M7EbfhJ1PK8RZA7eayKOphpvHU9IwECAAAAABLgSfDbv/ubqV+LcBYax5GIJalbNSvtKGipg7kxSylDKYNbDQ9hJQqR1PoYVqs+I8yre3V3FlktIInVkk93K2WkFh3NREQ1t+t5LNzuHXqEh0cYEZ0689Dx0f7d29ePjw5ENaXchmDLYZFz3xrzWjd9WzzTiiLaqUgiElFhFk3RDp1abQtvPEJFhlrffOXlK1euWIRV6yeTCxcuqmTSXLSvR1eL3S5HVzbihh/fKMx1YuNk/WDn6eOH/tbxgz9LZz9Ocor370z2Xprsvsr7fyG2OF7uff/S67KKZVYpKEJbMeJqHkjC0ffddDabra1p0lYXwUGiGsHmtc36RFNbcNrmgS2neYSItvO3pQyasnuwCEWM45BSFknVSkraDpcyi9XKvAp77TJhRBCFWWFW5hYeicqQrOC1AAAAAABIgPe/Sd//q8/9ZpBMprNxXIpo303ca3i05NZiXK0lVnV/GhHWCgbM3IyZIjzaaKn9oCWNtnIkVssqIzynzrwtgwl3r6sriJWImCW8zb1EJaWU+8na6XOP3rj2lkckVWJS1daCd3x0MJ3OidjdWOTwYH86X2/Bz9yJuVqZTCb3Fl6GplzKOOlnEcGtn5053J77yh+LJvOqSXZOn1nfWNduttzfnc8vrD39C9euvZM3Pzp/8K/duv72qdMfyzcvTW6+vnnrpfzGH/j172jcqsJ25kl/6tPHaYtP/7joxgt/8lXKuZ14JV4dQ2UKb/cAhVS4z3k2n8/W1lLK2ioDhVNOROxWWSSpJs2quR3RpPZleG2rVWNVBZhKLUaRUsfcbgyKu1stqspMblWEI5xYgphZWjV9y+rSjum2SkCrXku5s4vXAgAAAAAgAZ4Ijz928b/97//5OAwpKTGzJuIWlKwtiXn/GlspI1OsKu4i3GtbISMkdK/zPaVVdHEP4rYSk4OCmYdxGW4RoSkTUWuBb9152oJPy0OiLKJJHzj3iGq6dfNyLWPOHbUFmx7uVsvIIszaCvHaFlCWe/f/Iso4TqdrrVwhYrVLpus6FmnBzINefP7PjpaDOavo5tbm5tZ24tDJ9uHeJdt/b314V+6+GmUvyu1s+4fTzcXmY+Mjf/vggb+eHvm545G3Tz1FV1+eX/myXn+Bb393VveuvH5p7/pVSWk0Z4t7jX/3/hkkornLs9l0Pl/PuRMVFmEKFSWKamZWaXVkVCJcVM29hW0iNm+TzBJmQuRlTKpEYdbme16rrc7dmrX5qkqKIGKiWP05RJKmLqy2xg6zKubj3nW8EAAAAAAACfCk+KX/6BP/9a/+s1qdmft+nnLXygnakcF216wN+treTaK2RcXfP+qZUmIR9yAiYV2d6nR/v5OAW0EdCxF7re1Xq1aIyMPNzMPCrf1q7Yhpzv3Zc4/f2r18dHh3NZBkJqa+m4xlZKZaSwujtYwiQkEq0g49mrumROQ5d+3o6Tguu9yFFTNjEWLev7X3rW/8KbOw8mw+3zx1pp+t23i4rOna6Hrhb/P2B+8cjVtP/L3lrct8cHc7k7z0L9d2v9tdeY4X76iOZe2B+sjPLs9+bOOZX9qNdPaJf//ll17jJF1EcXNahS+hdtNSOEhEutxNp7O+nyRVJmEmESZmN2sPMKfMRLS6RxhulYU9vD1U8mg7P6vVVocYbh7e0m678mdmotouajKFh0U4sxCRm5mbihJReHU3Ii939vAqAAAAAAAkwBPkH3765ydraxGRci/CHtbu7rlXD2tZJqWunZ9UTcKiqtHu3bHXOlotRETBrYxBVd2DWVrrXbQUpNquujFLSjmCwi2l7GHCQhxthFfHgcmDaHP77PrWmZs33jO3vp+0CV6po2pSTSll1VRrIaLjo4N+Mm0bTD2cmYfl8XS61qZn5E4Ry8VRP5mJpvCaNInmL3/x993Dwqb9dHv71HS+HjYsSCY3XuuvfVXHd23/ncniknZln1LZefz21hP2oV+8NT27/vgvXb/6yk7K9P0/3Dy6469+dn73Lbn27A++/uUspbC4i7cse28RDDGHsKpMp9PpZDqZzTQlVW1PQ0TCrX0tbbupqIYZr0au3KJy+3tw62+k6tYehZklzS2mp5zNqmpyd1Fxr9wmrdLuZQazengZR2JuR3zr3Zt4mQEAAAAAEuDJ8kd//Puas4h0/Sw8nNzadMmp1mpu5jXCqpVax3BrBQbu7uZtDShxO6nYesnbKlGjNgxsG2GCzM3MainL5aLN/oblIjzMq9d720qY3a1tT3ng/BPBcv3q28fHhxShbe9LraWMk76vpeSuY2ERraV03cTdKdjdiWU5LLt+Gu4sEsGl2jgOWdUtajVJ6cbl9579k6+ocz/pNrc252ubkrp3b1ylh35Stp96d+GbH/zU7bvHd+v2uYc+evjWn27OHojv/+50cVCvfWk9TYof1fnpdO7JRX+6O/uRsn7hrRv7b797V7lKVLtXeR/hTKuSCBbuutxPJtPZXFPWlIlZhFS1lDKMywgiUWKWtiCHydxaTLRaidmDiEg1RXgZR02dm9Va2/6YcRhaFGTidu9RRYgogpgliNpdyiAK4r5fJ05dN6X924p1oAAAAACABHjS/MEf/s6Fixe61FE4uZO7iLhXZpZ29c89iUYEqwY5EbWVnETEFBKRNK16AMO19cILBxMLkXCEJxFmidUq0Vxrca8UIZLa4UwiSim1Y6PE3uV88eGnD+7uLg7vTrpeVHPXaUrk4cST6ZSIU8oiYm4RNJ2tiSqLEAUTmXvX9a2ogolqKcycUmImZc45/d5vfnbp0fd5Z+f0bG099/1yKJOXPzveePXC+kOT135rff/768NueetZPdpdK7tLO9aLHz5KvXzg7xz0O9sf+Y/v7t9Y33xiKrw4uHH67Ee/9eUvzqYzMycnYmZVEWWmxJqYVFNKOptN19bWuy6rSBIVTSzixG5VVudlVVMKDxUNJlW1WkutIiJCIsIRHDSOQ859mxO2a35mNXe55ei2HiaC2xIfj2ByFu27iYoEkaROU8esTCRIgAAAAACABHgC/cvP/m//7J//DxFOESLiVt1q61oIMzNLSWoZa63thGdrenC3ICJuO2IoiEmUiFYFBkFhXstIQUFkNq4u9UVNqsxSvY7jYGZ+b6kJk7hb1pRS7rru/MUP3Lj29mJ5LCxuRhQsbHXMuVPVWqtTEHEZx5y61qNQa/Vwq2PXT0S4jSKZebE4mkxmqz2hpIe3bz3//De7fjJbm83mk76fcb9+fePp/c2L9ZEfubn91P72x+Mj/8Hu1jPTj/3KrvHswb+R3/7WbCz5ld/e2H25f/3Xt/Yvlb3nRzpQK1O+eeON1w/HIl07sfk+ak9GRbqu6/u+6/uUcsq5HRFtP3CzCG8tgUzS0luYs2YWZWIRdXOrdRiXbbfnOBynnFmk1pJyRyylGouUsoxwltYoQasHTrT6T9lO5tKqstDdEQABAAAAAAnwhPpH/+ATX/rmS5z7tkUziNxXNQ8qWmtVlXBv87qgIBIKIWIRbblitX1y1cnezmRy30+W46IVmjNTeLFaVdXNWkWEeURwzp2KJs1m7u4UVYQ3N3fma1t7u+95RO6nmrJoCqLF4qifzFJKIkrhkmSxOJpOpm5VWIWVmEsZcura4dIgFtFhWExn6x4hIrPp7I9+73MWMZnMp9N5P5nv33xjunfp1Pys//lvPnD7le1yhV/87ObuX0x+8Btr+2+k5eXD2VY59dTR6Y+UD3zycrp4ePHn88W/tah546lPHuzt394/3r255NBoNRke3moupH3dlJJ2fd/3k5y7lJKoMnNOSYjNLCLaxUAScXdiaodvWcTDWgWipq5tDQ235eKo7ycR3orgKbyWopqISESslpb/iEJYVtXwzCpJVrtpyCJEM77tAQAAAAAJ8OR68vFHXn7zrbWtU+EuzO6jWTGvpYxjqbVWD+N7UU9W/e/U1loyt5mT3ysSJFWNCHPru4kHVatupS0KrdVE1erY5URRKbyUwayaGxGJaDVz87GUM+cePTy8Y2XMKbdbiEzMLF5r0mSliKqbuVcVyblbFc1HuLmsbtaJh7NwqSNRMAtHGPPu5SsvX3q5y7q2tp66jlXeKNtx4UMH6+dubH1oePLv7m4/mj76mWvzJ+rDf99NZtL311+YXP2z6TvPnt771sb1r3Z7L+aDy/2Nr6/HdV/sX7n0Qs7d+xtUie6dl2VudXw5d103yTm3AkBiIiKWVXEFBXNbEsrEwqKZib2W1VoZEaul7WBtH25WmJmCVCXC3Syprhrkg5jYw0U13CModxNm9vBaq5k5tXuFpBz4tgcAAAAAJMCTa9L33/neSx/40FPBQsS1jhH0fr1eBHu1CHertdZgCiJzD2t9Ea1vvN2/S22XTK1WzJKmnDJLan3uZoWIgqJada/mNdqyyzAVCVbV5EGqqZ9MLz701LUrbyyOD1LKIiqqRFTL0HU5qbbDnx5xvFzkbhLhwrLaZRM+ncxEVFjMXVMeh+VsOguRIJpOpn/0O789m6+tzedd6sPqbLy9fP7Xzg27D9rN4YXfOrN/a/ba/7517fnuzgtU9yJ349ln7p7+iYOHf2r50C/Ik3//6vSB2Uf/s4Oid6YXzn/8M9/58z9vsTgogmg1zCRjClYRjqTa9V3quqSpfRUtINZqtYwkQh5ErETMidxWzYr8b54/S6ot9AYtxyHl7G611JSSeWGWcA8idwuKNjl0dw+a9nMRIndVZeLEqhxWiy0W+J4HAAAAgB8GCY/g36J/9fnPL4fhF37u5/cz6HbkAAAL5UlEQVRv71mtZhbRokVtYygWEabV2UVWYmKiCGtNdNXq4eHdrpskFU2SlMcwYfWIYF/dzRNvozzWduvNhMmCzKuqMBETqQoRnTp9/urVt46O90/NzsfyOEJFhCKGYegm/TiMxJJSdiu1lq7rayksqRUGTvrpMC5b06CZJU1utc95HInVLr/z5g9+8PbG9k7OOefJ/tkfvTXvhun2xvmn73avbJ19Zv+9l+nCQ5PFzbI42NQo1767Mdkqr700m2ncne4cjTPbmyzeuTKu2btfqnuv3rx9Z3ttLSjcTUQo2J2JtYXinFNOOeWsqqpJRJxdUxIW99UtRxHRlNs9PncPIg4O95armYlFVbTWUkfv5xsjRbWSU1cWR0TUFuF4+P/9/6C0E7mSkpHVMmrO7sYU5BbDMb7bAQAAAOCHAWaA/5ZN+v7Zr/3JHz33tdn6mlutVsONudXsmdUyDgu3alYj6jgszEo7/+gebjaZzrusKaWIUNHWS66q3GriVz3y4hHt45k4Wke8GQebGTGZ1fBgTRcuPnnz+juL40NtyyuZLMzdmTXnLtwpnFhKGTUlUckpqSYWWS6P57O1FrGEhYiGYcgpB5F7dHnyta/88cbWqZRTSt3NV750wYbTy73y8u+cX47rL//G7Oa31977Mt/5bre8WlQP1h60J37m6MKPD49/4vr88e7Hf3mPt2+tfeTUT//KrdIfbf3otVueVIVlNbWLsLYulZlFVDR3ue86ZlaRdjxVVSmCNRERBUVErbUdtW0rTC2CWIKFmfp+qqKr24C0ekrh0faOerQmRqJ2BtW9bedhIltNAz2IKMLMzYPd/fgQ3+oAAAAAgAQIK6d2tr76p8997ou/300mreau1ZcH8VDq3bu3aynjcukRbTWoqjBz1+WclFoTHTOLtr2YtYwtJKoIM0UYEcmqsI5V7w0W223CCAoy9wjq++nG5ulbN68QCYW3UnjWNAzLlFNKGuGaErMsj48nk/mqj96DmazWruuZ2dzaWcrF8dF0NhVNountN169u7c3mc405XF6dpenw0M/dmvtofrBn949+7HbD/1CPPhT+/0jswc+Nty6fGaS7S9+e3vvpe6NP9i59UZ36de39l6YHr6VL33+3J0X1vbf/v7Xfi/l1nwh0e4jUru1t7oKqCmllFVUNOm9xghf7WvRdpw1KJyiPQ5VFaa2ozUiSi2564mo63o3L2Xockf3Vn1aLSKtckPaUJaCwqOdJjV3D2+7ejxcNUd41BHf5AAAAADwwwCnQH+YcuD25rPPPUtE/+EnP3nt2s0gcivm1vfT5fKw6yZaiVko3EpYxDiMZRxFWERZyK0wCzM7VdXMkomEwohCUqIgYbFanUizVqspqZtJqxB0Y67mvnPmwTdf+87pMxc15YhgVq+Wc28WXd8vF8fC7BRBVEpR1TpWEXGL0Zaz+XqtIxG5VRE257CaUx7H5bSffvPPvjqbz1XzcHhne+/Py3jj9Ppj02//z73XQ+soahfCnS2jrG0/flQ9Tn3g8Ojq2Ud/+uYb35D+ibWnfvzGa1/Pp39y4+mfee2tr1o1CeOIStzOxUrbyanCHCqSup5E2h4dERYRq4taBu8nzBTmwqIixmxhSkrutRZ3Y+7di6aULFOEqlSz3HUeSzNp5fJdl2s1Zm7HUO8VQgiJiLu5M3MpIxGrqpUSjk0wAAAAAIAECH+Jz33hC0Q0DOWX/5NffO/K9eWikBuTHB0fR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class="bi x0 yac6 w5 h8f" alt="" /><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">48<span class="_ _13"> </span>49</div><div class="t m0 x19 he y1e ff10 fs6 fc4 sc0 ls11 wse">OVERVIEW</div><div class="t m0 x6 h10 ya2d ffc fs4 fc6 sc0 ls1 ws0">Th<span class="_ _2"></span>e Bo<span class="_ _2"></span>a<span class="_ _0"></span>rd a<span class="_ _0"></span>n<span class="_ _2"></span>d Ex<span class="_ _2"></span>ec<span class="_ _0"></span>ut<span class="_ _0"></span>iv<span class="_ _0"></span>e T<span class="_ _18"></span>e<span class="_ _0"></span>a<span class="_ _2"></span>m <span class="fs18 ls64 ws5f">cont<span class="_ _2"></span>inued</span></div><div class="t m0 x6 h46 y2ca ffd fs1 fc6 sc0 ls1 ws0">The Executive T<span class="_ _0"></span>eam as a<span class="_ _2"></span>t 18 Ma<span class="_ _2"></span>rch 20<span class="_ _2"></span>26</div><div class="t m0 x106 h8a yac7 ffb fs32 fc7 sc0 ls1 ws0">Adam Castlet<span class="_ _2"></span>on</div><div class="t m0 x106 h20 yac8 ffc fs5 fc7 sc0 ls1 ws0">Group Chie<span class="_ _2"></span>f  </div><div class="t m0 x106 h1f yac9 ffd fs5 fc7 sc0 ls1 ws0">Ex<span class="_ _2"></span>ecutive Officer</div><div class="t m0 x122 h8a yaca ffb fs32 fc7 sc0 ls1 ws0">Saad Hassanuddin</div><div class="t m0 x122 h20 yacb ffc fs5 fc7 sc0 ls1 ws0">Group Chie<span class="_ _2"></span>f  </div><div class="t m0 x122 h1f yacc ffd fs5 fc7 sc0 ls1 ws0">Risk Officer</div><div class="t m0 xc1 h8a yac7 ffb fs32 fc7 sc0 ls1 ws0">David Tilak</div><div class="t m0 xc1 h20 yac8 ffc fs5 fc7 sc0 ls1 ws0">Group Chie<span class="_ _2"></span>f </div><div class="t m0 xc1 h1f yac9 ffd fs5 fc7 sc0 ls1 ws0">Financial Officer</div><div class="t m0 x122 h8a yacd ffb fs32 fc7 sc0 ls1 ws0">Debr<span class="_ _2"></span>a Gardner</div><div class="t m0 x122 h20 yace ffc fs5 fc7 sc0 ls1 ws0">Group Chie<span class="_ _2"></span>f  </div><div class="t m0 x122 h1f yacf ffd fs5 fc7 sc0 ls1 ws0">People Officer</div><div class="t m0 xc1 h8a yad0 ffb fs32 fc7 sc0 ls1 ws0">Sam Grea<span class="_ _2"></span>tore<span class="_ _2"></span>x</div><div class="t m0 xc1 h20 yad1 ffc fs5 fc7 sc0 ls1 ws0">General Counsel</div><div class="t m0 x122 h26 yad2 ff16 fs6 fc7 sc0 ls1 ws0">Executiv<span class="_ _2"></span>e Director and PDMR</div><div class="t m0 x122 h26 yad3 ff16 fs6 fc7 sc0 ls1 ws0">Additional responsibilities </div><div class="t m0 x122 h64 yad4 ffc fs6 fc6 sc0 ls11 wse">• <span class="_ _55"> </span><span class="ffd fc8">Invest<span class="_ _2"></span>or relations.</span></div><div class="t m0 x122 h64 yad5 ffc fs6 fc6 sc0 ls11 wse">• <span class="_ _55"> </span><span class="ffd fc8">Sustainability pr<span class="_ _2"></span>ogramme e<span class="_ _2"></span>xecutiv<span class="_ _2"></span>e </span></div><div class="t m0 x123 h64 yad6 ffd fs6 fc8 sc0 ls11 wse">sponsor<span class="_ _6"></span>.</div><div class="t m0 x122 h64 yad7 ffc fs6 fc6 sc0 ls11 wse">• <span class="_ _55"> </span><span class="ffd fc8">Executive r<span class="_ _2"></span>esponsible f<span class="_ _2"></span>or colleague </span></div><div class="t m0 x123 h64 yad8 ffd fs6 fc8 sc0 ls11 wse">matter<span class="_ _2"></span>s.</div><div class="t m0 x122 he yad9 ffb fs6 fc7 sc0 ls1 ws0">PDMR</div><div class="t m0 x122 h26 yada ff16 fs6 fc7 sc0 ls1 ws0">Additional responsibilities </div><div class="t m0 x122 h65 yadb ffc fs6 fc6 sc0 ls11 wse">• <span class="_ _55"> </span><span class="fc8 ws0">Sustainability pr<span class="_ _2"></span>ogramme member </span></div><div class="t m0 x5f h64 yadc ffd fs6 fc8 sc0 ls11 wse">and envir<span class="_ _2"></span>onmental <span class="_ _2"></span>and communities </div><div class="t m0 x5f h64 yadd ffd fs6 fc8 sc0 ls11 wse">lead.</div><div class="t m0 x122 h64 yade ffc fs6 fc6 sc0 ls11 wse">• <span class="_ _55"> </span><span class="ffd fc8">Chair of the Envir<span class="_ _2"></span>onmental <span class="_ _2"></span>W<span class="_ _2"></span>orking </span></div><div class="t m0 x5f h64 yadf ffd fs6 fc8 sc0 ls11 wse">Group.</div><div class="t m0 x122 h64 yae0 ffc fs6 fc6 sc0 ls11 wse">• <span class="_ _55"> </span><span class="ffd fc8">Chair of Data <span class="_ _2"></span>and Inf<span class="_ _2"></span>ormation Security </span></div><div class="t m0 x5f h64 yae1 ffd fs6 fc8 sc0 ls11 wse">Committee.</div><div class="t m0 x122 h64 yae2 ffc fs6 fc6 sc0 ls11 wse">• <span class="_ _55"> </span><span class="ffd fc8">Group risk and in<span class="_ _2"></span>ternal contr<span class="_ _2"></span>ols.</span></div><div class="t m0 x122 h26 yae3 ff16 fs6 fc7 sc0 ls1 ws0">Additional responsibilities</div><div class="t m0 x122 h64 yae4 ffc fs6 fc6 sc0 ls11 wse">• <span class="_ _55"> </span><span class="ffd fc8">Sustainability pr<span class="_ _2"></span>ogramme o<span class="_ _2"></span>wner and </span></div><div class="t m0 x123 h64 yae5 ffd fs6 fc8 sc0 ls11 wse">lead on colleague ma<span class="_ _2"></span>tters.</div><div class="t m0 x122 h64 yae6 ffc fs6 fc6 sc0 ls11 wse">• <span class="_ _55"> </span><span class="ffd fc8">Executive sponsor <span class="_ _2"></span>of Inclusion &amp; </span></div><div class="t m0 x123 h64 yae7 ffd fs6 fc8 sc0 ls11 wse">Diversity <span class="_ _2"></span>Forum.</div><div class="t m0 x122 h65 yae8 ffc fs6 fc6 sc0 ls11 wse">• <span class="_ _55"> </span><span class="fc8 ws0">Chair of Colleague Engagement </span></div><div class="t m0 x123 h64 yae9 ffd fs6 fc8 sc0 ls11 wse">Forum.</div><div class="t m0 xc1 h26 yaea ff16 fs6 fc7 sc0 ls1 ws0">Additional responsibilities </div><div class="t m0 xc1 h64 yaeb ffc fs6 fc6 sc0 ls11 wse">• <span class="_ _55"> </span><span class="ffd fc8">Member of Data and <span class="_ _2"></span>Informa<span class="_ _2"></span>tion </span></div><div class="t m0 xde h64 yaec ffd fs6 fc8 sc0 ls11 wse">Security Committee.</div><div class="t m0 xc1 h26 yaed ff16 fs6 fc7 sc0 ls1 ws0">Executiv<span class="_ _2"></span>e Director and PDMR</div><div class="t m0 xc1 h26 yaee ff16 fs6 fc7 sc0 ls1 ws0">Additional responsibilities</div><div class="t m0 xc1 h64 yaef ffc fs6 fc6 sc0 ls11 wse">• <span class="_ _55"> </span><span class="ffd fc8">None.</span></div><div class="t m0 x6 h28 y71 ff16 fs2 fc9 sc0 ls1 ws0">Group Ex<span class="_ _2"></span>ecutive Committ<span class="_ _2"></span>ee <span class="_ _b9"></span>Group Ex<span class="_ _2"></span>ecutive Committ<span class="_ _2"></span>ee </div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   48<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   48<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
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" class="bi x0 yaf0 w5 h90" alt="" /><div class="t m0 xf he y1f ff11 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">48<span class="_ _13"> </span>49</div><div class="t m0 xe he y1e ff2b fs6 fc4 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span>FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span><span class="fc0">CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="fc4 ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="ls11 wse">OVERVIEW</span></span></span></div><div class="t m0 x124 h8a yaf1 ffb fs32 fc7 sc0 ls1 ws0">Stev<span class="_ _2"></span>e Goodall</div><div class="t m0 x124 h1f yaf2 ffd fs5 fc7 sc0 ls1 ws0">Managing Direct<span class="_ _2"></span>or<span class="_ _6"></span>, <span class="ffc"> </span></div><div class="t m0 x124 h1f yaf3 ffd fs5 fc7 sc0 ls1 ws0">Surveying &amp; V<span class="_ _0"></span>aluation</div><div class="t m0 x124 h8a yac7 ffb fs32 fc7 sc0 ls1 ws0">Richard How<span class="_ _2"></span>ells</div><div class="t m0 x124 h1f yac8 ffd fs5 fc7 sc0 ls1 ws0">Managing Direct<span class="_ _2"></span>or<span class="_ _6"></span>, Financial </div><div class="t m0 x124 h20 yac9 ffc fs5 fc7 sc0 ls1 ws0">Services</div><div class="t m0 x124 h8a yaf4 ffb fs32 fc7 sc0 ls1 ws0">P<span class="_ _2"></span>aul Hardy</div><div class="t m0 x124 h1f yaf5 ffd fs5 fc7 sc0 ls1 ws0">Managing Direct<span class="_ _2"></span>or<span class="_ _6"></span>, <span class="ffc"> </span></div><div class="t m0 x124 h20 yaf6 ffc fs5 fc7 sc0 ls1 ws0">Est<span class="_ _2"></span>ate Agency Fr<span class="_ _2"></span>anchising</div><div class="t m0 x124 h64 yaf7 ffc fs6 fc6 sc0 ls11 wse">• <span class="_ _55"> </span><span class="ffd fc8">Responsible f<span class="_ _2"></span>or the leadership <span class="_ _2"></span>of our </span></div><div class="t m0 xab h65 yaf8 ffc fs6 fc8 sc0 ls11 ws0">Financial Services Division and the </div><div class="t m0 xab h64 yaf9 ffd fs6 fc8 sc0 ls11 wse">PRIMIS Network.</div><div class="t m0 x124 h64 yafa ffc fs6 fc6 sc0 ls11 wse">• <span class="_ _55"> </span><span class="ffd fc8">Responsible f<span class="_ _2"></span>or the leadership <span class="_ _2"></span>of </span></div><div class="t m0 xab h64 yafb ffd fs6 fc8 sc0 ls11 wse">e.surv and T<span class="_ _6"></span>empleton.</div><div class="t m0 x124 h64 yafc ffc fs6 fc6 sc0 ls11 wse">• <span class="_ _55"> </span><span class="ffd fc8">Responsible f<span class="_ _2"></span>or the leadership <span class="_ _2"></span>of our </span></div><div class="t m0 xab h64 yafd ffd fs6 fc8 sc0 ls11 wse">Esta<span class="_ _2"></span>te Agency Fr<span class="_ _2"></span>anchising Division.</div><div class="t m0 x124 he yafe ffb fs6 fc7 sc0 ls1 ws0">PDMR</div><div class="t m0 x124 he yaff ffb fs6 fc7 sc0 ls1 ws0">PDMR</div><div class="t m0 x124 he yb00 ffb fs6 fc7 sc0 ls1 ws0">PDMR</div><div class="t m0 x18 hf y71 ffb fs2 fc9 sc0 ls1 ws0">Divisional Managing Direct<span class="_ _2"></span>ors</div><div class="t m0 x18 h10 y4ac ffc fs4 fc6 sc0 ls1 ws0"> </div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   49<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   49<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
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class="bi x0 yb01 w5 h91" alt="" /><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">50<span class="_ _13"> </span>51</div><div class="t m0 x19 he y1e ff10 fs6 fc4 sc0 ls11 wse">OVERVIEW</div><div class="t m0 x6 hf yb02 ffb fs2 fc7 sc0 ls1 ws0">Dear Shareholder</div><div class="t m0 x6 h13 yb03 ffd fs8 fc8 sc0 ls14 ws11">I am pleased to <span class="_ _2"></span>present our Corpor<span class="_ _2"></span>at<span class="_ _2"></span>e Governance R<span class="_ _2"></span>eport f<span class="_ _2"></span>or the </div><div class="t m0 x6 h13 yb04 ffd fs8 fc8 sc0 ls14 ws11">year ended 31 December <span class="_ _2"></span>2025. The Board r<span class="_ _2"></span>emains committed<span class="_ _2"></span> to </div><div class="t m0 x6 h13 yb05 ffd fs8 fc8 sc0 ls14 ws11">good gov<span class="_ _2"></span>ernance practices tha<span class="_ _2"></span>t support the long-term <span class="_ _2"></span>success of the </div><div class="t m0 x6 h13 yb06 ffd fs8 fc8 sc0 ls14 ws11">Group. </div><div class="t m0 x6 h28 yb07 ff16 fs2 fc7 sc0 ls1 ws0">Ke<span class="_ _2"></span>y activities in 2025</div><div class="t m0 x6 h2a yb08 ff13 fs5 fc7 sc0 ls1 ws0">Ex<span class="_ _2"></span>ecutive remuner<span class="_ _2"></span>ation</div><div class="t m0 x6 h13 yb09 ffd fs8 fc8 sc0 ls14 ws11">The Board and <span class="_ _2"></span>Remuner<span class="_ _2"></span>ation Committee ar<span class="_ _2"></span>e committ<span class="_ _2"></span>ed to ensuring </div><div class="t m0 x6 h13 yb0a ffd fs8 fc8 sc0 ls14 ws11">that the Gr<span class="_ _2"></span>oup’<span class="_ _0"></span>s remunera<span class="_ _2"></span>tion policy supports the business in <span class="_ _2"></span>driving </div><div class="t m0 x6 h13 yb0b ffd fs8 fc8 sc0 ls14 ws11">significant gr<span class="_ _2"></span>owth and r<span class="_ _2"></span>eal returns <span class="_ _2"></span>for Shar<span class="_ _2"></span>eholders. F<span class="_ _2"></span>ollowing the </div><div class="t m0 x6 h13 yb0c ffd fs8 fc8 sc0 ls14 ws11">appointment of <span class="_ _2"></span>Adam Castleton <span class="_ _2"></span>as Group CE<span class="_ _2"></span>O, <span class="_ _2"></span>and to r<span class="_ _2"></span>eflect the </div><div class="t m0 x6 h13 yb0d ffd fs8 fc8 sc0 ls14 ws11">importance of him <span class="_ _2"></span>driving forw<span class="_ _2"></span>ard our ambitious gr<span class="_ _2"></span>owth plans, </div><div class="t m0 x6 h13 yb0e ffd fs8 fc8 sc0 ls14 ws11">the Board c<span class="_ _2"></span>onsidered how t<span class="_ _2"></span>o eff<span class="_ _2"></span>ectively incen<span class="_ _2"></span>tivise him and the </div><div class="t m0 x6 h13 yb0f ffd fs8 fc8 sc0 ls14 ws11">rest <span class="_ _2"></span>of the Senior Managemen<span class="_ _2"></span>t T<span class="_ _6"></span>eam. The goal was to p<span class="_ _2"></span>rovide a </div><div class="t m0 x6 h13 yb10 ffd fs8 fc8 sc0 ls14 ws11">singular f<span class="_ _2"></span>ocus on the future su<span class="_ _2"></span>stainable gr<span class="_ _2"></span>owth of the bu<span class="_ _2"></span>siness </div><div class="t m0 x6 h13 yb11 ffd fs8 fc8 sc0 ls14 ws11">and real shar<span class="_ _2"></span>e price r<span class="_ _2"></span>elated r<span class="_ _2"></span>eturns to Shar<span class="_ _2"></span>eholders. W<span class="_ _0"></span>e theref<span class="_ _2"></span>ore </div><div class="t m0 x6 h13 yb12 ffd fs8 fc8 sc0 ls14 ws11">undertook a c<span class="_ _2"></span>onsultation with <span class="_ _2"></span>our major Shareholder<span class="_ _2"></span>s to discuss </div><div class="t m0 x6 h13 yb13 ffd fs8 fc8 sc0 ls14 ws11">a proposal <span class="_ _2"></span>for a ne<span class="_ _2"></span>w incentive a<span class="_ _2"></span>ward <span class="_ _2"></span>(the 2025 L<span class="_ _0"></span>TIP) and updates </div><div class="t m0 x6 h13 yb14 ffd fs8 fc8 sc0 ls14 ws11">to the r<span class="_ _2"></span>emuneration<span class="_ _2"></span> policy<span class="_ _0"></span>. This involv<span class="_ _2"></span>ed extensive <span class="_ _2"></span>Shareholder </div><div class="t m0 x6 h13 yb15 ffd fs8 fc8 sc0 ls14 ws11">engagemen<span class="_ _2"></span>t which indica<span class="_ _2"></span>ted that whils<span class="_ _2"></span>t not all Shar<span class="_ _2"></span>eholders c<span class="_ _2"></span>ould </div><div class="t m0 x6 h14 yb16 ffc fs8 fc8 sc0 ls14 ws0">support the proposals bec<span class="_ _2"></span>ause of general c<span class="_ _2"></span>oncerns about the </div><div class="t m0 x6 h13 yb17 ffd fs8 fc8 sc0 ls14 ws11">construct of <span class="_ _2"></span>the 2025 L<span class="_ _0"></span>TIP<span class="_ _e"></span>, there was sufficient <span class="_ _2"></span>support to allow us </div><div class="t m0 x6 h13 yb18 ffd fs8 fc8 sc0 ls14 ws11">to pr<span class="_ _2"></span>oceed. Feedback fr<span class="_ _2"></span>om this consult<span class="_ _2"></span>ation w<span class="_ _2"></span>as used to r<span class="_ _2"></span>efine our </div><div class="t m0 x6 h13 yb19 ffd fs8 fc8 sc0 ls14 ws11">proposals. </div><div class="t m0 x6 h13 yb1a ffd fs8 fc8 sc0 ls14 ws11">The new policy and the <span class="_ _2"></span>2025 L<span class="_ _0"></span>TIP were put <span class="_ _2"></span>to a Gener<span class="_ _2"></span>al Meeting </div><div class="t m0 x6 h13 yb1b ffd fs8 fc8 sc0 ls14 ws11">of Shareholder<span class="_ _2"></span>s on 28 Ma<span class="_ _2"></span>y 2025. A<span class="_ _2"></span>t that meeting, 35.87% of v<span class="_ _2"></span>otes </div><div class="t m0 x6 h13 yb1c ffd fs8 fc8 sc0 ls14 ws11">cast w<span class="_ _2"></span>ere ag<span class="_ _2"></span>ainst the r<span class="_ _2"></span>evised Direct<span class="_ _2"></span>ors’ R<span class="_ _2"></span>emuner<span class="_ _2"></span>ation P<span class="_ _2"></span>olicy and </div><div class="t m0 x6 h13 yb1d ffd fs8 fc8 sc0 ls14 ws11">35.70% wer<span class="_ _2"></span>e agains<span class="_ _2"></span>t the new L<span class="_ _6"></span>TIP<span class="_ _6"></span>. Following this <span class="_ _2"></span>vote w<span class="_ _2"></span>e off<span class="_ _2"></span>ered </div><div class="t m0 x6 h13 yb1e ffd fs8 fc8 sc0 ls14 ws11">our Shareholder<span class="_ _2"></span>s (both those tha<span class="_ _2"></span>t had voted <span class="_ _2"></span>for and th<span class="_ _2"></span>ose that had </div><div class="t m0 x6 h13 yb1f ffd fs8 fc8 sc0 ls14 ws11">voted ag<span class="_ _2"></span>ainst the <span class="_ _2"></span>resolutions) a further opportunity <span class="_ _2"></span>to eng<span class="_ _2"></span>age and </div><div class="t m0 x6 h13 yb20 ffd fs8 fc8 sc0 ls14 ws11">provide <span class="_ _2"></span>feedback. F<span class="_ _2"></span>eedback was <span class="_ _2"></span>received fr<span class="_ _2"></span>om two Shar<span class="_ _2"></span>eholders </div><div class="t m0 x6 h13 yb21 ffd fs8 fc8 sc0 ls14 ws11">which was c<span class="_ _2"></span>onsistent <span class="_ _2"></span>with that r<span class="_ _2"></span>eceived prior to <span class="_ _2"></span>the General </div><div class="t m0 x6 h13 yb22 ffd fs8 fc8 sc0 ls14 ws11">Meeting, one noting their concerns <span class="_ _2"></span>and the other reit<span class="_ _2"></span>era<span class="_ _2"></span>ting the </div><div class="t m0 x6 h13 yb23 ffd fs8 fc8 sc0 ls14 ws11">importance of using <span class="_ _2"></span>marke<span class="_ _2"></span>t purchase shar<span class="_ _2"></span>es to sa<span class="_ _2"></span>tisfy the awar<span class="_ _2"></span>ds </div><div class="t m0 x3f h13 yb24 ffd fs8 fc8 sc0 ls14 ws11">and ensuring Shareholder<span class="_ _2"></span>s under<span class="_ _2"></span>stand <span class="_ _2"></span>that is how a<span class="_ _2"></span>wards will </div><div class="t m0 x3f h13 yb25 ffd fs8 fc8 sc0 ls14 ws11">be satisfied. <span class="_ _2"></span> </div><div class="t m0 x3f h13 yb26 ffd fs8 fc8 sc0 ls14 ws11">On 4 July 2025 w<span class="_ _2"></span>e published a st<span class="_ _2"></span>atemen<span class="_ _2"></span>t on our websit<span class="_ _2"></span>e noting that, </div><div class="t m0 x3f h13 yb27 ffd fs8 fc8 sc0 ls14 ws11">having c<span class="_ _2"></span>arefully c<span class="_ _2"></span>onsidered the f<span class="_ _0"></span>eedback, the Board maintained <span class="_ _2"></span>the </div><div class="t m0 x3f h13 yb28 ffd fs8 fc8 sc0 ls14 ws11">view that the <span class="_ _2"></span>2025 L<span class="_ _0"></span>TIP was in the bes<span class="_ _2"></span>t inter<span class="_ _2"></span>ests of v<span class="_ _2"></span>alue crea<span class="_ _2"></span>tion </div><div class="t m0 x3f h13 yb29 ffd fs8 fc8 sc0 ls14 ws11">for <span class="_ _2"></span>all Shareholder<span class="_ _2"></span>s and awar<span class="_ _2"></span>ds had been gr<span class="_ _2"></span>anted. Th<span class="_ _2"></span>e sta<span class="_ _2"></span>tement </div><div class="t m0 x3f h13 yb2a ffd fs8 fc8 sc0 ls14 ws11">confirmed tha<span class="_ _2"></span>t awar<span class="_ _2"></span>ds would be sa<span class="_ _2"></span>tisfied using mark<span class="_ _2"></span>et shar<span class="_ _2"></span>e </div><div class="t m0 x3f h13 yb2b ffd fs8 fc8 sc0 ls14 ws11">purchases.  </div><div class="t m0 x3f h2a yb2c ff13 fs5 fc7 sc0 ls1 ws0">Risk governance</div><div class="t m0 x3f h13 yb2d ffd fs8 fc8 sc0 ls14 ws11">W<span class="_ _2"></span>e continued <span class="_ _2"></span>to str<span class="_ _2"></span>engthen our <span class="_ _2"></span>risk governance fr<span class="_ _2"></span>amework during <span class="_ _2"></span></div><div class="t m0 x3f h13 yb2e ffd fs8 fc8 sc0 ls14 ws11">the year<span class="_ _6"></span>, with the intr<span class="_ _2"></span>oduction of a Gr<span class="_ _2"></span>oup-wide gov<span class="_ _2"></span>ernance, risk </div><div class="t m0 x3f h13 yb2f ffd fs8 fc8 sc0 ls14 ws11">and compliance s<span class="_ _2"></span>yst<span class="_ _2"></span>em which has enabled a c<span class="_ _2"></span>onsisten<span class="_ _2"></span>t application </div><div class="t m0 x3f h13 yb30 ffd fs8 fc8 sc0 ls14 ws11">of risk st<span class="_ _2"></span>andards acr<span class="_ _2"></span>oss the Gr<span class="_ _2"></span>oup. This supports the w<span class="_ _2"></span>ork being </div><div class="t m0 x3f h13 yb31 ffd fs8 fc8 sc0 ls14 ws11">done to ensur<span class="_ _2"></span>e that the Boar<span class="_ _2"></span>d and Audit &amp; Risk <span class="_ _2"></span>Committee hav<span class="_ _2"></span>e the </div><div class="t m0 x3f h13 yb32 ffd fs8 fc8 sc0 ls14 ws11">inf<span class="_ _2"></span>ormation needed to <span class="_ _2"></span>meet enhanced int<span class="_ _2"></span>ernal contr<span class="_ _2"></span>ol frame<span class="_ _2"></span>work </div><div class="t m0 x3f h13 yb33 ffd fs8 fc8 sc0 ls14 ws11">eff<span class="_ _2"></span>ectiveness disclosur<span class="_ _2"></span>e requir<span class="_ _2"></span>ements arising fr<span class="_ _2"></span>om the UK Corpor<span class="_ _2"></span>ate </div><div class="t m0 x3f h13 yb34 ffd fs8 fc8 sc0 ls14 ws11">Governance Code ne<span class="_ _2"></span>xt year<span class="_ _6"></span>.</div><div class="t m0 x3f h13 yb35 ffd fs8 fc8 sc0 ls14 ws11">Global cyber threa<span class="_ _2"></span>ts and rela<span class="_ _2"></span>ted risks c<span class="_ _2"></span>ontinued to <span class="_ _2"></span>escalate <span class="_ _2"></span>in </div><div class="t m0 x3f h13 yb36 ffd fs8 fc8 sc0 ls14 ws11">2025. The Board <span class="_ _2"></span>encourag<span class="_ _2"></span>ed management t<span class="_ _2"></span>o look at go<span class="_ _2"></span>vernance </div><div class="t m0 x3f h13 yb37 ffd fs8 fc8 sc0 ls14 ws11">in this area <span class="_ _2"></span>and as a result the <span class="_ _2"></span>Group CR<span class="_ _2"></span>O took ov<span class="_ _2"></span>er as Chair of the </div><div class="t m0 x3f h13 yb38 ffd fs8 fc8 sc0 ls14 ws11">Data <span class="_ _2"></span>and Informa<span class="_ _2"></span>tion Security Committee and<span class="_ _2"></span> more e<span class="_ _2"></span>xpertise in </div><div class="t m0 x3f h13 yb39 ffd fs8 fc8 sc0 ls14 ws11">this area w<span class="_ _2"></span>as brough<span class="_ _2"></span>t into the <span class="_ _2"></span>risk team. W<span class="_ _0"></span>e intend to build our </div><div class="t m0 x3f h13 yb3a ffd fs8 fc8 sc0 ls14 ws11">Director<span class="_ _2"></span>s’ knowledge <span class="_ _2"></span>of cyber<span class="_ _2"></span>-relat<span class="_ _2"></span>ed risk as part of the 2026 <span class="_ _2"></span>Board </div><div class="t m0 x3f h13 yb3b ffd fs8 fc8 sc0 ls14 ws11">training plan. </div><div class="t m0 x3f h2a yb3c ff13 fs5 fc7 sc0 ls1 ws0">Culture</div><div class="t m0 x3f h13 yb3d ffd fs8 fc8 sc0 ls14 ws11">The Board appr<span class="_ _2"></span>oved a <span class="_ _2"></span>new purpose, mission, vision and v<span class="_ _2"></span>alues </div><div class="t m0 x3f h13 yb3e ffd fs8 fc8 sc0 ls14 ws11">(see pages 04 and 06) <span class="_ _2"></span>during the year<span class="_ _e"></span>. This new sta<span class="_ _2"></span>tement sets </div><div class="t m0 x3f h13 yb3f ffd fs8 fc8 sc0 ls14 ws11">the guiding principles f<span class="_ _2"></span>or our cultur<span class="_ _2"></span>al values and <span class="_ _2"></span>was launched </div><div class="t m0 x3f h13 yb40 ffd fs8 fc8 sc0 ls14 ws11">to our senior manag<span class="_ _2"></span>ement at the <span class="_ _2"></span>end of the year<span class="_ _6"></span>, with positive </div><div class="t m0 x3f h13 yb41 ffd fs8 fc8 sc0 ls14 ws11">f<span class="_ _2"></span>eedback. Since Adam Castlet<span class="_ _2"></span>on’<span class="_ _0"></span>s appointment as Gr<span class="_ _2"></span>oup CEO<span class="_ _2"></span>, he </div><div class="t m0 x3f h13 yb42 ffd fs8 fc8 sc0 ls14 ws11">has championed these v<span class="_ _2"></span>alues across the <span class="_ _2"></span>Group and w<span class="_ _2"></span>e believe </div><div class="t m0 x3f h13 yb43 ffd fs8 fc8 sc0 ls14 ws11">that we <span class="_ _2"></span>are building a cultur<span class="_ _2"></span>e that r<span class="_ _2"></span>eflects our purpose and <span class="_ _2"></span>drives </div><div class="t m0 x3f h13 yb44 ffd fs8 fc8 sc0 ls14 ws11">performance. <span class="_ _2"></span> </div><div class="t m0 x3f hf yb45 ffb fs2 fc7 sc0 ls1 ws0">Compliance with the UK Corpor<span class="_ _2"></span>ate </div><div class="t m0 x3f hf yb46 ffb fs2 fc7 sc0 ls1 ws0">Governance Code</div><div class="t m0 x3f h13 yb47 ffd fs8 fc8 sc0 ls14 ws11">The Company <span class="_ _2"></span>complied with all applicable <span class="_ _2"></span>provisions of <span class="_ _2"></span>the UK </div><div class="t m0 x3f h13 yb48 ffd fs8 fc8 sc0 ls14 ws11">Corpora<span class="_ _2"></span>te Governance Code <span class="_ _2"></span>2024 published by the Financial </div><div class="t m0 x3f h13 yb49 ffd fs8 fc8 sc0 ls14 ws11">Reporting Council <span class="_ _2"></span>(see frc.org.uk) <span class="_ _2"></span>for the <span class="_ _2"></span>year ended 31 December </div><div class="t m0 x3f h13 yb4a ffd fs8 fc8 sc0 ls14 ws11">2025, with one e<span class="_ _2"></span>xception. W<span class="_ _0"></span>e have chosen t<span class="_ _2"></span>o not adopt the Audit </div><div class="t m0 x3f h13 yb4b ffd fs8 fc8 sc0 ls14 ws11">Committee Minimum St<span class="_ _2"></span>andard to <span class="_ _2"></span>reflect our <span class="_ _2"></span>position as a UK small-</div><div class="t m0 x3f h13 yb4c ffd fs8 fc8 sc0 ls14 ws11">cap.  </div><div class="t m0 x3f h13 yb4d ffd fs8 fc8 sc0 ls14 ws11">This Corpora<span class="_ _2"></span>te Governance <span class="_ _2"></span>Report and the <span class="_ _2"></span>individual Committee </div><div class="t m0 x3f h13 yb4e ffd fs8 fc8 sc0 ls14 ws11">Reports on pag<span class="_ _2"></span>es 56 to 81 <span class="_ _2"></span>set out our gov<span class="_ _2"></span>ernance arrang<span class="_ _2"></span>ements and </div><div class="t m0 x3f h13 yb4f ffd fs8 fc8 sc0 ls14 ws11">explain how w<span class="_ _2"></span>e hav<span class="_ _2"></span>e applied the principles of the <span class="_ _2"></span>Code during the </div><div class="t m0 x3f h13 yb50 ffd fs8 fc8 sc0 ls14 ws11">year<span class="_ _6"></span>.</div><div class="t m0 x3f h11 yb51 ffb fs8 fc8 sc0 ls14 ws0">Adrian Collins<span class="ls1"> </span></div><div class="t m0 x3f h14 yb52 ffc fs8 fc8 sc0 ls14 ws11">Chair</div><div class="t m0 x3f h13 yb53 ffd fs8 fc8 sc0 ls14 ws11">18 March 2026</div><div class="t m0 x6 h45 y21 ffd fs4 fc6 sc0 ls1 ws0">Co<span class="_ _2"></span>rp<span class="_ _2"></span>o<span class="_ _2"></span>ra<span class="_ _2"></span>t<span class="_ _6"></span>e Go<span class="_ _0"></span>ve<span class="_ _0"></span>rn<span class="_ _0"></span>a<span class="_ _2"></span>n<span class="_ _2"></span>c<span class="_ _2"></span>e R<span class="_ _0"></span>e<span class="_ _2"></span>po<span class="_ _2"></span>r<span class="_ _1"></span>t </div><div class="t m0 x6 h3e y2ca ffc fs1 fc6 sc0 ls1 ws0">Chai<span class="_ _2"></span>r<span class="_ _1"></span>’<span class="_ _6"></span>s Introduction </div><div class="t m3 x125 h13 yb54 ffd fs8 fc8 sc0 ls14 ws11">Independent assur<span class="_ _2"></span>ance: external <span class="_ _2"></span>auditor</div><div class="t m3 x126 h13 yb55 ffd fs8 fc8 sc0 ls14 ws11">Internal assur<span class="_ _2"></span>ance: Gr<span class="_ _2"></span>oup internal audit</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   50<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   50<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pf35" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc35 w4 h0"><img 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ABIgAAAAEiAAAAASIAAAABIgAAAAEiAAAAASIAAAABIgAAAAEiAAAAAEiAAAAASIAAAABIgAAAAEiAAAAASIAAAABIgAAAAEiAAAAASIAAAABIgAAAAEiAAAIAECAAAgAQIAACABAgAAIAECAAAgAQIAACABAgAAIAECAAAgAQIAACABAgAAIAECAAAIAECAAAgAQIAACABAgAAIAECAAAgAQIAANB98pSguzQmklt27Gl6Xda/pKSoQE06o7YlRfll/UvVpGtsentX8+sTjx2gIM75rFOzv75yd03T62GD++XFzZN2SOXu6pr9DerZZddev/6ABNgTrd7w9n89t+r5FW+U9S+96ANjmj64dM3mdRu3jRkxZOr5EyaecoL3yHa/Bf7nf7/4/PKNZQNKmmu74a2dzy9/I4QwY/p5H5n0frXtjBHz3EXLHl+yumxA6dnjhg/sWxxCqNpb+8KqirVvbPvCJ8666uKJJjg69Zxf8OzKMSOHvHs9Wb15XcW2MSOGfPSsk53zaebnZWs2z396+XMvb5hy+qhJp5zQ9PHFf1lbubv6nFNHfvjMkyaPH65Q6dfzqaWvPvjHlyp3VZ8zYeSo4wa9W89dNedMGPG5j59phigj6fqRp5Y/vmRN2YCS5mvvhrd2rt+0vXJX9Yzp5005baRrL9CiKJVKqUKXDZRnzX7k5BOP+fJlkwcPaGGKrrq2fuGfV89d9OLs66d5d2zrgOPWex9PpcLVn5g0btTQFmu74rUt3/jpo/fceMXYUceqWKbMe/KVuYuW/vMXLpg09oS8ePywn0tiXcX2W+YsvOriM6dfcLpydcY5f/3ffqSV68m//+ezc5zzR0vRX7jlN1//3IcuOXdsaXELw+Udu6p/taB8/abts2dNM54+qtUb3p5xx4M/+vqnTj1pWIv1rNhaNWfekigKt117qemJdv/637egvHxlxf+66sMtvuU1JhJLV2/+8a+fnDH9vAsnj1YxQALsHk+Ur5sz77k7Z00bPnRg63+zurb++tnzJ48/8UuXTfbu2KYBxwdOHXG0d83ELXMWGnlkROXu6mtvf+CSKWO/OvWcNILiy3MXLbv3m1dqT8rUOX/dHQ/efePlLQ7+DruePDJ5/HDXkyOfmS/OuemKFlP0Ibnl+tmPGE+nMyvx3RmXHD4fdIhVG7Zed8fvTU+0b85i1p0Pz5g+5cLJY476lnffghfKV1WYvAAkwG54U/zaj35f1q80nTfFgxLj2jnzlhgxH9W//uZP6yu23zlrWouTza2MPH7z3asttLZb+cqNN/z00fu/87dHndFotmNX9YwfPGAA3ZWD7PdcTx5acu9NrieHTmFcdfHE9FenGxOJXy144YVVFXfdcLk4fXgsufqW39yTxqzEwfX82g/nDR5Q+v2Zn1TANP1i/vPlKzfdOWtq+m95FVurvnjrb3/0j5/WyQxIgF16vR4xbOBR5+paHDFf/o1fPnH3TEONI5n35Csb3qr8f6/+aNuH0YkLZ96jtu0e6s2685H/uP0L6SeQZtfe/sDN11wke3fkejKgb3E7Wmp37KqecccD//H9Lznnm1z+jV/OuenKoy79He4vKzb+4ZkVQsshExMfm3n3H+++rh3XhJ/Pf35g35LpF5ymjEf1RPm6J19Yf/vXPtn2H1Di89+8//7b/tZKINDEUKDTx8rlKyvaEf9CCIMHlN58zcfvW1CujC2q3F09d9HSdsS/EEJePH73jZffeu/jytiOod6sOx+ec9MV7RjqhRDunDVt1uyHGxNJlWzf9eTxJWvad0fl4AGlMz475d/mPq2MIYR5T75y1cUT2xH/QggfOHVEKhVWb3hbGZvdeu/j99x4efuuCV+des7cRUsrd1crY+tq9tf/yy8Wf3fGJe17y7tz1rQv3vpbZQQkwK4YK199y2/unDWt3Ue4cPKY8pWbDt5hn2bX3v7AnJuubPenjxs1NJUK5SsrVLJN7ltQPmP6lPYNnUMIpcUFckhHsvd93/mbjlxP1ldsF10qd1fPXbSsI1sTfXfGJdfd8aCJjCarN7ydSoX0mz8PN+emK6+9/QGVbN2s2Y/cf9vfti9mhxCGDx14yZSx8558RSUBCbBz3Xrv49++5uPpN+u36M5ZU2fdac3kUB2Zwj94GHfDv/+hZn+9eqZp09u7ylduat+athySkezd4evJtBk5H12uvf2BOTdd0ZEjaCI4eGLiujsebN/CVLPBA0qvunjivCdfVs8jeaJ83eRxw9O/77pFX77s7J8+8IzlVkAC7EQ1++vXbtzewbFyCKG0uOCqiycuW7NZSQ82d/HSjj9dIC8e/+HXPzV30TL1TNOcec/dOWtqx49z56xp357zmHq2aZz9+JLVGbme/OPnPvTU0ldztpKrN7x9yZSxHZw8CiGMGzV0x64a80fzn17xw69/qt0LU82mX3D63MUuxa1ce5d86bKzO/6Wd/c3Lv/lo24tASTATrPita0zpp+bkUOdP/H9859erqTvGcOdOzYjh5o09oTHl6xW0jRDyNqN2zq4BtWcQ5oOqKppWrZm81UXT8zIoS45d+yDf3wpZyv5X8+tmnb+hIwc6iufnrzklTdy/Mycu2jppLEnZOrM1BrQosrd1aOHH9PxmB1CGDdq6IJnVyopIAF2lvlPLz93wqiMHGrwgNL/eXmDkjZbtWHrlNNGZuRQefH46BFDTOSnY8uOPZdMGZupo82YPsXKdvqeefG18ye+PyOHKi0uqNyVu21gz694o+MLgE0mjT0hl7N0CKExkSwbUJqRZBJCuOgDY5a84p2uBU8tfW3q+adm6miXfWi8RlBAAuwsO3ZXZ2S1pMkpI4dYMGm2+C9rRw8/JlNHm3TKCZW7a1T1qMpXbsxU8A4hjB4+ZNPbVaqapvWbtmcqt4QQzpkwMmeHgBl8ImJePF65K6cvHVt27LnoA2MydbThQweWr7I1Vwt27a0ZNrhfpo426rhBNfsbVBUkQDpFZmfZL/rAmC079qjqwWMvReh6fYoLFaEXXE9ydghYs78+gwkwhFA2oMTJSWcrX1XRwT1gDjZ21LHlKzeqKkiAdIqyAaWKkBX69ylau3GbOnSxkqICXaB0dZDeXTPplBPUIVPMS2YjE3mABNiZQ42MdgdteGtnSVG+qnaG3fv2jxkxRB26WM3++onG4mkzo5QRwwb3W/yXtRm9zlfneD2dVF1gcP/S6tqM3ay+rmLbiccOVFWQAOmkEVsmu4PWb9qe2eYlb4fNqvbWKmk6+vcpzuCU/77aOiXtLkvXbC7rn4vti3lxb3kZlsHrZ3Vt/WBvcy2ZeMoJGbxxd/e+/aI74O2ws5x84jE7Mjc9nOP7DRzio2edvOK1LZk62sIlq70dpuPMMcc/+9LrmTraklfeGDdqqKqmafK44as2bM3U0dZVbCspKsjNSlbuqm5MJDJyqB27qnO8feDEYwf85rG/ZupoK17b8tGzTvbL3lKdB66ryNitCjk7AQRIgF3hk+eNeyRDD/FbtWHrpVNOUdJmU04bOf+ZFRk5VHVt/ZgRQ6wMpKOsf+nzyzO2f8DCP68eO+pYVU3TtI9MeOy5zDy4cseu6nNOHZmzlbx0yth1Fdszcqinl706NUOPFsxe550+KlMdGfOfXnHmmOP9sh9u4iknzJm3JCOHakwk1m3M3QkgQALsdGNHHbvwz6szMtn8m8eWXnSOBPiukqKCJS9vyMiwY+7iZcZw6Ttnwoi/rMhACFy1YWsuh5D2xe8Fz67MyPXkVwvKP3neuFzO0j+Z+0xGRtJzFy1zL+vU8yfMXbys48eprq1fV+Fmh5blxWNlA0oz0lX01NJXZ0w/T0kBCbATzfjsebfMWdjxsXIUhROPHaCeB/v1d6++fvb8Dh6kYmvVwiWrJ48frp5p+qerzr/hp492MIc0JhIz7/j9zMuNQtrmnhuvyMj1ZP2m7bm8+lrWv3Ty+OFPlHd0P5hfLXhhxvTztA9MHj/8hVUVFVs7+mzP62c/Mvv6aX7Nj+T2mZ+c8YMHOniQHbuq/+UX//2RSe9XT0AC7EQXTh5duae6I3fvNCYS193x+9uuvVQxD3HisQMmjz+xI8O4xkTii9/57b3fvFIx05cXj83pcA65Zc7Cm6+5SBtSW40ddWwUhQ5eT2be8fvZs3J9nP2lyybPeWhJR5oIKrZWvbCq4sLJo52WIYTZs6ZdP/uRjkwMPVG+dvL44SY6W5+5uOriSfOefLkjB5nxgwd//d2rTVsAEmBXvDXOvOP37X5rvGXOwjk3XuF6fcRh3Lz2D+N+teCFm79ykaajLs4hTWvahs7tc9u1l17XsevJj/7x07J3Xjw2e9Zn2t1E0JhIXD/7EUG6WUlRwYzp5/1qwQvt+/Tq2vo585Z86bLJKtm66RecNnfRsnb3gs578uVLp5wiZgMSYBe9Nd5z4xVf++G8dgzafj7/+SgKdstobRh3/We+9J3ftSMEPlG+1hR+R3LIzDt+346+r4qtVTOtaXfsnJ9z4xWf/+b97biePFG+NoqCnucmTU0EP5//fDvi3y1zFs6Yfp4gfbALJ49+YVVFO5oyqmvrv/Sd382+/jMmOtNx7zevvPzGX7YjBK7asHXuomXXTD1HDYEm8e985zuq0KmOGdjn/ScM/txN900+dfgxA/uk8yk7dlV/8dbfnT3uxH+48kMK2Ir+fYrOPW3kjDseGNSv5H3HD05zwPH1H8/btnPfj//X1FgsUsN2iMWiKz9+xrfueeztnXtPO3lYLJbW0O3n85+/68H/+fV3r+5TXKiGHbmeTHj/cVfedN8H0r6eVNfWf/3HD/UpLvinv/mIc77ZxFNO2PDWzlvmPHbB2aPTjHMVW6v+7vv/ecWFZ5g8OtylU8Y+vey1ex9acsFZJxfkx9Oclbh5zmOzr/+Mhak0lRQVfOpD42f84IF4PJbm03QaE4mb73l8+atb7vrG5X79gWZRKpVShS7QmEjeeu/jqVT47oxL8uKtvTvOe/Lln/7ns7/+7tXeFNOv7X0LystXVtw5a1ppcWsjuVUbtl53x+/n3HiFldWMeKJ83Zx5z905a9rwoQNbn9GY8YMHrrp40vQLTlO0Lr6ePFG+ds68P8++fprrSYsqd1dfe/sDV108cfoFp7c+jL5vwQvlqypmz5pm9a8Vqze8PeOOB799zccvnDym9VmJ62c/Mnn88C9dNtnqX/ve8h5fsmbOTVcMHlDa+lvezDt+f4+3PEAC7F7lKyv++d//8IVPnDXltJGHTODt2FX99LJX5y5adumUsd4U22HT27tm3fnIORNGfOK8sYfUtrq2/s/LN8yZt2TMiCG3XXup2mZQzf76WbMfKetfOvXDp04ae8LBaaQxkVi6evP8Z1as27jt3m9e6ZbLzhhtX3fHg5d9aPzh5/yOXdUvrds8Z94S15N0zHvy5Z8+8OzVl5417fwJhwypK7ZWLf7L2oV/Xj3js+dZ+kt/emLtxm0zpk85d8KoQ2blVm3Y+thzqxc8u1IsycRb3sPnTBj5oTPed8i1t+kt78EnXglRypwFIAH2oHHbklc2lK+qqNxVXTagtHJXTdmAksH9S6eeP2HiKScYq3VE5e7qR55aXr6qIoRQuas6hEhtuyYHLnnljQf/+FLTjyCE0JT3rvjYGWeOOV726+yB4OLn1zjnO55b1lds/6/nVq3ftH3tG9vGjBzSdH0++cRjPnneOFmlHfVctmbz/KeX79hdXbmrJoRU2YDSEMLkccOnfWSCa0IG3/KeWvrq4r+sPfDrH4Wy/qWD+5d+9KyTp5w2UvYDJEAAAIBcZ3oYAABAAgQAAEACBAAAQAIEAABAAgQAAEACBAAAQAIEAABAAgQAAEACBAAAQAIEAACQAAEAAMgNeUrQE1TXJRUBAICeIIpCXixq/mM8FqIoiqIQKY0ESKbUJ1KKAABAD1EXWh6d5sejvFgUj4W8WBRJhBIgAADQizUkUg3vLF3EopAfj5oyoTQoAQIAAL1ZMhXqGlN1jakQQjwWFeVF+XmSoAQIAAD0dolkqro+FfCpWBQAACAASURBVOpDfjwqyo8Ovo0QCRAAAOidmtpEY1Eoyo8VWBLskaJUyh4k3a+qJqEIAAD0MsX5scJ8ObBn8TxAAACgU9Q2JHfVJPY3WHOSAAEAgJzJgbtrEw2efyYBAgAAuSCZCvvqkvvqkkkxUAIEAAByQUMitbs20fQACSRAAACg96upT+6rS9qPUgIEAAByQkMitWd/olFLqAQIAADkgmQq7N2ftE2oBAgAAOSK2obkvrqkOkiAAABATmhIpIRACRAAAMitEGhvGAkQAADIlRC4Z39CCJQAAQCAnJBMhT37E+ogAQIAALkSAt0TKAECAAC5wsYwEiAAAJBbIbCmXgiUAAEAgNxQ15iqb7QtjAQIAADkhur6ZFIGlAABAIAcsdfWoBIgAACQI5KpUG1XGAkQAADIEfWJVENCM6gEmLX27t2rCAAAkD77gkqAWRz/fn3//Vu2bFEKAABIUzIlBEqA2alv376f+exnH37oob++8IJqAABAmuoaU/YFlQCz0rBhwz7z2c+Wl5cLgQAAkL59toSRAIVAAADIEYlkqtE6oAQoBAIAQI6oqZcAJcC2qKysrK2tbXqRTCZbfNG8V+fhL5o+t8UXDQ0Nh7xoOtrBLw4PgV/44hdXrFghBAIAQDosA0qAbVNfX9/0YmdlZV1dXQjhrbfeSiQSB7946aWXmlLcIS8aGhr+53+ebcp4h7yora196qk/Hfxiy5Yty5YuPeRFU9LbuHHj+nXrQgjr163buXPn9MsvLy8vf+KJ/3YiAgDAUVkG7LgolVLErpBMJmOxWNOSYNOL2traBx94YNCgQRdfcklNIk+JAADgqPoWxfJikTq0Wy52gXZPoWOxpv/f9KKurq4p/l32qU8VFhY6EQEAIB37G6xgdUgOLT3V19eXlJT0kCz66B/+cPwJx3/sYxc2BUIAACAdDYlUKgSLgO2mC7Srbdmy5eGHHpo8efJZZ5/d/MGqmoTKAABAOkoLYgV5MmA76QLt/vgHAACkb3+jRaz20wXadTZu3PhfCxZ88rLLRowY4cwDAID2SSRTqVSIrAK2iy7QrpNMJquqqsrKyg7/T7pAAQAgfcX5saJ8EbA9dIF2Ya1jsRbjHwAA0Cb1CetYEuBRz5J3nggPAABktURSK2M76QLtEXSBAgBAm3g0fPvoAgUAALJPozUUCbB1ukABAKD3DO/dCtguukB7BF2gAADQVgNL4orQVrpAAQCArJS0mCUBtqKHdIH+4Ae3v/jiMmceAAB0UKNG0LbTBdrVEonEjGv/fubXvnbmmRObP6gLFAAA2spz4dtBF2hXi8fjc+792d133WUlEAAAOiKhDVQCbEXP2Qu0KQTO/d3cZ555xikIAADtTIACYNvpAu1O99xzdwjhuutm6gIFAIB2sB1oW+kC7U7XXTezOQcCAAB0trzc+Vbr6+tLSkoydbRTx4/L4Nc29covFBeXOB0BAAAJMDOGDRuW2QOuWLmqg0d48cVld99115x7f7anzqkIAABtlkyFmN1A20IXaLdpjn/xuN5lAABAAsyonrMXqPgHAAB0C12g3eB3v/vt7t27xT8AAEAC7CyVlZUlJSXFxcXd+2U0PwHCyQcAAEiAnSWze4G22znnnHPmmROdeQAAgATYiXpIF6j4BwAAdBd7gfYIBXFb2AIAABJg5vSovUABAAC6ni7QHiGyBAgAAHQ+XaA9I4jHREAAAEACzJye3AVqDRAAAJAAM2nYsGHd/jDAI4lbAwQAgA5rTCRn/ODBTW/vUgoJsEd3gQqAAADQ8fj3+W/d/5VPf+DEYweohgTY0/cCtQwIAAAdjH83fOGCyeOHq0Yr7AXaY34SsZBIOiEBAKDNKndXf+vux7537aVjRx2rGhLgO6dFZWVJSUmPvRUwPx7VNaackQAA0Nb4N/0bv5r3wy+X9S9VjaPSBdpjsnhcFygAAIh/nZw7cudb7eFdoFEI8ViUSFoGBACAdM1/avmq17eOveKOzjj4tsXfkwCzeXqgZ3eBhhAK4lGtBAgAAGn7ytRzBvYrWbZm823XXpIXz2SH45CLvt0rK6YLtCfF8bhfYQAAaJvpF5w29fxTP/+t+xvtrCgBHqwnPxH+QAL0QAgAAGi7yeOH3/CFC4RACfA9evIT4ZsV58eclAAA0O4QWLO/XjUkwBCyoQs0hJCvERQAANobAu+96YpP/NP/rtxdrRpHYi/QniUei+wICgAA7VPWv3TeD7+sDq3QBdrjFOa5GxAAANofAj0bUAIMIUu6QEMIBRIgAADQOXSB9jhRCMX5sdoGuxgBAAAZpgu0JyrMtwwIAABIgB2QLV2g4Z1lQGcnAACQWbpAe6jCvKi2wfkJAABkki7QHiqKLAMCAAASYHtlURdok6L8KOZ+QAAAIHN0gfZoJQWxfXU2BQUAADJDF2iPlh+P8uPWAQEAAAmwjbKuC7RJSYG7AQEAgMzQBdrjM3oUSgti1fV6QQEAgA7ni9z5VrOxC7RJQV5UoBcUAACQANOXpV2gTUoLY/YFBQAAJMB0DRs2rLi4OHu//r5FcecrAAAgAaYle7tAD/yoolBqVxgAAEACTEdWd4E2KciLivOFQAAAoJ3sBZplivKjEGK1DbYGBQAA2kwXaFaGQI+JBwAAJMDW9IIu0GZ9CmNCIAAA0Fa6QLM4BNbUJ+saU05iAAAgTbpAs1hJQczGMAAAgATYgt7UBdqsKN/uoAAAQLp0gfaGEJgXj+3db3dQAADgKHKrCzSZ7J0xKS8WDSiOx2P2hgEAACTAEEIIOysr6+rqeut3F0WhX1GsME8IBAAAjiiHukBPHj2613+PJQWx/Hiqpj6ZtEUoAABwGF2gvU1+POpXHLcYCAAA5HQC7N1doAeLQigpiPV3ZyAAAPBeukB7b7iPQr+iWH1jqrZBUygAABCCLtBeryAv6l8cLy2IWQ4EAAB0geZQDuxbFNMXCgAAuUwXaC79sGNRv6IokUzVNabqGjWGAgBAztEFmnPisaikIDawJN63KJYftyQIAAA5JIfWAHdWVpaUlBQXF/upH/jZx6I+hVEqhEQy1ZgI9YlUwo4xAAAgAfYOukBbFIWQF4vyYqEo/0AaTCRDYyLVmEzJgwAAIAFmq8rKyoEDB8ZiMT/1o6bB5gfKN4XARDKVkgaBnFRVtXPjxjfOOGOiUgD00BGsu5okwCPRBdoOTVuHxtwuCOSkRCJx8003/PnPf/71b35z5plCIAC9YoSfO9/qyaNHi38ApB//Zlz79zfc8I0Qwt133fXii8vUBAAJMJvYCxSANsW/mV/7WtM95HPu/dndd91VtXOnygAgAWaNXH4iPABt0hT/mjs/4/H4nHt/ds011wiBAEiAWUMXKADpuOeeuw+Of80h8Be/+IUQCIAEmDVqa2t1gQJw1PgXQmhx35eBgwY1hcDa2lqFAiBL5dBeoJs3bRpUVlZWVuanDsCRjB9/6oc//OEj/demELi/tlZTCQASYE/nifAAHFUr8a85BKoSANlLFygAAIAE2Ots3rSpqqrKjxwAAMhZukABAAByhS5QAAAACbDX0QUKAADkOF2gAAAAuUIXKAAAgATY6+gCBQAAcpwuUAAAgFyhCxQAAEAC7HV0gQIAADlOFygAAECu0AUKAAAgAfY6ukABAIAcpwsUAAAgV+gCBQAAkAB7HV2gAABAjtMFCgAAkCt0gQIAAEiAvY4uUAAAIMfpAgUAAMgVukABAAAkwF5HFygAAJDjdIECAADkCl2gAAAAEmCvowsUAADIcbpAAQAAcoUuUAAAAAmw19EFCgAA5DhdoD1CMuVUBOi5XKUB2iQKIYqUQQLsbrW1tYWFhbFYT1z23F2bcC4C9Fiu0gDtEI9F8Sjkx6N4LMRjEqEE2OU2b9o0qKysrKzMTx0AADpbIplKhFCfONBHkR+P8uNRQZ7VQQmwq9gLFAAAuktDItWQSNXUh/x4VJQf5VkVlAA7W0/uAgUAgJyKgrEoFOfHCvLkwK5mL1AAAKCrJVOhuj65uzZR32i7rS6lCxQAAOjOHLi/MSotiOwW0zU8ER4AAOhOiWRqz/5kdZ2xugSYUbpAAQCgx6pPpHbXJjyCtbPpAgUAAHqEZCrsrk2UFtghphPpAgUAAHqQ6vrk/gZLgRJgh+kCBQCArFDbkKypt3jTKXSBAgAAPU5dYyqZSvYp9DTvDNMFCgAA9EQNiZSVQAmw/XSBAgBAdqlrTLknMLN0gdLLfejsCYoAuJIAHfHsC8sVoRvVNiTjsVh+3O6gEmBbT53a2sLCwlhMJ7GrNmRT8HAC4xyGbj+NFaHb7atLDiiORzJgJugCBQAAerq9dW4IzAxdoAAAQE+XSKZq6pMlBRr6OspeoAAAQBaoa0wlbQojAaZPFygAAGS1fXpBO0wXKAAAkB0SyVR9Y6ogz54w7acLFAAAyJ5RfYMhvQSYHl2gAACQ7ZKp0Oh2wA7QBQoAAGSTmvpUvyKNoO2kCxQAAMgmiWQqYRlQAjwqXaAAANA71DVKgO2kCxQAAMi+BFhSoAztoQsUAADIPg0Jy4ASYKt0gQIAgASY46JUSuHa49Tx41asXJWpo1XVJNr6KTX11jPpkJKC7pwASqZS+xtcfI5uf21NUXGJOhwuHguFed15DjcmU/VuQXEOd0BBXpQX686dDOsakwlDCadxNp/DIYRYFPoXxzvv+EMu+va2xd/rfT+7HLoPsLa2trCwMBbrJcueT7y2z6WHDupXGBs+oGBwSbxfUbyL/+n9DSnncNoU6ogGl8SH9s0/vl9e16fBrXsbl71V60fgHO74OXxSWUFZSV7Xj6RXvL3/zT2NfgRO4w4aNbDguH55A4vjsagb0mAyFVKpEHkqhAR4JJs3bRpUVlZWVuanDk321CVXvL2/KQpOGFpUVpKnJmSXHTWJHTWJFW+H4/vljT2mqHtXtqG953Bt0zB67JDCbl9RgbbaUFW/oao+hHDqsUUjB+Z3fQ5sTKby435xJMAjsBcotBIFn9tY068wdu7wku7trIP2eXNP45t79h3fL+/M44pjZoPJ2mF0d42hoeNWvL1//Y668ccWndA/vyv/XQ8FbAd7gQLv5sBF6/dV1mgKIotz4H+v31fX6FJPFo+hn6+oSdqjgexUl0gte6t27fa6rjyHG20GIwG2wl6gkI7nNta8vrNeHcje8YeJDLLajpqEiQyy2toddV05kSEASoCtOXn0aDcBQjpWvL3fAJqs9tzGGgNoslddIvXU69VWAsleO2oSz1fUdFEC1AYqAbZCFyi0aQDtiSNktader240LCCbQ6B2ULI9BK7dXqcOEmA30wUKbfLsG2agye4B9MtbPK2B7B5Av+VpDWSztTvq9uxPdME/ZLDSVvYCpTerr2/YV/1uE0Kf0pKCgnxlSX8A/daexi7e0YtD7NtXU9/Q0PzH/v36xuM2a03Xm3saxx6T9IiIHnUODxrYX03St+yt2qF98zwionvtrNrd/LogP79PH4+Gb9s5/JH39en0BOiRgBLgkfSyJ8LT+oBj3Zr1a1a/duqoIVMmDG/++JLy5Ss2bDtl7EkjTxppFJKOlW/vN/joFlVVu1ctX7Op4s1xI99zDs9f+PyWyurTzxg35pSTTGeko3xzTRcMPjhcRcWb61avf+31zZ/60PjRJx64Cb9qb+0Djz2ZV1R02mmnjHrfCNMZ6Xitsn7MMYXq0MUSieSG1zcuWfJiUV70mfPHDexb3PTxdW9ULnhpw+BjBo0ee/Lw4ccr1FHtqUtW1jR64HBPE6Vypstr/bp1GXwi/Knjx61YuSpjo72aNi+R/2H1Hqdvi14of2nTaxt+8LVPjBs1tMW/sGrD1pvueuzEk0ZNnHSa8cdRTTyuuDOWAWvqk0+8tk95Wxx2/OmJZ47rl//PV3908IDSw/9CYyKxdPXm7/6fP55x9umjR79PxY7qI6NK+xXFM37Yzbsblr2ly7QF+/bVPDRv4cxpZ11y7tjS4oLD/0J1bf3CP6/++aN/vfiTHxtoMi4Nl53StzOeELj0zZo3dZm2ZOvW7Q8/tOgnsz49aewJefEWrh47dlU/8vTyx8pfv/SyC03GHVW/wlhnz8T1L4530mT1kIu+vW3x9yRAJMCeq3pfzcMPLZwx9azpF5x+1L8878mX58z/62c+e0mpdo5WDS6JTxlRKgF22bBj/sOLfv6tK440f3FwDvzf88sX/nXDZZ8y/jiKMYMLO2MJRQJs0fJX1qxdsfqX3/5ci/MXh+TAf/jXh0sHDzEZd1TnjSjpjCUUCfBwiURy8eJn+kQNP7l+WovzFwer2Fr1tR8/fMbZZ7z/5FFK17pPjOnbqf1EEmBb2QuUXuLV9RsWPbpo7m2fTyf+hRCmX3D63Ns+v+jRRa+u36B6rdhRk7ChYtd4/PGndm5Y98y9M48a/0IIefH4dZ899wd/d8Evf/Gfb7zxpuq1YsveBkXomqHz/fc9dO6Ikkf/v68cNf6FEEqLC3757c9Nm3Tc3N8+Ur2vRgFbYT+YrlG9r+bBuY989aJxP//WlUeNfyGE4UMHPvyjL40orp//0OOJhBFmazxiSgLsNvYC7cWqqnZvee3V+f+a1rCj2eABpfP/9StbXnu16qCbvDnc7i7ZyCvHLX9lzRVT3vfDf7isxY6jIxk3augz984sf668vl7IOaI9dUnPBuwC8x9ZdPvfX5jmHFyzCyePmXvb5x9+aKECtmJDVb0idLZEIjn/4YW/vvXzF04ek/5n5cXjX516zsypkxYvfkYNWxuE7/YmJQF2E0+E78VX7UX/9cefXD+tfZ/+k+un/cfcR83etaK2wRpg59q3r2btitVtHTo3jz/uueEzCx59Qhlbu0r4/e5k69a9fspx/T5w6oh2fO7gAaUzpp61asVaZaQbvfzi8n/+mw+2aR652YWTx4wYkL9163ZlRALseaNYXaC91OLFz/w/V30wnYaNFpUWF/zLtReZvaMbPfLQwl9++3Pt/vThQwdectaodeteV8kj0cncqerrG/70xyXfv+7Sdh9h+gWnr1m+Si+oc7i7VFXtrt6xrU2rf4f4/nWXPvzQIrPJR+KOUwmw2+gC7ZW2bt3eJ2royFU7hHDh5DF9ogazd0fy9j7NG51o1Yq1M6ae1b6J52Z/N3XyK399WS/okeypMyzrRAsefeI//uXqNjUwH+4XN3/uV/fNM4A+YsxulAA7Swc7iZrkxeP/5+YrzCYjAfY4ukB7pSXP/bWDV+0mP7l+2uJFz6onXe+Vl1a2r//zkMHHD//hEyteWaWedLF9+2pOOa7f8KEDO3icwQNK/37q5O3bK5WULvbmm1u++qmz2t1J1GzcqKG1u6rMxCEB9iy6QHufRCKZrNvf8at2CKG0uKAkPzL9TBfbunX79I+Mz8ihxo0a+vxflispXWzD6xWf/ciEjBxq2vkTXtPMTJdbt3r9JeeOzcihvn7leW+8sUlJkQB7EF2gvc/27ZVf/uSkTB3ty5+c9OabW1SVrrRzx84pp43M1NE+ePpI0890sddf3TBp7AkZOdTgAaWbKjzahK6/DldlZCo5hHDuhFEVGyqUFAmwB9EF2itHz2ePG56po509bvi+PZ5RTpdav+710cOPydTRpkwYvq/aXhp0qbe2VnbwDsCDDepfqqR0pUQiWTagJFNHKy0uqK6uVVUkwB5EFyjQA2Vw9BxCqK/z3DC61EknHpPBow0dWGodm660e8/eqR8cm8ED1tXuV1UkwB5EFyhHVbVzlyKQvU4YMmDfXuvYZLGxI4+xjk1WG9CvRBGQAHsQXaAc1cBBAxSB7LV5265BgwepA9nrTy++MWhgf3WgyxTk56/blMkdaHfsqlZVJMAepKGhQRdob7twFxZs2bEnU0fbV1unpHSxwYMHZXC4ULXX/Sd0tW1VxrtksT59SlZs2JbBA5aWFqsqEmAPsmbNGl2gvczQ/8vefcfHddV5Hz/n3unSjEbNqpYtJZZ7L0kgdipppEECLElgF0JIHO++eO2zJCyE3WWXZYGEZ5+HfUiFsLCEpWQhpBFIj51ixy1xkUscF9myZFllNCpT7z3PH2MriuQiS6Mp937er7xeDGPpaubcdn73fO+5VRUvb3w/XUt7cnVT3dTJtCoyqaJq0vuHOtK4DRcF/LQqMql+ak26rmIkDYN6EpmXxstwTfvaSkoJYoAKMJfMnTuXFKjFFBb6/vDa9vT1nrcXFhLfR0bVTan97Utb0rKo/kg8WFqs6xqtikyaPLX2tU170rKojTsOzV8wiyZFhs2YeVbTvra0LOrNLfunTW+gSUEFmENIgVqzsJ8zbd22A+NfTtO+tjmzp9GeyDCXy/nO++1puQL9q+c3Nc5kG0am1dRU/fSZjUnDGP+iHnpibX1DHU2KDGucMe3nz24Y/3KShvGTp9ZXVpbTpKACzCH5mwLt7u5iSz2Zj5y/9Cv/56lxdj6ShvHFf338I+cvpT2ReTfccMWt//qbcS6kua37j2/vrauroT2RYbquLVq24MdPvj3O5bz49q6CskkEMZB5hYW+A6HEi2/vGudy7nnwuRtuuJz2BBVgbsnfFOjLL/zpP3/8IBvryTofn/jk5fc8+Nw4j9qf+OTlxOeQFQWFvhlzZ/3u5XfHvISkYay674krr76UxkRWnD2t/k8b9jW3jf0aa0eo//u/fH3R4nk0JrLisstWfPPh5/sjY3+eatO+tkOhxKQKBgBBBZhj8jcFesOnbxJCUASeTGVl+Xiu3jXtazsQShDbQBbNmjP9oSc3jDkL+rNn1i9YusDlctKSyJarr7l05b1PjDmOceu//ubj11zCZThkS+pq8lf+/Q9j+/VUkuiSy1bQkqACzDl5PRfoF25buXjZuX+76rZkMslWO9Jll62456Hnx3AFurmt+wvffvwyjtrItk988oovfPs3YygCX3x719Pr9p49rZ42zDCnTht8wOVyLlg6/54HnzvTIjBpGD947JXJZ9UX8xjAjCt0sRF/oLKyvKBs0k+eXHumv9gfiX/66/9FkghUgDkq3+cCnTd/4Re+fOddX1mZKgIDbg40H9B17Uu3feZv/uO5B3//1ij7H0nDePD3b/3Nfzz3pds+w1E78zxOSSMMVVDou/Lay6/6X4+OPg7aH4l/6Tu/fXpz63XXc+dJFvjpPX9YY2NDWUPjitsfGP20is1t3Z+4++c9jqKlyxbQgFk47Lg4933IoiXzd3apa/7up6O/GNe0r+2Sv374nAs+SpIIVIA5ygJzgQ4tAv1UgB/mcjk/ecOVh2Ku6+76+WkHA5vbuq+76+eHYq5P3nAl2bnsHHokFeAJisA77rj5lV1d1331p6e9HeXFt3fd+I1fzDln2aIl87mEgRwxqaL8S1++6bu/eutrP3rm1BfjkobxkyfXfuHffn/tjVczgo3cMXfejCuuvfyz//Tr016MSxrG1370zL/88q0v334T5R/yjlRK2eSrbt26tbq6+rTDgHffdddolvbHPz571VUfH/rOgoULiorGGGLpj51Badp8YP/6dW/d8e2HmsM83OIE4vHEM0+/WOLVb758wXlz6wu8rg/aORJ/a+u+X/75nZ6oceXVl1L7jVJNwLG4Jv0T9P15d2/MUDTvSN3dPc8+/dK8hkmfvmTe4pm1Dv2DsaaOUP9rm/b87NmNDY0N8xfOpfYbpUXV3tqiNO/vplLP7OylbU98nmpuefaZV65bMfu6FbNm1Vd+6J/aup9ft+t3r26fPW/W3HkzaKtRuvSsQl+6h+wG4uaL7/fRtifUtG3Xa6vXf+napddfMLcsWDC08NvdfPTJ1U2vbt538ceWU/uN3rUzAxO38CKvrk3MheVJl/1D+/PfpgK0vrvvuuve++477Y/NmT1r2/amoe+0tLSM+Y/2RM7gxomdO7Y//qvHvvXvj6xtibO+TlEH7t9/sHlfc39/pLcvIoTwF3oLCrx19XVTp06m9suFCnDX0diujhjNezJ9fQNtrUe2b90phGhp7aypKhVClJWVTJ5aW1NTRe2X9QpQCPHmgf6OAYPmPcU2vHvnewebDwshDrd1VleWCiFKSkumTW+g35wLFSBXMU6rre3o+7v3dnR0Dd2GJ9dVN86YxpNLqADzmsM+W14ikdB1XdMmqttUUzP2J3H5Rt2HSM0I+sBP/stUSggqwJNyuZyNjQ2NjQ00Rc6q8juoAE+hsNB39rR6AnK5rNLvpAI89Ta8aMn8RUvm0xS5SZOyvti1r5u+xMn38cpyrlbAmru/fb5qXs8FOrT8+8JtK1MH7jIf8xAgjwU8ulvnbkDksZqAg0ZAXptUSEcCoAK0tLyeCzSZTA4t/1LmVHjYgpHXZrMNI5+5HRpFIPJaeYGDK3EAFaCV5e9coMlk8q6vrFy87Nyh5Z8QIuDR6Xwgr1UH6Hwgv80s5yoG8rkXKOWSWi/tAFABWlb+pkC/80/f+MKX75w3fyGdD1iv88EwIPKaz6VNL3PTDshfpT4HTxgGqAAtK39ToPf887+dsPxLdT7OmczVO+Sx2iJnfbGLdkD+mlbm4q5s5LXz6nzEMQAqQGvK3xSow3GqqGdFoZMr0MhrsyvcdKCRx+dRKRfXeOlAI3+5Hdp5dTzbAKACtCILzAV6MtPKXBSByOsO9Ll1PopA5HUH+sKGAopA5K+AR//oFIpAgArQcvJ6LtDTdqCnl7sXVRMHRX4XgcRBkddF4CVnF3IhA/mr1Oe4fFohFzIAKkBLyd8U6CjVFjkvrC/gfm7kbxE4t9KzqJo0HfKVQ5Pn1vl4Tg/yV+pCBhfjACpA67BwCnRQwKNf2FD40Snc0o18VVvk/Ni0QupA5Os5VcqGEtdV0/0k85GnHJqcW+m59KxCHjcFWHlPt89XnTt3rk2+aanPcXmjfyButvUlm0PxcMxkQ0d+9aFri5y1Rc5w1GjtTe7vjscMRbMgv/rQ08vd08pc3RHjcDi5iVsxdgAAIABJREFUrztOmyC/+Fza4hrf/CrVOZA81JNoCSdpE4AKMC8lEgld1zXNLsOePpfWUOJqKDmW5RiIUwdijPQs7TQBjx7w6NPL3UIIU6logjoQY+RyZGFIWZOy1Oco9TnmVnqEEElTxZNswxgjjzML27BDkxWFzopC5+IaIYSIJU2DrgRABZhfdu7cWV1dbdXJYEZTELK5I39pUvpc5EKRz6dbTTrYhpHP3A46EgAVYL6xTwoUAAAAAE6IuUABAAAAgArQcuwwFygAAAAAnAIpUAAAAACwC1KgAAAAAEAFaDmkQAEAAADYHClQAAAAALALUqAAAAAAQAVoOaRAAQAAANgcKVAAAAAAsAtSoAAAAABABWg5pEABAAAA2BwpUAAAAACwC1KgAAAAAEAFaDmkQAEAAADYHClQAAAAALALUqAAAAAAQAVoOaRAAQAAANgcKVAAAAAAsAtSoAAAAABABWg5pEABAAAA2BwpUAAAAACwC1KgAAAAAEAFaDmkQAEAAADYHClQAAAAALALUqAAAAAAQAVoOaRAAQAAANgcKVAAAAAAsAtSoAAAAABABWg5pEABAAAA2BwpUAAAAACwC1KgAAAAAEAFaDmkQAEAAADYHClQAAAAALALUqAAAAAAQAVoOaRAAQAAANgcKVAAAAAAsAtSoAAAAABABWg5pEABAAAA2BwpUAAAAACwC1KgAAAAAEAFaDmkQAEAAADYHClQAAAAALALUqAAAAAAQAVoOaRAAQAAANgcKVAAAAAAsAtSoAAAAABABWg5pEABAAAA2BwpUAAAAACwC1KgAAAAAEAFaDmkQAEAAADYHClQAAAAALALUqAAAAAAQAVoOaRAAQAAANgcKVAAAAAAsAtSoAAAAABABWg5pEABAAAA2BwpUAAAAACwC3ulQFnfAAAAAKgAbWHt2rW9vb2scgAAAAC2ZaMU6PLly1nfAAAAAOyMFCgAAAAAUAFaDilQAAAAADZHChQAAAAA7IIUKAAAAABQAVoOKVAAAAAANkcKFAAAAADsghQoAAAAAFABWg4pUAAAAAA2RwoUAAAAAOyCFCgAAAAAUAFaDilQAAAAADZHChQAAAAA7IIUKAAAAABQAVoOKVAAAAAANkcKFAAAAADswkZjgKZpsr4BAAAAUAHawqaNG1tbW1nlAAAAAGzLRinQJUuXsr4BAAAA2BkpUAAAAACgArQcUqAAAAAAbI4UKAAAAADYBSlQAAAAAKACtBxSoAAAAABsjhQoAAAAANgFKVAAAAAAoAK0HFKgAAAAAGyOFGhuFOJSmIqtEQAAAMAElx72+aq5nAJ1aJJtEQAAAAAVYNqQAgUAAABgc6RAc2M16DJuEAMFAAAAMLFIgebGaiAECgAAAIAKMI1yOQWqUwICAAAAmHikQHOjEKcABAAAAJCB0sM+XzXHnwjv1KkCAQAAAFABpkmOzwVKBQgAAABgopECzZk1obE1AgAAAJhYpEBzha5J7gYEAAAAQAWYHrn/RHg344AAAAAAJhIp0JyqAGUkwTYJAAAAYKKQAs0hUvJgQAAAAABUgOmQ+ylQIYTPRQUIAAAAYKKQAs2x9aFJXZOGqdg0AQAAAKQdKdCcwzAgAAAAACrA8cqLFKgQwqFJng4PAAAAYELKDft81bxIgab4XFpPxGDrBAAAAJBepEBzcq1I4XXybEAAAAAAVIBjlS8p0BSPU/JkCAAAAADpRQo0d/ndWogsKAAAAID0IQWau6QUhW6yoAAAAACoAM9cfqVAU5y65IZAAAAAAOlCCjTXeZzSMGXc4BnxAAAAAMaLFGgeKHBrPCEQAAAAABXgGcjHFOigQopAAAAAAONGCjSfisCBuBlLEgcFAAAAMEakQPOJz6UxMQwAAAAAKsDTy+sU6CCPU/o9Gs+KBwAAADAGpEDzcJ1pMuDR++NmgglCAQAAAJwJUqB5KfWw+AIXg4EAAAAAqABPxBop0KFcDhnw6m4HVSAAAACAUSEFmt+kED6X5nGKeFJFEiYbNAAAAIBTIAVqibUohccpgz7d6yQXCgAAAIAK0Iop0GGkEB6nLPLqfo9GNBQAAADASKRArbhSNelwSZ9LmEokDZUwVJxZQwEAAADYqgI0TVPT7PU4dU0Kl0O6HLIg1QJKGKZSx4tBJUSSyhAAAAD5jOQbFeBJbdq4saa2tqqqyrYrW5NC0z+0jxAWBQAAAKgArck+KVAAAAAAOCHmAgUAAAAAKkDLsfxcoAAAAABwaqRAAQAAAMAuSIECAAAAABWg5ZACBQAAAGBzpEABAAAAwC5IgQIAAAAAFaDlkAIFAAAAYHOkQAEAAADALkiBAgAAAAAVoOWQAgUAAABgc6RAAQAAAMAuSIECAAAAABWg5ZACBQAAAGBzpEABAAAAwC5IgQIAAAAAFaDlkAIFAAAAYHOkQAEAAADALkiBAgAAAAAVoOWQAgUAAABgc6RAAQAAAMAuSIECAAAAABWg5ZACBQAAAGBzpEABAAAAwC5IgQIAAAAAFaDlkAIFAAAAYHOkQAEAAADALkiBAgAAAAAVoOWQAgUAAABgc6RAAQAAAMAuSIECAAAAABWg5ZACBQAAAGBzpEABAAAAwC40mgAAAAAAqACtZsP69aRAAQAAANiZjVKgixYv1jTGPAEAAADYl40qIso/AAAAAFSAdkEKFAAAAIDNkQIFAAAAALsgBQoAAAAAVICWQwoUAAAAgM2RAgUAAAAAuyAFCgAAAABUgJZDChQAAACAzZECBQAAAAC7IAUKAAAAAFSAlkMKFAAAAIDNkQIFAAAAALsgBQoAAAAAVICWQwoUAAAAgM2RAgUAAAAAuyAFCgAAAABUgJZDChQAAACAzZECBQAAAAC7IAUKAAAAAFSAeS6ZTA578fa6da2HD5/wnybuhWmaZ/Qi9TqPXpzpd8xk46frhWEYo38Rj8fz7sUZfcF8XIPshifbDbN1WM7H3YQXvOAFL3hh7ReDXR0qwDwWj8eVUkNfzJo9u7Kq6oT/lEgkUn2jRCIx8p3xvIjFYqlOz2heJJPJ1G+l/YVpmqk/kfYXyWQyFouN8oVpmolEYiJeKKVSO/BEvOjv7x/lizw95PX396c2+9G8GLn7pOtFunY6dsNR7oYZNrhP0dXgBS94wQte5NqLoX05O5CpvhcG3X3XXffed99pf2zO7FnbtjfRXAAAAIAlTbrsH9qf/7b1vpf1U6CDmAsUAMSQOGjWD8sAAOQIUqBWMBgtG7Ro8eKqqiq2bwB2NhgHzbChKVAAAHKK3VKgln0ahM/nG17sMhcoANtzOBwORxaO/FLKkYdlAABygZQyEAjY5/uSAgUAe8lWCtRWARsAQH4hBWoFpEABYKQspkBtFbABAOQRUqAWQQoUAE5w0M9eCtRWARsAQB4hBWoRpEAB4ISy9RAgUqAAgJyVrVskqADTiRQoAIyUTCYjkUhWyk5SoACA3KSUCofD9vm+pEABwEZIgQIAMPIkFQwG7fN9SYECgL2QAgUAYBhbpUAtOwYYj8d1XZdSDr6zaPHinB0GTCToGAFWo2lS13PumJNMJuPxeOYfzZdKgTIMCADIQakUqH2GAUmB5oS9BzrZ9wDLHmd1zedzuZy606l7PU6nU8/mhyEFCgDAiJOUrVKglq0Ak8nksF7OhvXra2prmQwGQKYPR4YZ7o0OfSfg9wT8Hq/HqWky859HKTU0H5ExhmHo+liq37e3N//0qXVsSACQRz52znQhxLLZdT6Ps7SoIPc/sGma9pk0hBQoAGRauDeaqgkDfk+wyOtxOzNWkeVjCvTgkdDvX9nCZgMAeWTYcfuTF8372DnTl82um1yRi0NtpEAtgrlAAeRLKejQtfKyQn+hJwN1IClQAEBWCsJUTTippPCvrl72hWuW5dTAIHOBWgRzgQLIm+OVYbYeCe/d3xHujWZgnk7mAgUAZEt7V9+9//XyzE9978I77n97e3PSyJUZOHkivBXwRHgAeVoHRqKJCfwrPBEeAJADmva2Xf23P15w832/e3lL1utAuz0R3rIVoM/nGzbVASlQAHlRBzYf6m49EjbNCRmpczgcmb8JUJACBQCcSHtX38rvPb7g5vve3t6cxY9BCtQqvShSoADyVrg3uu9AZyyenIiFkwIFAORaHXj13/74ju8+3tmTtbQIKVArIAUKIK8lDXN/c1d3T5oTm6RAAQC56fevbJn5qe+9+PburJykSIFaASlQABbQfrT34OFQGgftSIECAHLZTd/8xT0P/DHDdwaSArUIUqAArGFgIH6oNZ1FIClQAEAu+/Ef3rp01YMZToSSArUCUqAAKAJHIgUKAMh9TXvbLrj9RxkrAkmBWgQpUAAUgSORAgUA5IX2rr4Lbv/Rjn1HMnOSIgVqBSPjRqRAAVAEClKgAID8KQI/9fWfZWYkkBSoFfT395MCBWC9IrCre1wnQlKgAID8KgIzEAclBWoRgUCAFCjyVCSWaO0MD/7X3RuhTTCoo6u/fyA+5l8nBQoAyMcicCAan7g/QQrUIkiBIh8Lvz+s2Xrr9379q5c3dfb3D/735Btbb/3erx/784bWzjCtBCHEocMhYxzTZJMCBQDkXRH4+W/994T+CVulQB1W/WL9/f1+v3/oMOCixYsZBkTOemnD7hc27P7Oqqu+9oVLhv3TDRfPF0J0hPq/cf8zLodj5fUfdehsyXZ3sCU0ta5kDL+YTCbj8XjmhwFTKVCGAQEAY7N60/uPPrnu1uvOmaCTVDgcts8wIClQIMu6eyNfvf9Jl9fxxA++OKu+8mQ/VhYseOSez1x/0ZxvPPIsg4GIxZPh3ugYfpEUKJCD3E496PfWTgqm/qspLyoJ+GgWYJiv3//MBE0NarcUqGXHAE3THFbybVi/vqa2lslgkFO27239v4+vfuzbt9RVFo/m5y9dNv28ufV/++9PnFVddv3yuTSgnR3t6CsscGuaPNNfVEoNu0CWrcMyYHOalNXlRY1Tyr903TmNdZOqywMOXRdCdIT627t7f/vCO8+83tQdHugdiNFWQMrK7//Pi/evnIgwlK1OUpb9nuFwmLlAkeO6eyO/eH7jyw/dOcryL6XA63rkns9IXazdvp82tLOkYR452nvGv5W9uUBtNc0acFolAd+C6TXP/+iOX3/n85cum15XWZwq/4QQZcGCWfWV3/ryFWv/8ytf/8KltZOCNBeQ0rS37cnXtnGSogI8sWAwSAoUOe7ffvHCj7/5mcFT/hn5Xzdf+MSarZFYgma0s3Bv9EynhMliCtRWARvg1KrLAt+586o//cftZcGCU+2wuv6l6879ww++OPfsKr/PTbsBQoiV33s87fOCMheoRYyc7I65QJFTXtq4+y+vXnrqc/+puwX/8dVP/u9fv0pL2lyo54wH9LI1F6itplkDTtrxknLu2VUvPnBnapav0airLP7z/7v9c1ctqSjx04CAEOKB/3mDkxQV4An09PQMW5GkQJE7unsjL27YPfrT/8n6BMsX1q/bfoD2tLOOrn7TPIOKjhQokF1Ffs9v/u0vz/Tyn0PXv/XlKxbNqNWycRMvkGvu/a+X0zsMSArUIoLB4LDYJylQ5I5n39z+f//uE+NfzhevO+d3r71Le9r9gkJo4Az6kaRAgSx2Tvze++++Yczpjwe+dmN9TQnNCIh0DwOSArUIUqDIZVv2tp7R7C8n7c3r+qyGyu7eCE1qZ2caBCUFCmSnyyXlohm1ly6bPuYlFHhd377jSrKggJiYYUAqwLxHChQ5q7UzfM2K2ela2vUXzt206yCtamdJw4zFk6P8YcMwent7M/8hSYEClaX+R7/5F+NcyKXLpi+aUUtjAkKIN7fsT+PSOjs7qQDzHilQ5KyBaLzY703X0qrKAoK7QmyvJzzaYUBd17PyZHZSoMD1F84t8LrGv5yv/eXFDAMCQoh//ekLaVxaWVkZFWDeIwWKnLW/rWvprLp0La26PLCWyWBsr7f3DB4YTQoUyLyg33vlR2amZVGz6ivdLgdNCjTtbevs6Z+42sHCLHsE6enpCQQCQ8f9Fi1enN5hwDmzZ6VrUb978lV2Y4xxHx7T4wRhMUnDNAxT109/iDMMo7+/P/PDgKkUKMOAsK1Cr3vxzLSlNydXBJvbumlV4A+vbrv1unPSsqjOzk77DANatgIc2c9Iewp02/amdC1q15529mEb9QM87taOcFpmghFCdIT6p1QU06qIxpIFvtMHzEiBAlnrcqXvgt0tVy5+4919NCnw3Fs70lUBkgK1AlKgyFl1lcWH2kPpWtpANF5VFqBVEe6NjvnwmBmkQGFnhT4XjQCk3epN7yeN9JxcmAvUCpgLFDkrWOh9e3tzupb2/Lpd5cFCWhWx2KimA2UuUCArBqIJGgGYCO81H03LcpgL1BKdbOYCRa7yup079h1JGkZalvbsmqZZUytpVYzygRCkQIGsMM10Di9s3UOmCTimad+RtCyHFKgVkAJFLrvxgvlPvrZt/MtpbuueXBF06FzdgBBCGKNLwpACBbKiP5K2p1evb2qmPYGUTTsPTVDtQAWYf0iBIpctnjH558+s7wiNawrjpGF85QdPfPGqc2hPHC+xTn/2IgUKZMXRUO9bW9Mzd0vSMFrae2hSICVdD4QgBWoFpECRyxy69o3PfezL3/nNeBby0yfXfWL5XK/bSXvieL/w9INspECBrIjFjR889mpaFrVxx6HegRhNCqT8/pUtaVkOKVArIAWKHFfs9166pPF3L787tl9vbutes3nfObOn0JIYlEiM6uZSUqBAVrR39TXtaxvnQpKGccd3H6cCBDJQO1AB5h9SoMh9lyxu/Pkz69dtOzCG8u/mf3js7/7iQtoQZ4oUKJAth9pDN3/zsXFOA3bXD5/qCPXRmEDakQK1AlKgyAvfvf3qXzy74es/emb0fYKfPLl21ff/5747ryX/iTEgBQpkUWtH+K4fPjXmX2/a1/bi2+/FEgYtCQx18EgaHrNMCtQKSIEiLzh07W9uWL58bsNFt99/2nRQR6j/E1/9aTyS/MGq64r9XloP+YUUKGAq9cc3dowtC5o0jJu/+diRrl6aEcB4+59W/WI9PT2BQGDouN+ixYsZBkRuOqum7KG7Pv3LZzc27T+y6tMfXdBYWxYsGPzX/kh82/utv39lS+vR8NduvoTaD+MRj8fj8XhhYWGG/24qBcowINDdG/nU3//8X26/4oaL54/+t5rbum/5x8daO4hSAxN1kurs7LTPMKBlK8CR/QzKP+T0rqhrn79iadIwdxxo++EvXztwpFsIEeqLBAu9Qb93SePkz168iNgnxs/lcrlcrsz/XVKgwKCj3X13/fCpH/9h7WP/csvQ630nlDSMnz2z/oe/Ws3oHzChJylbpUAtWwEqpaSUQ9/ZsH59TW0tk8Egx+vAuQ3VcxuqaQrY4bAM2FZfJP7OrpZL73zgH7502XUXzHHo+gl/rGlf29/c9/v9h7uY/BMAFeDpkQIFgJGylQI1TZMUKPChnUKpwx3hu//j6X98+E+Vpf47b/yoEGLprLrdze09fdGte1qfeb0pFk8y9AdkAClQiyAFCgAjZSsFqmka5R8wUu9ArHcgdrS7b+X3/keTMuj39kdjsTizfQIZZbcUKHOBZtrmzZvYzQDYkK0etguMgalUV3iA8g8AFeAY5ewT4deuXfvggw+w5QHIing83teXhcdJm6bZ09ND+wMAcpBSqqOjgwow7+XsE+FXrryzqKjowQcfMAwu8gHINJfLlfmbAAUpUABADmMuUOuU8sMmnVuzZs2CBQv8fn/WP9tNN928efOmO27/8kMPP6KfZPovALD8YRkAgPFb/Ln/TSNQAQpxorlAzz33XKczVx6ntnDhojtXraIIBJBhzAUKALCYjb/4u8kV4zq/2G0uUBulQHOn/BtWBBIHBZAxpEABABiGFGheikQiL7/80odLeTEsbbRr164pdVM8Xs+pF3X48OFnn31mNH90lD92ah/72GUrlp//wCO/9ni87H4ALIwUKAAAVIBp09XV1dzcfO211w2+Ew6H/X7/0N7GnDlzHY7Tf98/PffcggULR/NHR/ljp/bLxx674cYbKf8AZAYpUAAAhuGJ8Pmqrq6upqZm8P8OfX1GvF7fKH93zH9i0IMPPuAP+FeuvHPXnnb2PQAZwBPhAQAYhifCW6eUH/bOmjVrent7c+TjGYZx9113zZ49Z+XKO9nrANgBT4QHAIAKcAKNfCL8ueeemwuPgkiVf3fc/uXP3vTZFStWsAkCyCSeCA8AwDB2eyK8ZZ8GMTJulCNzgabKvztXrVq4cBH7G4AMIwUKAMAwpECtU8oPeydHUqD33vv9u+/+GuUfALshBQoAABXgBMrZFOjXv/6NaY2Nw950uxxsiwAyIB9ToON8zi8AAKdGCtQicjYFekJutyMWT7L7AZho+ZgCrSoLsOIAABOHFKh1Svlh7+TUXKAAYDekQAEAoAKcQLk8F+hIBT4X2yKADGAuUAAAhiEFahH5lQJ1OnX2PQAZkI8pUO4DBABMKFKg1inlh72TyylQh66x7wGwtvGkQGc1VNKAAABQAZ5KfqVAGQMEkBl5mgKdMWUS6w4AMEHslgK1bAUYDAY1TftwleXM5Q8c8HvY/QBMNJfLVVhYmIWTzfieCL90Vh3rDgAwQUiBWqeUH/bO1q1bOzs7c/YDMxkMAJzMR+ZNpREAAKACPJWRKdAZM2YUFxdTAQKws2ylQMcZsJlWV866AwDk5kmKCjBXnDAFOuydnKLrmtvlYA8EMKGylQIdZ8DGoWufvGgeqw8AkIMnKSrAHCrlh72T4ylQIURJsY89EABO6MZL5tMIAABQAZ5U3qVAhRCFBW62SAATKk9ToIJbAQEAOXySogLMCXmXAhVCaJpkRlAAEypPU6BCCJ/Hddv157EGAQA5eJKiAsyVUn7YO7mfAhVClJUUsBMCwAldd8EcGgEAACrAE8vHFKgQwunUGQYEMHHyNwUqhFg2u25WQyUrEQCQgycpKsDsy8cUaArDgAAmTv6mQFPu/ZtrWIkAgNw8SVEBZr+UH/ZOXqRAhRBOp14c9LIrAsBIDAMCAEAFeGJ5mgJNKSspdOgaWyeAtMvrFGgKw4AAgJw9SVEBZlP+pkCFEJomy8sK2RsBpF2+p0CFEMtm1/F0eABAbp6kqACzXMoPeydfUqApAb/H53OxQwLASN+58yoaAQAAKsAPyesUaEpNZRFZUADpZYEUqBCitKjgu6uuZm0CAHLwJEUFmDV5nQI9tm40WVsTZJ8EkEYWSIGm3HrdOSsWncUKBQDk4EmKCjBrpfywd/IrBZridjnqaovZLQFgpP/61k2TSrhlGgAAKkAhhCVSoClej5MnBAJIF2ukQFN8Htfj3/0r1ikAIAdPUlSAWWCBFOig0pICikAAaWGZFGjKzPqKZ/7PbaxWAEAOnqSoALNQyg97Jx9ToBSBAHBqy2bXUQQCAEAFaJ0U6NAisKoiwCYLYDyslAIdWgQ++PefYuUCAHLwJEUFmDlWSoEOCvg9dbXFPCICwJhZLAU66IaL5zESCADIzZMUFWDW5HUKdJDX45xaV8LD4gFgmFQclNlBAQCwaQXY0dEx7FbAfE+BDtJ1rbYqOKncz+YL4ExZMgU6tAh87eG/5jmBAIAcPElRAU64srIyKeXQdyyQAh0kpSgu8jZMKXW7HOy0AEbPqinQQaVFBb/+zufv/vzFrGsAQK6dpKgAM80aKdAP17T61LqSqooAdwYCwCCHrn31lotee/ivZzVU0hoAANilArRwCnSYgN/TMLWMOhDAaFg7BTrUzPqKF+9fyRyhAIAcPElRAU4Ia6dAh5FSBPyes+rL6mqLA34PuzGAk7F8CnQoh67dcPG8/U/9A6FQAECunaSoADPBeinQkbweZ1VFYFpDeW11kPlCAUAI4fO4vnrLRak6kJlCAQCw7DwiHR0dpaWlQ4cBZ8yYoeu6Lcp6TRb4XAU+l1IinkgORBLRaCIWS8biSbZ4wObi8Xg8Hs/8MKBSqrOzM4tXWFN14Fdvuejt7c1Pvrbtx394i40BAJAjJykqwPQYuQqdTqfdtmYphdvlcLscosibeieRMAb/NRJNsMMDVuL1nP4o53K5XK4sBARyJ2CzbHbdstl1/3z7Fe81H31zy/7n3tqxetP7bDwAYGd2S4Ha6FkCW7dura6uLi0ttfP27XTqJ3wNALbi0LWZ9RUz6ytuve4cIcTBI6HWjvDBI6FNOw919vSf7LcGIgM+r4/WGyelVG9vbyAQoCnGKRaLuVyuYbMeYAy6urpKSkpoh/zl8zhpBCpAIYQIhUKBQGDo1C/2SYECwMnYNgV6apMrgpMrgstm191w8byT/czmzZs+d8stq/76r1euvJMNaTzuvuuuN/747Jo1rxfT5x6H7q6uW2+9dffuXe9u2Ur3Zjw2b970uVv+6Rv33HPTTTfTGrZltxSoZWeCKSoqGjbzp4XnAgWAUbLVXKDp7SM+cP/9qdfPPvsMG9KYPfjgA1dfc40Q4tZbb+3u6qJBxlP+Pfroo0KIO27/smEYtMk4d+0DBw5s3ryJBrEt5gK1zooc9o4d5gIFAKTde7t3P3D//Q89/IgQYuXKO7ds2UJPcczlnxBixYoVQohHH32UInBsDMP47ne/++ijj6YGUe9cteqRRx6mWcZc/qV27bvv/toD99/Prg0qwPwWCoVM0xz6jlWfCA8AZ9R3DIfDmf+7+fuw3e6urnvv/f5DDz8yGLSjpzie8m8wQ1tcUpIqAhm/OtNd+I7bv3zbbbcNZmgXLlxUVFSUal6MXktLS6r8S+3auq4/9PAj7Np2xhPhrYAUKACMpOu63+/P/N/N04BNKmt37733Db3Pip7iGKTaatgtlKkikBDjmZZ/d65aNa2xcej7qRvYKALPaNf+1j/949ArO0N3bYam7clWs0WSAgUAe2HmwDOryGPaAAAgAElEQVQq/wazdsMK6YcefuRX//0reoqjLP8euP/+E86gU1xScueqVRSBo/T1v//7O1etWrhw0ch/SjXvf//3L2mlUe7aw67sDN21ySdzcqQCzFekQAFgJFKgo/fmW2+esPwb7Cn+87/8y5tvvclGdVpr165N3Wp1QgsXLrpz1aq97/NUxtNoaWn57E2fPWH5N7QIpJYe/6796KOPsmvbkK1SoJZ9GkRRUdGwUt6GT4QHgJGdG1Kgo/Txj1996h/wer2n/RmIEeHPExaBtNJp1dTU1NTUnPpneJ5BWnbt4pISdm0bIgVqBaRAAWCUh0cAADg5UgHmPVKgADASKVAAAEYiBWoFpEABYCRSoAAAjEQK1ApIgQLAKA+PAABwcqQCzHukQAFgJFKgAACMRArUCkiBAsBIpEABABiJFKgVkAIFgFEeHgEA4ORIBZj3SIECwEikQAEAGIkUqBWQAgWAkUiBAgAwEilQKyAFCgCjPDwCAMDJkQow75ECBYCRksnkwMBA5v8uKVAAQM5SSoVCIft8X1KgAGAjDodD1/XM/11SoACAnCWlDAQC9vm+pEABwHbnORoBAIAPFUWaZqMva9UvRgoUAEbKVgrUNE1bBWwAAHmEFKhFkAIFgBMc9LOUAtU0raioiPYHAOQgUqDWWZHD3iEFCgAieylQ0qcAgNwtikiBWgApUAAYiRQoAADDkAK1CFKgAHCCgz4pUAAAPowUqHVW5LB3SIECgCAFCgDAyKKIFKgFkAIFgJFIgQIAMAwpUIsgBQoAJzjokwIFAODD7JYCdVh4RQ57Z+vWrdXV1aWlpWzlAGx+nrPY31VKnXbhp/0ZpQxlCiWUlNIwk32R7q5wa2+kO9zf1RvpCvW3xxPRr9x77cNP36WE0jSpa06n7irxVxd4/IGCUr+3pLiwvKiwwqE7lVJCSimUpjkm+mOP8mdyzfoNG9kTacnM7NqmaQqhhBBKiWjc7ArFukLxrt54uC8R7k/GY2Ykbnzpa7//wc92KlNounDqmscpPV5HodfhL3AUB1zFAdekUpfPq0uhKaWkFJqm58tum6bDoxLKFEIpIYxEJNJ3NNJ3NNrfEY/2xCM9yUTESERMI2EqQymlabrUHA6Hx+HyOd1+l6/I4y31FJb7Csud7oCUUgkhhZSnjFxmpQ1tlQK1bAUYCoUCgcDQdTljxoysXPkejV172jmNAVYV8HtcTt3p1N1uh9Oha1o2O+vJZDIej/t8vgz/XdM0w+FwMBjM2dVkmupo6MCBIzuPdO/vDB+OJWJCmFJoSgoplBBCKKGkJoQSSpiGMo14IhmPxHYpcawPopRyaI6gv6IiWFdb3lhb3njqCjDHO9ljft80jVQrKSEMQ3WE4h3d8VBvvLcv2dkT64+Y8UTSMKVhmlJIXZcOh1bo1cqCLp/XUVLkLg44K0o9bqcUUiglpVBS06WUaf+cae9Npv2TGIYhhBRCCSFVMpno7Ix1dMZ7eo1wbyLUk+gJm4mEME1hmEpKqWnS6XAWFjhKSxwFPldx0FVS7C4v0zxupVTqGowmZV60ZBq3bSFEImkeONy/91Df4fZodzhumEKTqS00tW8rKYQUUikhhDJNGTPMWEL1DCSPCCGUOP6zmt+nV5V7p1R7z5rsL/Rpwk73NpvJWE/HntDR3X3dzdGBTmWaQgqhpDjeAKnN9Hizm2YyZibjsWiPFIeF0JRQQikhpcvtLwhOLiprCE6a4fYGc+1I2NPTk8snKSrAUSEFCiBHhHujQ/+v2+XwF7p9PpfH7cx8/4EU6GAfRZlKCWUq43DHngNHmva3beuP9aVOHFIpKaXXU1RcMKnQG/T7SlwOj9vpczqcDt0lpWaaRjwZTSSj0XikPxrqi4RC/Uf7It1JM9kRbukIH95+4C1dd9aWnV1fNbdu0ky30yelJuxxjTkSSx5qix5qGzjUHukIxQ1DaVIe643Lwc6iEiJVIppJw4zFREcoIY9VKkJKUeR31pZ7qyZ5plQXBAOaEHacRsiMxSIHWyIHW2KH22KdXWbS0KRUSihNSDWk262EUEooQxlGLBqLdXTK1L8rJTTNWeT3VFd5a6q8dbWuoPWT2EqZqWkg4gnzvQP97x3sO3h4IJE0hRSpGk8KWeB1lBa7C316sNDldusep+ZySodDl1IYpkokjGhcRWNG30Cipy/ZHY739CZMU/UNJHftD7+3P/yS1l5R6p1W55s21R/0u1LbrJV27eOjpqaRiHcdaQod2dHTuVeZSSGkEKZQMlUvabrT6S70+Ip1p0d3+HTdqelOKTXTTJrJWDIZNxID8WhPLNJjJqOpA2A81hs/0tR9pEk0PVtYVF00aUZpxWx3QUlqBz/1yOpEIwVqEaRAAeSmWDwZ60qKrn6HrgWLvAG/x+nM6GmPuUBTuvvbdjWvf69lczTel+otOzRHVVl9VXF9efGUskC1x+mTmmaq1IVuNaQIUSI1aCAGixolhEgaye7e1vZQc1v3gUNH34vF+w+07zzQvtOpO+omzZw+eUlteaP1JmAzzWSqAfqjxq59vbsP9LW2R0whlTClSsW9hKmU16MHCpyFPofbpbldmkOXDl0zlUgmjXhCxeJmfyTZ25/ojxiGoYSUod5Ed29i6/thKVRp0H12XcGshkBxkSu1EeXF4OpYut1KKSGMgUjvzt39e/ZF245Iw1THKxvNoTtLip1FAVdRQC8skE6n7vFIh645HEIpM5E0YzEjFjMj0URPOBnujXV0mrF4IhROhHr6mnYppVxlJb6GKYFZM5ylJfL4pRnLNaM61BZ5d3fo/YP9SePYWLSui8mVBbUVnqpyb0Wp1+OSHxyV1JBrEkIJKYUSqYHSwf3dSKqjPfG2o5FD7ZEDLQORmNF2NNJ6NLJ6U1dthWfu2UWN9X6XpVpShTv3Hj24sfvoTmEkxLELDkpqjsLg1MJgjS9Q4/NXeHxBIXQhlVCpaw7y+EFSDV6akEIqZSbjAwN97QM9h/p7Dvd2NyfifVKJ/lBLf6il5b2X/MEpZbWLSqtmCy3LST1bpUAHr7jlt5aWlnfe2fzxj189+M7IFGgikdB1/bRr9+677rr3vvtO+xfnzJ61bXtTuj4/KVDAztwuR8Ukv9eTiZyCJVOgo7xj5NjNLMI81L7z3fdfbe3an+qjODR9cvn0Y4N1roLT3g8zmlI2kYy1dOw+0LZ9/5Ht0fhAqidU4p80a8p502qXOHSXOB7KS8tXG091Pc6Mn2kaBw8PbN3Ts/tAn2EqoYSQUpmqwOeoLvdUT/JUlrnLS7we17GT7/Hf1FLpOyE/WD1CiKQhOkPR1qPRts5oKrM3ONAlhaid5J3bGJg2xe9yOdP1+dPVjGloScMcaD4YbtrV/977KmkIIaQSms/jnVzrqa70VFe4y0qlQz/eih9ckhh8JaVQ6ti1CSGEMlUyFIq2tQ+0tEUPtcS7Qpo81pTe2prA3Jm+sxqcblcOtuSYdm2VTKode8Obmro7QjEhpVLC6ZBTawoapxQ21BZ63I407drJ5tbIewd69zT3DUSN1KCiz6PNnx5cMLPY55ZCSin1vLsPUClTCGGaic6WrUf2vxHpP5razJQSTrevuHx6sHJ2UelZmu48xdJGdT+hEH2h5q627d1HdkT7O6VM1Y3K6Sosn7xk0pRznE6fkDJdh8czaihbpUAtWwGOebOgAgRg7TowW3fpTNzfHXUXRx1sb9qw64Wj4ZbUwF15cPL02mVnVc93OTxCKiFS90mloZtomoZSqVLIbD6yc3fL+uYjO5VSSsgCt39+w4oZU851Otx5WgEqZQqhkknV9H74nZ2h9u6YlDI1ElBV5jm7rrC+1jupONWNG+NdZ6nOSW9/Yt/h/vcPhPcdHjCNY79Q4NHnTgssmFns8+hSipP1tvOiAjSVkkoYyWRf087wO9tinV1KCKmEszRYeHZDwbQG96Tywdj2eL6RaZqJnnDfe3v733s/2nok9aajwOefPSO4aJ7u9aZWVp5WgIZhbtsTWrelK9yXTKU9q8s9c6YFZtQHXI5U8vj0FcWod21TpIolJfa19G99r2ffoX7TFEJKl0PMn160bE6Z1+vIuwrQNJNHD21q3bsmEek2hZBCCqkXV8wor1kQKG0QmiaFlEITpzxCjroNk6lR14Heto6WLZ2H30kmIuLY8L5z0uSlVQ3Lne7CzLehaZr2GQa0bAU40ihToFSAALLI53NVlvsznAvNd6foBxwrV5QK9R15fduTrZ17hRRSyoaq+fMblpcFJ6fuTkl7uTXsx5RSfZHubftf39m8LpaICiX8vpLz515fWzZdpgYDT9LtyM0KMJk0tu7ueXtbZ29/6tYg4fXo8xqLFkwPFvi0obf0jGfekdS6M5USQqSqzU07urt6EpoQSgqXLudODy6dU1zoc+VxBZhI9mzd3r1+c7JvIJU+LKifElg0z1dXK4VSSmpSyuNzR42zAhRSKmVKIaMdneF3tvbvfN+Ix5QQukP3z5tTsmyRo8CXRxWgUkopQylxqG3ghbfau8NxIaWUYvpU/5JZwYoy79CbyiZy1zbDfYnNO7q37A5F40oK4XHJ5UvK504rEkJomjb0CJNrFWBqF1PK7O3af6Dp6Wh/lxBCCqW7iyqnLJtUt9TpKshAG5pGorN125H9b/aHD6dml3E4PbWNl5bVLpHHinc9p65mUgHmdAVIChRA/iorKSgpLpiIU5vdUqBKmYaR3Lbv9U3vvZgwYkJojbULF559SaG3REtd1dYyUwGayjRNpRJGdNu+17fuez2eiEopp9cuXjrjKq+7UBtHFyczFaAyjVSH4UDrwPNvHgn3JVPvV5S6Fs8qbqwvcujaRM8wqZQ62Na3qalnz8E+KYQphEuXFy4pnzs9IKWU4kM9xZytAFPzlChlRg4cOvrK64muHiGF5nL6584KLpzrKgqIk9w0m96UZiIS7W3aFd70brwnLITQXM7SFR8JzJkpNTlsXpOcrQCjsfibmzvf2RUyTSk0Mbvef978koDfKaWUQsvUrq2UaSihYnFz046eTU3dsYQplJpaU3DJOZOKA66sVy+nbsNkfKDlvZeONG8Q0hRKuT3ByoYV5bXzhXRoclQ7VHraUBlKqHDH3sPvvdLXcyg183KgrGHq7GvcvhItI21ICtQiFSApUOSdpGEeDfUJIYKFXq+bqWvtzu1yTK4J6nr6Eyn5lQIdz0nKNI39bVs37X6xs69N1xwzapfObVgeKCg72VX5jLVDLN6/o3nt1n1rorEBj8s3/+wLZ085T9ddY/5gmakAI9Hk65s6330vlHpIQ1W556MLy+qqfMfTg3Ki65ZjtbRS3b2Jt97p2LWvzxRKKDG5wnfJueVlxR4tHypAZapEJNL1xtrw1h3CVLrbFVg0N7hogeZ2DeYwM1ABHpt4RqneHbu61m5MhsJCCM/k6vKLl7vLSjNTAY5171bJpLFtT3jtu129Awldl3OnFS2dFSwKeLI9IqQi0cS7u3s2bAtFY0mHQ1s4M7hsTrHH7Rjbrp2Wr3PC1ZEqXMNde/dteyoeCQmhdKen5qyLJk1Zpuuuib4adeprdt1HdjXvei7W1ymk0HRX7fSPTZq8VJP6yKAEKVAqQFKgyOOqb8PO5o27DzUf6S4tKrjqozOFEM+9udM0zY5Q/40XzJ93djXVoJ3VVgcLfC7aYZT9iaFntGi877V3fru/fYdUKuivvGThX5QEqlO9Kk1OeOTyNMkr0xRSDMR6X9/yu/3tTVLIksCkixfcfOwTCiGESnUZ0/uRxtq+ZiJpvLsr/PbWrkg0qaQ8e3LhkjnBmooCmdWHNHSHoxuburfuDpuGqelyXmPw3HnFPq9DyjGGqCe4bhFKKTOZ7Hlna2j9ZiMS1T3uoiULA/NmOb3e7O5BZjLZu2tP97qNie6Q1LXA3FnF5yzRC3zaWLvXaR8DHGxzJUS4L/7Mq4dbOwaE0kqKnFdfUF1e7FLHnnaY7V1bmULI/kji+TeP7G3uFZos9DquWlFVV+UbnAd48BtlcQzQMBKHdj3ftv+t1EPeiytm1s++zuHyDhs7zVYbKjPZsueV1n2vp2ZoDZSddda8G1yewERXgLZCCpQKEFmz93DHv/3ipX+67bLz5tYXeF0jikNj445D3//5S5cubrxkSSPNZVtlJQWlJQVpu+hg6RTo8bv+zI6eQy9t/lV4oEsKOafh/KWNlzsyO+3K6Off23Vow9rtT8aTCZfDed7s6xprFg2dSzBbKdDjfQNTCK2jK/LM6raO7qiQwuPWr1peVV/jE2L41BqZf864aRpCiM5Q7JnVrR1dMSGUx+O88iMVZ9UFjs9NL0741TI5BvihqxJHO9ufez7W3qmk9NVPqbjsIkeBL/Uhs92SZqoO7HxjXWjju1Ip3eeddOmFhY0NYnCa/wy25Il2bVMpUymxv6X/j2vaojFDSG3xrOD5i0qdDkcu7tqmuW1v+OW1RxIJpUlx3oLSc+YVCyk1oadu7Mx8BaiUEkopYcQjPXve+Z/+8EGhpK47a6ZfXlG3RErt1AOVmWzD1LEx3Ll337Yn45FuIYTTHWiY98lAaYMUQhw/8pACpQIkBYo8kzTMh598s8Dn+vbKKx2nezz3715+92dPv33P5y8r9ntpOnsK+D2VkwLpOtNZci7Q1P+meop7Wja9vu2peCLqcxdeuOAzteWNQqh0zc+e3m6iUEoJM9zf9fLmx9p7Dksh5jcsXzL9Ck37YMr1bFWAqdnhm/b0vPx2eyxumlLMmBK49NxJXrcuNW389UC63jdNI2kYb2/rWftuhzCFkGLprOB5i0odmiZPNA9HhitAM7WWlerdsavjldfNaFxzOcsuOj8wZ+ZEz705ljsthYgebj3y3IuJ7rDSZXDx/LKPnCN1PfXokqxUgIMvTdPcsL179cajQgmPx3H1ioq6qoJjI385WAEKpZTZE44/vbqtvSOqCdEwpfCq5VVOhz76XXsCLpAZvV0H9rzzeDLeK5X0BqvPmneD21d6fCLYHKoAhTJN0zSNxP4dz3a1bBZSCqnXTb+8Yuo5g8UqKdDx0L/1rW9Z4Gv09va2tbU1Nn4wTnLCJ8I7HI7TXvl+4YUXPnbZZaf9iw88cP+dq1al6/N3dvXTx7WP91s6/v7Bp//5jis+e/mi0RxrZtVXXnbujK/d/7QUoqG6lAa0oVg8GYklAoWetJzsLPpEeGWayjTNrXtfe337U6aZrAjWXHXubWWBGk0/dhPOaD5Aun5mtIvSNCk1t9N7dvWiSDzU0XO4NXSgt7+jtqxRSk2m5i1N30caza8PltPKVGs2Hl29sTNpCKdDu/y8ivMXl7kc+vEPJUf/MSb0faWUrumTK71TqwsOtPZFE+bh9ljb0WjD5ALnsetrw7uJZ/p3x9OSUghlml1vrutcvVYkDHdlefWN1/rqaoUQpyhdsva+EI6CwsCcmfG+3kR7R+zwkWh7e0FDvXbsOYQiYy05rF9umuar64+u29KdeuLIpy+vKS/x6rrjFLdNZnfX1qSmSc3j1mfWF/RFzSNdse6eeHNbZNrkAl2Xp177Yy2ST/1jhlJm2/439219wjSimuasmXZR/ZzrXZ7A8cH8HItTSik1TdOdJRUzvYGK3u4DKhnt6Xgv0t9ZVNIgNS316NH0HhttlSm1bKUbCoVSqYZBM2bMKC4upiuJ7IrEEj9+eu0rD6+aVV85+t8qCxY88YMvHuwIvd/SQRva08BA/FBraPzLSSaTAwMDmf/8pmmGQqEJ/RNKmGt3PLVu55+UMusrZ3/8vJWF3mKZDxd0lRQO3bFi7meWzbhSU/L91i1/3vCfiWTUPJMeXlpXlmGaxuqNHeu3dZtKFfkdn/143expQU1Ljf5pOdVPSj1LQ9P06km+W66ZWl9doIS5v3Xg2dVtsUQi9WDGbDFN0zTMzjVvdq/brEyzcM6M6k9/wh0MapqWm0MNUkpN13S3q+LyS8ouXi40Gdl3sO3ZPxuxRGrmmMzvHKnRv2dXt27eERJSTJ/i/8wVk/0FLi0v+upKOJ2OKz5asWJJmZCitT3yqz8d7BuIi/Tt2vJ0jl3PMYy97z5+aNcLQimnp2jmuV+qOmu5pjuGTj502uWk5WfOdFFCipKKWXPOX1VQPEUIGWrd2rT2x/FIzyhb4Ixq6Yk+SVEBZkJRUdGww6vT6bTP2C5y1r//5tUffvUTp01+ntC3V1753V+8mDRMmtG2ReD48wIOh8ObjWknNE0rKiqauIrFMIx125/cvv8tpdTsKR+9ZOEtuu7UND27036OtnGkpukOIeX8sy64eOFnpZStnfuee/sn8fiAaZqpdGsmOqsqFV4TQohXN3Ru2tElpait9N1yzZTyoCsvLo573donLq1dPLtYCrW/pf8PL7XG4+YHXy1j3f7Bv6dEx2tvdG/epjRZtvy8SZddrDt1kQ8tqWkyuGBu5fUfly5XZH/zkaf/ZMYTZsZb0jRVMmn8cXXr7v19SohFM4uuvqBKd0hN00/2lIXcqqg1TdN0IeTS2SVXX1ApNa0rFP/tn1t6++KmaWRm11bKMMzE+1se72prEkK5C8tmnXOrL1ClaY68ODxKqUlNdzgLpi/5fEnFLCVErL9j5/qfx6Kh1J3Aabz8EQgEqADz3glToJ2dnXQikUXrth9YsfisusoxjkU7dP3hez794B/eoCVtq6Orv7snkvbDY7YOy+krWtRbTU9tObBWCDH/7AvPm3W10PS8S/NIKYTQ6qvnXbroFk3X20OHnt/wn4YRU0pmqtutTDNpKuPlt9s3be8yTNFY77/x0hqv2zGYpM3x876mOXRNu3BJ+YXLKoSUB9sGfvfioWgskbHe9iDDMJRhdLz6es/mLVKoiqsuDS5ZIKXUND33k2bHPqemFU6ZXP2ZT+he38CB5tYnnjKi0dRtjZmqok2lzOfWtO1q7hdCnDu/9IIlZUIKmW9919RAVuMU/7UXVeq6DIXjv33+UDRqCDWxFfWxKxHK3Lvld6EjO4WQ3kD1jKVfcHmL8y7tKKXQdGfDgk+V1S4xlYgNdO18+z+NxEBqht10taGtBopIgQIZEoklnliz9a+uXjqehcyqr/QXuMmC2ln70d5YPDnmX89WCnTMARt1GqZpGlv3rd62/y1dyPNmX7ds+pWapqfmhR/6c6NYVNp+ZmyLSg0Y6Jo+pWL2VctudTu9rV0H3tj2hGkmlDJOscC0FdJCKCXWbOp4Z0dISTFtiv+q8ysdjrzrJygh5OKZwY/ML1FStrZHf/9iSzxhpLG5Tr+5CiGl7Hx9bWjzVqFE2YXn+xvPlpom8/CyhLespPLqy6TuiLYcaX3iWRVPqPSNBJ5y/zBM01y9sWPX/l5NyovOmfTRBaWapmtSl1Lm364tdU3qZ08uvPGyWo/H0R2OP7P6cCJpTOiunWrGtr1vdrdtF0L5AlUzln7e6S7QNG3MT0zJ3paoaZquafrU2R8vn7xICDM20L1/+9OmMtO1T5MCtQhSoMg1v3v13e+sumps+c+hvr3yyoeefJP2tLNDLSHTHONJL1sp0DEHbE57j8e+1nfX7XxOl+LCBZ+ZPeXc1BjLxN3EIibgRpcPvyk1TasqPeua8+5wuzy7Wzav3/nsqZtinL3t4/9qGoaxZmPnhm1dphCNkwuvWl5xPEY7qg53jrwvxLGI4LnzS85fUKI00Xo0+uTLbdFoUinz+ISx4+ptn64llTKMzjVvhTa+o+l62aUriubP0YbMX58/LSmklFLTPLU11Tdcq/u80dYjbU8/Z0Rj5vED0Dhb8lR7hxLv7AxtbAoJKa48v3zhjKCmafm9a0shpVYzyfcXV1R73FpzW+SPa9pSrTX+e9hOwujt2t+y52UpdE9BeeOSWxxOnxT5PdmJlNqUWVeXVM0TQnUf2dG2d7UQRnZPUlSAubaJkAJFbnll854zmv3lpD14XZ9ZXxGJJWhS20oaZktbTxoPjxk630zANbiucOuabb9XSi2ZfvlZ1QuOTw2fx6e21OeXUgYLKz626HNSalv3v7nr4IbxhxhP2ctUQqk1GzvWb+8WSs2q919zUbXT4RBn0gPOqfeFEFLq584rveScSUqog20Df3i5JZk0PihsxtHbPkVLpsbHOt9Y17P+HSFk2RUXF82dpX0wq2tetqSmSU9NZeWnrtfd7oEDh9qeek4ZhkhHS57qOlfbwKvrjyolli8snTG1KPUAgDzftTUpNU2TJUWeay+s1qR8r7l33budE5dPjkXCe955XCjT4SmYvuTz/5+9946P47ruxc+5U7b3RVn0RoAgAPYqUiKpYllWly1L7nESl9ix9fN7Sd5L7E/Ke3Hi5MUpz8/dTmLHTZJtyZKsYkmU2MUmEiQBEkTvbbG72L47M/f8/phdEAQpcgFSIgHt9yOJ4u7s7Myde++e7z3f+z2SbNHFvYu6DRkTBSZWNz9g81Qj0FDna6GJDrqBf6TyDPCdRl4FmscNhWAkcd8tTdfqbA/tXHmyayTfqu9mxOPpWNZQbn7sUVUTicQ7f8HXXGDDuZZOJ147/vN0OllRuHx13a03mkfl1cc6pd66NXU7iGj/6Wempoc51942ESO2d08fOxNC4KXFlju3FuiEhS3a9sxmXXB1vWNDi4eAhiaSr70x+Q58deTMuemjJwjBe/MWe0MdMKZfzuJtST0yNnldvgfehwJLDI34X9/39n0j51o0lnpu7xhxqi0zb1pZgMJSGtnAkFX4LBtXuoHgQOvUwGicOL+2Q5uINE3pOvGkmo4CE5et/bBsciyhyRGYIC1b8yHZ5ALgPad+k44Hrl43S0ThcDjPABc98irQPG4oJNNKbZn3Wp3N57VHk6l8q77LMTYeXsDvnSiKBoPhusSR11ZgQ0T7234TiI6LomFr0wMAxNjiThHMoX+MMUBcVbvTYyvWeOqV4z9TlOTbFHL7g8ldh/3EwWGX79tZIokSLBGZweEAACAASURBVImIW3cRvGVtwbJKKwKe6gm3d4WB+NtEpIkoPemffG0PEdmbljvXrcJFufnvLRvTVOrz3rYdACKn2sNtZ/Wq59e+OxK8sHc0FlclWbh1cyEAMBSW0tBGxhBwU7PL6zYSwPN7RqLxa/yDzrk6ePZ38elBICipvcViK9HHwsU99h02d71206MgSKbKFfcAgabEu1t/qWmpqz4tWiyWPANcAmMsrwLN4wZCe99YY3XRtTqbx2E5OzCRb9V3OVSNB4ILKQ5xvdbCrtX3EnHOee/Yyc7ho0C0rfkhu8Wz6IwNcvwpk0T5tnUfE5kcik4eOfciEBHXiK5lSRhF0Z7bPZpOc1HE+3aUmAwCMmFpLJjqNaUR4b1bi90OCYh2HZoMRt6u5TNNUceffxlSilzo9dx2CwHpO9eWRkvqm1TtTY22VU3Awf/6vvS1ts3gxDnXWs8E+kYTBHj75kKnVYYlWaMbURSF+3cUi4IQTWivvDHJSePXIhOoG2NGA70T/QcB0OQsLa7ehqhPmxonrs8euosWECVTyshEiHOuf5DrJSw5v/GZIQI4vHWFlZsBIBocHO3ec/W+oIKwJH9H3mUMMK8CzeNGg9V0zRIvFpMciiTyTZqHPxCbryXMElCBElEiFTnY9iwnqi1dU1e6GhCXlEpsVtgNwOwWz5ame4B4e/8bI1PdBATXKCjW3fZPdIT9wSQHum1TQaHbtPQaEhENsnDvzhLGMKVqB44HgOjaSmo555zz8MnTqckAyHLxPXcKosiW3KoEIiBiwfatUlEBT6YCBw4R6QLGa9OSxLVQOL3nzSkEaqyxL6+2Ai6dxP5FjJo57NKtmwqRqGsgerYnfE1WdohzVYn3nHqaABiTalveLwgSIX72K/910wf+/tipPp4pKUwqV/7phy9v+sDf7/jQP+z8yNffPN3Hif/Lv79008Nf++lvDi6GNmTIhPL6O0yWQkAc7dkbDQ0QX3gb5lWgSwR5FWgeNxYIRv3XbGbxh2JOmynfqHkAQDA0v9IOS0AFSkSHzz4fT4VNBtu2lgcZ4tJ+xAxxecXm8sIGItp3+teads1K23HOEwnl8MkAItZX2pqWORejTXwukSJjQoHLeMv6AiDq6A0PjsWu7VcQkRpPBA8dI4TCHdskh50xhgyXXEsiY8hEqfiu20AUoh3dieHRa5iRJsBdhydVlUwm8Y7NhTr3IyJNU3WOPfu7iIhzTdO0TOIqmxvXX+dc0y48/oYc2qxlmb2y1AIArx3xp9PatWhDGu7cpSQjBFTecKfR4gEABAzF0lPhhKZqWYE3PvPyye89vmfzyqqf/eunv/KF91nMRgSKpbRAOJlMqYtlTY0Jcs2qhxAZcd57+rmreeJ5FejSmafmvJJXgeZxHbGiunho4poJZuLJ9PKKwnyr5gELSgMuLhXoxV7zw/5z54aOAeDOVR80SGbIhonvTEEweNuKhr21sT5DZLe0PGyULcHo5PGuVy4uz7Bg7D8+lUxpRgO7fUvRxTbx2WCa06WCac41PfYmzjnXIFvCm3ONc/UGHCxrljvLi81E8PLBcU27ptwAYWrfQZ5IWWoqbc3Ll2TaalZ8BbLH7dm6GYj8u/aQtnDeMqe3t3VN9w1FEeGubcUGg5htRnqzrf/V/adPne3PihOzFQM17dipvv/41cFfPHf49LkhXbsYnI6+ur/91f2nY7HEbDXjDTu079xabDaJiYT26uFJuKggx3zbMBLoGx84TECuwuWFletnL5ARICHq1RQBYHA0CExABJvVeOumhvqqoqy4IFO2BHIrXnJ92xCBzPaSsvpbATAeGR3p2b2ANpxBXgW6FJBXgeZxQ8FpNR1uG7hWZzs3MFHosuZbNQ8d05F5GIQsOhXobJd5Iq6qqb0nfw1ADeUbyrz173xBMHibi4a91TEWk33LinsBeGv364HwiF5I+irrAfaPxFvPhQjhvdt8ZqMw5xAA0KldW+fQibMDk4HInMgslVb2HT33qxePvXKgPRCKc65pmto7MHni7GD3gP/GrG733m3FsswC4fTB1qmL73fBLZnoG4q0dQgmY+EdOzLV7BZP3b+FtaRr3SpDUUFycip06NiCY+5ZQ1tLJNXdRyY5QEu9o9JnntW38Rs/fv3z/+vJ/3r6kF5UAzKbgbX//ve//Oif/sc/fO/Fv/5/z7//89995pUTANA3HPjc/3r8c3/9+PhUJFse5oYe2laztHODl4DO9ET6h6NAfF5De9YJibja3/4cAGeiobr5Ab2YJ1yQFNEtchEA3v++tcVO067DXfd95lt/+rVfReNJIqKsvmCxTI+6aXFx9TaruwIBR7v3JmMTukpivrVJ8irQJYK8CjSPGwomg7T/RO+1Ots3n9jfWFmcb9U8Mgxweh6MbpGrQPFM/8FYMiiKxo0Nd8JS13/O+b2uLVlV5KzSiB/teHEBmb85XFpRtVcOjnPA6lJLTZk5W2/t4uhK+NSf//iRx3743K6T56vecbV/2H/fp7/5yS//9C++/tTn/+pnOz70tVH/NKLwbz965ZHHfvD3337pRqtup2sY7VZ5baMLCI+cDkwEEjTPaPtSLUlcUcZfeR04OdavFs3mRVr3b951AhE92zYjQPDI8ZR/anahxQUtEcHh0/6UArIkbF3tueTQJoCZNDUB7D7U8eKedofN9Nvvf+740//zhX//4rrmKv35ZEcHLpYpoqHa7iswIdG+436+0Kw+53xi8GgyNgUEJbU7RNmk+47O6rj6v5kSoL4C59Pf/fwfPbrN67Q8t7vtS199knMOi80YNDNrAVQ03AmARNrQuV2caAFS+bwKdIng4jmo89y5vAo0j+uIe7aueOVwx9Wfxx+KWU0GUcgvZ+SRQSqtptLzEN0tXi9QVUud7NnLAZurtpiMjqWttbv4R40xcX3DnQjYP34mEB6+yhOePBcKxVQk2tjimonwL0l1QKdPs2Nxgq9954X+0dCtG+t++4MvvPCfj/3zlz9oMcpZSx58+4pcX00D6sm51Y1OSWScw4ETAT2/dbVLMKfatXCUGST7yhXvnlUJRDRVlBl8RRrnUwcOXyVxSKT4ybPTQLSu0WkxS3OG9iXCeaLhsRAiSpJoMspGWagq9ZT5XHoqDBff0BZuWeMlgJHJZP9wfGF9kkgb7dkHALLRWVy5aXYbZp4OARAn0kXdhAQOm+mxT9z20n8+tryqYO/xHlXVZn+ESOPX2nn47WtEq7PM7WsigMBYWzIytjC7rHeVClRcqjcWCoXsdvvsgKOsvPzarnw3N624Vqd64tevCIIIeSxp3Lu1+bP/54ktLdUWk3w15/n0Vx//sw/flm/PPGYjGk0Z3DnNIaqqKopiMr3TTkJEND097XQ6r+Yk5waPRlPTBtHYUn0LvrsSgJllzVJvbbG7anSq90T37tvXfWzBZ1NU7ejpIAL4Cozlxbkse18YkiI73TUCAPWVBdXlbgRWVeKBRUHIkVlM8ppGx6FTge6BqD+QLPRe1Vjgqho88iYAOdaukkzvLoMuxphn2+bRJ34T7+pL+QOmwoXXvD1+NpRSySCz9c0ufAsLHbxwOKxprgQAfyB6/2e/88mHNn/8wU0Wi2nxDu2KEnNZsXloLHHodKC63LaA80yNtKaT0wDkq7lZEOWLWg8RYNfB9u6BMQAo9NjSCh8en966vk5gLJVW68q9siQgIAAdPzPw09/sBwBJED5498YbvyAHIgOE0tqdwbFTRDjau7921cML+JGKRCLXtm5tngFeBzgcjjnxwbWNeE63tV/Ds3V05Wu7vQsGm8D+96fe96V/fup7X35kwSf51a7W29fXu/JGoHlciNB0wuPOSb4iiuJ1yQFepQqUc42A2voPIGBDxUaD9C4dAkSwunbHyFRv39ipSHzKanItLBHa3h0JxxQE3LrGq6fHrvgA51zH2saKF/ed+e4TB462D372QzdvW1/PZtPEGzVk1HWbG5rdx89OKwo/dDpw746yqzlh5EyHFo0LBtm5bjVcSn+0hJckiMhcXmoqL40NDQcPHzPdc+eChjbXNN7aEQKilfUOg4SX6fyzI/7mOt9ff/Huv/vOi5FY6t/+a8/jvz32zb/58Iq6Is75DZiCzmGJhTY0uwdHh4bG4mOT8SKvKXdJLXFOQOO9BwBAMti8ZasvPsZsFBwW+amXW/W/rmmq/PDda3/01Bv/9P2XAGB5Xcm/fvkDgILJINjN0qETfYdb+wjAZpI/cPfGxZIXM1o9zsLG0PiZ4Ghbatmtssk9L1nyu00FKi7huWnOK53nzrk9Ho/Hkw8W87he8HnstSXeVw533L6xYQEf94di//ns4X/6/P35lsxjDlSNaxoXctMGL0oVKMGI/1wwOsFQaKnaBoDvzgeNiGUFy93WwmB04uzAofUNd8I8ywPqpp2tZ0MM0euSK0vMC7oM+LNPv6dnyN/RO/lm29CnvvKz7etr/+XLHzSbTTc6BdQjRYPQUmc9fibc2RcNx1K2i2SHOVIXIggfPwkAtpYVTJZAL13AOQJlijky4fzBXEMERSOGDJEzJiJixqwSSD940RFIIrKvX5UYHE509SqRqGi1zP8W+NnecCKpIWNrGp102Z6DswI8jsIH7lyzfVP9Dx/f97PfHhsPRL/wNz978T++qB9yDctmvmODu7rU5HEbA8FUa0foDo8h97osRBQOdCdifgAorNjI2MWxPX3/qx9jiPq2wIz4mfjunzZMBsIakc9jB8YQ4b//wXv/5A/vmiGWGvFF1IgIWFy9dWrsDAN1YvBY2bLb56vKznuBLgVc7AVaVl6e9wLN47rjnpuavvH4voGx4Hw/GEukP/W3j3/54+/Jt2Eel0QyldNWwEVbEZ6fHTyKBBVFjVazmzGmuw5m6oBxTlwD3SFQUzWuqZqmv6Vpmqap+p9c0zRNXWxOB3OoF2OMNVZtAYTOoWMaX4ARPw2MJiaCKSJc3+Si3PZMzT0KwVfg+OU3Pv33/+2+xuoiAthztOdbP319FmG/wSNFWNPkZggE1Hp2esFdOjk4mJoMAKJjzUrMeuh/8s/+/ZHHvv+bl4/PLtNCxF/c23bvp7/dcu/frn/o7/7oL392tnsEAHYf6nj4i9975Avf8wfDi7NDoqW6UvI4uaZNnzi1oLGFbZ3TBFBXbrVb5RnOfEnuR8Qzw17TiDQmCIVu259/7q4f/N1HiWh0IjQyEZ71fDhkZolFsJ9Nr2++ut4BCB19EUWdT1Minxw8BgCArKhi4yWpr06Fsm6tHIAAkTEsLnSVFroFQRQQdS1l9jAOiAITLk+kiThxTW9l4hyu7+yKaHVUWB0lADg1fIJofqVT321eoHkVaB55vLNDTmB/8/vv/cq3nr9lXe3v3bNBzG3B6ZXDHd/4xd4vPbIjr//M4y3XCOIpi/nKW0wXnQpUJ2zxdKx/vI0AWqq3zQSEnGtf+ZdnOOdf+uStBW47IwJAzvnx9oFf/PbYwEjAZjVuWln1ifffJAjsB4/v6xvyf/bD2ytLPZdZ/cyFH+Zep+vtOQbrS9cd7Xgpkpwemjhb5WuZb5Oe6ppGRJMBG6psOXQG3UOCsldCAMA5IYIkiQ/euea+O1Z94z9f/c4TB06cOW9Og3oECUCc64aiN1i4zZxWQ2WZpXcodqY7fNNqtyDgvFNGBNOnzgAyS22VbLfN9PPTnWPRhHLH1ijL5FuIc/7yvjNf+rtfCgzv2rbC7TAPjQZbO4Yb60pD4djpc6PENVVblGltXWVnX9Xsf21/9Mw515YNwMR5je6pYGpwIkUEaxodsyvRzemCBDA8HvzNq60MEYBcDovRIB443rtldU1pkXNoJAgARV5nsccWnI4DAALbfehse9cwAgLxm9bXe122Kw636zu0EbCpzr7/uD+V5u094TXL3Tk2o6akQ5MdQOQqbpQM1kt9NQJiOhHUNBUAmCDJRgeiwJB01kdEehp8VlFQBOBXHLlEPDTRGQn0AJDFWekuWo7XL7eEyICRt2zdQPuz6VQ4HOh1FtTPbzkjrwJdAsirQPO4YWEySF/++B2H2vof/h8/+rc/ebCi+HKp6Vgi/aV/fqq2xPt3n7kn7/+Zx2WQSueaDlpcKlB9Mu8aOqZqqstW6HPXzEzvRPDU705omvqZR7czxhCREz91bvjjf/Zji8n44XvWGo1yR+9EWtEsorDnSNfRU32P3Lu5CtlbCdWI6IoatlyOuYanuuQxsmSsLVl1duDQmYEjuTPADJdOaJ39USBa2eAURfHy0SqBXh6MEKCzf3zXQX0DPDUvK31h9+nKUnfL8nKTUTIYZSCqKHHP1BILTkdfO3hGf0ZFBbamZeXzipLf7tf1frW20dU9GJuOqb1D8brKeXhv6KfVEvFYVw8Rd6xddcGZiS66AP7480eJ8L7bV/3t/3cfIDDAWTb9lF3TOH/B16tlFtCSAGBfsXzqwGElEon39tuW1c5rgLd1h5HI45TLi0wXd/XM93IOXDvWNnisbVB/ffPqms9/bOf3H9/7zZ+8jkSErKLY+Y2//pDZbEJE4CoA/uP3X8oUPyB68v99xuuyXl7re0MMbVFoqLGd7Ai3d4ZXN7hylNQGxttJUwGgoGwNvMVmVARoe+MHSiJCQIggGWwltTuLKtYD6Rt4MZsjRQAKT/UFx0+XLbudSUbMvjirG5zfXDfed7C//Xmbu1pTEqN9B5at+bDH13x9g3+vr2Xw7AvE1amRk86CZfNa2cl7gS4FvANeoHnkcTXY1FRZX1H4+X/45c1raravrVvXWDYnH9jeO/b8/jN73+z+0iM7fB57vsXyuDzi8XQuhy1SL9C+sdMAWFXccnmVEQLsO9atcrj1pmVf/L1bEQU9f4BLzaADa3wrz/QfGgl0KWpKEo25c+n2nrDGCRBXNziyxbUvHa0SkV4SngA40JMvtT750kk9EPzWX31wz9Hufd95kRAYMo2oqsT1hY9uJ9B0U4pT3eOf+atf6Oe5/7aV//Q/K3KPkt+x1ytLTE67PB1On+oMz4sB6h+PnOkklRs8LnOpb3ZLEgJmkmO6XQongGKvHRGe+l1rMqn84SPbllcXCnQ+3TIjsr3iE7kxX2cG2dZQF2ltC58+Y11WO6+x1jUQI4S6Sutbbtki+uqfPJhMKrMPMBuEkkLnnp/9yZtt/f6psK/Ys2lVpSxJALC8pujZH3wRM5XQdUrOy4oXySYghOWVtpNnp0enEpG46rDm5BwemmgHAEG22N3Vlzs1kcVZWrvqA8nE9PC53w20PycZTO7iZgBMJ4KqmjCaXEw0EKfpqc7R3kPe0tVGSwEyGUBNxqeA0Gh2Z2sMZp7F9FQPCuLyjR+PRybaD3w3nZy+7k0oSEaHtyY00RnydxDnmPPSed4LdIkgrwLN48aHy2b6p8/fH4wkjp0e/OYT+0LRhNdpAYCpUMxhNTVVF29aUXnv5qZ8Q+WRI3Ixg1l0KlCuqUklNhYaBOA1vqY5YSLN/j8EACwtdCDx37x8Mh5P/8HDN7U0lOolwuYE2Yub/wEVu6uMsjmlxIcmOiqLm3OvJ9Q1EAUAX4HJapJyOJwB8n/+i0dUjUPWXgMQG2sLt66re+NET2fvZFrVasu92zfVyxJDgk89uv2huzZAVk7GiRd6bDdsQzZUWg+fCvSNRhWVJHF+HSPW1Q0I5mV1dMW+D/i5j2w/eLx7eDLywu72F/a0vXdb4189dp/bYV0qcw9Z6+vCrW3JgSFKKyhLOX2GKBBKBiNpzmlZpe2ttmwhY5Ull64z4XFJd2xrmUNQTUZDfVUhZS1lKLs2tFiGdkmR0WAUUkneNxhd1XhlIaimJsNTfYTgKqxHJlx+EmZMNFq8RovXYv3oid1fnxg46i5u7jz20+BEBxAwUapf95FUIjjStYchtB34nrdsna96c8fhH6eSYQAy230rNn9KYDJk84E2V2VoomOg45Wwv0uQza7CBuIa6FsKr19vdBWtCE10aUoqEuxzeOty/5HKq0CXAvIq0DwWEQ+8bX39bevr802Rx1WCc8pFw7LIvEARRvzdCGQy2ty20otjObyQEL5v58oDx3uf2XXypf0dv9t/9t5bm//mi/eajPJSetAEwFAq8db2jp4anuquyk12pWlqKs1HJpIAuKzCSjl4JDDGGJO3rls2J3DXf2Fv3dJ065a5rzc3lGd7o0ZEuWwlmnUGnt1viPOycV8w6ioth08FNBX6hiN1FVbEnIIijXMtkUiNTgCRrbbqwi5ICEiz+qZe77u02PX0t//oR78+8MQLxycC0Rf3ne0fDT7xf//wPO1Z3AZFaCz1MZORkqnYwIClpkYQcnp2/aNxILSYhEKX4VrRNETinM70RJIpvrrRwTVq7Qh6XcaqUvtiGNooMFZZbO7oi/SPxXNhgNOTnZyrQOAqbtJ34F6edSMiAMomh8FoT8SmiMhd0lLVfC8QnNr7zYnBI1VN98bDY+P9h+vXfthsL0aAihXvs7mrw/7u7hNPRAK9zsLlGUMZ4kZLATJhvO+g2VbQsu3z4am+qZFTvpqbgV1ZBJvLGsGCjkFXYWMfe464Fhw/mzsDhLwX6NJAKBSa0y3yXqB55JHHEmeAOfxeLjovUCIYDfQSoc9TJwhzE5h4YeKAIRpk+R//x/t/+vXfv+uWRoHhs7tO/98f7dJ1dktGCcqYIAhCiacOAEemunP2OMTBsTgREFFVqfkdaIy+4fi5/vh8zFeRiOIJ5R0zEy12m8wmgQAGRxPz+E6ixOAwcC5YLIaiAsyJuqDVYvrjj+18+UePfeGj2zlAe9dYz+DUYuZ9FwxSFARLeRkAxPuHMOemHBiLE/BKn0UQhMusEOlWk5F44tU3Rv79193ffrzziZf6uwenNa7OcX3PTgPCwRPB1474iWMyTbuOBM/0RHFxDG3GmFBZYkGAwdF4DgOBQpOdQMQEyeGpxUth9mSZdazlRFxT06IkAyGi0HX8l+2Hfsi1JNc0UbLIRjsAN1kLDEaHIJmiwaFzR/6j/8zziMi5ApksC0WCA53Hf+EqXO4uXhEPT4727AuMnYyEBgEJLwvIegi9PccwUTbbXFWIMD3ZOa8fqXeVF+iSZYB2u/1iFej1WvnOI4888ngHkMqhIIQoitdlR/TVVIQfC/QCYrGrMvePrFlR8c9//vBf/vHdHODE2SGgJfi4Szy1BBSKTqg8neMjGB6LA5LFJBa6jSxn4Sjn/JWDo8+8NphKpXjO9ScQ8XcHJ367Zzx3PRgRHWsPfOsXPR294XekTzImsPJiMwIMjsXnwVMBkkMjHMFUXsLmUBfMSGWJuKqpWgbK2e6RtJImQIMkfezBTQIiEpdlETCzNEFEnKuapqmqyjVlsS1JMIExY2UZECSGRijntZYxfwoBSwqvPCNFE+pPnx081h6KJTW7RRydSL60bxze+psW9YgvKzJygERS4zks7kRDgwBkcZQJopzTWCMAoMDoKTUdt7uq06lQ1/HHzY7ihnUfEWTrrJZDIADEsb79Y337fTW3VDbdPbtZESA63Y+cCsrW1qz8gLds5VjvwdB4h6uoAeh60m2dBNo9lcQhGQ/M64N5FeiSoLYXkb28CjSPPPLIAxabClTVlFB0EkgrfAsGiIC/eeWYx2lF4L5CV0rhHT2j2zct97isHb2jSLBmeSkBEAEBvrS7ta2jD4ER8A/evVESpcW7MuiwFMiClNaUUHSiyF2VC5UbmkwCYUmhUc+25S6z7OiPxOLarRuLctvhNRMi0rzEjQhgt4oep2Q1vxPBiX77pYWmjr7IZCitqpSjBIwAkyNjCGgs8b1VjP3dn+/98VNv6H/90D3r+oendh3u3rKqylfkOvhmN3F+6+aGSp+7tW0AAAjZw1/4joBMr7zxnf/9sZaG8kXXIY1lJQSk+gM8lRZMV3Yn0jSKxhQi8hWaLr8uQFzbc2wyGlMrfaYHbi2TJEyneVt3WH8zllB7h+KKSi6HWF5sFhm7MPGlCwVQ4xoCKBr1DsWiCdVtl8p8ZgEAEDROw+PJwLRilLG6zGKURUACoslgatSfNsjMbJQAqNgjx5JacFqpKDEJjCVT6vB4ssBtsFtlAFJUrXcoFk1wl12q9Jn0bN7CWtLlMJgkllQ558TY5cvxUSLmB0Cbq+xKyyucCFKJQP+ZZ1OJ8LS/SzLafTU3a5qCQAxZyN+jKTG9UrwgGhFguGe3q6BBVdIAxDlNT/XQLNElAVgcZcRgoON3BWXrRMmKDInIP3zK4iizOkqvY1ckIoujnObPRPNeoEsBoVBojhlM3gs0jzzyyGPReYEGIqMaqaJgcNuKL66MV13u0Ti8uPecbnG+obn8vttW/vsve3781BtJRSv22D/z6NY/+vAOBPAVOWqmva8f7tK3GwkMP3j3RrhoG8liqAc4Q2CYx1k+5u8J5sYANY38wTQglhQY57XFDhEJGCDXE1xToaTVxDjhyGTCahQKPQY9VwBAkZg6GUzbzMzrNgp6XTgEIEiklHBEsVkEg0FEomBYAWROGwOAeIqP+5MCY0UeSZbF6lKLy2ZwO0TONQTQOI35U/Gk5rSJXpe+mRNDEUUUwGwUhidSRFBaZBAFYcHRtq/QRJyQsWA4VVyQG8HlWnoqSETGkqK57xDfuKo6kVSyDYwI5HU71jVXTsfV4+2DB4/3ed3Wxz6x4w8+eLMgiIVu+5Y1VTMNCABAaJgPz75xILucTJa5oqRDIclUfMXjEykNCESJeR2Gyw+EtEbnesMawW2biySJAYAsC2sa3US8byT23O5RIBBlFokqxR7j+99TbjGKMyxl9vrC+FTyqVeHicDtNAxPJHxe4/vvKBUE9sNf9aRUcFqlyVDKJONH7q5w2OTdR/1H24IlRabpcDqW4JLIHnlv6Zme6NH2wOceqTObsG84/tye0Q3N7u3rCyYCqadfHVI17nYaRyfiNWXW+28tXXD5QQQq9BoGRxMaJ/FKvA6JwcOvlwAAIABJREFUAMhkvzzjIkSwe2qVVDgenmCi7Ku5ubB8gySbOWHpstsnh44arQXesjWiYAIEt68pMHEm4u+12IqKq7YkouODHS+4ClfYXJWibM74bhHZXDW1q94/0X9ktHe/JJt9NbdYnaVD515NxQLXlwEiosXuQ2TzrQif9wJdCrikCjQf/OWRRx7vciw6L9BQZAwAnDavwMQ5s7ooCs9//wsAmaJ1Mw4cT3zjM8SJExcQkTHGBCL6P3/2ft2dPxOpc0KgOXYji6Ue4MxbbptvdKonEpvKpSUnQ4qmEQEUe4058t4LXs94tLCfPNvvKzCO+xNJhRCgscZ+9y1FnPP9xwOHTgUYIufUtMz+vptLM59CausK7zo0sX2dd0OLixB/8lw/MPzjR2vbu6dfPjBhMokIJEvsE/dXnumJvLR//NG7KsqLjN1Dkd8dmIwnNFHEtMJrysz37SwRBfaTZ/vtVklVeTCsIGBVmemh28sueQu53FeBSxZFpmk0Na0WF+TUJxX/FNc0Jgqyx3NRUW/41l9/CAEho8fTrW04AmxcWaML1PRsjE5Zt6yr3bKudrZ4j4hfxs/jRn4dGRqLC+ODw4o/AL4rM8BUmgOAxy6LIl6mkwNALK6lNZAlwe0wzkxfRMSJXj44IYns9x6olCV8+aD/ZOf0iTPBm9Z4AQhnDIAJAAgQXzsyGUvxP3yoym4R3jgVOnh8qrM/2lRrv21zUXWZVWB44E3/wVNTfcOJlfXy8bOhmnLbA7cWj/rTP/vtwE1r3YVe05me6PlqeCgg6HURaPeRiUhc+/0HKl12+WhbcPdRfyisuJ3GBQ5twAKXcWA0wa/EX4hrBEREFmvRZadfBoB1qx/OdtLz7FgALF22s3TZzkw9QCIAFCVL44bfmzFSXb7hExd2cgQAZAICeUtWe0tWz3gxA4CraEUu2xdnatC/TRAkk2ywpFPR+fHGvAp0CSCvAs0jjzzyyHF6vJG/NxjzA6Hd5L6knpD07MlMwiXDOBAZMBBgli80QzZbEsQQKBNnX3CG64hsMD235vJbH0MOswcAosmcLHb8gaRen67QbcyF9868fkGUj4CAo+OJO28u9jjkx18cPNMT2bmhUNH44dPBmlLLvTt80bg6MJY4H2MCAjJEBMYQWaZaHiBDPHF2mhN84r4KWRLCMQWRATLGEBEVDV7YO6Fo/PfuL3c6DPuO+Y+2hbr6oytqnQQ4GUxuanGvbHC9sHukbziRSPGLhaM5VrcTBeZ2GCaDyWA4neOTSk5OIYDsdjNRvKgl2UxFFqJMqkSvn8bOHynMHHCpMh7snanjp2oaQ9Tto/RqtLOfeMbscZbTxhXPT0Sy1xMfHFamc9rGqagcABx26YouoJjlxpwIic8cH4up01G1ocoqSwIiNlTZTp6bngylgTjCXIMeIhrzJxni60f8CBCLq0QUjqkEvNBrPH4mODWtTAVSAEzlhIiyzILhdGBa7R+OIpAsMAZzrpSy6yIw6k8xhN3HphAhnlAJKBy7AgO87FwALrsICMSvmEXkAMgE0WB2XJHeXHj1ePGjJK6q6YRosGSf+Gwx7dzHffEBs47BK97g212gAxENloJ0KjI/3pj3Al0CCIfDeS/QPPLII485uI5eoAuzWUsmI4hgNbvgUgvGRBSKjk2FR6bCI4HI2HRsAogAgTFB/0dfZkZEQGCzTeSQiHhr92uH2n9LOZtpvu1tpFdgf2vx2GSo/4nX/7Fz6E39mm1mFwAkc1vnDkYUIDIaBYN8tT/9FSXW5VVWr0su9pqJIJHmw+NxAGqqs4sic9qlVfUOuMCpVdc3ZkxSZl4q8hg4wE+eGzhyesoks1lvgj+YSqS1imKL2ykzxJZ6Bycam0rp7xokcdtar90iVJXbCCiZ5lfR6uCySwAQieXqv6JMhwlAdNgvznXQLPBEUu0bVHr6eCQ289aNMxUggDoVSO/aq3V0zVzbzBWq/qn0q3uVzp55XDKh6HIAgRrJqUMqKidAu1W6YsrIbBIEAVSVJqcSRESkEXHiXOOo62ezwzzLFZHpBqV04YMmDgzBYZPsNqmkyLy+2V1dYorG1R8/3XfwhJ9zzjI1IREQSgpMwXDqh7/u2XdiqrLE1Fhjza4nEQci0gB4xl8YM6TdaRecNqmk0LS+2VXgXPi2I0SwWeRcdtHq84BssBEIl59aONfGB474R1ovdk/VH3oyHjjx+r8d2/WPI1273w4jHa6peoUYIhrrP9j+xg9VNUWcv33TqdHsnBfRfLd5gS7ZHKDFYsmrQPPII4885k76108FujCBTSA6BgQm+dIFoxUt+eTrX+c8E4rZTI4P3fYXCIwTx5mNVefXp7le1Rz1cJC0k7170un42vo7JMRZwdCcoIEu1E1drNCjWWQH58RVbxVszESls16iydBg92jrisrNdnPBJb8umY6FIhPxVIQAGIDZ4ACi6XhOKtBYXAVEh0W6iuV3RETKuu0hMmSoZysVlQiYKAqICDB3+w0SIen8jzg/38Tb1xcYjcLpjvDeN/1tXdOfuL9m5tIUlRBQFBFRAEJRYAjICUin70CIAqKeWMarTCjYrRIQJBK52pwq4QgCyI5Lq5o5ERAoh99Mn2rXOUIaQbpli1xfizdSQRJE5KMTWs8AJVPS8jqeVtX2s0JpiVRUAAB8ZFztHWCqKi2rzZlSkmSzIZAWz2mNSdUIgawm8UqPjyQJa0rMXYOxVw9P3r+zxGwU4wml9Vx4Y7NbFnF8KsU5MeQ9g1ECKHTLWRJ3wXkZgs0mTUeV1Q0Op00GAFXjjGFbVzil8C0rPZtXeY6cDoyOJwAhHFG6+qOrljtb6h1Gg+CwMADGOYkiA0B/MFlaYDzXH9XJIALYrVJgOr2y3uVxGIiAazzHiohvxUVsFomunALU5zQymFwXst1LHsqHzr1qMDs8xZcuH+ofblWSwWWrP2iy+d6OFN1oz56p8TMtWz8HAMQ1rqaBE7G30TZUMjremR+pPAO8sXBxJjevAs0jjzzygOunAl2YwCaWDAOQQTK+ddU1rCppWV17CwFKggEIiDggcA4cNCAQmEAZUsIQCYA00p3O2UNbH+OkioxxznVmqGppSZAJEBE45xpPi4IJkQNlVKOIBEQa10RBJMx6/wMHYIqWFgWJARKQoqUlQUYUiDgCEKCqJRmTBGQEhMCyBdlR1ZKioKcLaDTYd6pnj89dYzO5ARgQceCKmpZFAyICIQDTr40hAwCjbAKCRDqWS0tOBlNEZDGLCwjuMPMvZTluVoyqy2hJJ1E0PB6vLTMD0Kg/UVJomdXlgBCmw2kCGvMnVI1khkQgCLhttWfTSvdTrwz3jyYmg+nsiclmERBofCqpcS4gDk0kAcHrkGaR5msVppLFKABiIJJrDlCdDgMAs5jfKipXjp9Ot7aRLBpaVqDNovYN0eg41dfOToFevEww+37o4qWIjKQ0p3165xctiC7VUkQERCDW1zKzCdwuIoRYTDl8AtZxsdALREJ9HdoszOOeETpe6jov/FoE0WbhBFo0pxygphEhGCThSsQYAWDHhsLRyYGxycR3n+wxG4V4QjMahS2r3KsaHEdPB3/0TJ9RZsMTCZtZXNXgxExKkzhpRNpMfcK1yx2vHZ782fMDlT5LSqGR8dijd5V57RIRnOqajifU0z1hDQiJG4zMYRdPdARPngszBKuJrWt2rWl0lRWbsBWefmVYlphGmHXw4etWOF4+MPH48wNlJVau8dGJ+GcfqVt470Q0yAJe1Fsu+eCBUJBMVySAgAwh4+UZnx5Op2Nma2FgrE0y2FxFy5VUNDY9BCgSaZJsIuKx8Hh4qhcBbJ5ak9UDAKHJToutKDh5zmIvEUQ5GQ9a7L7geLso29zFjbHp0Uio1+FeZrIVAkAyOjkd6CFONle5xe5LJYLhQG9iemxqrM1iL3YU1BksLhAEIEqnIsGJDk2JmyyFDm8tACZj/lQyZDC5Q5MdZrvP4c5soJ3fqAYQJVPeC/TdyADj8bjJZMp7geaRRx55XBC8Xj8v0IXZrClampAMkvmS1t566s1isBQ5q1EP9IgfaH9mLNBb4q1v791PQGvr71hdu+PpA980G+3vWfsxADja8WJ7/xsPbXts36kno8nww9v/tGvo2MEzz1b7Ws72H75v6+cc1qIDp37ZO96ucbKZbJuW31vtawlGRp45+O2mypva+g+qWrq+bN3NzQ9xxJ+/+tUa38rx0NBkaMBu9mxruv+NjpcC4eHKwsbb1n1UQGEqMrqn9fHJ6TFBEOt8LVtb3i8I+ORr/1BasHxo8kw4HvI6fHdu+P3hyc43O35HhLtO/Nxl8d6/9QuHO55v7z+iqgmjZN204r31ZRvmxH6yZAREVctpA1ssrgGAQWbzp06UYQyk+zfM2v+UTZ2WFxutJuFoW2AylIzGNVlkH3qfZebDJV4jELV2hoPTyog/yTJWEvCL5wcLXEabRQyEFFFAu0WYCGTIhtMmlhabR8biP39+wOM0dPVFTUZsqLZlnztmsqOZS1u4ag0BjQYBgZKpXAVpSmgagJhBwrcYY+nWNgAwbr9Jqq4EAKGuFtIpICBNTbW2aUMjpCrMZpPXrWRuFyAmd+1lXjezWJS2s0RgWLcKBKYcP0XJlFhbJa9sIgTlbCcPBMWqCuXYSVJVob5WrK1Sj5zQxieYr1DevAEZqv2D6rluaUUDK/UhQOr1/czllFY1a2Pjysk2ac1KtbuXD48xt0veuhENMkWjSlePWFbKEZSDRwlA7enngZC0YTUpinquR6xKM/syTSO1s0vr7IZkGlwOee1KdDgQQO3pU9s7SFGEAq+0eT2TJWYwAJASzmnzlZ4NNhkFAA6XFTEioNMuf/z+qmPtoXF/gmtUW25dWe9EgFvWe80msXsgSgBrVrg2NDnNBgEQl1XZYjGVMTTIUkONvaTQSEBrV7hMRulsTzg4nTYZxbUr3E67URTgrm3Fp7vC0zHt/h2lp7vCboccj2vJJK8ssqxscCTT2oETU7sO+ZdVOiqLjdvWensGIy6HYUOL+40TU8VeIyCurHcZDFJ7VzgcTsmysKHZe5XLE7Ksb9q98tAEJFEywZUJEs781z90zD96mrimaRpwpaRuh2x2Tk92AVDvqafr1n1ETUV7Tz0tGSycc37mhdo1H3QVNva3PYtMSMamimtuFgTDeN9eZLKmpkhLT3hqIsF+IBiV96/e8d9i4dH2N35gsRZranzw7PSytR+NR0YjgT5A3nviidKGO9RUbHzg8Lrb/yIVD7Qf+iHXUpJkSyeCnvI11U33TY20jg8cBQBNSwLn9es/5ixsWACLFiUjvSM/UnkGeGNBluW8CjSPPPLIY+6kv9hUoBpXgUAU3kIqhgAIw/7uV0/8FFFoLN/oc1enleRUeFxRU6vqdp7uO/Bmx8srKjc5LN6e4ZNJNWmUzD2jJw2SyWZ2JZREIh1HREVLp5RE7+jp+vJ1smg+cPrXnSOn19Rtd1o8Rzpefe3ETwtdf66RllLS7f0HV1bffG742NmBwysqtngdpYl0/FTv/hpfi83X3Dly+rdHfljrW22Q5L7xMyP+rtKC+peP/RcR3XfTZ8ZD/W+0v+B1lDdX35RMJ9r7D66ouikcmxyY7Dw7cLiyqLHIXT002VFZuKLIVUEEwfDETY13GWXbvrZfH2p/YVnpBgA++94ZEwGQ57aPMa1oCGA0CPMul01QWmhMJFRRZADg8xoKXTIgAlGBS04mVVlioiDcu8P32pHJCX/abhM3trgAyOc1xFMcgAo8hu0bCo+fCUXi6W3rvMmkOhFIIdHyGnvr2VA8xV026b2ri8wmyWYRfF7ZaGCI7IGdvj3HpvpGYtND8UKvccf6AqNBBKDSIoOe2UJEh1UoKTAYpKvq0gYZgSCt5qoC5YqCBILReEkqrU1OoZImo0GqqgAARBAEBKORE6Vefk0ZHBWcdmY284GhxNiE5dEHSZKof0gZHKF0WjCbIJZI7doLaQWNMo8n0/4Ac9rFinKanFK7etX2c8xk4vGENjmlnWzjqTQSKYEQczrlFfV8KsT7h6mkmJX5CFDrHaRUSl7dTOGI1j+sjU0yrhEyNRgCo2y8aSOFo1r/MJMkVuBRJ6cAgUdjlErKisKnI3xgWDMZxfo6tatH2X0QiwpYcZHS1U3Do8aH7+dKOvXaflbgFnzF2tCIGI2C2yUYZGRIubUkESChKODlPXEREVEAAJtF2L6+kPSNvtldwQxgU4t3Y7N7xrNGf33nhowZqSTC/TvLZlxMVtQ6VtTaM2sX2eNb6t3Ny5xExJhQW2HnXD3aFkypvLTI2FBtS6a0o+3BRIozJEBh8yrvppUefU/gvTvPV+FrrHYsr7ITABItIGd14YADKbdkFAEBIhPlHAin7uuj5/JRTcWrVz7gLm5q3fNv05PnVtz02Xh4dKL/8Nrb/oIJ4vHXvm62Fzdu/jRxpXX3v45273EVN+k14ldt/5IgGscHDmlquqLxdm/p6pO7/yURHmu+6Y/SqVDH4f+KR/0mi3flzV8wmN1qOnHitX8MB7orGu5KJ4L+oda1d/wlE4TBjpeAOCCM9uzV0vHmm//YaPZ2Hv+Ff+h4ad1OAK4p8bq1j5rM3lP7vxmcOOsoWAbA5tekBIJomtdcl1eBLp0oZ84reRVoHnnkkQcsNhUocQJAxiS45M46AiBgTJAEE2LWyRAASHvPhk+6rIWJdLS990AsGa4oXNE5fKJvtNVjLwvHAmuW3YaIMEtRSARbm+6vLVmtcqVnrK3IWbqx4X2EmFJTB9t/OzTZ4bH7EGlN3W0tNbfIkulg+7Oh+KTXUQoARa7K29d+NKXEu0dPlXhqb13zoaHJs6NTPdPxKeP00HRsqsxbNxHsBwABcTTY21S9FQCqi5u2Nt0bjgcHd30tHPO77aVlBcsGJztqS1ZWFK4AoFvXfGhkqieeihglWyA5opGadWLPpPEEJiJCjm4KGgEAisL8Y1OEB3aWUsb9jz5wZ4XuvUHAb1lXqMfWiFhWbP3o3SbQNwoCAOB9O0t1lRwytqHZvb7JBRljev1R0tpG19pGXWdIiAIR1ZRaqkut+hWaTYb33FSsHztj4UOcP3T7TLV0XF7jXF7tuKp0C4IkihwQc/ek0DgBoHjpCIqiUUJkVqvua5q5WQQ+NqEOjjGX0/jQ3cgwffyUerRV6e2XG2oJANJp4223CFUVyd+9xgeHxTUt8tpV6SNvqifPaBN+sbIcEEFRpM3rpebG9P7D6tlONBpMD94NiWTiyWdobByaGhAzlED3Y8zuTM3Yr6LJaLjnPcBY8ue/5iPjWZJChMi8btP9700+/oy0coW0dhUgQDiSNdoF7Vw3GWXT+25nksDMxvSxVm1giBkNQCTW14qNDRJxZEgEIIgASDxXBghA+n65y2Rxs4a9+noP6Z2Xc45ZafJMp8rhPDOh/iVenPVXbKi0dQ9GD50OHG4LESenXXzv1iKLSdI/mf38Jb4NgQCvcEdzLumS6wgMYfb8dJlzIIEgSLl843krIkRAchUuZ0wymtyqEs90GAQASKciSiri8TUzZCAYLHZfLDyuX4u7uFk2uTKPgMBZ2CAIRtlgByYYrQVMkAiQuKJp6ZHuPfHwKAHXbWh0wk2g++LOaL0hHhmTjDaD2QNANndlcLxdSUUJkBBsripBlAEFrimXebiXuWsmyPMVB+RVoEsBeRVoHnnkkcfF4JynUqlFpAJFBCLgXLsgcJtFABHA567Z1vIQQ0ZAujEDEciiEQAlQdbDq4qCBobYNdIajEwgQkPZ+gyXwvNRoUG2IDJNUzhXDbJJL0wgiQaGqHEVkAGBKMiMMXEmUEAEBEmUkQmiIAOgLBkQmSDohiukKGlEUrkSS0UAoKl6c5GrRqecoiABMIGJPHMjyLJKLQRIKclf7f1XQCwrqE9rKdTD36z0ErNP85LNculHrwEAiQwvNrO50u4y/ctp9vY03YRwbp0AZDDbZDzrCz87zibiGfeYzM5C3d1lJrDGGYarEyfM7N6coVI4iwLPHAqUyY7ifO4r83m9FALP2ZOCNA4ATBQu9RWEer46nZ79JhHxST8iiOUlemkMqaJMOdrKQ9M6VUNBkGoqAUB0OdMDw/KyGoYouBwqACjqTHtKtVWIJLgdGgErL2VGAxhlENistBtmPSRn7oeAgAFgmU8wm4AAzSaaOSdlHnC2ewHDDBOYYVg8OE2KlnzmJSKCdAoJeDwhVFUwp13Zd1hrP8eW1cjNjSAg6pUweG5xNwIBcE6X6cMZjsR5JKZG4nzmfgQGRV6DwES4pmU8s/1QcNiFD95ZzjmlFBJFpu9V1NfOZp0KL31XOV+SPo4wO1Jwlh8V0Vt+wcVzYOYhXrYNM0VZAGf4NOhmTkiQ2c2MSIAIomhmTEjG/QREXEtEJ40mBxAhArDMBxAYy45/AmQMEHXjZULAsb6DUyMnV25/TJKtR1/+6vlaPQBcUzJLkIgIIBos8ahfVeKiaErGJhBQMthQ7xmIjImIhFmF6yXm/8vVVCTUNz/OB9Fo1Gq15hng4kZeBZpHHnnkcTEYY5IkvfPfu2CBjcBERVM0rr5FcKMHnFzVUsgEIBBQOL9LbVaOT5IMJd5lo/7OcGzKZS+1mbOpJ5hluo5IwGXJbJHtE8HBWDJsks2DE51EvNBVMaPAnDkx6a4z2UhOJyEzKQv9EJvVhYRG0bS58R4AUDWFkzbzvfpRWetMnfBQMh1VSfOHhyPJ0I6VD9eXrn320A9i8SmdLWW/lxBQ4yoQsdzWrRkC1zOBmQp1V4iiLqr2xlWN4glVlgRZAkDGkM0pB0fEdbNQPd7jhALDTKkxolRaIyKjzAgFhpnXL1m3bSalg7M2L114Pec/k06rqsaNBgER2QLuC4hzAphPYpQBEJLG5xBgnR4zrweJeDiqTgVFj3PGv4X05GdayaTeFAUABEmaSZnORMb6A0J2PteEOkkjYCxTXFG/Bz0cz3I4zLSYXk/k/C5N/RQoQKa9L1g/yS4qMJ2R6SUbifC8kBEBQLAYDds26h8nIrDbUZZMD92jnOtWWk9rh4+DwIzNjZlKA7lV+tavRdU45jB7vHJoonswOvOYZAn++MPLiGuzEm44sy6AiDSrbGB2PqCLaZt+5HnjHE4ExJiQYUgMzUbdPRgRgZOGgBe0Lc0QZcqmKFmm9fVBqmfLiWYb6mQpHxBRZ39kdDKxvtljNgrZbDoigKrvksyFRgNwUhcwJZ9fAJjTuwXR7WueGmntOPoTTYkrqUh5w3vmsa0RQTJYAWi0e28yPpWdD0A2ugD4mUM/LCxfP/M0CkrXhSY6Ow79h2x2TU+e85Q0ywbbtVvuVGGeSUBZlt89wUBeBZpHHnnk8e6CKF6fmX9hAhtRkFSupNUEXnobIAFCx+CRc0NHOKHFYH701q/MxFk0o5kkBMBaX8vwZEcsMd1YuRlmkh8AejYLkFCP4BHW1O/cf/o3j7/2NUk0xpOhZWXrCuxlE9ODBKRHwIQXctBMXKgzOHbex5HQZnIvK1t7bvjNX7z2D0bZGoyOb2m8u7FyMwEQMSAA4BmSQOR1lBPRnlO/frPzlftu+rxBkN/sfLmt/2AoOpldqEeGwLPXrqopTiQyKbf2B66Cps27ABcRJ4KDrf5jpwNJhRCh3Ge5b7vPZJxbhiGe4rsPT+gkQBTAZZPrq2wuuwSAaYV/+4luIPzcozWydC3LjT27Z6RnMPYHD1Y77RLnGuhpDpxHiQhV4wjEck4XIBNIVUm9dNiNdiuWFNHIePKV3cbN65jNqg6OUDQmLqtJA2n9gzzchCZT6lQ7AeiWLRmv2hlqihkzS56ld3oiTCcWSDPiwUwcna1uQiDLRKT29bNyX/r0WUgr55cZaIakzkgYMxUa9Xc4QwKgqYA2HQajkWbysETM7dRGx4m4UFQEnJTxCYExCkeISFxeS4jK3jcoliAA0rTMYkNOq1EIiKk0hxwooP7nLWs9bqcRgCSRZW+BzyJjiECA2bdAH9hE2aQ3AgJmS8LoqavsW0QEyGaXBp1RlDPgqKvQuca5hsg4EGacgTEzA2TPdn7IACJxQGFmcQSAEJjOxoE4IgPiZ3ujHX3hZZU2k8GIs+40nc5MS1emcURcVXQ74ssMYgBeXLVZlIycyOGtY4LEGONEnpJVnHNAcBbUiaIMjDFBrG55wOIoi04PGU2OsoY7nJ46DrywYqPZXkIAAJrVXVlcvVUUjES8oGIdAwQgQZRLam6Rjfbiyi1AFI+Mu4ub3cXNstEOAEWVG4kr6WTYZPfJJidjEgB3FTcu3/DxqbE24mrlinsKStcCgs1T7SNgTOTEfTU3mxdWnYJAUxPz/VyeAS4F5FWgeeSRRx4XY9GpQA2SOaUkUumkvqA+9wdbMu9c84iipPVNMwbJKAissXJzkbvKJFsYYq1vtdXkspmdiFhbukYjTkR1Jav0hfZ1De9R1CRjUFZYt5U96Lb79ChxReU2j6N8ePIcJ7XQWVlR2AgIDmvBzS0PlnrrEKHU27Blxb1FrrKJQHRr0/1WkwsRBEHa1nK/SbIDkdtWtLXpgdKCWgDcsfrRal+Lf3oAgK2qvaWyqAkAb2rOfMok229uedBlK2aIxa7Kuzb9wURw0GP3WYz2+7d9oWfklNVkK3BUjIf6RcHgdZRsbX7A56nJZNXUBCLIYk4/bYLIVI2nFlA8nahnKHrg+JTdJm/f4DrXH+0bibV2hDav8s45MBpT23sijKFRZoqqKSrtf9N/581FK2rsiFTgMjKka74N1WWTCt0GWRYA6KlXR0fG4598qMpilHKO/TCVJkAUxFwvjMmSpmlaKn3pPVyIxu1bEy+8wqcjyZde11+T1rZggUdcVqOd64k//rTO6lhtJSv0wtyEHWFGbZutMjmTXdX3+SECANPlfEQIqEtjiUCsrEgfOa6NT8affIbJMthtkD01oc4NDYeZAAAgAElEQVSWIENZskLgmSQms9nQYlZ6B5WeAcM9d+hlBvS+IjY3qiNjqWdfThplpqhcUUyPPKhNBdK79jGrmWIJFEShpgqAeFohzoXcVAYCQwBIprVLDu2L4nlEwJIic3mxBYA4cSTsHowcPBnc1OI6dDIQjqu1pabbtxSLAiga7Tk60TUQA4T/n73rDo+jur73vtned6VV7726946xjQvYYEzvBJMAcUIJJEACBEgg+QEJLZRA6GCKMbbBFVfcuyXZki1ZvUurXW1v8+7vj5FkYYyRDCkke74Pf2J3yps382bvee/cewwaOSCOKTIa9crdR2yN7b5wmJsMysnDzUnxeiSxptGzq8TmdIcMWhkThJRY1YTh0R6fuHVfe32rD5HSEnXTx1gVcuFkg3vn4a6xxabdJV0ePy9I044oNG/a09nU7osyK+ZMjDXqFJygzebftKfd7gwatIrxQ82ZKQYAWrml1aiTmfSyg0ftIQ7D801jiqK+OmRraPUA4MZd7TqdbMF58djD4igYFIFgQLpVhuGw/7tSBhEB4zMmS11pjM6WfBcA0Jo0SpouMUZnG6OzpceBoSw2dWwcjO3TOiBhXPokiUkCMYMl1WBJlfQTscljJCYqyNXJebOkJev4jEmnuaQKMlVi1vQeWT+CMTqzx0gmOssQldVf022wZBiiMqQdEzOnQ8+C9+BoIAKEQ36kiAr0f48BRlSgEUQQQQRnCF5/bCrQaGNCt9fmD3nO+PPPmJCTNPo0XV9CdFZCdJb0d4w5JcacIkXRCpmqKG1i/90z4of0sog4sz6u7ziIEG9JjzWl9qanIQCoFbqi9MnSNiadVa+eQABX/+JvSqWw7MXbAQCR5SSOXXj7y5fMtN902ZTijEl9J0qLK06NLcR+ssnc5DHSoWQMCtNPbZkaW5gaUyAtBVj08ZbceKkF0aYkANCoTEV9G5PoDbgB0aKzDqQndWohEBADQfGMvhpnD74drhAApMZrCrMMwbBY2+ThdIaATPr/pBj15RckcaLjta71O1o37W7PTNapFMKcybFIIDCwOYKCgGa9ggMQ57buoEYl06oYJ3B7w+1dAb1WLvl6I5DTIwKAUik0t/mS4zUCI6dbbO8KaNVCbJRSENiYYsuQHNKo0O0VXZ6QPyh2dQe5CExAv59bTAopJO32iGKYW0zfZMsUCIpApFEOlAEKGo3oC4j+wKkFtdNicr1Wu+gisa5BtNkBQIiLkSUlEoJq2sRwZprY2g5EQrRFlpbKgTjnigmjkZCIIwqyzHTUaZlOh4iyhDiYMJrFRCOiPCdTsJhRrUIAWXICTBglxMVICkPVxDGg1zEE0ms0l8wNV9WAIMhzMrnNTowhoiwhHsaPFmKiGQIBKkYPR0lMGhOtnDAKoqMkWal69vmh6lpQKmUxVggGYeIoITqKIZOnJgmXzQ/X1pM/gCqlEBcjmIyCQY/TOLd1oUoly0hFgx4AxEAAAQXNgMItmYAI4PVzHGi+G9U0ehyuEAAlxaiNBoXTw9ts/s+3tsRalaJIpSdd0WbViALjVwdtB485huebAfjB8m6LQSGTscMV9tZOf1aqXgyLJSe6V20J3Hal1ukJL9/UZDUrRheZ95bZgYdyUrWiyD9eV9/tCo0uNnv94SMVjnCYz50c6/SIHV2BL7a1xllVYWdw77HukiqnVsXkCmxs8W070DlvSpzLG/5oTb3BoBg7xFxyvPuzzS3XXSiLiVK1dvprG0WReEKMuqXdt21/R3qCukdfCiT25E72ZW6i2yfigAqKMiIQQ94B2EYQMgY9+gUCYL1i155v+/8v9i6I42lH+EZ7uChKScHIQCrZiv1L9JylMT9Q6uZZHhcxHACMqED/9xhgRAUaQQQRRDDA1+O/BuemAtUoDUjk9HYB0T+pYb2iOgJOHAkIgiFSKljvN4xIBGA9cs2+oigAuw9VV9W3P7RknpT1AwChUNjrD+h1yr4I5tTBQVqOwX4nJU7A8PTiJTjACAnQ7e0CAoV8QJPW0SZlpyPo8YmDV1RRWoKWMayo6baa5bsO23Va+ZBsA5yRA/YWo2SI+RmGjq7AvrKuk/WewizDe6vqCXDJ1ZlL19YHAuLtV2aplEJlnWvF5ubh+ebzx0bvOGTbU2qXOiEtQXPx9HiZIHy6oTFMIGPUaQ9ee1FKdaNn56FOAMaBhuUYZ4yP2bSnvaLGveSqzA/XNjicIUT4YE1DtEmZYFUeOeG8anZiUpyWE7y3qiYU5j+/Jkc4bRGSwOMXAcCkG+i4kEdbAjYb9/u+mUZ1qqYNY5iRJqSnYr9ZBAJQpCbzlCTou79iqK6ps90DY4alSkRIZo0Soi3St4JBLxTn90T6cTEUa+353GQUTMZT4Xp+dl/YjWYTGzVMIg9Mp+05i/HUcRBAnpnWs9Sj00JxQd/nGG1hUeaeQykVQlF+XxcJZhMzGVHST0r1P5ApcjKJMqRMTkTknIseHyLKTrXtrN0oQwJyukMDWdyRtL17SrskqfX5o63D8xUAwACG5pnOGx1VWedZubW1pTMIwNo6A2q1bOroaAA4dtKt1ysSYzVWs3LqaKvAkAi6ukMNrT6XN9zS6SdOowrNuemGTkewqt49PM9U1+TtdISG5xvHD40CgobWQGWdh0/q4RXD84zTRsfsP9q1dX+n1axaNCvZ7w+98nFta2cAAMsqnQERpo6ISk3QmvSK5RubT9S5Y6LUABAW+RWzk5LiVFv22vaXO2zdoSnDrd3O8PFa56wJcQnRqr7HiQC73UHE75bTSjcr4Hd+N1lC5vfY2ur2BHwOpdoclzZOpf0B4mEuBkq3v2iwpKYVX4L4H/VDR0F/N0GEAf7vMcCICjSCCCKI4Aw/2D82FahRGw2IHp/9nx1ecJHbHK5ok27r3hNPvrL2s5duU8hlwbDY0uFMizcTiASMIUFPviASwdJV+w1a9ZC8pK/2V04YmYGACoWw6tXbFbJTc+FwKgvo9GJ2nNOp4pdfD+n6at+dhQoigstnByS92jSQC9RqZATgcocGGxUhotkgz07VHa9xbd7bkRynmTs5VhSpotaZmqBRK2WnrrQ326z3QjA1XrOvrMvWHegJ4hERKCtZV1rZ3djuz0rWVNW7gGFuqq6xzb+7pCsjSTN3cvyuw10Hyx3l1Z7ibAMgOBwBjUY+dohZo5LtKbWbDIpr5qX6/KLDHe4lW0jIzhsTu3lfu8MZOm90jMUoC4t0tNJ5rNqdFKdt6fB7/DwvTcfOVE7W6QoBgFo10IhIodUCYMjh/M5JCfy2m4s9FYg4pwefXnnkeNOHf/1JcX4KAnAuAoHD4z9S3jB5VDYinEorhd4aOT1VUoEQ+5zxOBcBkEgEQAQmye04cWnlWUrmxL4aRgT913y+rcFnajyeZfuw0wkIglo1sKkoBgBOd2jgT+KFU+LjrGog0qpZX03YWIuSoWDUK4lIJGCI0WZFY5tv95GusMj9IR5tVDBETrBlX3tze8AXEP0+UZrFiTYrGIPDFY5AkGob3TFmJQB2OUOAWFrprDjpAoRAiIuch8M9NzvGokFEnVaJwOKi1TIBtRqFILCwCIjM5gghwaptbQyRE0cEb6CnTKuAmBCjBmBGvVya/emprCMV3ek3MYFATk9Icrz8rgeMAUHI303EAYSzvt98x/b8g3jIEJXl7KyUKdVJWdOJuJSgCMCkoUQk1RHqzSrsmbSScpB7Z+FOzWRxQKY1Jqh0MYissWqTo62icMJPey+CmCADqSIL4Bmft9N+m8qrGt9ctuuhJfPUatWnaw/IBGH++cVMkH3nvmdE0Nc92F0iKtD/BkRUoBFEEEEE38SPTgVq1ls5UJerTSQuEDsLwxwIC+3/NwIQ8DVbynIz4+OiDb/587LKuvbP//7zDz7f5w9yxnB/Wd1vn1nZ3GZf88YvPd7AfX9aNmdq0ZY9J8YMTbvrphk1DZ1f7qow6tVXLPl7mNPfHrqcCeztz/Y8+7srlHI552J5VUteZrwoijsPVG3YWWE165bcOF0yEuCc3l2xZ/XWsvyM2Jsvm5SSYJHoUzAo+oNhg1bJvlZV4tssDcDmbEFCvcYykJ406RUMwOMXRQ7CYHLxOPEdBzsralxKOQZCREBKpXx3iW3PEdulMxPSk4xn4AO9pSmZgEQ9Ftm9HELISdWVVHY3tnoyEjXVTT6NkiXGqrcd6ADEKJOqodWn1wgcobndV5wjrTvhJdPj4qI0AKCSM6db3FtqG5JrSk/Q9Km8EDEzRb+nxOagUF66Xq8RgiGRyYQTde4Z42Ir690IkJ2m/2ZIjQBOTwgQ9dqBTv/LzUYECLvcZ4/PEc98B3tqgXLOCZavO3SwolEpCFqNsrdACz9S3rDk9x912N2/WTzjuoXjgyHxunveuO2ayYhs+bpDUSbtkhumm42anpXFvntJVFHdtHpr2W1XT1OrlAjAiQNxYAxRIpYYFMMbth/rdvkvnT1crVIPnAGeod/OND0R6nYSgFw/oBhaqWAA0GkPcM4HsOINCKTTCia9jACBROqrw4l9hUt71tzDImmUrN3mC4swfoh5TJGFCJZvbG63+aaNibEYFF8dtLV0+AEoFOSITC5nFbWu9CTt+KHRCMQYIPC8VENRjgGQIZEgoELOTrUEkfWU8wWp+G2fhFOyCJk0PMpqUUk0yGSQQ5/v3ykfCSTqyeRkQJy4ROB7HU2pwxYAgu/MmUXGAEkM+cNBj3CWmSACj7M97O9OyDovIXMKAONiQHoyOxsPe5xNKm10TMpoQVAQkbOzqruziglKa/JIIrI1H7bEF6s05u7O6qDPbk0e5XLUBrzdcqWuu7M6Ofs8vTldqbV4nS0uW23Q72ip2WmMynR0HDdEZxnMKQDQVrtbpTWbYwu/8w398gc71n51dMHMYWOGpv/9ox0IcNH5Q+Ac7T7R7+4crHAksgb4X3FhERVoBBFEEMHAXo//GpybCjTKkCQAC4T8Tm+HRZ/wbdRu8FklxLn41f6Tdz257KIphY1tXQcrmvMz4g4drd+69+Qvrp9SVtm8+P53VRpVWBQdTt+HX+w/Udd5/K3NC2cO0akVDqf73c92cQKHM0AA0SbNkPzky5b8Xa2SqZVyAvpic8l9f1p+xewRu47U1DU7EGB4YdLPOQ+JtGZr2RvLdh6vbi/OiVvxZemHn+9/8t4Fk8bkvr9izwerD6TFGt/9660k1f0/u+EV8c7uBg5o1sUMpCctRjkHAJF3OQKxUeqB8Gfp87bOwO7SLrNBcc2FybsO2w4ecyxb3xAIckSIMqvPvLdk4YjQ3OFHJLNBQdRnckapiTqDVl7T5EmJ1/oD4ZEFZmTg8YWRoK7Z094VAIC0eE1slBx6hXFGvRIZA6BLzk/YdaTrYLlj31HHqELTlJHWU1aB/RpCQHK5UJChKz3hrKh1VdQ61SohM1l3ymnwFL+ljq4AEBl0A30+5RYzAAQ6bUAwSGfF/j2EdqfrmX9sRMJf3jgtLSmaExEP7TtSu+TRpS53kJAdPdmKDFdtLCmrbL37ieXBYJgTWQyaA8caPn3hp19sKVuztezhX86PtxoAaOWmskefX+X1htRKxU+vnkph8gaCv/j90jnTihfOGub2+N9dsefD1QdaO92I0NTa9avFs+GUA55UP5MTARGeqGnpdvnGDE3/Tqf1r32OEOzoJCKZcUAF/VUKAQD8AdHhFqNNsrMfHwEIsKrO3eEISbaWRVmG3lK/PRVT+1bP65q9nMBsVCnloFLIPH7RpMNuVwiZkJag8vnB5elZeGzq8IdFEgQWH6VUKASPN6zTsNQEDRDUtngLMvU6nczhDLqdobgoidFBr0UG9jku9h+faYna8mpXQ6s3LUEd5ljf6tWomVZ96kk+1V4AAFLIBAI4Vml3ODT5mQZEARGJsM0WIITvrE+LKEjM0uvuUJ6FASJIvu1tdbsEucqaNJzJlFwM1ZSt6Go9aokraqn+ytvdml68oKPpYG3pZ2p9DBcpFHBZ4gpaKjeptFFqbVR3+zFHe6U1ebS9taKz8TCnICBLzJzcWLneFJNniMrwOVtEMdhev0etjWk5uc3dVa8bfY3P3VlfviYxZ8YZGWDf/eVcrG7s3LDjWFZy1JghaV/tq6xt6nrgp7MEQTg39QfxkN/viNQC/V9kgBEVaAQRRBDBN/GjU4Eq5Cq9xtzttbV3NXwbAzyn9gBx+POra41a1cmGtvLqznirMS5a/8eX1poMqqvnj118/ztKlWzulLwPPt+vVsnXbi0lolsWjb3nltlEPBDin28pk4r0W82av/72iv1lda2dzj/ePb/d5nz2rU2rNpWKgEvXHIqxaGKj9W2dzp9dPfnNZTvfW7Gv0+ENhcIateJkQ5c/FOKIKzaW/f6FNUR0/SVjb1w0cYBU2eNzeANuBDAOrBJMXJRKKvPX0uGPi9Z8J3/u+9wX4AjIGMoFNnVUtFIp7DzUhYhpCRqtip1auOgL1ok4EABvbvftLemSyzAnVdfnmiatn+Sl6/eV2fcd7QLAgkwjAzTpFIRQkGkYVWgGFIj3z1fss7FDq0W1YHq81y++s7LhwDHHlOHR0K9aD0MEhHA4DKAEgOF55pITzq37Orx+cWS+SSb0He7U9dqdoWCIE0KUcaDBnzLGSggUCITsDmV01MB78jQC/8nqg13uQFF27I2LJiMScl7XZPvZ7973BcPFOXElJ1pCIRGIvbtyLyEGgmG1Uv7YnRfOnJx/5GhjbYvjob+uCoh8+p6KS+eOevHtTX/7YAciElJWagwQhLj40DOf7ThU09hi12vkjzz3hd0VAOC5adbjtR11zY66Jtuho7UTR2ZbLXrJ3V4Uuc8ffPG9LW99umfCsLRRxWkyGQ78uoiTr7UdEOWWAS1Ky+WolAuBEG/r9ESblGcdraIkht13zCFRKLlAhVnGPhGjyDmRSJyIcyLKStYeKHecbHCFRfR4Q9sOdN6wIHlkgXn7wY7XP60XEKOilG5vmADSEjRyRs1tvi570O0Ph8N00dS47FT91DEx2/Z3fLi+CQkQMD9LPyRLT0ScOJEomX+K1GPCIRIhcSJGxHPT9LVNnqMnncdrPQAkF1iyNYlLMwXEpf96HBuJACg/Q3vsZPfh466KWk9epkGaofB4Q25fWNI3fwcDZIJESX3OZrM1+2wPrcaQXjS/7tjahop1LdVfZQ69TK21djYejsucmJAxtb3O0lS1Oa1oXmv1DqUuumD8z5Bh0O/2ezr7EddTEEVvevFCS1wxMpl0h6IThgc8nfa2iqLJv0Akc2xBZ0tpOOjvaj0GiFHxRd/CYJGIOOdE8I8Pv+IcbrlyMmP496XbjTrVorkjJZuOfsLygcLnbiUuIkRqgf7vMcCICjSCCCKI4Jv40alAiTDGlNLttbU56vNSx/6AnPRkQ2dlbYdMYEdP+u65eWabzbF689Eup/eRn8/VqBXHqtvOH5ezalPZsPykw8caPP7wgulFd/9ktmQ4tm5bqccTMugVvoD42cu3W4zqDz/fhww37ix/+LnPk+LMMpmMQuGpY7J/9/M5c29+UaWU/+qJT73+wE0LJ3Q53MvWl3j9oeF5iWaTZuPuyp2HqqeNzf7tHXMTrEYmyAYY6LTaawFIpzarFAMKWeQyNOrl3a5Qa6dvUHX2kmJVep1gcwTe/6LBGqVqbvNKkwm1zb5Pv2xeNCu5n9yRE0JLl/+dVbWBILlcIY58+pi4nhQ7IgAkLgKy3DTd/jJbY4vPZJTHRik5QV6mfl+Zbfshm8sTZow1tnnHDbVkJGoJeK93HYXC/I3lNbkZegHBFwiZDApg0GvAzYlAqxEAYNXmliizYu6UhGizMsai6LCHgCg/04jI+q8JSJ3Q2umT2KvFONA5YlQqFAZDqLvb29LWnwEOakKEOH325WEEmj2lqKq2LSPZKjD4y5tfeoPhscWpiXHG0sq2hFhT6fGGEzXtiMgQnnvo8smjchBh1NC0B/7vs6DIM5OiFswc+sJbm15aukOyilDJhHEjMu1O7/1//nTb/pOA6AkEf/mHTwhYrFnzwG2z/AH+m6dXnKhtn7f4BZGjSSt/768/yUiyEsDmXeWPv7Supb370guG/vbnFw3WtiPkcnOvDwEUlgElpjLA+GhlbbO3sc1fmHW23gJgsyfHTQ9KvQ9SCiUCL8wypMSr9Vo5IFjNypsWpqlVgtsbPlThyEzUXnx+PEO29UDH/qOOdnt4TLExK1XncAWsJrVSQW4v6TWy1V+1BjlcOzfJolfUNHk/29hc2+LPTjWMzDcVZug7ugIigUkvN+oEAizK0qfEa4xagQgyk7U3X5yq1QgAKCC//uJUQaJrCLMnxYwbGtXlDKoVMotJrpQDAF01N0XkXADgwAuzjMlxaoNORkSp8ZpbFqXbu4MmvRx7ays1tvsQQCHDgVSCUSh1oYDL5WjqcRD51nGN0QkjTDH57XW7m05urT36ecbQSwF4a/XO1uqdAMSYjDgP+O1Gay4T5ACgVJv83k5p7V6i1j3Wh0QAzBJXKJMriaTaQIDIOCABCIIMAKKTRtiaj3S1ljraK7SGeIXaEg6FoHeVtqWju665q6nFZnf62rs8LpfH6wtu2VsFiMvXH1q29uCB8kazXv2LRz9ijClkTKuWx8eas5KjRxSnxVsNvXM+7NsmJgDAaW9kg188jKwB/ldc2I9KBapUyALBcCQ2jSCCCP4tr8d/Dc5NBQoIcVHpVc2HW2wnOecSif1B2hNt1hrUCncgdNeN5y2+fEJ1g239tvKLZwy5bN5IhjhhWPr6Hcd1Gvlv75j37vKdFqPmgdvnyAQGiGI4dORoncWk/vWtF9z3p0+XfrHvZ1dNnHPekM+3lJVVtd16xaQFM4ZdcNOzC2cOf/Tu+cGgqNcqbA5vQWbyQ0suzMmIvfX+dwho3tSC26+ZetWdb8gZ3nfr7OsuHiMJwAbScqkfmm1VSBhnSRvgXsgwOUZld4aa2v0wmGLrCplw5ezk3Udsda3+mga30SC/oNiSEqfZdqC9rSvY/xAaFUuPV3NCANCqMDNJnZtmSIxRSRUmEmM0XJrRJ4qNUmYk6z1esShbUgySxSBfODNpT0lXebVLLmOxUQqrSQlAcVFqpYwJSAAkFzAtSXO8xhUWKS1BN3VUFABGGeXxMUqBIQBNGmZx+8Ld7nBcTzEeGpZnXr+zzaBXxEWrerWOp1IHiaixzQ8AZp1cox7wc0WgTooPdTsDzW19tTQHi0PljdUNNkJ86vUNT7+2ISnO/NCSudv2VSPRrMn5T7y8HkicOiZ72dpDktflA7fPnjgii7GeWh2bdlUQwa1XTHjy1Q1LvzgAQKOLUvaX1OekxazZWvrC21vabR6JT3TavUQwa2LOo3fON+jUj72wCgDrWhxIZNKr7G7/x18cmDgq8/WPd+0+UqtWCI/dddGlFwxnyM7qMH4GBJpbAFBm1AlqzcB6ERJiNbXN3sY2H+ciAHxLwQ9ERLWSaVSn51UqFaBUyKQ6JcTIalYRoNMVAIJWW2DXETsgHDvpEhjFRSkYk0WbZNEmFQABoUpJxCnMCQF3HuqKiVZX17k48swkjfSG0aiF1ERFv8aCUiFYFdL0GTHGoi19U2myKKPQ+7pCAMFilFuMqn4WdmTSsz7eq1SQ1aLpPSwadYJRp+y9Mk4E9S1eQIq1qgcyQrWmFHvbMbe9lugsZpskBn0oyGRyVULmVFtzWSjkFgQFESRmT03MnErIgEQAZIIy6HNIi27hoE/yJxTFACCEA178puz1a69qBOCcc8aYwZKm0Jja6vb5PR1JuTOlIjLvrdi1avPRmoZOl9tP/b0uektIyQQ8Xt3q8oaQSCbAwaP1Pn+IiCMTJGdMBD40P/nWKydNG5sjZX6e8XEhIre9jgDlisFNO0YY4H8DflwqUKUywgAjiCCCfwV+dCpQIEqOziYih7vT6e00aH6wWTyDTrH8ldt9gWBWqhWBZaREbXn/boY9Jg3P/u6yrfuqhuYlx0Zr7lk8e9HsdoNWDVJaFGP3LJ61YNbQopykT9YceOHtrcFA+Jc3nff2UzcRIUPiBE8/sGjmxAK5TC4ThOUv3dHe5czPjAVABP74PZe0ddjzsxNuuPdNl8f/1K8Xzj2vmCHrq57y3VwOQeRiU0clISRFZcPAansSQWKMpuyk294ddHtCWo0g+XcN5HxGveqCSYn9DsUBcP60JMn6oV+XqhbNTmV9IfPXj3LprKT+EdvCGUm9ntE9152aoE9N0H+dI+CcyQl9fwPCBRNOVwJPHG6dODxGql4YZRaumZNKvUU3iMjnDyFCbpruTGMhTMQa27yAmBirGUzKEKkS411lFd6mZilzblCzEsRFzmnFhoOSW0h8jHnWpNxOu/vZNzYp5SwsCu+t3CtyPrwgOT877o5HPgSAOVMLrl0wvq99gUDI7QvJGLz64c7qRpuAdO+tF4wsTFm05JWSytbSv3xOiAtnFC/fWAoAAsN7F8+6ceFERBDFcFWdDYEYws+vnarVyJ94ddPbK/e9sXwPIOalWf/y4KLM1LjBZk9J+YPe+iYAUCfG44CLzabGq3ceApsj2O0OGb/FjeOMRWhOe7AlixZpTsOgk188PeHICeeJOreAkJqgGZlv1mtlX6/DAgBIGJ451mrQCM0dAZs9oNMpLj0/KS3xjLzrtKVjdpYN+k2v4Bm/7ctc7T3Oqc0kXWttkw8J0+IGVFLVGJ1pbzsWCrjdjgadKfHbBrW943h9+Vq9OSUc8vu8HUnZ01XaKJM1u7Vme8jvJAKiUEbxpTHJo5qrtpbv+QcRV2mtSTnTmUzZdHyDrfGwz9MuCKqessa9lympcAkIkJQaS8Bjr9z/VnzWeTpjUkzy6MbKLwHRmjgcEBH5yKKUg8cah+UlpSdHOZy+k/UdyfHmlHiLVqO890+fmgzq1a/9vKXDefHPXhpWmPzuUzchY25vsLnNXlJRvwsurmEAACAASURBVHHniSvmjYy26A4da3hz2e78rPi4aHNvpdzTf2u4GHLaTgKCITpzUE9yRAX634CICjSCCCKI4Jv40alAGRP02mizzmr3dNS3HStIm8R+mPYwQaZMTlD0c2EGgXFOILkLqFVs9tQhDIFzHmUUokxpRCRyEQGQQKtRDs1PRaBX/nDtx6sPTB+fx5iMCBBFIgLEeecNI847bN06jTLaotFp5bsO1w3Jjddr1DFRupgo7TOvf3movDE+Wn/BlAKGDHAwFILI4Wpzeu2MsaSYXBzovjw5XiPFptVN7qIsw8Dv3TeiW0bE6RsV3vs7WGO/7XsPcnrgfsZZ/H6Lk/2/wm/PRpOOI/QF93gqPIXSKicQ5Kbrz8RpsNsd7OoOImJKnJoGXDcQETUpycRQtHWF7I4B2t/147UYDIfWby9XyWWzJuftPVJ3z09myJjAAV55b+vz726tabRFG9V/vGeB3RHwev06rerBO+YyxnpbiGqlfExx8u6S+prGLrVK/uQ982dOyuMczxuTs3nviZgow/23zR6Wn7RqcykTZM/cv/C8sTnYA3bdgpE2h+uxuxcML0jusDn/8fGuVptbp1Fev2DsLVdO0qiUiIMeYQQERL66ekBSJicNvBvjrVqVUvAHxKp694h80zkPZyJeWdP65CtrH79rQXysOSvVkJmiBwDOe+p0EgDnouRn2FO+EwAQNRrZ+eNOn1Pgotgz0QKcMdkZB6A0CQKSpfsPpEqQjt3VHXS6A4SYkTyQEYqmmDw4+jkis7eW6UwJZ8o4JQCMShgqV+g93Y3IWGrBXK0hnoCyR15jb6vwuduYTGmy5hBAUvb5ekuq29GgUBotcQWCXF0wbrG9/ZhcadCZEr2uNkRmiR+i0lmZoEBEIkgtnKdUWwDQmjQUEcNBn1ITBQBRCUMajn9pic2VK7QACMjys5KffuByINq65/h54/Jio4zIQOT8Hx/tCITCiy+fqFYpXv9ouyjyO66ZygQGgHqtMjc9Lic95tLZoyTxZ1FO0nUXjweinpI8Z8qwdXZVhYMBRDDF5A2WO/zvBAMRFeh/BLQahdPlj8SmEUQQwb/l9fivwbmpQCWSkBJb4KjeVt1SWpQ+5YdipPh1jkEEYc537jvp8vqnT8xRKdSsR6fE2zpdRyrqRxWnbdl1fNyIzIRYUygUfu6tzdWNtucfuvLai8cyFABQWoY6cLRuWF4iCICIj724ijHZL6+fdttDH1Q32/LS4j558VaZwPaV1r/+yS4AnHdesUwmQH9B1MAi7uqWI4BoNSRq1QONmxmTmQxClElhcwRP1ruLsw3n3Huciys3HNp9pPb3v5yvVMoRmaTiE0XeZ4Au0QJEIEDg0n0kBHZabpNUBULq52/TwXKpbg8gER+UM5jIaXiuSakUYi3KMy5rnax3IRICpCXrB35kRJQbDQqLOdhpd1fXmYYXDzbKLz3eZHd6J4zIGpoT//nGkhO1HUXZiQLAHTecnxxvqW60XXnhqDirSRRDf77/snA4bDGcmsJGAGSy5x655u1l21VK+YJZI6xmHSITBHrpD9fXNtoS44xKuZyI/vzrhXqtasronL51WsbYBVOHXzB1qEST42Isq9+4q7bRlpYUpVXL8Xt4bvo7u0LdLmBMn546cEYkCJiRpC0/6ays+34MEPCR5784UNbw1vJdv/7pHMYEIJET7+xyPffW5qLc+MvnjiKi+la7xaTRqpUhkZyegMWoZXBq7b1vioEDJwKk0706+50OiIiAM0SCH9apFMtr3ARo1smtlgHJ1pRqo9YY5+lusbcfT8674NueWEGQm2NzzbG5/R8kYBCdOOTr0y5gjskz9yNOWmO81hgvbaM1JACAwZJqsKT2zdDFJI/uu58xyaOk44hiyNFRCUDmuCJkAgBIglLOucjFB59ZNWlkxv/dfzkAAImfrDuoUsovOn+Y2+tft+1YaqJl/Iisr78NhG+bCzvj5/a2ckRAxszWrAgD/J9jgD8uFaggMIgggggi+OeDcx4Oh//1v3PnrAKVfuNzkkaVVG9rs9c73G1mfdzAQ4EBbiPVo3vwqRWrNpYkxple/mDbBVMKb796Gge+v6TulaXb9hypUynkKoUsZ0vZ/92/aMkjHxw63oxcbO3s3rTzeKfD88sbp/n94mPPr/xsY9mT9yyYP3NYdX3n1j3VIwqTrrn7DWQ4c1zOl7sqHU6vQa/5/V9XEoBMwKvmj5UWGc7etm8wovCJxoMIkJU0ql+u0YC4dGaSpssRrGn2BEKkPtefxK5u3x9eWed0+WdMzJsxsbDv0fpi85HNuyvvu3VmTJQRgJ+o7chKiWaMdbuDKqVcpZAB0mnV+QgIgERRZIwhcDiTho24ZFpNg6UochkbWRgFxOHrNWD6IuCKOjcSxMWodOpBhENSM7SZ6cFOu7eyyjxiyCBnH2DPkRpCNqY41e0LEbLmdmdRdiIgY4gXzRwGBAwlAiLMm1ZA/OudhsgQjTrVHddO713y7HHDExAyU6x9jZw7bQjnolQzo9+uQMT6vOn1WlVxbmLfk3ZuJBABPCeqAFAVFyPTaQc1ugsz9cdOOpvaffbuYJRZOIehzbn4zme7D5TV67XKKy8cTcS5GOYEn28u/ePfVjvcgU/XHZo1uUinUdz067fkMvnUMVnL1x92eQMjC5P+8rsrok36koqG9KRog14tZakeKKv79VMrhuUm/Pk3lzJGAOD3+w8fqx9ZnCYwBGSlFY1LP9+/63BVZmrsn+69JNpiPGOruCQpAM6YcMaV1W9emsj5sapuACjINNCAxbjmmAJPd0vAa/N0N+vNKWc8EYH0FJ06an+/yp5ySj1Gnqet1fMBNkS6nL41fx4OWJOGmWNyT9uKCawwO37WlJ73xoGy+tqmrssuGKbTKj5ec8gXDC+aM4xJVJx6/Ta+Zq3Zo/L+9mZwe1sFIhgsmUw2OPWfz+f73xEMRlSg/xmtlQsQQQQRRPAvAWP/himnc1aBSm9yky46zpzW2lVbVrtjypBF34w8Bu8HeFrgQp+sObByU0lRTvzxk21BTq2f7o6NNrz24Y66ZrsUPA3LT3jmgcv1OuXtD39QeqJ59sS8ddvLG1odT766bvr4nLYO9+0Pv19e0w5AhblJR8obFv/2PV8ovPNwbZRR/ZcHLl3y6MdD8xKsZv3nm0tONnYxxsYOTU+MNZ+95Wdsdm3bMbfPIRcU2QlDB56yJUVmBVmmfUcdXIRjVd0jCqLOHmSf4XMikYuPPLvC6Q4UZsdNGJHJuYhIgWD4sRdWfbL2CCAY9KqHllxUXW9beNtLU8bkBQPBnUdqtSr5vYtnXDZndLfLW1PfMSQ/EZERUSAoPvny6k27jz/zwGWjh2QAEefi/tKagqwEtUqOiB5f6LP1Bz/7siQQCD5210XDCzPOGPOJokgEiMSQYb/VPETsY5V9lyP90WEPtnb4EaFoMNF23+76/NzufYd8Ta1Bm10ZbRl4TxLh3sO1SDSyOOWLzWVAIGOnbPcYsr7lJ0EQCATGTnkY9jsOsn6L6mc8LyITBDzN/3DQd3wAn3NRdB6rAAR9Qe5gR3dygtZsVNi7AwcrumdN0Ax2aBNRt8v77JsbAeCum2emJFgQkYCWrzvw4F+/kNgpJ+52+/cerm3qcCHg25/tJYQ5k/J8gfDqzWX5mbE3/+ad7LSYT//2MyJas7Xs1//3WZhTp90VColyuYJz/trHO154e8vPrpy4+Mqpf3x5zSfrDkunbun0frG59PqFE/Hry/hStzS12h957vNpY7Ovu2TCGcWZ3/zwZIPH6Q0LCEXZxoE/kJb4osbKjQDQ2VxyRgYIRESiKHJkiIBMOC34J1EM1zbakuPNCrkMv/4tERAXkbGzOIL0/QtEHDgQyGTyhMwpZyTGRPDq49dIPUZEq7eUAsCCmcMQ2OpNR5DB/POHcxJRJAJi0sxGHwPknEuVYFGqG3SG9EtHx4lw0IvILAlFP4ofx39bJPBfS23PpAK12Wz/qa2NMMAIIojgX0T/fmS1QKVIEVh+ymhAqGo6HAh6uPhDls7iROEwf3XpdgIsPdEytCBRLhNc3uDv/rLSaNRcfeFIBBxVmPji7682GrRub/CrfSfnn1987GRLVrJ118GTiHj++Pwr7/x7ZV17ZnKUxaDdebDylgfe9flDACAwvOeWGY++uNbtCzzw0zkcYNveSkAkggsm5g12xYVzkfNwed0uQMxMKFYoNIPoQ0REjDLKk2LUAHSw3AGnDMHPgDN+TkBHyhs27ChnDP94zyVKhRwAORcf+euKT9YdQYZAYHe4kej9lfs4CFv2Vu44Ums1aa6cN/LNT3aFRfGux5deddfrG3ceJyKX23/Lb95YuuZQh92353CNFDcfrWq54d63br3/HQJYvu7QrBv++thL68pONJ+ot7324c6+FYb+7QQAry/4+Iuf3/enZZzgLO0/JVIFOFhuJwKZjOVl6Ad1H6TjyC0mRWI8EHQfLhnIGfvAiUpPNDGG+Znx9a12IDHOagQ4tVn/zVnfP4O8U31W74Pc/lw+95ysCTvdTCbT5eUMfmhDUZYeASuqnf5AkPNBD+3Vm0s9/lBGctSls4cDAAE2tNge+9s6AJg+LicmSgcAcrnsk7X7pSUwtVL27AMLn/nt5S8/fu01C8Y89uJqkYNRqyKit5fvvvdPy8McEHD8sHS5QhYKBZ99c/0L72wFwIZW+2VLXvl43WEEmD0xtzgnEYDc3sDDf11+64Nv7zp4PBwOiqIYDgcDwcAbn+y4+LaXj1W1ZmfEDaRWE+eiKIYPH3cgQVqiRq8dxNtSqbHoTKkIaGs+zMXQGeg6gj8YfuGdLdf+6s2X39saFsPUD5zo5fe3zVv8whMvrZEW5LnIpZKzRLTrYNWL721panNA7yd9kxFS3RreczQOQE3t9pfe3bq/pLbXO5H6T7sQ8T2Ha/7w0pqwJLMlMSyK674qT4kzjShM6ehy7S+rnzg8M9qsRcD9R+t+/9yqHYeqe81TiIhaOp1Pv7b+pfe3hsIicQ59a62nnOV5R8N+Kc3bPMgkQAD4n7IN/69lgF6v97QxkJScbDab/zNbiwgazf+Q+DiCCCL4d4FzHgwG//XnJSKv13vuuwOkxQ9RydXBkO9E4wH6gRvHq+o7GlrtALT4iok3XzYpFAoLDO+88fz3n775eG2bXqv4vwcuU8jliKCQy1RKYfPuyoYWxx3XTQ4GwsjY7/6yMhQKv/zoVQtnDrU7fU+8sv7KuSOk3yC1Qv7Is1/UNdmeuu+S4vwkBGhqdwGATIDpE/Np8FfS5WxttFUD8fyUcTT4/RFhSI4BEO3OcH2zW5SKXgwGn6w9CMgumTEkJy1GCs7WbCld/mWJXCYsnDkEABQKmT8YXrW5VAp8h+UmfP73O+65ZdbqN5Z8uaN816FaQNRpFJ1drut/9Y8D5S0ICMSnjs0F4lV1rT9/+H0OGBL5koffv/+ZlV1Of6xFe/3F45BIoRBefPvLm379xvsrdoTCAVEMi2JIFEMbd5VfcttLH68+VJyXjMAHMgp8gfDxGicC5Kcb5LJzjIUMxfmI6CyvDPsDA+/JdpvT4w/GRxs0akVVbRsgi48x/EgXHzgXuSg6S8qRMV1eNlPKz+HVUJRlZDIIBvnRKhcMfkSs3FQKgAad5omX16zaWBIKhd79bK8/GE6w6udOK2ztdBn0Goaw61ANASpl+MIjl8+aXMiQSYSkqq5TYPDgkjmvf/TVn15dL/a8b2jSiEx7t+e2h95/6f2vCIAjfLG1vKqxK8asee2PV/3fA4vqmjqJ4MV3ti5dc2Tr3spbH/ygtd1JQAePNl515+t/enV9ZnLUh8/fMqY4ZWALzGRzBOubvYA0NMc42HKsMckjCEgM+TpbSomL33h/4hN/++Klpdtb2rs37Tm+v6RWFEOci2Ex7HK7/vKPDc+/s4VAqG7q4kRPvbb2989/Fg6Lpcfrr77r1Rt/8/bz726778mPwiIPi2HORWlcc865yNts3fNvff5IeZ3P7//70q0XLX7x+Xe33vLgO3aHi4thacZKaoMohgKB0KMvfPH+yr1tHd0AJIbFLXuO252eGZPyGcNt+45zwJkT8wBo/faym3/99tI1h29/+AOvL8B5WBTDW3aXX/yzF1//ZPfz72xdtvYgJwqLoaOVzau3HIEeq0Ie8Nq6O6sAyBJbIMgGLf3z+Xz/O8FARAX6nwKjXuX1BiGCCCKI4J+Mf5cK9PskHwqCTBBkeSljD1VtLq35Ki9lnPCDti090bRo9rDp43LTkqJvuO9NtUr+lwcumzYuDwAunFbMp1KC1Yw9LmGqvzx42Qef779gYv4FUwqHF6S0dnZHmbSLr5wSZzWOG55l0KnTk6Ob2x1EkBxr/OtvL99zuHrGpML0JCsRhcMhtZIBwNxphVEm/TmkXZXUbEGAOEt6jCW9r4LFYOJtyE7Vafd3ev3i/mNdyXGaQZ3dFwit/6qciFyewBOvrp82Omvc8IzXPtoJiNfNH7W3tJYQ8zMTvtx+TLL8SozRv/DwFQadWmrnuyv2csT5Uwuy02NvfeCd47WdkuIx2qTNz4z7Ykvpw8997vYGAbGksgUAGOJls4fce+vsD7/YC8jWbjsmAkOgnQerjXrN7KnFja3df3plzZc7j1tNmlf/eM34YekDKcyBSKUn7MEQIdLQXOM5Pza6rEybZif3+pzHKoxDBio5c3kCQJSaHN3a6WqzuawWvcWgPeccvH87grYuT32DgKAfUginp3kO4HUkyHRaWUG6saTScfBY19BcAxvok0yiKDa32UsqmgjgUEXj4WP1S1fuefezvQqVHAkWzhz21GsbEHDOlMJNe46LBIzEx+66ZMLwTCbIERHE8IGjDYBs8qjMpSv2vrf6EAIsOK+osdVx4FjDvrL6597a1O0LqRSKQDCMCASQm2Z98eErk+JNJ2o6XG4/MkEkSorVm3Sqsur2F97dXNdk23+0iSFcf/GYu26aoVYrB1xhCPcdtSGA2aDISDGyQdqZW+ILG46vDwXdbTU7o+JPT0zt7HJ9svZIrFn3yfO3GA1aBCJgB8pqV244snrrUbc/lJkS3dbp4py6PcH3VuzTapUGnfq1j3dykcYNTTtc3ujxh77YUtJuc107f7xKJZlv8K/2nXjshdWN7a5law8dqWg8XtMebdYmxJqr6tpKKpsPl9WPG54xqjhFyiR0evxPvbqupqlr1sT8hFhTMBR645NdL767hQhmjM8jgm17qxjSeePzTtR03Pfnz4IiIdDIgiSVQt7V7X3mtQ2fbjhCgACkVsqH5idzzt9dsffp1zdMHpk5d9pQBCCg1vo9SETEYlJGDzxH+t/74xhhgD/0hf2oaoECgFolhwgiiCCCfz79+3f9yH1/9Wlh+sSymh3dnq6TTQfzUsf9kOxULn/8rgVOT2DRHa90OnxXzBkxeXSm9NUVF46irxcemDw6e9KobKmqQky0/ukHFvXVFpXLhEVzRgDgsqcPA/F7F88qyIotyo6jXsUNY2xEYfL2g9U3LZqIiJKVwcCb6vR0VjWVAPChmedYE1UQZIIAxTmGXUfs1Q2eLmcgyjSg6VHOORFfu6XE5Q0CsnXby5H428t2XLtgXFV9pwCkUMjLTrTJBZg1ufCBpz4jRJ1K9vfHr462GARBRpwCoUDJiWaBaERx6mU/f7Wl02UyqG64ZPyzb27S6ZQ33fvm3qP1CrlMKgJBACad6o/3LJg6NltgwpHyZgDggFqFMLIwcduhuqWf79+wo3zd9gpR5BOGp//hngVxVpMgDOgZE0U4XOEgoMQYdWy05hyIdM9QUioMRfn2PQe7D5QYigsHQloAQBAYEsSYNbsOVjJgw/KSCYnhjzL0JEDH/kMIoEiI08THnltPAsCoQnNZlcPuCpXXuIqzLQMduUCrNh4RAXRqBYn81SeuUylkKzYccLqC+4FeX7bbGwgZtYrbrp78+xdXA8GcacUXnTekz4USkCnlDIC27T/JOZcxvPOm82++bPIjz604WN64bns5AFwzb0S32//F1mMANGNC7p/vW6hSKQAwGAoTIhCfM7ngkTsvfOa19Uer25dtKAUAk171+1/MvWBK4aB6wOEKlle7AWF0oUUqAzSYR1EAJsSkjGmq2uR1tjhtVacJIBtaujjR1fNH6nWaI+WNG3eUr9t+rKnNMXFEpk6rcvuCF0wufPG9LVkp0Vt3lfuD4UCYv7J0p0mvuv+22UW5CXNvfqG63nbfn5YDYHV9x+N3LzhSXvfCO1u2H6pGACBctu6QyOm8MVmP3Dn/urv/gUy4/bfvhTi9+uH2T1+8NTHOsvSLva99tNPe7QOAGy4dt31/5RMvrWtqszNBMKkUQ/OTCeBgWX1BVkKUSX3/08sDIa6SC4svm7Bo3sgX39381vI9bm8AEIHEcUPT7r99TlNr9++eWVHbZHtkybxLZg2V3qLhkL+zfj8AGKJStKakc/A1+Z9SgUZqgf6nQC4XlIqIL3wEEUTwz8W/sRaoz+fTaDTf5yAapSEvZUxZzfaDVZsyE4YxlAk/RE4jIhNkjHPx1aVfNbQ5iWj+jCFMkEk5TjKZ4htUVnHWK+WccNeh6sLs+PMn5DFkfXUXEFEQZIuvnJoUa85Oi8XBmEAQF4n4wRNfcuJWQ1JKTMH3ueRheeYDZY6gSLsOd104LXFg0TZwohUbSwFIr1amJpr/eM/FHV2uAyU16Ynmk41dr328ExCuv2QsAe0vqUWAexfPSk+O6dsfkSkE5uP06AtrCCAtwfLK41fLZLIX39lU2+SoabInWA2/Wjzznj98DExIT7K8+tjViXEWBCSiQCgMQLnpMU//5tJjVc1fHazdXVoPADKGd904/ZYrJ7LBEOnSyu5udxgBxxZFncNCQX8YRwx1HCwJObrdx08YC/O/c66BiBKijXKlXKVUrNpUyhHOG5uNP9qUnLDD6SyvRADz6BHf5zgWoyIrRVtZ5911pCsvTY+IA5owQrZ+RzkjevTO+Xf/4UO32zd6XH5hdmJnl6vsZOvJ2rZos/7/fnNJTLQ+KcagVLD7Fs8UZPJ+hSX5wlkjlq09WN9ij7MaH1ky7/yJRQBw540zvL5gp8P7k0vHTxqdtWLDkdVbyhZeMOzROy+WCQIgAlBhdvwTdy+Qy4V504sZCktumNHR5Wlu7542NvfGSydYTLqBD23Ow0S063AXERg0svwM/bk9kDEpo1trtotisLlys8maI73ZpK8ykq0atXzZupLXP97l9ARUStn884def8m4jOSoaVc/nRJv3rq3AgEXzBj60er9gMiJRhUmPnX/ZXFW42frDwITgmFx/LC0+mb7l7sr6+9960BZvVatuPcnM55+7UtCZAgP3DH7igvHON2ehlYHR9RplQsm5i9bd+j3z39xssHmcHonDE/z+ILlNe1Pvry29ERreoLlH09ef/P974woSmcCq27o7HS4L541zB8Qdx2qyUmJ/uXN03fsr577kxeCwfDVF41Z+9XRUJge+cXcDpvz3j8uO17XUZgV/9Fzt6YnWxEBiBNga/V2IpGA4jKmnlsfRmqB/jfgx+gIbzSq2ztckQg1gggi+Kfix6gC7eNBQzOnlTfsc3psR2t3DsmY8gO20ObwvLdyHxClJ0YNL0w5Z16AgGUVDa0d3Q/ePltg+M0lPoVcdtH5xTBIlRcBdHQ3VTYfAqKRObMQvpdiUKMShuSZDhyzV9S6J3b7TQbldz4VBNDt8u0vrYuJ0l87f8zz72yOsxrzMuInjsyaMCrn9kc+cLl986YV/eKG6T5/MCZKZzZpFs0eIZPJe1eESMbgZ9dMefYfXwLiBZPyH1pyUbTFwMXwk/cufHvl3hF5ibddM1UulyXHWQx65etP3mgyaCWSLIrhR5bM+3xT2fULx6mVyvRka+nxph2HaobnJd24aEJOevxgiDQPiXxvqQ0AYqOUaUka+H49KdOoDEMKug+UdO3ar8vNZoJw9p5ERJVKNnFExpa9la0dTpNeOWtKwfdkof8WSAYqXbv2ECdlnFWdlvI9jzdpeMzJ+tpuZ/BwhX1EgWUAI4JsDldFdVtGqjUzxYoAJcebp43LQ6Aos2b5335a22RPjjcoZAIA+9UtM6+YNybGoqd+QlVEsFq0K1+5vbGtOyUhSi7rNcQzqp/6zSLoLW65YObQoQXJyfFmmUxGBNKqFyIumDUESXLjAKtF/+IjVxECQxz8rcR2m+9odTcjHD8sSiac45Mgk6ujk0e11+1ydzfZWytMsbl9w8JoUL/86NWvfbyDuGXcsLRLZg03GbUCE4j4tHE5H60+TADXzR9VnJv4wjtbgGDO5Pwn712gUqkYE3LT47Uq2aILht39k5lPvLTmw9UHDpb55k7N/9UtF3R1e4i4Ri1/9neXTxqRiYgalSozJcpk1D7xq0sIYMNXZfuP1sdFGf54z0UXnT+89HjjHQ9/UFHdcd2C0XfePLO+qSsYDA/JTUSAispmRGFIXpJcLtOplXUt9p8//CEgTBub+8sbpmWnxR0+Vl9e3X734x+HARNjjH+468JLZo2QyeTSmOI8HPS5Wuv3EHGtMckYlfEj+nGMMMAf+sJ+bCpQADDolBEGGEEEEfyz6d+PSwXaX1GGKGjVpvH5c7eXLT9Y+WVqbL6p1xvw+/gBEnHi/Pm3NvqDYQC4/uIxrLf++Bl3Ofu5CPinGw6nJUVPH5f7LV5/yATFYJsdFoNflX5CBJkJQ1LjCge++7fQVBhTZC454QiF+IFj9unjYgey1+7D1WFO44elq5RCSKTyk63jh2UA8ZFFyRvfvsvh8ibF6AmZXCYse+mngYD4dZKLALD48glzpxYpFfJok6bHNxxx7nlF884bwoEYAAF88NwtCrlg0Gn6eB0CxMWYbrl8PKBAADJBuP9ncwh6TPMGi/Lqbqc7BACTRkRJPvXfh30Ra8L0qwAAIABJREFUgWXMSFdZedjhdJ04acz/7mKYBHDv4llX/fI1QLj9mmlatfKHdhX/FzHAYJfdVV6JDKMmjDm3JMa+BxiZEGUWRheb95TYdxzuSk/WRxmFsz/kCLjzQBUBThiW3mFzAgoOt48AGUMBBEGA3PRTxqGCIMtO15x+UhRQEDQaec7XvxKE07NyMlNi+0ijdG6Gp5UPQuHrHwxiaIf52p3tSJgQpyrKNvV/8wyqVxExIXNqZ+NhMexrOL7WaM2iPhkkwejilNFDMqQiNwBMKjhLwB64bU56UoxaJbts7mhE+O3tczfsrLjp0gl9RLQgJ2HPJ7+WCQwQfrfkwotmDI+3GuOtBkSIsxofWnJRUXZ8cW4CIANElVL+2cu3MyZIlWJXvf7LxpauopwEuUxAhOEFKVs/uDccFiWjlxO1rYCYnx0PANWNnUS8IDNOxuAvD1729rKd8bGmKy8am5PW42/5h18tfPbNL+UyYeakghkT82T9plqICAAbKzeQGAJgybkzz3lAR1Sg/w340alAAUAQmEGvcrr8kSA1gggi+CfhR6cC/WYMlJcytrrpSJO9etPhpZdM+oWkdPp+foDoC4krN5YyRINOcfGs4YhwFvPAs58rLPLVW45ee/EYQRDOwevvTDEiAeCBE+ttzla1QjOh8GIA6p/iMkAe+DUuzQStRpg2yrp+V1vpie4huSarWQn9ZGNnOjLtPHCSAMcNy6hu7ARAh8tLQEyQA4BRLzfqT93caPPXKK70r7Rlyv+zd+fxcVb1/sC/53lm3yeTfWvTNN1boAstbUEKlCKLCmURULwuqCiu96Lo5YrwUxS8ekVERMUFZRMB2cTSlrKUrnRL96RJm3WyzpLZl+c5vz+eZEjTNs0ymczyeb+8r/uQTjIzZ56ZOZ/nfM85pfknt4AgigINWpq84OT9tTnn/TvfCR/2WESVemTZnp/8Xzwak7btc3Fis6vMVeWWsQXpwbcXBEEwGhwXLe/e8I5n607LjGp+hm3TPvwVJlRXFj3/6y9teP/QbdcuVzqyQx5Dcvfrm4ifM8ZcW3YQkXFmtXHa1LG15JDzf9kCx7Emv8sbe+O9jluvmjJ4647TXrjZeaCFiM6dXd7e6SLGrCZ9YouKsb3XRpK4kvWnEmPj7+/t7XVFVSK7YnnJqCrDh7Y5E9UaY+Xs1cf3vxIK9LbUb6yceTkRZ0xkjDFRc5oHSaTX6T93w8rED6sqC79YWTjkHZr4vhAEWjJ/6uA/cuvHh87HVqs/vKPifGtx/klvZ61G1Gr637xtnX1EfHplERFrbus1GTRlxXYmiCsW1axYVDPkz86oKn70vk+d9jQgYp7uIz2t+4hRftl8i2Oack1nDCk6p6pAs3a487RVoOk/vJtnNxAAwIR+7mdwFWj/31o+/+MqQd3lad3XsInL450+zYjanO5AKCxxvnbNeXqdlmjs+00IjN3w0fPWrJydrLo+WZadvQ37G98l4ktmXaHXmsb8Egwxb4ZlSpFekvm/3nVKksxouF3giGjHgWaS4+fOqXB2uTmXrWYDscG72CV5l7nk/lzpLr77QXefP2bUC5csLTzdDcbYkub5sw2VZTG3t/f97afe5rT/WVnq+Oz1KwRBSNsWG74l/Y0nAvWNKoOh4OILx9ySQ4gqdsnSQk7k7A59cLBXlqVhkw81NHVzzqdPLWp2eomoKM/IiGXQkqqcy22dod0H3DLx8xfYbWbV+N/XjtLzrPnTBMY6j2/u6z2uxEN2Nqm8TeIF6uzp02jUJQVWRrzHGyoqsAz5PBn81077fPsvukX9x2tfZgKptaaKWVeN52zEjvDZILN2hB90dUSl1agIAGDC4t9k7QifrPtlxOzmkvOmXywQ++Domz19Hcrwztj7YcSjcYkRExl98mPLGMnj+XIUBOGu2y+fOa2E0Xi3LVQGAONS/O19z3FO5fkzZlYsGQityTgZGFu1rEgUhG5XZPt+t8yH20kvHIm1Oj0GvbaixN7k9BKXix0WgQmZ0uHmnJqcwdqjXk7swoUFOm0yH7bAmOPilUwUPB/sC7U7ZVk+a5ddFEVRVGXiDhCc83go3Ln+bSKyr1yqMuiSdp2IhIoS/TkzLUT03u7eHk+EhhtX5O0dLsaopMBy8Fgb4/LUisIMakNOFItL/3rPKRMV5WmXzLMn5W3NiFXOuZoJKiLWuP9FOR5N2xYIhUImvUYQiIgFghGHzSKcHNlOG/xO/fQ+fuCVeCwoy3zK7I+q1NrxfDxiR/hskFk7wg9WVGhGJxUAJkiG7gh/csQSBUFcMG1VYV6FLEub9j4Vi4U5l8fxJ1l5oVVUicvOraossffvFTZWoqgWRbUgiIKoSkKryfLm/c/3BV1qjf7CBWsFQSUIYrJiAyOWb9csmGkVGG2r7XX2hDnnZ2rJzh5fPB6bUmqXZbn+RKdarSotto0neKe0t815KCL9e3OnTKy8UDd3uoUlefcFps13WObPJi53vLGRxyXlTrPs06P/STHq3vie5PNrS4stc2cRT1qIFQRBFNUXLS60m9WSJL/2tjMajZ75rc0isbjVqFOpxL0HWzmjmqlFmdOSMpdj67d29fljosjWrChWq1SCkIQrAkwQdIb88pmrifNY2Hv80GvE5fF9PE5YAhFErUZFXCZGosAMOjVjwsjzm/Jh1d26x9N1hIjySubYi+eO832dUzvCowo07eh1aotZRwAAE/W9m+FVoP1BS1y14CatxuDxd++q35DoEIztsVnM+jtuvvCGK85LkyUZB/IDb3DuO9a+l5F40dxPmPRJvojJBFEQVEvn27VakWT++jvtgXDsTG0YjUlEVF5kO9zYEQlHp5bla9ViZpzxnEtSbN3mdn8wJghs5aJ85SJCEsfflAWWbMsWC3pd3O3t3PC2LMvZlwCJc0mWvbWH/EfqmCDkr1wmMEEQkzwOrFYJV11UIorM5Y1trXUNejsMfTQmo9ZqM27Z3RCOSTWV+Q6bIf3HVBPPpa4peOhYn8zpI0vyCx3aZH3yMCYIglBYucTsqCbi7vZ9vR2HKP1ORcboyzdfeOkFNcQEzvldt685b07p6Oo2OQ8HeloOvc6Ia3SWKbOvZkxk46tKQBVoNsjQKlBFYb6JAAAmJv5lehXowBNR2SzFH1lwHTFx//H3WrvrZFkaWz9H2abva7ddesVH5qdLR4mTLMd9Ie+Wgy8TsTmVi6eVL0xuaEkwGtRrLigmgbx+6Y13nTI/fZY2GtWMmN1ufHtbHWfi0gWVNMpVFiapty3LxHcc8B5rCRCnxXNsFUV6ogl5nVVGQ/Hqi7nAAoeO9tUeHOjtZ0MOTDyTeHdP91vvccZs583XlZVOxAUTURRLi0wXLy7gxD846GlxBmUpfuoJyRibP7NcikvPvv4BI1p94RzimdGSsiz5g7GN27tERrOrTOfNzkvK6N9JjUNi9Tlr1VoLMdZ86PVYLMTldBsJZFPLC+756seUSvKFc8u/fMslo3tfc/nEwVe4HOdMqF5wnUabhAI6VIFmg8ytAiUiURQKC1ALCgDJlwVVoINNKV6wePolMpc37v6by9fBuTTmkUBOLB0WkRjoasuxeHTdzifC0WBJ3tRlcz7OJmxwkjGhpsq8eLadGJ1oC7z7QY8sx+VTcktxvq0o3xwMRl98cw/n8uoL52bEeIssS/VNvvf39BBjZUX6FQvziYnJLgEd6FExwVAz3bZwATHWvem9QHObLMvZMRDIiWQux3z+9pf/xSRJX1rsuPACQZjAd8y5s2zzayxc5v98u73XG+X81DjNbrxyUXun5/0PGvVa1c3XLOVpfzYqA/uxmPTCxvZwKO7I012+vGgi3tqCKGr11mkL1jJBjEf99XuekaQol9OohRhjgqgSRJEJgiCIoqgezfgb57LcWvemz3WCE6+oudTsqGZCEsaic6oKVPzhD3+YBU/D5/N1dHTMmDFj8LkliicVqKjVI5rasX79+tWXXz7pz0inVYcisVhMQocVAEbIbNJqtaqz9kJoMmpdlPKeMdzv2YZQ5CL71EDY2+luPuHcX2ivNOlsY6unGmYHiBR3FGXOAyHPGzv+4PJ1FFjL1iz5nFqtGT60jP+RlxXqunrCbl/c2R3UasXSfP0pa/HzQDDyzKsf+IPRc2aWfu0zl4qndLnO9DBS//PEaePsDr28qV2WucWoun51hVYjDlNploRZWIz0ZSXhzk7J1RdoOK6fNlVl0A2zq0H6tNhZWpJzKRJt/8erMbdXZTGWrr1G1OnG35LDvLs551Vlxo7eSK87UtfkLynUWwxKp+7DE7KkwFyUb95Z2/TDr191zqzytC/h41yWfYHYCxvau3vDdqvmhsvLtNrhrkeM84TU6K0qtd7TXR8N9UUCPfaiOcPsnTOS+0rWbcb8p5QIzTnvat7eVreJGHMUzy2ftYax5NRHyLI8WTUySIBJS4CnfhDU19UR0Vl3o0qTBMgYmQyaPl9Yzr6JBAAweQlwbDEsKcZ2v8OvKs45CYJYll/T4WrwBHqOte/LsxTZjIWMiBgpc0Ima7nz0d6GiBMnTnJfoPe1rb/1Bnq0asOV53/BoLcN/8dG2J0aNkszQWDTKkzdrojHHzvRHhQYKy3UDhmdOGd2qdcfaml3P/KDm/LzzGkyZ/KMQVqOH28L/POt9rjErWbN2svKrCY1E4ZbaiIJuYWIMcE4bWq4pyfW6w7UN+iKi1QWcyau+Tn4+cb6fB0vvR7p6dFYzSXXXq22WpggsGTEgGHOa0EQqsoMja2BvoB0tLGvIE9nt6iVjcxZ/4cJmzej7NPXLp1TXTqwrYaQlm9t5b3NPb7Yc+taXN6YTs3Wri63W3SMCcRo+F0TxvPCGa1l4UBvyNcRCnRHIz5rwXTlSyBzEyDnkqt9z/GDrzFGBnNxzaJbBUHNklTAkTvxj1AFmtbpXBRKS6zo1AJAEmVZFaiynZogiGsWf7bQVinL8Q27/tbo3CdzWZYz7PIZ51zmstvX9erWxwIhr05tuHrp7SZDnhLakzE8NWwvkzGtRvzYqpKKYgNx2ry3Z0etS3lQA79LGrX2B3des+npb8+oKmandFspjXarI87peGvopY3t8Tg36VU3XF6WZ9Mm4t84e9vD9fuJSGCiTlt89RWGKeU8GHa+9Fq4tV05G/mw+wSma0vKsT5f23MvRrq6Rb2++LprtI68xD9PRG4ZaGSBMUGnUV2/utxmVsdlenmTs77JxyUpsdO3KIqMCQadThBFQVBNUHFvkt7bcq8n9My/W33+uEbFPnFpucOmo4HEOmF3zBgTpsy+Sm/OZ8R6WnY3HXpdmRCYnquDDt+EymPubd/bsP8VgTFB1FQtuFYUNUlsQKwFmg0ydy3Qkx6zTp2fZ0SfFQCSm5pSf6dJXwv0pOtlTNRojB9d8rlC+xQu8w17nj5w/D0iLsuZ0dHhXFZ2kGvvbXhly6OhiF+vNV259PY8a2lqOrWMMYEJjAkqUfj4qpKSQp3A2ft7XXuPeDjn1B8ChUSHW1lENF3HtbgsS21dgdffdRLnOq2wdnWZxahODBBNfEsyxpigVhVdtUZdWkTxuPOVN6IulyxLlGk1PZzLUiTa8fIbcV9QpdeWXv8xjd3GKDmXJEbYoCaj5sY1ZXkWtcz5a2879xxxU/9uChINDBOl7RDrQNbiLR3BZ95oDQTjGo2wdnVZeZExBY9ZEATGBJVaN2PRZzSGPGLU1byzcf9LcjyWgQsUcVnmnU1bju9/mTFigjhj0a16UxEl9bpDTq0FiirQodKkCjTBoNcwomAohm4rAAwvK6tAR9HzFsTppef0Bbrd/q7WnrpINFiaX60Em8RtRvJ3knKbUf0pZYmIutbtG/c8K8kxmzH/qqW328yFbKCQNVkP6ay/zoiJojCj0tzWFfIFYsdbA3GZV5YYEzcbvsM9uT/nnCv/V9/sf2WTMyZxi0l9w+Vl+Xa9IDDl4Y/t74+tJZlaZayuCrc7oy6P78gxXXGR2mLmdFIDpm1Lck7E5Wifz/nia9HuXpXZVLz247p8hzBwHkx0Sw7+U2qVMHOqqa0j5AtJx1uDwYhUWaJnAhMy460t1R7re/0dZzzOTQbV9ZeVFhfoB2pWU5OiSaXS2Qtne3uOSrFw0Nfh97bYC2cyQUXEz/pSpkEbysQ553Jr3Ztt9ZuISBQ1MxZ9ypw3VRCEwe/r8cupKtCsTYDBYFClOukKpcFgMJlMZz1R0i0BKiEwFpMi0Tg6uAAwzgQoy3IsFhuyUFYKcM5DoZBarZ7Ifg4TBNXU4rnhqK/H097lbXH2NJQXzFCrdYn6u3Tr4hBxTjwuRd/f/+Kuuo1EcqG14orzP28y2AXGGBOT+5CG//VEl1RgNHOqqaM36vXH2zpDPZ7otHKDKLCzZulJ/7kkS9v3uzdu65RlbjVrblpTbrNolELhwb870Qnww869KJpnTo90dsZcHv/RetFo1BYVMOJp35Kcc4o4O9tffDXu9qptlpLrP661204tSE5BAiQiRqRWi7OqzD3uiLsv2tkTbukMTS3Va9RC4tJEOr61OY9L8sZtXdv29sicO2y6my4vc9j1jAmJ0yQpH60j+GhkokrjKFkQDbnDge5oyN3bcVBvytfq7ZQJK/qGAz3H9jznat9PjBksJTMWf8pgKRWEEW0fP6pGnugvKSTAVCTATF8LdAiTUStzORxGCASAcSXAjFsLdFR/X0kvFYWzDTpje8+xvqC7vm2XxWC3GguTOJiWxG4i59TrbVu384+tPXWMsZnlSy5ddItWbSAmJHb/S+UYoPKgmMBUKtW0cr2zK9QXkNze6LFmf0WJQa9TJTqcabWyJREnzkNR6fV3nPuOeoiR2ahae1mpzaIVmHDqNh8pGANMRBcmioaqKWFnh+T1BRqPxwNBfWUFpWsCJFKq7Zh33wHn629SNCqajSXXXq3NswunK7dLzRhg/xtB4DOnmmSZ2rrDfYH4oWN9dos6z6IZ4WBaqhMg5z3uyAvrW4+3BzgJ1eWm6y4tNRjUAhMTKToprTSSZWn6e8Uqja1ojkql9rqa5Xiot602Hg+b7VMYE4g4O3nprMldTYeUoT/ixHlX6+663U/Hwh4icpTMrVl4i1ZvZWy4Ob1jnpWKtUCzIQFmTRXowFuXjAYtykEBYJwJMIurQAeOBMZYgbWivKDG2dsQjPQda9/vD7lK86sFJvYnHDau1SDH2U0cWNBc5lze1/DWpn3PBqN9oqi5cN4nFs9cIwoqEoZ23VKZABMLk6oENqvKHArFO93RUFg6WN+nVQtFDm1iDZg0yS1clojzpo7gC2+2droiRFRWpL9+dYXVpCbGEkE69Qmwf7laIiaqzDNrpGAg2u2KOLsDjSd0pUWiwTCG3RRSkADjoXDnGxs8u/YJnGvLisvWXqO2WpkgnHbuX2oSYP/blpjAhMpSQ3Ge7kR7MByRj5zwef2xihKDSmREfPj7Tc1bm5NMnGTOtx9w/etdZyAYFwW2/FzHZRcUqdXiQNZiSW+lkaVoTsSM9nKjpdjT08DlWMDb5uk6YrJVaLRmGsE1shSn6Hg00LD/hc7jm4lLxISymksrZ1/BBlb+nIgpoKgCzYYEmE1VoB8+Bb1Goxb9gQh6ugAwtgSYcVWgY1qxgBFjRr11etlCIubuc3Z5Wo+17VGJapupUGCT/x0vSfHW7rq39jxd37aHEVWXnnPZwlvLCmay/k0JR92nSeoY4KCLBSKrrjDbTOpmZygW541tgbbOUEWxXqcVT/uLKc4tXJaJeDQmvbWj6+3tXdGYzJiweK79oytLtVpBWUwyKUl1/C8EEwVjdZXKbAq1tcX7/H0HjzBB0JYUKRFx0ltS7t9rnQeONbb987VoR7cgMOuic4quWC3qtGxgGmXSW3I0725GA9ce8mya2dOM4Yjs8kS73JHDDT61yBxWzbD7U6TkU444l/mJ9sDr77QfavRxmSpLDFdfXDqryjKoZJGl7H196t9hjBgTdaZ8R/G8gLc1GvbGo8Ge1r2CqDJZyznJaZGiuUzEPd1Hj+x8MtTnJGJqrWXGeZ/ML184eARxIlJ0TlWBMp4V2821tbXt3bvnqquu/vDKQTw+tij/nbvueuhnP0vnJxuLSc2t7rgkEwDAICVFFotZd9YEOFmFLmP+WB5JP/I0/QDOOXEi8gV7txx4+UTXYUZk1FoXzryspmyxIIiMc3byANHp/85I7utsN+vv1nBORK299R8cebPb20zEbMaCC+dfV+yoPtO8oOQ+pLG2r+zui7y/p7fuhE/mTKNhi+bYz5tl0+s1k9vjjsXjhxr7dtS6vL4YJyov1K1cVFBWaBjzaPME5Jahvxj1eN1btvcdbSBZ1hcV2lcuNVSWCym/IjP0Y0GSo729ri07/A0nGOfa0uL8C5fpykonuiXH9tbuT6tc7ugObdze3dEb5pxMBnHluY45061MIDawmUTK3tqcOCPW1B7cvKenoztMxE1G1aolhTVTTGdarWSEdzdxbSjHo20NbzsbNxNxxslor6ic/VGTtYwJ4pjbZ2xtePI/yZFQX0vdm71ttYJAXOb24jlT5lyt1ppPPRuT3oaRSESr1SIBZnYCPFV9XV2ew+FwODI9ARIR59TR1dfnC6PLCwCjSoBZafj+hLKwYX3rzu1HXgtHQzJnVqNtQdVHZlQsUYlqYVB3ZyK7ibIsS81dR/Y2bup0NRPngiCcW/2R86avFkU1I56CXtdofz3xc6VslTi1dAbe2t7V7Y4SJ5WKLZxtP39+nlYjcPpwaYsx/P1R/VyWJSKSOT9Q37dtX48vECdiRoN44cL8OdVWQVCq7IQk3m+yW5I458GWtu633o33ujknbUmhY8VSw5SKwdkpJS3JlcrJqMvTu3WH/+gxRqQy6O0rllrnzWHChw8j9S05src253Jclmn7fvfW2l4uE2dkMarPn2efN90iqkRRSFEClGXpeGtgx353a1dI+Ye5NZZLlhRoNMKQIJpWCVD5/35PS9PB1wJ9TkbEiTlK5pZWr9KZ8vuvSKUqRROXiFgsGuw48X5H03YejzImqLTGKbOvzCueQ2ySUzQSYCYlwGAwqNfrB58ZoVBIq9We9YJWRiTA/mcUjrU7vRgMBICRJ0BZluPx+MRtzTfcR1YopNfrU54AlW4uI6JwxL/n2MbDzdtjUoyIdBrDzPLFMyuW2EwFRMLAPKKzTIYZYZ9DluWB++XhaKC+bfeR5m0ef4/ys8qiWYtnXJFvLVW+iGnYmqhJT4CDQqwsy3zr3t6dB9wyJyJSqYRzZpjPm2u3GrVnmtWW3NwSikQO1PftPuT2+uOMGDGaXWW6ZGmhViMqO4Ik/X6T3pIy58RlHpdc23d5P9gjx2XGSFtabF9ynqFqqiAKqUmAkiRFunq8u/b6jjYoWz4aZ1QXXnKhaDDQybN20zYBKv+fiLk84ff39NQ1+7lMxEivFefXWOfVWO0WNREjkhmdZkGgsaYXmXPOiMnEIxHpcKNv31GvyxORiRhRWZHhwoWO8mIjUaK8l03E2zZpF8hkmXOpvWGz8/i7A1sskq1oTvGU5SZ7RcoukIUDrs6m7T2tH0hSjDHinBWUn1s+86MqlYYJqUvRE/clhQSYugSYxVWgJ5/95OkLdXX70PcFgDSvAp24ApsRdk2UOsxgxL//+HtHW7ZHYmFGJBMvtlVWlSyYWjLfrLcnLwFKkViwpbvueHttc/cRWZZkTiJjU0vmnVd9scNSTiPb6y+dEuCHvYUuV2jLXldDs4+4Mv7Hq8qMC+fYp5QYeH+m7R+IY4yNJz/IsvxhL98b2X3IfaTRF4lJyr8W5+tXLHRUlZk/7NOMoKZ30hPg4JYM9/S6tuwMHGskzolzrSPPPH+2ee5sUasdmDXWP746zmckc57o8HFJChw73ld7MNjcyog4I21xkWP5+caqKWnSkqM9/4nLMue9ntgHB1yHj/dxTkoJeHmhbkaVuWaKyaRXn3UX+9G8taUTbcGjjb7GtkBc5gIR51RRol82P6+ixMBo6O4jaZwAB10g83e21L3l7jxMxBlxToLRWpJfvshRPE+l1nOSlanByUnRsqRsjMnluLenobt1l6e7nvE4J0bETfbKihmXmfOqEnMmU5aiUQWaDQnwVNlUBXrK5xF3e4I9rgB6wABIgDn4xEfaTRwkGgsda9t1pGVnt6eNGGPEibMCW9mU4rmledUOa6lK1DLiXNktiyXG8zgpS3fwwRuncUaMEzHiMnGvv8vpOtHceait51hciil/wKSz1JQvmj1lqVl/0ndQBiXAwT+Xucw4dbvD2/e76pv8kqy0ALdbtTOmmKZXmoodWmX0YPwJ0OOPNTb7jzT5OrqCnBMxYsRKC7RLF+RXles5P/1qn+mcAE+OLlzmFO3pce3cHa5vlJSiHrXKMqvGWFOtKy8TVWJiOG6cLcllHunpCdQ19B2ui/v8ygiqrrQo7/xF+qlThlniNQMS4MBlAiLq80f3HXUfbPAFgnGZ92eI0iL99ApTebG+IE+nEpTYO3jFJdb/Vwb9jCvv/oFLGjLnnr5Ya2fwWIu/qT0oyVw5GzUimzHVvHC2rSjfkPS3dmpTNJeJh/1dzsb3XM4DnPdffGGC2po/zV40x144W1TrBEEc/5OS4pG+3gZ35xF355F4NKh8/hIxc97UkuqLrHnTGCNiYvq0IRJgJiXAXKgCPTUH+gMRlzuIveMBkADP/EExaWOAk1IFeqbbKNPJOJHL297g3NPUccjt7+7v6hGJgmgz5tvMxXnmQoPOajE49GqjVqNXiWpRUDMmyHI8JkdjsWgoGghE3P6g2xvo9fi7XH3t4ViEEWeMceJ6jbGycG516YJSR7UgqIi4IKiSnu5SnwAHd7i9/vD+o30HG7y+oKQkZc65QaeuKNaXF+lLi/T5Vo1KJXBOSkocWJS+P14nutmMlKxInHOPL+7sDrV1hVs6Ar2eqLIEoZwjAAAgAElEQVQ6qkykEdmsKsu5s6xF+YbEA6AJrpmc+JYcuCrR5+urPeg7XBfv8ynXEwStRl9Zbqgs15WXavLy2MCSnP1ppb8l2aBXgzjnbKAAUTmfY/5AuLU91NoePNEU8/r7W1ulMs+eYVkwV19ceNbckv4J8OQiW5lkWebU7AweOe5raAmEopKgLNTJmUpkDqvGYdc6LBqzSWUxqfU6Ua8R1WpBFBgRyZyicTkWlUPheF8g5gtKLm+k1xvr6Q2HYzIxEjhxRirGyor1s6rM0ytNOo1ATBAmZtrhpFwgiwRdXS27etr2xCI+Ik4kEOdMFM32Kea8qSZbhdFSrFIbE58DPHGZbKDsVVYy3cCVMyLG5XjI3+X3tvjdTZ7uBikW7P+YJMZEdV7x3KIp5xutFZObojEGmA0JMEeqQE8rFpP6fGGPN4QpggBIgKcmwMmaBzjpVaCnVOIN7qEwT5/zeOfBlu6jPd5WSYr1fz+ygY4N55wzQWADwwIy58RJ6W1/uNcWEWdENlNxRUHN1KK5hXlVYv8q8PzU+X6ZmwCHZmlOEpePtwYPHPM2tQXjUiLbEZdJrSKHTWe1qC1Glcmg0mlErVZQCYIoMlmmuCRFInI4JgfDks8f7QtIPe5wKCIxJtCHe8/zwnzt/GrrzGlmvUbkIwvSGZEATzofZC5zmTgPHG/yHTgcbGqheJwYkzkRcUGl1hUVaAryVTaLxmIWTUZBpxW0WkEUmSgS51yS5FhMikTkQDjq8Ug+f6S7J9zZFfcHlbCojHppS4oss2eZZk0XtRrOmSgKadiS435rf0iS5NbOYENLoLHVr6wZO/C2Z/3jfEqCEdjg0T+Z84F5g5x9OPxPBp1YWWqYXmGaUmrSaoQh2z9mdAI8+U0tcy4Tl/pcJ1zO/e7uI1J08NKDnEjQ6Ew6Y4FWZ9MabIJar1bpBJVWENXKZ4IUD0uxsBQPxcK+SMgbCfaGgi7O44z6R2CJkyAIJtvUvNL59qI5KpWOGE3QtMN0uEyJBJi6BHiqLK4CPRNJksOReCAYiUSlYDCK/jEAEmDGSeGXlMxlzolkOd4X7PUEun1+VyDiCYR9wbC3L+yOxaOyFJe5pHQXBUGlEtVWg0OvNeo0ZpPOajHkWUyFdlOBStQOrOgopOahT2IC5P3VcP3/FYvzE22+Fme4pcPf44lxZbBPeZBKz48Y41xWkrQyBKB0wwcqPJVRLJm4zaguLdJXluirKiwmvThwJ3zI6hrZkwBPPtXlWCzQ0hY63hRqaY/1upSrDgNXEThXBlmUlMIGGplzzklgykgro/4xVVLZzIaSYt2UCkPVFLXxjMOnqW/J1Ly7E6PWobDU44l6+qJef8wXiAdC8UBIikalaIzHJVmSiRMJjFQi06gErVbQ60SDVmUyilaTJs+qdtg0RoOa0RnLZdPqfZ2MFD1Q+y7LPvcJd+cRb3d9J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class="bi x0 yb56 w5 h92" alt="" /><div class="t m0 xf he y1f ff11 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">50<span class="_ _13"> </span>51</div><div class="t m0 xe he y1e ff2b fs6 fc4 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span>FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span><span class="fc0">CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="fc4 ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="ls11 wse">OVERVIEW</span></span></span></div><div class="t m0 x18 h10 y21 ffc fs4 fc6 sc0 ls1 ws0"> </div><div class="t m0 x127 h8b yb57 ffb fs11 fc7 sc0 ls7c ws76">AR</div><div class="t m0 x6d h4a yb58 ffc fs11 fc8 sc0 ls2b ws0">Discharges gov<span class="_ _2"></span>ernance </div><div class="t m0 x6d h1d yb59 ffd fs11 fc8 sc0 ls2b ws29">responsibilities in r<span class="_ _2"></span>espect of </div><div class="t m0 x6d h1d yb5a ffd fs11 fc8 sc0 ls2b ws29">audit, risk and int<span class="_ _2"></span>ernal contr<span class="_ _2"></span>ols, </div><div class="t m0 x6d h4a yb5b ffc fs11 fc8 sc0 ls2b ws0">and reports to the Boar<span class="_ _2"></span>d as </div><div class="t m0 x6d h1d yb5c ffd fs11 fc8 sc0 ls2b ws29">appropriat<span class="_ _2"></span>e.</div><div class="t m0 xb0 h8b yb57 ffb fs11 fc7 sc0 ls1 ws0">N</div><div class="t m0 xe0 h1d yb58 ffd fs11 fc8 sc0 ls2b ws29">Leads the process <span class="_ _2"></span>for </div><div class="t m0 xe0 h1d yb59 ffd fs11 fc8 sc0 ls2b ws29">appointments t<span class="_ _2"></span>o the Board, </div><div class="t m0 xe0 h4a yb5a ffc fs11 fc8 sc0 ls2b ws0">ensures plans are in place f<span class="_ _2"></span>or </div><div class="t m0 xe0 h4a yb5b ffc fs11 fc8 sc0 ls2b ws0">orderly succession and monitor<span class="_ _2"></span>s </div><div class="t m0 xe0 h4a yb5c ffc fs11 fc8 sc0 ls2b ws0">diversity and inclusion and other </div><div class="t m0 xe0 h1d yb5d ffd fs11 fc8 sc0 ls2b ws29">people matter<span class="_ _2"></span>s.</div><div class="t m0 x4c h8b yb57 ffb fs11 fc7 sc0 ls1 ws0">R</div><div class="t m0 x128 h1d yb58 ffd fs11 fc8 sc0 ls2b ws29">Determines the policy f<span class="_ _2"></span>or Chair<span class="_ _6"></span>, </div><div class="t m0 x128 h1d yb59 ffd fs11 fc8 sc0 ls2b ws29">Executiv<span class="_ _2"></span>e Director and senior </div><div class="t m0 x128 h1d yb5a ffd fs11 fc8 sc0 ls2b ws29">management r<span class="_ _2"></span>emuneration and </div><div class="t m0 x128 h1d yb5b ffd fs11 fc8 sc0 ls2b ws29">ensures alignment <span class="_ _2"></span>of incentives </div><div class="t m0 x128 h1d yb5c ffd fs11 fc8 sc0 ls2b ws29">and rew<span class="_ _2"></span>ards with culture.</div><div class="t m0 xec h8b yb57 ffb fs11 fc7 sc0 ls1 ws0">D</div><div class="t m0 x82 h1d yb58 ffd fs11 fc8 sc0 ls2b ws29">Oversees our <span class="_ _2"></span>compliance with the </div><div class="t m0 x82 h4a yb59 ffc fs11 fc8 sc0 ls2b ws0">disclosure and con<span class="_ _2"></span>trol of inside </div><div class="t m0 x82 h1d yb5a ffd fs11 fc8 sc0 ls2b ws29">informa<span class="_ _2"></span>tion obligations.</div><div class="t m0 x129 hf yb5e ffb fs2 fc7 sc0 ls1 ws0">Board of Dir<span class="_ _2"></span>ectors</div><div class="t m0 xd5 h1d yb5f ffd fs11 fc8 sc0 ls2b ws29">The Board is r<span class="_ _2"></span>esponsible for <span class="_ _2"></span>establishing the Gr<span class="_ _2"></span>oup’<span class="_ _0"></span>s purpose, its overall managemen<span class="_ _2"></span>t and for <span class="_ _2"></span>decisions on str<span class="_ _2"></span>ategy<span class="_ _0"></span>.</div><div class="t m0 x123 h1d yb60 ffd fs11 fc8 sc0 ls2b ws29">The Board has deleg<span class="_ _2"></span>ated ma<span class="_ _2"></span>tters t<span class="_ _2"></span>o its Committees (by de<span class="_ _2"></span>termining their terms of r<span class="_ _2"></span>ef<span class="_ _2"></span>erence) and to <span class="_ _2"></span>the <span class="ffc ls1 ws0"> </span></div><div class="t m0 xd8 h1d yb61 ffd fs11 fc8 sc0 ls2b ws29">Executiv<span class="_ _2"></span>e Director<span class="_ _2"></span>s as prescribed by <span class="_ _2"></span>the Matter<span class="_ _2"></span>s Reserved f<span class="_ _2"></span>or the Board P<span class="_ _2"></span>olicy<span class="_ _0"></span>.</div><div class="t m3 x12a h13 yb54 ffd fs8 fc8 sc0 ls14 ws11">Independent assur<span class="_ _2"></span>ance: external <span class="_ _2"></span>auditor</div><div class="t m3 x12b h13 yb62 ffd fs8 fc8 sc0 ls14 ws11">Internal assur<span class="_ _2"></span>ance: Gr<span class="_ _2"></span>oup internal audit</div><div class="t m0 x12c h13 yb63 ffd fs8 fc8 sc0 ls14 ws11">Executiv<span class="_ _2"></span>e committees<span class="_ _5f"> </span>Management committ<span class="_ _2"></span>ees and forums</div><div class="t m0 x5d h13 yb64 ffd fs8 fc8 sc0 ls14 ws11">Board committ<span class="_ _2"></span>ees</div><div class="t m0 x18 h2a yb65 ff13 fs5 fc7 sc0 ls1 ws0">Governance fr<span class="_ _2"></span>amework</div><div class="t m0 x12d h8b yb66 ffb fs11 fc7 sc0 ls1 ws0">S</div><div class="t m0 x12e h8b yb67 ffb fs11 fc0 sc0 ls2b ws0">Responsible for E<span class="_ _2"></span>SG programme and corpor<span class="_ _2"></span>ate sus<span class="_ _2"></span>tainability<span class="_ _0"></span>.</div><div class="t m0 x58 h8b yb68 ffb fs11 fc7 sc0 ls1 ws0">I</div><div class="t m0 x39 h1d yb69 ffd fs11 fc8 sc0 ls2b ws29">Consists of the Ex<span class="_ _2"></span>ecutive Dir<span class="_ _2"></span>ectors and <span class="_ _2"></span>the Group CPO and </div><div class="t m0 x12f h1d yb6a ffd fs11 fc8 sc0 ls2b ws29">considers in<span class="_ _2"></span>vestmen<span class="_ _2"></span>t decisions, in accor<span class="_ _2"></span>dance with the </div><div class="t m0 xb h1d yb6b ffd fs11 fc8 sc0 ls2b ws29">Group’<span class="_ _0"></span>s capital alloca<span class="_ _2"></span>tion policy<span class="_ _0"></span>.</div><div class="t m0 xdf h8b yb6c ffb fs11 fc7 sc0 ls1 ws0">E</div><div class="t m0 x130 h4a yb6d ffc fs11 fc8 sc0 ls2b ws0">Chaired by the Gr<span class="_ _2"></span>oup CEO and includes <span class="ls1"> </span></div><div class="t m0 x62 h1d yb6e ffd fs11 fc8 sc0 ls2b ws29">Group senior manag<span class="_ _2"></span>ement and Divisional repr<span class="_ _2"></span>esenta<span class="_ _2"></span>tives.</div><div class="t m0 xd8 hf yb6f ffb fs2 fc7 sc0 ls1 ws0">Divisional Managemen<span class="_ _2"></span>t T<span class="_ _6"></span>eams include:</div><div class="t m0 x29 h4a yb70 ffc fs11 fc6 sc0 ls2b ws29">• <span class="_ _b4"> </span><span class="fc8 ws0">Managing Directors</span></div><div class="t m0 x29 h4a yb71 ffc fs11 fc6 sc0 ls2b ws29">• <span class="_ _b4"> </span><span class="fc8 ws0">Finance directors</span></div><div class="t m0 x131 h4a yb70 ffc fs11 fc6 sc0 ls2b ws29">• <span class="_ _b4"> </span><span class="fc8 ws0">Sales directors</span></div><div class="t m0 x131 h1d yb71 ffc fs11 fc6 sc0 ls2b ws29">• <span class="_ _b4"> </span><span class="ffd fc8">Operations dir<span class="_ _2"></span>ectors</span></div><div class="t m0 x3c h1d yb70 ffc fs11 fc6 sc0 ls2b ws29">• <span class="_ _b4"> </span><span class="ffd fc8">Chief risk officers</span></div><div class="t m0 x18 he yb72 ffb fs6 fc7 sc0 ls1 ws0">Committees k<span class="_ _2"></span>ey</div><div class="t m0 x132 hf yb73 ffb fs2 fc7 sc0 ls1 ws0"> </div><div class="t m0 xd9 hf yb74 ffb fs2 fc7 sc0 ls1 ws0">Divisional Managemen<span class="_ _2"></span>t T<span class="_ _6"></span>eams</div><div class="t m0 x61 h1d yb75 ffd fs11 fc8 sc0 ls2b ws29">Each tr<span class="_ _2"></span>ading Division has st<span class="_ _2"></span>atutory boards <span class="_ _2"></span>for each of its <span class="_ _2"></span>companies and an Ex<span class="_ _2"></span>ecutive Managemen<span class="_ _2"></span>t T<span class="_ _0"></span>eam led by the Divisional Managing Dir<span class="_ _2"></span>ector<span class="_ _6"></span>. The Financial Services </div><div class="t m0 x1c h1d yb76 ffd fs11 fc8 sc0 ls2b ws29">Division also has an independent <span class="_ _2"></span>non-executiv<span class="_ _2"></span>e board. Divisional manag<span class="_ _2"></span>ement, governance and <span class="_ _2"></span>risk committees ar<span class="_ _2"></span>e in place to manage <span class="_ _2"></span>risk and governance support<span class="_ _2"></span>ed by </div><div class="t m0 xbc h1d yb77 ffd fs11 fc8 sc0 ls2b ws29">our Group CR<span class="_ _2"></span>O.</div><div class="t m0 x1f h29 yb78 ffb fs5 fc0 sc0 ls1 ws0"> </div><div class="t m0 x5e h29 yb79 ffb fs5 fc0 sc0 ls1 ws0"> </div><div class="t m0 xb h29 yb7a ffb fs5 fc0 sc0 ls1 ws0">Group</div><div class="t m0 x133 h29 yb78 ffb fs5 fc0 sc0 ls1 ws0"> </div><div class="t m0 x134 h29 yb79 ffb fs5 fc0 sc0 ls1 ws0">Esta<span class="_ _2"></span>te Agency  </div><div class="t m0 x135 h29 yb7b ffb fs5 fc0 sc0 ls1 ws0">Franchising</div><div class="t m0 x10a h29 yb78 ffb fs5 fc0 sc0 ls1 ws0"> </div><div class="t m0 x136 h29 yb79 ffb fs5 fc0 sc0 ls1 ws0">Financial  </div><div class="t m0 x53 h29 yb7b ffb fs5 fc0 sc0 ls1 ws0">Services</div><div class="t m0 xf3 h29 yb78 ffb fs5 fc0 sc0 ls1 ws0"> </div><div class="t m0 xef h29 yb79 ffb fs5 fc0 sc0 ls1 ws0">Surveying &amp;  </div><div class="t m0 x110 h2b yb7b ff16 fs5 fc0 sc0 ls1 ws0">V<span class="_ _0"></span>aluation</div><div class="t m0 x108 h1d yb7c ffb fs11 fc7 sc0 ls7c ws76">AR<span class="_ _b5"> </span><span class="ffd ls1 ws0">Audit &amp; Risk<span class="_ _ba"> </span><span class="ffb">R<span class="_ _10"> </span></span>Remuner<span class="_ _2"></span>ation<span class="_ _bb"></span><span class="ffb">N<span class="_ _bc"> </span><span class="ffc">Nominations<span class="_ _bd"> </span></span>E<span class="_ _10"> </span><span class="ffc">Executive<span class="_ _be"> </span></span>S<span class="_ _10"> </span><span class="ffc">Sustainability Steering Committee<span class="_ _bf"></span>Inves<span class="_ _2"></span>tment<span class="_ _b8"></span><span class="ffb">I<span class="_ _c0"></span><span class="ffc">Disclosure<span class="_ _c1"></span><span class="ffb">D</span></span></span></span></span></span></div><div class="t m0 x18 h3e y2ca ffc fs1 fc6 sc0 ls66 ws61">Cor<span class="_ _1"></span>por<span class="_ _1"></span>ate Governance Statement</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   51<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   51<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
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rYnHjYEABQgAGRhcmL1Iw+uNQcAFCAAZGF2/zZDAEABAkAWdj+72a8BAVCAAJCF2ujIB6/vMQcAFCAAZGHLY+tffuFJcwBAAQJAFg4feu7pxx8yBwAUIAAMv9royNH3DviDQAAUIABkoT4+NnfkVb8JBEABAkAWaqMjn3548P3XnjcKABQgAGTh4N6t57487LNhAFCAAJCF+vjYu7O7fv78rY/eftH7QgFYoWpGAADVTU6s3rdzet/O6fn2X83rrRvzNxvnf7sdB46K29KbK9w3lrqSzq0x2En1dYTosUP08eAxyJK73BxLm0n0v5TouY5+TqafBUQs4ZrHwM/NCrOKaq+fGOiKRL/PqwrjiljqKzR6vUhiwCc5ChAAKFMfH6uvHSuKYmqDDwsFYMXwLlAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAYnjOEcAAARwSURBVAIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAALDS/Qu5CSQkny9JkgAAAABJRU5ErkJggg==" class="bi x0 yb7d w5 h93" alt="" /><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">52<span class="_ _13"> </span>53</div><div class="t m0 x19 he y1e ff10 fs6 fc4 sc0 ls11 wse">OVERVIEW</div><div class="t m0 x6 h13 yb7e ffd fs8 fc8 sc0 ls14 ws11">Governance fr<span class="_ _2"></span>amework e<span class="_ _2"></span>xplanatory not<span class="_ _2"></span>es:</div><div class="t m0 x6 h13 yb7f ffd fs8 fc8 sc0 ls14 ws11">1. <span class="_ _1"></span> <span class="_ _c2"> </span>The Disclosure Committ<span class="_ _2"></span>ee is f<span class="_ _2"></span>ormed of the Chair<span class="_ _6"></span>, the Senior </div><div class="t m0 x18 h13 yb80 ffd fs8 fc8 sc0 ls14 ws11">Independent Dir<span class="_ _2"></span>ector and the Ex<span class="_ _2"></span>ecutive Dir<span class="_ _2"></span>ector<span class="_ _2"></span>s. Ad hoc </div><div class="t m0 x18 h13 yb81 ffd fs8 fc8 sc0 ls14 ws11">meetings are <span class="_ _2"></span>held to consider disclosur<span class="_ _2"></span>es in accor<span class="_ _2"></span>dance with </div><div class="t m0 x18 h13 yb82 ffd fs8 fc8 sc0 ls14 ws11">UK Listing Rules, Disclosur<span class="_ _2"></span>e and T<span class="_ _6"></span>ransparency Rules and the <span class="_ _2"></span>UK </div><div class="t m0 x18 h13 yb83 ffd fs8 fc8 sc0 ls14 ws11">Mark<span class="_ _2"></span>et Abuse R<span class="_ _2"></span>egulation. Compliance is supplemen<span class="_ _2"></span>ted by a </div><div class="t m0 x18 h13 yb84 ffd fs8 fc8 sc0 ls14 ws11">Group-wide shar<span class="_ _2"></span>e dealing policy and dealing <span class="_ _2"></span>code. </div><div class="t m0 x6 h13 yb85 ffd fs8 fc8 sc0 ls14 ws11">2. <span class="_ _1"></span> <span class="_ _c2"> </span>The membership <span class="_ _2"></span>of the Ex<span class="_ _2"></span>ecutive Committee is sh<span class="_ _2"></span>own on pages </div><div class="t m0 x18 h13 yb86 ffd fs8 fc8 sc0 ls14 ws11">48 and 49.</div><div class="t m0 x6 h13 yb87 ffd fs8 fc8 sc0 ls14 ws11">3. <span class="_ _1"></span> <span class="_ _c2"> </span>Details of <span class="_ _2"></span>the other management c<span class="_ _2"></span>ommittees and managemen<span class="_ _2"></span>t </div><div class="t m0 x18 h13 yb88 ffd fs8 fc8 sc0 ls14 ws11">forums <span class="_ _2"></span>is in the Sust<span class="_ _2"></span>ainability Report <span class="_ _2"></span>(pages 32 to 37) <span class="_ _2"></span>and the </div><div class="t m0 x18 h13 yb89 ffd fs8 fc8 sc0 ls14 ws11">Risk Management section <span class="_ _2"></span>(page 2<span class="ls1 ws0">7</span>).</div><div class="t m2 x6 h13 yb8a ffd fs8 fc8 sc0 ls14 ws11">4. <span class="_ _1"></span> <span class="_ _c3"> </span>The Inv<span class="_ _2"></span>estment Committ<span class="_ _2"></span>ee provides <span class="_ _2"></span>governance and assur<span class="_ _2"></span>ance </div><div class="t m2 x18 h13 yb8b ffd fs8 fc8 sc0 ls14 ws11">over in<span class="_ _2"></span>vestmen<span class="_ _2"></span>t decisions, appro<span class="_ _2"></span>ving new inv<span class="_ _2"></span>estments and <span class="_ _2"></span></div><div class="t m2 x18 h13 yb8c ffd fs8 fc8 sc0 ls14 ws11">monitoring the out<span class="_ _2"></span>come of prior c<span class="_ _2"></span>apital e<span class="_ _2"></span>xpenditure. This includes </div><div class="t m2 x18 h13 yb8d ffd fs8 fc8 sc0 ls14 ws11">over<span class="_ _2"></span>sight of the Gr<span class="_ _2"></span>oup’<span class="_ _0"></span>s joint ventur<span class="_ _2"></span>e with P<span class="_ _2"></span>ollen Street <span class="_ _2"></span>Capital in </div><div class="t m2 x18 h13 yb8e ffd fs8 fc8 sc0 ls14 ws11">Pivotal <span class="_ _2"></span>Growth (see not<span class="_ _2"></span>e 20 to the <span class="_ _2"></span>Financial Stat<span class="_ _2"></span>ements). Pivot<span class="_ _2"></span>al </div><div class="t m2 x18 h13 yb8f ffd fs8 fc8 sc0 ls14 ws11">over<span class="_ _2"></span>sight is supplement<span class="_ _2"></span>ed by an LSL nomin<span class="_ _2"></span>ated e<span class="_ _2"></span>xecutiv<span class="_ _2"></span>e director </div><div class="t m2 x18 h13 yb90 ffd fs8 fc8 sc0 ls14 ws11">on the rele<span class="_ _2"></span>vant Piv<span class="_ _2"></span>otal entities <span class="_ _2"></span>boards. </div><div class="t m0 x6 h13 yb91 ffd fs8 fc8 sc0 ls14 ws11">5. <span class="_ _1"></span> <span class="_ _c2"> </span>The membership <span class="_ _2"></span>and opera<span class="_ _2"></span>tion of the other Boar<span class="_ _2"></span>d Committees </div><div class="t m0 x18 h13 yb92 ffd fs8 fc8 sc0 ls14 ws11">is explained in <span class="_ _2"></span>their individual reports.</div><div class="t m0 x6 h13 yb93 ffd fs8 fc8 sc0 ls14 ws11">6. <span class="_ _1"></span> <span class="_ _c2"> </span>Divisional Managing Direct<span class="_ _2"></span>ors r<span class="_ _2"></span>eport to the Gr<span class="_ _2"></span>oup CE<span class="_ _2"></span>O. </div><div class="t m0 x6 h13 yb94 ffd fs8 fc8 sc0 ls14 ws11">7. <span class="_ _1"></span> <span class="_ _c2"> </span>Governance arr<span class="_ _2"></span>angements ar<span class="_ _2"></span>e supported b<span class="_ _2"></span>y the work of Gr<span class="_ _2"></span>oup </div><div class="t m0 x18 h13 yb95 ffd fs8 fc8 sc0 ls14 ws11">Finance, Legal, <span class="_ _2"></span>the Group P<span class="_ _2"></span>eople T<span class="_ _6"></span>eam and the Grou<span class="_ _2"></span>p Company </div><div class="t m0 x18 h13 yb96 ffd fs8 fc8 sc0 ls14 ws11">Secret<span class="_ _2"></span>ary<span class="_ _0"></span>. </div><div class="t m0 x6 h13 yb97 ffd fs8 fc8 sc0 ls14 ws11">8. <span class="_ _1"></span> <span class="_ _c2"> </span>All Direct<span class="_ _2"></span>ors ha<span class="_ _2"></span>ve access to <span class="_ _2"></span>the Group Compan<span class="_ _2"></span>y Secr<span class="_ _2"></span>etary (who </div><div class="t m0 x18 h13 yb98 ffd fs8 fc8 sc0 ls14 ws11">ensures adher<span class="_ _2"></span>ence to gov<span class="_ _2"></span>ernance requir<span class="_ _2"></span>ements, manages </div><div class="t m0 x18 h13 yb99 ffd fs8 fc8 sc0 ls14 ws11">meeting arr<span class="_ _2"></span>angements and supports Dir<span class="_ _2"></span>ector<span class="_ _2"></span>s’ induction and </div><div class="t m0 x18 h13 yb9a ffd fs8 fc8 sc0 ls14 ws11">training) in <span class="_ _2"></span>fulfilling their duties. They c<span class="_ _2"></span>an also tak<span class="_ _2"></span>e independen<span class="_ _2"></span>t </div><div class="t m0 x18 h13 yb9b ffd fs8 fc8 sc0 ls14 ws11">prof<span class="_ _2"></span>essional advice a<span class="_ _2"></span>t the Company’<span class="_ _0"></span>s expense. </div><div class="t m0 x107 h2b yb9c ff16 fs5 fc0 sc0 ls1 ws0">Code section 1: <span class="ffb"> </span></div><div class="t m0 xdd h29 yb9d ffb fs5 fc0 sc0 ls1 ws0">Leadership and compan<span class="_ _2"></span>y purpose</div><div class="t m0 x6 h13 yb9e ffd fs8 fc8 sc0 ls14 ws11">The Board is <span class="_ _2"></span>led by the Chair<span class="_ _6"></span>, who drives s<span class="_ _2"></span>trat<span class="_ _2"></span>egic f<span class="_ _2"></span>ocus and robus<span class="_ _2"></span>t </div><div class="t m0 x6 h13 yb9f ffd fs8 fc8 sc0 ls14 ws11">debate, and <span class="_ _2"></span>has a mix of skills and e<span class="_ _2"></span>xperience to support <span class="_ _2"></span>leadership </div><div class="t m0 x6 h13 yba0 ffd fs8 fc8 sc0 ls14 ws11">and drive long-t<span class="_ _2"></span>erm sustainable <span class="_ _2"></span>success for <span class="_ _2"></span>our stak<span class="_ _0"></span>eholders.</div><div class="t m0 x6 h13 yba1 ffd fs8 fc8 sc0 ls14 ws11">Our purpose, mission, vision and v<span class="_ _2"></span>alues, as set out <span class="_ _2"></span>on pages 04 and </div><div class="t m0 x6 h13 yba2 ffd fs8 fc8 sc0 ls14 ws11">06, drive our cultur<span class="_ _2"></span>e and guide our s<span class="_ _2"></span>tra<span class="_ _2"></span>tegy and business model t<span class="_ _2"></span>o </div><div class="t m0 x6 h13 yba3 ffd fs8 fc8 sc0 ls14 ws11">deliver long-term <span class="_ _2"></span>value. Our sus<span class="_ _2"></span>tainability pr<span class="_ _2"></span>ogramme also aids <span class="_ _2"></span>the </div><div class="t m0 x6 h13 yba4 ffd fs8 fc8 sc0 ls14 ws11">achievement <span class="_ _2"></span>of our str<span class="_ _2"></span>ategy<span class="_ _6"></span>, minimising our envir<span class="_ _2"></span>onmental <span class="_ _2"></span>footprin<span class="_ _2"></span>t, </div><div class="t m0 x6 h13 yba5 ffd fs8 fc8 sc0 ls14 ws11">supporting our colleagues and <span class="_ _2"></span>communities, ensuring appr<span class="_ _2"></span>opriate </div><div class="t m0 x6 h13 yba6 ffd fs8 fc8 sc0 ls14 ws11">governance and <span class="_ _2"></span>building an inclusive cultur<span class="_ _2"></span>e. </div><div class="t m0 x6 h2a yba7 ff13 fs5 fc7 sc0 ls1 ws0">Culture</div><div class="t m0 x6 h13 yba8 ffd fs8 fc8 sc0 ls14 ws11">Culture is k<span class="_ _0"></span>ey to our success and our cultur<span class="_ _2"></span>al values <span class="_ _2"></span>(set out on page </div><div class="t m0 x6 h13 yba9 ffd fs8 fc8 sc0 ls14 ws11">06) are embedded <span class="_ _2"></span>across the Gr<span class="_ _2"></span>oup, with each Division <span class="_ _2"></span>responsible </div><div class="t m0 x6 h13 ybaa ffd fs8 fc8 sc0 ls14 ws11">for <span class="_ _2"></span>developing and implemen<span class="_ _2"></span>ting plans to oper<span class="_ _2"></span>ate in <span class="_ _2"></span>alignment with </div><div class="t m0 x6 h13 ybab ffd fs8 fc8 sc0 ls14 ws11">the Group <span class="_ _2"></span>stra<span class="_ _2"></span>tegy and cultur<span class="_ _2"></span>e.</div><div class="t m0 x6 h13 ybac ffd fs8 fc8 sc0 ls14 ws11">The Board is <span class="_ _2"></span>responsible f<span class="_ _2"></span>or promoting <span class="_ _2"></span>the desired cultur<span class="_ _2"></span>e and </div><div class="t m0 x6 h13 ybad ffd fs8 fc8 sc0 ls14 ws11">consider<span class="_ _2"></span>able work has been done <span class="_ _2"></span>to re<span class="_ _2"></span>fresh and r<span class="_ _2"></span>einf<span class="_ _2"></span>orce our v<span class="_ _2"></span>alues </div><div class="t m0 x6 h13 ybae ffd fs8 fc8 sc0 ls14 ws11">and culture acr<span class="_ _2"></span>oss the business f<span class="_ _2"></span>ollowing the appoin<span class="_ _2"></span>tment of Adam </div><div class="t m0 x6 h13 ybaf ffd fs8 fc8 sc0 ls14 ws11">Castleton <span class="_ _2"></span>as our Group <span class="_ _2"></span>CEO. The <span class="_ _2"></span>Board has deleg<span class="_ _2"></span>ated <span class="_ _2"></span>responsibility </div><div class="t m0 x6 h13 ybb0 ffd fs8 fc8 sc0 ls14 ws11">to the Nomina<span class="_ _2"></span>tions Committee to <span class="_ _2"></span>consider how well <span class="_ _2"></span>the culture is </div><div class="t m0 x6 h13 ybb1 ffd fs8 fc8 sc0 ls14 ws11">embedded, which it does by <span class="_ _2"></span>considering the f<span class="_ _2"></span>ollowing:</div><div class="t m0 x6 h13 ybb2 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Results of <span class="_ _2"></span>the annual colleague survey <span class="_ _2"></span>and pulse surveys.</span></div><div class="t m0 x3f h13 yb7e ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Reports fr<span class="_ _2"></span>om the Gr<span class="_ _2"></span>oup CPO on colleague <span class="_ _2"></span>engagemen<span class="_ _2"></span>t and </span></div><div class="t m0 xc7 h13 ybb3 ffd fs8 fc8 sc0 ls14 ws11">communica<span class="_ _2"></span>tion.</div><div class="t m0 x3f h13 ybb4 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Annual deep dive on <span class="_ _2"></span>the people str<span class="_ _2"></span>ategy<span class="_ _6"></span>, including the </span></div><div class="t m0 xc7 h13 ybb5 ffd fs8 fc8 sc0 ls14 ws11">present<span class="_ _2"></span>ation of cultur<span class="_ _2"></span>al indica<span class="_ _2"></span>tor metrics (including c<span class="_ _2"></span>olleague </div><div class="t m0 xc7 h13 ybb6 ffd fs8 fc8 sc0 ls14 ws11">attrition, t<span class="_ _2"></span>alent, succession and dev<span class="_ _2"></span>elopment).</div><div class="t m0 x3f h13 ybb7 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Reporting on <span class="_ _2"></span>diversity<span class="_ _6"></span>, equality and inclusion activity<span class="_ _0"></span>.</span></div><div class="t m0 x3f h13 ybb8 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Over<span class="_ _2"></span>sight of leader<span class="_ _2"></span>ship capability and succession p<span class="_ _2"></span>lanning.</span></div><div class="t m0 x3f h13 ybb9 ffd fs8 fc8 sc0 ls14 ws11">Other cultural <span class="_ _2"></span>indicator<span class="_ _2"></span>s include:</div><div class="t m0 x3f h13 ybba ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Reports t<span class="_ _2"></span>o the Board on <span class="_ _2"></span>whistleblowing activity<span class="_ _6"></span>.</span></div><div class="t m0 x3f h13 ybbb ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Updates t<span class="_ _2"></span>o the Nominations Committ<span class="_ _2"></span>ee from the <span class="_ _2"></span>designated Non-</span></div><div class="t m0 xc7 h13 ybbc ffd fs8 fc8 sc0 ls14 ws11">Executiv<span class="_ _2"></span>e Direct<span class="_ _2"></span>or for w<span class="_ _2"></span>orkfor<span class="_ _2"></span>ce engag<span class="_ _2"></span>ement.</div><div class="t m0 x3f h13 ybbd ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Audit &amp; Risk Committee <span class="_ _2"></span>monitoring of compliance <span class="_ _2"></span>with Group </span></div><div class="t m0 xc7 h13 ybbe ffd fs8 fc8 sc0 ls14 ws11">policies in rela<span class="_ _2"></span>tion to fr<span class="_ _2"></span>aud, conduct, an<span class="_ _2"></span>ti-bribery and other </div><div class="t m0 xc7 h13 ybbf ffd fs8 fc8 sc0 ls14 ws11">matter<span class="_ _2"></span>s evidencing good cultu<span class="_ _2"></span>ral pr<span class="_ _2"></span>actices.</div><div class="t m0 x3f h2a ybc0 ff13 fs5 fc7 sc0 ls1 ws0">Stak<span class="_ _2"></span>eholder eng<span class="_ _2"></span>agement</div><div class="t m0 x3f h13 ybc1 ffd fs8 fc8 sc0 ls14 ws11">The Board c<span class="_ _2"></span>onsiders the in<span class="_ _2"></span>teres<span class="_ _2"></span>ts of its s<span class="_ _2"></span>tak<span class="_ _2"></span>eholders <span class="_ _2"></span>when making </div><div class="t m0 x3f h13 ybc2 ffd fs8 fc8 sc0 ls14 ws11">decisions. W<span class="_ _2"></span>orkf<span class="_ _2"></span>orce eng<span class="_ _2"></span>agement pr<span class="_ _2"></span>ocesses ar<span class="_ _2"></span>e in line with the </div><div class="t m0 x3f h13 ybc3 ffd fs8 fc8 sc0 ls14 ws11">Code via our designat<span class="_ _2"></span>ed Non-Ex<span class="_ _2"></span>ecutive Direct<span class="_ _2"></span>or for <span class="_ _2"></span>workf<span class="_ _2"></span>orce </div><div class="t m0 x3f h13 ybc4 ffd fs8 fc8 sc0 ls14 ws11">engagemen<span class="_ _2"></span>t. Our workf<span class="_ _2"></span>orce policies <span class="_ _2"></span>and practices ar<span class="_ _2"></span>e consis<span class="_ _2"></span>tent </div><div class="t m0 x3f h13 ybc5 ffd fs8 fc8 sc0 ls14 ws11">with our values <span class="_ _2"></span>and support our long-term sus<span class="_ _2"></span>tainable success.</div><div class="t m0 x3f h13 ybc6 ffd fs8 fc8 sc0 ls14 ws11">How the int<span class="_ _2"></span>erests <span class="_ _2"></span>of stak<span class="_ _0"></span>eholders and the channels of eng<span class="_ _2"></span>agement </div><div class="t m0 x3f h13 ybc7 ffd fs8 fc8 sc0 ls14 ws11">with them are <span class="_ _2"></span>described in the Section 172 St<span class="_ _2"></span>atemen<span class="_ _2"></span>t and </div><div class="t m0 x3f h13 ybc8 ffd fs8 fc8 sc0 ls14 ws11">Stak<span class="_ _2"></span>eholder Eng<span class="_ _2"></span>agement section on<span class="_ _2"></span> pages 20 to <span class="_ _2"></span>26 and the </div><div class="t m0 x3f h13 ybc9 ffd fs8 fc8 sc0 ls14 ws11">Sustainability <span class="_ _2"></span>Report on pag<span class="_ _2"></span>es 32 to 37, which <span class="_ _2"></span>are incorpor<span class="_ _2"></span>at<span class="_ _2"></span>ed in </div><div class="t m0 x3f h13 ybca ffd fs8 fc8 sc0 ls14 ws11">this Corpora<span class="_ _2"></span>te Governance <span class="_ _2"></span>Report by <span class="_ _2"></span>ref<span class="_ _2"></span>erence.</div><div class="t m0 x3f h13 ybcb ffd fs8 fc8 sc0 ls14 ws11">A significant <span class="_ _2"></span>area of Shar<span class="_ _2"></span>eholder consulta<span class="_ _2"></span>tion in 2025 w<span class="_ _2"></span>as in relation </div><div class="t m0 x3f h13 ybcc ffd fs8 fc8 sc0 ls14 ws11">to our R<span class="_ _2"></span>emunera<span class="_ _2"></span>tion Policy <span class="_ _2"></span>and new long-term incen<span class="_ _2"></span>tive plan (as </div><div class="t m0 x3f h13 ybcd ffd fs8 fc8 sc0 ls14 ws11">described in the Dir<span class="_ _2"></span>ectors’ R<span class="_ _2"></span>emuner<span class="_ _2"></span>ation R<span class="_ _2"></span>eport on page 67).</div><div class="t m0 x3f h2a ybce ff13 fs5 fc7 sc0 ls1 ws0">Colleague diver<span class="_ _2"></span>sity </div><div class="t m0 x3f h13 ybcf ffd fs8 fc8 sc0 ls14 ws11">W<span class="_ _2"></span>e report on <span class="_ _2"></span>our colleague diver<span class="_ _2"></span>sity in the Nomina<span class="_ _2"></span>tions Committee </div><div class="t m0 x3f h13 ybd0 ffd fs8 fc8 sc0 ls14 ws11">Report on <span class="_ _2"></span>pages 57 to 59 <span class="_ _2"></span>and Sustainability <span class="_ _2"></span>Report on pag<span class="_ _2"></span>e<span class="ffc ls1 ws0">s</span> 3<span class="ls1 ws0">4 <span class="ffc"> </span></span></div><div class="t m0 x3f h13 ybd1 ffd fs8 fc8 sc0 ls14 ws11">and 35<span class="ls1 ws0">.</span></div><div class="t m0 x3f h13 ybd2 ffd fs8 fc8 sc0 ls14 ws11">W<span class="_ _2"></span>e published our gender <span class="_ _2"></span>pay r<span class="_ _2"></span>eports for <span class="_ _2"></span>all Group c<span class="_ _2"></span>ompanies with </div><div class="t m0 x3f h13 ybd3 ffd fs8 fc8 sc0 ls14 ws11">more than 250 <span class="_ _2"></span>employees in April 2025 <span class="_ _2"></span>(available <span class="_ _2"></span>at gender<span class="_ _2"></span>-pa<span class="_ _2"></span>y-g<span class="_ _2"></span>ap.</div><div class="t m0 x3f h13 ybd4 ffd fs8 fc8 sc0 ls14 ws11">service.gov<span class="_ _0"></span>.uk) and will con<span class="_ _2"></span>tinue to r<span class="_ _2"></span>eport each year<span class="_ _6"></span>.</div><div class="t m0 x97 h2b ybd5 ff16 fs5 fc0 sc0 ls1 ws0">Code section 2: <span class="ffb"> </span></div><div class="t m0 x137 h2b ybd6 ff16 fs5 fc0 sc0 ls1 ws0">Division of responsibilities</div><div class="t m0 x3f h2a ybd7 ff13 fs5 fc7 sc0 ls1 ws0">The Board</div><div class="t m0 x3f h13 ybd8 ffd fs8 fc8 sc0 ls14 ws11">The Board is <span class="_ _2"></span>responsible f<span class="_ _2"></span>or setting the Gr<span class="_ _2"></span>oup’<span class="_ _0"></span>s purpose, its long-</div><div class="t m0 x3f h13 ybd9 ffd fs8 fc8 sc0 ls14 ws11">term str<span class="_ _2"></span>at<span class="_ _2"></span>egy<span class="_ _0"></span>, and monitoring financial and oper<span class="_ _2"></span>ational perf<span class="_ _2"></span>ormance. </div><div class="t m0 x3f h13 ybda ffd fs8 fc8 sc0 ls14 ws11">It also determines <span class="_ _2"></span>the Group’<span class="_ _0"></span>s risk appetite <span class="_ _2"></span>and ensures tha<span class="_ _2"></span>t an </div><div class="t m0 x3f h13 ybdb ffd fs8 fc8 sc0 ls14 ws11">eff<span class="_ _2"></span>ective risk and in<span class="_ _2"></span>ternal con<span class="_ _2"></span>trol fr<span class="_ _2"></span>amework is <span class="_ _2"></span>in place. </div><div class="t m0 x3f h13 ybdc ffd fs8 fc8 sc0 ls14 ws11">The Board’<span class="_ _6"></span>s regular agenda includes str<span class="_ _2"></span>at<span class="_ _2"></span>egic updates, discussion <span class="_ _2"></span>of </div><div class="t m0 x3f h13 ybdd ffd fs8 fc8 sc0 ls14 ws11">k<span class="_ _2"></span>ey projects <span class="_ _2"></span>and change initiativ<span class="_ _2"></span>es, review<span class="_ _2"></span>s of financial perf<span class="_ _2"></span>ormance, </div><div class="t m0 x3f h13 ybde ffd fs8 fc8 sc0 ls14 ws11">risk and int<span class="_ _2"></span>ernal contr<span class="_ _2"></span>ols reporting, in<span class="_ _2"></span>vest<span class="_ _2"></span>or relations <span class="_ _2"></span>and </div><div class="t m0 x3f h13 ybdf ffd fs8 fc8 sc0 ls14 ws11">engagemen<span class="_ _2"></span>t updates, <span class="_ _2"></span>discussion of governance, <span class="_ _2"></span>legal and r<span class="_ _2"></span>egulatory </div><div class="t m0 x3f h13 ybe0 ffd fs8 fc8 sc0 ls14 ws11">matter<span class="_ _2"></span>s and sust<span class="_ _2"></span>ainability consider<span class="_ _2"></span>ations. A schedule <span class="_ _2"></span>of matter<span class="_ _2"></span>s </div><div class="t m0 x3f h13 ybe1 ffd fs8 fc8 sc0 ls14 ws11">reserved f<span class="_ _2"></span>or its att<span class="_ _2"></span>ention is in place, <span class="_ _2"></span>which includes str<span class="_ _2"></span>ategic issues, </div><div class="t m0 x3f h13 ybe2 ffd fs8 fc8 sc0 ls14 ws11">financial matter<span class="_ _2"></span>s (including r<span class="_ _2"></span>eporting and contr<span class="_ _2"></span>ols), communic<span class="_ _2"></span>ation </div><div class="t m0 x3f h13 ybe3 ffd fs8 fc8 sc0 ls14 ws11">with Shareholder<span class="_ _2"></span>s, st<span class="_ _2"></span>ak<span class="_ _2"></span>eholder engag<span class="_ _2"></span>ement, structur<span class="_ _2"></span>e and capit<span class="_ _2"></span>al </div><div class="t m0 x3f h13 ybe4 ffd fs8 fc8 sc0 ls14 ws11">matter<span class="_ _2"></span>s, sust<span class="_ _2"></span>ainability<span class="_ _0"></span>, Board and Committ<span class="_ _2"></span>ee appointments, <span class="_ _2"></span>treasury<span class="_ _0"></span>, </div><div class="t m0 x3f h13 ybe5 ffd fs8 fc8 sc0 ls14 ws11">legal and <span class="_ _2"></span>colleague policies and pr<span class="_ _2"></span>otocols. </div><div class="t m0 x6 h45 y21 ffd fs4 fc6 sc0 ls1 ws0">Co<span class="_ _2"></span>rp<span class="_ _2"></span>o<span class="_ _2"></span>ra<span class="_ _2"></span>t<span class="_ _6"></span>e Go<span class="_ _0"></span>ve<span class="_ _0"></span>rn<span class="_ _0"></span>a<span class="_ _2"></span>n<span class="_ _2"></span>c<span class="_ _2"></span>e R<span class="_ _0"></span>e<span class="_ _2"></span>po<span class="_ _2"></span>r<span class="_ _1"></span>t <span class="ffc fs18 ls64 ws5f">contin<span class="_ _2"></span>ued</span></div><div class="t m0 x6 h3e y4b0 ffc fs1 fc6 sc0 ls1 ws0">Corpor<span class="_ _1"></span>at<span class="_ _2"></span>e Govern<span class="_ _2"></span>ance Sta<span class="_ _2"></span>temen<span class="_ _2"></span>t <span class="fs6 ls6c ws67">contin<span class="_ _2"></span>ued</span></div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   52<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   52<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
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" class="bi x0 ybe6 w5 h94" alt="" /><div class="t m0 xf he y1f ff11 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">52<span class="_ _13"> </span>53</div><div class="t m0 xe he y1e ff2b fs6 fc4 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span>FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span><span class="fc0">CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="fc4 ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="ls11 wse">OVERVIEW</span></span></span></div><div class="t m0 x18 h10 y21 ffc fs4 fc6 sc0 ls1 ws0"> </div><div class="t m0 x18 h13 ybe7 ffd fs8 fc8 sc0 ls14 ws11">The Board holds <span class="_ _2"></span>an annual str<span class="_ _2"></span>ategy mee<span class="_ _2"></span>ting to consider <span class="_ _2"></span>longer<span class="_ _2"></span>-term </div><div class="t m0 x18 h13 ybe8 ffd fs8 fc8 sc0 ls14 ws11">priorities in more <span class="_ _2"></span>detail. Outside of <span class="_ _2"></span>formal meetings, <span class="_ _2"></span>the Execu<span class="_ _2"></span>tives </div><div class="t m0 x18 h13 ybe9 ffd fs8 fc8 sc0 ls14 ws11">maintain <span class="_ _2"></span>a dialogue with the Non-Ex<span class="_ _2"></span>ecutive Dir<span class="_ _2"></span>ectors <span class="_ _2"></span>on Group </div><div class="t m0 x18 h13 ybea ffd fs8 fc8 sc0 ls14 ws11">performance <span class="_ _2"></span>or matter<span class="_ _2"></span>s requiring their <span class="_ _2"></span>attention.</div><div class="t m0 x87 h13 ybeb ffd fs8 fc8 sc0 ls14 ws11">There is clear <span class="_ _2"></span>division of responsibilities be<span class="_ _2"></span>tween the k<span class="_ _2"></span>ey Boar<span class="_ _2"></span>d </div><div class="t m0 x87 h13 ybec ffd fs8 fc8 sc0 ls14 ws11">roles, de<span class="_ _2"></span>tails of which ar<span class="_ _2"></span>e set out on our <span class="_ _2"></span>website lslp<span class="_ _2"></span>s.co.uk, and ar<span class="_ _2"></span>e </div><div class="t m0 x87 h13 ybed ffd fs8 fc8 sc0 ls14 ws11">summarised below:</div><div class="t m0 x1c h25 ybee ffb fs1 fc0 sc0 ls1 ws0">Chair</div><div class="t m0 x1c h2e ybef ffb fs8 fc0 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ff16">Board leadership, <span class="_ _2"></span>settings its agenda, <span class="_ _2"></span>overseeing the </span></div><div class="t m0 x62 h11 ybf0 ffb fs8 fc0 sc0 ls14 ws0">decision making process.</div><div class="t m0 x1c h2e ybf1 ffb fs8 fc0 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ff16">Setting the style <span class="_ _2"></span>and tone of discussions, pr<span class="_ _2"></span>omoting open, </span></div><div class="t m0 x62 h2e ybf2 ff16 fs8 fc0 sc0 ls14 ws11">constructive <span class="_ _2"></span>debate. </div><div class="t m0 x1c h2e ybf3 ffb fs8 fc0 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ff16">Leading Non-Executiv<span class="_ _2"></span>e Director <span class="_ _2"></span>only meetings.</span></div><div class="t m0 x1c h11 ybf4 ffb fs8 fc0 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ws0">Overseeing s<span class="_ _2"></span>tak<span class="_ _2"></span>eholder engagemen<span class="_ _2"></span>t arrangemen<span class="_ _2"></span>ts.</span></div><div class="t m0 x1c h2e ybf5 ffb fs8 fc0 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ff16">Supporting the Group CE<span class="_ _2"></span>O and other Dir<span class="_ _2"></span>ectors, ensuring </span></div><div class="t m0 x62 h2e ybf6 ff16 fs8 fc0 sc0 ls14 ws11">appropriat<span class="_ _2"></span>e induction and tr<span class="_ _2"></span>aining.</div><div class="t m0 x1c h2e ybf7 ffb fs8 fc0 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ff16">Leading the annual Board <span class="_ _2"></span>and Committee perf<span class="_ _2"></span>ormance </span></div><div class="t m0 x62 h11 ybf8 ffb fs8 fc0 sc0 ls4c ws4b">review<span class="_ _2"></span>.</div><div class="t m0 x1c h25 ybf9 ffb fs1 fc0 sc0 ls1 ws0">Senior Independent Direct<span class="_ _2"></span>or</div><div class="t m0 x1c h11 ybfa ffb fs8 fc0 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ff13">Acting as a sounding boar<span class="_ _2"></span>d for the <span class="_ _2"></span>Chair<span class="_ _6"></span>.</span></div><div class="t m0 x1c h11 ybfb ffb fs8 fc0 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ff13">Leading the perf<span class="_ _2"></span>ormance review of <span class="_ _2"></span>the Chair<span class="_ _6"></span>.</span></div><div class="t m0 x1c h11 ybfc ffb fs8 fc0 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ff13">Providing an <span class="_ _2"></span>alternative c<span class="_ _2"></span>ontact poin<span class="_ _2"></span>t for <span class="_ _2"></span>Director<span class="_ _2"></span>s and </span></div><div class="t m0 x62 h2c ybfd ff13 fs8 fc0 sc0 ls14 ws11">stak<span class="_ _0"></span>eholders, including Shareholder<span class="_ _2"></span>s.</div><div class="t m0 xa2 h25 ybfe ffb fs1 fc0 sc0 ls1 ws0">Group CE<span class="_ _2"></span>O</div><div class="t m0 xa2 h11 ybff ffb fs8 fc0 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ff13">Running the business within the deleg<span class="_ _2"></span>ated <span class="_ _2"></span>powers <span class="_ _2"></span>set by </span></div><div class="t m0 xe8 h2c yc00 ff13 fs8 fc0 sc0 ls14 ws11">the Board.</div><div class="t m0 xa2 h11 yc01 ffb fs8 fc0 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ff13">Proposing and deliv<span class="_ _2"></span>ering Group s<span class="_ _2"></span>tra<span class="_ _2"></span>tegy<span class="_ _0"></span>.</span></div><div class="t m0 xa2 h11 yc02 ffb fs8 fc0 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ff13">Overseeing <span class="_ _2"></span>Group cultur<span class="_ _2"></span>e and sustainability <span class="_ _2"></span>priorities.</span></div><div class="t m0 xa2 h11 yc03 ffb fs8 fc0 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ff13">Ensuring high quality Board <span class="_ _2"></span>informa<span class="_ _2"></span>tion to support </span></div><div class="t m0 xe8 h2c yc04 ff13 fs8 fc0 sc0 ls14 ws11">decision making.</div><div class="t m0 xa2 h11 yc05 ffb fs8 fc0 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ff13">Engaging with in<span class="_ _2"></span>ves<span class="_ _2"></span>tors. </span></div><div class="t m0 xa2 h2d ybee ff16 fs1 fc0 sc0 ls1 ws0">Non-Ex<span class="_ _2"></span>ecutive Direct<span class="_ _2"></span>ors</div><div class="t m0 xa2 h11 ybef ffb fs8 fc0 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ff13">Providing o<span class="_ _2"></span>versigh<span class="_ _2"></span>t, guidance and constructiv<span class="_ _2"></span>e challenge t<span class="_ _2"></span>o </span></div><div class="t m0 xe8 h2c ybf0 ff13 fs8 fc0 sc0 ls14 ws11">management.</div><div class="t m0 xa2 h11 ybf1 ffb fs8 fc0 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ff13">Contributing to the <span class="_ _2"></span>development of <span class="_ _2"></span>Group str<span class="_ _2"></span>at<span class="_ _2"></span>egy<span class="_ _0"></span>.</span></div><div class="t m0 xa2 h11 yc06 ffb fs8 fc0 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ff13">Assessing performance <span class="_ _2"></span>of the Ex<span class="_ _2"></span>ecutive Direct<span class="_ _2"></span>ors.</span></div><div class="t m0 xa2 h11 yc07 ffb fs8 fc0 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ff13">Participa<span class="_ _2"></span>ting in Ex<span class="_ _2"></span>ecutive Direct<span class="_ _2"></span>or recruitment <span class="_ _2"></span>and </span></div><div class="t m0 xe8 h2c yc08 ff13 fs8 fc0 sc0 ls14 ws11">succession planning.</div><div class="t m0 x1f h2b yc09 ff16 fs5 fc0 sc0 ls1 ws0">Code section 3: <span class="ffb"> </span></div><div class="t m0 xaf h2b yc0a ff16 fs5 fc0 sc0 ls1 ws0">Composition, succession and evalua<span class="_ _2"></span>tion</div><div class="t m0 x87 h2a yc09 ff13 fs5 fc7 sc0 ls1 ws0">Board composition and a<span class="_ _2"></span>ttendance at meetings</div><div class="t m0 x87 h13 yc0b ffd fs8 fc8 sc0 ls14 ws11">The Direct<span class="_ _2"></span>ors who held office <span class="_ _2"></span>during the financial year<span class="_ _6"></span>, and their </div><div class="t m0 x87 h13 yc0c ffd fs8 fc8 sc0 ls14 ws11">attendance a<span class="_ _2"></span>t scheduled meetings, is sho<span class="_ _2"></span>wn below<span class="_ _0"></span>.</div><div class="t m0 x41 h2e yc0d ffb fs8 fc0 sc0 ls14 ws11">Name<span class="_ _c4"> </span><span class="ff16">Board position </span></div><div class="t m0 x138 h11 yc0e ffb fs8 fc0 sc0 ls14 ws11">Board <span class="ls1 ws0"> <span class="_ _c5"> </span><span class="ls14">Audit &amp; Risk </span></span></div><div class="t m0 x7e h2e yc0d ff16 fs8 fc0 sc0 ls14 ws11">Committee</div><div class="t m0 x110 h2e yc0e ff16 fs8 fc0 sc0 ls14 ws11">Nominations </div><div class="t m0 x10f h2e yc0d ff16 fs8 fc0 sc0 ls14 ws11">Committee</div><div class="t m0 x139 h2e yc0e ff16 fs8 fc0 sc0 ls14 ws11">Remuner<span class="_ _2"></span>ation </div><div class="t m0 xbf h2e yc0d ff16 fs8 fc0 sc0 ls14 ws11">Committee</div><div class="t m0 x41 h2e yc0f ff16 fs8 fc8 sc0 ls14 ws11">Number of scheduled meetings<span class="_ _c6"> </span><span class="ffb fc3 ls1 ws0">8<span class="_ _c7"> </span>7<span class="_ _c7"> </span>3<span class="_ _c7"> </span>4</span></div><div class="t m0 x41 h13 yc10 ffb fs8 fc0 sc0 ls14 ws0">Adrian Collins<span class="_ _71"> </span><span class="ffd fc8 ws11">Board and <span class="_ _2"></span>Nominations Committee Chair <span class="_ _41"> </span><span class="fc3 ls1 ws0">8<span class="_ _c7"> </span>–<span class="_ _c7"> </span>3<span class="_ _c7"> </span>3</span></span></div><div class="t m0 x41 h13 yc11 ffb fs8 fc0 sc0 ls14 ws0">Gaby Appleton<span class="_ _87"> </span><span class="ffd fc8 ws11">Independent Non-Executiv<span class="_ _2"></span>e Director<span class="_ _c8"> </span><span class="fc3 ls1 ws0">8<span class="_ _c7"> </span>7<span class="_ _c7"> </span>3<span class="_ _c7"> </span>4</span></span></div><div class="t m0 x41 h13 yc12 ffb fs8 fc0 sc0 ls14 ws0">Darrell E<span class="_ _2"></span>vans<span class="_ _c9"> </span><span class="ffd fc8 ws11">Independent Non-Ex<span class="_ _2"></span>ecutive Dir<span class="_ _2"></span>ector</span></div><div class="t m0 x1e h13 yc13 ffd fs8 fc8 sc0 ls14 ws11">Chair of the R<span class="_ _2"></span>emunerati<span class="_ _2"></span>on Committee</div><div class="t m0 x1e h13 yc14 ffd fs8 fc8 sc0 ls14 ws11">Designated Non-Ex<span class="_ _2"></span>ecutive <span class="_ _2"></span>Director f<span class="_ _2"></span>or workf<span class="_ _2"></span>or<span class="_ _2"></span>ce </div><div class="t m0 x1e h14 yc15 ffc fs8 fc8 sc0 ls14 ws11">engagemen<span class="_ _2"></span>t</div><div class="t m0 x1e h13 yc16 ffd fs8 fc8 sc0 ls14 ws11">Chair of the Surveying &amp; <span class="_ _2"></span>V<span class="_ _2"></span>aluation <span class="_ _2"></span>Division until 28 </div><div class="t m0 x1e h13 yc17 ffd fs8 fc8 sc0 ls14 ws11">February 2026</div><div class="t m0 x17 h13 yc18 ffd fs8 fc3 sc0 ls1 ws0">8<span class="_ _c7"> </span>7<span class="_ _c7"> </span>3<span class="_ _c7"> </span>4</div><div class="t m0 x41 h13 yc19 ffb fs8 fc0 sc0 ls14 ws0">James Mack<span class="_ _35"> </span><span class="ffd fc8 ws11">Independent Non-Ex<span class="_ _2"></span>ecutive Dir<span class="_ _2"></span>ector</span></div><div class="t m0 x1e h13 yc1a ffd fs8 fc8 sc0 ls14 ws11">Chair of the Audit &amp; Risk <span class="_ _2"></span>Committee</div><div class="t m0 x1e h14 yc1b ffc fs8 fc8 sc0 ls14 ws0">Senior Independent Direct<span class="_ _2"></span>or</div><div class="t m0 x17 h13 yc19 ffd fs8 fc3 sc0 ls1 ws0">8<span class="_ _c7"> </span>7<span class="_ _c7"> </span>3<span class="_ _c7"> </span>–</div><div class="t m0 x41 h13 yc1c ffb fs8 fc0 sc0 ls14 ws0">Sony<span class="_ _2"></span>a Ghobrial<span class="_ _ca"> </span><span class="ffd fc8 ws11">Independent Non-Ex<span class="_ _2"></span>ecutive Dir<span class="_ _2"></span>ector<span class="_ _c8"> </span><span class="fc3 ls1 ws0">8<span class="_ _c7"> </span>7<span class="_ _c7"> </span>–<span class="_ _c7"> </span>4</span></span></div><div class="t m0 x41 h13 yc1d ffb fs8 fc0 sc0 ls14 ws0">Michael Stoop<span class="_ _40"> </span><span class="ffd fc8 ws11">Independent Non-Ex<span class="_ _2"></span>ecutive Direct<span class="_ _2"></span>or </span></div><div class="t m0 x1e h13 yc1e ffd fs8 fc8 sc0 ls14 ws11">Chair of the Est<span class="_ _2"></span>ate <span class="_ _2"></span>Agency Franchising <span class="_ _2"></span>Division until </div><div class="t m0 x1e h13 yc1f ffd fs8 fc8 sc0 ls14 ws11">20 March 2026</div><div class="t m0 x17 h13 yc1d ffd fs8 fc3 sc0 ls1 ws0">8<span class="_ _c7"> </span>–<span class="_ _c7"> </span>–<span class="_ _c7"> </span>–</div><div class="t m0 x41 h13 yc20 ffb fs8 fc0 sc0 ls14 ws0">David Ste<span class="_ _2"></span>wart<span class="_ _cb"> </span><span class="ffd fc8 ws11">Group Chie<span class="_ _2"></span>f Execu<span class="_ _2"></span>tive Officer until 30 <span class="_ _2"></span>April 2025<span class="_ _c4"> </span><span class="fc3 ls1 ws0">2<span class="_ _c7"> </span>–<span class="_ _c7"> </span>–<span class="_ _cc"> </span>–</span></span></div><div class="t m0 x41 h13 yc21 ffb fs8 fc0 sc0 ls14 ws0">Adam Castleton<span class="_ _ab"> </span><span class="ffd fc8 ws11">Group <span class="_ _2"></span>Chief Financial Officer un<span class="_ _2"></span>til 30 April 2025</span></div><div class="t m0 x1e h13 yc22 ffd fs8 fc8 sc0 ls14 ws11">Group Chie<span class="_ _2"></span>f Execu<span class="_ _2"></span>tive Officer fr<span class="_ _2"></span>om 1 May <span class="_ _2"></span>2025</div><div class="t m0 x17 h13 yc21 ffd fs8 fc3 sc0 ls1 ws0">8<span class="_ _c7"> </span>–<span class="_ _c7"> </span>–<span class="_ _c7"> </span>–</div><div class="t m0 x18 h4a yc23 ffc fs11 fc8 sc0 ls1 ws0"> </div><div class="t m0 x18 h1d yc24 ffd fs11 fc8 sc0 ls2b ws29">Not<span class="_ _1"></span>es:</div><div class="t m0 x18 h1d yc25 ffd fs11 fc8 sc0 ls2b ws29">1 <span class="_ _15"> </span> <span class="_ _1c"></span>In ad<span class="_ _1"></span>diti<span class="_ _1"></span>on to the s<span class="_ _1"></span>che<span class="_ _1"></span>dule<span class="_ _1"></span>d meeti<span class="_ _1"></span>ngs n<span class="_ _1"></span>oted ab<span class="_ _1"></span>ove, th<span class="_ _1"></span>e Boar<span class="_ _1"></span>d or co<span class="_ _1"></span>mmitt<span class="_ _1"></span>ees fo<span class="_ _1"></span>rme<span class="_ _1"></span>d by a quor<span class="_ _1"></span>um of th<span class="_ _1"></span>e Dire<span class="_ _1"></span>ct<span class="_ _1"></span>ors a<span class="_ _1"></span>lso me<span class="_ _1"></span>t on an ad ho<span class="_ _1"></span>c basi<span class="_ _1"></span>s throu<span class="_ _1"></span>gho<span class="_ _1"></span>ut the ye<span class="_ _1"></span>ar to </div><div class="t m0 x39 h1d yc26 ffd fs11 fc8 sc0 ls2b ws29">co<span class="_ _1"></span>nside<span class="_ _1"></span>r matter<span class="_ _1"></span>s suc<span class="_ _1"></span>h as the gr<span class="_ _1"></span>ant of LTIP aw<span class="_ _1"></span>ards an<span class="_ _1"></span>d SAYE op<span class="_ _1"></span>tions<span class="_ _1"></span>, tra<span class="_ _1"></span>ding up<span class="_ _1"></span>date<span class="_ _1"></span>s, final a<span class="_ _1"></span>nd inter<span class="_ _1"></span>im re<span class="_ _1"></span>sult<span class="_ _1"></span>s and di<span class="_ _1"></span>vid<span class="_ _1"></span>end an<span class="_ _1"></span>d other r<span class="_ _1"></span>outi<span class="_ _1"></span>ne item<span class="_ _1"></span>s</div><div class="t m0 x18 h1d yc27 ffd fs11 fc8 sc0 ls2b ws29">2 <span class="_ _15"> </span>Th<span class="_ _1"></span>e Dire<span class="_ _1"></span>ct<span class="_ _1"></span>ors m<span class="_ _1"></span>eet in p<span class="_ _1"></span>ers<span class="_ _1"></span>on an<span class="_ _1"></span>d vir<span class="_ _1"></span>tua<span class="_ _1"></span>lly</div><div class="t m0 x18 h1d yc28 ffd fs11 fc8 sc0 ls2b ws29">3 <span class="_ _15"> </span>Th<span class="_ _1"></span>e Non<span class="_ _1"></span>-E<span class="_ _1"></span>xec<span class="_ _1"></span>utiv<span class="_ _1"></span>e Dire<span class="_ _1"></span>ct<span class="_ _1"></span>ors al<span class="_ _1"></span>so me<span class="_ _1"></span>et wit<span class="_ _1"></span>hou<span class="_ _1"></span>t the E<span class="_ _1"></span>xecu<span class="_ _1"></span>tive D<span class="_ _1"></span>irec<span class="_ _1"></span>to<span class="_ _1"></span>rs or re<span class="_ _1"></span>pre<span class="_ _1"></span>sent<span class="_ _1"></span>ativ<span class="_ _1"></span>es of mana<span class="_ _1"></span>geme<span class="_ _1"></span>nt pre<span class="_ _1"></span>sent</div><div class="t m0 x18 h1d yc29 ffd fs11 fc8 sc0 ls2b ws29">4 <span class="_ _15"> </span>Th<span class="_ _1"></span>e Audi<span class="_ _1"></span>t &amp; Risk Co<span class="_ _1"></span>mmi<span class="_ _1"></span>ttee als<span class="_ _1"></span>o mee<span class="_ _1"></span>ts wi<span class="_ _1"></span>th the au<span class="_ _1"></span>dit<span class="_ _1"></span>ors w<span class="_ _1"></span>itho<span class="_ _1"></span>ut the E<span class="_ _1"></span>xec<span class="_ _1"></span>uti<span class="_ _1"></span>ve Dire<span class="_ _1"></span>c<span class="_ _1"></span>tor<span class="_ _1"></span>s pres<span class="_ _1"></span>ent</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   53<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   53<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pf38" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc38 w4 h0"><img 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class="bi x0 yc2a w5 h95" alt="" /><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">54<span class="_ _13"> </span>55</div><div class="t m0 x19 he y1e ff10 fs6 fc4 sc0 ls11 wse">OVERVIEW</div><div class="t m0 x6 h45 y21 ffd fs4 fc6 sc0 ls1 ws0">Co<span class="_ _2"></span>rp<span class="_ _2"></span>o<span class="_ _2"></span>ra<span class="_ _2"></span>t<span class="_ _6"></span>e Go<span class="_ _0"></span>ve<span class="_ _0"></span>rn<span class="_ _0"></span>a<span class="_ _2"></span>n<span class="_ _2"></span>c<span class="_ _2"></span>e R<span class="_ _0"></span>e<span class="_ _2"></span>po<span class="_ _2"></span>r<span class="_ _1"></span>t <span class="ffc fs18 ls64 ws5f">contin<span class="_ _2"></span>ued</span></div><div class="t m0 x6 h13 y1c7 ffd fs8 fc8 sc0 ls14 ws11">The Nominations Committ<span class="_ _2"></span>ee and Board r<span class="_ _2"></span>eview the c<span class="_ _2"></span>omposition of </div><div class="t m0 x6 h13 y1c8 ffd fs8 fc8 sc0 ls14 ws11">the Board and <span class="_ _2"></span>its Committees at leas<span class="_ _2"></span>t annually<span class="_ _6"></span>, taking into acc<span class="_ _2"></span>ount </div><div class="t m0 x6 h13 y1c9 ffd fs8 fc8 sc0 ls14 ws11">Director <span class="_ _2"></span>independence and the balance of skills, kno<span class="_ _2"></span>wledge, </div><div class="t m0 x6 h13 y1ca ffd fs8 fc8 sc0 ls14 ws11">experience and div<span class="_ _2"></span>ersity<span class="_ _6"></span>. The Board believes tha<span class="_ _2"></span>t the curren<span class="_ _2"></span>t mix </div><div class="t m0 x6 h14 y1cb ffc fs8 fc8 sc0 ls14 ws0">of Director<span class="_ _2"></span>s pro<span class="_ _2"></span>vides the capability requir<span class="_ _2"></span>ed to support the Gr<span class="_ _2"></span>oup’<span class="_ _0"></span>s </div><div class="t m0 x6 h13 y1cc ffd fs8 fc8 sc0 ls14 ws11">str<span class="_ _2"></span>ategy and long-t<span class="_ _2"></span>erm success. The qualifica<span class="_ _2"></span>tions and experience <span class="_ _2"></span>of </div><div class="t m0 x6 h13 y7fb ffd fs8 fc8 sc0 ls14 ws11">each Direct<span class="_ _2"></span>or are set out <span class="_ _2"></span>in the biographies <span class="_ _2"></span>on pages 46 and 47.</div><div class="t m0 x6 h13 y26c ffd fs8 fc8 sc0 ls14 ws11">The Board c<span class="_ _2"></span>onsiders each of <span class="_ _2"></span>the Non-Executi<span class="_ _2"></span>ve Direct<span class="_ _2"></span>ors, other </div><div class="t m0 x6 h13 y26d ffd fs8 fc8 sc0 ls14 ws11">than Adrian Collins, to <span class="_ _2"></span>be independent in acc<span class="_ _2"></span>ordance with the Code, </div><div class="t m0 x6 h13 y26e ffd fs8 fc8 sc0 ls14 ws11">both during the year <span class="_ _2"></span>and as at the da<span class="_ _2"></span>te of this R<span class="_ _2"></span>eport. Adrian w<span class="_ _2"></span>as </div><div class="t m0 x6 h13 y26f ffd fs8 fc8 sc0 ls14 ws11">independent at <span class="_ _2"></span>the time of his appointmen<span class="_ _2"></span>t as Chair on 1 Ma<span class="_ _2"></span>y 2024. </div><div class="t m0 x6 h2a yc2b ff13 fs5 fc7 sc0 ls1 ws0">Board succession</div><div class="t m0 x6 h13 yc2c ffd fs8 fc8 sc0 ls14 ws11">During 2025 we w<span class="_ _2"></span>ere pleased t<span class="_ _2"></span>o implement our succession p<span class="_ _2"></span>lan in </div><div class="t m0 x6 h13 yc2d ffd fs8 fc8 sc0 ls14 ws11">relation <span class="_ _2"></span>to the pr<span class="_ _2"></span>omotion of Adam Castle<span class="_ _2"></span>ton from <span class="_ _2"></span>his role as <span class="_ _2"></span>Group </div><div class="t m0 x6 h13 yc2e ffd fs8 fc8 sc0 ls14 ws11">CFO int<span class="_ _2"></span>o the role <span class="_ _2"></span>of Group CE<span class="_ _2"></span>O<span class="_ _2"></span>, as explained elsewher<span class="_ _2"></span>e in this </div><div class="t m0 x6 h13 yc2f ffd fs8 fc8 sc0 ls14 ws11">Annual Report. <span class="_ _2"></span>W<span class="_ _2"></span>e have <span class="_ _2"></span>now also appoint<span class="_ _2"></span>ed his successor Grou<span class="_ _2"></span>p </div><div class="t m0 x6 h13 yc30 ffd fs8 fc8 sc0 ls14 ws11">CFO and f<span class="_ _2"></span>eel our Boar<span class="_ _2"></span>d is now in a <span class="_ _2"></span>stable p<span class="_ _2"></span>osition and our Direct<span class="_ _2"></span>ors </div><div class="t m0 x6 h13 yc31 ffd fs8 fc8 sc0 ls14 ws11">are committ<span class="_ _2"></span>ed to driving the <span class="_ _2"></span>business forw<span class="_ _2"></span>ard ov<span class="_ _2"></span>er the coming y<span class="_ _2"></span>ears. <span class="_ _18"></span> <span class="_ _18"></span> </div><div class="t m0 x6 h13 yc32 ffd fs8 fc8 sc0 ls14 ws11">The Board r<span class="_ _2"></span>egularly consider<span class="_ _2"></span>s Board succession. <span class="_ _2"></span>T<span class="_ _6"></span>o support this, </div><div class="t m0 x6 h14 yc33 ffc fs8 fc8 sc0 ls14 ws0">the Group Compan<span class="_ _2"></span>y Secret<span class="_ _2"></span>ary maintains a schedule of Dir<span class="_ _2"></span>ector<span class="_ _2"></span>s’ </div><div class="t m0 x6 h13 yc34 ffd fs8 fc8 sc0 ls14 ws11">appointment t<span class="_ _2"></span>erms so that the <span class="_ _2"></span>Nominations Committee is <span class="_ _2"></span>able to </div><div class="t m0 x6 h13 yc35 ffd fs8 fc8 sc0 ls14 ws11">monitor when Boar<span class="_ _2"></span>d or Committee r<span class="_ _2"></span>efreshmen<span class="_ _2"></span>t will be necessary<span class="_ _0"></span>. </div><div class="t m0 x6 h13 yc36 ffd fs8 fc8 sc0 ls14 ws11">Director<span class="_ _2"></span>s will gener<span class="_ _2"></span>ally not serve long<span class="_ _2"></span>er than nine year<span class="_ _2"></span>s, and </div><div class="t m0 x6 h13 yc37 ffd fs8 fc8 sc0 ls14 ws11">the Board has <span class="_ _2"></span>made a commitment tha<span class="_ _2"></span>t the Chair will not serve </div><div class="t m0 x6 h13 yc38 ffd fs8 fc8 sc0 ls14 ws11">longer than nine y<span class="_ _2"></span>ears, e<span class="_ _2"></span>xcept <span class="_ _2"></span>where a limit<span class="_ _2"></span>ed extension ma<span class="_ _2"></span>y be </div><div class="t m0 x6 h13 yc39 ffd fs8 fc8 sc0 ls14 ws11">appropria<span class="_ _2"></span>te to support <span class="_ _2"></span>orderly succession or business <span class="_ _2"></span>continuity<span class="_ _6"></span>.</div><div class="t m0 x6 h13 yc3a ffd fs8 fc8 sc0 ls14 ws11">Further detail <span class="_ _2"></span>on succession planning, diver<span class="_ _2"></span>sity and recruitmen<span class="_ _2"></span>t are </div><div class="t m0 x6 h13 yc3b ffd fs8 fc8 sc0 ls14 ws11">set out in the Nomina<span class="_ _2"></span>tions Committee R<span class="_ _2"></span>eport on pages 56 <span class="_ _2"></span>to 59.</div><div class="t m0 x6 h2a yc3c ff13 fs5 fc7 sc0 ls1 ws0">Board appointmen<span class="_ _2"></span>ts</div><div class="t m0 x6 h13 yc3d ffd fs8 fc8 sc0 ls14 ws11">Appointments t<span class="_ _2"></span>o the Board <span class="_ _2"></span>are made by the <span class="_ _2"></span>Board f<span class="_ _2"></span>ollowing </div><div class="t m0 x6 h13 yc3e ffd fs8 fc8 sc0 ls14 ws11">consider<span class="_ _2"></span>ation and r<span class="_ _2"></span>ecommendation by the <span class="_ _2"></span>Nominations Committee. </div><div class="t m0 x6 h13 yc3f ffd fs8 fc8 sc0 ls14 ws11">Executiv<span class="_ _2"></span>e Direct<span class="_ _2"></span>ors ha<span class="_ _2"></span>ve service contr<span class="_ _2"></span>acts and Non-Ex<span class="_ _2"></span>ecutive </div><div class="t m0 x6 h13 yc40 ffd fs8 fc8 sc0 ls14 ws11">Director<span class="_ _2"></span>s, including the Chair<span class="_ _6"></span>, hav<span class="_ _2"></span>e letter<span class="_ _2"></span>s of appointmen<span class="_ _2"></span>t. These </div><div class="t m0 x6 h13 yc41 ffd fs8 fc8 sc0 ls14 ws11">documents ar<span class="_ _2"></span>e av<span class="_ _2"></span>ailable for in<span class="_ _2"></span>spection at our r<span class="_ _2"></span>egister<span class="_ _2"></span>ed office during </div><div class="t m0 x6 h13 yc42 ffd fs8 fc8 sc0 ls14 ws11">normal business hour<span class="_ _2"></span>s and at the Annual <span class="_ _2"></span>General Meeting. </div><div class="t m0 x6 h13 yc43 ffd fs8 fc8 sc0 ls14 ws11">Director<span class="_ _2"></span>s re<span class="_ _2"></span>tire and off<span class="_ _2"></span>er themselv<span class="_ _2"></span>es for election <span class="_ _2"></span>or re-election </div><div class="t m0 x6 h13 yc44 ffd fs8 fc8 sc0 ls14 ws11">at the AGM <span class="_ _2"></span>in line with good gov<span class="_ _2"></span>ernance practice. <span class="_ _2"></span>Following a </div><div class="t m0 x6 h13 yc45 ffd fs8 fc8 sc0 ls14 ws11">recommenda<span class="_ _2"></span>tion by the Nominati<span class="_ _2"></span>ons Committee, the Boar<span class="_ _2"></span>d is </div><div class="t m0 x6 h13 yc46 ffd fs8 fc8 sc0 ls14 ws11">recommending <span class="_ _2"></span>that all Direct<span class="_ _2"></span>ors be <span class="_ _2"></span>elected or r<span class="_ _2"></span>e-elected at the <span class="_ _2"></span>2026 </div><div class="t m0 x6 h13 yc47 ffd fs8 fc8 sc0 ls14 ws11">AGM; more in<span class="_ _2"></span>forma<span class="_ _2"></span>tion is included in the separ<span class="_ _2"></span>ate <span class="_ _2"></span>Notice of Annual </div><div class="t m0 x6 h13 yc48 ffd fs8 fc8 sc0 ls14 ws11">General Mee<span class="_ _2"></span>ting.</div><div class="t m0 x6 h2a yc49 ff13 fs5 fc7 sc0 ls1 ws0">Time commitments and e<span class="_ _2"></span>xternal appointmen<span class="_ _2"></span>ts</div><div class="t m0 x6 h13 yc4a ffd fs8 fc8 sc0 ls14 ws11">The expect<span class="_ _2"></span>ed time commitment of <span class="_ _2"></span>Non-Executiv<span class="_ _2"></span>e Director<span class="_ _2"></span>s is set <span class="_ _2"></span>out </div><div class="t m0 x6 h13 yc4b ffd fs8 fc8 sc0 ls14 ws11">on appointment <span class="_ _2"></span>and is regularly monit<span class="_ _2"></span>ored. The Boar<span class="_ _2"></span>d is satis<span class="_ _2"></span>fied </div><div class="t m0 x6 h13 yc4c ffd fs8 fc8 sc0 ls14 ws11">that each Dir<span class="_ _2"></span>ector committ<span class="_ _2"></span>ed sufficient time t<span class="_ _2"></span>o discharge <span class="_ _2"></span>their </div><div class="t m0 x6 h13 yc4d ffd fs8 fc8 sc0 ls14 ws11">responsibilities during the <span class="_ _2"></span>year and tha<span class="_ _2"></span>t no external appoin<span class="_ _2"></span>tments </div><div class="t m0 x6 h13 yc4e ffd fs8 fc8 sc0 ls14 ws11">held by Dir<span class="_ _2"></span>ectors in<span class="_ _2"></span>terf<span class="_ _2"></span>ered with <span class="_ _2"></span>the performance <span class="_ _2"></span>of their duties.</div><div class="t m0 x3f h2a y1de ff13 fs5 fc7 sc0 ls1 ws0">Board induction and tr<span class="_ _2"></span>aining</div><div class="t m0 x3f h13 y894 ffd fs8 fc8 sc0 ls14 ws11">All Direct<span class="_ _2"></span>ors r<span class="_ _2"></span>eceive a t<span class="_ _2"></span>ailored induction when joining <span class="_ _2"></span>the Board. </div><div class="t m0 x3f h13 y895 ffd fs8 fc8 sc0 ls14 ws11">The induction includes r<span class="_ _2"></span>eceipt of pre<span class="_ _2"></span>vious Board and Committ<span class="_ _2"></span>ee </div><div class="t m0 x3f h13 y896 ffd fs8 fc8 sc0 ls14 ws11">papers, k<span class="_ _0"></span>ey corporat<span class="_ _2"></span>e and cons<span class="_ _2"></span>titutional documents and meetin<span class="_ _2"></span>gs </div><div class="t m0 x3f h13 ya19 ffd fs8 fc8 sc0 ls14 ws11">with the Direct<span class="_ _2"></span>ors, senior <span class="_ _2"></span>leaders and e<span class="_ _2"></span>xternal advisor<span class="_ _2"></span>s; including the </div><div class="t m0 x3f h13 ya1a ffd fs8 fc8 sc0 ls14 ws11">Company’<span class="_ _0"></span>s auditors and br<span class="_ _2"></span>ok<span class="_ _2"></span>ers. Ongoing <span class="_ _2"></span>training is pr<span class="_ _2"></span>ovided by <span class="_ _2"></span>the </div><div class="t m0 x3f h13 ya1b ffd fs8 fc8 sc0 ls14 ws11">Group Compan<span class="_ _2"></span>y Secre<span class="_ _2"></span>tary<span class="_ _6"></span>, internal experts or b<span class="_ _2"></span>y external adviser<span class="_ _2"></span>s, </div><div class="t m0 x3f h13 yc4f ffd fs8 fc8 sc0 ls14 ws11">particularly in response <span class="_ _2"></span>to regula<span class="_ _2"></span>tory developmen<span class="_ _2"></span>ts or where sp<span class="_ _2"></span>ecific </div><div class="t m0 x3f h13 yc50 ffd fs8 fc8 sc0 ls14 ws11">subject matter <span class="_ _2"></span>expertise is r<span class="_ _2"></span>equired.</div><div class="t m0 x3f h2a yc51 ff13 fs5 fc7 sc0 ls1 ws0">Board skills and e<span class="_ _2"></span>xperience</div><div class="t m0 x3f h13 yc52 ffd fs8 fc8 sc0 ls14 ws11">The Board has <span class="_ _2"></span>undertak<span class="_ _2"></span>en an e<span class="_ _2"></span>xer<span class="_ _2"></span>cise to r<span class="_ _2"></span>efresh its <span class="_ _2"></span>skills matrix by </div><div class="t m0 x3f h13 yc53 ffd fs8 fc8 sc0 ls14 ws11">each Direct<span class="_ _2"></span>or rating <span class="_ _2"></span>their knowledge of a <span class="_ _2"></span>variety of diff<span class="_ _2"></span>er<span class="_ _2"></span>ent topics. </div><div class="t m0 x3f h13 yc54 ffd fs8 fc8 sc0 ls14 ws11">This ex<span class="_ _2"></span>ercise <span class="_ _2"></span>was helpful in <span class="_ _2"></span>identifying the high lev<span class="_ _2"></span>el of diver<span class="_ _2"></span>sity on </div><div class="t m0 x3f h13 yc55 ffd fs8 fc8 sc0 ls14 ws11">the Board in <span class="_ _2"></span>this reg<span class="_ _2"></span>ard and will help <span class="_ _2"></span>frame futur<span class="_ _2"></span>e Board kno<span class="_ _2"></span>wledge </div><div class="t m0 x3f h13 yc56 ffd fs8 fc8 sc0 ls14 ws11">sessions as part of the Dir<span class="_ _2"></span>ector<span class="_ _2"></span>s training and <span class="_ _2"></span>development.</div><div class="t m0 x3f h2a yc57 ff13 fs5 fc7 sc0 ls1 ws0">Board and Committee e<span class="_ _2"></span>valuation</div><div class="t m0 x3f h13 yc58 ffd fs8 fc8 sc0 ls14 ws11">The Board c<span class="_ _2"></span>onducts an annual r<span class="_ _2"></span>eview of its own perf<span class="_ _2"></span>ormance and </div><div class="t m0 x3f h13 yc59 ffd fs8 fc8 sc0 ls14 ws11">that of its Committ<span class="_ _2"></span>ees and the individual Dir<span class="_ _2"></span>ectors. <span class="_ _2"></span>The performance </div><div class="t m0 x3f h13 yc5a ffd fs8 fc8 sc0 ls14 ws11">review f<span class="_ _0"></span>or 2025 was completed in <span class="_ _2"></span>January 2026.   </div><div class="t m0 x3f h13 yc5b ffd fs8 fc8 sc0 ls14 ws11">W<span class="_ _2"></span>e undertook the e<span class="_ _2"></span>x<span class="_ _2"></span>ercise int<span class="_ _2"></span>ernally by the comple<span class="_ _2"></span>tion of a </div><div class="t m0 x3f h13 yc5c ffd fs8 fc8 sc0 ls14 ws11">questionnaire <span class="_ _2"></span>by each Direct<span class="_ _2"></span>or<span class="_ _6"></span>, with the anonymous r<span class="_ _2"></span>esults report<span class="_ _2"></span>ed </div><div class="t m0 x3f h13 yc5d ffd fs8 fc8 sc0 ls14 ws11">to and discussed b<span class="_ _2"></span>y the Board a<span class="_ _2"></span>t its meeting in Mar<span class="_ _2"></span>ch 2026. The </div><div class="t m0 x3f h13 yc5e ffd fs8 fc8 sc0 ls14 ws11">outcome fr<span class="_ _2"></span>om the c<span class="_ _2"></span>ompletion of the questionnair<span class="_ _2"></span>e allowed <span class="_ _2"></span>the </div><div class="t m0 x3f h13 yc5f ffd fs8 fc8 sc0 ls14 ws11">Board t<span class="_ _2"></span>o undertak<span class="_ _2"></span>e its assessmen<span class="_ _2"></span>t of the eff<span class="_ _2"></span>ectiveness of <span class="_ _2"></span>the Board, </div><div class="t m0 x3f h13 yc60 ffd fs8 fc8 sc0 ls14 ws11">its Committees and the <span class="_ _2"></span>individual Director<span class="_ _2"></span>s in place a<span class="_ _2"></span>t the date <span class="_ _2"></span>of </div><div class="t m0 x3f h13 yc61 ffd fs8 fc8 sc0 ls14 ws11">this Report.</div><div class="t m0 x3f h14 yc62 ffc fs8 fc8 sc0 ls14 ws0">The responses fr<span class="_ _2"></span>om the Director<span class="_ _2"></span>s indicat<span class="_ _2"></span>ed that the Board and its </div><div class="t m0 x3f h13 yc63 ffd fs8 fc8 sc0 ls14 ws11">Committees are <span class="_ _2"></span>operating <span class="_ _2"></span>eff<span class="_ _2"></span>ectively<span class="_ _0"></span>. The f<span class="_ _2"></span>eedback provided <span class="_ _2"></span>has </div><div class="t m0 x3f h13 yc64 ffd fs8 fc8 sc0 ls14 ws11">been shared with <span class="_ _2"></span>management to <span class="_ _2"></span>consider<span class="_ _6"></span>, with the main areas of </div><div class="t m0 x3f h13 yc65 ffd fs8 fc8 sc0 ls14 ws11">focus <span class="_ _2"></span>for 2026 being <span class="_ _2"></span>how the Board <span class="_ _2"></span>becomes more <span class="_ _2"></span>informed on </div><div class="t m0 x3f h13 yc66 ffd fs8 fc8 sc0 ls14 ws11">delivery of Shar<span class="_ _2"></span>eholder value, long-t<span class="_ _2"></span>erm objectives and succession </div><div class="t m0 x3f h13 yc67 ffd fs8 fc8 sc0 ls14 ws11">planning.</div><div class="t m0 x3f h13 yc68 ffd fs8 fc8 sc0 ls14 ws11">The Board k<span class="_ _0"></span>eeps under review whether <span class="_ _2"></span>it is appropria<span class="_ _2"></span>te to </div><div class="t m0 x3f h13 yc69 ffd fs8 fc8 sc0 ls14 ws11">commission an e<span class="_ _2"></span>xternally facilit<span class="_ _2"></span>ated <span class="_ _2"></span>performance r<span class="_ _2"></span>eview<span class="_ _0"></span>. Given the </div><div class="t m0 x3f h13 yc6a ffd fs8 fc8 sc0 ls14 ws11">Board and leader<span class="_ _2"></span>ship changes in <span class="_ _2"></span>2024 and 2025, we belie<span class="_ _2"></span>ve it is </div><div class="t m0 x3f h13 yc6b ffd fs8 fc8 sc0 ls14 ws11">appropria<span class="_ _2"></span>te to allow <span class="_ _2"></span>further time f<span class="_ _2"></span>or the Board t<span class="_ _2"></span>o embed under the </div><div class="t m0 x3f h13 yc6c ffd fs8 fc8 sc0 ls14 ws11">Chair<span class="_ _1"></span>’<span class="_ _0"></span>s leadership bef<span class="_ _2"></span>ore c<span class="_ _2"></span>onsidering whether an e<span class="_ _2"></span>xternal revie<span class="_ _2"></span>w </div><div class="t m0 x3f h13 yc6d ffd fs8 fc8 sc0 ls14 ws11">would be bene<span class="_ _2"></span>ficial. </div><div class="t m0 x6 h3e y4b0 ffc fs1 fc6 sc0 ls1 ws0">Corpor<span class="_ _1"></span>at<span class="_ _2"></span>e Govern<span class="_ _2"></span>ance Sta<span class="_ _2"></span>temen<span class="_ _2"></span>t <span class="fs6 ls6c ws67">contin<span class="_ _2"></span>ued</span></div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   54<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   54<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pf39" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc39 w4 h0"><img 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class="bi x0 yc6e w5 h96" alt="" /><div class="t m0 xf he y1f ff11 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">54<span class="_ _13"> </span>55</div><div class="t m0 xe he y1e ff2b fs6 fc4 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span>FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span><span class="fc0">CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="fc4 ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="ls11 wse">OVERVIEW</span></span></span></div><div class="t m0 x1f h2b y1de ff16 fs5 fc0 sc0 ls1 ws0">Code section 4: <span class="ffb"> </span></div><div class="t m0 x91 h29 yc6f ffb fs5 fc0 sc0 ls1 ws0">Audit, risk and int<span class="_ _2"></span>ernal control</div><div class="t m0 x18 h14 yc70 ffc fs8 fc8 sc0 ls14 ws0">The Board is r<span class="_ _2"></span>esponsible for es<span class="_ _2"></span>tablishing and maint<span class="_ _2"></span>aining a sound </div><div class="t m0 x18 h13 yc71 ffd fs8 fc8 sc0 ls14 ws11">sy<span class="_ _2"></span>stem of in<span class="_ _2"></span>ternal con<span class="_ _2"></span>trol, and <span class="_ _2"></span>for ensuring tha<span class="_ _2"></span>t eff<span class="_ _2"></span>ective pr<span class="_ _2"></span>ocedures </div><div class="t m0 x18 h13 yc72 ffd fs8 fc8 sc0 ls14 ws11">are in place <span class="_ _2"></span>to identify<span class="_ _6"></span>, assess and manage risk. These con<span class="_ _2"></span>trols seek </div><div class="t m0 x18 h13 yc73 ffd fs8 fc8 sc0 ls14 ws11">to mitig<span class="_ _2"></span>ate oper<span class="_ _2"></span>ational and financial <span class="_ _2"></span>reporting risks, <span class="_ _2"></span>support the </div><div class="t m0 x18 h14 yc74 ffc fs8 fc8 sc0 ls14 ws0">delivery of our str<span class="_ _2"></span>ategy and help saf<span class="_ _0"></span>eguard the long-term success of </div><div class="t m0 x18 h13 yc75 ffd fs8 fc8 sc0 ls14 ws11">the Group. <span class="_ _2"></span>The internal c<span class="_ _2"></span>ontrol <span class="_ _2"></span>framew<span class="_ _2"></span>ork is designed to manag<span class="_ _2"></span>e </div><div class="t m0 x18 h13 yc76 ffd fs8 fc8 sc0 ls14 ws11">ra<span class="_ _2"></span>ther than eliminate <span class="_ _2"></span>the risk of f<span class="_ _2"></span>ailure and pr<span class="_ _2"></span>ovide reasonable </div><div class="t m0 x18 h13 yc77 ffd fs8 fc8 sc0 ls14 ws11">assurance ag<span class="_ _2"></span>ainst ma<span class="_ _2"></span>terial misst<span class="_ _2"></span>atemen<span class="_ _2"></span>t or loss.</div><div class="t m0 x18 h13 yc78 ffd fs8 fc8 sc0 ls14 ws11">W<span class="_ _2"></span>e report on <span class="_ _2"></span>our activities rela<span class="_ _2"></span>ting to audit, risk and <span class="_ _2"></span>internal con<span class="_ _2"></span>trol </div><div class="t m0 x18 h13 yc79 ffd fs8 fc8 sc0 ls14 ws11">and the assessment and <span class="_ _2"></span>management of our risk<span class="_ _2"></span>s and con<span class="_ _2"></span>trols in the </div><div class="t m0 x18 h13 yc7a ffd fs8 fc8 sc0 ls14 ws11">Audit &amp; Risk Committee <span class="_ _2"></span>Report and the <span class="_ _2"></span>Risk Management section </div><div class="t m0 x18 h13 yc7b ffd fs8 fc8 sc0 ls14 ws11">of this R<span class="_ _2"></span>eport. During the year<span class="_ _6"></span>, the Gr<span class="_ _2"></span>oup continued t<span class="_ _2"></span>o str<span class="_ _2"></span>engthen </div><div class="t m0 x18 h13 yc7c ffd fs8 fc8 sc0 ls14 ws11">its risk management <span class="_ _2"></span>arrangemen<span class="_ _2"></span>ts under the leader<span class="_ _2"></span>ship of the </div><div class="t m0 x18 h13 yc7d ffd fs8 fc8 sc0 ls14 ws11">Group CR<span class="_ _2"></span>O, who <span class="_ _2"></span>has put in place a c<span class="_ _2"></span>onsistent <span class="_ _2"></span>risk framew<span class="_ _2"></span>ork with </div><div class="t m0 x18 h13 yc7e ffd fs8 fc8 sc0 ls14 ws11">the Divisions, impr<span class="_ _2"></span>oved the quality of <span class="_ _2"></span>risk reporting and support<span class="_ _2"></span>ed </div><div class="t m0 x18 h13 yc7f ffd fs8 fc8 sc0 ls14 ws11">enhancements to <span class="_ _2"></span>internal c<span class="_ _2"></span>ontrols acr<span class="_ _2"></span>oss the Gr<span class="_ _2"></span>oup.</div><div class="t m0 x18 h13 yc80 ffd fs8 fc8 sc0 ls14 ws11">In line with the Code, the <span class="_ _2"></span>Board is r<span class="_ _2"></span>equired to <span class="_ _2"></span>review the </div><div class="t m0 x18 h13 yc81 ffd fs8 fc8 sc0 ls14 ws11">eff<span class="_ _2"></span>ectiveness of the in<span class="_ _2"></span>ternal con<span class="_ _2"></span>trols fr<span class="_ _2"></span>amework in <span class="_ _2"></span>place and report </div><div class="t m0 x18 h13 yc82 ffd fs8 fc8 sc0 ls14 ws11">to Shar<span class="_ _2"></span>eholders on the <span class="_ _2"></span>outcome. In 2025 <span class="_ _2"></span>it has done this via the </div><div class="t m0 x18 h13 yc83 ffd fs8 fc8 sc0 ls14 ws11">receipt of <span class="_ _2"></span>regular reports <span class="_ _2"></span>from the Gr<span class="_ _2"></span>oup CRO <span class="_ _2"></span>and management, </div><div class="t m0 x18 h13 yc84 ffd fs8 fc8 sc0 ls14 ws11">its consider<span class="_ _2"></span>ation and appr<span class="_ _2"></span>oval of <span class="_ _2"></span>the Group risk <span class="_ _2"></span>management </div><div class="t m0 x18 h13 yc85 ffd fs8 fc8 sc0 ls14 ws11">framew<span class="_ _2"></span>ork and rec<span class="_ _2"></span>ommendations fr<span class="_ _2"></span>om the Audit &amp; Risk Committ<span class="_ _2"></span>ee. </div><div class="t m0 x18 h13 yc86 ffd fs8 fc8 sc0 ls14 ws11">The Audit &amp; Risk Committ<span class="_ _2"></span>ee is chaired b<span class="_ _2"></span>y an independent Non-</div><div class="t m0 x18 h13 yc87 ffd fs8 fc8 sc0 ls14 ws11">Executiv<span class="_ _2"></span>e Chair with r<span class="_ _2"></span>ecent and rele<span class="_ _2"></span>vant financial <span class="_ _2"></span>experience. It has </div><div class="t m0 x18 h13 yc88 ffd fs8 fc8 sc0 ls14 ws11">over<span class="_ _2"></span>sight of the e<span class="_ _2"></span>xternal and int<span class="_ _2"></span>ernal audit pr<span class="_ _2"></span>ocesses, monitors <span class="_ _2"></span>the </div><div class="t m0 x18 h13 yc89 ffd fs8 fc8 sc0 ls14 ws11">integrity of <span class="_ _2"></span>the Financial Sta<span class="_ _2"></span>tements and r<span class="_ _2"></span>eviews k<span class="_ _0"></span>ey accounting </div><div class="t m0 x18 h13 yc8a ffd fs8 fc8 sc0 ls14 ws11">judgements, including the <span class="_ _2"></span>appropriat<span class="_ _2"></span>eness of adopting the <span class="_ _2"></span>going </div><div class="t m0 x87 h13 yc8b ffd fs8 fc8 sc0 ls14 ws11">concern basis of acc<span class="_ _2"></span>ounting. It also r<span class="_ _2"></span>eviews the <span class="_ _2"></span>adequacy of the </div><div class="t m0 x87 h13 yc8c ffd fs8 fc8 sc0 ls14 ws11">Group’<span class="_ _6"></span>s internal contr<span class="_ _2"></span>ol and risk managemen<span class="_ _2"></span>t sy<span class="_ _2"></span>stems, <span class="_ _2"></span>supported </div><div class="t m0 x87 h13 yc8d ffd fs8 fc8 sc0 ls14 ws11">by reports <span class="_ _2"></span>from the Gr<span class="_ _2"></span>oup CRO and <span class="_ _2"></span>the internal audit <span class="_ _2"></span>function. This </div><div class="t m0 x87 h13 yc8e ffd fs8 fc8 sc0 ls14 ws11">over<span class="_ _2"></span>sight helps ensur<span class="_ _2"></span>e that risk<span class="_ _2"></span>s are appr<span class="_ _2"></span>opriately <span class="_ _2"></span>managed and that </div><div class="t m0 x87 h13 yc8f ffd fs8 fc8 sc0 ls14 ws11">the Group’<span class="_ _6"></span>s financial and narrativ<span class="_ _2"></span>e reporting r<span class="_ _2"></span>emains fair<span class="_ _6"></span>, balanced </div><div class="t m0 x87 h13 yc90 ffd fs8 fc8 sc0 ls14 ws11">and unders<span class="_ _2"></span>tandable. </div><div class="t m0 x87 h13 yc91 ffd fs8 fc8 sc0 ls14 ws11">The Audit &amp; Risk Committ<span class="_ _2"></span>ee Report includes mor<span class="_ _2"></span>e inf<span class="_ _2"></span>ormation on </div><div class="t m0 x87 h13 yc92 ffd fs8 fc8 sc0 ls14 ws11">how it has dischar<span class="_ _2"></span>ged these r<span class="_ _2"></span>esponsibilities.</div><div class="t m0 x13a h2b yc93 ff16 fs5 fc0 sc0 ls1 ws0">Code section 5: <span class="ffb"> </span></div><div class="t m0 x12d h2b yc94 ff16 fs5 fc0 sc0 ls1 ws0">Remuner<span class="_ _2"></span>ation</div><div class="t m0 x87 h13 yc95 ffd fs8 fc8 sc0 ls14 ws11">Our Remuner<span class="_ _2"></span>ation Committ<span class="_ _2"></span>ee is led by an independ<span class="_ _2"></span>ent Non-</div><div class="t m0 x87 h13 yc96 ffd fs8 fc8 sc0 ls14 ws11">Executiv<span class="_ _2"></span>e Chair<span class="_ _6"></span>. The Committee se<span class="_ _2"></span>ts remuner<span class="_ _2"></span>ation policy and </div><div class="t m0 x87 h13 yc97 ffd fs8 fc8 sc0 ls14 ws11">over<span class="_ _2"></span>sees all aspects of Ex<span class="_ _2"></span>ecutive and senior <span class="_ _2"></span>management </div><div class="t m0 x87 h13 yc98 ffd fs8 fc8 sc0 ls14 ws11">remuner<span class="_ _2"></span>ation. </div><div class="t m0 x87 h13 yc99 ffd fs8 fc8 sc0 ls14 ws11">The Committee ensur<span class="_ _2"></span>es remuner<span class="_ _2"></span>ation pr<span class="_ _2"></span>actices support the delivery </div><div class="t m0 x87 h13 yc9a ffd fs8 fc8 sc0 ls14 ws11">of our str<span class="_ _2"></span>ategy<span class="_ _6"></span>, attract <span class="_ _2"></span>and ret<span class="_ _2"></span>ain talent, <span class="_ _2"></span>reinf<span class="_ _2"></span>orce our <span class="_ _2"></span>culture and </div><div class="t m0 x87 h13 yc9b ffd fs8 fc8 sc0 ls14 ws11">values and align <span class="_ _2"></span>Executiv<span class="_ _2"></span>e rew<span class="_ _2"></span>ard with the in<span class="_ _2"></span>teres<span class="_ _2"></span>ts of Shareholder<span class="_ _2"></span>s </div><div class="t m0 x87 h13 yc9c ffd fs8 fc8 sc0 ls14 ws11">and other st<span class="_ _2"></span>ak<span class="_ _2"></span>eholders. Mor<span class="_ _2"></span>e inf<span class="_ _2"></span>ormation is included in<span class="_ _2"></span> the </div><div class="t m0 x87 h13 yc9d ffd fs8 fc8 sc0 ls14 ws11">Director<span class="_ _2"></span>s’ R<span class="_ _2"></span>emuneration <span class="_ _2"></span>Report on pag<span class="_ _2"></span>es 65<span class="ffc ls3d ws4b"> to </span>81<span class="ls1 ws0">.</span></div><div class="t m0 x87 h13 yc9e ffd fs8 fc8 sc0 ls14 ws11">The Corpora<span class="_ _2"></span>te Governance <span class="_ _2"></span>Report is appr<span class="_ _2"></span>oved b<span class="_ _2"></span>y and signed on </div><div class="t m0 x87 h13 yc9f ffd fs8 fc8 sc0 ls14 ws11">behalf of the Boar<span class="_ _2"></span>d of Direct<span class="_ _2"></span>ors.</div><div class="t m0 x87 h11 yca0 ffb fs8 fc8 sc0 ls14 ws0">Debbie Fish<span class="ffc ls1"> </span></div><div class="t m0 x87 h14 yca1 ffc fs8 fc8 sc0 ls14 ws0">Group Compan<span class="_ _2"></span>y Secret<span class="_ _2"></span>ary</div><div class="t m0 x87 h13 yca2 ffd fs8 fc8 sc0 ls14 ws11">18 March 2026</div><div class="t m0 x18 h10 y21 ffc fs4 fc6 sc0 ls1 ws0"> </div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   55<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   55<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
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class="bi x0 yca3 w5 h97" alt="" /><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">56<span class="_ _13"> </span>57</div><div class="t m0 x19 he y1e ff10 fs6 fc4 sc0 ls11 wse">OVERVIEW</div><div class="t m0 x6 hf yca4 ffb fs2 fc7 sc0 ls1 ws0">Dear Shareholder</div><div class="t m0 x6 h13 yca5 ffd fs8 fc8 sc0 ls14 ws11">As Chair of the Nomina<span class="_ _2"></span>tions Committee (the Committ<span class="_ _2"></span>ee), I am </div><div class="t m0 x6 h13 yca6 ffd fs8 fc8 sc0 ls14 ws11">pleased to pr<span class="_ _2"></span>esent our R<span class="_ _2"></span>eport f<span class="_ _2"></span>or the year ended <span class="_ _2"></span>31 December </div><div class="t m0 x6 h13 yca7 ffd fs8 fc8 sc0 ls14 ws11">2025. The Committee leads <span class="_ _2"></span>the process f<span class="_ _2"></span>or appointmen<span class="_ _2"></span>ts to the </div><div class="t m0 x6 h13 yca8 ffd fs8 fc8 sc0 ls14 ws11">Board, ensur<span class="_ _2"></span>es that succession plans <span class="_ _2"></span>are in place f<span class="_ _2"></span>or both the Boar<span class="_ _2"></span>d </div><div class="t m0 x6 h13 yca9 ffd fs8 fc8 sc0 ls14 ws11">and senior management <span class="_ _2"></span>positions, over<span class="_ _2"></span>sees the developmen<span class="_ _2"></span>t of </div><div class="t m0 x6 h13 ycaa ffd fs8 fc8 sc0 ls14 ws11">the talen<span class="_ _2"></span>t pipeline and consider<span class="_ _2"></span>s updates <span class="_ _2"></span>on people matter<span class="_ _2"></span>s and </div><div class="t m0 x6 h14 ycab ffc fs8 fc8 sc0 ls14 ws0">metrics evidencing the embedding of culture on behalf of the </div><div class="t m0 x6 h13 ycac ffd fs8 fc8 sc0 ls14 ws11">Board. This R<span class="_ _2"></span>eport explains <span class="_ _2"></span>how the Committee has <span class="_ _2"></span>discharged its </div><div class="t m0 x6 h13 ycad ffd fs8 fc8 sc0 ls14 ws11">responsibilities during 2025.</div><div class="t m0 x6 h13 ycae ffd fs8 fc8 sc0 ls14 ws11">Y<span class="_ _0"></span>ou will see that we <span class="_ _2"></span>have not <span class="_ _2"></span>met all of our div<span class="_ _2"></span>ersity t<span class="_ _2"></span>argets <span class="_ _2"></span>this </div><div class="t m0 x6 h13 ycaf ffd fs8 fc8 sc0 ls14 ws11">year<span class="_ _6"></span>. W<span class="_ _2"></span>e r<span class="_ _2"></span>emain committed t<span class="_ _2"></span>o broadening <span class="_ _2"></span>represen<span class="_ _2"></span>tation and </div><div class="t m0 x6 h13 ycb0 ffd fs8 fc8 sc0 ls14 ws11">ensuring equal opportunity acr<span class="_ _2"></span>oss the Gr<span class="_ _2"></span>oup. Throughout m<span class="_ _2"></span>y car<span class="_ _2"></span>eer </div><div class="t m0 x6 h13 ycb1 ffd fs8 fc8 sc0 ls14 ws11">I hav<span class="_ _2"></span>e applied these principles consis<span class="_ _2"></span>tently and <span class="_ _2"></span>successfully<span class="_ _6"></span>, while </div><div class="t m0 x6 h13 ycb2 ffd fs8 fc8 sc0 ls14 ws11">remaining clear tha<span class="_ _2"></span>t appointments <span class="_ _2"></span>must alwa<span class="_ _2"></span>ys be <span class="_ _2"></span>made on merit. </div><div class="t m0 x6 h13 ycb3 ffd fs8 fc8 sc0 ls14 ws11">Our f<span class="_ _2"></span>ocus is theref<span class="_ _2"></span>or<span class="_ _2"></span>e on building a str<span class="_ _2"></span>ong, collegiat<span class="_ _2"></span>e and inclusive </div><div class="t m0 x6 h13 ycb4 ffd fs8 fc8 sc0 ls14 ws11">org<span class="_ _2"></span>anisation by a<span class="_ _2"></span>ttracting and <span class="_ _2"></span>developing the bes<span class="_ _2"></span>t talent, <span class="_ _2"></span>recognising </div><div class="t m0 x6 h13 ycb5 ffd fs8 fc8 sc0 ls14 ws11">that pr<span class="_ _2"></span>ogress ag<span class="_ _2"></span>ainst numeric<span class="_ _2"></span>al targ<span class="_ _2"></span>ets can v<span class="_ _2"></span>ary year to <span class="_ _2"></span>year<span class="_ _6"></span>.</div><div class="t m0 x6 h13 ycb6 ffd fs8 fc8 sc0 ls14 ws11">The main consider<span class="_ _2"></span>ations made b<span class="_ _2"></span>y the Committee during the <span class="_ _2"></span>year </div><div class="t m0 x6 h13 ycb7 ffd fs8 fc8 sc0 ls14 ws11">included:</div><div class="t m0 x6 h13 ycb8 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Over<span class="_ _2"></span>sight of the pr<span class="_ _2"></span>ocess undertak<span class="_ _0"></span>en by Odgers Berndtson (which </span></div><div class="t m0 x52 h13 ycb9 ffd fs8 fc8 sc0 ls14 ws11">has no connection t<span class="_ _2"></span>o the Gr<span class="_ _2"></span>oup other than the pr<span class="_ _2"></span>ovision of these </div><div class="t m0 x52 h13 ycba ffd fs8 fc8 sc0 ls14 ws11">services), and making a rec<span class="_ _2"></span>ommendation to <span class="_ _2"></span>the Board, in r<span class="_ _2"></span>elation </div><div class="t m0 x52 h13 ycbb ffd fs8 fc8 sc0 ls14 ws11">to the appoin<span class="_ _2"></span>tment of Adam Cas<span class="_ _2"></span>tleton as Gr<span class="_ _2"></span>oup CEO<span class="_ _2"></span>. </div><div class="t m0 x6 h13 ycbc ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Over<span class="_ _2"></span>sight of the appoin<span class="_ _2"></span>tment of an int<span class="_ _2"></span>erim Group <span class="_ _2"></span>CFO.</span></div><div class="t m0 x6 h13 ycbd ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Over<span class="_ _2"></span>sight of the pr<span class="_ _2"></span>ocess undertak<span class="_ _0"></span>en by Redgra<span class="_ _2"></span>ve (which <span class="_ _2"></span>has </span></div><div class="t m0 x52 h13 ycbe ffd fs8 fc8 sc0 ls14 ws11">no connection t<span class="_ _2"></span>o the Group <span class="_ _2"></span>other than the pr<span class="_ _2"></span>ovision of these </div><div class="t m0 x52 h13 ycbf ffd fs8 fc8 sc0 ls14 ws11">services), and making a rec<span class="_ _2"></span>ommendation to <span class="_ _2"></span>the Board, in r<span class="_ _2"></span>elation </div><div class="t m0 x52 h13 ycc0 ffd fs8 fc8 sc0 ls14 ws11">to the appoin<span class="_ _2"></span>tment of Da<span class="_ _2"></span>vid Tilak as permanent Gr<span class="_ _2"></span>oup CFO<span class="_ _2"></span>.</div><div class="t m0 x6 h13 ycc1 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Senior management succession, <span class="_ _2"></span>noting that because <span class="_ _2"></span>of the siz<span class="_ _2"></span>e of </span></div><div class="t m0 x52 h13 ycc2 ffd fs8 fc8 sc0 ls14 ws11">the business it is w<span class="_ _2"></span>as difficult to ha<span class="_ _2"></span>ve a pipeline of <span class="_ _2"></span>succession. The </div><div class="t m0 x52 h13 ycc3 ffd fs8 fc8 sc0 ls14 ws11">Committee agr<span class="_ _2"></span>eed that r<span class="_ _2"></span>ather than ha<span class="_ _2"></span>ving a traditi<span class="_ _2"></span>onal succession </div><div class="t m0 x52 h13 ycc4 ffd fs8 fc8 sc0 ls14 ws11">plan with a successor f<span class="_ _2"></span>or each r<span class="_ _2"></span>ole, a developmen<span class="_ _2"></span>t progr<span class="_ _2"></span>amme be </div><div class="t m0 x52 h13 ycc5 ffd fs8 fc8 sc0 ls14 ws11">put in place f<span class="_ _2"></span>or those identified <span class="_ _2"></span>as potential futur<span class="_ _2"></span>e leader<span class="_ _2"></span>s.</div><div class="t m0 x87 h2d ycc6 ff16 fs1 fc0 sc0 ls1 ws0">Committee composition and mee<span class="_ _2"></span>tings</div><div class="t m0 x87 h11 ycc7 ffb fs8 fc0 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ff13">The Committee oper<span class="_ _2"></span>ates <span class="_ _2"></span>within written terms <span class="_ _2"></span>of </span></div><div class="t m0 x55 h2c ycc8 ff13 fs8 fc0 sc0 ls14 ws11">ref<span class="_ _2"></span>erence (a<span class="_ _2"></span>vailable on <span class="_ _2"></span>lslps.co.uk).</div><div class="t m0 x87 h11 ycc9 ffb fs8 fc0 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ff13">A majority of member<span class="_ _2"></span>s are independent <span class="_ _2"></span>Non-Executiv<span class="_ _2"></span>e </span></div><div class="t m0 x55 h2c ycca ff13 fs8 fc0 sc0 ls14 ws11">Director<span class="_ _2"></span>s and the Committ<span class="_ _2"></span>ee is independent of </div><div class="t m0 x55 h2c yccb ff13 fs8 fc0 sc0 ls14 ws11">management.</div><div class="t m0 x87 h11 yccc ffb fs8 fc0 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ff13">The Committee met <span class="_ _2"></span>three times during 2025 <span class="_ _2"></span>(see page </span></div><div class="t m0 x55 h2c yccd ff13 fs8 fc0 sc0 ls14 ws11">57 for <span class="_ _2"></span>more det<span class="_ _2"></span>ails).</div><div class="t m0 x87 h11 ycce ffb fs8 fc0 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ff13">The Group CE<span class="_ _2"></span>O and Gr<span class="_ _2"></span>oup CPO join meetings by </span></div><div class="t m0 x55 h2c yccf ff13 fs8 fc0 sc0 ls14 ws11">invita<span class="_ _2"></span>tion. </div><div class="t m0 x87 h25 ycd0 ffb fs1 fc0 sc0 ls1 ws0">Board appoin<span class="_ _2"></span>tments</div><div class="t m0 x87 h11 ycd1 ffb fs8 fc0 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ff13">The Committee consider<span class="_ _2"></span>s Board <span class="_ _2"></span>appointments and </span></div><div class="t m0 x55 h2c ycd2 ff13 fs8 fc0 sc0 ls14 ws11">mak<span class="_ _2"></span>es recommenda<span class="_ _2"></span>tions to the Boar<span class="_ _2"></span>d on the most </div><div class="t m0 x55 h2c ycd3 ff13 fs8 fc0 sc0 ls14 ws11">appropriat<span class="_ _2"></span>e candidat<span class="_ _2"></span>es for appoin<span class="_ _2"></span>tment. </div><div class="t m0 x87 h11 ycd4 ffb fs8 fc0 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ff13">It consider<span class="_ _2"></span>s the engag<span class="_ _2"></span>ement of e<span class="_ _2"></span>xternal search </span></div><div class="t m0 x55 h2c ycd5 ff13 fs8 fc0 sc0 ls14 ws11">consultan<span class="_ _2"></span>ts and the k<span class="_ _2"></span>ey attribut<span class="_ _2"></span>es and role <span class="_ _2"></span>specification </div><div class="t m0 x55 h2c ycd6 ff13 fs8 fc0 sc0 ls14 ws11">for each <span class="_ _2"></span>position, taking int<span class="_ _2"></span>o account the <span class="_ _2"></span>balance of </div><div class="t m0 x55 h2c ycd7 ff13 fs8 fc0 sc0 ls14 ws11">skills, experience, independence, <span class="_ _2"></span>time commitment and </div><div class="t m0 x55 h2c ycd8 ff13 fs8 fc0 sc0 ls14 ws11">diversity <span class="_ _2"></span>required. </div><div class="t m0 x87 h11 ycd9 ffb fs8 fc0 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ff13">All Director<span class="_ _2"></span>s are <span class="_ _2"></span>subject to annual election or <span class="_ _2"></span>re-election </span></div><div class="t m0 x55 h2c ycda ff13 fs8 fc0 sc0 ls14 ws11">at the AGM. </div><div class="t m0 x87 h11 ycdb ffb fs8 fc0 sc0 ls4c ws4b">• <span class="_ _16"> </span><span class="ff13">T<span class="_ _6"></span>enure, performance, independence <span class="_ _2"></span>and the con<span class="_ _2"></span>tinued </span></div><div class="t m0 x55 h2c ycdc ff13 fs8 fc0 sc0 ls4c ws4b">contribution of <span class="_ _2"></span>each Direct<span class="_ _2"></span>or is consider<span class="_ _2"></span>ed when making </div><div class="t m0 x55 h2c ycdd ff13 fs8 fc0 sc0 ls4c ws4b">recommenda<span class="_ _2"></span>tions to the <span class="_ _2"></span>Board on <span class="_ _2"></span>election or re<span class="_ _2"></span>-election.</div><div class="t m0 x6 h45 y21 ffd fs4 fc6 sc0 ls81 ws7c">Nom<span class="_ _2"></span>in<span class="_ _0"></span>ati<span class="_ _2"></span>ons C<span class="_ _1"></span>om<span class="_ _2"></span>m<span class="_ _2"></span>it<span class="_ _7"></span>tee R<span class="_ _2"></span>epor<span class="_ _7"></span>t</div><div class="t m0 xa3 h28 ycde ff16 fs2 fc0 sc0 ls1 ws0">Committee member<span class="_ _2"></span>ship</div><div class="t m0 xa3 h2a ycdf ff13 fs5 fc0 sc0 ls1 ws0">Adrian Collins - Chair</div><div class="t m0 xa3 h2a yce0 ff13 fs5 fc0 sc0 ls1 ws0">Gaby Appleton</div><div class="t m0 xa3 h2a yce1 ff13 fs5 fc0 sc0 ls1 ws0">Darrell E<span class="_ _2"></span>vans</div><div class="t m0 xa3 h2a yce2 ff13 fs5 fc0 sc0 ls1 ws0">James Mack</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   56<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   56<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
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" class="bi x0 yce3 w5 h98" alt="" /><div class="t m0 xf he y1f ff11 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">56<span class="_ _13"> </span>57</div><div class="t m0 xe he y1e ff2b fs6 fc4 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span>FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span><span class="fc0">CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="fc4 ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="ls11 wse">OVERVIEW</span></span></span></div><div class="t m0 x62 h28 ycde ff16 fs2 fc7 sc0 ls1 ws0">Activities undertak<span class="_ _2"></span>en during the y<span class="_ _2"></span>ear</div><div class="t mb x62 h13 yce4 ffd fs8 fc8 sc0 ls14 ws11">The Committee has an <span class="_ _2"></span>annual cycle of ma<span class="_ _2"></span>tters <span class="_ _2"></span>for c<span class="_ _2"></span>onsideration. <span class="_ _2"></span>The activities undertak<span class="_ _0"></span>en in 2025 to fulfil its respon<span class="_ _2"></span>sibilities included:</div><div class="t m0 x64 h29 yce5 ffb fs5 fc7 sc0 ls1 ws0">January</div><div class="t mb x1c h13 yce6 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Considered David <span class="_ _2"></span>Stewart’<span class="_ _2"></span>s r<span class="_ _2"></span>etirement </span></div><div class="t mb x62 h14 yce7 ffc fs8 fc8 sc0 ls14 ws0">and approv<span class="_ _2"></span>ed the appointment of </div><div class="t mb x62 h13 yce8 ffd fs8 fc8 sc0 ls14 ws11">Adam Castlet<span class="_ _2"></span>on as his successor<span class="_ _6"></span>.</div><div class="t mb x1c h14 yce9 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="fc8 ws0">Considered CFO succession and the </span></div><div class="t mb x62 h14 ycea ffc fs8 fc8 sc0 ls14 ws0">engagemen<span class="_ _2"></span>t of an external c<span class="_ _2"></span>onsultant </div><div class="t mb x62 h13 yceb ffd fs8 fc8 sc0 ls14 ws11">to undert<span class="_ _2"></span>ake <span class="_ _2"></span>the search.</div><div class="t mb x1c h13 ycec ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Recommended the <span class="_ _2"></span>appointment of </span></div><div class="t mb x62 h14 yced ffc fs8 fc8 sc0 ls14 ws0">Divisional chairs f<span class="_ _2"></span>or the Est<span class="_ _2"></span>ate Agency </div><div class="t mb x62 h13 ycee ffd fs8 fc8 sc0 ls14 ws11">Franchising and <span class="_ _2"></span>Surveying &amp; V<span class="_ _0"></span>aluation </div><div class="t mb x62 h13 ycef ffd fs8 fc8 sc0 ls14 ws11">Divisions. </div><div class="t mb x1c h14 ycf0 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="fc8 ws0">Considered extensions t<span class="_ _2"></span>o the terms </span></div><div class="t mb x62 h14 ycf1 ffc fs8 fc8 sc0 ls14 ws0">of appointment of Darr<span class="_ _2"></span>ell Ev<span class="_ _2"></span>ans and </div><div class="t mb x62 h13 ycf2 ffd fs8 fc8 sc0 ls14 ws11">Sony<span class="_ _2"></span>a Ghobrial.</div><div class="t m0 x13b h29 yce5 ffb fs5 fc7 sc0 ls1 ws0">March</div><div class="t mb x20 h13 yce6 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Reviewed <span class="_ _2"></span>Board composition, </span></div><div class="t mb x4a h13 yce7 ffd fs8 fc8 sc0 ls14 ws11">including skills, experience, <span class="_ _2"></span>diversity<span class="_ _6"></span>, </div><div class="t mb x4a h13 yce8 ffd fs8 fc8 sc0 ls14 ws11">independence, time commitmen<span class="_ _2"></span>t and </div><div class="t mb x4a h13 ycf3 ffd fs8 fc8 sc0 ls14 ws11">tenure. </div><div class="t mb x20 h13 ycf4 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Ratified the appointmen<span class="_ _2"></span>t of an int<span class="_ _2"></span>erim </span></div><div class="t mb x4a h13 ycf5 ffd fs8 fc8 sc0 ls14 ws11">Group CF<span class="_ _2"></span>O which had been c<span class="_ _2"></span>onsidered </div><div class="t mb x4a h13 ycf6 ffd fs8 fc8 sc0 ls14 ws11">outside a f<span class="_ _2"></span>ormal meeting.</div><div class="t mb x20 h14 ycf7 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="fc8 ws0">Considered senior management </span></div><div class="t mb x4a h13 ycf8 ffd fs8 fc8 sc0 ls14 ws11">succession.</div><div class="t mb x20 h13 ycf9 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Recommended t<span class="_ _2"></span>o the Board the </span></div><div class="t mb x4a h13 ycfa ffd fs8 fc8 sc0 ls14 ws11">election or re-election <span class="_ _2"></span>of Director<span class="_ _2"></span>s at </div><div class="t mb x4a h13 ycfb ffd fs8 fc8 sc0 ls14 ws11">the AGM.</div><div class="t mb x20 h13 ycfc ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Approved <span class="_ _2"></span>the Committee R<span class="_ _2"></span>eport on </span></div><div class="t mb x4a h13 ycfd ffd fs8 fc8 sc0 ls14 ws11">its activities f<span class="_ _2"></span>or inclusion in the 2024 </div><div class="t mb x4a h13 ycfe ffd fs8 fc8 sc0 ls14 ws11">Annual Report <span class="_ _2"></span>and Accounts.</div><div class="t m0 x30 h29 yce5 ffb fs5 fc7 sc0 ls1 ws0">September</div><div class="t mb xa6 h13 yce6 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Received upda<span class="_ _2"></span>tes on t<span class="_ _2"></span>alent </span></div><div class="t mb x2f h13 yce7 ffd fs8 fc8 sc0 ls14 ws11">management, leader<span class="_ _2"></span>ship </div><div class="t mb x2f h13 yce8 ffd fs8 fc8 sc0 ls14 ws11">development, <span class="_ _2"></span>succession planning, </div><div class="t mb x2f h13 ycf3 ffd fs8 fc8 sc0 ls14 ws11">str<span class="_ _2"></span>ategic w<span class="_ _2"></span>orkfor<span class="_ _2"></span>ce planning and k<span class="_ _2"></span>ey </div><div class="t mb x2f h13 ycff ffd fs8 fc8 sc0 ls14 ws11">senior recruitmen<span class="_ _2"></span>t.</div><div class="t mb xa6 h13 yd00 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Ratified the appointmen<span class="_ _2"></span>t of a </span></div><div class="t mb x2f h13 yd01 ffd fs8 fc8 sc0 ls14 ws11">permanent Gr<span class="_ _2"></span>oup CFO which had </div><div class="t mb x2f h14 yd02 ffc fs8 fc8 sc0 ls14 ws0">been considered outside a f<span class="_ _2"></span>ormal </div><div class="t mb x2f h13 yd03 ffd fs8 fc8 sc0 ls14 ws11">meeting.</div><div class="t mb xa6 h13 yd04 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Undertook the annual r<span class="_ _2"></span>eview of the </span></div><div class="t mb x2f h13 yd05 ffd fs8 fc8 sc0 ls14 ws11">Committee’<span class="_ _0"></span>s terms of r<span class="_ _2"></span>ef<span class="_ _2"></span>erence. </div><div class="t mb xa6 h13 yd06 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Undertook the annual r<span class="_ _2"></span>eview of the </span></div><div class="t mb x2f h13 yd07 ffd fs8 fc8 sc0 ls14 ws11">Diver<span class="_ _2"></span>sity Policy and <span class="_ _2"></span>diversity <span class="_ _2"></span>targ<span class="_ _2"></span>ets. </div><div class="t mb xa6 h14 yd08 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="fc8 ws0">Considered an extension t<span class="_ _2"></span>o the terms </span></div><div class="t mb x2f h13 yd09 ffd fs8 fc8 sc0 ls14 ws11">of appointment <span class="_ _2"></span>of Gaby Appleton.</div><div class="t mb xa6 h14 yd0a ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="fc8 ws0">Approved an annual c<span class="_ _2"></span>alendar of </span></div><div class="t mb x2f h14 yd0b ffc fs8 fc8 sc0 ls14 ws0">business to be consider<span class="_ _2"></span>ed by the </div><div class="t mb x2f h13 yd0c ffd fs8 fc8 sc0 ls14 ws11">Committee.</div><div class="t m0 x18 h10 y21 ffc fs4 fc6 sc0 ls1 ws0"> </div><div class="t m0 x18 h13 yd0d ffc fs8 fc8 sc0 ls14 ws0">Since the year<span class="ls1"> </span><span class="ffd ws11">end, the <span class="_ _2"></span>Committee met and c<span class="_ _2"></span>onsidered:</span></div><div class="t m0 x18 h13 yd0e ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Similar matter<span class="_ _2"></span>s to those <span class="_ _2"></span>considered in <span class="_ _2"></span>March 2025 in r<span class="_ _2"></span>elation t<span class="_ _2"></span>o </span></div><div class="t m0 xce h13 yd0f ffd fs8 fc8 sc0 ls14 ws11">Board comp<span class="_ _2"></span>osition. </div><div class="t m0 x18 h13 yd10 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">The election and r<span class="_ _2"></span>e-election of Direct<span class="_ _2"></span>ors at <span class="_ _2"></span>the AGM.</span></div><div class="t m0 x18 h13 yd11 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">The Committee’<span class="_ _0"></span>s Report on <span class="_ _2"></span>activities for in<span class="_ _2"></span>clusion in the 2025 </span></div><div class="t m0 xce h13 yd12 ffd fs8 fc8 sc0 ls14 ws11">Annual Report <span class="_ _2"></span>and Accounts.</div><div class="t m0 x18 h13 yd13 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">The evalua<span class="_ _2"></span>tion of its own perf<span class="_ _2"></span>ormance during 2025.</span></div><div class="t m0 x18 h13 yd14 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">An update <span class="_ _2"></span>from the Gr<span class="_ _2"></span>oup CPO on people <span class="_ _2"></span>matter<span class="_ _2"></span>s, including </span></div><div class="t m0 xce h13 yd15 ffd fs8 fc8 sc0 ls14 ws11">the results of <span class="_ _2"></span>the 2025 people survey and v<span class="_ _2"></span>arious other metrics </div><div class="t m0 xce h13 yd16 ffd fs8 fc8 sc0 ls14 ws11">evidencing the embedding of cultur<span class="_ _2"></span>e acr<span class="_ _2"></span>oss the Group.</div><div class="t m0 x87 hf yd17 ffb fs2 fc7 sc0 ls1 ws0">Board div<span class="_ _2"></span>ersity tar<span class="_ _2"></span>ge<span class="_ _2"></span>ts </div><div class="t m0 x87 h14 yd18 ffc fs8 fc8 sc0 ls14 ws0">The Board has adopt<span class="_ _2"></span>ed diversity t<span class="_ _2"></span>arge<span class="_ _2"></span>ts for the Boar<span class="_ _2"></span>d and senior </div><div class="t m0 x87 h13 yd19 ffd fs8 fc8 sc0 ls14 ws11">management which ar<span class="_ _2"></span>e aligned with UK Lis<span class="_ _2"></span>ting Rule 6.6.6R(9), as set </div><div class="t m0 x87 h13 yd1a ffd fs8 fc8 sc0 ls14 ws11">out below:</div><div class="t m0 x87 h13 yd1b ffd fs8 fc8 sc0 ls14 ws11">1. <span class="_ _1"></span> <span class="_ _c2"> </span>at least <span class="_ _2"></span>40% of the Board <span class="_ _2"></span>to be women; </div><div class="t m0 x87 h13 yd1c ffd fs8 fc8 sc0 ls14 ws11">2. <span class="_ _1"></span> <span class="_ _c2"> </span>at least <span class="_ _2"></span>one of the senior Boar<span class="_ _2"></span>d positions (Chair<span class="_ _6"></span>, CEO<span class="_ _2"></span>, SID or CFO) </div><div class="t m0 xa3 h13 yd1d ffd fs8 fc8 sc0 ls14 ws11">to be a w<span class="_ _2"></span>oman;</div><div class="t m0 x87 h13 yd1e ffd fs8 fc8 sc0 ls14 ws11">3. <span class="_ _1"></span> <span class="_ _c2"> </span>at least <span class="_ _2"></span>one member of the Boar<span class="_ _2"></span>d to be fr<span class="_ _2"></span>om a minority ethnic </div><div class="t m0 xa3 h13 yd1f ffd fs8 fc8 sc0 ls14 ws11">background</div><div class="t m0 x77 h3a yd20 ffd fs19 fc8 sc0 ls1 ws0">1</div><div class="t m0 x7a h13 yd1f ffd fs8 fc8 sc0 ls1 ws0">; </div><div class="t m0 x87 h13 yd21 ffd fs8 fc8 sc0 ls14 ws11">4. <span class="_ _1"></span> <span class="_ _c2"> </span>at least <span class="_ _2"></span>33% of senior managemen<span class="_ _2"></span>t</div><div class="t m0 xef h3a yd22 ffd fs19 fc8 sc0 ls1 ws0">2</div><div class="t m0 xed h13 yd21 ffd fs8 fc8 sc0 ls14 ws11"> to be w<span class="_ _2"></span>omen and at leas<span class="_ _2"></span>t </div><div class="t m0 xa3 h13 yd23 ffd fs8 fc8 sc0 ls14 ws11">33% to be men; <span class="_ _2"></span>and</div><div class="t m0 x87 h13 yd24 ffd fs8 fc8 sc0 ls14 ws11">5. <span class="_ _1"></span> <span class="_ _c2"> </span>at least <span class="_ _2"></span>11% of senior managemen<span class="_ _2"></span>t</div><div class="t m0 xef h3a yd25 ffd fs19 fc8 sc0 ls1 ws0">2</div><div class="t m0 xed h14 yd24 ffc fs8 fc8 sc0 ls14 ws0"> to be fr<span class="_ _2"></span>om a minority ethnic </div><div class="t m0 xa3 h13 yd26 ffd fs8 fc8 sc0 ls14 ws11">background</div><div class="t m0 x77 h3a yd27 ffd fs19 fc8 sc0 ls1 ws0">1</div><div class="t m0 x7a h13 yd28 ffd fs8 fc8 sc0 ls1 ws0">.</div><div class="t m0 x87 h13 yd29 ffd fs8 fc8 sc0 ls14 ws11">The dat<span class="_ _2"></span>a tables on pag<span class="_ _2"></span>es 58 and 59 show ho<span class="_ _2"></span>w we wer<span class="_ _2"></span>e perf<span class="_ _2"></span>orming </div><div class="t m0 x87 h13 yd2a ffd fs8 fc8 sc0 ls14 ws11">agains<span class="_ _2"></span>t these tar<span class="_ _2"></span>gets in r<span class="_ _2"></span>elation to <span class="_ _2"></span>the Board and senior <span class="_ _2"></span>Board </div><div class="t m0 x87 h13 yd2b ffd fs8 fc8 sc0 ls14 ws11">positions as at 31 <span class="_ _2"></span>December 2025. Since the appointmen<span class="_ _2"></span>t of David </div><div class="t m0 x87 h13 yd2c ffd fs8 fc8 sc0 ls14 ws11">Tilak on 12 January 2026, the me<span class="_ _2"></span>trics set out f<span class="_ _2"></span>or tar<span class="_ _2"></span>get 1, 2, and </div><div class="t m0 x87 h13 yd2d ffd fs8 fc8 sc0 ls14 ws11">3 hav<span class="_ _2"></span>e changed but the r<span class="_ _2"></span>evised position does not chan<span class="_ _2"></span>ge our </div><div class="t m0 x87 h13 yd2e ffd fs8 fc8 sc0 ls14 ws11">compliance or non-c<span class="_ _2"></span>ompliance with the UK Listing <span class="_ _2"></span>Rules tar<span class="_ _2"></span>gets as </div><div class="t m0 x87 h13 yd2f ffd fs8 fc8 sc0 ls14 ws11">set out on page <span class="_ _2"></span>59. Rather than r<span class="_ _2"></span>ef<span class="_ _2"></span>er to the <span class="_ _2"></span>data in th<span class="_ _2"></span>e tables on </div><div class="t m0 x87 h13 yd30 ffd fs8 fc8 sc0 ls14 ws11">that page (which <span class="_ _2"></span>are designed t<span class="_ _2"></span>o comply with the UK <span class="_ _2"></span>Listing Rules </div><div class="t m0 x87 h13 yd31 ffd fs8 fc8 sc0 ls14 ws11">in terms of the <span class="_ _2"></span>definition of Ex<span class="_ _2"></span>ecutive Managemen<span class="_ _2"></span>t), in order <span class="_ _2"></span>to </div><div class="t m0 x87 h13 yd32 ffd fs8 fc8 sc0 ls14 ws11">consider compliance <span class="_ _2"></span>with the above t<span class="_ _2"></span>arge<span class="_ _2"></span>ts for senior <span class="_ _2"></span>management </div><div class="t m0 x87 h13 yd33 ffd fs8 fc8 sc0 ls14 ws11">diver<span class="_ _2"></span>sity<span class="_ _0"></span>, the data in <span class="_ _2"></span>the tables showing <span class="_ _2"></span>the position f<span class="_ _2"></span>or our wider </div><div class="t m0 x87 h13 yd34 ffd fs8 fc8 sc0 ls14 ws11">workf<span class="_ _2"></span>orce on pag<span class="_ _2"></span>e 35 in the Sust<span class="_ _2"></span>ainability R<span class="_ _2"></span>eport should be </div><div class="t m0 x87 h13 yd35 ffd fs8 fc8 sc0 ls14 ws11">considered.<span class="ffc ls1 ws0"> </span></div><div class="t m0 x11 h25 yd36 ffb fs1 fc0 sc0 ls1 ws0">Diversity and inclusion</div><div class="t mb x11 h11 yd37 ffb fs8 fc0 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ff13">A diverse pool <span class="_ _2"></span>of candidates <span class="_ _2"></span>is sought when making </span></div><div class="t mb x56 h2c yd38 ff13 fs8 fc0 sc0 ls14 ws11">appointments, with sear<span class="_ _2"></span>ches including women <span class="_ _2"></span>and </div><div class="t mb x56 h2c yd39 ff13 fs8 fc0 sc0 ls14 ws11">people from minority <span class="_ _2"></span>backgrounds in r<span class="_ _2"></span>ecognition of the </div><div class="t mb x56 h2c yd3a ff13 fs8 fc0 sc0 ls14 ws11">contribution div<span class="_ _2"></span>ersity mak<span class="_ _2"></span>es to <span class="_ _2"></span>eff<span class="_ _2"></span>ective decision-making </div><div class="t mb x56 h2c yd3b ff13 fs8 fc0 sc0 ls14 ws11">and long-term perf<span class="_ _2"></span>ormance.  </div><div class="t mb x11 h11 yd3c ffb fs8 fc0 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ff13">Recruitment partner<span class="_ _2"></span>s are e<span class="_ _2"></span>xpected t<span class="_ _2"></span>o be signatories of </span></div><div class="t mb x56 h2c yd3d ff13 fs8 fc0 sc0 ls14 ws11">the V<span class="_ _2"></span>olunt<span class="_ _2"></span>ary Code of Conduct f<span class="_ _2"></span>or Executiv<span class="_ _2"></span>e Search Firms.</div><div class="t mb x11 h11 yd3e ffb fs8 fc0 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ff13">The Committee receiv<span class="_ _2"></span>es regular upda<span class="_ _2"></span>tes on Gr<span class="_ _2"></span>oup-wide </span></div><div class="t mb x56 h2c yd3f ff13 fs8 fc0 sc0 ls14 ws11">diversity <span class="_ _2"></span>initiatives and perf<span class="_ _2"></span>ormance ag<span class="_ _2"></span>ainst tar<span class="_ _2"></span>gets fr<span class="_ _2"></span>om </div><div class="t mb x56 h2c yd40 ff13 fs8 fc0 sc0 ls14 ws11">the Group CPO<span class="_ _2"></span>.</div><div class="t mb x11 h11 yd41 ffb fs8 fc0 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ff13">The Board Diver<span class="_ _2"></span>sity P<span class="_ _2"></span>olicy is aligned to the UK <span class="_ _2"></span>Listing </span></div><div class="t mb x56 h2c yd42 ff13 fs8 fc0 sc0 ls14 ws11">Rules (see lslps.co.uk f<span class="_ _2"></span>or the full policy <span class="_ _2"></span>and page 58 f<span class="_ _2"></span>or a </div><div class="t mb x56 h2c yd43 ff13 fs8 fc0 sc0 ls14 ws11">summary).</div><div class="t mb x11 h11 yd44 ffb fs8 fc0 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ff13">Our diversity t<span class="_ _2"></span>arge<span class="_ _2"></span>ts and 2025 reporting ar<span class="_ _2"></span>e on pages <span class="_ _2"></span>57 </span></div><div class="t mb x57 h2c yd45 ff13 fs8 fc0 sc0 ls14 ws11">to 59.</div><div class="t m0 x18 h1d yd46 ffd fs11 fc8 sc0 ls2b ws29">1 <span class="_ _15"> </span> <span class="_ _1c"></span>De<span class="_ _1"></span>fined b<span class="_ _1"></span>y refer<span class="_ _1"></span>enc<span class="_ _1"></span>e to the ca<span class="_ _1"></span>tego<span class="_ _1"></span>ries r<span class="_ _1"></span>eco<span class="_ _1"></span>mmen<span class="_ _1"></span>ded by t<span class="_ _1"></span>he ONS as c<span class="_ _1"></span>omin<span class="_ _1"></span>g fro<span class="_ _1"></span>m a non<span class="_ _1"></span>-whi<span class="_ _1"></span>te eth<span class="_ _1"></span>nic ba<span class="_ _1"></span>ck<span class="_ _1"></span>grou<span class="_ _1"></span>nd (see t<span class="_ _1"></span>able o<span class="_ _1"></span>n page 59 fo<span class="_ _1"></span>r the spe<span class="_ _1"></span>ci<span class="_ _1"></span>fic cat<span class="_ _1"></span>egor<span class="_ _1"></span>ies)</div><div class="t m0 x18 h1d yd47 ffd fs11 fc8 sc0 ls2b ws29">2 <span class="_ _15"> </span> <span class="_ _1c"></span>Our G<span class="_ _1"></span>roup E<span class="_ _1"></span>xec<span class="_ _1"></span>utiv<span class="_ _1"></span>e Com<span class="_ _1"></span>mitte<span class="_ _1"></span>e, Div<span class="_ _1"></span>isio<span class="_ _1"></span>nal Mana<span class="_ _1"></span>gin<span class="_ _1"></span>g Dire<span class="_ _1"></span>ct<span class="_ _1"></span>ors an<span class="_ _1"></span>d the Gr<span class="_ _1"></span>oup Co<span class="_ _1"></span>mpan<span class="_ _1"></span>y Sec<span class="_ _1"></span>ret<span class="_ _1"></span>ar<span class="_ _1"></span>y and the<span class="_ _1"></span>ir dire<span class="_ _1"></span>c<span class="_ _1"></span>t repo<span class="_ _1"></span>r<span class="_ _1"></span>ts wh<span class="_ _1"></span>o are des<span class="_ _1"></span>igna<span class="_ _1"></span>ted A1 an<span class="_ _1"></span>d A2 gr<span class="_ _1"></span>ad<span class="_ _1"></span>es </div><div class="t m0 x39 h1d yd48 ffd fs11 fc8 sc0 ls6f ws6a">(excluding Executive Direc<span class="_ _1"></span>tors)</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   57<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   57<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
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" class="bi x0 ya7d w5 h8d" alt="" /><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">58<span class="_ _13"> </span>59</div><div class="t m0 x19 he y1e ff10 fs6 fc4 sc0 ls11 wse">OVERVIEW</div><div class="t m0 x6 h45 y21 ffd fs4 fc6 sc0 ls1 ws0">N<span class="_ _2"></span>o<span class="_ _2"></span>m<span class="_ _0"></span>in<span class="_ _6"></span>a<span class="_ _2"></span>t<span class="_ _2"></span>i<span class="_ _2"></span>o<span class="_ _2"></span>n<span class="_ _0"></span>s Com<span class="_ _0"></span>m<span class="_ _2"></span>itt<span class="_ _2"></span>e<span class="_ _2"></span>e R<span class="_ _0"></span>ep<span class="_ _2"></span>o<span class="_ _2"></span>r<span class="_ _7"></span>t <span class="ffc fs18 ls64 ws5f">cont<span class="_ _2"></span>inued</span></div><div class="t m0 x59 hf yd49 ffb fs2 fc0 sc0 ls6 ws4">T<span class="_ _6"></span>opic<span class="_ _cd"> </span><span class="fc7 ws0">Policy summary</span></div><div class="t m0 x59 h13 yd4a ffb fs8 fc0 sc0 ls14 ws0">Importance of diver<span class="_ _2"></span>sity<span class="_ _8c"> </span><span class="ffd fc8 ws11">The Boar<span class="_ _2"></span>d rec<span class="_ _2"></span>ognises the benefits of d<span class="_ _2"></span>iversity<span class="_ _6"></span>. Through our r<span class="_ _2"></span>ecruitment, appointmen<span class="_ _2"></span>t and </span></div><div class="t m0 xd4 h13 yd4b ffd fs8 fc8 sc0 ls14 ws11">succession planning arr<span class="_ _2"></span>angements, we <span class="_ _2"></span>seek to pr<span class="_ _2"></span>omote diver<span class="_ _2"></span>sity including pr<span class="_ _2"></span>of<span class="_ _2"></span>essional </div><div class="t m0 xd4 h13 yd4c ffd fs8 fc8 sc0 ls14 ws11">skills, experience, social <span class="_ _2"></span>backgrounds, gender <span class="_ _2"></span>and ethnicity<span class="_ _6"></span>, in addition to individual </div><div class="t m0 xd4 h13 yd4d ffd fs8 fc8 sc0 ls14 ws11">cognitive and <span class="_ _2"></span>personal s<span class="_ _2"></span>treng<span class="_ _2"></span>ths.</div><div class="t m0 xd4 h13 yd4e ffd fs8 fc8 sc0 ls14 ws11">In rela<span class="_ _2"></span>tion to the Boar<span class="_ _2"></span>d, we believ<span class="_ _2"></span>e that diver<span class="_ _2"></span>sity has a positiv<span class="_ _2"></span>e eff<span class="_ _2"></span>ect on decision making </div><div class="t m0 xd4 h13 yd4f ffd fs8 fc8 sc0 ls14 ws11">and benefits Shar<span class="_ _2"></span>eholders and oth<span class="_ _2"></span>er stak<span class="_ _0"></span>eholders. The Direct<span class="_ _2"></span>ors r<span class="_ _2"></span>ecognise that the <span class="_ _2"></span>Board </div><div class="t m0 xd4 h13 yd50 ffd fs8 fc8 sc0 ls14 ws11">and Committees set <span class="_ _2"></span>the tone f<span class="_ _2"></span>or diver<span class="_ _2"></span>sity and inclusion thr<span class="_ _2"></span>oughout the Gr<span class="_ _2"></span>oup and that by </div><div class="t m0 xd4 h13 yd51 ffd fs8 fc8 sc0 ls14 ws11">actively r<span class="_ _2"></span>eviewing, monitoring and eng<span class="_ _2"></span>aging with discussions of div<span class="_ _2"></span>ersity and inclusion<span class="_ _2"></span>, the </div><div class="t m0 xd4 h13 yd52 ffd fs8 fc8 sc0 ls14 ws11">Board is bes<span class="_ _2"></span>t able to driv<span class="_ _2"></span>e a positive impact <span class="_ _2"></span>to the adv<span class="_ _2"></span>antage <span class="_ _2"></span>of all st<span class="_ _2"></span>akeh<span class="_ _2"></span>olders.</div><div class="t m0 xd4 h13 yd53 ffd fs8 fc8 sc0 ls14 ws11">While the Diver<span class="_ _2"></span>sity P<span class="_ _2"></span>olicy includes tar<span class="_ _2"></span>gets f<span class="_ _2"></span>or gender and e<span class="_ _2"></span>thnicity<span class="_ _0"></span>, the Board r<span class="_ _2"></span>ecognises </div><div class="t m0 xd4 h13 yd54 ffd fs8 fc8 sc0 ls14 ws11">that diver<span class="_ _2"></span>sity also encompasses <span class="_ _2"></span>characteris<span class="_ _2"></span>tics such as se<span class="_ _2"></span>xual orient<span class="_ _2"></span>ation, disability<span class="_ _6"></span>, </div><div class="t m0 xd4 h13 yd55 ffd fs8 fc8 sc0 ls14 ws11">neurodiv<span class="_ _2"></span>ersity and socio-ec<span class="_ _2"></span>onomic background.</div><div class="t m0 x59 h2e yd56 ff16 fs8 fc0 sc0 ls14 ws11">Role of the <span class="_ _2"></span>Nominations Committee<span class="_ _ce"> </span><span class="ffd fc8">The Committee leads the <span class="_ _2"></span>process f<span class="_ _2"></span>or appointmen<span class="_ _2"></span>ts to the Boar<span class="_ _2"></span>d and its Committees </span></div><div class="t m0 xd4 h14 yd57 ffc fs8 fc8 sc0 ls14 ws0">and ensures that plans ar<span class="_ _2"></span>e in place f<span class="_ _2"></span>or orderly succession to both the Boar<span class="_ _2"></span>d and senior </div><div class="t m0 xd4 h13 yd58 ffd fs8 fc8 sc0 ls14 ws11">management positions. In <span class="_ _2"></span>discharging its duties, the <span class="_ _2"></span>Committee over<span class="_ _2"></span>sees the dev<span class="_ _2"></span>elopment </div><div class="t m0 xd4 h13 yd59 ffd fs8 fc8 sc0 ls14 ws11">of a diver<span class="_ _2"></span>se pipeline f<span class="_ _2"></span>or succession.</div><div class="t m0 x59 h2e yd5a ff16 fs8 fc0 sc0 ls14 ws11">Role of the <span class="_ _2"></span>Remuner<span class="_ _2"></span>ation </div><div class="t m0 x59 h2e yd5b ff16 fs8 fc0 sc0 ls14 ws11">Committee</div><div class="t m0 xd4 h13 yd5a ffd fs8 fc8 sc0 ls14 ws11">The Committee is r<span class="_ _2"></span>esponsible f<span class="_ _2"></span>or the Remuner<span class="_ _2"></span>ation P<span class="_ _2"></span>olicy r<span class="_ _2"></span>elating to the <span class="_ _2"></span>Chair<span class="_ _6"></span>, the </div><div class="t m0 xd4 h13 yd5c ffd fs8 fc8 sc0 ls14 ws11">Executiv<span class="_ _2"></span>e Direct<span class="_ _2"></span>ors and senior manag<span class="_ _2"></span>ement (including the Gr<span class="_ _2"></span>oup Compan<span class="_ _2"></span>y Secret<span class="_ _2"></span>ary). The </div><div class="t m0 xd4 h13 yd5d ffd fs8 fc8 sc0 ls14 ws11">Remuner<span class="_ _2"></span>ation Committee <span class="_ _2"></span>also review<span class="_ _2"></span>s workf<span class="_ _2"></span>orce r<span class="_ _2"></span>emunera<span class="_ _2"></span>tion and rela<span class="_ _2"></span>ted policies and </div><div class="t m0 xd4 h13 yd5e ffd fs8 fc8 sc0 ls14 ws11">the alignment of incen<span class="_ _2"></span>tives and r<span class="_ _2"></span>ewar<span class="_ _2"></span>ds with culture and <span class="_ _2"></span>the promotion of d<span class="_ _2"></span>iversity and </div><div class="t m0 xd4 h13 yd5f ffd fs8 fc8 sc0 ls14 ws11">inclusion in the Gr<span class="_ _2"></span>oup.</div><div class="t m0 x59 h13 yd60 ffb fs8 fc0 sc0 ls14 ws0">Annual performance re<span class="_ _2"></span>view<span class="_ _98"> </span><span class="ffd fc8 ws11">As part of the annual <span class="_ _2"></span>performance r<span class="_ _2"></span>eview<span class="_ _6"></span>, the Direct<span class="_ _2"></span>ors consider <span class="_ _2"></span>the Board and each </span></div><div class="t m0 xd4 h13 yd61 ffd fs8 fc8 sc0 ls14 ws11">Committee’<span class="_ _0"></span>s composition, diver<span class="_ _2"></span>sity and how e<span class="_ _2"></span>ffectiv<span class="_ _2"></span>ely the member<span class="_ _2"></span>s work tog<span class="_ _2"></span>ether to </div><div class="t m0 xd4 h13 yd62 ffd fs8 fc8 sc0 ls14 ws11">achieve our objectiv<span class="_ _2"></span>es.</div><div class="t m0 x6 hf yd63 ffb fs2 fc7 sc0 ls1 ws0">Diversity P<span class="_ _2"></span>olicy</div><div class="t m0 x90 h14 y1c7 ffc fs8 fc8 sc0 ls1 ws0"> </div><div class="t m0 xc3 h86 yd64 ffb fs11 fc3 sc0 ls82 ws7d">Ta<span class="_ _1"></span>r<span class="_ _1"></span>g<span class="_ _7"></span>e<span class="_ _1"></span>t<span class="_ _ab"> </span><span class="ff16 ls1 ws0">Position<span class="_ _98"> </span>Explana<span class="_ _2"></span>tion</span></div><div class="t m0 x2 h13 yd65 ffd fs8 fc8 sc0 ls14 ws11">1.<span class="_ _a7"> </span><span class="ffc ws0">Not met<span class="_ _9d"> </span></span>29% of the Boar<span class="_ _2"></span>d were w<span class="_ _2"></span>omen at 31 December <span class="_ _2"></span>2025. Further to Da<span class="_ _2"></span>vid Tilak’<span class="_ _0"></span>s appointment on 12 <span class="_ _2"></span>January 2026 </div><div class="t m0 xd1 h13 yd66 ffd fs8 fc8 sc0 ls14 ws11">this has decreased <span class="_ _2"></span>to 25%.</div><div class="t m0 xd1 h13 yd67 ffd fs8 fc8 sc0 ls14 ws11">All appointments <span class="_ _2"></span>to the Board<span class="_ _2"></span> have <span class="_ _2"></span>been made based on merit and w<span class="_ _2"></span>e believe w<span class="_ _2"></span>e hav<span class="_ _2"></span>e the right Boar<span class="_ _2"></span>d in place. </div><div class="t m0 xd1 h13 yd68 ffd fs8 fc8 sc0 ls14 ws11">Diver<span class="_ _2"></span>sity will continue t<span class="_ _2"></span>o be consider<span class="_ _2"></span>ed as and when w<span class="_ _2"></span>e are r<span class="_ _2"></span>equired t<span class="_ _2"></span>o mak<span class="_ _2"></span>e appointments t<span class="_ _2"></span>o the Board.</div><div class="t m0 x2 h13 yd69 ffd fs8 fc8 sc0 ls14 ws11">2.<span class="_ _a7"> </span><span class="ffc ws0">Not met<span class="_ _9d"> </span></span>None of the senior Boar<span class="_ _2"></span>d positions are <span class="_ _2"></span>undertak<span class="_ _2"></span>en by a w<span class="_ _2"></span>oman.</div><div class="t m0 xd1 h13 yd6a ffd fs8 fc8 sc0 ls14 ws11">W<span class="_ _2"></span>e continue <span class="_ _2"></span>to believe <span class="_ _2"></span>that we ha<span class="_ _2"></span>ve the righ<span class="_ _2"></span>t people in the righ<span class="_ _2"></span>t Board r<span class="_ _2"></span>oles based on their skills and </div><div class="t m0 xd1 h13 yd6b ffd fs8 fc8 sc0 ls14 ws11">experience. W<span class="_ _0"></span>e will continue to c<span class="_ _2"></span>onsider diver<span class="_ _2"></span>sity matter<span class="_ _2"></span>s when we <span class="_ _2"></span>need to replace <span class="_ _2"></span>the person perf<span class="_ _2"></span>orming an<span class="_ _2"></span>y </div><div class="t m0 xd1 h13 yd6c ffd fs8 fc8 sc0 ls14 ws11">of these r<span class="_ _2"></span>oles.  </div><div class="t m0 x2 h13 yd6d ffd fs8 fc8 sc0 ls14 ws11">3.<span class="_ _a7"> </span><span class="ffc ls4c ws4b">Met<span class="_ _c4"> </span></span>T<span class="_ _0"></span>wo members of the Boar<span class="_ _2"></span>d are <span class="_ _2"></span>from a minority e<span class="_ _2"></span>thnic background as <span class="_ _2"></span>at 31 December 2025. Further <span class="_ _2"></span>to David <span class="_ _2"></span></div><div class="t m0 xd1 h13 yd6e ffd fs8 fc8 sc0 ls14 ws11">Tilak’<span class="_ _0"></span>s appointment on 12 January 2026 this <span class="_ _2"></span>has increased t<span class="_ _2"></span>o three.</div><div class="t m0 x2 h13 yd6f ffd fs8 fc8 sc0 ls14 ws11">4.<span class="_ _a7"> </span><span class="ffc ls4c ws4b">Met<span class="_ _c4"> </span></span>40% of our senior <span class="_ _2"></span>managers</div><div class="t m0 xad h3a yd70 ffd fs19 fc8 sc0 ls1 ws0">1</div><div class="t m0 x93 h13 yd71 ffd fs8 fc8 sc0 ls14 ws11"> are w<span class="_ _2"></span>omen.</div><div class="t m0 x2 h13 yd72 ffd fs8 fc8 sc0 ls14 ws11">5.<span class="_ _a7"> </span><span class="ffc ws0">Not met<span class="_ _9d"> </span></span>8% of our senior manager<span class="_ _2"></span>s</div><div class="t m0 x4f h3a yd73 ffd fs19 fc8 sc0 ls1 ws0">1</div><div class="t m0 x13c h13 yd74 ffc fs8 fc8 sc0 ls14 ws0"> are fr<span class="_ _2"></span>om an eth<span class="ls1">n</span><span class="ffd ws11">ic minority backgr<span class="_ _2"></span>ound. This is a sligh<span class="_ _2"></span>t improv<span class="_ _2"></span>ement on las<span class="_ _2"></span>t year<span class="_ _6"></span>, </span></div><div class="t m0 xd1 h13 yd75 ffd fs8 fc8 sc0 ls14 ws11">but still some w<span class="_ _2"></span>ay b<span class="_ _2"></span>ehind our tar<span class="_ _2"></span>get.  </div><div class="t m0 x6 hf yd76 ffb fs2 fc7 sc0 ls1 ws0">Perf<span class="_ _2"></span>ormance agains<span class="_ _2"></span>t diver<span class="_ _2"></span>sity tar<span class="_ _2"></span>gets</div><div class="t m0 x6 h1d yd77 ffd fs11 fc8 sc0 ls2b ws29">1. <span class="_ _cf"> </span> <span class="_ _1c"></span>Our G<span class="_ _1"></span>roup E<span class="_ _1"></span>xec<span class="_ _1"></span>utiv<span class="_ _1"></span>e Com<span class="_ _1"></span>mitte<span class="_ _1"></span>e, Div<span class="_ _1"></span>isio<span class="_ _1"></span>nal Mana<span class="_ _1"></span>gin<span class="_ _1"></span>g Dire<span class="_ _1"></span>ct<span class="_ _1"></span>ors an<span class="_ _1"></span>d the Gr<span class="_ _1"></span>oup Co<span class="_ _1"></span>mpan<span class="_ _1"></span>y Sec<span class="_ _1"></span>ret<span class="_ _1"></span>ar<span class="_ _1"></span>y and the<span class="_ _1"></span>ir dire<span class="_ _1"></span>c<span class="_ _1"></span>t repo<span class="_ _1"></span>r<span class="_ _1"></span>ts wh<span class="_ _1"></span>o are A1 an<span class="_ _1"></span>d A2 gr<span class="_ _1"></span>ade<span class="_ _1"></span>s (exclu<span class="_ _1"></span>ding<span class="_ _1"></span> </div><div class="t m0 x108 h1d y40b ffd fs11 fc8 sc0 ls77 ws71">Executive <span class="_ _2"></span>Directors)</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   58<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   58<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pf3d" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc3d w4 h0"><img 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class="bi x0 yd78 w5 h99" alt="" /><div class="t m0 xf he y1f ff11 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">58<span class="_ _13"> </span>59</div><div class="t m0 xe he y1e ff2b fs6 fc4 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span>FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span><span class="fc0">CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="fc4 ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="ls11 wse">OVERVIEW</span></span></span></div><div class="t m0 x18 h10 y21 ffc fs4 fc6 sc0 ls1 ws0"> </div><div class="t m0 x18 hf y71 ffb fs2 fc7 sc0 ls1 ws0">Diversity da<span class="_ _2"></span>ta </div><div class="t m0 x18 h13 y2fd ffd fs8 fc8 sc0 ls14 ws11">Our disclosures and <span class="_ _2"></span>sta<span class="_ _2"></span>tement on the <span class="_ _2"></span>diversity <span class="_ _2"></span>of our Board, senior <span class="_ _2"></span>Board positions and Ex<span class="_ _2"></span>ecutive <span class="_ _2"></span>Management in c<span class="_ _2"></span>ompliance with UK Listing <span class="_ _2"></span>Rule </div><div class="t m0 x18 h13 y2ff ffd fs8 fc8 sc0 ls14 ws11">6.6.6R(9) and (10) ar<span class="_ _2"></span>e set out below:</div><div class="t m0 x18 h2a yd79 ff13 fs5 fc7 sc0 ls1 ws0">Diver<span class="_ _2"></span>sity data based on gender iden<span class="_ _2"></span>tity or sex as a<span class="_ _2"></span>t 31 December 2025</div><div class="t m0 x136 h50 yd7a ff13 fs1b fc7 sc0 ls1 ws0">1</div><div class="t m0 x21 h4a yd7b ffc fs11 fc3 sc0 ls1 ws0">Number of </div><div class="t m0 xd9 h4a yd7c ffc fs11 fc3 sc0 ls1 ws0">Board members</div><div class="t m0 x13d h4a yd7b ffc fs11 fc3 sc0 ls1 ws0">Per<span class="_ _2"></span>centage</div><div class="t m0 x11f h4a yd7c ffc fs11 fc3 sc0 ls1 ws0"> of Board</div><div class="t m0 x4c h4a yd7d ffc fs11 fc3 sc0 ls1 ws0">Number of senior </div><div class="t m0 x17 h1d yd7e ffd fs11 fc3 sc0 ls1 ws0">positions on the </div><div class="t m0 x113 h1d yd7b ffd fs11 fc3 sc0 ls1 ws0">Board (CEO<span class="_ _2"></span>, CFO<span class="_ _2"></span>, SID </div><div class="t m0 x13e h1d yd7c ffd fs11 fc3 sc0 ls1 ws0">and Chair)</div><div class="t m0 xb5 h4a yd7e ffc fs11 fc3 sc0 ls1 ws0">Number in </div><div class="t m0 x13f h1d yd7b ffd fs11 fc3 sc0 ls1 ws0">Executiv<span class="_ _2"></span>e </div><div class="t m0 x100 h4a yd7c ffc fs11 fc3 sc0 ls1 ws0">Management</div><div class="t m0 xec h87 yd7f ffd fs31 fc3 sc0 ls1 ws0">2</div><div class="t m0 x140 h4a yd80 ffc fs11 fc3 sc0 ls1 ws0">Per<span class="_ _2"></span>centage </div><div class="t m0 x139 h1d yd81 ffd fs11 fc3 sc0 ls1 ws0">of Executiv<span class="_ _2"></span>e </div><div class="t m0 x141 h4a yd82 ffc fs11 fc3 sc0 ls1 ws0">Management</div><div class="t m0 x41 h13 yd83 ffc fs8 fc3 sc0 ls1 ws0">Men<span class="_ _d0"> </span><span class="ffd">5<span class="_ _d1"> </span>71<span class="_ _d2"> </span>3<span class="_ _d2"> </span>6<span class="_ _d1"> </span>75</span></div><div class="t m0 x41 h13 yd84 ffc fs8 fc3 sc0 ls1 ws0">W<span class="_ _2"></span>omen<span class="_ _d3"> </span><span class="ffd">2<span class="_ _d1"> </span>29<span class="_ _d2"> </span>–<span class="_ _d2"> </span>2<span class="_ _d1"> </span>25</span></div><div class="t m0 x41 h13 yd85 ffd fs8 fc3 sc0 ls1 ws0">Not specified/pref<span class="_ _0"></span>er not to say<span class="_ _d4"> </span>–<span class="_ _d2"> </span>–<span class="_ _d2"> </span>–<span class="_ _d2"> </span>–<span class="_ _d5"> </span>–</div><div class="t m0 x18 h2a yd86 ff13 fs5 fc7 sc0 ls1 ws0">Diver<span class="_ _2"></span>sity data based on ethnic backgr<span class="_ _2"></span>ound as at 31 December 2025</div><div class="t m0 xa2 h50 yd87 ff13 fs1b fc7 sc0 ls1 ws0">1</div><div class="t m0 x21 h4a yd88 ffc fs11 fc3 sc0 ls1 ws0">Number of </div><div class="t m0 xd9 h4a yd89 ffc fs11 fc3 sc0 ls1 ws0">Board members</div><div class="t m0 x13d h4a yd88 ffc fs11 fc3 sc0 ls1 ws0">Per<span class="_ _2"></span>centage</div><div class="t m0 x11f h4a yd89 ffc fs11 fc3 sc0 ls1 ws0"> of Board</div><div class="t m0 x4c h4a yd8a ffc fs11 fc3 sc0 ls1 ws0">Number of senior </div><div class="t m0 x17 h1d yd8b ffd fs11 fc3 sc0 ls1 ws0">positions on the </div><div class="t m0 x113 h1d yd88 ffd fs11 fc3 sc0 ls1 ws0">Board (CEO<span class="_ _2"></span>, CFO<span class="_ _2"></span>, SID </div><div class="t m0 x13e h1d yd89 ffd fs11 fc3 sc0 ls1 ws0">and Chair)</div><div class="t m0 xb5 h4a yd8b ffc fs11 fc3 sc0 ls1 ws0">Number in </div><div class="t m0 x13f h1d yd88 ffd fs11 fc3 sc0 ls1 ws0">Executiv<span class="_ _2"></span>e </div><div class="t m0 x100 h4a yd89 ffc fs11 fc3 sc0 ls1 ws0">Management</div><div class="t m0 xec h87 yd8c ffd fs31 fc3 sc0 ls1 ws0">2</div><div class="t m0 x140 h4a yd8d ffc fs11 fc3 sc0 ls1 ws0">Per<span class="_ _2"></span>centage </div><div class="t m0 x139 h1d yd8e ffd fs11 fc3 sc0 ls1 ws0">of Executiv<span class="_ _2"></span>e </div><div class="t m0 x141 h4a yd8f ffc fs11 fc3 sc0 ls1 ws0">Management</div><div class="t m0 x41 h13 yd90 ffd fs8 fc3 sc0 ls1 ws0">White British or <span class="_ _2"></span>other white (including </div><div class="t m0 x41 h13 yd91 ffd fs8 fc3 sc0 ls1 ws0">minority-whit<span class="_ _2"></span>e groups)<span class="_ _d6"> </span>3<span class="_ _d1"> </span>43<span class="_ _d2"> </span>1<span class="_ _d2"> </span>6<span class="_ _d1"> </span>75</div><div class="t m0 x41 h13 yd92 ffd fs8 fc3 sc0 ls1 ws0">Mixed/multiple e<span class="_ _2"></span>thnic groups<span class="_ _d7"> </span>1<span class="_ _d1"> </span>14<span class="_ _d2"> </span>–<span class="_ _d2"> </span>–<span class="_ _d2"> </span>–</div><div class="t m0 x41 h13 yd93 ffd fs8 fc3 sc0 ls1 ws0">Asian/<span class="_ _2"></span>Asian British<span class="_ _d8"> </span>–<span class="_ _d2"> </span>–<span class="_ _d2"> </span>–<span class="_ _d2"> </span>1<span class="_ _d1"> </span>13</div><div class="t m0 x41 h13 yd94 ffd fs8 fc3 sc0 ls1 ws0">Black/Afric<span class="_ _2"></span>an/Caribbean/Black British<span class="_ _d9"> </span>–<span class="_ _d2"> </span>–<span class="_ _d2"> </span>–<span class="_ _d2"> </span>–<span class="_ _d5"> </span>–</div><div class="t m0 x41 h13 yd95 ffc fs8 fc3 sc0 ls1 ws0">Other ethnic group<span class="_ _da"> </span><span class="ffd">1<span class="_ _d1"> </span>14<span class="_ _d2"> </span>1<span class="_ _d2"> </span>–<span class="_ _d2"> </span>–</span></div><div class="t m0 x41 h13 yd96 ffd fs8 fc3 sc0 ls1 ws0">Not specified/pref<span class="_ _0"></span>er not to say<span class="_ _d4"> </span>2<span class="_ _d1"> </span>29<span class="_ _d2"> </span>1<span class="_ _d2"> </span>1<span class="_ _d1"> </span>13</div><div class="t m0 x18 h11 yd97 ffb fs8 fc8 sc0 ls14 ws0">Adrian Collins<span class="ls1"> </span></div><div class="t m0 x18 h13 yd98 ffd fs8 fc8 sc0 ls14 ws11">Chair of the Nominations <span class="_ _2"></span>Committee</div><div class="t m0 x18 h13 yd99 ffd fs8 fc8 sc0 ls14 ws11">18 March 2026</div><div class="t m0 x18 h1d yd9a ffd fs11 fc8 sc0 ls2b ws29">1 <span class="_ _15"> </span> <span class="_ _1c"></span>Dat<span class="_ _1"></span>a is col<span class="_ _1"></span>lec<span class="_ _1"></span>ted v<span class="_ _1"></span>ia sel<span class="_ _1"></span>f-r<span class="_ _1"></span>epor<span class="_ _1"></span>ti<span class="_ _1"></span>ng by co<span class="_ _1"></span>llea<span class="_ _1"></span>gue<span class="_ _1"></span>s comp<span class="_ _1"></span>leti<span class="_ _1"></span>ng a que<span class="_ _1"></span>stio<span class="_ _1"></span>nnair<span class="_ _1"></span>e aski<span class="_ _1"></span>ng the<span class="_ _1"></span>m to iden<span class="_ _1"></span>tif<span class="_ _1"></span>y aga<span class="_ _1"></span>ins<span class="_ _1"></span>t the gen<span class="_ _1"></span>der and e<span class="_ _1"></span>thni<span class="_ _1"></span>cit<span class="_ _1"></span>y ca<span class="_ _1"></span>tegor<span class="_ _1"></span>ies s<span class="_ _1"></span>et ou<span class="_ _1"></span>t above</div><div class="t m0 x18 h1d yd77 ffd fs11 fc8 sc0 ls2b ws29">2 <span class="_ _15"> </span> <span class="_ _1c"></span>Ex<span class="_ _1"></span>ecu<span class="_ _1"></span>tive Ma<span class="_ _1"></span>nagem<span class="_ _1"></span>ent is ma<span class="_ _1"></span>de up of all m<span class="_ _1"></span>embe<span class="_ _1"></span>rs of th<span class="_ _1"></span>e Grou<span class="_ _1"></span>p Exe<span class="_ _1"></span>cuti<span class="_ _1"></span>ve Co<span class="_ _1"></span>mmitt<span class="_ _1"></span>ee and D<span class="_ _1"></span>ivi<span class="_ _1"></span>siona<span class="_ _1"></span>l Mana<span class="_ _1"></span>ging D<span class="_ _1"></span>irec<span class="_ _1"></span>to<span class="_ _1"></span>rs as li<span class="_ _1"></span>sted o<span class="_ _1"></span>n page<span class="_ _1"></span>s 48 an<span class="_ _1"></span>d 49 <span class="ls1 ws0">(<span class="_ _2"></span><span class="ffc ls6f ws7e">excluding the </span></span></div><div class="t m0 x39 h1d yd9b ffd fs11 fc8 sc0 ls77 ws71">Executive <span class="_ _2"></span>Directors<span class="ls1 ws0">)<span class="_ _2"></span><span class="ffc ls6f ws7e"> and the Group Company Secretar<span class="_ _1"></span>y</span></span></div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   59<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   59<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
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" class="bi x0 yd9c w5 h9a" alt="" /><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">60<span class="_ _13"> </span>61</div><div class="t m0 x19 he y1e ff10 fs6 fc4 sc0 ls11 wse">OVERVIEW</div><div class="t m0 x6 h45 y21 ffd fs4 fc6 sc0 ls1 ws0">A<span class="_ _0"></span>ud<span class="_ _0"></span>it &amp; R<span class="_ _0"></span>i<span class="_ _2"></span>s<span class="_ _0"></span>k Com<span class="_ _0"></span>m<span class="_ _2"></span>itt<span class="_ _2"></span>e<span class="_ _2"></span>e R<span class="_ _0"></span>ep<span class="_ _2"></span>o<span class="_ _2"></span>r<span class="_ _7"></span>t</div><div class="t m0 x6 hf yd9d ffb fs2 fc7 sc0 ls1 ws0">Dear Shareholder</div><div class="t m0 x6 h13 yd9e ffd fs8 fc8 sc0 ls14 ws11">As Chair of the Audit &amp; <span class="_ _2"></span>Risk Committee (the Committ<span class="_ _2"></span>ee), I am </div><div class="t m0 x6 h13 yd9f ffd fs8 fc8 sc0 ls14 ws11">pleased to pr<span class="_ _2"></span>esent our R<span class="_ _2"></span>eport f<span class="_ _2"></span>or the year ended <span class="_ _2"></span>31 December </div><div class="t m0 x6 h13 yda0 ffd fs8 fc8 sc0 ls14 ws11">2025. The Committee c<span class="_ _2"></span>onsiders all audit, <span class="_ _2"></span>risk and internal <span class="_ _2"></span>contr<span class="_ _2"></span>ol </div><div class="t m0 x6 h13 yda1 ffd fs8 fc8 sc0 ls14 ws11">matter<span class="_ _2"></span>s on behalf of the Boar<span class="_ _2"></span>d, regularly <span class="_ _2"></span>reporting to <span class="_ _2"></span>the Board </div><div class="t m0 x6 h13 yda2 ffd fs8 fc8 sc0 ls14 ws11">on its consider<span class="_ _2"></span>ations. This R<span class="_ _2"></span>eport sets out ho<span class="_ _2"></span>w the Committee has </div><div class="t m0 x6 h13 yda3 ffd fs8 fc8 sc0 ls14 ws11">discharged its <span class="_ _2"></span>responsibilities in 2025.</div><div class="t m0 x6 h13 yda4 ffd fs8 fc8 sc0 ls14 ws11">During 2025, we c<span class="_ _2"></span>ontinued to <span class="_ _2"></span>evolve our in<span class="_ _2"></span>ternal con<span class="_ _2"></span>trol fr<span class="_ _2"></span>amework </div><div class="t m0 x6 h13 yda5 ffd fs8 fc8 sc0 ls14 ws11">to meet the <span class="_ _2"></span>enhanced disclosure r<span class="_ _2"></span>equirements of <span class="_ _2"></span>the UK Corpora<span class="_ _2"></span>te </div><div class="t m0 x6 h13 yda6 ffd fs8 fc8 sc0 ls14 ws11">Governance Code. A <span class="_ _2"></span>consolidated Gr<span class="_ _2"></span>oup risk appetit<span class="_ _2"></span>e st<span class="_ _2"></span>atement <span class="_ _2"></span>was </div><div class="t m0 x6 h13 yda7 ffd fs8 fc8 sc0 ls14 ws11">rolled out, <span class="_ _2"></span>clarifying the risks we <span class="_ _2"></span>are prepar<span class="_ _2"></span>ed to accep<span class="_ _2"></span>t in pursuit <span class="_ _2"></span>of </div><div class="t m0 x6 h13 yda8 ffd fs8 fc8 sc0 ls14 ws11">our str<span class="_ _2"></span>ategy<span class="_ _6"></span>. We ha<span class="_ _2"></span>ve de<span class="_ _2"></span>fined the Group’<span class="_ _6"></span>s material contr<span class="_ _2"></span>ols and will </div><div class="t m0 x6 h13 yda9 ffd fs8 fc8 sc0 ls14 ws11">implement a f<span class="_ _2"></span>ormal tes<span class="_ _2"></span>ting schedule to support <span class="_ _2"></span>ongoing assessment </div><div class="t m0 x6 h13 ydaa ffd fs8 fc8 sc0 ls14 ws11">of eff<span class="_ _2"></span>ectiveness, support<span class="_ _2"></span>ed by a new Gr<span class="_ _2"></span>oup-wide gov<span class="_ _2"></span>ernance, risk </div><div class="t m0 x3f h13 ydab ffd fs8 fc8 sc0 ls14 ws11">and compliance s<span class="_ _2"></span>yst<span class="_ _2"></span>em to enhance c<span class="_ _2"></span>onsistency an<span class="_ _2"></span>d reporting acr<span class="_ _2"></span>oss </div><div class="t m0 x3f h13 ydac ffd fs8 fc8 sc0 ls14 ws11">the Group.</div><div class="t m0 x3f h13 ydad ffd fs8 fc8 sc0 ls14 ws11">The transition <span class="_ _2"></span>of external audit <span class="_ _2"></span>services from Ernst <span class="_ _2"></span>&amp; Y<span class="_ _0"></span>oung to Gran<span class="_ _2"></span>t </div><div class="t m0 x3f h13 ydae ffd fs8 fc8 sc0 ls14 ws11">Thornton has <span class="_ _2"></span>gone well and the <span class="_ _2"></span>Committee has welc<span class="_ _2"></span>omed the </div><div class="t m0 x3f h13 ydaf ffd fs8 fc8 sc0 ls14 ws11">opportunities that c<span class="_ _2"></span>ome from ha<span class="_ _2"></span>ving a fr<span class="_ _2"></span>esh eye on our <span class="_ _2"></span>accounting </div><div class="t m0 x3f h13 ydb0 ffd fs8 fc8 sc0 ls14 ws11">policies, processes <span class="_ _2"></span>and reporting.  </div><div class="t m0 x3f h13 ydb1 ffd fs8 fc8 sc0 ls14 ws11">W<span class="_ _2"></span>e receiv<span class="_ _2"></span>ed a letter fr<span class="_ _2"></span>om the Financial R<span class="_ _2"></span>eporting Council (FRC) </div><div class="t m0 x3f h13 ydb2 ffd fs8 fc8 sc0 ls14 ws11">in October 2025 highligh<span class="_ _2"></span>ting their findings fr<span class="_ _2"></span>om their re<span class="_ _2"></span>view of </div><div class="t m0 x3f h13 ydb3 ffd fs8 fc8 sc0 ls14 ws11">our 2024 Annual R<span class="_ _2"></span>eport and Accoun<span class="_ _2"></span>ts. W<span class="_ _2"></span>e are pleased t<span class="_ _2"></span>o confirm </div><div class="t m0 x3f h13 ydb4 ffd fs8 fc8 sc0 ls14 ws11">that ther<span class="_ _2"></span>e were no <span class="_ _2"></span>matter<span class="_ _2"></span>s of concern tha<span class="_ _2"></span>t were <span class="_ _2"></span>required <span class="_ _2"></span>to be </div><div class="t m0 x3f h13 ydb5 ffd fs8 fc8 sc0 ls14 ws11">responded t<span class="_ _2"></span>o immediately<span class="_ _6"></span>, and their improv<span class="_ _2"></span>ement suggestions <span class="_ _2"></span>have </div><div class="t m0 x3f h13 ydb6 ffd fs8 fc8 sc0 ls14 ws11">all been consider<span class="_ _2"></span>ed in our 2025 financial disclosur<span class="_ _2"></span>es.  </div><div class="t m0 xfe h28 ycde ff16 fs2 fc0 sc0 ls1 ws0">Committee member<span class="_ _2"></span>ship</div><div class="t m0 xfe h2a ycdf ff13 fs5 fc0 sc0 ls1 ws0">James Mack - Chair</div><div class="t m0 xfe h2a yce0 ff13 fs5 fc0 sc0 ls1 ws0">Gaby Appleton </div><div class="t m0 xfe h2a yce1 ff13 fs5 fc0 sc0 ls1 ws0">Darrell E<span class="_ _2"></span>vans</div><div class="t m0 xfe h2a yce2 ff13 fs5 fc0 sc0 ls1 ws0">Sony<span class="_ _2"></span>a Ghobrial</div><div class="t m0 x87 hf ydb7 ffb fs2 fc0 sc0 ls1 ws0">Int<span class="_ _2"></span>ernal audit</div><div class="t m0 x87 h13 ydb8 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc0">The Internal <span class="_ _2"></span>Audit Director <span class="_ _2"></span>has a direct r<span class="_ _2"></span>eporting line </span></div><div class="t m0 x12e h13 ydb9 ffd fs8 fc0 sc0 ls14 ws11">to the Committ<span class="_ _2"></span>ee Chair and access to each <span class="_ _2"></span>Committee </div><div class="t m0 x12e h13 ydba ffd fs8 fc0 sc0 ls14 ws11">member<span class="_ _6"></span>. </div><div class="t m0 x87 h13 ydbb ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc0">Internal audit <span class="_ _2"></span>reporting is undert<span class="_ _2"></span>ak<span class="_ _2"></span>en via summaries </span></div><div class="t m0 x12e h13 ydbc ffd fs8 fc0 sc0 ls14 ws11">of internal <span class="_ _2"></span>audit reports, with a <span class="_ _2"></span>verbal overla<span class="_ _2"></span>y on k<span class="_ _2"></span>ey </div><div class="t m0 x12e h13 ydbd ffd fs8 fc0 sc0 ls14 ws11">findings, audit themes, updat<span class="_ _2"></span>es on outst<span class="_ _2"></span>anding audit </div><div class="t m0 x12e h13 ydbe ffd fs8 fc0 sc0 ls14 ws11">actions and assessments of <span class="_ _2"></span>contr<span class="_ _2"></span>ol awar<span class="_ _2"></span>eness and </div><div class="t m0 x12e h13 ydbf ffd fs8 fc0 sc0 ls14 ws11">engagemen<span class="_ _2"></span>t eff<span class="_ _2"></span>ectiveness acr<span class="_ _2"></span>oss the Divisions.</div><div class="t m0 x87 h13 ydc0 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc0">The internal <span class="_ _2"></span>audit plan, the wider audit cy<span class="_ _2"></span>cle and the </span></div><div class="t m0 x12e h13 ydc1 ffd fs8 fc0 sc0 ls14 ws11">internal audit <span class="_ _2"></span>charter are <span class="_ _2"></span>approved <span class="_ _2"></span>by the Committee. </div><div class="t m0 x87 h13 ydc2 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc0">Perf<span class="_ _2"></span>ormance and e<span class="_ _2"></span>ffectiv<span class="_ _2"></span>eness of the int<span class="_ _2"></span>ernal audit </span></div><div class="t m0 x12e h13 ydc3 ffd fs8 fc0 sc0 ls14 ws11">function is consider<span class="_ _2"></span>ed using benchmarking ag<span class="_ _2"></span>ainst Global </div><div class="t m0 x12e h13 ydc4 ffd fs8 fc0 sc0 ls14 ws11">Internal Audit <span class="_ _2"></span>Standards <span class="_ _2"></span>and considering st<span class="_ _2"></span>ak<span class="_ _2"></span>eholder </div><div class="t m0 x12e h13 ydc5 ffd fs8 fc0 sc0 ls14 ws11">f<span class="_ _2"></span>eedback, delivery of objectives an<span class="_ _2"></span>d the quality of </div><div class="t m0 x12e h13 ydc6 ffd fs8 fc0 sc0 ls14 ws11">reporting and discussions <span class="_ _2"></span>at meetings. </div><div class="t m0 x18 h28 ydb7 ff16 fs2 fc0 sc0 ls1 ws0">Committee composition and mee<span class="_ _2"></span>tings</div><div class="t m0 x18 h13 ydb8 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc0">The Committee oper<span class="_ _2"></span>ates within <span class="_ _2"></span>written terms of<span class="ffc ls1 ws0"> </span></span></div><div class="t m0 xce h13 ydb9 ffd fs8 fc0 sc0 ls14 ws11">ref<span class="_ _0"></span>erence (available on <span class="_ _2"></span>lslps.co.uk). </div><div class="t m0 x18 h13 ydc7 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc0">All members <span class="_ _2"></span>(as listed abo<span class="_ _2"></span>ve) are ind<span class="_ _2"></span>ependent Non-</span></div><div class="t m0 xce h13 ydc8 ffd fs8 fc0 sc0 ls14 ws11">Executiv<span class="_ _2"></span>e Direct<span class="_ _2"></span>ors and the Committ<span class="_ _2"></span>ee is independent<span class="ffc ls1 ws0"> </span></div><div class="t m0 xce h13 ydc9 ffd fs8 fc0 sc0 ls14 ws11">of management. </div><div class="t m0 x18 h13 ydca ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc0">James Mack and Darr<span class="_ _2"></span>ell Ev<span class="_ _2"></span>ans hav<span class="_ _2"></span>e recent <span class="_ _2"></span>relevan<span class="_ _2"></span>t </span></div><div class="t m0 xce h13 ydcb ffd fs8 fc0 sc0 ls14 ws11">financial experience as <span class="_ _2"></span>required b<span class="_ _2"></span>y the UK Corpor<span class="_ _2"></span>ate </div><div class="t m0 xce h13 ydcc ffd fs8 fc0 sc0 ls14 ws11">Governance Code.</div><div class="t m0 x18 h13 ydcd ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc0">The Committee met <span class="_ _2"></span>seven times during 2025<span class="ffc ls1 ws0"> </span></span></div><div class="t m0 xce h13 ydce ffd fs8 fc0 sc0 ls14 ws11">(see pages 61 and 62<span class="_ _2"></span><span class="ffc fc12 ls1 ws0"> <span class="ffd fc0 ls14 ws11">for mor<span class="_ _2"></span>e det<span class="_ _2"></span>ails).</span></span></div><div class="t m0 x18 h13 ydcf ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc0">The Group <span class="_ _2"></span>Chair<span class="_ _6"></span>, CEO, CF<span class="_ _2"></span>O, CR<span class="_ _2"></span>O, In<span class="_ _2"></span>ternal Audit Dir<span class="_ _2"></span>ector </span></div><div class="t m0 xce h13 ydd0 ffd fs8 fc0 sc0 ls14 ws11">and external <span class="_ _2"></span>auditor join meetings b<span class="_ _2"></span>y invit<span class="_ _2"></span>ation. </div><div class="t m0 x18 h13 ydd1 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc0">The Committee c<span class="_ _2"></span>an meet with the Gr<span class="_ _2"></span>oup CRO<span class="_ _2"></span>, Gr<span class="_ _2"></span>oup </span></div><div class="t m0 xce h13 ydd2 ffd fs8 fc0 sc0 ls14 ws11">Internal Audit <span class="_ _2"></span>Director and <span class="_ _2"></span>external audit partner <span class="_ _2"></span>without </div><div class="t m0 xce h13 ydd3 ffd fs8 fc0 sc0 ls14 ws11">the Ex<span class="_ _2"></span>ecutive Direct<span class="_ _2"></span>ors or member<span class="_ _2"></span>s of manag<span class="_ _2"></span>ement </div><div class="t m0 xce h13 ydd4 ffd fs8 fc0 sc0 ls14 ws11">present.</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   60<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   60<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
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t9W1Xs49D+P1Z/VKzxgYsXNxK5fOg69mdjDDVb4Rna9wT1+d9tvo6mx/k8OnTC1adSUcSObRzdMHDVi8pgGz9W5ZD9gf/nRkidt2m3a87lpj0N15pu2ad+7nY8EN+33PbMu7vbJGRPHTJ8w+uTpzTMmjBnfWDeuoc6TNkDiWts773tm3eBQDjMmjDl+6oS3Th43+6AmQagAAciq1RvaVm9oW/zMuh25efrMg0+e0Tz7LU2WAwEwaHvx8qvb/iOGE6ZOPGXG5JOnN6tBBQhAti1euX7xqvUDH58+8+B3Hz1lZvM4xwYB2NnStS1L17bctOTJpsb60448aP5RB82aPN7rhgoQgOzX4Mr1IYQZE8Z8YPahpx11kBQEYGet7Z13rVhz14o1IYTzjpsuBbPFlWD2F6f47/ah8wAHT8N5gM4DDAf0FP9dPlnhZ1b9iWrGhDHnzz38lBlvGVFT9PRuM2EzYTOxh82EK8Gkt5kIITQ11p9z7LT3vPUQC0QVoE27TbtNuwJUgHnYtA8477jpZ84+dPqE0Z7kbSZsJmwmFKDNRLUXDT/3Z8c4JDicWQUKwN4aWPMzY8KYy045eu6hk2zdAdjF6g1tn7jzwabG+s+cOuu0Iw+2pRiGCkYAwOvdul9xz6Pv+4ef3rdyXV+/hSQA7Kq1vfO6e5ef9H/+5fsrnrelUIAA5GfrrgMBGMJNS560pVCAAOhAAFLcUpiGAgQgP1v387/9wJO/azUNAKptKT58+/0vtnWYhgIEIA8Gzv6/9t5lr3R0mQYAFbcUH1h43/9d8h9be/pMQwECkAeLV64/4+afWOoDQDV3rVhzzq2LH3n+D0ahAAHICUt9ABhCa3vnFfc8eu29yxwMVIAA5MTAUh8HAwGoZvHK9efcunjNhleNQgECkBPX3bv88rsf9hIvABW1tnd+6PYl//jIKheUVoAA5MTStS3n3LrYZUIBqGbhwyv/6gePuJCYAgQgJ1rbOz9x54PfX/G8UQBQ0dK1LR++/X4rQhUgAPlx05Inr713mXU+AFQ0sCLUNUIVIAD5sXjleut8ABjCFfc8+o+PrDIHBQhATgys8xGBAFSz8OGV1owoQADyo7W984ybf+LaMABUM7BmRAQqQADy4xN3PigCAahm6doWEagAARCBAIhAFCAAIhAAEYgCBEAEAiACUYAAiEAARKACBIA3IwK9RQQAQ0Tg7Y/92hwUIAD54X0CARjCwodXerN4BQhAfrS2d3767oct8gFgiAh01oACBCA/Vm9o+6sfPGIOAFTjrAEFCECuLF3b8v0Vz5sDANV8+Pb7LRhRgADkx01LnrTIB4BqWts7LRhRgADkytU/XmqRDwDVLF3bct/KdeagAAHIidb2zuvuXW4OAFRz3b3LX2zrMAcFCEBOOCEQgKFd9aPHnBCoAAHIj5uWPOn1XQCqWb2h7WsP/Kc5KEAA8sPruwAM4a4Va7xWqAAByI/VG9p++KvfmAMA1XitUAECkCs3LXnSdUEBqMZrhQoQgLxxXVAAhnDTkie39vSZgwIEICeWrm3xHvEADOEr960wBAUIQH5c/eOlTvMAoJrFK9e7JIwCBCA/Wts7f/br9eYAQDVX/egxQ1CAAOTHdfcud5oHANWs3tDmlAEFCECu3LnsOUMAoJq/+39PGoICBCA/Fj680mFAAKpxGFABApA3DgMCMASHARUgALmy8OGVLgoKQDWrN7St2fCqOShAAPLDRUEBGMLtv/y1IShAAPLjaw885TAgANUsXrn+lY4uc1CAAOREa3vnUy9uNAcAqvnhr35jCAoQgPy47eFVhgBANff86jdWiyhAAPJj6doWK3wAqMZqEQUIQN78bNXvDAGAaqwWUYAA5Mo/PeZSbwBUtXRty9aePnNQgADkRGt7p3d8AmAIT6zbYAgKEID8+PlzvzcEAKr57vI1hqAAAciPe1zsG4DqLARVgADkSmt754ttHeYAQDUWgipAAHLl39f8wRAAqOax37QYggIEID8eXP2iIQBQzV0rnAqoAAHIEed4ADA05wsoQABy5dmWTYYAQDX/8ftWQ1CAAOTH8rXO8gegKmeMK0AAcuVX6724C0BVi1euNwQFCEB+LF3b0tdfNgcAqnmlo8sQFCAA+dGyeashAFDNC69sMQQFCEB+OMsfgCE8+1KbIShAAPJj/SvthgBANV4oVIAA5MpvN242BACqefyFlw1BAQKQH67zBsAQWts7DUEBAgAAqXixrcMQFCAAAIACBAAAyBEXg1GAAAAAChAAACBfvG+QAgQAAFLhfYMUIAAAgAIEAABAAQIAAGTRpo5uQ1CAAABAEpaubTEEBQhAflx77zJDAAAFCEASFq9cbwgAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAqQvXfK8TMMAQAAUIBJaBrbaAgAAIACBAAAQAHmyOGHTDAEAABAASZh2kFNhgAAACjAJIweOcIQAAAABZiEIw+daAgAAIACTEJDfa0hAAAACjAJ3g0CAABQgAnxpvAAAIACTMXbZx9qCAAAgAJMgjeEAAAAFGAq5syaaggAAIACTMLkCWMMAQAAUIBJKBULLgYDAAAowFSccfLRhgAAACjAJLzt8LcYAgAAoACTcNzMKYYAAAAowCQ4FRAAAFCACflv7z7eEAAAAAWYhD/9k8MNAQAAUIBJaBrbePT0ZnMAAAAUYBI+8t45hgAAACjAJJx56mxDAAAAFGASLAQFAAAUYEI+f8m7DAEAAFCASTjx2GmGAAAAKMAkNNTXXnzOSeYAAAAowCR88tx3GAIAAKAAkzCleZzrwQAAAAowFTdccaYhAAAACjAJJ8ya6jAgAACgAFPx6f/+p4YAAAAowCS8/9S3TRw/yhwAAAAFmH+lYuG2//UhcwAAABRgEpwNCAAAKMCEuCgoAACgAFNxwqypZ80/xhwAAAAFmIRrLjndEAAAAAWYhCnN4xZcdJo5AAAACjAJn/nIO70zBAAAoACTUCoW7rrpInMAAAAUYBJmHtZ88TknmQMAAKAAk/ClS99jLSgAAKAAk1AqFu660VpQAABAAaZh5mHNX/nL95kDAACgAJNw/vvnnnL8DHMAAAAUYP6VioXb/+YjTggEAAAUYBIa6mv/7eZPmgMAAKAAkzCledwdN5xvDgAAgAJMwvy5Ry64aL45AAAACjAJV54/76z5s80BAABQgEn4xtXnnnL8dHMAAAAUYP6VioU7//ZCEQgAAChAEQgAAKAAcxeBt//NR0QgAACgAJPQUF/rSCAAAKAAU1EqFu68QQQCAAAKUAQCAAAowPxF4N03fmzBhd4sHiAPJo4fZQgAKED24MrzT/3m5881B4Cse8d/PcwQAFCA7NnZ84954LbLJ44faRQAAIACzL+Zh026/7bLnRYIAAAowCQ0jW2844YLLj77RKMAyKLTTzzKEABQgLwOpWLh+k//+aKvX2JFKAAAoACTMGfW1Ef/+bNnzZttFAAZMvOwZkMAQAHyRjTU137z83/xna+c72AgQFaMbKgzBAAUIG/c/LlHPPrPVzgYCJAJkyeMMQQAFCB/lIb62m9+/tz7b/v00RYXAQxvpaJNMAAKkH1h5rRJS2697OZrzrUoFGA4O2v+MYYAgAJk3zh7/uzHv7dABwIMW3NmTTUEABQg+0ypWDh7/uzHv7tgwQXzTANguJk6ebwhAKAA2fcd+NmPnrruvi/dfM0HHQ8EGD6OPHSiIQCgANlfHXj2vNmPf/eqRV+9+OjDJhkIwJtuSvM4QwBAAbJ/O3DOrEOWLLxs6Xc+e9UF8xwSBHhzuRgMAAqQA2FK89jPfvSdy++86sdfvfjjZ73dQADeFKefeJQhAHAglYwg6R9/sTDnrYfMeeshX/zkGU+sWr/oF0//6y+eatm4xWQADoyZ3r4VAAXIm5iC11/67nUvbfrZY79e9sy6f3ngP00GQAECoADJsymTxl505tyLzpz7zas/uO6lTcufXrdi1fpnX9jw0IrnDQdgn7v4nJNuu+dRcwBAATIsanDKpLFnzXvbwH+ue2nTlo6uVb9t+e3vN65e93Lrpo6HnpCFAH+UU+ccoQABUIAM0yAMIcycVuHNJNa9tGlff7UYK396WI4mDoM7F/f+D+MB+7r7/nbjAbmzcX9+5/vtYbLb78zw/G1hVyceO80QAFCAZDIOAXi9GuprTzl+xoOPrzYKAA4A7wYBAG+yT577DkMAQAECQBIsBAVAAQJAKgYWgpoDAAoQAJJw1UXzDQEABQgASThu5pSJ40eZAwAKEADyr1QsXHDmXHMAQAECQBI+dd7JhgCAAgSAJDTU1541/xhzAEABAkASrrnkdEMAQAECQBKmNI87enqzOQCgAAEgCTdccaYhAKAAASAJJ8ya6jAgAAoQAFLxrS9/1BAAUIAAkIQpzeNcFBQABQgAqXBRUAAUIACkYkrzuAUXnWYOAChAAEjCp847eeL4UeYAgAIEgPxrqK/90qXvMQcAFCAAJOHs04455fgZ5gCAAgSAJNxy7XmGAIACBIAkNI1t/Mpn3mcOAChAAEjCx8460VpQABQgAKTili9YCwqAAgSANDSNbbzjhgvMAQAFCABJmD/3yIvPPskcAFCAAJCEL136nlOOn24OAChAAMi/UrFwyxfOmzh+lFEAoAABIP+axjbedeNF5gCAAgSAJMw8bNKib3zCHABQgACQhBNmTV1w0XxzAEABAkASrjx/nggEQAECgAgEAAUIAHmMQO8PAYACBIBU3Pm3F4pAABQgACShVCzcfdPHFlxoOSgAChAA0nDl+fNEIAB7o2QEAJCPCAwh3Hj7/UYBwBAcAwSA/ETgoq9fYg4AKEAASMIJs6Yu+volE8ePNAoAFCAAJBGBD9x2uQuEAqAAASAJTWMb77jhgovPPtEoAFCAAJB/pWLh+k//+Xf+9/lGAYACBIAkzJ97xFM/vPqU46wIBUABAkACBlaEfvny9xoFAAoQAPKvVCx87ANvX3rHlUcf1mwaAAoQAMi/Kc3jltx62c3XnGsUAAoQAEjC2fNnr/m3a10mFEABAgBJaKivvf6y9yy940pXiAFQgABAEqY0j73rxgsXfe0SJwcCKEAAIAlzZh2yZOFli756ydGHTTINAAUIAKTSgfffetlZ895mGgAKEADIv5nTJn3zmnOXfuezCy6YZxoAeRXL5bIpAAA76+3r/8Xy1Qt/+OhDK9YM7DAM3n2o8NGO/4q7/1Gs/I8Hfxgr3uQuN7rz52OsuGtT6bNxtz+IYejvK1a753Ev7kisdm74D/MAABlFSURBVMsxDjHDXaYRK38XQ41sl3sbd/9eK9+r3f6w0ncahxxgHPwvY9W/GavcyQo/plj5r+16d2P1exkrPN6GvodD//NYcTixygMmxoof7vJvY5UbrPATi5UeoHH3R+jgG9zjdxd3+cnv9l3Gar+bmfTLBWd5hi8ZAQCw6/5BsTB/7hHz5x7R2ta+6OdPfecnj698/iVjAcgBxwABgD1rbWt/8PE137vviYdWPO8Y4B7uiGOAjgEGxwCHKccAFSAA8Pr09vU/sWr9U6tf/Omjqx5a8RsFqAAVoAJUgAoQAEilBl98+dXlT69bsWr9sy9seOiJ5xWgAlSAClABDnPOAwQA3uhuRLEwZdLYKZPG7ngbida29o7OnuXPrAsh/OyXzw588pEnf9vyyhbjAhgOHAMEAABIhfcDBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAA48EpGsJ/0lc0AAIDhqBjNQAGyr73SJQEBABjeMRBDsRAKIZQKMcZQjKEQgzxUgAAAQA71lkNvXwhh0AK2Qgw1hVBTiMUYSgVBqAABAID86i+Hrr7Qtb0JCzHUFUJNMdaoQQUIAADkPgi39oWtfeUQQimG+lIsFUJJCypAAAAg33rLYUvPaylYWwgFKagAAQCAdFKwocYCUQUIAACkkYKvdpdDCCOKob4Uvc+EAgQAAPJv4FzBmkJoKMWagnkoQAAAIO96+kNbd7kUQ2ONDlSAAABAAnrLOnD48gMBAAD2Vwe2dZd3erd5FCAAAJBfPf3hla5ye09ZBipAAAAgCVv7QmtnuavPJBQgAACQhs095bbucr+jgQoQAABIQU9/2NhV7nQwUAECAACJ2OJgoAIEAADS0dMfNnWXe/pNQgECAAAJ6C+Htu5yR69JKEAAACANHb3ltm7vFaEAAQCANAy8Z6DTAhUgAACQhP5y2NjltEAFCAAAJKOtu9wtAhUgAACQiFddG0YBAgAA6ejoFYEKEAAAEIEoQAAAQASiAAEAABGIAgQAADISgZ19xqAAAQCANGzp8T6BChAAAEhGW3e5t2wMChAAAEjDq93lfhGoAAEAgBT0l8Or3RJQAQIAAGnoLYfNPSJQAQIAAGno6gtdLg2qAAEAgERs7in3ORCoAAEAgES0OSFQAQIAAInoL4d2JwQqQAAAIBFb+4K3iVeAAABAKlwXVAECAACpsBZUAQIAAAnZ2hd6NaACBAAAErHFdUEVIAAAkIjesveIV4AAAEAy2q0EVYAAAEAi+suho9cYFCAAAJCGjt6y44AKEAAASMVWhwEVIAAAkAiHARUgAACQEIcBFSAAAJCKDhcFVYAAAEA6vDegAgQAAFLhvQEVIAAAkIr+cujpNwYFCAAApKGzz2FABQgAAKShqy9IQAUIAAAkFIEoQAAAIAmdrgejAAEAgET0lkO/BlSAAABAIrpdEVQBAgAAibAQVAECAACpsBBUAQIAAGlFIAoQAABIQpe3hleAAABAMgVoBgoQAABIhqOAChAAAEhFr/eEUIAAAEAiul0PVAECAACJcCqgAgQAABLiKKACBAAAkilAI1CAAABAIvokoAIEAAAS0WsZqAIEAABSKUABqAABAIBE9FgFqgABAAAUIAAAQN70WQiqAAEAABQgAABArjgGqAABAIBUlBWgAgQAAFCAAAAAuWIVqAIEAADSKUAJqAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAABwoJWMINM6uvsMAQCA4ay+plCI0RwUIPvAA89tNgQAAIa/ulI8ZFxd8+ia0fVF01CAAABAnnX1lp/b0Pnchs66Upw5acTkMTUODL4pnAcIAAAc0BT81e867n/21ZbNPaahAAEAgCQ6cNkL7c+2dPaXy6ahAAEAgPx7bkPnsrXtIlABAgAASXi5vVcEKkAAACChCFy9ocscFCAAAJCE5zZ0buzoNQcFCAAAJGHFOmtBFSAAAJCGrt7yi23eH0IBAgAAaVj50lZDUIAAAEASunrLr3b2mYMCBAAAkrCx3fVgFCAAAJCGlzY7FVABAgAAaXjZMUAFCAAAgAIEAADypqu33xAUIAAAkIS+fu8LrwABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQDKmrhQNAQAAUIBJaGosGQIAAKAAAQAAUIA5ctCYWkMAAAAUYBLGWwUKAAAowESUCvG/iEAAAEABJuLwifWGAAAAKMAkjG8ojarzcwQAABRgGo49uNEQAAAABZiE0fXFwydYCwoAACjANBwxsd4lYQAAAAWYijlTG0UgAACgANP4WcY4Z2qj5aAAAIACTCUCj5hYf+xBDXWlaBoAAMAuLBrMoYPG1k4eU/PCxu6n/7DVNAAAAAWYc4UYD22qO2R87aatfS+2df92Y7eZAAAAsVwum8L+8HLn8Bpsb3+5u7ffzwUAgGGuvqZQiPvynKa6YhhV4ySpbRwDTOYnXYil2qI5AABAylwJBgAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQACA/9/e3fzGdZUBHD5n7td47LEdxw1pDFHAKlJVgQobNs2/ThesQhcUCTa1ioLVhCixUtnOOHM9d+5lgVukCiFo1SRz3+dZRFll8Z5Y8k/nnHsAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAADA91UawUb701cLQwAAYINs18V2PamKfLBdlpNsIAqQ/8PT85UhAACwUf79G+zhdvnz283hTjnJUlABAgAAo3a26M4WXVPmX9+b3ZlXBvIGuAcIAAC8TW03fHa6ePT4Vdv1pqEAAQCA8TtbdH/48vLqem0UChAAABi/ths+Pbm8WIpABQgAAMTwx787DqoAAQCAGNpuePT4VT8MRqEAAQCA8bts+9OX1+agAAEAgBD++ux119sGVIAAAEAMfztrDUEBAgAAIZx+rQAVIAAAEEPbDV6GUIAAAEAUzy5WhqAAAQCAEBbX9gAVIAAAEMOlU6AKEAAAiFKAbW8IChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAHmzDrdLQwAAABRgCHWZDQEAAFCAIWzXhSEAAAAKMIS7u5UhAAAACjCE3WnROAgKAAAowCDu32oMAQAAUIAh/OJQAQIAAAowhnKSP7q7ZQ4AAIACDOH+QT1vLCUAAKAAI6xizr97sOOTMAAAgAIMoSknv/3ZtjkAAAAKMISDWfnweG4nEAAAUIAh7E6Lh8dzdwIBAAAFGEJTTj45nn98NLMZCAAAfEdpBCPM+pyP9uv396p/nK++PFtetr2ZAAAACnD8HXi0X3f98HLRrdbD81crYwEAgMjyMAym8GM4WxosAAC8fU2R5pUbUjfcAwQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAgPEpjWCjXV2vDQEAgM0yqwtDUIB8H5+eXBoCAAAbpynz/VvN4U65v1VMcjYQBQgAAIxW2w0nL5YnL1JT5g9/svX+XqUD3wz3AAEAgLeZgp8/ufr9FxfPL1emoQABAIAQHfjZ6eKL50ujUIAAAEAIJy+Wjx6/6ofBKBQgAAAwfmeL7s9PrsxBAQIAACE8PV85DqoAAQCAKE5eLC+WHr5WgAAAQAyff7UwBAUIAACEcNn2L686c1CAAABACH956pMwChAAAIjhsu273ssQChAAAIjh5cJBUAUIAADE8OT82hAUIAAAAAoQAAAYkafnK0NQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFyJvVlNkQAAAABRjC7e3SEAAAAAUYQl3YAwQAABRgDO/tVIYAAAAowBAOnAIFAAAUYBDlJB+KQAAAQAEG8cGdqSEAAAAKMISDWWkbEAAAUIBR/OreliEAAAAKMIRZXXx0VwQCAAAKMIYHt5sHB7U5AAAACjCED+9u3dvzPCAAAKAAI6xlzr/56fYH7/k0KAAAoABj+OWd6cPj+byxsgAAgAIMYHdafHI8//ho1pTZNAAAgG95R26kZZ/z0X59tF9fLNfPLlanX7dtNxgLAAAEl4dBGPwozpbv3GC7frjueksDAMAGmdXFD/wXmiLNK4fjbtgDjLTYk1z+4J8fAABgc7kHCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKMCwk81mAAAAKMAYKqMFAAAUIAAAAAoQAAAABbiBahcBAQAABQgAAIACHJXCaAEAAAUYhDOgAACAAoyikIAAAIACDDRcEQgAACjAIDwKDwAAKMAoPAgBAAAowDDDFYAAAIACDMLHYAAAAAUYZrjZNiAAAKAAw2gMGAAAUIBBlDYBAQAABRiEByEAAAAFGGa+rgICAAAKMI6pT4ICAAAKMAgHQQEAAAWoAAEAABTg6GwVZgAAACjAGGpXAQEAAAUYhIOgAACAAgxkVtoGBAAAFGAMjauAAACAAgyiyMkuIAAAoACjmFUSEAAAUIAx1JM00YAAAIACDGLqWQgAAEABBrFVmgEAAKAAY8iehQAAABRgHLYBAQAABRiFbUAAAEABBmIbEAAAUIBR2AYEAAAUYCCz0tuAAACAAgxj2zYgAACgAINoiqQBAQAABRjFvJaAAACAAoyhyD4JAwAAKMAwfBIGAABQgIHsOgsKAAAowCBKZ0EBAAAFGMes9F1QAABAAYbhLCgAAKAAw6xEFoEAAIACDKOeuBAIAAAowDBmZaqsCQAAoACD2KuzFwIBAAAFGMW+CAQAABRglFXxVRgAAEABxlHmtCcCAQAABRhENRGBAACAAhSBAAAAClAEAgAAKEARCAAAKEBEIAAAoAB51yLwoPFOIAAAoACDrFZO+3UuRSAAAKAAo0RgkyvrBgAAKMAg9uq8U9kKBAAAFGAM0yLt1a4FAgAACjCGapL2aydCAQAABRhk/XLaq/PciVAAAEABBtEU6VbjG6EAAIACjKHIab+xGQgAAPw3pRGMSVOkapIX3dCuDQMAAPgue4CjW9Gc5lXe83A8AACgAIOoJjeHQj0XAQAAfMsp0DFritQUuV2nRTf0g3kAAIACRAcCAAAKkPF14KpPi9XQ6UAAAFCAjN6/7gd2Q2q74bXvhQIAgAJk/KueU1nlWZVWfXrdDaveSAAAQAEyajmlepLqOg8pteu07JwOBQAABUiAFJwWaVrkIaVVn1ZrB0QBAGCkv/wPg30f/oP1kLo+df3Q9skXRAEA2FxNkeaVZ7IVIP+zIaX+myDsU2rtEAIAoAAVIKGsh5s/h2/+svZ/CQCAd081ydPCGG78Ew6njWbUNHTGAAAAAElFTkSuQmCC" class="bi x0 ydd5 w5 h9b" alt="" /><div class="t m0 xf he y1f ff11 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">60<span class="_ _13"> </span>61</div><div class="t m0 xe he y1e ff2b fs6 fc4 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span>FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span><span class="fc0">CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="fc4 ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="ls11 wse">OVERVIEW</span></span></span></div><div class="t m0 x18 h10 y21 ffc fs4 fc6 sc0 ls1 ws0"> </div><div class="t m0 x69 h28 ydd6 ff16 fs2 fc7 sc0 ls1 ws0">Activities undertak<span class="_ _2"></span>en during the y<span class="_ _2"></span>ear</div><div class="t m0 x69 h13 ydd7 ffd fs8 fc8 sc0 ls14 ws11">The Committee has an <span class="_ _2"></span>annual cycle of ma<span class="_ _2"></span>tters <span class="_ _2"></span>for c<span class="_ _2"></span>onsideration. <span class="_ _2"></span>The activities undertak<span class="_ _0"></span>en in 2025 to fulfil its resp<span class="_ _2"></span>onsibilities included:</div><div class="t m0 x142 h2b ydd8 ff16 fs5 fc7 sc0 ls1 ws0">A<span class="_ _2"></span>t each scheduled meeting</div><div class="t m0 x143 h9c ydd9 ffb fs1b fc7 sc0 ls1 ws0">1</div><div class="t m0 x69 h13 ydda ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Received <span class="_ _2"></span>a report on financial <span class="_ _2"></span>performance and <span class="_ _2"></span>k<span class="_ _2"></span>ey finance </span></div><div class="t m0 xa4 h13 yddb ffd fs8 fc8 sc0 ls14 ws11">matter<span class="_ _2"></span>s, including FRC pub<span class="_ _2"></span>lications, accoun<span class="_ _2"></span>ting policies and </div><div class="t m0 xa4 h13 yddc ffd fs8 fc8 sc0 ls14 ws11">judgements, audit p<span class="_ _2"></span>lanning, financial sys<span class="_ _2"></span>tems and c<span class="_ _2"></span>ontrols </div><div class="t m0 xa4 h13 yddd ffd fs8 fc8 sc0 ls14 ws11">and Divisional finance team <span class="_ _2"></span>matter<span class="_ _2"></span>s.</div><div class="t m0 x69 h13 ydde ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Received <span class="_ _2"></span>updates on cu<span class="_ _2"></span>rrent and plan<span class="_ _2"></span>ned internal audits, <span class="_ _2"></span>the </span></div><div class="t m0 xa4 h13 yddf ffd fs8 fc8 sc0 ls14 ws11">delivery st<span class="_ _2"></span>atus of r<span class="_ _2"></span>elated actions <span class="_ _2"></span>and discussed any <span class="_ _2"></span>issues.</div><div class="t m0 x69 h13 yde0 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Considered pr<span class="_ _2"></span>eparati<span class="_ _2"></span>ons for enhanced <span class="_ _2"></span>reporting </span></div><div class="t m0 xa4 h13 yde1 ffd fs8 fc8 sc0 ls14 ws11">requir<span class="_ _2"></span>ements on int<span class="_ _2"></span>ernal contr<span class="_ _2"></span>ols.</div><div class="t m0 x11b h13 ydda ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Received <span class="_ _2"></span>reports on risk pr<span class="_ _2"></span>ofile, top <span class="_ _2"></span>risk issues and even<span class="_ _2"></span>ts, </span></div><div class="t m0 xa3 h13 yddb ffd fs8 fc8 sc0 ls14 ws11">the regula<span class="_ _2"></span>tory horizon, <span class="_ _2"></span>k<span class="_ _2"></span>ey risk indica<span class="_ _2"></span>tors and <span class="_ _2"></span>progr<span class="_ _2"></span>ess </div><div class="t m0 xa3 h13 yddc ffd fs8 fc8 sc0 ls14 ws11">agains<span class="_ _2"></span>t the risk delivery plan.</div><div class="t m0 x11b h13 yde2 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Considered pr<span class="_ _2"></span>eparations <span class="_ _2"></span>for enhanced <span class="_ _2"></span>anti-fr<span class="_ _2"></span>aud </span></div><div class="t m0 xa3 h14 yde3 ffc fs8 fc8 sc0 ls14 ws0">procedur<span class="_ _2"></span>es arising from the E<span class="_ _2"></span>conomic Crime and </div><div class="t m0 xa3 h13 yde4 ffd fs8 fc8 sc0 ls14 ws11">Corpora<span class="_ _2"></span>te T<span class="_ _0"></span>ransparency <span class="_ _2"></span>Act 2023 and rele<span class="_ _2"></span>vant c<span class="_ _2"></span>ontrols </div><div class="t m0 xa3 h13 yde5 ffd fs8 fc8 sc0 ls14 ws11">and fraud <span class="_ _2"></span>reporting pr<span class="_ _2"></span>ocesses.  </div><div class="t m0 x11b h13 yde6 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Updates on <span class="_ _2"></span>external auditor <span class="_ _2"></span>transition, planning an<span class="_ _2"></span>d </span></div><div class="t m0 xa3 h13 yde7 ffd fs8 fc8 sc0 ls14 ws11">subsidiary compan<span class="_ _2"></span>y st<span class="_ _2"></span>atutory accoun<span class="_ _2"></span>ts progr<span class="_ _2"></span>ess.</div><div class="t m0 xf1 h29 yde8 ffb fs5 fc7 sc0 ls1 ws0">February</div><div class="t m0 x69 h13 yde9 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Considered k<span class="_ _0"></span>ey judgement and risk ar<span class="_ _2"></span>eas relating t<span class="_ _2"></span>o the 2024 </span></div><div class="t m0 xa4 h13 ydea ffd fs8 fc8 sc0 ls14 ws11">Annual Report <span class="_ _2"></span>and Accounts and aud<span class="_ _2"></span>it progr<span class="_ _2"></span>ess.</div><div class="t m0 x69 h13 ydeb ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Considered and r<span class="_ _2"></span>ecommended t<span class="_ _2"></span>o the Board the Gr<span class="_ _2"></span>oup risk </span></div><div class="t m0 xa4 h13 ydec ffd fs8 fc8 sc0 ls14 ws11">appetite s<span class="_ _2"></span>tat<span class="_ _2"></span>ement.</div><div class="t m0 x11b h13 yde9 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Approv<span class="_ _2"></span>ed the TCFD <span class="_ _2"></span>sta<span class="_ _2"></span>tement, the principal <span class="_ _2"></span>risks and </span></div><div class="t m0 xa3 h13 ydea ffd fs8 fc8 sc0 ls14 ws11">uncertainties <span class="_ _2"></span>and description of the risk and <span class="_ _2"></span>contr<span class="_ _2"></span>ol </div><div class="t m0 xa3 h13 yded ffd fs8 fc8 sc0 ls14 ws11">framew<span class="_ _2"></span>ork for <span class="_ _2"></span>disclosure in the 2024 <span class="_ _2"></span>Annual Report and </div><div class="t m0 xa3 h13 ydee ffd fs8 fc8 sc0 ls14 ws11">Accounts.</div><div class="t m0 x144 h29 ydef ffb fs5 fc7 sc0 ls1 ws0">March</div><div class="t m0 x69 h13 ydf0 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Considered the 2024 <span class="_ _2"></span>Annual Report and <span class="_ _2"></span>Accounts including </span></div><div class="t m0 xa4 h14 ydf1 ffc fs8 fc8 sc0 ls14 ws0">the Group’<span class="_ _6"></span>s ongoing viability and going concern sta<span class="_ _2"></span>tus and </div><div class="t m0 xa4 h13 ydf2 ffd fs8 fc8 sc0 ls14 ws11">the fair<span class="_ _6"></span>, balanced and under<span class="_ _2"></span>st<span class="_ _2"></span>andable assessment (f<span class="_ _2"></span>or </div><div class="t m0 xa4 h13 ydf3 ffd fs8 fc8 sc0 ls14 ws11">recommenda<span class="_ _2"></span>tion to the Boar<span class="_ _2"></span>d) and the Committee’<span class="_ _6"></span>s Report </div><div class="t m0 xa4 h13 ydf4 ffd fs8 fc8 sc0 ls14 ws11">on its activities.</div><div class="t m0 x69 h13 ydf5 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Met with the audit<span class="_ _2"></span>ors without r<span class="_ _2"></span>epresent<span class="_ _2"></span>atives <span class="_ _2"></span>of </span></div><div class="t m0 xa4 h13 ydf6 ffd fs8 fc8 sc0 ls14 ws11">management pr<span class="_ _2"></span>esent.</div><div class="t m0 x11b h13 ydf0 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Received <span class="_ _2"></span>the final year<span class="ffc ls1 ws0"> </span>end <span class="_ _2"></span>report of the e<span class="_ _2"></span>xternal auditor<span class="_ _2"></span>s.</span></div><div class="t m0 x11b h13 ydf7 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Considered 2024 audit <span class="_ _2"></span>fees and <span class="_ _2"></span>auditor independence.</span></div><div class="t m0 x11b h13 ydf8 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Considered the e<span class="_ _2"></span>ffectiv<span class="_ _2"></span>eness of the int<span class="_ _2"></span>ernal contr<span class="_ _2"></span>ol </span></div><div class="t m0 xa3 h13 ydf9 ffd fs8 fc8 sc0 ls14 ws11">framew<span class="_ _2"></span>ork.</div><div class="t m0 x18 h1d ydfa ffd fs11 fc8 sc0 ls2b ws29">1 <span class="_ _15"> </span>Me<span class="_ _1"></span>eting<span class="_ _1"></span>s are de<span class="_ _1"></span>sign<span class="_ _1"></span>ated as e<span class="_ _1"></span>ithe<span class="_ _1"></span>r risk o<span class="_ _1"></span>r financ<span class="_ _1"></span>ial fo<span class="_ _1"></span>cus and t<span class="_ _1"></span>hes<span class="_ _1"></span>e matter<span class="_ _1"></span>s are de<span class="_ _1"></span>alt wi<span class="_ _1"></span>th acc<span class="_ _1"></span>ord<span class="_ _1"></span>ingl<span class="_ _1"></span>y and may n<span class="_ _1"></span>ot be co<span class="_ _1"></span>nsid<span class="_ _1"></span>ered a<span class="_ _1"></span>t ever<span class="_ _1"></span>y me<span class="_ _1"></span>etin<span class="_ _1"></span>g</div><div class="t m0 x67 hf ydfb ffb fs2 fc0 sc0 ls1 ws0">External audit</div><div class="t m0 x67 h13 ydfc ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc0">The appointment, <span class="_ _2"></span>eff<span class="_ _2"></span>ectiveness and independence of <span class="_ _2"></span><span class="ffc ls1 ws0"> </span></span></div><div class="t m0 x56 h13 ydfd ffd fs8 fc0 sc0 ls14 ws11">the external <span class="_ _2"></span>auditor is consider<span class="_ _2"></span>ed by the Committ<span class="_ _2"></span>ee.</div><div class="t m0 x67 h13 ydfe ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc0">Gran<span class="_ _2"></span>t Thornton UK LLP <span class="_ _2"></span>(GT) wer<span class="_ _2"></span>e appointed as <span class="_ _2"></span>external </span></div><div class="t m0 x56 h13 ydff ffd fs8 fc0 sc0 ls14 ws11">auditor at <span class="_ _2"></span>the 2025 AGM.  </div><div class="t m0 x67 h13 ye00 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc0">2025 non-audit f<span class="_ _2"></span>ees wer<span class="_ _2"></span>e in rela<span class="_ _2"></span>tion to a r<span class="_ _2"></span>eview at <span class="_ _2"></span>the </span></div><div class="t m0 x56 h13 ye01 ffd fs8 fc0 sc0 ls14 ws11">half<span class="_ _2"></span>-year (see not<span class="_ _2"></span>e 11 to the <span class="_ _2"></span>Financial Stat<span class="_ _2"></span>ements).  </div><div class="t m0 x67 h13 ye02 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc0">Considering the 2025 audit f<span class="_ _2"></span>ees, non-audit services </span></div><div class="t m0 x56 h14 ye03 ffc fs8 fc0 sc0 ls14 ws0">provided and pr<span class="_ _2"></span>ocedures in place a<span class="_ _2"></span>t GT to maint<span class="_ _2"></span>ain </div><div class="t m0 x56 h13 ye04 ffd fs8 fc0 sc0 ls14 ws11">independence, GT ar<span class="_ _2"></span>e considered <span class="_ _2"></span>to be independent.</div><div class="t m0 xa3 hf ycde ffb fs2 fc0 sc0 ls1 ws0">Risk management and in<span class="_ _2"></span>ternal </div><div class="t m0 xa3 hf ye05 ffb fs2 fc0 sc0 ls1 ws0">contr<span class="_ _2"></span>ols</div><div class="t m0 xa3 h13 ye06 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc0">The Group <span class="_ _2"></span>CRO attends <span class="_ _2"></span>each meeting to discuss <span class="_ _2"></span>the </span></div><div class="t m0 x136 h13 ye07 ffd fs8 fc0 sc0 ls14 ws11">Group risk <span class="_ _2"></span>profile, ongoing de<span class="_ _2"></span>velopment of the <span class="_ _2"></span>risk </div><div class="t m0 x136 h13 ye08 ffd fs8 fc0 sc0 ls14 ws11">framew<span class="_ _2"></span>ork, risk even<span class="_ _2"></span>ts and emerging ma<span class="_ _2"></span>tter<span class="_ _2"></span>s. </div><div class="t m0 xa3 h13 ye09 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc0">The Committee r<span class="_ _2"></span>eviews and mak<span class="_ _0"></span>es recommendations </span></div><div class="t m0 x136 h13 ye0a ffd fs8 fc0 sc0 ls14 ws11">to the Boar<span class="_ _2"></span>d on the eff<span class="_ _2"></span>ectiveness <span class="_ _2"></span>of the Group’<span class="_ _6"></span>s risk </div><div class="t m0 x136 h13 ye0b ffd fs8 fc0 sc0 ls14 ws11">management and in<span class="_ _2"></span>ternal con<span class="_ _2"></span>trols fr<span class="_ _2"></span>amework f<span class="_ _2"></span>ollowing </div><div class="t m0 x136 h13 ye0c ffd fs8 fc0 sc0 ls14 ws11">discussion with managemen<span class="_ _2"></span>t.</div><div class="t m0 xa3 h13 ye0d ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc0">In 2025 a k<span class="_ _2"></span>ey f<span class="_ _2"></span>ocus has been the <span class="_ _2"></span>ongoing impro<span class="_ _2"></span>vements </span></div><div class="t m0 x136 h13 ye0e ffd fs8 fc0 sc0 ls14 ws11">being made to the <span class="_ _2"></span>internal c<span class="_ _2"></span>ontrol fr<span class="_ _2"></span>amework <span class="_ _2"></span>and </div><div class="t m0 x136 h13 ye0f ffd fs8 fc0 sc0 ls14 ws11">prepar<span class="_ _2"></span>ations f<span class="_ _2"></span>or the enhanced r<span class="_ _2"></span>eporting requir<span class="_ _2"></span>ements </div><div class="t m0 x136 h13 ye10 ffd fs8 fc0 sc0 ls14 ws11">coming fr<span class="_ _2"></span>om the UK Corpor<span class="_ _2"></span>ate Gov<span class="_ _2"></span>ernance Code.</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   61<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   61<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
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8VmL1eDChAAAFhx26Nqe1SFEM4db797rqsDFSAAALD6tgbzrcHgyum1y6eLLOrA5eMmGAAAYH9uPZh+8s2orGpTKEAAAGD1bY+q67eHIlABAgAASSir5vrtYeW6ewUIAAAkEoGf3RvVjQhUgAAAQAK2R9XXD0o7KEAAACAJtx5MPQuqAAEAgFR8vjU2ggIEAACSsDWYOwZUgAAAQCp2RpURFCAAAJCEbwczIyhAAAAgCVuDuREUIAAAkAofBlSAAABAKqbz2ggKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACPES9TssIAACAAkykAK0NAAAowDS0W9EIAACAAkzCZi83AgAAoACTkGexXxgcAABQgGm4cLIwAgAAoACT8PrJTpF7GxAAAFCACciz+M6r63YAAAAUYBLOHm87BgQAABRgGovHeO1S3w4AAIACTEKRZz9/65gdAAAABZiEzW7+3vmuHQAAAAWYhPMnOtcu9b0TCAAAKMAkbKy1rl3qnzveNgUAAKAAV1+RZz95vffRlX6/8FsAAAAvVm6Co6DbaX1weaOs6sFkcedhuT2qbAIAADx3sWkaK4QQtqdHboeyqhe1XwcAgKWx1s6y+Bzuuei3Y9Ey5wvhDPDoKnLPhQIAAM+TxgAAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAgMOWm+DQ7Iyryay2AwAAS6S/1sqz0O20TKEA2Z9vdsqtwdwOAAAsozc3O2ePd06st7IYraEAAQCAVXZ3Z3Z3Z9Yvsh+d6252dcSy8h4gAADwvxqW9Y07e3/6+nFZeb9JAQIAAGl04PXbw8fThSkUIAAAsPrKqrl+e7gzrkyhAAEAgCTcuLM3njkJVIAAAEAa/nxnr6obOyhAAABg9ZVV8/nW2A4KEAAASMLWYO5ZUAUIAACk4vOtiREUIAAAkITtUeULgQoQAABIJgL3fBlCAQIAAGn4+6OZERQgAACQhO2RM0AFCAAAJMOHARUgAACQipnLYBQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAV4qE6u50YAAAAUYBLarWgEAABAASZhvWNtAABAAabhxHrLCAAAgAJMY+sYT/W8CggAACjANLz1SmEEAABAASbh1LG8yN0HAwAAKMAU5o7xp2/07AAAACjAJGx2c28DAgAACjAV71/oeRYUAABQgEnIs3jtUt8OAACAAkxCkWcfXek7CQQAABRgErqd1rVLfe8EAgAACjAJRZ5dvdh773zXYSAAAHAIHEC97ASP8fyJzqsb7b9tl/d2y7JqbAIAACjAlf4Zsvj2mbW3z6w9ni52RtXupJpVzfaosgwAAPAcxaZx6BRCCNtTOwAAwJHQb8eiZYYXwnuAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAMBRkpvg0Nx9WO5OKjsAALBEzhxrhxBOHcuL3OmRAmQ/difV1mBuBwAAlsj3/4PtF9mFk8XrJzt5Fs2yvHQ8AADwbMOy/vK7ycdfDW7en9ZNYxAFCAAArL5bD6Z/uPl4Z+z9JgUIAAAkoKyaG3f2vn00M4UCBAAAkvCXb8c370/toAABAIAk3How9TioAgQAAFJx487eeLawgwIEAACS8Om9kREUIAAAkIRhWXsWVAECAACp+GJrbAQFCAAAJGFY1o+n3gZUgAAAQBp2Rh4EVYAAAEAa7u2WRlCAAABAEoZlbQQFCAAApKKsRKACBAAA0rCoGyMoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAK8BCdOdY2AgAAoAABAABQgCukv9YyAgAAoACTcKywNgAAoAAT2TrGNzc7dgAAABRgEs4eV4AAAIACTMNmN+97FhQAAFCAifjZhZ4RAAAABZiEbqflbUAAAEABpuKd19ZP9XI7AAAACjCB0WN8/0KvyKMpAAAABbj68ix+eGXDSSAAAKAAU4nAqxd73gkEAAAUYBrrx/jDs91rl/o+EQEAABwCTyG+fBtrrQ8ub+yMq292yq3B3CAAAIACXHGb3Xyzm//4fPNospjM6tGsHs0WZgEAYIm0MpcdKkD2I4txs5uHriUAAIAXUBwmAAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAADwz/bu5jeqMgzj8POez+m005ZaCgGjxgQSTUzc+Pe7d2NcEBNJFAkCSrWBQul8neOicWuiUmznua5lFyzuw+aX9z1nQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAI0AQAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAACAK6YxwXvz7ZM3T18u7QAAwHUx66vZpO7qcnOnPdhumqrYRAECAACb6XQ+nM6HiHj0xyIiDrebe0eTg6mIUIAAAMCmO36zOv7p9eF288WdrWlXG+Q68h4gAADwzzrw64enj36fm0IBAgAAKTx4/vbBs7NhHE2hAAEAgM336I/Fd7+c2UEBAgAAKTx9ufzht3M7KEAAACCFhy/OX52v7aAAAQCAFL75+bUXAhUgAACQwnw1Pnu5tIMCBAAAUvj+17eOARUgAACQwnw1vp4PdlCAAABACs9fuQiqAAEAgBwen8yNoAABAIAU5ivvASpAAAAgjbOFHwZUgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgALk3TvaaY0AAAAoQAAAABTgBplNaiMAAAAKMIXdSd03xQ4AAIACTOGjG70RAAAABZjCh/s+BgMAACjAHKZdfWdPBAIAAAowh89vbxkBAABQgCn0TfXl3akdAAAABZjC3f3uk4PODgAAgAJM4bPbW4fbjR0AAAAFmGD3Ur76ePvezYkpAAAABZgiAu8fTbwTCAAAvDcuIv7P7u53t3bbH4/nD1+cWwMAAFCAm/4MqnL/aPLpYf/kZPH4ZJgH1rYAAAaUSURBVH46H2wCAABchjKOoxUi4vj8quywGsbFajg5W3soAABcL7d226Yq//3fmbWlr815KZwBXr1HUpWmq6ed//IAAMA75kswAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAL8d0MUGwAAAAowh9YSAACAAgQAAEABAgAAoACvobp4ERAAAFCAWQrQBgAAgAIEAABAAW6SxhIAAIACTMIlUAAAQAGmGUICAgAACjCPRgQCAAAKMInaGAAAgAJMonMTFAAAUIBJOAMEAAAUoC0AAABUz4ZtUXwRFAAAUIBp9PYAAAAUYBKNQ0AAAEABJtHaAwAAUIBZ5vAqIAAAoADzmNQSEAAAUIA5uAgKAAAoQAUIAACgADfOVm0DAABAAebQeRUQAABQgEm4CAoAACjARFwEBQAAFGAWfeMiKAAAoABzaEpoQAAAQAFmsSUBAQAABZhE51VAAABAASZRIqaOAQEAAAWYxMQxIAAAoACzrFOiF4EAAIACTMJFUAAAQAFmUTsGBAAAFGAejgEBAAAFmIVjQAAAQAEmstM6BgQAABRgDkUEAgAACjCPSR2VBgQAABRgEo4BAQAABZhFV/kkDAAAoADT2GmLu6AAAIACTKFEbPt5QAAAQAEm0dfuggIAAAowDXdBAQAABZhFidjtJCAAAKAAc2iKH4cAAAAUYBqTOlr7AQAACjCJvc4LgQAAgAJMY18EAgAACjDLgiVmXggEAAAUYBJt5dOgAACAAkyjq2LaiEAAAEAB5jBtRCAAAKAARSAAAIACFIEAAAAKUAQCAAAoQBEIAACgAK9aBPqJCAAAQAFm0VWx15VKBgIAAAowg7aKfREIAAAowCwTlzjoS2tpAABAASax1xXfhgEAABRgFtMm9ns3QgEAAAWYQ1PiRl/62hIAAIACTKBEzNoyax0FAgAACjCHvo4PJg4DAQAABZjDxWHgrt+KAAAAFGASXRUHvc+EAgAACjCNaRMHvhADAAAowCxPosSsLb4UCgAAKMAsah0IAABcmjKOoxWupvUY83WcrTwgAABymbVORC5LY4Irqy4xbWKrKRcdOChBAABAAW62EjGpY1KX5RDn63G+NgkAAKAAN11bRVuVnTaWQ7xdjcvBJAAAgALcaCWiq6LryhixGmKxHudDuCAKAAAowA1PwYtTwe2I9RirIRaDO6IAAMDfdoRvgW6YYYzVGMMYy2FcOh4EAOAa8i3Qy+MMcNNUJboSETGpy8Vf1mOMEeshxojlX0UoDgEAIKE/AcZtHBChKntTAAAAAElFTkSuQmCC" class="bi x0 ye11 w5 h9d" alt="" /><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">62<span class="_ _13"> </span>63</div><div class="t m0 x19 he y1e ff10 fs6 fc4 sc0 ls11 wse">OVERVIEW</div><div class="t m0 x6 h45 y21 ffd fs4 fc6 sc0 ls1 ws0">A<span class="_ _0"></span>ud<span class="_ _0"></span>it &amp; R<span class="_ _0"></span>i<span class="_ _2"></span>s<span class="_ _0"></span>k Com<span class="_ _0"></span>m<span class="_ _2"></span>itt<span class="_ _2"></span>e<span class="_ _2"></span>e R<span class="_ _0"></span>ep<span class="_ _2"></span>o<span class="_ _2"></span>r<span class="_ _7"></span>t <span class="ffc fs18 ls64 ws5f">cont<span class="_ _2"></span>inued</span></div><div class="t m0 xbc h29 ye12 ffb fs5 fc7 sc0 ls1 ws0">April</div><div class="t m0 x41 h13 ye13 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Discussed audit matt<span class="_ _2"></span>ers and financial <span class="_ _2"></span>contr<span class="_ _2"></span>ol improv<span class="_ _2"></span>ements </span></div><div class="t m0 x11 h13 ye14 ffd fs8 fc8 sc0 ls14 ws11">with the MDs and CF<span class="_ _2"></span>Os of the Financial Services and Est<span class="_ _2"></span>ate </div><div class="t m0 x11 h13 ye15 ffd fs8 fc8 sc0 ls14 ws11">Agency Fr<span class="_ _2"></span>anchising Divisions. </div><div class="t m0 xbe h13 ye13 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Met with the Surveying <span class="_ _2"></span>&amp; V<span class="_ _0"></span>aluation MD to discuss client </span></div><div class="t m0 x87 h13 ye14 ffd fs8 fc8 sc0 ls14 ws11">onboarding risk appe<span class="_ _2"></span>tite and v<span class="_ _2"></span>aluation con<span class="_ _2"></span>trol trigger<span class="_ _2"></span>s.</div><div class="t m0 xbe h13 ye16 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Received <span class="_ _2"></span>an update on <span class="_ _2"></span>business continuity arr<span class="_ _2"></span>angemen<span class="_ _2"></span>ts.</span></div><div class="t m0 x145 h29 ye17 ffb fs5 fc7 sc0 ls7f ws7a">May</div><div class="t m2 x41 h13 ye18 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Met with the PRIMIS board chair <span class="_ _2"></span>and chair of the PRIMIS boar<span class="_ _2"></span>d </span></div><div class="t m2 x11 h13 ye19 ffd fs8 fc8 sc0 ls14 ws11">risk and cust<span class="_ _2"></span>omer outcomes <span class="_ _2"></span>committee to <span class="_ _2"></span>discuss PRIMIS risk </div><div class="t m2 x11 h13 ye1a ffd fs8 fc8 sc0 ls14 ws11">culture, r<span class="_ _2"></span>egulatory ma<span class="_ _2"></span>tters and <span class="_ _2"></span>priorities.</div><div class="t m0 x146 h29 ye1b ffb fs5 fc7 sc0 ls1 ws0">July</div><div class="t m2 x41 h13 ye1c ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Considered the 2025 corpor<span class="_ _2"></span>ate insur<span class="_ _2"></span>ance r<span class="_ _2"></span>enewal and a paper </span></div><div class="t m2 x11 h13 ye1d ffd fs8 fc8 sc0 ls14 ws11">on insurance <span class="_ _2"></span>risks.</div><div class="t m2 x41 h13 ye1e ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Received a capability <span class="_ _2"></span>and culture assessmen<span class="_ _2"></span>t on the Divisional </span></div><div class="t m2 x11 h13 ye1f ffd fs8 fc8 sc0 ls14 ws11">risk teams fr<span class="_ _2"></span>om the Gr<span class="_ _2"></span>oup CRO.</div><div class="t m2 x41 h13 ye20 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Received a r<span class="_ _2"></span>eport on lessons learned fr<span class="_ _2"></span>om the acquisition of </span></div><div class="t m2 x11 h13 ye21 ffd fs8 fc8 sc0 ls14 ws11">T<span class="_ _6"></span>enetLime from T<span class="_ _6"></span>enet Group, which <span class="_ _2"></span>had subsequently gone </div><div class="t m2 x11 h13 ye22 ffd fs8 fc8 sc0 ls14 ws11">into adminis<span class="_ _2"></span>tra<span class="_ _2"></span>tion.</div><div class="t m2 x41 h13 ye23 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Considered climate-r<span class="_ _2"></span>elated risk<span class="_ _2"></span>s and opportunities.</span></div><div class="t m2 xbe h13 ye1c ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Received an upda<span class="_ _2"></span>te on financial con<span class="_ _2"></span>trol impr<span class="_ _2"></span>ovemen<span class="_ _2"></span>ts from </span></div><div class="t m2 x87 h14 ye1d ffc fs8 fc8 sc0 ls14 ws0">the MDs and CFOs of the Financial Services and Est<span class="_ _2"></span>ate Agency </div><div class="t m2 x87 h13 ye24 ffd fs8 fc8 sc0 ls14 ws11">Franchising Divisions. </div><div class="t m2 xbe h13 ye25 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Approved 2025 audit <span class="_ _2"></span>fees.</span></div><div class="t m2 xbe h13 ye20 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Received an upda<span class="_ _2"></span>te on impr<span class="_ _2"></span>oved pr<span class="_ _2"></span>actices and pr<span class="_ _2"></span>ocesses in </span></div><div class="t m2 x87 h13 ye21 ffd fs8 fc8 sc0 ls14 ws11">relation <span class="_ _2"></span>to cyber security<span class="_ _6"></span>.</div><div class="t m2 xbe h13 ye26 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Noted the results of ‘Speak <span class="_ _2"></span>Up’ week and whis<span class="_ _2"></span>tleblowing </span></div><div class="t m2 x87 h13 ye27 ffd fs8 fc8 sc0 ls14 ws11">routines.</div><div class="t m0 x24 h29 ye28 ffb fs5 fc7 sc0 ls1 ws0">September</div><div class="t m2 x41 h13 ye29 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Received the half<span class="_ _2"></span>-y<span class="_ _2"></span>ear results r<span class="_ _2"></span>eview r<span class="_ _2"></span>eport from the <span class="_ _2"></span>auditor<span class="_ _6"></span>.</span></div><div class="t m2 x41 h13 ye2a ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Discussed FY 2025 audit planning.</span></div><div class="t m2 x41 h13 ye2b ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Considered the half<span class="_ _2"></span>-year r<span class="_ _2"></span>esults and k<span class="_ _2"></span>ey acc<span class="_ _2"></span>ounting judgement </span></div><div class="t m2 x11 h13 ye2c ffd fs8 fc8 sc0 ls14 ws11">areas and r<span class="_ _2"></span>ecommended the r<span class="_ _2"></span>esults, the principal risks <span class="_ _2"></span>and </div><div class="t m2 x11 h13 ye2d ffd fs8 fc8 sc0 ls14 ws11">uncertainties <span class="_ _2"></span>and going concern assessmen<span class="_ _2"></span>t to the Boar<span class="_ _2"></span>d.</div><div class="t m2 x41 h14 ye2e ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="fc8 ws0">Approved an annual calendar of business t<span class="_ _2"></span>o be considered b<span class="_ _2"></span>y </span></div><div class="t m2 x11 h13 ye2f ffd fs8 fc8 sc0 ls14 ws11">the Committee.</div><div class="t m2 xbe h13 ye29 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Considered a detailed <span class="_ _2"></span>paper on the Surveying &amp; V<span class="_ _0"></span>aluation </span></div><div class="t m2 x87 h13 ye30 ffd fs8 fc8 sc0 ls14 ws11">Division’<span class="_ _0"></span>s risk and contr<span class="_ _2"></span>ol framew<span class="_ _2"></span>ork and valua<span class="_ _2"></span>tion risk.</div><div class="t m2 xbe h13 ye31 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Considered the financial position to <span class="_ _2"></span>support the proposed </span></div><div class="t m2 x87 h13 ye32 ffd fs8 fc8 sc0 ls14 ws11">interim dividend.</div><div class="t m2 xbe h13 ye33 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Discussed credit risk.</span></div><div class="t m0 x24 h29 ye34 ffb fs5 fc7 sc0 ls1 ws0">November</div><div class="t m2 x41 h13 ye35 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Received an upda<span class="_ _2"></span>te on the 2025 e<span class="_ _2"></span>xternal audit planning, k<span class="_ _2"></span>ey </span></div><div class="t m2 x11 h13 ye36 ffd fs8 fc8 sc0 ls14 ws11">judgement ar<span class="_ _2"></span>eas, potential <span class="_ _2"></span>provisions and <span class="_ _2"></span>ex<span class="_ _2"></span>ceptional items.</div><div class="t m2 x41 h13 ye37 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Discussed credit risk and actions t<span class="_ _2"></span>o reduce risk.  <span class="_ _2"></span></span></div><div class="t m2 x41 h13 ye38 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Discussed insurance arr<span class="_ _2"></span>angements.  </span></div><div class="t m2 x41 h13 ye39 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Approved the in<span class="_ _2"></span>ternal audit plan, benchmarking <span class="_ _2"></span>of the </span></div><div class="t m2 x11 h13 ye3a ffd fs8 fc8 sc0 ls14 ws11">eff<span class="_ _2"></span>ectiveness of the in<span class="_ _2"></span>ternal audit function <span class="_ _2"></span>and approv<span class="_ _2"></span>ed the </div><div class="t m2 x11 h13 ye3b ffd fs8 fc8 sc0 ls14 ws11">Internal Audit <span class="_ _2"></span>Charter<span class="_ _6"></span>.</div><div class="t m2 x41 h13 ye3c ffc fs8 fc6 sc0 ls4c ws4b">• <span class="_ _16"> </span><span class="ffd fc8">Approved the <span class="_ _2"></span>Group risk <span class="_ _2"></span>management fr<span class="_ _2"></span>amework <span class="_ _2"></span>and updated </span></div><div class="t m2 x11 h13 ye3d ffd fs8 fc8 sc0 ls4c ws4b">Group <span class="_ _2"></span>risk appetite <span class="_ _2"></span>sta<span class="_ _2"></span>tement.</div><div class="t m2 xbe h13 ye35 ffc fs8 fc6 sc0 ls4c ws4b">• <span class="_ _16"> </span><span class="ffd fc8">Received an upda<span class="_ _2"></span>te fr<span class="_ _2"></span>om the PRIMIS <span class="_ _2"></span>audit &amp; compliance </span></div><div class="t m2 x87 h13 ye36 ffd fs8 fc8 sc0 ls4c ws4b">committee chair <span class="_ _2"></span>on curren<span class="_ _2"></span>t areas <span class="_ _2"></span>of risk.</div><div class="t m2 xbe h13 ye37 ffc fs8 fc6 sc0 ls4c ws4b">• <span class="_ _16"> </span><span class="ffd fc8">Undertook the annual r<span class="_ _2"></span>eview of the <span class="_ _2"></span>Committee’<span class="_ _0"></span>s terms of </span></div><div class="t m2 x87 h13 ye3e ffd fs8 fc8 sc0 ls4c ws4b">ref<span class="_ _0"></span>erence.</div><div class="t m2 xbe h13 ye3f ffc fs8 fc6 sc0 ls4c ws4b">• <span class="_ _16"> </span><span class="ffd fc8">Undertook the annual r<span class="_ _2"></span>eview of the <span class="_ _2"></span>Auditor Independence </span></div><div class="t m2 x87 h13 ye40 ffd fs8 fc8 sc0 ls4c ws4b">Policy<span class="_ _6"></span>, including the policy <span class="_ _2"></span>for non<span class="_ _2"></span>-audit services.</div><div class="t m2 xbe h13 ye41 ffc fs8 fc6 sc0 ls4c ws4b">• <span class="_ _16"> </span><span class="ffd fc8">Considered a letter <span class="_ _2"></span>from the <span class="_ _2"></span>Financial R<span class="_ _2"></span>eporting Council on </span></div><div class="t m2 x87 h13 ye42 ffd fs8 fc8 sc0 ls4c ws4b">their re<span class="_ _2"></span>view of the 2024 <span class="_ _2"></span>Annual R<span class="_ _2"></span>eport and Accoun<span class="_ _2"></span>ts.</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   62<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   62<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
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class="bi x0 ye43 w5 h9e" alt="" /><div class="t m0 xf he y1f ff11 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">62<span class="_ _13"> </span>63</div><div class="t m0 xe he y1e ff2b fs6 fc4 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span>FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span><span class="fc0">CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="fc4 ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="ls11 wse">OVERVIEW</span></span></span></div><div class="t m0 x18 h10 y21 ffc fs4 fc6 sc0 ls1 ws0"> </div><div class="t m0 x18 h13 y1c7 ffd fs8 fc8 sc0 ls14 ws11">Since the year end <span class="_ _2"></span>the Committee has met <span class="_ _2"></span>and considered: </div><div class="t m0 x18 h13 y3eb ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Similar matter<span class="_ _2"></span>s as those c<span class="_ _2"></span>onsidered in F<span class="_ _2"></span>ebruary and March 2025 <span class="_ _2"></span>in relation <span class="_ _2"></span>to the 2025 Annual R<span class="_ _2"></span>eport, the Financial St<span class="_ _2"></span>atemen<span class="_ _2"></span>ts, TCFD and <span class="_ _2"></span>risk </span></div><div class="t m0 xce h13 y3ec ffd fs8 fc8 sc0 ls14 ws11">disclosures. </div><div class="t m0 x18 h13 ye44 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">The evalua<span class="_ _2"></span>tion of its own perf<span class="_ _2"></span>ormance during 2025. </span></div><div class="t m0 x18 h13 ye45 ffd fs8 fc8 sc0 ls14 ws11">The table belo<span class="_ _2"></span>w describes how the Committee <span class="_ _2"></span>has discharged <span class="_ _2"></span>some of its k<span class="_ _2"></span>ey duties in 2025 <span class="_ _2"></span>and so far <span class="_ _2"></span>in 2026.</div><div class="t m0 x18 h14 ye46 ffc fs8 fc8 sc0 ls1 ws0"> </div><div class="t m0 x41 h26 ye47 ffb fs6 fc0 sc0 ls1 ws0">Requiremen<span class="_ _2"></span>t<span class="_ _be"> </span><span class="ff16">Responsibilities discharged<span class="_ _ba"> </span>Conclusion or action tak<span class="_ _2"></span>en</span></div><div class="t m0 x108 h11 ye48 ffb fs8 fc7 sc0 ls1 ws0">Going concern and viability</div><div class="t m0 x108 h14 ye49 ffc fs8 fc8 sc0 ls14 ws0">Ev<span class="_ _2"></span>aluate and disclose the </div><div class="t m0 x108 h13 ye4a ffd fs8 fc8 sc0 ls14 ws11">position of the Gr<span class="_ _2"></span>oup as a going </div><div class="t m0 x108 h13 ye4b ffd fs8 fc8 sc0 ls14 ws11">concern and mak<span class="_ _0"></span>e statemen<span class="_ _2"></span>ts </div><div class="t m0 x108 h13 ye4c ffd fs8 fc8 sc0 ls14 ws11">about its longer<span class="_ _2"></span>-term <span class="_ _2"></span>viability<span class="_ _0"></span>.</div><div class="t m0 x70 h13 ye4d ffd fs8 fc8 sc0 ls14 ws11">At the <span class="_ _2"></span>full and half<span class="_ _2"></span>-year s<span class="_ _2"></span>tage, th<span class="_ _2"></span>e Committee </div><div class="t m0 x70 h13 ye4e ffd fs8 fc8 sc0 ls14 ws11">considered <span class="_ _2"></span>whether the Gr<span class="_ _2"></span>oup is a going </div><div class="t m0 x70 h13 ye4f ffd fs8 fc8 sc0 ls14 ws11">concern and its long<span class="_ _2"></span>er<span class="_ _2"></span>-term viability<span class="_ _0"></span>. This </div><div class="t m0 x70 h13 ye50 ffd fs8 fc8 sc0 ls14 ws11">included noting the measur<span class="_ _2"></span>es in place to </div><div class="t m0 x70 h13 ye51 ffd fs8 fc8 sc0 ls14 ws11">ensure ther<span class="_ _2"></span>e is sufficient liquidity <span class="_ _2"></span>(using </div><div class="t m0 x70 h13 ye52 ffd fs8 fc8 sc0 ls14 ws11">various s<span class="_ _2"></span>tress tes<span class="_ _2"></span>ts and financial modelling </div><div class="t m0 x70 h13 ye53 ffd fs8 fc8 sc0 ls14 ws11">assumptions). Management <span class="_ _2"></span>advised that the </div><div class="t m0 x70 h13 ye54 ffd fs8 fc8 sc0 ls14 ws11">lik<span class="_ _2"></span>elihood of extr<span class="_ _2"></span>eme scenarios that w<span class="_ _2"></span>ould </div><div class="t m0 x70 h13 ye55 ffd fs8 fc8 sc0 ls14 ws11">lead to a br<span class="_ _2"></span>each of lending c<span class="_ _2"></span>ovenants w<span class="_ _2"></span>ere </div><div class="t m0 x70 h14 ye56 ffc fs8 fc8 sc0 ls14 ws0">remote and tha<span class="_ _2"></span>t the Financial Stat<span class="_ _2"></span>ements </div><div class="t m0 x70 h13 ye57 ffd fs8 fc8 sc0 ls14 ws11">should be prepar<span class="_ _2"></span>ed on a going <span class="_ _2"></span>concern basis.</div><div class="t m0 x10c h13 ye58 ffd fs8 fc8 sc0 ls14 ws11">The Committee r<span class="_ _2"></span>ecommended to <span class="_ _2"></span>the Board that <span class="_ _2"></span>the Group </div><div class="t m0 x10c h13 ye59 ffd fs8 fc8 sc0 ls14 ws11">could con<span class="_ _2"></span>tinue to oper<span class="_ _2"></span>ate an<span class="_ _2"></span>d meet its liabilities as they <span class="_ _2"></span>fall </div><div class="t m0 x10c h13 ye5a ffd fs8 fc8 sc0 ls14 ws11">due f<span class="_ _2"></span>or at least <span class="_ _2"></span>the next 12 months <span class="_ _2"></span>and longer<span class="_ _2"></span>-term, as se<span class="_ _2"></span>t </div><div class="t m0 x10c h13 ye5b ffd fs8 fc8 sc0 ls14 ws11">out in the Viability St<span class="_ _2"></span>atemen<span class="_ _2"></span>t on page 31.</div><div class="t m0 x108 h2e ye5c ff16 fs8 fc7 sc0 ls1 ws0">Eff<span class="_ _2"></span>ectiveness of the risk and con<span class="_ _2"></span>trol frame<span class="_ _2"></span>work</div><div class="t m0 x108 h13 y4e1 ffd fs8 fc8 sc0 ls14 ws11">Consider the eff<span class="_ _2"></span>ectiveness </div><div class="t m0 x108 h13 y4e2 ffd fs8 fc8 sc0 ls14 ws11">of the risk managemen<span class="_ _2"></span>t and </div><div class="t m0 x108 h13 y4e3 ffd fs8 fc8 sc0 ls14 ws11">internal c<span class="_ _2"></span>ontrol <span class="_ _2"></span>framew<span class="_ _2"></span>ork.</div><div class="t m0 x70 h13 ye5d ffd fs8 fc8 sc0 ls14 ws11">The Committee r<span class="_ _2"></span>eceives updat<span class="_ _2"></span>es at each </div><div class="t m0 x70 h13 ye5e ffd fs8 fc8 sc0 ls14 ws11">meeting fr<span class="_ _2"></span>om the Group CR<span class="_ _2"></span>O and Int<span class="_ _2"></span>ernal </div><div class="t m0 x70 h14 ye5f ffc fs8 fc8 sc0 ls14 ws0">Audit Director and c<span class="_ _2"></span>onsiders other metrics </div><div class="t m0 x70 h13 ye60 ffd fs8 fc8 sc0 ls14 ws11">and observations <span class="_ _2"></span>from the e<span class="_ _2"></span>xternal auditor </div><div class="t m0 x70 h13 ye61 ffd fs8 fc8 sc0 ls14 ws11">in order t<span class="_ _2"></span>o mak<span class="_ _2"></span>e an ongoing assessmen<span class="_ _2"></span>t of </div><div class="t m0 x70 h13 ye62 ffd fs8 fc8 sc0 ls14 ws11">eff<span class="_ _2"></span>ectiveness, as described on<span class="_ _2"></span> page 61.</div><div class="t m0 x10c h13 ye63 ffd fs8 fc8 sc0 ls14 ws11">The Committee has not<span class="_ _2"></span>ed improv<span class="_ _2"></span>ements made t<span class="_ _2"></span>o the </div><div class="t m0 x10c h13 ye64 ffd fs8 fc8 sc0 ls14 ws11">contr<span class="_ _2"></span>ol envir<span class="_ _2"></span>onment durin<span class="_ _2"></span>g 2025 and, using the <span class="_ _2"></span>informa<span class="_ _2"></span>tion </div><div class="t m0 x10c h13 ye65 ffd fs8 fc8 sc0 ls14 ws11">av<span class="_ _2"></span>ailable to it, has assessed <span class="_ _2"></span>that the con<span class="_ _2"></span>trols in place <span class="_ _2"></span>are </div><div class="t m0 x10c h13 ye66 ffd fs8 fc8 sc0 ls14 ws11">eff<span class="_ _2"></span>ective. How<span class="_ _2"></span>ever<span class="_ _6"></span>, under the guidance of our Gr<span class="_ _2"></span>oup CRO<span class="_ _2"></span>, </div><div class="t m0 x10c h13 ye67 ffd fs8 fc8 sc0 ls14 ws11">we ar<span class="_ _2"></span>e seeking to further enhance <span class="_ _2"></span>our contr<span class="_ _2"></span>ols as part </div><div class="t m0 x10c h13 ye68 ffd fs8 fc8 sc0 ls14 ws11">of the work being <span class="_ _2"></span>done to r<span class="_ _2"></span>eport further on our mat<span class="_ _2"></span>erial </div><div class="t m0 x10c h13 ye69 ffd fs8 fc8 sc0 ls14 ws11">contr<span class="_ _2"></span>ols next y<span class="_ _2"></span>ear<span class="_ _6"></span>.</div><div class="t m0 x108 h11 ye6a ffb fs8 fc7 sc0 ls1 ws0">Material con<span class="_ _2"></span>trols disclosures</div><div class="t m0 x108 h13 ye6b ffd fs8 fc8 sc0 ls14 ws11">Consider prepar<span class="_ _2"></span>ations f<span class="_ _2"></span>or </div><div class="t m0 x108 h14 ye6c ffc fs8 fc8 sc0 ls14 ws0">enhanced disclosure in the </div><div class="t m0 x108 h13 ye6d ffd fs8 fc8 sc0 ls14 ws11">2026 Annual R<span class="_ _2"></span>eport and </div><div class="t m0 x108 h13 ye6e ffd fs8 fc8 sc0 ls14 ws11">Accounts in <span class="_ _2"></span>relation t<span class="_ _2"></span>o internal </div><div class="t m0 x108 h13 ye6f ffd fs8 fc8 sc0 ls14 ws11">contr<span class="_ _2"></span>ols in accor<span class="_ _2"></span>dance with </div><div class="t m0 x108 h13 ye70 ffd fs8 fc8 sc0 ls14 ws11">the UK Corpor<span class="_ _2"></span>ate Gov<span class="_ _2"></span>ernance </div><div class="t m0 x108 h13 ye71 ffd fs8 fc8 sc0 ls14 ws11">Code.</div><div class="t m0 x70 h13 ye72 ffd fs8 fc8 sc0 ls14 ws11">The Committee r<span class="_ _2"></span>eceived updat<span class="_ _2"></span>es at each </div><div class="t m0 x70 h13 ye73 ffd fs8 fc8 sc0 ls14 ws11">meeting on the w<span class="_ _2"></span>ork being done to enhance </div><div class="t m0 x70 h13 ye74 ffd fs8 fc8 sc0 ls14 ws11">both financial and non-financial <span class="_ _2"></span>contr<span class="_ _2"></span>ols.</div><div class="t m0 x10c h13 ye75 ffd fs8 fc8 sc0 ls14 ws11">W<span class="_ _2"></span>e hav<span class="_ _2"></span>e continued t<span class="_ _2"></span>o embed our enhanced c<span class="_ _2"></span>ontrol </div><div class="t m0 x10c h13 ye76 ffd fs8 fc8 sc0 ls14 ws11">framew<span class="_ _2"></span>ork and prepar<span class="_ _2"></span>e to meet <span class="_ _2"></span>the disclosure </div><div class="t m0 x10c h13 ye77 ffd fs8 fc8 sc0 ls14 ws11">requir<span class="_ _2"></span>ements. The Committee will <span class="_ _2"></span>continue t<span class="_ _2"></span>o monitor </div><div class="t m0 x10c h13 ye78 ffd fs8 fc8 sc0 ls14 ws11">progr<span class="_ _2"></span>ess. </div><div class="t m0 x108 h11 ye79 ffb fs8 fc7 sc0 ls1 ws0">Risk management fr<span class="_ _2"></span>amework</div><div class="t m0 x108 h14 ye7a ffc fs8 fc8 sc0 ls14 ws0">Over<span class="_ _2"></span>see the management of </div><div class="t m0 x108 h13 ye7b ffd fs8 fc8 sc0 ls14 ws11">risk across <span class="_ _2"></span>the Group and <span class="_ _2"></span>the </div><div class="t m0 x108 h13 ye7c ffd fs8 fc8 sc0 ls14 ws11">eff<span class="_ _2"></span>ectiveness of risk mitig<span class="_ _2"></span>ation </div><div class="t m0 x108 h13 ye7d ffd fs8 fc8 sc0 ls14 ws11">and monitoring pr<span class="_ _2"></span>ocesses.</div><div class="t m0 x70 h13 ye7e ffd fs8 fc8 sc0 ls14 ws11">The Group <span class="_ _2"></span>CRO has con<span class="_ _2"></span>tinued to enhance risk </div><div class="t m0 x70 h13 ye7f ffd fs8 fc8 sc0 ls14 ws11">processes and <span class="_ _2"></span>update the Committ<span class="_ _2"></span>ee to allow </div><div class="t m0 x70 h13 ye80 ffd fs8 fc8 sc0 ls14 ws11">it to dischar<span class="_ _2"></span>ge its ov<span class="_ _2"></span>ersight r<span class="_ _2"></span>esponsibilities.</div><div class="t m0 x10c h13 ye81 ffd fs8 fc8 sc0 ls14 ws11">A k<span class="_ _2"></span>ey f<span class="_ _2"></span>ocus in 2025 has been embedding <span class="_ _2"></span>the risk </div><div class="t m0 x10c h13 ye82 ffd fs8 fc8 sc0 ls14 ws11">management fr<span class="_ _2"></span>amework and <span class="_ _2"></span>streng<span class="_ _2"></span>thening a consis<span class="_ _2"></span>tent risk </div><div class="t m0 x10c h13 ye83 ffd fs8 fc8 sc0 ls14 ws11">culture acr<span class="_ _2"></span>oss the Gr<span class="_ _2"></span>oup. This has been support<span class="_ _2"></span>ed by the </div><div class="t m0 x10c h13 ye84 ffd fs8 fc8 sc0 ls14 ws11">intr<span class="_ _2"></span>oduction of a gov<span class="_ _2"></span>ernance, risk and compliance s<span class="_ _2"></span>ys<span class="_ _2"></span>tem, </div><div class="t m0 x10c h13 ye85 ffd fs8 fc8 sc0 ls14 ws11">enabling the Gr<span class="_ _2"></span>oup CRO and the Committ<span class="_ _2"></span>ee to r<span class="_ _2"></span>eceive </div><div class="t m0 x10c h13 ye86 ffd fs8 fc8 sc0 ls14 ws11">timely<span class="_ _0"></span>, structured <span class="_ _2"></span>reporting fr<span class="_ _2"></span>om the Divisions and t<span class="_ _2"></span>o </div><div class="t m0 x10c h13 ye87 ffd fs8 fc8 sc0 ls14 ws11">over<span class="_ _2"></span>see the eff<span class="_ _2"></span>ectiveness of <span class="_ _2"></span>risk mitigati<span class="_ _2"></span>on activities.</div><div class="t m0 x108 h11 ye88 ffb fs8 fc7 sc0 ls1 ws0">Interim and annual r<span class="_ _2"></span>esults</div><div class="t m0 x108 h13 ye89 ffd fs8 fc8 sc0 ls14 ws11">Consider the Annual R<span class="_ _2"></span>eport and </div><div class="t m0 x108 h13 ye8a ffd fs8 fc8 sc0 ls14 ws11">Accounts and <span class="_ _2"></span>the accounting </div><div class="t m0 x108 h13 ye8b ffd fs8 fc8 sc0 ls14 ws11">judgements c<span class="_ _2"></span>ontained ther<span class="_ _2"></span>ein, </div><div class="t m0 x108 h14 ye8c ffc fs8 fc8 sc0 ls14 ws0">challenging management and </div><div class="t m0 x108 h13 ye8d ffd fs8 fc8 sc0 ls14 ws11">the external <span class="_ _2"></span>auditor where </div><div class="t m0 x108 h13 ye8e ffd fs8 fc8 sc0 ls14 ws11">appropria<span class="_ _2"></span>te.</div><div class="t m0 x70 h13 ye8f ffd fs8 fc8 sc0 ls14 ws11">The Committee c<span class="_ _2"></span>onsidered the disclosur<span class="_ _2"></span>es </div><div class="t m0 x70 h13 ye90 ffd fs8 fc8 sc0 ls14 ws11">made in the 2025 <span class="_ _2"></span>Annual Report <span class="_ _2"></span>and Accounts </div><div class="t m0 x70 h13 ye91 ffd fs8 fc8 sc0 ls14 ws11">and discussed significan<span class="_ _2"></span>t matter<span class="_ _2"></span>s with </div><div class="t m0 x70 h13 ye92 ffd fs8 fc8 sc0 ls14 ws11">management and the <span class="_ _2"></span>external audit<span class="_ _2"></span>or<span class="_ _6"></span>.</div><div class="t m0 x147 h13 ye93 ffd fs8 fc8 sc0 ls14 ws11">The Committee c<span class="_ _2"></span>onsidered, and discussed with </div><div class="t m0 x147 h13 ye94 ffd fs8 fc8 sc0 ls14 ws11">management and the <span class="_ _2"></span>external audit<span class="_ _2"></span>or<span class="_ _6"></span>, various matter<span class="_ _2"></span>s </div><div class="t m0 x147 h13 ye95 ffd fs8 fc8 sc0 ls14 ws11">in rela<span class="_ _2"></span>tion to the 2025 Annual <span class="_ _2"></span>Report and the <span class="_ _2"></span>Financial </div><div class="t m0 x147 h13 ye96 ffd fs8 fc8 sc0 ls14 ws11">Stat<span class="_ _2"></span>ements (see page <span class="_ _2"></span>64). It also consider<span class="_ _2"></span>ed f<span class="_ _2"></span>eedback from </div><div class="t m0 x147 h13 ye97 ffd fs8 fc8 sc0 ls14 ws11">the FRC on disclosur<span class="_ _2"></span>e enhancements. </div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   63<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   63<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pf42" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc42 w4 h0"><img src="data:image/png;base64,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class="bi x0 ye98 w5 h9f" alt="" /><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">64</div><div class="t m0 x6 h45 y21 ffd fs4 fc6 sc0 ls1 ws0">A<span class="_ _0"></span>ud<span class="_ _0"></span>it &amp; R<span class="_ _0"></span>i<span class="_ _2"></span>s<span class="_ _0"></span>k Com<span class="_ _0"></span>m<span class="_ _2"></span>itt<span class="_ _2"></span>e<span class="_ _2"></span>e R<span class="_ _0"></span>ep<span class="_ _2"></span>o<span class="_ _2"></span>r<span class="_ _7"></span>t <span class="ffc fs18 ls64 ws5f">cont<span class="_ _2"></span>inued</span></div><div class="t m0 x59 h2b ye99 ff16 fs5 fc7 sc0 ls1 ws0">Ke<span class="_ _2"></span>y considera<span class="_ _2"></span>tions and approv<span class="_ _2"></span>als made by the Committee in r<span class="_ _2"></span>elation to the 2025 Annual R<span class="_ _2"></span>eport and the </div><div class="t m0 xcf h29 ye9a ffb fs5 fc7 sc0 ls1 ws0">Financial Stat<span class="_ _2"></span>ements (the R<span class="_ _2"></span>eport)</div><div class="t m0 x41 h13 ye9b ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">That the R<span class="_ _2"></span>eport tak<span class="_ _0"></span>en as a whole, is fair<span class="_ _6"></span>, balanced and under<span class="_ _2"></span>st<span class="_ _2"></span>andable and pro<span class="_ _2"></span>vides the inf<span class="_ _2"></span>ormation necessary f<span class="_ _2"></span>or Shareholder<span class="_ _2"></span>s to </span></div><div class="t m0 x11 h13 ye9c ffd fs8 fc8 sc0 ls14 ws11">assess the Compan<span class="_ _2"></span>y<span class="_ _1"></span>’<span class="_ _0"></span>s position, performance, <span class="_ _2"></span>business model and str<span class="_ _2"></span>ategy<span class="_ _6"></span>.</div><div class="t m0 x41 h13 ye9d ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">The integrity <span class="_ _2"></span>of the full-year <span class="_ _2"></span>Financial Stat<span class="_ _2"></span>ements.</span></div><div class="t m0 x41 h13 ye9e ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">The appropria<span class="_ _2"></span>teness of k<span class="_ _0"></span>ey accounting policies and pr<span class="_ _2"></span>actices, judgemen<span class="_ _2"></span>ts, estimat<span class="_ _2"></span>es and compliance with acc<span class="_ _2"></span>ounting s<span class="_ _2"></span>tandards <span class="_ _2"></span>and </span></div><div class="t m0 x11 h13 ye9f ffd fs8 fc8 sc0 ls14 ws11">tax <span class="_ _2"></span>requiremen<span class="_ _2"></span>ts, including recen<span class="_ _2"></span>t developments, <span class="_ _2"></span>and in particular<span class="_ _6"></span>, the appropriat<span class="_ _2"></span>eness of re<span class="_ _2"></span>venue rec<span class="_ _2"></span>ognition, commission r<span class="_ _2"></span>efund </div><div class="t m0 x11 h13 yea0 ffd fs8 fc8 sc0 ls14 ws11">liabilities, appointed <span class="_ _2"></span>represen<span class="_ _2"></span>tativ<span class="_ _2"></span>e provisions <span class="_ _2"></span>and provisions <span class="_ _2"></span>for pr<span class="_ _2"></span>of<span class="_ _2"></span>essional indemnity claims.</div><div class="t m0 x41 h13 yea1 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Management’<span class="_ _2"></span>s calcula<span class="_ _2"></span>tions and assumptions applied in the <span class="_ _2"></span>assessment of the r<span class="_ _2"></span>ecover<span class="_ _2"></span>ability of P<span class="_ _2"></span>arent <span class="_ _2"></span>Company in<span class="_ _2"></span>vestmen<span class="_ _2"></span>ts, </span></div><div class="t m0 x11 h13 yea2 ffd fs8 fc8 sc0 ls14 ws11">including an assessment of <span class="_ _2"></span>the inves<span class="_ _2"></span>tment in the Gr<span class="_ _2"></span>oup’<span class="_ _0"></span>s joint ven<span class="_ _2"></span>ture, Pivot<span class="_ _2"></span>al Gr<span class="_ _2"></span>owth (notes 20 t<span class="_ _2"></span>o the Group<span class="_ _2"></span> Financial Stat<span class="_ _2"></span>ements </div><div class="t m0 x11 h13 yea3 ffd fs8 fc8 sc0 ls14 ws11">and 3 to the <span class="_ _2"></span>Par<span class="_ _2"></span>ent Compan<span class="_ _2"></span>y Financial Stat<span class="_ _2"></span>ements). </div><div class="t m0 x41 h13 yea4 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">The Viability Sta<span class="_ _2"></span>tement and <span class="_ _2"></span>going concern s<span class="_ _2"></span>tat<span class="_ _2"></span>ement (pages 31 and <span class="_ _2"></span>83) and assessments, support<span class="_ _2"></span>ed by det<span class="_ _2"></span>ailed analysis and </span></div><div class="t m0 x11 h13 yea5 ffd fs8 fc8 sc0 ls14 ws11">scenario testing. </div><div class="t m0 x41 h13 yea6 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Management’<span class="_ _2"></span>s trea<span class="_ _2"></span>tment of e<span class="_ _2"></span>xceptional <span class="_ _2"></span>items including the r<span class="_ _2"></span>estructuring of the LSL <span class="_ _2"></span>Land &amp; New Homes business.</span></div><div class="t m0 x41 h13 yea7 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">The Group’<span class="_ _6"></span>s Non-Financial and Sustainability In<span class="_ _2"></span>forma<span class="_ _2"></span>tion disclosures and T<span class="_ _2"></span>CFD Sta<span class="_ _2"></span>tement (pag<span class="_ _2"></span>es 38 to 45).</span></div><div class="t m0 x41 h13 yea8 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">The principal risks and <span class="_ _2"></span>uncertainties pag<span class="_ _2"></span>es 28 to 30).</span></div><div class="t m0 x6 h11 yea9 ffb fs8 fc8 sc0 ls14 ws0">James Mack<span class="ls1"> </span></div><div class="t m0 x6 h13 yeaa ffd fs8 fc8 sc0 ls14 ws11">Chair of the Audit &amp; Risk <span class="_ _2"></span>Committee</div><div class="t m0 x6 h13 yeab ffd fs8 fc8 sc0 ls14 ws11">18 March 2026</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   64<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   64<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
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" class="bi x0 yeac w5 ha0" alt="" /><div class="t m0 xf he y1f ff11 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x10 hf y20 ffb fs2 fc5 sc0 ls6 ws4">65</div><div class="t m0 xe he y1e ff2b fs6 fc4 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span>FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span><span class="fc0">CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="fc4 ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="ls11 wse">OVERVIEW</span></span></span></div><div class="t m0 x18 h45 y21 ffd fs4 fc6 sc0 ls6b ws66">Dire<span class="_ _1"></span>c<span class="_ _7"></span>tor<span class="_ _1"></span>s’<span class="_ _1"></span> Remuner<span class="_ _1"></span>ation<span class="_ _1"></span> Repor<span class="_ _14"></span>t</div><div class="t m0 x18 hf yead ffb fs2 fc7 sc0 ls1 ws0">Dear Shareholder</div><div class="t m0 x18 h13 yeae ffd fs8 fc8 sc0 ls14 ws11">As Chair of the R<span class="_ _2"></span>emunera<span class="_ _2"></span>tion Committee (the Committ<span class="_ _2"></span>ee), I am </div><div class="t m0 x18 h13 yeaf ffd fs8 fc8 sc0 ls14 ws11">pleased to pr<span class="_ _2"></span>esent the Dir<span class="_ _2"></span>ectors’ <span class="_ _2"></span>Remuner<span class="_ _2"></span>ation R<span class="_ _2"></span>eport for <span class="_ _2"></span>2025, </div><div class="t m0 x18 h13 yeb0 ffd fs8 fc8 sc0 ls14 ws11">which sets out how <span class="_ _2"></span>the Committee has dischar<span class="_ _2"></span>ged its r<span class="_ _2"></span>esponsibilities </div><div class="t m0 x18 h13 yeb1 ffd fs8 fc8 sc0 ls14 ws11">in 2025. </div><div class="t m0 x18 h13 yeb2 ffd fs8 fc8 sc0 ls14 ws11">The Committee has deleg<span class="_ _2"></span>ated<span class="_ _2"></span> responsibility fr<span class="_ _2"></span>om the Board <span class="_ _2"></span>for </div><div class="t m0 x18 h13 yeb3 ffd fs8 fc8 sc0 ls14 ws11">determining the policy <span class="_ _2"></span>for Ex<span class="_ _2"></span>ecutive Dir<span class="_ _2"></span>ector<span class="_ _2"></span>s and certain <span class="_ _2"></span>other </div><div class="t m0 x18 h13 yeb4 ffd fs8 fc8 sc0 ls14 ws11">Board and Ex<span class="_ _2"></span>ecutive <span class="_ _2"></span>Management r<span class="_ _2"></span>oles' remuner<span class="_ _2"></span>ation and r<span class="_ _2"></span>eviewing </div><div class="t m0 x18 h13 yeb5 ffd fs8 fc8 sc0 ls14 ws11">workf<span class="_ _2"></span>orce r<span class="_ _2"></span>emuneration <span class="_ _2"></span>policies. </div><div class="t m0 x87 h28 yead ff16 fs2 fc7 sc0 ls1 ws0">Remuner<span class="_ _2"></span>ation adviser<span class="_ _2"></span>s</div><div class="t m0 x87 h13 yeae ffd fs8 fc8 sc0 ls14 ws11">The Committee r<span class="_ _2"></span>eceived independent <span class="_ _2"></span>prof<span class="_ _2"></span>essional advice during </div><div class="t m0 x87 h13 yeaf ffd fs8 fc8 sc0 ls14 ws11">the year fr<span class="_ _2"></span>om K<span class="_ _2"></span>orn Ferry (who wer<span class="_ _2"></span>e appoint<span class="_ _2"></span>ed in 2017) on matt<span class="_ _2"></span>ers </div><div class="t m0 x87 h13 yeb0 ffd fs8 fc8 sc0 ls14 ws11">relating <span class="_ _2"></span>to Ex<span class="_ _2"></span>ecutive Dir<span class="_ _2"></span>ector and senior managemen<span class="_ _2"></span>t remuner<span class="_ _2"></span>ation. </div><div class="t m0 x87 h13 yeb1 ffd fs8 fc8 sc0 ls14 ws11">Korn F<span class="_ _2"></span>erry does not pr<span class="_ _2"></span>ovide any <span class="_ _2"></span>other services to the Gr<span class="_ _2"></span>oup.</div><div class="t m0 x87 h13 yeb2 ffd fs8 fc8 sc0 ls14 ws11">Korn F<span class="_ _2"></span>erry<span class="_ _1"></span>’<span class="_ _0"></span>s fees <span class="_ _2"></span>for 2025 <span class="_ _2"></span>were £105,000 <span class="_ _2"></span>(ex<span class="_ _2"></span>cluding V<span class="_ _2"></span>A<span class="_ _6"></span>T) (2024: </div><div class="t m0 x87 h13 yeb3 ffd fs8 fc8 sc0 ls14 ws11">£87,660). Korn F<span class="_ _2"></span>erry is a signat<span class="_ _2"></span>ory to the R<span class="_ _2"></span>emunera<span class="_ _2"></span>tion Consultan<span class="_ _2"></span>ts’ </div><div class="t m0 x87 h13 yeb4 ffd fs8 fc8 sc0 ls14 ws11">Code of Conduct and has c<span class="_ _2"></span>onfirmed that it <span class="_ _2"></span>adheres in all r<span class="_ _2"></span>espects to </div><div class="t m0 x87 h13 yeb5 ffd fs8 fc8 sc0 ls14 ws11">the terms of tha<span class="_ _2"></span>t code. The Committ<span class="_ _2"></span>ee is comf<span class="_ _2"></span>ortable tha<span class="_ _2"></span>t its advice </div><div class="t m0 x87 h13 yeb6 ffd fs8 fc8 sc0 ls14 ws11">continues t<span class="_ _2"></span>o be independent and <span class="_ _2"></span>objective.</div><div class="t m0 x113 h28 ycde ff16 fs2 fc0 sc0 ls1 ws0">Committee member<span class="_ _2"></span>ship</div><div class="t m0 x113 h2a ycdf ff13 fs5 fc0 sc0 ls1 ws0">Darrell E<span class="_ _2"></span>vans - Chair</div><div class="t m0 x113 h2a yce0 ff13 fs5 fc0 sc0 ls1 ws0">Gaby Appleton</div><div class="t m0 x113 h2a yce1 ff13 fs5 fc0 sc0 ls1 ws0">Adrian Collins</div><div class="t m0 x113 h2a yce2 ff13 fs5 fc0 sc0 ls1 ws0">Sony<span class="_ _2"></span>a Ghobrial</div><div class="t m0 x39 h13 yeb7 ffd fs8 fc0 sc0 ls14 ws11">Committee composition <span class="_ _2"></span>and meetings</div><div class="t m0 x39 h13 yeb8 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc0">The Committee oper<span class="_ _2"></span>ates within <span class="_ _2"></span>written terms of </span></div><div class="t m0 x3a h13 yeb9 ffd fs8 fc0 sc0 ls14 ws11">ref<span class="_ _0"></span>erence (available a<span class="_ _2"></span>t lslps.co.uk).</div><div class="t m0 x39 h13 yeba ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc0">All members <span class="_ _2"></span>(as listed abo<span class="_ _2"></span>ve) are ind<span class="_ _2"></span>ependent other </span></div><div class="t m0 x3a h13 yebb ffd fs8 fc0 sc0 ls14 ws11">than the Chair of the Boar<span class="_ _2"></span>d (who was <span class="_ _2"></span>independent on </div><div class="t m0 x3a h13 yebc ffd fs8 fc0 sc0 ls14 ws11">appointment) and <span class="_ _2"></span>the Committee is con<span class="_ _2"></span>sidered to be </div><div class="t m0 x3a h13 yebd ffd fs8 fc0 sc0 ls14 ws11">independent of managemen<span class="_ _2"></span>t.</div><div class="t m0 x39 h13 yebe ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc0">The Committee met <span class="_ _2"></span>four times durin<span class="_ _2"></span>g 2025 (see page </span></div><div class="t m0 x3a h13 yebf ffd fs8 fc0 sc0 ls14 ws11">66 f<span class="_ _2"></span>or more det<span class="_ _2"></span>ails).</div><div class="t m0 x39 h13 yec0 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc0">The Group <span class="_ _2"></span>CEO<span class="_ _2"></span>, Group CPO<span class="_ _2"></span>, Gr<span class="_ _2"></span>oup Re<span class="_ _2"></span>ward Dir<span class="_ _2"></span>ector and </span></div><div class="t m0 x3a h13 yec1 ffd fs8 fc0 sc0 ls14 ws11">external r<span class="_ _2"></span>emunera<span class="_ _2"></span>tion advisers r<span class="_ _2"></span>egularly join meetings </div><div class="t m0 x3a h13 yec2 ffd fs8 fc0 sc0 ls14 ws11">by invit<span class="_ _2"></span>ation.</div><div class="t m0 x3b h13 yec3 ffd fs8 fc0 sc0 ls14 ws11">This Direct<span class="_ _2"></span>ors’ R<span class="_ _2"></span>emunera<span class="_ _2"></span>tion Report is <span class="_ _2"></span>divided into the </div><div class="t m0 x3b h13 yec4 ffd fs8 fc0 sc0 ls14 ws11">followin<span class="_ _2"></span>g sections:</div><div class="t m0 x3b h13 yec5 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffb fc0 ws0">Annual Stat<span class="_ _2"></span>ement<span class="ffd ws11">: explaining <span class="_ _2"></span>remuner<span class="_ _2"></span>ation decisions </span></span></div><div class="t m0 x3c h13 yec6 ffd fs8 fc0 sc0 ls14 ws11">made during the year<span class="_ _6"></span>, including in r<span class="_ _2"></span>elation t<span class="_ _2"></span>o the </div><div class="t m0 x3c h13 yec7 ffd fs8 fc0 sc0 ls14 ws11">Director<span class="_ _2"></span>s’ R<span class="_ _2"></span>emuneration <span class="_ _2"></span>Policy and its <span class="_ _2"></span>operation <span class="_ _2"></span>for </div><div class="t m0 x3c h13 yec8 ffd fs8 fc0 sc0 ls14 ws11">2025 and the oper<span class="_ _2"></span>ation of the Dir<span class="_ _2"></span>ector<span class="_ _2"></span>s’ Remuner<span class="_ _2"></span>ation </div><div class="t m0 x3c h13 yec9 ffd fs8 fc0 sc0 ls14 ws11">Policy f<span class="_ _2"></span>or 2026.</div><div class="t m0 x3b h2e yeca ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ff16 fc0">Director<span class="_ _2"></span>s' Remuner<span class="_ _2"></span>ation P<span class="_ _2"></span>olicy (Policy)<span class="ffd">: a summary of </span></span></div><div class="t m0 x3c h13 yecb ffd fs8 fc0 sc0 ls14 ws11">the Policy <span class="_ _2"></span>approv<span class="_ _2"></span>ed by shareholder<span class="_ _2"></span>s in Ma<span class="_ _2"></span>y 2025.</div><div class="t m0 x3b h2e yecc ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ff16 fc0">Annual Report on <span class="_ _2"></span>Remunera<span class="_ _2"></span>tion<span class="ffd">: setting out de<span class="_ _2"></span>tails of </span></span></div><div class="t m0 x3c h13 yecd ffd fs8 fc0 sc0 ls14 ws11">the remuner<span class="_ _2"></span>ation earned b<span class="_ _2"></span>y Director<span class="_ _2"></span>s in 2025 and ho<span class="_ _2"></span>w </div><div class="t m0 x3c h13 yece ffd fs8 fc0 sc0 ls14 ws11">the Policy <span class="_ _2"></span>will be implemented <span class="_ _2"></span>during 2026.</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   65<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   65<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
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class="bi x0 yecf w5 ha1" alt="" /><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">66<span class="_ _13"> </span>67</div><div class="t m0 x19 he y1e ff10 fs6 fc4 sc0 ls11 wse">OVERVIEW</div><div class="t m0 x41 h28 ycde ff16 fs2 fc7 sc0 ls1 ws0">Activities undertak<span class="_ _2"></span>en during the y<span class="_ _2"></span>ear</div><div class="t m0 xcc h2b yed0 ff16 fs5 fc7 sc0 ls1 ws0">A<span class="_ _2"></span>t each scheduled meeting</div><div class="t m0 x41 h13 yed1 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8"> <span class="_ _18"></span>Considered upda<span class="_ _2"></span>tes from <span class="_ _2"></span>the remuner<span class="_ _2"></span>ation adviser<span class="_ _2"></span>s on mark<span class="_ _2"></span>et tr<span class="_ _2"></span>ends, inves<span class="_ _2"></span>tor view<span class="_ _2"></span>s and regula<span class="_ _2"></span>tory matter<span class="_ _2"></span>s.</span></div><div class="t m0 x41 h13 yed2 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Approv<span class="_ _2"></span>ed any chang<span class="_ _2"></span>es to senior manag<span class="_ _2"></span>ement remuner<span class="_ _2"></span>ation in <span class="_ _2"></span>line with the pr<span class="_ _2"></span>ovisions of the terms <span class="_ _2"></span>of ref<span class="_ _2"></span>er<span class="_ _2"></span>ence. </span></div><div class="t m0 x148 h29 yed3 ffb fs5 fc7 sc0 ls1 ws0">January</div><div class="t m0 x41 h13 yed4 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Approv<span class="_ _2"></span>ed the terms of the <span class="_ _2"></span>former Gr<span class="_ _2"></span>oup CE<span class="_ _2"></span>O’<span class="_ _2"></span>s r<span class="_ _2"></span>etiremen<span class="_ _2"></span>t.</span></div><div class="t m0 x41 h14 yed5 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="fc8 ws0">Approv<span class="_ _2"></span>ed the terms of the curren<span class="_ _2"></span>t Group CE<span class="_ _2"></span>O’<span class="_ _0"></span>s<span class="_ _1"></span> </span></div><div class="t m0 x11 h13 yed6 ffd fs8 fc8 sc0 ls14 ws11">remuner<span class="_ _2"></span>ation pack<span class="_ _2"></span>age.</div><div class="t m0 x149 h13 yed4 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Approv<span class="_ _2"></span>ed Divisional chairs <span class="_ _2"></span>and NED f<span class="_ _2"></span>ees.</span></div><div class="t m0 x14a h29 yed7 ffb fs5 fc7 sc0 ls1 ws0">February</div><div class="t m0 x41 h13 yed8 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Review<span class="_ _2"></span>ed policy and incenti<span class="_ _2"></span>ve structur<span class="_ _2"></span>es and agreed </span></div><div class="t m0 x11 h13 yed9 ffd fs8 fc8 sc0 ls14 ws11">approach t<span class="_ _2"></span>o Shareholder c<span class="_ _2"></span>onsultation in<span class="_ _2"></span> relation t<span class="_ _2"></span>o a new </div><div class="t m0 x11 h13 yeda ffd fs8 fc8 sc0 ls14 ws11">Remuner<span class="_ _2"></span>ation P<span class="_ _2"></span>olicy and the 2025 L<span class="_ _6"></span>TIP<span class="_ _6"></span>.</div><div class="t m0 x41 h13 yedb ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Approv<span class="_ _2"></span>ed the 2024 annual bonus out<span class="_ _2"></span>come.</span></div><div class="t m0 x41 h13 yedc ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Approv<span class="_ _2"></span>ed the 2022 L<span class="_ _6"></span>TIP outcome.</span></div><div class="t m0 x149 h13 yed8 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Approv<span class="_ _2"></span>ed the 2025 annual pa<span class="_ _2"></span>y revie<span class="_ _2"></span>w<span class="_ _0"></span>.</span></div><div class="t m0 x149 h13 yedd ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Approv<span class="_ _2"></span>ed the 2025 L<span class="_ _6"></span>TIP for below Boar<span class="_ _2"></span>d.</span></div><div class="t m0 x149 h13 yede ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Approv<span class="_ _2"></span>ed the 2024 Direct<span class="_ _2"></span>ors’ R<span class="_ _2"></span>emuner<span class="_ _2"></span>ation Report.</span></div><div class="t m0 x149 h13 yedf ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Considered pr<span class="_ _2"></span>ocess f<span class="_ _2"></span>or renew<span class="_ _2"></span>al of share plans <span class="_ _2"></span>for appr<span class="_ _2"></span>oval </span></div><div class="t m0 x14b h13 yee0 ffd fs8 fc8 sc0 ls14 ws11">by Shareholder<span class="_ _2"></span>s.</div><div class="t m0 xbb h29 yee1 ffb fs5 fc7 sc0 ls1 ws0">September</div><div class="t m0 x41 h13 yee2 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Received <span class="_ _2"></span>an update on <span class="_ _2"></span>the for<span class="_ _2"></span>ecast <span class="_ _2"></span>2025 annual bonus and </span></div><div class="t m0 x11 h13 yee3 ffd fs8 fc8 sc0 ls14 ws11">inflight L<span class="_ _6"></span>TIP awards out<span class="_ _2"></span>come.</div><div class="t m0 x41 h14 yee4 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="fc8 ws0">Considered Gr<span class="_ _2"></span>oup CEO perf<span class="_ _2"></span>ormance agains<span class="_ _2"></span>t str<span class="_ _2"></span>ategic </span></div><div class="t m0 x11 h13 yee5 ffd fs8 fc8 sc0 ls14 ws11">objectives.</div><div class="t m0 x41 h13 yee6 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Approv<span class="_ _2"></span>ed the launch of the 2025 <span class="_ _2"></span>Sharesav<span class="_ _2"></span>e (SA<span class="_ _0"></span>YE) scheme.</span></div><div class="t m0 x149 h13 yee2 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Review<span class="_ _2"></span>ed 2025 workf<span class="_ _2"></span>orce <span class="_ _2"></span>remunera<span class="_ _2"></span>tion arrang<span class="_ _2"></span>ements.</span></div><div class="t m0 x149 h13 yee7 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Noted the f<span class="_ _2"></span>ormal pr<span class="_ _2"></span>ocess for <span class="_ _2"></span>the application of <span class="_ _2"></span>discretion in </span></div><div class="t m0 x14b h13 yee8 ffd fs8 fc8 sc0 ls14 ws11">relation <span class="_ _2"></span>to bonus outc<span class="_ _2"></span>omes.</div><div class="t m0 x149 h13 yee9 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Approv<span class="_ _2"></span>ed updated <span class="_ _2"></span>Committee terms of r<span class="_ _2"></span>ef<span class="_ _2"></span>erence.</span></div><div class="t m0 x149 h13 yeea ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Approv<span class="_ _2"></span>ed an annual calendar <span class="_ _2"></span>of events f<span class="_ _2"></span>or the Committ<span class="_ _2"></span>ee.</span></div><div class="t m0 x24 h29 yeeb ffb fs5 fc7 sc0 ls1 ws0">November </div><div class="t m0 x41 h13 yeec ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Approv<span class="_ _2"></span>ed the gran<span class="_ _2"></span>t of options in r<span class="_ _2"></span>elation t<span class="_ _2"></span>o the 2025 SA<span class="_ _6"></span>YE.</span></div><div class="t m0 x41 h13 yeed ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Review<span class="_ _2"></span>ed the long-term incen<span class="_ _2"></span>tive arr<span class="_ _2"></span>angements below </span></div><div class="t m0 x11 h13 yeee ffd fs8 fc8 sc0 ls14 ws11">Board.</div><div class="t m0 x41 h13 yeef ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Received <span class="_ _2"></span>an update on <span class="_ _2"></span>the for<span class="_ _2"></span>ecast <span class="_ _2"></span>2025 annual bonus </span></div><div class="t m0 x11 h13 yef0 ffd fs8 fc8 sc0 ls14 ws11">outcome.</div><div class="t m0 x149 h13 yeec ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Considered the 2026 <span class="_ _2"></span>annual pay r<span class="_ _2"></span>eview<span class="_ _0"></span>.</span></div><div class="t m0 x149 h13 yeed ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Approv<span class="_ _2"></span>ed the 2026 annual bonus plan <span class="_ _2"></span>design.</span></div><div class="t m0 x149 h14 yef1 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="fc8 ws0">Approv<span class="_ _2"></span>ed the terms of the curren<span class="_ _2"></span>t Group CFO’<span class="_ _6"></span>s<span class="_ _1"></span> </span></div><div class="t m0 x14b h13 yef2 ffd fs8 fc8 sc0 ls14 ws11">remuner<span class="_ _2"></span>ation pack<span class="_ _2"></span>age. </div><div class="t m0 x6 h13 yef3 ffd fs8 fc8 sc0 ls14 ws11">A sub-committee <span class="_ _2"></span>of the Committee additionally me<span class="_ _2"></span>t in July 2025 to <span class="_ _2"></span>approve <span class="_ _2"></span>the gran<span class="_ _2"></span>t of the 2025 L<span class="_ _6"></span>TIP awards. Subsequen<span class="_ _2"></span>t to the y<span class="_ _2"></span>ear end, the </div><div class="t m0 x6 h13 yef4 ffd fs8 fc8 sc0 ls14 ws11">Committee has met <span class="_ _2"></span>to consider similar it<span class="_ _2"></span>ems to those c<span class="_ _2"></span>onsidered in F<span class="_ _2"></span>ebruary 2025, the outc<span class="_ _2"></span>omes of which ar<span class="_ _2"></span>e disclosed in this Annual St<span class="_ _2"></span>atemen<span class="_ _2"></span>t. </div><div class="t m0 x6 h45 y21 ffd fs4 fc6 sc0 ls6b ws66">Dire<span class="_ _1"></span>c<span class="_ _7"></span>tor<span class="_ _1"></span>s’<span class="_ _1"></span> Remuner<span class="_ _1"></span>ation<span class="_ _1"></span> Repor<span class="_ _14"></span>t<span class="_ _1"></span> <span class="ffc fs18 ls64 ws5f">conti<span class="_ _2"></span>nued<span class="fs4 ls1 ws0"> </span></span></div><div class="t m0 x6 h3e y2ca ffc fs1 fc6 sc0 ls66 ws61">Annual Statement</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   66<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   66<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
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class="bi x0 y229 w5 h47" alt="" /><div class="t m0 xf he y1f ff11 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">66<span class="_ _13"> </span>67</div><div class="t m0 xe he y1e ff2b fs6 fc4 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span>FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span><span class="fc0">CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="fc4 ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="ls11 wse">OVERVIEW</span></span></span></div><div class="t m0 x18 h28 y71 ff16 fs2 fc7 sc0 ls1 ws0">2025 Remuner<span class="_ _2"></span>ation P<span class="_ _2"></span>olicy</div><div class="t m0 x18 h13 y2fd ffd fs8 fc8 sc0 ls14 ws11">As I explained <span class="_ _2"></span>in my R<span class="_ _2"></span>eport last y<span class="_ _2"></span>ear<span class="_ _6"></span>, the Committee revie<span class="_ _2"></span>wed the </div><div class="t m0 x18 h13 y2ff ffd fs8 fc8 sc0 ls14 ws11">Remuner<span class="_ _2"></span>ation P<span class="_ _2"></span>olicy (the P<span class="_ _2"></span>olicy) to ensur<span class="_ _2"></span>e it was e<span class="_ _2"></span>ffecti<span class="_ _2"></span>ve f<span class="_ _2"></span>or our </div><div class="t m0 x18 h13 y300 ffd fs8 fc8 sc0 ls14 ws11">newly structur<span class="_ _2"></span>ed org<span class="_ _2"></span>anisation and the <span class="_ _2"></span>Company’<span class="_ _2"></span>s ambitious gr<span class="_ _2"></span>owth </div><div class="t m0 x18 h13 y301 ffd fs8 fc8 sc0 ls14 ws11">plans. </div><div class="t m0 x18 h13 y59d ffd fs8 fc8 sc0 ls14 ws11">In March and <span class="_ _2"></span>April 2025, we consu<span class="_ _2"></span>lted extensiv<span class="_ _2"></span>ely with 85% of </div><div class="t m0 x18 h14 y59e ffc fs8 fc8 sc0 ls14 ws0">our Shareholder base in r<span class="_ _2"></span>espect of changes to the P<span class="_ _2"></span>olicy and the </div><div class="t m0 x18 h13 y59f ffd fs8 fc8 sc0 ls14 ws11">approach f<span class="_ _2"></span>or 2025. The main<span class="_ _2"></span> change was the <span class="_ _2"></span>proposed in<span class="_ _2"></span>troduction </div><div class="t m0 x18 h13 y5f4 ffd fs8 fc8 sc0 ls14 ws11">of a new 2025 long-t<span class="_ _2"></span>erm incentive p<span class="_ _2"></span>lan (the 2025 L<span class="_ _0"></span>TIP).</div><div class="t m0 x18 h13 yef5 ffd fs8 fc8 sc0 ls14 ws11">The 2025 L<span class="_ _6"></span>TIP replaces the Executi<span class="_ _2"></span>ve Direct<span class="_ _2"></span>ors’ perf<span class="_ _2"></span>ormance shar<span class="_ _2"></span>e </div><div class="t m0 x18 h14 yef6 ffc fs8 fc8 sc0 ls14 ws0">plan and is designed to pr<span class="_ _2"></span>ovide a clear focus on the Compan<span class="_ _2"></span>y’<span class="_ _2"></span>s long-</div><div class="t m0 x18 h13 yef7 ffd fs8 fc8 sc0 ls14 ws11">term sust<span class="_ _2"></span>ainable gr<span class="_ _2"></span>owth and the delivery of <span class="_ _2"></span>share price r<span class="_ _2"></span>eturn to </div><div class="t m0 x18 h13 y5f8 ffd fs8 fc8 sc0 ls14 ws11">Shareholder<span class="_ _2"></span>s through <span class="_ _2"></span>to 2029. Full det<span class="_ _2"></span>ails wer<span class="_ _2"></span>e set out in the notice </div><div class="t m0 x18 h13 y5f9 ffd fs8 fc8 sc0 ls14 ws11">of a Gener<span class="_ _2"></span>al Meeting held in Ma<span class="_ _2"></span>y 2025 and in the <span class="_ _2"></span>summary of our </div><div class="t m0 x18 h13 y5fa ffd fs8 fc8 sc0 ls14 ws11">Policy on <span class="_ _2"></span>page 69. </div><div class="t m0 x18 h13 yef8 ffd fs8 fc8 sc0 ls14 ws11">The Committee w<span class="_ _2"></span>as gra<span class="_ _2"></span>teful f<span class="_ _2"></span>or the cons<span class="_ _2"></span>tructive eng<span class="_ _2"></span>agement </div><div class="t m0 x18 h13 yef9 ffd fs8 fc8 sc0 ls14 ws11">received <span class="_ _2"></span>from Shar<span class="_ _2"></span>eholders during th<span class="_ _2"></span>e consulta<span class="_ _2"></span>tion. The majority of </div><div class="t m0 x18 h13 yefa ffd fs8 fc8 sc0 ls14 ws11">Shareholder<span class="_ _2"></span>s that pr<span class="_ _2"></span>ovided f<span class="_ _2"></span>eedback wer<span class="_ _2"></span>e supportive of the <span class="_ _2"></span>2025 </div><div class="t m0 x18 h13 yefb ffd fs8 fc8 sc0 ls14 ws11">L<span class="_ _0"></span>TIP<span class="_ _e"></span>. However the Boar<span class="_ _2"></span>d unders<span class="_ _2"></span>tood that some <span class="_ _2"></span>Shareholder<span class="_ _2"></span>s would </div><div class="t m0 x18 h13 yefc ffd fs8 fc8 sc0 ls14 ws11">find it difficult to <span class="_ _2"></span>support the proposals. <span class="_ _2"></span>As a result of <span class="_ _2"></span>the feedback </div><div class="t m0 x18 h13 yefd ffd fs8 fc8 sc0 ls14 ws11">received, <span class="_ _2"></span>minor amendments wer<span class="_ _2"></span>e made to the <span class="_ _2"></span>2025 L<span class="_ _0"></span>TIP and the </div><div class="t m0 x18 h13 yefe ffd fs8 fc8 sc0 ls14 ws11">Policy; this <span class="_ _2"></span>included the requir<span class="_ _2"></span>ement f<span class="_ _2"></span>or the aw<span class="_ _2"></span>ard to <span class="_ _2"></span>be satisfied </div><div class="t m0 x18 h13 yeff ffd fs8 fc8 sc0 ls14 ws11">with mark<span class="_ _2"></span>et purchase <span class="_ _2"></span>shares. </div><div class="t m0 x18 h13 yf00 ffd fs8 fc8 sc0 ls14 ws11">The new P<span class="_ _2"></span>olicy was appr<span class="_ _2"></span>oved b<span class="_ _2"></span>y Shareholder<span class="_ _2"></span>s at the Gener<span class="_ _2"></span>al </div><div class="t m0 x18 h13 yf01 ffd fs8 fc8 sc0 ls14 ws11">Meeting on 28 Ma<span class="_ _2"></span>y 2025, receiving <span class="_ _2"></span>64.1% votes in <span class="_ _2"></span>fa<span class="_ _2"></span>vour and the </div><div class="t m0 x18 h13 yf02 ffd fs8 fc8 sc0 ls14 ws11">2025 L<span class="_ _0"></span>TIP plan rules receiv<span class="_ _2"></span>ed 64.3% vot<span class="_ _2"></span>es in fa<span class="_ _2"></span>vour<span class="_ _6"></span>. Aw<span class="_ _2"></span>ards under </div><div class="t m0 x18 h13 yf03 ffd fs8 fc8 sc0 ls14 ws11">the 2025 L<span class="_ _6"></span>TIP were gran<span class="_ _2"></span>ted on 3 July <span class="_ _2"></span>2025. </div><div class="t m0 x18 h13 yf04 ffd fs8 fc8 sc0 ls14 ws11">Following the <span class="_ _2"></span>2025 General Meeting, the <span class="_ _2"></span>Committee again <span class="_ _2"></span>engaged </div><div class="t m0 x18 h13 yf05 ffd fs8 fc8 sc0 ls14 ws11">with Shareholder<span class="_ _2"></span>s to under<span class="_ _2"></span>st<span class="_ _2"></span>and the reasons <span class="_ _2"></span>for the le<span class="_ _2"></span>vel of vot<span class="_ _2"></span>es </div><div class="t m0 x18 h13 yf06 ffd fs8 fc8 sc0 ls14 ws11">received <span class="_ _2"></span>for the P<span class="_ _2"></span>olicy and the <span class="_ _2"></span>2025 L<span class="_ _0"></span>TIP<span class="_ _6"></span>, with the f<span class="_ _2"></span>eedback r<span class="_ _2"></span>eceived </div><div class="t m0 x18 h13 yf07 ffd fs8 fc8 sc0 ls14 ws11">consist<span class="_ _2"></span>ent with that <span class="_ _2"></span>prior to the Gener<span class="_ _2"></span>al Meeting. The Committ<span class="_ _2"></span>ee </div><div class="t m0 x18 h13 yf08 ffd fs8 fc8 sc0 ls14 ws11">considered <span class="_ _2"></span>carefully <span class="_ _2"></span>the f<span class="_ _2"></span>eedback received <span class="_ _2"></span>during consulta<span class="_ _2"></span>tion, </div><div class="t m0 x18 h13 yf09 ffd fs8 fc8 sc0 ls14 ws11">with the Board <span class="_ _2"></span>maintaining the <span class="_ _2"></span>view that the 2025 <span class="_ _2"></span>L<span class="_ _0"></span>TIP is in the best </div><div class="t m0 x18 h13 yf0a ffd fs8 fc8 sc0 ls14 ws11">inter<span class="_ _2"></span>ests of v<span class="_ _2"></span>alue crea<span class="_ _2"></span>tion for all <span class="_ _2"></span>Shareholder<span class="_ _2"></span>s. As Remuner<span class="_ _2"></span>ation </div><div class="t m0 x18 h13 yf0b ffd fs8 fc8 sc0 ls14 ws11">Committee Chair<span class="_ _6"></span>, I remain a<span class="_ _2"></span>vailable t<span class="_ _2"></span>o Shareholder<span class="_ _2"></span>s if you <span class="_ _2"></span>would lik<span class="_ _2"></span>e </div><div class="t m0 x18 h13 yf0c ffd fs8 fc8 sc0 ls14 ws11">to discuss an<span class="_ _2"></span>y remuner<span class="_ _2"></span>ation ma<span class="_ _2"></span>tters. </div><div class="t m0 x18 h28 yf0d ff16 fs2 fc7 sc0 ls1 ws0">Non-Ex<span class="_ _2"></span>ecutive Direct<span class="_ _2"></span>or fees</div><div class="t m0 x18 h13 yf0e ffd fs8 fc8 sc0 ls14 ws11">The Financial R<span class="_ _2"></span>eporting Council recen<span class="_ _2"></span>tly updated its <span class="_ _2"></span>guidance </div><div class="t m0 x18 h13 yf0f ffd fs8 fc8 sc0 ls14 ws11">to the 2024 UK <span class="_ _2"></span>Corporat<span class="_ _2"></span>e Governance Code t<span class="_ _2"></span>o confirm tha<span class="_ _2"></span>t the </div><div class="t m0 x18 h13 yf10 ffd fs8 fc8 sc0 ls14 ws11">paymen<span class="_ _2"></span>t of NED f<span class="_ _2"></span>ees in shares <span class="_ _2"></span>is acceptable. The <span class="_ _2"></span>Board would <span class="_ _2"></span>like </div><div class="t m0 x18 h13 yf11 ffd fs8 fc8 sc0 ls14 ws11">to intr<span class="_ _2"></span>oduce the fle<span class="_ _2"></span>xibility to pa<span class="_ _2"></span>y NEDs’ f<span class="_ _2"></span>ees in shar<span class="_ _2"></span>es, including in </div><div class="t m0 x18 h13 yf12 ffd fs8 fc8 sc0 ls14 ws11">relation <span class="_ _2"></span>to f<span class="_ _2"></span>ees receiv<span class="_ _2"></span>ed by a NED f<span class="_ _2"></span>or their r<span class="_ _2"></span>ole as a chair or member </div><div class="t m0 x18 h13 yf13 ffd fs8 fc8 sc0 ls14 ws11">of a Gr<span class="_ _2"></span>oup subsidiary board. Authority <span class="_ _2"></span>will theref<span class="_ _2"></span>ore <span class="_ _2"></span>be sought fr<span class="_ _2"></span>om </div><div class="t m0 x18 h13 yf14 ffd fs8 fc8 sc0 ls14 ws11">Shareholder<span class="_ _2"></span>s at the 2026 <span class="_ _2"></span>AGM to allow such <span class="_ _2"></span>payments. <span class="_ _2"></span>Subject </div><div class="t m0 x18 h13 yf15 ffd fs8 fc8 sc0 ls14 ws11">to appr<span class="_ _2"></span>oval, the Boar<span class="_ _2"></span>d will consider <span class="_ _2"></span>how such pa<span class="_ _2"></span>yments would be </div><div class="t m0 x18 h13 yf16 ffd fs8 fc8 sc0 ls14 ws11">structured <span class="_ _2"></span>and further details <span class="_ _2"></span>on approach will <span class="_ _2"></span>be disclosed in the </div><div class="t m0 x18 h13 yf17 ffd fs8 fc8 sc0 ls14 ws11">relev<span class="_ _2"></span>ant R<span class="_ _2"></span>emuneration <span class="_ _2"></span>Report.</div><div class="t m0 x18 hf yf18 ffb fs2 fc7 sc0 ls1 ws0">Board chang<span class="_ _2"></span>es</div><div class="t m0 x18 h13 yf19 ffd fs8 fc8 sc0 ls14 ws11">On 1 Ma<span class="_ _2"></span>y 2025, Adam Castlet<span class="_ _2"></span>on f<span class="_ _2"></span>ormally assumed the role <span class="_ _2"></span>of </div><div class="t m0 x18 h13 yf1a ffd fs8 fc8 sc0 ls14 ws11">Group CE<span class="_ _2"></span>O f<span class="_ _2"></span>ollowing the announcement as <span class="_ _2"></span>Group CE<span class="_ _2"></span>O designate </div><div class="t m0 x18 h13 yec0 ffd fs8 fc8 sc0 ls14 ws11">on 29 January 2025. Det<span class="_ _2"></span>ails of his r<span class="_ _2"></span>emuneration <span class="_ _2"></span>were set <span class="_ _2"></span>out in last </div><div class="t m0 x18 h13 yf1b ffd fs8 fc8 sc0 ls14 ws11">year<span class="_ _1"></span>’<span class="_ _0"></span>s Annual Report and <span class="_ _2"></span>Accounts.</div><div class="t m0 x18 h13 yf1c ffd fs8 fc8 sc0 ls14 ws11">An interim <span class="_ _2"></span>Group CFO <span class="_ _2"></span>was appoint<span class="_ _2"></span>ed on 1 Ma<span class="_ _2"></span>y 2025 whilst the </div><div class="t m0 x18 h14 yf1d ffc fs8 fc8 sc0 ls14 ws0">Board sear<span class="_ _2"></span>ched for a permanent successor t<span class="_ _2"></span>o Adam as Group </div><div class="t m0 x87 h13 yf1e ffd fs8 fc8 sc0 ls14 ws11">CFO; this appoin<span class="_ _2"></span>tment was not <span class="_ _2"></span>at Board <span class="_ _2"></span>level and so no d<span class="_ _2"></span>etails of </div><div class="t m0 x87 h13 yf1f ffd fs8 fc8 sc0 ls14 ws11">remuner<span class="_ _2"></span>ation ar<span class="_ _2"></span>e included in this R<span class="_ _2"></span>eport.</div><div class="t m0 x87 h13 yf20 ffd fs8 fc8 sc0 ls14 ws11">W<span class="_ _2"></span>e wer<span class="_ _2"></span>e delighted t<span class="_ _2"></span>o announce the appointmen<span class="_ _2"></span>t of our new Gr<span class="_ _2"></span>oup </div><div class="t m0 x87 h13 yf21 ffd fs8 fc8 sc0 ls14 ws11">CFO<span class="_ _2"></span>, David Tilak, <span class="_ _2"></span>who joined the Board <span class="_ _2"></span>on 12 January 2026. David’<span class="_ _6"></span>s </div><div class="t m0 x87 h13 yf22 ffd fs8 fc8 sc0 ls14 ws11">remuner<span class="_ _2"></span>ation arr<span class="_ _2"></span>angements ha<span class="_ _2"></span>ve been set <span class="_ _2"></span>in accordance <span class="_ _2"></span>with the </div><div class="t m0 x87 h13 yf23 ffd fs8 fc8 sc0 ls14 ws11">2025 Remuner<span class="_ _2"></span>ation P<span class="_ _2"></span>olicy<span class="_ _0"></span>. </div><div class="t m0 x87 h13 yf24 ffd fs8 fc8 sc0 ls14 ws11">David’<span class="_ _0"></span>s base salary has been set <span class="_ _2"></span>at £375,000 which is c<span class="_ _2"></span>onsidered </div><div class="t m0 x87 h13 yf25 ffd fs8 fc8 sc0 ls14 ws11">appropria<span class="_ _2"></span>te rec<span class="_ _2"></span>ognising his skills and e<span class="_ _2"></span>xperience and the competitiv<span class="_ _2"></span>e </div><div class="t m0 x87 h13 yf26 ffd fs8 fc8 sc0 ls14 ws11">recruitment <span class="_ _2"></span>marke<span class="_ _2"></span>t. His remuner<span class="_ _2"></span>ation pack<span class="_ _2"></span>age also c<span class="_ _2"></span>omprises a </div><div class="t m0 x87 h13 yf27 ffd fs8 fc8 sc0 ls14 ws11">pension contribution <span class="_ _2"></span>of 3% of banded earnings, an annual <span class="_ _2"></span>bonus </div><div class="t m0 x87 h13 yf28 ffd fs8 fc8 sc0 ls14 ws11">opportunity of 100% of salary and participa<span class="_ _2"></span>tion in the 2025 L<span class="_ _6"></span>TIP<span class="_ _6"></span>, </div><div class="t m0 x87 h13 yf29 ffd fs8 fc8 sc0 ls14 ws11">with an alloca<span class="_ _2"></span>tion of 14% of the pool. Ther<span class="_ _2"></span>e wer<span class="_ _2"></span>e no buyout a<span class="_ _2"></span>wards </div><div class="t m0 x87 h13 yf2a ffd fs8 fc8 sc0 ls14 ws11">gran<span class="_ _2"></span>ted in connection <span class="_ _2"></span>with this appointment. <span class="_ _2"></span> </div><div class="t m0 x87 h28 yf2b ff16 fs2 fc7 sc0 ls1 ws0">Incentive out<span class="_ _2"></span>comes f<span class="_ _2"></span>or 2025</div><div class="t m0 x87 h13 yf2c ffd fs8 fc8 sc0 ls14 ws11">The Group <span class="_ _2"></span>delivered s<span class="_ _2"></span>trong perf<span class="_ _2"></span>ormance in 2025 in <span class="_ _2"></span>a reco<span class="_ _2"></span>vering </div><div class="t m0 x87 h13 yf2d ffd fs8 fc8 sc0 ls14 ws11">mark<span class="_ _2"></span>et, demonstr<span class="_ _2"></span>ating the s<span class="_ _2"></span>treng<span class="_ _2"></span>ths of the Gr<span class="_ _2"></span>oup platf<span class="_ _2"></span>orm and </div><div class="t m0 x87 h13 yf2e ffd fs8 fc8 sc0 ls14 ws11">the benefits of the <span class="_ _2"></span>simplified Group s<span class="_ _2"></span>tructure. Gr<span class="_ _2"></span>oup rev<span class="_ _2"></span>enue </div><div class="t m0 x87 h13 yf2f ffd fs8 fc8 sc0 ls14 ws11">increased by <span class="_ _2"></span>6% and Group <span class="_ _2"></span>Underlying Opera<span class="_ _2"></span>ting Pr<span class="_ _2"></span>ofit is £32.6m, </div><div class="t m0 x87 h13 yf30 ffd fs8 fc8 sc0 ls14 ws11">an improv<span class="_ _2"></span>ement of 17% on <span class="_ _2"></span>prior year<span class="_ _6"></span>. Underlying Oper<span class="_ _2"></span>ating Mar<span class="_ _2"></span>gin </div><div class="t m0 x87 h13 yf31 ffd fs8 fc8 sc0 ls14 ws11">further grew <span class="_ _2"></span>to 18%, its highes<span class="_ _2"></span>t in 15 year<span class="_ _2"></span>s.</div><div class="t m0 x87 h2a yf32 ff13 fs5 fc7 sc0 ls1 ws0">Annual bonus</div><div class="t m0 x87 h13 yf33 ffd fs8 fc8 sc0 ls14 ws11">The Group <span class="_ _2"></span>CEO’<span class="_ _0"></span>s bonus is based 70% on Gr<span class="_ _2"></span>oup Underlying Oper<span class="_ _2"></span>ating </div><div class="t m0 x87 h13 yf34 ffd fs8 fc8 sc0 ls14 ws11">Pr<span class="_ _2"></span>ofit targ<span class="_ _2"></span>ets and 30% on the <span class="_ _2"></span>successful delivery of s<span class="_ _2"></span>tra<span class="_ _2"></span>tegic </div><div class="t m0 x87 h13 yf35 ffd fs8 fc8 sc0 ls14 ws11">objectives, with the ma<span class="_ _2"></span>ximum bonus opportunity set a<span class="_ _2"></span>t 100% of </div><div class="t m0 x87 h13 yf36 ffd fs8 fc8 sc0 ls14 ws11">basic salary<span class="_ _0"></span>. David Stew<span class="_ _2"></span>art, f<span class="_ _2"></span>ormer Group CE<span class="_ _2"></span>O<span class="_ _2"></span>, will not receiv<span class="_ _2"></span>e a </div><div class="t m0 x87 h13 yf37 ffd fs8 fc8 sc0 ls14 ws11">bonus f<span class="_ _2"></span>or 2025. Group Und<span class="_ _2"></span>erlying Operating <span class="_ _2"></span>Profit <span class="_ _2"></span>outcome w<span class="_ _2"></span>as </div><div class="t m0 x87 h13 yf38 ffd fs8 fc8 sc0 ls14 ws11">between thr<span class="_ _2"></span>eshold and tar<span class="_ _2"></span>get, r<span class="_ _2"></span>esulting in an ov<span class="_ _2"></span>erall pa<span class="_ _2"></span>yout of 44% </div><div class="t m0 x87 h13 yf39 ffd fs8 fc8 sc0 ls14 ws11">of maximum f<span class="_ _2"></span>or this measur<span class="_ _2"></span>e. Adam Castlet<span class="_ _2"></span>on was set <span class="_ _2"></span>stra<span class="_ _2"></span>tegic </div><div class="t m0 x87 h13 yf3a ffd fs8 fc8 sc0 ls14 ws11">objectives f<span class="_ _2"></span>or 2025 in r<span class="_ _2"></span>elation to his <span class="_ _2"></span>roles as Gr<span class="_ _2"></span>oup CFO <span class="_ _2"></span>until 30 April </div><div class="t m0 x87 h13 yf3b ffd fs8 fc8 sc0 ls14 ws11">2025 and Gr<span class="_ _2"></span>oup CEO fr<span class="_ _2"></span>om 1 Ma<span class="_ _2"></span>y 2025 to the end <span class="_ _2"></span>of the year<span class="_ _6"></span>. Ther<span class="_ _2"></span>e </div><div class="t m0 x87 h13 yf3c ffd fs8 fc8 sc0 ls14 ws11">was good pr<span class="_ _2"></span>ogress <span class="_ _2"></span>made agains<span class="_ _2"></span>t the str<span class="_ _2"></span>ategic objectiv<span class="_ _2"></span>es over<span class="_ _2"></span>all, </div><div class="t m0 x87 h13 yf3d ffd fs8 fc8 sc0 ls14 ws11">with an av<span class="_ _2"></span>erage <span class="_ _2"></span>of 78% of maximum achie<span class="_ _2"></span>ved. As a r<span class="_ _2"></span>esult, the bonus </div><div class="t m0 x87 h13 yf3e ffd fs8 fc8 sc0 ls14 ws11">pay<span class="_ _2"></span>out for <span class="_ _2"></span>2025 is 54% of maximum f<span class="_ _0"></span>or the Group CEO<span class="_ _2"></span>. </div><div class="t m0 x87 h13 yf3f ffd fs8 fc8 sc0 ls14 ws11">In line with P<span class="_ _2"></span>olicy<span class="_ _0"></span>, the Group <span class="_ _2"></span>CEO will in<span class="_ _2"></span>vest 33% <span class="_ _2"></span>of his bonus, net of </div><div class="t m0 x87 h13 yf40 ffd fs8 fc8 sc0 ls14 ws11">tax, <span class="_ _2"></span>into LSL shar<span class="_ _2"></span>es, which must <span class="_ _2"></span>be held for <span class="_ _2"></span>a period of two y<span class="_ _2"></span>ears.</div><div class="t m0 x87 h2a yf41 ff13 fs5 fc7 sc0 ls1 ws0">L<span class="_ _6"></span>TIP</div><div class="t m0 x87 h13 yf42 ffd fs8 fc8 sc0 ls14 ws11">The 2023 L<span class="_ _6"></span>TIP was based 50% on adjust<span class="_ _2"></span>ed EPS tar<span class="_ _2"></span>gets and 50% on </div><div class="t m0 x87 h13 yf43 ffd fs8 fc8 sc0 ls14 ws11">relativ<span class="_ _2"></span>e TSR perf<span class="_ _2"></span>ormance measures. P<span class="_ _2"></span>erf<span class="_ _2"></span>ormance agains<span class="_ _2"></span>t the EPS </div><div class="t m0 x87 h13 yf44 ffd fs8 fc8 sc0 ls14 ws11">tar<span class="_ _2"></span>gets was abo<span class="_ _2"></span>ve maximum and <span class="_ _2"></span>as a result this <span class="_ _2"></span>element will pa<span class="_ _2"></span>y in </div><div class="t m0 x87 h13 yf45 ffd fs8 fc8 sc0 ls14 ws11">full. Perf<span class="_ _2"></span>ormance ag<span class="_ _2"></span>ainst the FT<span class="_ _2"></span>SE SmallCap (ex<span class="_ _2"></span>cluding inv<span class="_ _2"></span>estment </div><div class="t m0 x87 h13 yf46 ffd fs8 fc8 sc0 ls14 ws11">trusts) Inde<span class="_ _2"></span>x under the TSR elemen<span class="_ _2"></span>t was below thr<span class="_ _2"></span>eshold and </div><div class="t m0 x87 h13 yf47 ffd fs8 fc8 sc0 ls14 ws11">resulted <span class="_ _2"></span>in no pay<span class="_ _2"></span>out. The awar<span class="_ _2"></span>d will ther<span class="_ _2"></span>efor<span class="_ _2"></span>e ves<span class="_ _2"></span>t at 50% of </div><div class="t m0 x87 h13 yf48 ffd fs8 fc8 sc0 ls14 ws11">maximum.</div><div class="t m0 x87 h13 yf49 ffd fs8 fc8 sc0 ls14 ws11">W<span class="_ _2"></span>e consider<span class="_ _2"></span>ed the underlying perf<span class="_ _2"></span>ormance of the Gr<span class="_ _2"></span>oup’<span class="_ _0"></span>s Divisions, </div><div class="t m0 x87 h13 yf4a ffd fs8 fc8 sc0 ls14 ws11">workf<span class="_ _2"></span>orce r<span class="_ _2"></span>emuneration <span class="_ _2"></span>and incentive out<span class="_ _2"></span>comes in det<span class="_ _2"></span>ermining </div><div class="t m0 x87 h13 yf4b ffd fs8 fc8 sc0 ls14 ws11">that the incen<span class="_ _2"></span>tive outc<span class="_ _2"></span>omes for <span class="_ _2"></span>2025 were appr<span class="_ _2"></span>opriat<span class="_ _2"></span>e and that the </div><div class="t m0 x87 h13 yf4c ffd fs8 fc8 sc0 ls14 ws11">Policy had <span class="_ _2"></span>operat<span class="_ _2"></span>ed as int<span class="_ _2"></span>ended. W<span class="_ _2"></span>e also consider<span class="_ _2"></span>ed whether there </div><div class="t m0 x87 h13 yf4d ffd fs8 fc8 sc0 ls14 ws11">were <span class="_ _2"></span>any r<span class="_ _2"></span>elevant <span class="_ _2"></span>ESG matter<span class="_ _2"></span>s that <span class="_ _2"></span>needed to be t<span class="_ _2"></span>ak<span class="_ _2"></span>en account of </div><div class="t m0 x87 h13 yf4e ffd fs8 fc8 sc0 ls14 ws11">and concluded tha<span class="_ _2"></span>t there w<span class="_ _2"></span>ere none.</div><div class="t m0 x87 h2a yf4f ff13 fs5 fc7 sc0 ls1 ws0">Malus and clawback</div><div class="t m0 x87 h13 yf50 ffd fs8 fc8 sc0 ls14 ws11">It was not necessary t<span class="_ _2"></span>o inv<span class="_ _2"></span>ok<span class="_ _2"></span>e malus or clawback pr<span class="_ _2"></span>ovisions during </div><div class="t m0 x87 h13 yf51 ffd fs8 fc8 sc0 ls14 ws11">the reporting period.</div><div class="t m0 x18 h10 y21 ffc fs4 fc6 sc0 ls1 ws0"> </div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   67<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   67<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
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" class="bi x0 yf52 w5 ha2" alt="" /><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">68<span class="_ _13"> </span>69</div><div class="t m0 x19 he y1e ff10 fs6 fc4 sc0 ls11 wse">OVERVIEW</div><div class="t m0 x6 h28 yf53 ff16 fs2 fc7 sc0 ls1 ws0">Remuner<span class="_ _2"></span>ation a<span class="_ _2"></span>t a glance</div><div class="t m0 x9c h28 yf54 ff16 fs2 fc7 sc0 ls1 ws0">Remuner<span class="_ _2"></span>ation out<span class="_ _2"></span>comes f<span class="_ _2"></span>or 2025</div><div class="t m0 xa4 h29 yf55 ffb fs5 fc7 sc0 ls1 ws0">Fixed pa<span class="_ _2"></span>y</div><div class="t m0 x9c h11 yf56 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffb fc8 ws0">Base salary:<span class="ffc"> Group CE<span class="_ _2"></span>O </span></span></div><div class="t m0 xdb h14 yf57 ffc fs8 fc8 sc0 ls14 ws0">salary set on appointment</div><div class="t m0 x9c h13 yf58 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffb fc8">Pension: <span class="ffd">3% of <span class="_ _2"></span>banded </span></span></div><div class="t m0 xdb h14 yf59 ffc fs8 fc8 sc0 ls14 ws11">earnings</div><div class="t m0 x9c h2e yf5a ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ff16 fc8">Benefits: <span class="ffc ws0">priva<span class="_ _2"></span>te medical </span></span></div><div class="t m0 xdb h13 yf5b ffd fs8 fc8 sc0 ls14 ws11">cover and <span class="_ _2"></span>car/c<span class="_ _2"></span>ar </div><div class="t m0 xdb h13 yf5c ffd fs8 fc8 sc0 ls14 ws11">allowance</div><div class="t m0 x123 hf yf5d ffb fs2 fc7 sc0 ls1 ws0">+</div><div class="t m0 x9e h29 yf55 ffb fs5 fc7 sc0 ls1 ws0">Annual bonus</div><div class="t m0 x60 hf yf5e ffb fs2 fc7 sc0 ls1 ws0">Pa<span class="_ _2"></span>y<span class="_ _2"></span>out of 54% </div><div class="t m0 xe1 hf yf5f ffb fs2 fc7 sc0 ls1 ws0">of maximum</div><div class="t m0 x104 h11 yf60 ffb fs8 fc8 sc0 ls14 ws0">100% of salary </div><div class="t m0 x14c h11 yf61 ffb fs8 fc8 sc0 ls14 ws11">opportunity</div><div class="t m0 xf1 hf yf5d ffb fs2 fc7 sc0 ls1 ws0">+</div><div class="t m0 x113 h29 yf55 ffb fs5 fc7 sc0 ls1 ws0">L<span class="_ _6"></span>TIP</div><div class="t m0 x87 hf yf5e ffb fs2 fc7 sc0 ls1 ws0">Pa<span class="_ _2"></span>y<span class="_ _2"></span>out of 50% </div><div class="t m0 xbd hf yf5f ffb fs2 fc7 sc0 ls1 ws0">of maximum</div><div class="t m0 x87 h11 yf60 ffb fs8 fc8 sc0 ls14 ws0">100% of salary grant</div><div class="t m0 x14d hf yf5d ffb fs2 fc7 sc0 ls1 ws0">=</div><div class="t m0 x7b h2b yf55 ff16 fs5 fc7 sc0 ls1 ws0">T<span class="_ _6"></span>otal remuner<span class="_ _2"></span>ation</div><div class="t m0 x8b hf yf5e ffb fs2 fc7 sc0 ls1 ws0">£869,938 for </div><div class="t m0 x13f hf yf62 ffb fs2 fc7 sc0 ls1 ws0">Group CE<span class="_ _2"></span>O</div><div class="t m0 x9c hf yf63 ffb fs2 fc7 sc0 ls1 ws0">V<span class="_ _0"></span>ariable pay perf<span class="_ _2"></span>ormance outc<span class="_ _2"></span>omes</div><div class="t m0 x50 h29 yf64 ffb fs5 fc7 sc0 ls1 ws0">Annual bonus<span class="_ _a9"> </span>L<span class="_ _6"></span>TIP</div><div class="t m0 x1c h11 yf65 ffb fs8 fc8 sc0 ls14 ws0">70% Group Underlying </div><div class="t m0 x13 h2e yf66 ff16 fs8 fc8 sc0 ls14 ws11">Opera<span class="_ _2"></span>ting Profit</div><div class="t m0 xda h11 yf67 ffb fs8 fc8 sc0 ls14 ws11">Actual</div><div class="t m0 x10b hf yf68 ffb fs2 fc7 sc0 ls1 ws0">£32.6m</div><div class="t m0 x104 h11 yf65 ffb fs8 fc8 sc0 ls14 ws0">30% str<span class="_ _2"></span>ategic <span class="ls1"> </span></div><div class="t m0 x11e h2e yf66 ff16 fs8 fc8 sc0 ls14 ws11">objectives</div><div class="t m0 x6f h14 yf69 ffc fs8 fc8 sc0 ls14 ws0">T<span class="_ _0"></span>argets based on a r<span class="_ _2"></span>ange </div><div class="t m0 x14e h13 yf6a ffd fs8 fc8 sc0 ls14 ws11">of objectives link<span class="_ _0"></span>ed to </div><div class="t m0 xae h13 yf6b ffd fs8 fc8 sc0 ls14 ws11">Shareholder<span class="_ _2"></span>s, str<span class="_ _2"></span>engthening </div><div class="t m0 x2b h13 yf6c ffd fs8 fc8 sc0 ls14 ws11">Group c<span class="_ _2"></span>apabilities, str<span class="_ _2"></span>ategy<span class="_ _6"></span>, </div><div class="t m0 x70 h13 yf6d ffd fs8 fc8 sc0 ls14 ws11">risk management and <span class="_ _2"></span>ESG</div><div class="t m0 x55 h11 yf6e ffb fs8 fc8 sc0 ls14 ws0">50% earnings <span class="ls1"> </span></div><div class="t m0 x11b h11 yf6f ffb fs8 fc8 sc0 ls14 ws0">per share (EPS)</div><div class="t m0 x16 h11 yf70 ffb fs8 fc8 sc0 ls14 ws11">Actual</div><div class="t m0 x11b hf yf68 ffb fs2 fc7 sc0 ls1 ws0">24.4 pence</div><div class="t m0 x81 h11 yf65 ffb fs8 fc8 sc0 ls14 ws0">50% total shar<span class="_ _2"></span>eholder<span class="ls1"> </span></div><div class="t m0 xef h11 yf66 ffb fs8 fc8 sc0 ls14 ws0">return (TSR)</div><div class="t m0 x47 h11 yf67 ffb fs8 fc8 sc0 ls14 ws11">Actual</div><div class="t m0 x7b hf yf68 ffb fs2 fc7 sc0 ls1 ws0">40</div><div class="t m0 x13f h4d yf71 ffb fs1c fc7 sc0 ls1 ws0">th</div><div class="t m0 x14f h28 yf68 ff16 fs2 fc7 sc0 ls1 ws0"> percen<span class="_ _2"></span>tile</div><div class="t m0 x6 h45 y21 ffd fs4 fc6 sc0 ls6b ws66">Dire<span class="_ _1"></span>c<span class="_ _7"></span>tor<span class="_ _1"></span>s’<span class="_ _1"></span> Remuner<span class="_ _1"></span>ation<span class="_ _1"></span> Repor<span class="_ _14"></span>t<span class="_ _1"></span> <span class="ffc fs18 ls64 ws5f">conti<span class="_ _2"></span>nued<span class="fs4 ls1 ws0"> </span></span></div><div class="t m0 x6 h3e y2ca ffc fs1 fc6 sc0 ls66 ws61">Annual Statement <span class="fs6 ls6c ws67">continued</span></div><div class="t m0 x6 h28 y71 ff16 fs2 fc7 sc0 ls1 ws0">Implementa<span class="_ _2"></span>tion of the Policy f<span class="_ _2"></span>or 2026</div><div class="t m0 x6 h2a yf72 ff13 fs5 fc7 sc0 ls1 ws0">Salary and fees</div><div class="t m0 x6 h13 y81b ffd fs8 fc8 sc0 ls14 ws11">The Group <span class="_ _2"></span>CEO and Gr<span class="_ _2"></span>oup CFO will not <span class="_ _2"></span>receive a <span class="_ _2"></span>salary increase f<span class="_ _2"></span>or </div><div class="t m0 x6 h13 y81c ffd fs8 fc8 sc0 ls14 ws11">2026.</div><div class="t m0 x6 h13 yf73 ffd fs8 fc8 sc0 ls14 ws11">The f<span class="_ _2"></span>ees for <span class="_ _2"></span>the Non-Executiv<span class="_ _2"></span>e Direct<span class="_ _2"></span>ors will be <span class="_ _2"></span>increased by 3%, </div><div class="t m0 x6 h13 yf74 ffd fs8 fc8 sc0 ls14 ws11">aligned with the appr<span class="_ _2"></span>oach applied to the <span class="_ _2"></span>wider workf<span class="_ _2"></span>orce and </div><div class="t m0 x6 h13 yf75 ffd fs8 fc8 sc0 ls14 ws11">rounded t<span class="_ _2"></span>o the neares<span class="_ _2"></span>t £250. There <span class="_ _2"></span>will be no increase <span class="_ _2"></span>to the Chair </div><div class="t m0 x6 h13 yf76 ffd fs8 fc8 sc0 ls14 ws11">f<span class="_ _2"></span>ee for 2026.</div><div class="t m0 x6 h2a yf77 ff13 fs5 fc7 sc0 ls1 ws0">Annual bonus</div><div class="t m0 x6 h14 yf78 ffc fs8 fc8 sc0 ls14 ws0">No changes hav<span class="_ _2"></span>e been made to the curren<span class="_ _2"></span>t annual bonus </div><div class="t m0 x6 h13 yf79 ffd fs8 fc8 sc0 ls14 ws11">opportunity of 100% of salary f<span class="_ _2"></span>or 2026 and the <span class="_ _2"></span>measures and </div><div class="t m0 x6 h13 yf7a ffd fs8 fc8 sc0 ls14 ws11">weightings f<span class="_ _2"></span>or the annual <span class="_ _2"></span>bonus will remain 70% Gr<span class="_ _2"></span>oup Underlying </div><div class="t m0 x6 h13 yf7b ffd fs8 fc8 sc0 ls14 ws11">Opera<span class="_ _2"></span>ting Profit <span class="_ _2"></span>and 30% str<span class="_ _2"></span>ategic objectiv<span class="_ _2"></span>es.</div><div class="t m0 x6 h2a yf7c ff13 fs5 fc7 sc0 ls1 ws0">L<span class="_ _6"></span>TIP</div><div class="t m0 x6 h13 yf7d ffd fs8 fc8 sc0 ls14 ws11">Following the <span class="_ _2"></span>grant of <span class="_ _2"></span>the 2025 L<span class="_ _0"></span>TIP to the Gr<span class="_ _2"></span>oup CEO <span class="_ _2"></span>last year<span class="_ _6"></span>, there </div><div class="t m0 x6 h13 yf7e ffd fs8 fc8 sc0 ls14 ws11">will be no further gr<span class="_ _2"></span>ants in 2026. Th<span class="_ _2"></span>e new Group <span class="_ _2"></span>CFO will r<span class="_ _2"></span>eceive a </div><div class="t m0 x6 h13 yf7f ffd fs8 fc8 sc0 ls14 ws11">2025 L<span class="_ _0"></span>TIP awar<span class="_ _2"></span>d as explained earlier <span class="_ _2"></span>in this Report.</div><div class="t m0 x3f hf y71 ffb fs2 fc7 sc0 ls1 ws0">Colleague pay</div><div class="t m0 x3f h13 y2fd ffd fs8 fc8 sc0 ls14 ws11">W<span class="_ _2"></span>e continue <span class="_ _2"></span>to ensure <span class="_ _2"></span>we unders<span class="_ _2"></span>tand the <span class="_ _2"></span>workfor<span class="_ _2"></span>ce’<span class="_ _0"></span>s views </div><div class="t m0 x3f h13 y2ff ffd fs8 fc8 sc0 ls14 ws11">on remuner<span class="_ _2"></span>ation. During the <span class="_ _2"></span>year<span class="_ _6"></span>, topics discussed with the </div><div class="t m0 x3f h13 y300 ffd fs8 fc8 sc0 ls14 ws11">Colleague Engag<span class="_ _2"></span>ement Forum <span class="_ _2"></span>included tools f<span class="_ _2"></span>or communica<span class="_ _2"></span>tion </div><div class="t m0 x3f h13 y301 ffd fs8 fc8 sc0 ls14 ws11">of remuner<span class="_ _2"></span>ation, pr<span class="_ _2"></span>e-loved salary sacrifice c<span class="_ _2"></span>ar schemes, our </div><div class="t m0 x3f h13 y302 ffd fs8 fc8 sc0 ls14 ws11">competency fr<span class="_ _2"></span>amework <span class="_ _2"></span>and colleague eng<span class="_ _2"></span>agement survey<span class="_ _6"></span>.</div><div class="t m0 x3f h13 y59e ffd fs8 fc8 sc0 ls14 ws11">In October 2025, w<span class="_ _2"></span>e invit<span class="_ _2"></span>ed colleagues to <span class="_ _2"></span>tak<span class="_ _2"></span>e part in the 2025 <span class="_ _2"></span>SA<span class="_ _0"></span>YE, </div><div class="t m0 x3f h13 y59f ffd fs8 fc8 sc0 ls14 ws11">off<span class="_ _2"></span>ering a 20% discount <span class="_ _2"></span>on the option price. P<span class="_ _2"></span>articipation in <span class="_ _2"></span>the </div><div class="t m0 x3f h13 y5f4 ffd fs8 fc8 sc0 ls14 ws11">scheme remained high <span class="_ _2"></span>with 16% of the workf<span class="_ _2"></span>orce <span class="_ _2"></span>applying to the </div><div class="t m0 x3f h13 y5f5 ffd fs8 fc8 sc0 ls14 ws11">scheme.</div><div class="t m0 x3f hf y342 ffb fs2 fc7 sc0 ls1 ws0">Conclusion</div><div class="t m0 x3f h13 yf80 ffd fs8 fc8 sc0 ls14 ws11">W<span class="_ _2"></span>e believe tha<span class="_ _2"></span>t the remuner<span class="_ _2"></span>ation out<span class="_ _2"></span>comes f<span class="_ _2"></span>or the Ex<span class="_ _2"></span>ecutive </div><div class="t m0 x3f h13 yf81 ffd fs8 fc8 sc0 ls14 ws11">Director<span class="_ _2"></span>s are <span class="_ _2"></span>aligned to perf<span class="_ _2"></span>ormance and consis<span class="_ _2"></span>tent with <span class="_ _2"></span>the </div><div class="t m0 x3f h13 yf82 ffd fs8 fc8 sc0 ls14 ws11">approach t<span class="_ _2"></span>ak<span class="_ _2"></span>en to c<span class="_ _2"></span>olleagues more gener<span class="_ _2"></span>ally<span class="_ _0"></span>.</div><div class="t m0 x3f h13 yf83 ffd fs8 fc8 sc0 ls14 ws11">I look f<span class="_ _2"></span>orward t<span class="_ _2"></span>o your support f<span class="_ _2"></span>or the advisory r<span class="_ _2"></span>esolution on the </div><div class="t m0 x3f h13 yf84 ffd fs8 fc8 sc0 ls14 ws11">Director<span class="_ _2"></span>s’ R<span class="_ _2"></span>emuneration <span class="_ _2"></span>Report and the <span class="_ _2"></span>binding resolution t<span class="_ _2"></span>o  </div><div class="t m0 x3f h14 yf85 ffc fs8 fc8 sc0 ls14 ws0">authorise the paymen<span class="_ _2"></span>t of NED fees in shar<span class="_ _2"></span>es as noted earlier in m<span class="_ _2"></span>y </div><div class="t m0 x3f h13 yf86 ffd fs8 fc8 sc0 ls14 ws11">Report a<span class="_ _2"></span>t our f<span class="_ _2"></span>orthcoming Annual Gener<span class="_ _2"></span>al Meeting.</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   68<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   68<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pf47" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc47 w4 h0"><img 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" class="bi x0 yf87 w5 ha3" alt="" /><div class="t m0 xf he y1f ff11 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">68<span class="_ _13"> </span>69</div><div class="t m0 xe he y1e ff2b fs6 fc4 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span>FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span><span class="fc0">CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="fc4 ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="ls11 wse">OVERVIEW</span></span></span></div><div class="t m0 x18 h10 y21 ffc fs4 fc6 sc0 ls1 ws0"> </div><div class="t m0 x18 h46 y2ca ffd fs1 fc6 sc0 ls1 ws0">Directors’ Remunerati<span class="_ _2"></span>on Policy</div><div class="t m0 x150 h2b yf88 ffb fs5 fc0 sc0 ls5 ws2a">Element<span class="_ _f"> </span><span class="fc7 ws0">Purpose and link to str<span class="_ _2"></span>at<span class="_ _2"></span>egy<span class="_ _1a"> </span><span class="ws2a">Maximum<span class="_ _db"> </span><span class="ff16">Opera<span class="_ _2"></span>tion</span></span></span></div><div class="t m0 xda h1d yf89 ffb fs11 fc0 sc0 ls2b ws0">Basic salary<span class="_ _dc"> </span><span class="ffc fc6 ws29">• <span class="_ _b4"> </span><span class="ffd fc8">Core element of fix<span class="_ _2"></span>ed income, r<span class="_ _2"></span>eflects </span></span></div><div class="t m0 x103 h1d yf8a ffd fs11 fc8 sc0 ls2b ws29">the value of the ind<span class="_ _2"></span>ividual, their role, </div><div class="t m0 x103 h1d yf8b ffd fs11 fc8 sc0 ls2b ws29">skills and experience ov<span class="_ _2"></span>er time.</div><div class="t m0 x132 h4a yf89 ffc fs11 fc6 sc0 ls2b ws29">• <span class="_ _b4"> </span><span class="fc8 ws0">There is no prescribed </span></div><div class="t m0 x151 h4a yf8a ffc fs11 fc8 sc0 ls2b ws0">maximum annual basic salary </div><div class="t m0 x151 h1d yf8b ffd fs11 fc8 sc0 ls2b ws29">increase.</div><div class="t m0 xa5 h1d yf89 ffc fs11 fc6 sc0 ls2b ws29">• <span class="_ _b4"> </span><span class="ffd fc8">Reviewed annually<span class="_ _6"></span>, normally effective <span class="_ _2"></span>1 April.</span></div><div class="t m0 xa5 h1d yf8c ffc fs11 fc6 sc0 ls2b ws29">• <span class="_ _b4"> </span><span class="ffd fc8">Guided by general in<span class="_ _2"></span>crease f<span class="_ _2"></span>or employees but low<span class="_ _2"></span>er </span></div><div class="t m0 x2f h1d yf8d ffd fs11 fc8 sc0 ls2b ws29">or higher increases ma<span class="_ _2"></span>y be awar<span class="_ _2"></span>ded.</div><div class="t m0 x152 h86 yf8e ff16 fs11 fc0 sc0 ls2b ws29">Benefits</div><div class="t m0 xd5 h1d yf8f ffc fs11 fc6 sc0 ls2b ws29">• <span class="_ _b4"> </span><span class="ffd fc8">Support Executive Dir<span class="_ _2"></span>ectors <span class="_ _2"></span>and their </span></div><div class="t m0 x103 h4a yf90 ffc fs11 fc8 sc0 ls2b ws0">families during ill health or in ev<span class="_ _2"></span>ent of </div><div class="t m0 x103 h1d yf91 ffd fs11 fc8 sc0 ls2b ws29">accident or death.</div><div class="t m0 xd5 h1d yf92 ffc fs11 fc6 sc0 ls2b ws29">• <span class="_ _b4"> </span><span class="ffd fc8">Car allowance to f<span class="_ _2"></span>acilitat<span class="_ _2"></span>e tra<span class="_ _2"></span>vel.</span></div><div class="t m0 x132 h1d yf8f ffc fs11 fc6 sc0 ls2b ws29">• <span class="_ _b4"> </span><span class="ffd fc8">At cost.<span class="_ _dd"> </span></span>• <span class="_ _b4"> </span><span class="ffd fc8">Includes car allowance, lif<span class="_ _2"></span>e assur<span class="_ _2"></span>ance and privat<span class="_ _2"></span>e </span></div><div class="t m0 x2f h1d yf90 ffd fs11 fc8 sc0 ls2b ws29">medical insuran<span class="_ _2"></span>ce.</div><div class="t m0 xa5 h1d yf93 ffc fs11 fc6 sc0 ls2b ws29">• <span class="_ _b4"> </span><span class="ffd fc8">Other benefits may be <span class="_ _2"></span>provided.</span></div><div class="t m0 xe2 h8b yf94 ffb fs11 fc0 sc0 ls2b ws29">Pension</div><div class="t m0 xd5 h1d yf95 ffc fs11 fc6 sc0 ls2b ws29">• <span class="_ _b4"> </span><span class="ffd fc8">Contribution towar<span class="_ _2"></span>ds retir<span class="_ _2"></span>ement income.<span class="_ _de"> </span><span class="ffc fc6">• <span class="_ _b4"> </span><span class="fc8 ws0">Aligned to rat<span class="_ _2"></span>e applying to the </span></span></span></div><div class="t m0 x151 h1d yf96 ffd fs11 fc8 sc0 ls2b ws29">majority of the workf<span class="_ _2"></span>orce.</div><div class="t m0 x132 h1d yf97 ffc fs11 fc6 sc0 ls2b ws29">• <span class="_ _b4"> </span><span class="ffd fc8">Existing Director<span class="_ _2"></span>s pension </span></div><div class="t m0 x151 h1d yf98 ffd fs11 fc8 sc0 ls2b ws29">in accordance with<span class="_ _2"></span> auto </div><div class="t m0 x151 h1d yf99 ffd fs11 fc8 sc0 ls2b ws29">enrolment minimums.</div><div class="t m0 xa5 h1d yf95 ffc fs11 fc6 sc0 ls2b ws29">• <span class="_ _b4"> </span><span class="ffd fc8">Defined contribution.</span></div><div class="t m0 xa5 h1d yf9a ffc fs11 fc6 sc0 ls2b ws29">• <span class="_ _b4"> </span><span class="ffd fc8">HMRC approved<span class="_ _2"></span> arrangement.</span></div><div class="t m0 x153 h8b yf9b ffb fs11 fc0 sc0 ls2b ws0">Annual bonus</div><div class="t m0 xd5 h1d yf9c ffc fs11 fc6 sc0 ls2b ws29">• <span class="_ _b4"> </span><span class="ffd fc8">Incentivises annual delivery of financial </span></div><div class="t m0 x103 h1d yf9d ffd fs11 fc8 sc0 ls2b ws29">and str<span class="_ _2"></span>ategic goals.</div><div class="t m0 x132 h4a yf9c ffc fs11 fc6 sc0 ls2b ws29">• <span class="_ _b4"> </span><span class="fc8 ws0">Maximum opportunity of </span></div><div class="t m0 x151 h1d yf9d ffd fs11 fc8 sc0 ls2b ws29">100% of basic salary<span class="_ _0"></span>, with the </div><div class="t m0 x151 h1d yf9e ffd fs11 fc8 sc0 ls2b ws29">ability to increase <span class="_ _2"></span>to 125% of </div><div class="t m0 x151 h1d yf9f ffd fs11 fc8 sc0 ls2b ws29">basic salary<span class="_ _0"></span>.</div><div class="t m0 x132 h1d yfa0 ffc fs11 fc6 sc0 ls2b ws29">• <span class="_ _b4"> </span><span class="ffd fc8">Maximum opportunity will </span></div><div class="t m0 x151 h1d yfa1 ffd fs11 fc8 sc0 ls2b ws29">not be increased without </div><div class="t m0 x151 h1d yfa2 ffd fs11 fc8 sc0 ls2b ws29">significant Shar<span class="_ _2"></span>eholder </div><div class="t m0 x151 h1d yfa3 ffd fs11 fc8 sc0 ls2b ws29">consultati<span class="_ _2"></span>on.</div><div class="t m0 xa5 h1d yf9c ffc fs11 fc6 sc0 ls2b ws29">• <span class="_ _b4"> </span><span class="ffd fc8">T<span class="_ _2"></span>arg<span class="_ _2"></span>ets review<span class="_ _2"></span>ed annually<span class="_ _0"></span>, maximum 30% non- </span></div><div class="t m0 x2f h1d yf9d ffd fs11 fc8 sc0 ls2b ws29">financial and minimum 70% financial measur<span class="_ _2"></span>es.</div><div class="t m0 xa5 h1d yfa4 ffc fs11 fc6 sc0 ls2b ws29">• <span class="_ _b4"> </span><span class="ffd fc8">No more than 20% bonus pa<span class="_ _2"></span>yout at <span class="_ _2"></span>threshold.</span></div><div class="t m0 xa5 h1d yfa5 ffc fs11 fc6 sc0 ls2b ws29">• <span class="_ _b4"> </span><span class="ffd fc8">Paid in cash with <span class="_ _2"></span>one third of bonus paid <span class="_ _2"></span>for Gr<span class="_ _2"></span>oup </span></div><div class="t m0 x2f h1d yfa6 ffd fs11 fc8 sc0 ls2b ws29">CEO and 25% of <span class="_ _2"></span>bonus paid for Gr<span class="_ _2"></span>oup CFO<span class="_ _2"></span>, net of t<span class="_ _2"></span>ax, </div><div class="t m0 x2f h1d yfa7 ffd fs11 fc8 sc0 ls2b ws29">inves<span class="_ _2"></span>ted in shares <span class="_ _2"></span>and held for tw<span class="_ _2"></span>o year<span class="_ _2"></span>s.</div><div class="t m0 xa5 h1d yfa8 ffc fs11 fc6 sc0 ls2b ws29">• <span class="_ _b4"> </span><span class="ffd fc8">Committee discretion t<span class="_ _2"></span>o adjust or override <span class="_ _2"></span>formulaic </span></div><div class="t m0 x2f h1d yfa9 ffd fs11 fc8 sc0 ls2b ws29">outcome and malus <span class="_ _2"></span>and clawback provision <span class="_ _2"></span>apply</div><div class="t m0 x154 h87 yfaa ffd fs31 fc8 sc0 ls1 ws0">1</div><div class="t m0 x155 h1d yfab ffd fs11 fc8 sc0 ls1 ws0">.</div><div class="t m0 x12f h8b yfac ffb fs11 fc0 sc0 ls2b ws0">2025 L<span class="_ _0"></span>TIP awards <span class="_ _1c"></span> </div><div class="t m0 xd5 h4a yfad ffc fs11 fc6 sc0 ls2b ws29">• <span class="_ _b4"> </span><span class="fc8 ws0">Supports the business strat<span class="_ _2"></span>egy and drives </span></div><div class="t m0 x103 h1d yfae ffd fs11 fc8 sc0 ls2b ws29">and rew<span class="_ _2"></span>ards significant <span class="_ _2"></span>growth in v<span class="_ _2"></span>alue </div><div class="t m0 x103 h1d yfaf ffd fs11 fc8 sc0 ls2b ws29">with alignment to <span class="_ _2"></span>Shareholder value.</div><div class="t m0 x132 h1d yfad ffc fs11 fc6 sc0 ls2b ws29">• <span class="_ _b4"> </span><span class="ffd fc8">The allocations of the pool t<span class="_ _2"></span>o </span></div><div class="t m0 x151 h1d yfae ffd fs11 fc8 sc0 ls2b ws29">the Executiv<span class="_ _2"></span>e Director<span class="_ _2"></span>s are:</div><div class="t m0 x132 h1d yfb0 ffc fs11 fc6 sc0 ls2b ws29">• <span class="_ _b4"> </span><span class="ffd fc8">Group CEO: 35% <span class="_ _2"></span>of the pool </span></div><div class="t m0 x151 h1d yfb1 ffd fs11 fc8 sc0 ls2b ws29">(value of the aw<span class="_ _2"></span>ard based </div><div class="t m0 x151 h1d yfb2 ffd fs11 fc8 sc0 ls2b ws29">on values at <span class="_ _2"></span>dates of v<span class="_ _2"></span>esting, </div><div class="t m0 x151 h1d yfb3 ffd fs11 fc8 sc0 ls2b ws29">capped at £20m). </div><div class="t m0 x132 h1d yfb4 ffc fs11 fc6 sc0 ls2b ws29">• <span class="_ _b4"> </span><span class="ffd fc8">Group CFO: 14% of <span class="_ _2"></span>the pool </span></div><div class="t m0 x151 h1d yfb5 ffd fs11 fc8 sc0 ls2b ws29">(value of the aw<span class="_ _2"></span>ard based </div><div class="t m0 x151 h1d yfb6 ffd fs11 fc8 sc0 ls2b ws29">on values at <span class="_ _2"></span>dates of v<span class="_ _2"></span>esting, </div><div class="t m0 x151 h1d yfb7 ffd fs11 fc8 sc0 ls2b ws29">capped at £8m).</div><div class="t m0 xa5 h1d yfad ffc fs11 fc6 sc0 ls2b ws29">• <span class="_ _b4"> </span><span class="ffd fc8">Share of the gr<span class="_ _2"></span>owth in the value measur<span class="_ _2"></span>ed at </span></div><div class="t m0 x2f h1d yfb8 ffd fs11 fc8 sc0 ls2b ws29">31 December 2027 (up to <span class="_ _2"></span>50% eligible for pa<span class="_ _2"></span>yout) </div><div class="t m0 x2f h1d yfb9 ffd fs11 fc8 sc0 ls2b ws29">and 31 December 2029 (up t<span class="_ _2"></span>o the total pool <span class="_ _2"></span>eligible </div><div class="t m0 x2f h1d yfba ffd fs11 fc8 sc0 ls2b ws29">for pa<span class="_ _2"></span>yout minus the % <span class="_ _2"></span>pay out at <span class="_ _2"></span>the prior test, if </div><div class="t m0 x2f h1d yfbb ffd fs11 fc8 sc0 ls2b ws29">any).</div><div class="t m0 xa5 h1d yfbc ffc fs11 fc6 sc0 ls2b ws29">• <span class="_ _b4"> </span><span class="ffd fc8">Pool based on up t<span class="_ _2"></span>o 10% of growth <span class="_ _2"></span>in value fr<span class="_ _2"></span>om </span></div><div class="t m0 x2f h1d yfbd ffd fs11 fc8 sc0 ls2b ws29">£2.78 starting <span class="_ _2"></span>share price.</div><div class="t m0 xa5 h4a yfbe ffc fs11 fc6 sc0 ls2b ws29">• <span class="_ _b4"> </span><span class="fc8 ws0">Any shares acquir<span class="_ _2"></span>ed under the plan cannot be sold </span></div><div class="t m0 x2f h1d yfbf ffd fs11 fc8 sc0 ls2b ws29">until 31 December 2029.</div><div class="t m0 xa5 h1d yfc0 ffc fs11 fc6 sc0 ls2b ws29">• <span class="_ _b4"> </span><span class="ffd fc8">Committee discretion t<span class="_ _2"></span>o adjust ves<span class="_ _2"></span>ting level and </span></div><div class="t m0 x2f h1d yfc1 ffd fs11 fc8 sc0 ls2b ws29">malus and clawback pr<span class="_ _2"></span>ovisions apply</div><div class="t m0 x156 h87 yfc2 ffd fs31 fc8 sc0 ls1 ws0">1</div><div class="t m0 xe h1d yfc3 ffd fs11 fc8 sc0 ls1 ws0">.</div><div class="t m0 xaf h8b yfc4 ffb fs11 fc0 sc0 ls2b ws29">All-employee </div><div class="t m0 x5a h8b yfc5 ffb fs11 fc0 sc0 ls2b ws0">share schemes: </div><div class="t m0 x157 h86 yfc6 ff16 fs11 fc0 sc0 ls2b ws29">SA<span class="_ _0"></span>YE, SIP<span class="_ _2"></span>/BA<span class="_ _0"></span>YE </div><div class="t m0 x158 h8b yfc7 ffb fs11 fc0 sc0 ls2b ws0">and CSOP</div><div class="t m0 xd5 h4a yfc8 ffc fs11 fc6 sc0 ls2b ws29">• <span class="_ _b4"> </span><span class="fc8 ws0">Encourages long-term shar<span class="_ _2"></span>eholding in </span></div><div class="t m0 x103 h1d yfc9 ffd fs11 fc8 sc0 ls2b ws29">LSL.</div><div class="t m0 x132 h1d yfc8 ffc fs11 fc6 sc0 ls2b ws29">• <span class="_ _b4"> </span><span class="ffd fc8">As per HMRC limits.<span class="_ _9d"> </span></span>• <span class="_ _c2"> </span><span class="ffd fc8">Invitations <span class="_ _2"></span>from the R<span class="_ _2"></span>emuneration <span class="_ _2"></span>Committee under </span></div><div class="t m0 x2f h1d yfc9 ffd fs11 fc8 sc0 ls2b ws29">the approv<span class="_ _2"></span>ed SA<span class="_ _0"></span>YE, SIP<span class="_ _2"></span>/BA<span class="_ _0"></span>YE and CSOP<span class="_ _6"></span>.</div><div class="t m0 xa4 h86 yfca ff16 fs11 fc0 sc0 ls2b ws29">Executive <span class="_ _2"></span>share </div><div class="t m0 x150 h8b yfcb ffb fs11 fc0 sc0 ls2b ws29">ownership </div><div class="t m0 x130 h8b yfcc ffb fs11 fc0 sc0 ls2b ws29">guidelines</div><div class="t m0 xd5 h1d yfcd ffc fs11 fc6 sc0 ls2b ws29">• <span class="_ _b4"> </span><span class="ffd fc8">Aligns long-term inter<span class="_ _2"></span>ests of Ex<span class="_ _2"></span>ecutive </span></div><div class="t m0 x103 h1d yfce ffd fs11 fc8 sc0 ls2b ws29">Director<span class="_ _2"></span>s and Shareholder<span class="_ _2"></span>s.</div><div class="t m0 x132 h1d yfcd ffc fs11 fc6 sc0 ls2b ws29">• <span class="_ _b4"> </span><span class="ffd fc8">Minimum of 200% of basic </span></div><div class="t m0 x151 h1d yfce ffd fs11 fc8 sc0 ls2b ws29">salary<span class="_ _2"></span>. </div><div class="t m0 xa5 h1d yfcd ffc fs11 fc6 sc0 ls2b ws29">• <span class="_ _b4"> </span><span class="ffd fc8">200% of base salary over a period of <span class="_ _2"></span>five year<span class="_ _2"></span>s.</span></div><div class="t m0 xa5 h1d yfcf ffc fs11 fc6 sc0 ls2b ws29">• <span class="_ _b4"> </span><span class="ffd fc8">Requirement <span class="_ _2"></span>(or actual shares if low<span class="_ _2"></span>er) continues </span></div><div class="t m0 x2f h1d yfd0 ffd fs11 fc8 sc0 ls2b ws29">post<span class="_ _2"></span>-employment f<span class="_ _2"></span>or two year<span class="_ _2"></span>s.</div><div class="t m0 xa5 h1d yfd1 ffc fs11 fc6 sc0 ls2b ws29">• <span class="_ _b4"> </span><span class="ffd fc8">Retention <span class="_ _2"></span>of all vested <span class="_ _2"></span>L<span class="_ _0"></span>TIP awards (subject to t<span class="_ _2"></span>ax </span></div><div class="t m0 x2f h1d yfd2 ffd fs11 fc8 sc0 ls2b ws29">liabilities) and shares pur<span class="_ _2"></span>chased from the <span class="_ _2"></span>annual </div><div class="t m0 x2f h1d yfd3 ffd fs11 fc8 sc0 ls2b ws29">bonus until the guideline is <span class="_ _2"></span>met.</div><div class="t m0 x158 h8b yfd4 ffb fs11 fc0 sc0 ls2b ws0">Chair and </div><div class="t m0 x10b h86 yfd5 ff16 fs11 fc0 sc0 ls2b ws29">Non-Executive </div><div class="t m0 x159 h8b yfd6 ffb fs11 fc0 sc0 ls2b ws29">Directors</div><div class="t m0 xd5 h1d yfd7 ffc fs11 fc6 sc0 ls2b ws29">• <span class="_ _b4"> </span><span class="ffd fc8">Provides f<span class="_ _2"></span>ees re<span class="_ _2"></span>flecting time commitment </span></div><div class="t m0 x103 h1d yfd8 ffd fs11 fc8 sc0 ls2b ws29">and responsibilities of each <span class="_ _2"></span>role.</div><div class="t m0 x132 h4a yfd7 ffc fs11 fc6 sc0 ls2b ws29">• <span class="_ _b4"> </span><span class="fc8 ws0">No prescribed maximum </span></div><div class="t m0 x151 h1d yfd8 ffd fs11 fc8 sc0 ls2b ws29">annual fee <span class="_ _2"></span>increase.</div><div class="t m0 xa5 h1d yfd7 ffc fs11 fc6 sc0 ls2b ws29">• <span class="_ _b4"> </span><span class="ffd fc8">Cash fee paid mon<span class="_ _2"></span>thly<span class="_ _0"></span>.</span></div><div class="t m0 xa5 h1d yfd9 ffc fs11 fc6 sc0 ls2b ws29">• <span class="_ _b4"> </span><span class="ffd fc8">Fees are normally r<span class="_ _2"></span>eviewed annually<span class="_ _0"></span>.</span></div><div class="t m0 xa5 h1d yfda ffc fs11 fc6 sc0 ls2b ws29">• <span class="_ _b4"> </span><span class="ffd fc8">Additional fees ma<span class="_ _2"></span>y be paid f<span class="_ _2"></span>or additional </span></div><div class="t m0 x2f h1d yfdb ffd fs11 fc8 sc0 ls2b ws29">responsibilities and/<span class="_ _2"></span>or time commitment.</div><div class="t m0 xa5 h4a yfdc ffc fs11 fc6 sc0 ls2b ws29">• <span class="_ _b4"> </span><span class="fc8 ws0">Any reasonable business-r<span class="_ _2"></span>elated expenses c<span class="_ _2"></span>an be </span></div><div class="t m0 x2f h1d yfdd ffd fs11 fc8 sc0 ls2b ws29">reimbursed<span class="_ _2"></span>.</div><div class="t m0 x12c h2a yb65 ff13 fs5 fc7 sc0 ls1 ws0">Remuner<span class="_ _2"></span>ation P<span class="_ _2"></span>olicy </div><div class="t m0 x12c h13 y894 ffd fs8 fc8 sc0 ls14 ws11">The Policy <span class="_ _2"></span>was appr<span class="_ _2"></span>oved by Shar<span class="_ _2"></span>eholders <span class="_ _2"></span>at our Gener<span class="_ _2"></span>al Meeting on 28 Ma<span class="_ _2"></span>y 2025. Below is <span class="_ _2"></span>a summary of the P<span class="_ _2"></span>olicy; the full P<span class="_ _2"></span>olicy can be f<span class="_ _2"></span>ound </div><div class="t m0 x12c h13 y895 ffd fs8 fc8 sc0 ls14 ws11">on our websit<span class="_ _2"></span>e lslps.co.uk. As <span class="_ _2"></span>explained earlier in this r<span class="_ _2"></span>eport, a r<span class="_ _2"></span>esolution will be br<span class="_ _2"></span>ought to our <span class="_ _2"></span>2026 Annual General <span class="_ _2"></span>Meeting to authorise the </div><div class="t m0 x12c h13 y896 ffd fs8 fc8 sc0 ls14 ws11">paymen<span class="_ _2"></span>t of NED f<span class="_ _2"></span>ees in shares <span class="_ _2"></span>for the <span class="_ _2"></span>duration <span class="_ _2"></span>of the current <span class="_ _2"></span>Policy<span class="_ _6"></span>.<span class="_ _1"></span>  <span class="_ _2"></span></div><div class="t m0 x18 h1d yfde ffd fs11 fc8 sc0 ls2b ws29">1 <span class="_ _15"> </span> <span class="_ _1c"></span>Claw<span class="_ _1"></span>bac<span class="_ _1"></span>k and mal<span class="_ _1"></span>us circ<span class="_ _1"></span>ums<span class="_ _1"></span>tan<span class="_ _1"></span>ces in<span class="_ _1"></span>clud<span class="_ _1"></span>e mater<span class="_ _1"></span>ial mis<span class="_ _1"></span>st<span class="_ _1"></span>atem<span class="_ _1"></span>ent of fina<span class="_ _1"></span>ncia<span class="_ _1"></span>l resul<span class="_ _1"></span>ts<span class="_ _1"></span>, cor<span class="_ _1"></span>por<span class="_ _1"></span>ate fa<span class="_ _1"></span>ilur<span class="_ _1"></span>e, failu<span class="_ _1"></span>re of ri<span class="_ _1"></span>sk mana<span class="_ _1"></span>gemen<span class="_ _1"></span>t, repu<span class="_ _1"></span>tati<span class="_ _1"></span>onal d<span class="_ _1"></span>amage, er<span class="_ _1"></span>ror, </div><div class="t m0 x39 h1d yfdf ffd fs11 fc8 sc0 ls2b ws29">ina<span class="_ _1"></span>ccur<span class="_ _1"></span>ate or mi<span class="_ _1"></span>slea<span class="_ _1"></span>ding i<span class="_ _1"></span>nfor<span class="_ _1"></span>matio<span class="_ _1"></span>n in dete<span class="_ _1"></span>rmin<span class="_ _1"></span>ing a pe<span class="_ _1"></span>rf<span class="_ _1"></span>orm<span class="_ _1"></span>ance c<span class="_ _1"></span>ondi<span class="_ _1"></span>tio<span class="_ _1"></span>n or any oth<span class="_ _1"></span>er matte<span class="_ _1"></span>r dete<span class="_ _1"></span>rmini<span class="_ _1"></span>ng the v<span class="_ _1"></span>esti<span class="_ _1"></span>ng of an aw<span class="_ _1"></span>ard, br<span class="_ _1"></span>each of r<span class="_ _1"></span>elev<span class="_ _1"></span>ant re<span class="_ _1"></span>gula<span class="_ _1"></span>tions<span class="_ _1"></span>, </div><div class="t m0 x39 h1d yfe0 ffd fs11 fc8 sc0 ls2b ws29">an ac<span class="_ _1"></span>t or om<span class="_ _1"></span>issi<span class="_ _1"></span>on dur<span class="_ _1"></span>ing th<span class="_ _1"></span>e ves<span class="_ _1"></span>ting p<span class="_ _1"></span>erio<span class="_ _1"></span>d to the si<span class="_ _1"></span>gni<span class="_ _1"></span>fica<span class="_ _1"></span>nt det<span class="_ _1"></span>rime<span class="_ _1"></span>nt of cus<span class="_ _1"></span>tom<span class="_ _1"></span>ers, o<span class="_ _1"></span>r an ac<span class="_ _1"></span>t or omi<span class="_ _1"></span>ssi<span class="_ _1"></span>on lea<span class="_ _1"></span>ding to g<span class="_ _1"></span>ros<span class="_ _1"></span>s misco<span class="_ _1"></span>ndu<span class="_ _1"></span>ct<span class="_ _1"></span>, and a goo<span class="_ _1"></span>d leave<span class="_ _1"></span>r by reas<span class="_ _1"></span>on </div><div class="t m0 x39 h1d yfe1 ffd fs11 fc8 sc0 ls2b ws29">of re<span class="_ _1"></span>tirem<span class="_ _1"></span>ent wi<span class="_ _1"></span>th the ag<span class="_ _1"></span>reem<span class="_ _1"></span>ent of th<span class="_ _1"></span>e Com<span class="_ _1"></span>mitte<span class="_ _1"></span>e bec<span class="_ _1"></span>omi<span class="_ _1"></span>ng emp<span class="_ _1"></span>loye<span class="_ _1"></span>d in a paid e<span class="_ _1"></span>xecu<span class="_ _1"></span>tive r<span class="_ _1"></span>ole (oth<span class="_ _1"></span>er than by a Gr<span class="_ _1"></span>oup C<span class="_ _1"></span>ompa<span class="_ _1"></span>ny). The C<span class="_ _1"></span>ommi<span class="_ _1"></span>ttee c<span class="_ _1"></span>onsi<span class="_ _1"></span>der<span class="_ _1"></span>s a three<span class="_ _1"></span>-</div><div class="t m0 x39 h1d yfe2 ffd fs11 fc8 sc0 ls2b ws29">year p<span class="_ _1"></span>eri<span class="_ _1"></span>od for t<span class="_ _1"></span>he app<span class="_ _1"></span>lic<span class="_ _1"></span>ation o<span class="_ _1"></span>f malus an<span class="_ _1"></span>d claw<span class="_ _1"></span>back to b<span class="_ _1"></span>e alig<span class="_ _1"></span>ned wi<span class="_ _1"></span>th mar<span class="_ _1"></span>ket pr<span class="_ _1"></span>ac<span class="_ _1"></span>tice ge<span class="_ _1"></span>ner<span class="_ _1"></span>ally a<span class="_ _1"></span>cro<span class="_ _1"></span>ss the F<span class="_ _1"></span>T<span class="_ _1"></span>SE and to b<span class="_ _1"></span>e a reaso<span class="_ _1"></span>nabl<span class="_ _1"></span>e time in th<span class="_ _1"></span>e Com<span class="_ _1"></span>mitte<span class="_ _1"></span>e’s view </div><div class="t m0 x39 h1d yfe3 ffd fs11 fc8 sc0 ls2b ws29">in whi<span class="_ _1"></span>ch the s<span class="_ _1"></span>pec<span class="_ _1"></span>ifie<span class="_ _1"></span>d circ<span class="_ _1"></span>umst<span class="_ _1"></span>anc<span class="_ _1"></span>es wou<span class="_ _1"></span>ld be dis<span class="_ _1"></span>cov<span class="_ _1"></span>ered<span class="_ _1"></span>.</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   69<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   69<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
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" class="bi x0 yfe4 w5 ha4" alt="" /><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">70<span class="_ _13"> </span>71</div><div class="t m0 x19 he y1e ff10 fs6 fc4 sc0 ls11 wse">OVERVIEW</div><div class="t m0 x6 h45 y21 ffd fs4 fc6 sc0 ls6b ws66">Dire<span class="_ _1"></span>c<span class="_ _7"></span>tor<span class="_ _1"></span>s’<span class="_ _1"></span> Remuner<span class="_ _1"></span>ation<span class="_ _1"></span> <span class="fc13 ls12 wsf">Rep<span class="_ _1"></span>o<span class="_ _1"></span>r<span class="_ _14"></span>t<span class="_ _7"></span></span><span class="ffc ls1 ws0"> <span class="fs18 ls64 ws5f">cont<span class="_ _2"></span>inu<span class="_ _2"></span>ed</span></span></div><div class="t m0 x6 h2a y1de ff13 fs5 fc7 sc0 ls1 ws0">Rew<span class="_ _2"></span>ard scenarios (illus<span class="_ _2"></span>tration of applic<span class="_ _2"></span>ation of the P<span class="_ _2"></span>olicy for 2026)   </div><div class="t m0 x6 h13 y894 ffd fs8 fc8 sc0 ls14 ws11">The chart below show<span class="_ _2"></span>s how the composition <span class="_ _2"></span>of the remuner<span class="_ _2"></span>ation pack<span class="_ _2"></span>ages f<span class="_ _2"></span>or the Gr<span class="_ _2"></span>oup CEO and <span class="_ _2"></span>Group CFO <span class="_ _2"></span>varies at <span class="_ _2"></span>differ<span class="_ _2"></span>ent lev<span class="_ _2"></span>els of </div><div class="t m0 x6 h13 y895 ffd fs8 fc8 sc0 ls14 ws11">performance <span class="_ _2"></span>under the Policy<span class="_ _6"></span>, both as a percen<span class="_ _2"></span>tage <span class="_ _2"></span>of total r<span class="_ _2"></span>emunera<span class="_ _2"></span>tion opportunity and as a t<span class="_ _2"></span>otal v<span class="_ _2"></span>alue.</div><div class="t mc x69 h65 yfe5 ff2c fs6 fc14 sc0 ls1 ws0">£</div><div class="t mc xc3 h65 yfe6 ff2c fs6 fc14 sc0 ls1 ws0">£500,000</div><div class="t mc x91 h65 yfe7 ff2c fs6 fc14 sc0 ls1 ws0">100%<span class="_ _97"> </span>67%<span class="_ _98"> </span>20%</div><div class="t mc xda h65 yfe8 ff2c fs6 fc14 sc0 ls1 ws0">Below tar<span class="_ _2"></span>get<span class="_ _22"> </span><span class="ls83 ws7f">Ta<span class="_ _7"></span>r<span class="_ _1"></span>g<span class="_ _7"></span>e<span class="_ _1"></span>t</span></div><div class="t mc x65 h65 yfe9 ff2c fs6 fc14 sc0 ls1 ws0">Group CE<span class="_ _2"></span>O</div><div class="t mc xdc h65 yfe8 ff2c fs6 fc14 sc0 ls1 ws0">Maximum<span class="_ _87"> </span>Below targe<span class="_ _2"></span>t<span class="_ _22"> </span><span class="ls83 ws7f">Ta<span class="_ _7"></span>r<span class="_ _1"></span>g<span class="_ _7"></span>e<span class="_ _7"></span>t</span></div><div class="t mc x15a h65 yfe9 ff2c fs6 fc14 sc0 ls1 ws0">Group CFO</div><div class="t mc x15b h65 yfe8 ff2c fs6 fc14 sc0 ls1 ws0">Maximum</div><div class="t mc xe3 he yfea ff2d fs6 fc14 sc0 ls1 ws0">£518k<span class="_ _6b"> </span><span class="ff2c fc0">33%</span></div><div class="t mc xb0 h65 yfeb ff2c fs6 fc0 sc0 ls1 ws0">20%</div><div class="t mc xb0 h65 yfec ff2c fs6 fc0 sc0 ls1 ws0">60%</div><div class="t mc x118 he yfed ff2d fs6 fc3 sc0 ls1 ws0">£768k</div><div class="t mc x15c h65 yfee ff2c fs6 fc14 sc0 ls1 ws0">100%<span class="_ _97"> </span>68%<span class="_ _98"> </span>26%</div><div class="t mc x116 he yfef ff2d fs6 fc14 sc0 ls1 ws0">£393k</div><div class="t mc x94 h65 yff0 ff2c fs6 fc0 sc0 ls1 ws0">32%</div><div class="t mc x2e h65 yff1 ff2c fs6 fc0 sc0 ls1 ws0">24%</div><div class="t mc x2e h65 yff2 ff2c fs6 fc0 sc0 ls1 ws0">50%</div><div class="t mc x15d he yff3 ff2d fs6 fc3 sc0 ls1 ws0">£580k</div><div class="t mc x21 he yff4 ff2d fs6 fc3 sc0 ls1 ws0">£2,561k</div><div class="t mc x11c he yff5 ff2d fs6 fc3 sc0 ls1 ws0">£1,539k</div><div class="c x6 yff6 w8 ha5"><div class="t mc x0 h65 yff7 ff2c fs6 fc14 sc0 ls1 ws0">£1,000,000</div><div class="t mc x0 h65 yff8 ff2c fs6 fc14 sc0 ls1 ws0">£1,500,000</div><div class="t mc x0 h65 yff9 ff2c fs6 fc14 sc0 ls1 ws0">£2,000,000</div><div class="t mc x0 h65 yffa ff2c fs6 fc14 sc0 ls1 ws0">£2,500,000</div><div class="t mc x0 h65 yffb ff2c fs6 fc14 sc0 ls1 ws0">£3,000,000</div></div><div class="t md x14 h4a yffc ff2c fs11 fc14 sc0 ls1 ws0">Fixed P<span class="_ _2"></span>ay</div><div class="t md x10b h4a yffd ff2c fs11 fc14 sc0 ls84 ws80">Key:</div><div class="t md x9f h4a yffc ff2c fs11 fc14 sc0 ls1 ws0">Annual Bonus<span class="_ _28"> </span>2025 L<span class="_ _0"></span>TIP</div><div class="t m0 x1b hf yffe ffb fs2 fc0 sc0 ls1 ws0">Scenario</div><div class="t m0 x159 h4d yfff ffb fs1c fc0 sc0 ls1 ws0">1</div><div class="t m0 x71 hf yffe ffb fs2 fc0 sc0 ls1 ws0">Salary<span class="_ _0"></span>, pension and </div><div class="t m0 x71 h28 y1000 ff16 fs2 fc0 sc0 ls1 ws0">benefits</div><div class="t m0 x151 hf yffe ffb fs2 fc0 sc0 ls36 ws0">Annual bonus outcome </div><div class="t m0 x151 hf y1000 ffb fs2 fc0 sc0 ls1 ws0">(% of maximum)</div><div class="t m0 x114 hf yffe ffb fs2 fc0 sc0 ls1 ws0">2025 L<span class="_ _6"></span>TIP outcome</div><div class="t m0 x1b h13 y1001 ffd fs8 fc0 sc0 ls14 ws11">Minimum (fix<span class="_ _2"></span>ed remuner<span class="_ _2"></span>ation)<span class="_ _dc"> </span>Basic salary as at 1 April 2026 </div><div class="t m0 x71 h14 y1002 ffc fs8 fc0 sc0 ls14 ws0">for the Gr<span class="_ _2"></span>oup CEO and basic </div><div class="t m0 x71 h14 y1003 ffc fs8 fc0 sc0 ls14 ws0">salary on appointment f<span class="_ _2"></span>or </div><div class="t m0 x71 h13 y1004 ffd fs8 fc0 sc0 ls14 ws11">the Group <span class="_ _2"></span>CFO. P<span class="_ _2"></span>ension in </div><div class="t m0 x71 h13 y1005 ffd fs8 fc0 sc0 ls14 ws11">line with P<span class="_ _2"></span>olicy<span class="_ _0"></span>. Benefits as </div><div class="t m0 x71 h13 y1006 ffd fs8 fc0 sc0 ls14 ws11">reported <span class="_ _2"></span>for 2025 f<span class="_ _2"></span>or the </div><div class="t m0 x71 h13 y1007 ffd fs8 fc0 sc0 ls14 ws11">Group CE<span class="_ _2"></span>O and an assumption </div><div class="t m0 x71 h13 y1008 ffd fs8 fc0 sc0 ls14 ws11">for <span class="_ _2"></span>2026 the Group CF<span class="_ _2"></span>O.</div><div class="t m0 x151 h14 y1009 ffc fs8 fc0 sc0 ls14 ws11">Nil<span class="_ _df"> </span>Nil</div><div class="t m0 x1b h13 y100a ffd fs8 fc0 sc0 ls14 ws11">On-plan perf<span class="_ _2"></span>ormance (tar<span class="_ _2"></span>get </div><div class="t m0 x1b h13 y100b ffd fs8 fc0 sc0 ls14 ws11">achievement)</div><div class="t m0 x151 h13 y100a ffd fs8 fc0 sc0 ls14 ws11">50%<span class="_ _e0"> </span><span class="ffc">Nil</span></div><div class="t m0 x1b h13 y100c ffd fs8 fc0 sc0 ls14 ws11">Maximum perf<span class="_ _2"></span>ormance <span class="_ _2"></span>(ex<span class="_ _2"></span>ceeds </div><div class="t m0 x1b h13 y100d ffd fs8 fc0 sc0 ls30 ws2f">targe<span class="_ _1"></span>t)</div><div class="t m0 x151 h13 y100c ffd fs8 fc0 sc0 ls14 ws11">100%<span class="_ _e1"> </span>V<span class="_ _0"></span>alue of 2025 L<span class="_ _0"></span>TIP assuming </div><div class="t m0 x114 h13 y100d ffd fs8 fc0 sc0 ls14 ws11">15% CAGR share <span class="_ _2"></span>price growth <span class="_ _2"></span>is </div><div class="t m0 x114 h13 y100e ffd fs8 fc0 sc0 ls14 ws11">achieved in y<span class="_ _2"></span>ear 3 and year <span class="_ _2"></span>5. The </div><div class="t m0 x114 h14 y100f ffc fs8 fc0 sc0 ls14 ws0">outcome has been annualised </div><div class="t m0 x114 h14 y1010 ffc fs8 fc0 sc0 ls14 ws0">over the perf<span class="_ _2"></span>ormance period and </div><div class="t m0 x114 h13 y1011 ffd fs8 fc0 sc0 ls14 ws11">for <span class="_ _2"></span>the Group CF<span class="_ _2"></span>O to r<span class="_ _2"></span>eflect his </div><div class="t m0 x114 h13 y1012 ffd fs8 fc0 sc0 ls14 ws11">appointment in <span class="_ _2"></span>2026.</div><div class="t m0 x6 h46 y2ca ffd fs1 fc6 sc0 ls1 ws0">Directors’ Remunerati<span class="_ _2"></span>on Policy <span class="ffc fs6 ls6c ws67">continued</span></div><div class="t m0 x6 h1d y1013 ffd fs11 fc8 sc0 ls2b ws29">1 <span class="_ _15"> </span> <span class="_ _1c"></span>Th<span class="_ _1"></span>e Com<span class="_ _1"></span>pani<span class="_ _1"></span>es (Misc<span class="_ _1"></span>ellan<span class="_ _1"></span>eou<span class="_ _1"></span>s Repo<span class="_ _1"></span>r<span class="_ _1"></span>ting) Re<span class="_ _1"></span>gula<span class="_ _1"></span>tions 2<span class="_ _1"></span>018 also r<span class="_ _1"></span>equi<span class="_ _1"></span>re an ad<span class="_ _1"></span>ditio<span class="_ _1"></span>nal sc<span class="_ _1"></span>enar<span class="_ _1"></span>io to be s<span class="_ _1"></span>hown wh<span class="_ _1"></span>ich is th<span class="_ _1"></span>e maxi<span class="_ _1"></span>mum rem<span class="_ _1"></span>uner<span class="_ _1"></span>atio<span class="_ _1"></span>n rec<span class="_ _1"></span>eiv<span class="_ _1"></span>able </div><div class="t m0 x108 h1d yd77 ffd fs11 fc8 sc0 ls2b ws29">ass<span class="_ _1"></span>umin<span class="_ _1"></span>g 50% s<span class="_ _1"></span>hare pr<span class="_ _1"></span>ice a<span class="_ _1"></span>ppre<span class="_ _1"></span>ciati<span class="_ _1"></span>on dur<span class="_ _1"></span>ing th<span class="_ _1"></span>e per<span class="_ _1"></span>fo<span class="_ _1"></span>rman<span class="_ _1"></span>ce pe<span class="_ _1"></span>rio<span class="_ _1"></span>d. Thi<span class="_ _1"></span>s sce<span class="_ _1"></span>nari<span class="_ _1"></span>o has not be<span class="_ _1"></span>en in<span class="_ _1"></span>clud<span class="_ _1"></span>ed ab<span class="_ _1"></span>ove sin<span class="_ _1"></span>ce 50<span class="_ _1"></span>% shar<span class="_ _1"></span>e pric<span class="_ _1"></span>e appr<span class="_ _1"></span>eci<span class="_ _1"></span>ation o<span class="_ _1"></span>ver the 5<span class="_ _1"></span>-y<span class="_ _1"></span>ear </div><div class="t m0 x108 h1d yd9b ffd fs11 fc8 sc0 ls2b ws29">per<span class="_ _1"></span>f<span class="_ _1"></span>orma<span class="_ _1"></span>nce p<span class="_ _1"></span>erio<span class="_ _1"></span>d woul<span class="_ _1"></span>d resu<span class="_ _1"></span>lt in a shar<span class="_ _1"></span>e pri<span class="_ _1"></span>ce equ<span class="_ _1"></span>ival<span class="_ _1"></span>ent to 8<span class="_ _1"></span>.4% CAG<span class="_ _1"></span>R and, un<span class="_ _1"></span>der the 2<span class="_ _1"></span>025 LTIP<span class="_ _0"></span>, no p<span class="_ _1"></span>ool is c<span class="_ _1"></span>reate<span class="_ _1"></span>d for pe<span class="_ _1"></span>r<span class="_ _1"></span>for<span class="_ _1"></span>manc<span class="_ _1"></span>e belo<span class="_ _1"></span>w 10% C<span class="_ _1"></span>AGR<span class="_ _1"></span>.</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   70<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   70<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
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" class="bi x0 y1014 w5 ha6" alt="" /><div class="t m0 xf he y1f ff11 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">70<span class="_ _13"> </span>71</div><div class="t m0 xe he y1e ff2b fs6 fc4 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span>FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span><span class="fc0">CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="fc4 ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="ls11 wse">OVERVIEW</span></span></span></div><div class="t m0 x1e h29 y1015 ffb fs5 fc0 sc0 ls5 ws2a">Director</div><div class="t m0 x15e h29 y1016 ffb fs5 fc7 sc0 ls5 ws0">Commencement of service </div><div class="t m0 x15e h29 y1015 ffb fs5 fc7 sc0 ls5 ws2a">contr<span class="_ _2"></span>act</div><div class="t m0 xfd h2b y1016 ff16 fs5 fc7 sc0 ls5 ws2a">Notice period <span class="ffb ls1 ws0"> </span></div><div class="t m0 xfd h2b y1015 ff16 fs5 fc7 sc0 ls5 ws2a">(from Ex<span class="_ _2"></span>ecutive Dir<span class="_ _2"></span>ector and the <span class="_ _2"></span>Company)</div><div class="t m0 x127 h11 y1017 ffb fs8 fc0 sc0 ls14 ws0">Adam Castleton</div><div class="t m0 x15e ha7 y1018 ffd fs35 fc8 sc0 ls85 ws81">2 November 2015 (Gr<span class="_ _2"></span>oup CFO)</div><div class="t m0 x15e ha7 y1019 ffd fs35 fc8 sc0 ls85 ws81">1 May 2025 <span class="_ _2"></span>(Group CE<span class="_ _2"></span>O)</div><div class="t m0 xfd ha8 y1018 ffc fs35 fc8 sc0 ls85 ws0">Nine months</div><div class="t m0 x6b h11 y101a ffb fs8 fc0 sc0 ls14 ws0">David Tilak</div><div class="t m0 x15e ha7 y101b ffd fs35 fc8 sc0 ls85 ws81">12 January 2026<span class="_ _e2"> </span><span class="ffc ws0">Nine months</span></div><div class="t m0 x1e h29 y101c ffb fs5 fc0 sc0 ls5 ws2a">Director</div><div class="t m0 x15e h29 y101d ffb fs5 fc7 sc0 ls5 ws0">Date original t<span class="_ _2"></span>erm </div><div class="t m0 x15e h29 y101c ffb fs5 fc7 sc0 ls5 ws2a">commenced</div><div class="t m0 xf1 h29 y101d ffb fs5 fc7 sc0 ls5 ws0">Date curr<span class="_ _2"></span>ent term <span class="ls1"> </span></div><div class="t m0 xf1 h29 y101c ffb fs5 fc7 sc0 ls5 ws2a">commenced</div><div class="t m0 x74 h29 y101d ffb fs5 fc7 sc0 ls5 ws0">Expiry date of <span class="ls1"> </span></div><div class="t m0 x74 h29 y101c ffb fs5 fc7 sc0 ls5 ws0">current t<span class="_ _2"></span>erm</div><div class="t m0 xea h11 y101e ffb fs8 fc0 sc0 ls14 ws0">Adrian Collins</div><div class="t m0 x15e ha7 y101f ffd fs35 fc8 sc0 ls85 ws81">30 April 2024</div><div class="t m0 xf1 h13 y101e ffd fs8 fc8 sc0 ls14 ws11">30 April 2024<span class="_ _e3"> </span>29 April 2027</div><div class="t m0 x15f h13 y1020 ffb fs8 fc0 sc0 ls14 ws0">Gaby Appleton<span class="_ _dc"> </span><span class="ffd fc8 ws11">1 <span class="_ _2"></span>September 2019<span class="_ _35"> </span>1 September 2025<span class="_ _e4"> </span>31 August 2028</span></div><div class="t m0 x107 h13 y1021 ffb fs8 fc0 sc0 ls14 ws0">Darrell E<span class="_ _2"></span>vans<span class="_ _dc"> </span><span class="ffd fc8 ws11">28 F<span class="_ _2"></span>ebruary 2019<span class="_ _9b"> </span>28 February 2025<span class="_ _e5"> </span>27 February 2028</span></div><div class="t m0 x160 h13 y1022 ffb fs8 fc0 sc0 ls14 ws0">Sony<span class="_ _2"></span>a Ghobrial<span class="_ _dc"> </span><span class="ffd fc8 ws11">4 March 2022<span class="_ _e6"> </span>4 March 2025<span class="_ _57"> </span>3 March 2028</span></div><div class="t m0 xd2 h13 y1023 ffb fs8 fc0 sc0 ls14 ws0">James Mack<span class="_ _dc"> </span><span class="ffd fc8 ws11">27 September 2021<span class="_ _2c"> </span>27 September 2024<span class="_ _e7"> </span>26 September 2027</span></div><div class="t m0 x112 h13 y1024 ffb fs8 fc0 sc0 ls14 ws0">Michael Stoop<span class="_ _dc"> </span><span class="ffd fc8 ws11">24 June 2024<span class="_ _e8"> </span>24 June 2024<span class="_ _e3"> </span>23 June 2027</span></div><div class="t m0 x18 h28 y2fc ff16 fs2 fc7 sc0 ls1 ws0">Service contr<span class="_ _2"></span>acts for Ex<span class="_ _0"></span>ecutive Directors</div><div class="t m0 x18 h13 y2fd ffd fs8 fc8 sc0 ls14 ws11">The service contr<span class="_ _2"></span>acts f<span class="_ _2"></span>or the two Ex<span class="_ _2"></span>ecutive Dir<span class="_ _2"></span>ector<span class="_ _2"></span>s are not fix<span class="_ _0"></span>ed term and are terminab<span class="_ _2"></span>le by either the Compan<span class="_ _2"></span>y or the Ex<span class="_ _2"></span>ecutive Dir<span class="_ _2"></span>ector as </div><div class="t m0 x18 h13 y2ff ffd fs8 fc8 sc0 ls14 ws11">detailed belo<span class="_ _2"></span>w: </div><div class="t m0 x18 h13 y1025 ffd fs8 fc8 sc0 ls14 ws11">Copies of Direct<span class="_ _2"></span>ors’ service agr<span class="_ _2"></span>eements are <span class="_ _2"></span>available <span class="_ _2"></span>for inspection <span class="_ _2"></span>via the Group <span class="_ _2"></span>Company Secr<span class="_ _2"></span>etary<span class="_ _0"></span>.</div><div class="t m0 x18 h13 y1026 ffd fs8 fc8 sc0 ls14 ws11">At the <span class="_ _2"></span>Committee’<span class="_ _0"></span>s recommendation <span class="_ _2"></span>and at the Boar<span class="_ _2"></span>d’<span class="_ _0"></span>s discretion, an Ex<span class="_ _2"></span>ecutive Dir<span class="_ _2"></span>ector<span class="_ _1"></span>’<span class="_ _0"></span>s service contract <span class="_ _2"></span>can be termina<span class="_ _2"></span>ted early by pa<span class="_ _2"></span>yment of </div><div class="t m0 x18 h13 y1027 ffd fs8 fc8 sc0 ls14 ws11">basic salary and benefits in <span class="_ _2"></span>lieu of the requir<span class="_ _2"></span>ed notice period.</div><div class="t m0 x18 h28 y1028 ff16 fs2 fc7 sc0 ls1 ws0">Non-Ex<span class="_ _2"></span>ecutive Direct<span class="_ _2"></span>ors</div><div class="t m0 x18 h13 y1029 ffd fs8 fc8 sc0 ls14 ws11">Non-Executiv<span class="_ _2"></span>e Direct<span class="_ _2"></span>ors, including the <span class="_ _2"></span>Chair<span class="_ _6"></span>, have letter<span class="_ _2"></span>s of appoin<span class="_ _2"></span>tment which set out <span class="_ _2"></span>their roles and r<span class="_ _2"></span>esponsibilities. They ar<span class="_ _2"></span>e not eligible to </div><div class="t m0 x18 h13 y102a ffd fs8 fc8 sc0 ls14 ws11">participate in <span class="_ _2"></span>incentive arr<span class="_ _2"></span>angements or <span class="_ _2"></span>receive pension <span class="_ _2"></span>provision. The <span class="_ _2"></span>following t<span class="_ _2"></span>able shows <span class="_ _2"></span>details of the <span class="_ _2"></span>terms of appointmen<span class="_ _2"></span>t of our Non-</div><div class="t m0 x18 h13 y102b ffd fs8 fc8 sc0 ls14 ws11">Executiv<span class="_ _2"></span>e Direct<span class="_ _2"></span>ors who ar<span class="_ _2"></span>e on the Boar<span class="_ _2"></span>d at the da<span class="_ _2"></span>te of this R<span class="_ _2"></span>eport.</div><div class="t m0 x18 h13 y102c ffd fs8 fc8 sc0 ls14 ws11">Copies of Non-Ex<span class="_ _2"></span>ecutive Dir<span class="_ _2"></span>ector letter<span class="_ _2"></span>s of appointmen<span class="_ _2"></span>t are a<span class="_ _2"></span>vailable f<span class="_ _2"></span>or inspection via <span class="_ _2"></span>the Group Compan<span class="_ _2"></span>y Secre<span class="_ _2"></span>tary<span class="_ _0"></span>. </div><div class="t m0 x18 h46 y2ca ffd fs1 fc6 sc0 ls1 ws0">Annua<span class="_ _2"></span>l Repor<span class="_ _1"></span>t on Re<span class="_ _2"></span>munerati<span class="_ _2"></span>on</div><div class="t m0 x18 h10 y21 ffc fs4 fc6 sc0 ls1 ws0"> </div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   71<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   71<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
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" class="bi x0 y102d w5 ha9" alt="" /><div class="t m0 x3a h2b y102e ff16 fs5 fc0 sc0 ls5 ws2a">Remuner<span class="_ _2"></span>ation </div><div class="t m0 x152 h29 y102f ffb fs5 fc0 sc0 ls5 ws2a">element<span class="_ _dc"> </span><span class="fc7 ws0">Adam Castle<span class="_ _2"></span>ton<span class="_ _92"> </span>David Tilak</span></div><div class="t m0 x127 h11 y1030 ffb fs8 fc0 sc0 ls14 ws11">Salary</div><div class="t m0 x106 ha7 y1031 ffd fs35 fc8 sc0 ls85 ws81">£500,000<span class="_ _e9"> </span>£375,000</div><div class="t m0 x14 h11 y1032 ffb fs8 fc0 sc0 ls14 ws0">Pension and </div><div class="t m0 x109 h2e y1033 ff16 fs8 fc0 sc0 ls14 ws11">benefits</div><div class="t m0 x22 h13 y1032 ffd fs8 fc8 sc0 ls14 ws11">Pension c<span class="_ _2"></span>ontribution of 3% of <span class="_ _2"></span>banded earnings.</div><div class="t m0 x115 h13 y1034 ffd fs8 fc8 sc0 ls14 ws11">Benefits in line with <span class="_ _2"></span>Policy<span class="_ _6"></span>.</div><div class="t m0 x1d h11 y1035 ffb fs8 fc0 sc0 ls14 ws0">Annual bonus </div><div class="t m0 x150 h11 y1036 ffb fs8 fc0 sc0 ls14 ws11">opportunity</div><div class="t m0 x106 h13 y1035 ffd fs8 fc8 sc0 ls14 ws11">100% of salary</div><div class="t m0 x106 h13 y1037 ffd fs8 fc8 sc0 ls14 ws11">33% of an<span class="_ _2"></span>y bonus earned, net of t<span class="_ _2"></span>ax, will be used<span class="_ _2"></span> to </div><div class="t m0 x106 h13 y1038 ffd fs8 fc8 sc0 ls14 ws11">purchase shar<span class="_ _2"></span>es which must be <span class="_ _2"></span>held for <span class="_ _2"></span>two year<span class="_ _2"></span>s.</div><div class="t m0 x147 h13 y1039 ffd fs8 fc8 sc0 ls14 ws11">100% of salary</div><div class="t m0 x147 h13 y103a ffd fs8 fc8 sc0 ls14 ws11">25% of an<span class="_ _2"></span>y bonus earned, net of t<span class="_ _2"></span>ax, will be used<span class="_ _2"></span> to </div><div class="t m0 x147 h13 y103b ffd fs8 fc8 sc0 ls14 ws11">purchase shar<span class="_ _2"></span>es which must be <span class="_ _2"></span>held for <span class="_ _2"></span>two year<span class="_ _2"></span>s.</div><div class="t m0 x1d h11 y103c ffb fs8 fc0 sc0 ls14 ws0">Annual bonus </div><div class="t m0 xda h11 y103d ffb fs8 fc0 sc0 ls14 ws11">performance </div><div class="t m0 xe2 h11 y103e ffb fs8 fc0 sc0 ls14 ws11">measures</div><div class="t m0 x161 h13 y103f ffd fs8 fc8 sc0 ls14 ws11">70% Group <span class="_ _2"></span>Underlying Opera<span class="_ _2"></span>ting Profit.</div><div class="t m0 x13d h13 y1040 ffd fs8 fc8 sc0 ls14 ws11">30% str<span class="_ _2"></span>ategic objectiv<span class="_ _2"></span>es.</div><div class="t m0 x5e h11 y1041 ffb fs8 fc0 sc0 ls14 ws11">L<span class="_ _0"></span>TIP</div><div class="t m0 x106 h13 y1042 ffd fs8 fc8 sc0 ls14 ws11">No L<span class="_ _0"></span>TIP awar<span class="_ _2"></span>d will be gr<span class="_ _2"></span>anted in 2026.</div><div class="t m0 x147 h13 y1041 ffd fs8 fc8 sc0 ls14 ws11">An awar<span class="_ _2"></span>d under the 2025 L<span class="_ _6"></span>TIP will be grant<span class="_ _2"></span>ed in 2026, </div><div class="t m0 x147 h13 y1043 ffd fs8 fc8 sc0 ls14 ws11">with an alloca<span class="_ _2"></span>tion of 14% of the pool.</div><div class="t m0 xb2 h11 y1044 ffb fs8 fc0 sc0 ls14 ws11">Shareholding </div><div class="t m0 xe9 h11 y1045 ffb fs8 fc0 sc0 ls14 ws11">guidelines</div><div class="t m0 x87 h13 y1046 ffd fs8 fc8 sc0 ls14 ws11">200% of salary<span class="_ _0"></span>.</div><div class="t m0 x124 h13 y1047 ffd fs8 fc8 sc0 ls14 ws11">Pos<span class="_ _2"></span>t<span class="_ _2"></span>-cessation Ex<span class="_ _2"></span>ecutive Dir<span class="_ _2"></span>ectors <span class="_ _2"></span>must hold the low<span class="_ _2"></span>er of shares <span class="_ _2"></span>with a value equiv<span class="_ _2"></span>alent to <span class="_ _2"></span>the in-service </div><div class="t m0 x134 h13 y1048 ffd fs8 fc8 sc0 ls14 ws11">shareholding r<span class="_ _2"></span>equirement <span class="_ _2"></span>and actual shares held <span class="_ _2"></span>on cessation f<span class="_ _2"></span>or two y<span class="_ _2"></span>ears.</div><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">72<span class="_ _13"> </span>73</div><div class="t m0 x19 he y1e ff10 fs6 fc4 sc0 ls11 wse">OVERVIEW</div><div class="t m0 x6 h28 y2fc ff16 fs2 fc7 sc0 ls1 ws0">Implementa<span class="_ _2"></span>tion of the Policy f<span class="_ _2"></span>or the year ending 31 December 2026</div><div class="t m0 x6 h2a y81a ff13 fs5 fc7 sc0 ls1 ws0">Ex<span class="_ _2"></span>ecutive Direct<span class="_ _2"></span>ors</div><div class="t m0 x6 h2a y1049 ff13 fs5 fc7 sc0 ls1 ws0">Non-Ex<span class="_ _2"></span>ecutive Direct<span class="_ _2"></span>ors</div><div class="t m0 x6 h13 y104a ffd fs8 fc8 sc0 ls14 ws11">The f<span class="_ _2"></span>ees for <span class="_ _2"></span>the Non-Executiv<span class="_ _2"></span>e Direct<span class="_ _2"></span>ors will incr<span class="_ _2"></span>ease by 3% with <span class="_ _2"></span>eff<span class="_ _2"></span>ect from 1 <span class="_ _2"></span>April 2026. There will b<span class="_ _2"></span>e no increase t<span class="_ _2"></span>o the Chair f<span class="_ _2"></span>ee. The f<span class="_ _2"></span>ees f<span class="_ _2"></span>or </div><div class="t m0 x6 h13 y104b ffd fs8 fc8 sc0 ls14 ws11">2026 are se<span class="_ _2"></span>t out below<span class="_ _0"></span>.</div><div class="t m0 xc3 h1d y104c ffd fs11 fc3 sc0 ls1 ws0">Role<span class="_ _ea"> </span><span class="ffb">2026 (£)<span class="_ _eb"> </span></span>2025 (£)</div><div class="t m0 xc3 h13 y104d ffc fs8 fc3 sc0 ls1 ws0">Chair of the Board<span class="_ _ec"> </span><span class="ffb">153,000<span class="_ _2b"> </span><span class="ffd">153,000</span></span></div><div class="t m0 xc3 h13 y104e ffd fs8 fc3 sc0 ls1 ws0">Independent Non-Ex<span class="_ _2"></span>ecutive Direct<span class="_ _2"></span>or<span class="_ _ed"> </span><span class="ffb">54,500<span class="_ _eb"> </span></span>53,000</div><div class="t m0 xc3 h13 y104f ffc fs8 fc3 sc0 ls1 ws0">Senior Independent Direct<span class="_ _2"></span>or<span class="_ _ee"> </span><span class="ffb">9,250<span class="_ _ef"> </span><span class="ffd">9,000</span></span></div><div class="t m0 xc3 h13 y1050 ffd fs8 fc3 sc0 ls1 ws0">Chair of the Remuner<span class="_ _2"></span>ation Committee<span class="_ _f0"> </span><span class="ffb">9,750<span class="_ _ef"> </span></span>9,500</div><div class="t m0 xc3 h13 y1051 ffd fs8 fc3 sc0 ls1 ws0">Chair of the Audit &amp; Risk Committee<span class="_ _f1"> </span><span class="ffb">9,750<span class="_ _ef"> </span></span>9,500</div><div class="t m0 xc3 h13 y1052 ffd fs8 fc3 sc0 ls1 ws0">Designated Non-Ex<span class="_ _2"></span>ecutive Dir<span class="_ _2"></span>ector f<span class="_ _2"></span>or workf<span class="_ _2"></span>orce engag<span class="_ _2"></span>ement<span class="_ _f2"> </span><span class="ffb">2,000<span class="_ _ef"> </span></span>2,000</div><div class="t m0 x6 h46 y2ca ffd fs1 fc6 sc0 ls1 ws0">Annua<span class="_ _2"></span>l Repor<span class="_ _1"></span>t on Re<span class="_ _2"></span>munerati<span class="_ _2"></span>on <span class="ffc fs6 ls6c ws67">continued</span></div><div class="t m0 x6 h45 y21 ffd fs4 fc6 sc0 ls6b ws66">Dire<span class="_ _1"></span>c<span class="_ _7"></span>tor<span class="_ _1"></span>s’<span class="_ _1"></span> Remuner<span class="_ _1"></span>ation<span class="_ _1"></span> Repor<span class="_ _14"></span>t<span class="_ _1"></span> <span class="ffc fs18 ls64 ws5f">conti<span class="_ _2"></span>nued</span></div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   72<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   72<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
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" class="bi x0 y1053 w5 haa" alt="" /><div class="t m0 xf he y1f ff11 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">72<span class="_ _13"> </span>73</div><div class="t m0 xe he y1e ff2b fs6 fc4 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span>FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span><span class="fc0">CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="fc4 ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="ls11 wse">OVERVIEW</span></span></span></div><div class="t m0 x18 h28 y71 ff16 fs2 fc7 sc0 ls1 ws0">Director<span class="_ _2"></span>s’ remuner<span class="_ _0"></span>ation pay<span class="_ _2"></span>able in 2025 (audited inf<span class="_ _2"></span>ormation)</div><div class="t m0 x18 h2a yf72 ff13 fs5 fc7 sc0 ls1 ws0">Director<span class="_ _2"></span>s’ remuner<span class="_ _2"></span>ation</div><div class="t m0 x18 h13 y81b ffd fs8 fc8 sc0 ls14 ws11">The remuner<span class="_ _2"></span>ation of the <span class="_ _2"></span>Director<span class="_ _2"></span>s f<span class="_ _2"></span>or 2025 was as f<span class="_ _2"></span>ollow<span class="_ _2"></span>s:</div><div class="t m0 x162 h8b y1054 ffb fs11 fc3 sc0 ls1 ws0">Y<span class="_ _0"></span>ear</div><div class="t m0 xd3 h8b y1055 ffb fs11 fc3 sc0 ls1 ws0">Basic salary</div><div class="t m0 x28 h8b y1054 ffb fs11 fc3 sc0 ls1 ws0">or fees (£)</div><div class="t m0 x3e h86 y1055 ff16 fs11 fc3 sc0 ls1 ws0">Benefits</div><div class="t m0 x51 h87 y1056 ffd fs31 fc3 sc0 ls1 ws0">5 </div><div class="t m0 x4a h8b y1054 ffb fs11 fc3 sc0 ls1 ws0">(£)</div><div class="t m0 x24 h8b y1057 ffb fs11 fc3 sc0 ls1 ws0">Pension </div><div class="t m0 xad h86 y1055 ff16 fs11 fc3 sc0 ls1 ws0">contributions</div><div class="t m0 x163 h87 y1056 ffd fs31 fc3 sc0 ls1 ws0">6 </div><div class="t m0 x146 h8b y1054 ffb fs11 fc3 sc0 ls1 ws0">(£)</div><div class="t m0 xbe h8b y1055 ffb fs11 fc3 sc0 ls1 ws0">Sub total - </div><div class="t m0 x3f h86 y1054 ff16 fs11 fc3 sc0 ls1 ws0">fixed pa<span class="_ _2"></span>y (£)</div><div class="t m0 x15 h8b y1055 ffb fs11 fc3 sc0 ls1 ws0">Annual </div><div class="t m0 x8c h8b y1054 ffb fs11 fc3 sc0 ls1 ws0">bonus (£)</div><div class="t m0 x12d h8b y1057 ffb fs11 fc3 sc0 ls1 ws0">Share </div><div class="t m0 x36 h8b y1055 ffb fs11 fc3 sc0 ls1 ws0">awards</div><div class="t m0 x11c h87 y1056 ffd fs31 fc3 sc0 ls1 ws0">7 </div><div class="t m0 xb4 h8b y1054 ffb fs11 fc3 sc0 ls1 ws0">(£)</div><div class="t m0 x7b h8b y1055 ffb fs11 fc3 sc0 ls1 ws0">Other</div><div class="t m0 xed h87 y1056 ffd fs31 fc3 sc0 ls1 ws0">8 </div><div class="t m0 xb6 h8b y1054 ffb fs11 fc3 sc0 ls1 ws0">(£)</div><div class="t m0 xec h4a y1057 ffc fs11 fc3 sc0 ls1 ws0">Sub total </div><div class="t m0 xec h4a y1055 ffc fs11 fc3 sc0 ls1 ws0">- variable </div><div class="t m0 xc5 h8b y1054 ffc fs11 fc3 sc0 ls1 ws0">pay <span class="ffb">(£)<span class="_ _ca"> </span></span>T<span class="_ _0"></span>otal <span class="ffb">(£)</span></div><div class="t m0 x41 h11 y1058 ffb fs8 fc3 sc0 ls1 ws0">Chair</div><div class="t m0 x41 h14 y1059 ffc fs8 fc3 sc0 ls1 ws0">Adrian Collins</div><div class="t m0 xe3 h3a y105a ffd fs19 fc3 sc0 ls1 ws0">1</div><div class="t m0 x50 h13 y105b ffd fs8 fc3 sc0 ls1 ws0">2025<span class="_ _f3"> </span>152,250<span class="_ _f4"> </span><span class="ffc">-<span class="_ _f5"> </span>-<span class="_ _f3"> </span></span>152,250<span class="_ _45"> </span><span class="ffc">-<span class="_ _f4"> </span>-<span class="_ _2c"> </span>-<span class="_ _2b"> </span>-<span class="_ _f3"> </span></span>152,250</div><div class="t m0 x50 h13 y105c ffd fs8 fc3 sc0 ls1 ws0">2024<span class="_ _f3"> </span>100,000<span class="_ _f4"> </span><span class="ffc">-<span class="_ _f5"> </span>-<span class="_ _f3"> </span></span>100,000<span class="_ _45"> </span><span class="ffc">-<span class="_ _f4"> </span>-<span class="_ _2c"> </span>-<span class="_ _2b"> </span>-<span class="_ _f3"> </span></span>100,000</div><div class="t m0 x41 h2e y105d ff16 fs8 fc3 sc0 ls1 ws0">Executiv<span class="_ _2"></span>e Directors</div><div class="t m0 x41 h13 y105e ffc fs8 fc3 sc0 ls1 ws0">Adam Castleton<span class="_ _f6"> </span><span class="ffd">2025<span class="_ _f3"> </span>444,333<span class="_ _f7"> </span>16,572<span class="_ _cb"> </span>1,321<span class="_ _f3"> </span>462,226<span class="_ _f8"> </span>240,145<span class="_ _15"> </span>166,224<span class="_ _f8"> </span>1,343<span class="_ _f8"> </span>407,712<span class="_ _f3"> </span>869,938</span></div><div class="t m0 x50 h13 y105f ffd fs8 fc3 sc0 ls1 ws0">2024<span class="_ _f3"> </span>330,563<span class="_ _f7"> </span>16,501<span class="_ _cb"> </span>1,321<span class="_ _f3"> </span>348,385<span class="_ _f8"> </span>261,872<span class="_ _f4"> </span><span class="ffc">-<span class="_ _f8"> </span></span>1,223<span class="_ _f8"> </span>263,095<span class="_ _f3"> </span>611,480</div><div class="t m0 x41 h13 y1060 ffd fs8 fc3 sc0 ls1 ws0">David Ste<span class="_ _2"></span>wart</div><div class="t m0 xe3 h3a y1061 ffd fs19 fc3 sc0 ls1 ws0">2</div><div class="t m0 x50 h13 y1062 ffd fs8 fc3 sc0 ls1 ws0">2025<span class="_ _f3"> </span>164,333<span class="_ _f3"> </span>5,500<span class="_ _2e"> </span>387<span class="_ _f3"> </span>170,220<span class="_ _45"> </span><span class="ffc">-<span class="_ _15"> </span></span>116,198<span class="_ _f9"> </span>150<span class="_ _f8"> </span>116,348<span class="_ _f3"> </span>286,568</div><div class="t m0 x50 h13 y1063 ffd fs8 fc3 sc0 ls1 ws0">2024<span class="_ _f3"> </span>489,437<span class="_ _f7"> </span>16,501<span class="_ _cb"> </span>1,161<span class="_ _f3"> </span>507,099<span class="_ _f8"> </span>386,217<span class="_ _f4"> </span><span class="ffc">-<span class="_ _f9"> </span></span>637<span class="_ _f8"> </span>386,854<span class="_ _f3"> </span>893,953</div><div class="t m0 x41 h2e y1064 ff16 fs8 fc3 sc0 ls1 ws0">Non Executiv<span class="_ _2"></span>e Directors</div><div class="t m0 x41 h13 y1065 ffc fs8 fc3 sc0 ls1 ws0">Gaby Appleton<span class="_ _87"> </span><span class="ffd">2025<span class="_ _3c"> </span>52,750<span class="_ _f4"> </span></span>-<span class="_ _f5"> </span>-<span class="_ _65"> </span><span class="ffd">52,750<span class="_ _45"> </span></span>-<span class="_ _f4"> </span>-<span class="_ _22"> </span>-<span class="_ _45"> </span>-<span class="_ _3c"> </span><span class="ffd">52,750</span></div><div class="t m0 x50 h13 y1066 ffd fs8 fc3 sc0 ls1 ws0">2024<span class="_ _3c"> </span>54,877<span class="_ _f4"> </span><span class="ffc">-<span class="_ _f5"> </span>-<span class="_ _65"> </span></span>54,877<span class="_ _45"> </span><span class="ffc">-<span class="_ _f4"> </span>-<span class="_ _2c"> </span>-<span class="_ _2b"> </span>-<span class="_ _3c"> </span></span>54,877</div><div class="t m0 x41 h13 y1067 ffc fs8 fc3 sc0 ls1 ws0">Sony<span class="_ _2"></span>a Ghobrial<span class="_ _65"> </span><span class="ffd">2025<span class="_ _65"> </span>52,750<span class="_ _f4"> </span></span>-<span class="_ _f5"> </span>-<span class="_ _65"> </span><span class="ffd">52,750<span class="_ _45"> </span></span>-<span class="_ _f4"> </span>-<span class="_ _2c"> </span>-<span class="_ _45"> </span>-<span class="_ _65"> </span><span class="ffd">52,750</span></div><div class="t m0 x50 h13 y1068 ffd fs8 fc3 sc0 ls1 ws0">2024<span class="_ _3c"> </span>51,625<span class="_ _f4"> </span><span class="ffc">-<span class="_ _f5"> </span>-<span class="_ _65"> </span></span>51,625</div><div class="t m0 x9a h13 y1069 ffc fs8 fc3 sc0 ls1 ws0">-<span class="_ _f4"> </span>-<span class="_ _2c"> </span>-<span class="_ _45"> </span>-<span class="_ _65"> </span><span class="ffd">51,625</span></div><div class="t m0 x41 h13 y106a ffd fs8 fc3 sc0 ls1 ws0">James Mack<span class="_ _6d"> </span>2025<span class="_ _65"> </span>71,125<span class="_ _f4"> </span><span class="ffc">-<span class="_ _97"> </span>-<span class="_ _65"> </span></span>71,125<span class="_ _45"> </span><span class="ffc">-<span class="_ _f4"> </span>-<span class="_ _22"> </span>-<span class="_ _45"> </span>-<span class="_ _3c"> </span></span>71,125</div><div class="t m0 x50 h13 y106b ffd fs8 fc3 sc0 ls1 ws0">2024<span class="_ _3c"> </span>68,018<span class="_ _f4"> </span><span class="ffc">-<span class="_ _f5"> </span>-<span class="_ _65"> </span></span>68,018<span class="_ _45"> </span><span class="ffc">-<span class="_ _f4"> </span>-<span class="_ _2c"> </span>-<span class="_ _2b"> </span>-<span class="_ _3c"> </span></span>68,018</div><div class="t m0 x41 h14 y106c ffc fs8 fc3 sc0 ls1 ws0">Darrell E<span class="_ _2"></span>vans</div><div class="t m0 x152 h3a y106d ffd fs19 fc3 sc0 ls1 ws0">3</div><div class="t m0 x50 h13 y106e ffd fs8 fc3 sc0 ls1 ws0">2025<span class="_ _f3"> </span>156,937<span class="_ _f4"> </span><span class="ffc">-<span class="_ _f5"> </span>-<span class="_ _f3"> </span></span>156,937<span class="_ _45"> </span><span class="ffc">-<span class="_ _f4"> </span>-<span class="_ _2c"> </span>-<span class="_ _2b"> </span>-<span class="_ _f3"> </span></span>156,937</div><div class="t m0 x50 h13 y106f ffd fs8 fc3 sc0 ls1 ws0">2024<span class="_ _3c"> </span>80,325<span class="_ _f4"> </span><span class="ffc">-<span class="_ _f5"> </span>-<span class="_ _65"> </span></span>80,325<span class="_ _45"> </span><span class="ffc">-<span class="_ _f4"> </span>-<span class="_ _2c"> </span>-<span class="_ _2b"> </span>-<span class="_ _3c"> </span></span>80,325</div><div class="t m0 x41 h14 y1070 ffc fs8 fc3 sc0 ls1 ws0">Michael Stoop</div><div class="t m0 x91 h3a y1071 ffd fs19 fc3 sc0 ls1 ws0">4</div><div class="t m0 x50 h13 y1072 ffd fs8 fc3 sc0 ls1 ws0">2025<span class="_ _f3"> </span>128,917<span class="_ _f4"> </span><span class="ffc">-<span class="_ _f5"> </span>-<span class="_ _f3"> </span></span>128,917<span class="_ _45"> </span><span class="ffc">-<span class="_ _f4"> </span>-<span class="_ _2c"> </span>-<span class="_ _2b"> </span>-<span class="_ _f3"> </span></span>128,917</div><div class="t m0 x50 h13 y1073 ffd fs8 fc3 sc0 ls1 ws0">2024<span class="_ _3c"> </span>25,000<span class="_ _f4"> </span><span class="ffc">-<span class="_ _f5"> </span>-<span class="_ _65"> </span></span>25,000<span class="_ _45"> </span><span class="ffc">-<span class="_ _f4"> </span>-<span class="_ _2c"> </span>-<span class="_ _2b"> </span>-<span class="_ _3c"> </span></span>25,000</div><div class="t m0 x41 h11 y1074 ffb fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal<span class="_ _fa"> </span>2025<span class="_ _fb"> </span>1,223,395<span class="_ _f7"> </span>22,072<span class="_ _1b"> </span>1,708<span class="_ _fb"> </span>1,247,175<span class="_ _f8"> </span>240,145<span class="_ _fc"> </span>282,422<span class="_ _f8"> </span>1,493<span class="_ _f8"> </span>524,060<span class="_ _fb"> </span>1,771,235</div><div class="t m0 x50 h13 y1075 ffd fs8 fc3 sc0 ls1 ws0">2024<span class="_ _fb"> </span>1,199,845<span class="_ _f7"> </span>33,002<span class="_ _cb"> </span>2,482<span class="_ _dc"> </span>1,235,329<span class="_ _dc"> </span>648,089<span class="_ _f4"> </span><span class="ffc">-<span class="_ _fd"> </span></span>1,860<span class="_ _f8"> </span>649,949<span class="_ _fe"> </span>1,885,278</div><div class="t m0 x18 h1d y1076 ffd fs11 fc8 sc0 ls2b ws29">1 <span class="_ _15"> </span> <span class="_ _1c"></span>Dur<span class="_ _1"></span>ing 202<span class="_ _1"></span>5, a paym<span class="_ _1"></span>ent of £<span class="_ _1"></span>97<span class="_ _0"></span>,20<span class="_ _1"></span>0 fo<span class="_ _1"></span>r othe<span class="_ _1"></span>r ser<span class="_ _1"></span>vi<span class="_ _1"></span>ces pr<span class="_ _1"></span>ovi<span class="_ _1"></span>ded to th<span class="_ _1"></span>e Com<span class="_ _1"></span>pany wa<span class="_ _1"></span>s paid to F<span class="_ _1"></span>inco<span class="_ _1"></span>rp Li<span class="_ _1"></span>mite<span class="_ _1"></span>d, a cons<span class="_ _1"></span>ult<span class="_ _1"></span>anc<span class="_ _1"></span>y com<span class="_ _1"></span>pany cl<span class="_ _1"></span>ose<span class="_ _1"></span>ly ass<span class="_ _1"></span>oc<span class="_ _1"></span>iated w<span class="_ _1"></span>ith </div><div class="t m0 x39 h4a y1077 ffc fs11 fc8 sc0 ls6f ws7e">Adrian Collins</div><div class="t m0 x18 h1d y1078 ffd fs11 fc8 sc0 ls2b ws29">2 <span class="_ _15"> </span> <span class="_ _1c"></span>Dav<span class="_ _1"></span>id Stew<span class="_ _1"></span>ar<span class="_ _1"></span>t step<span class="_ _1"></span>ped d<span class="_ _1"></span>own fr<span class="_ _1"></span>om the B<span class="_ _1"></span>oard a<span class="_ _1"></span>nd fro<span class="_ _1"></span>m the ro<span class="_ _1"></span>le of Gro<span class="_ _1"></span>up CEO on 3<span class="_ _1"></span>0 Apr<span class="_ _1"></span>il 2025</div><div class="t m0 x18 h1d y1079 ffd fs11 fc8 sc0 ls2b ws29">3 <span class="_ _15"> </span>Dar<span class="_ _1"></span>rell Ev<span class="_ _1"></span>ans’ f<span class="_ _1"></span>ee for 202<span class="_ _1"></span>5 inc<span class="_ _1"></span>lude<span class="_ _1"></span>s the fe<span class="_ _1"></span>e in resp<span class="_ _1"></span>ec<span class="_ _1"></span>t of his ro<span class="_ _1"></span>le as cha<span class="_ _1"></span>ir of the S<span class="_ _1"></span>ur<span class="_ _1"></span>veyi<span class="_ _1"></span>ng and Val<span class="_ _1"></span>uatio<span class="_ _1"></span>n Div<span class="_ _1"></span>isio<span class="_ _1"></span>n</div><div class="t m0 x18 h1d y107a ffd fs11 fc8 sc0 ls2b ws29">4 <span class="_ _15"> </span>Mic<span class="_ _1"></span>hael St<span class="_ _1"></span>oop<span class="_ _1"></span>’<span class="_ _2"></span>s fee for 20<span class="_ _1"></span>25 inc<span class="_ _1"></span>lud<span class="_ _1"></span>es the fe<span class="_ _1"></span>e in resp<span class="_ _1"></span>ec<span class="_ _1"></span>t of his ro<span class="_ _1"></span>le as ch<span class="_ _1"></span>air of th<span class="_ _1"></span>e Est<span class="_ _1"></span>ate A<span class="_ _1"></span>genc<span class="_ _1"></span>y Fr<span class="_ _1"></span>anch<span class="_ _1"></span>ising D<span class="_ _1"></span>ivi<span class="_ _1"></span>sion</div><div class="t m0 x18 h1d y107b ffd fs11 fc8 sc0 ls2b ws29">5 <span class="_ _15"> </span>Be<span class="_ _1"></span>nefi<span class="_ _1"></span>ts co<span class="_ _1"></span>mpr<span class="_ _1"></span>ise pr<span class="_ _1"></span>iva<span class="_ _1"></span>te medi<span class="_ _1"></span>cal c<span class="_ _1"></span>over a<span class="_ _1"></span>nd com<span class="_ _1"></span>pany c<span class="_ _1"></span>ar or ca<span class="_ _1"></span>r allow<span class="_ _1"></span>anc<span class="_ _1"></span>e</div><div class="t m0 x18 h1d y107c ffd fs11 fc8 sc0 ls2b ws29">6 <span class="_ _15"> </span> <span class="_ _1c"></span>Ada<span class="_ _1"></span>m Cas<span class="_ _1"></span>tle<span class="_ _1"></span>ton is pa<span class="_ _1"></span>rt o<span class="_ _1"></span>f the aut<span class="_ _1"></span>o enrol<span class="_ _1"></span>ment p<span class="_ _1"></span>ensi<span class="_ _1"></span>on sch<span class="_ _1"></span>eme an<span class="_ _1"></span>d rec<span class="_ _1"></span>eive<span class="_ _1"></span>s 3% of band<span class="_ _1"></span>ed ear<span class="_ _1"></span>ning<span class="_ _1"></span>s as an emp<span class="_ _1"></span>loye<span class="_ _1"></span>r cont<span class="_ _1"></span>rib<span class="_ _1"></span>utio<span class="_ _1"></span>n. Davi<span class="_ _1"></span>d Stewa<span class="_ _1"></span>r<span class="_ _1"></span>t rece<span class="_ _1"></span>ived 3% o<span class="_ _1"></span>f band<span class="_ _1"></span>ed </div><div class="t m0 x39 h4a y107d ffc fs11 fc8 sc0 ls2b ws0">ear<span class="_ _1"></span>ning<span class="_ _1"></span>s as ca<span class="_ _1"></span>sh in li<span class="_ _1"></span>eu of pe<span class="_ _1"></span>nsio<span class="_ _1"></span>n</div><div class="t m0 x18 h1d y107e ffd fs11 fc8 sc0 ls2b ws29">7 <span class="_ _15"> </span> <span class="_ _1c"></span>Th<span class="_ _1"></span>e share aw<span class="_ _1"></span>ards fo<span class="_ _1"></span>r 2025 re<span class="_ _1"></span>flec<span class="_ _1"></span>t th<span class="_ _1"></span>e ves<span class="_ _1"></span>ting le<span class="_ _1"></span>vel und<span class="_ _1"></span>er the 202<span class="_ _1"></span>3 L<span class="_ _2"></span>TI<span class="_ _1"></span>P award o<span class="_ _1"></span>f 50% o<span class="_ _1"></span>f maxi<span class="_ _1"></span>mum. T<span class="_ _1"></span>he val<span class="_ _1"></span>ue of the<span class="_ _1"></span>se awa<span class="_ _1"></span>rds is ba<span class="_ _1"></span>sed on t<span class="_ _1"></span>he shar<span class="_ _1"></span>e pric<span class="_ _1"></span>e over t<span class="_ _1"></span>he las<span class="_ _1"></span>t </div><div class="t m0 x39 h1d y107f ffd fs11 fc8 sc0 ls2b ws29">quar<span class="_ _1"></span>te<span class="_ _1"></span>r of 2025, b<span class="_ _1"></span>eing 2<span class="_ _1"></span>53p. Th<span class="_ _1"></span>e amou<span class="_ _1"></span>nt attr<span class="_ _1"></span>ibut<span class="_ _1"></span>abl<span class="_ _1"></span>e to share p<span class="_ _1"></span>ric<span class="_ _1"></span>e appr<span class="_ _1"></span>ecia<span class="_ _1"></span>tion b<span class="_ _1"></span>ased o<span class="_ _1"></span>n a gran<span class="_ _1"></span>t pric<span class="_ _1"></span>e of 246p is £4,6<span class="_ _1"></span>0<span class="_ _1"></span>0 for Ad<span class="_ _1"></span>am Ca<span class="_ _1"></span>stl<span class="_ _1"></span>eton an<span class="_ _1"></span>d £3,21<span class="_ _1"></span>5 for Da<span class="_ _1"></span>vid </div><div class="t m0 x39 h1d y1080 ffd fs11 fc8 sc0 ls1 ws0">Stewar<span class="_ _1"></span>t</div><div class="t m0 x18 h1d y1081 ffd fs11 fc8 sc0 ls2b ws29">8 <span class="_ _15"> </span>Th<span class="_ _1"></span>e ‘<span class="_ _2"></span>oth<span class="_ _1"></span>er<span class="_ _1"></span>’ col<span class="_ _1"></span>umn inc<span class="_ _1"></span>lud<span class="_ _1"></span>es the v<span class="_ _1"></span>alue of m<span class="_ _1"></span>atchi<span class="_ _1"></span>ng shar<span class="_ _1"></span>es and d<span class="_ _1"></span>ivi<span class="_ _1"></span>dend sh<span class="_ _1"></span>ares un<span class="_ _1"></span>der th<span class="_ _1"></span>e SIP at th<span class="_ _1"></span>e date the sh<span class="_ _1"></span>ares we<span class="_ _1"></span>re awar<span class="_ _1"></span>ded</div><div class="t m0 x18 h10 y21 ffc fs4 fc6 sc0 ls1 ws0"> </div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   73<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   73<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pf4c" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc4c w4 h0"><img 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" class="bi x0 y1082 w5 hab" alt="" /><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">74<span class="_ _13"> </span>75</div><div class="t m0 x19 he y1e ff10 fs6 fc4 sc0 ls11 wse">OVERVIEW</div><div class="t m0 x6 h46 y2ca ffd fs1 fc6 sc0 ls1 ws0">Annua<span class="_ _2"></span>l Repor<span class="_ _1"></span>t on Re<span class="_ _2"></span>munerati<span class="_ _2"></span>on <span class="ffc fs6 ls6c ws67">continued</span></div><div class="t m0 x6 h45 y21 ffd fs4 fc6 sc0 ls6b ws66">Dire<span class="_ _1"></span>c<span class="_ _7"></span>tor<span class="_ _1"></span>s’<span class="_ _1"></span> Remuner<span class="_ _1"></span>ation<span class="_ _1"></span> Repor<span class="_ _14"></span>t<span class="_ _1"></span> <span class="ffc fs18 ls64 ws5f">conti<span class="_ _2"></span>nued<span class="fs4 ls1 ws0"> </span></span></div><div class="t m0 x6 h28 y71 ff16 fs2 fc7 sc0 ls1 ws0">Annual bonus pa<span class="_ _2"></span>yments 2025 (audited in<span class="_ _2"></span>forma<span class="_ _2"></span>tion)</div><div class="t m0 x6 h13 y2fd ffd fs8 fc8 sc0 ls14 ws11">The maximum bonus pot<span class="_ _2"></span>ential f<span class="_ _2"></span>or Adam Castle<span class="_ _2"></span>ton was 100% <span class="_ _2"></span>of salary<span class="_ _0"></span>, pro-r<span class="_ _2"></span>ata <span class="_ _2"></span>for his chan<span class="_ _2"></span>ge in r<span class="_ _2"></span>ole during the year<span class="_ _e"></span>. David Stew<span class="_ _2"></span>art retir<span class="_ _2"></span>ed as </div><div class="t m0 x6 h13 y2ff ffd fs8 fc8 sc0 ls14 ws11">Group CE<span class="_ _2"></span>O on 30 April 2025 and <span class="_ _2"></span>will not receiv<span class="_ _2"></span>e a bonus f<span class="_ _2"></span>or 2025. </div><div class="t m0 x6 h13 y1083 ffd fs8 fc8 sc0 ls14 ws11">The table belo<span class="_ _2"></span>w sets out a summary of perf<span class="_ _2"></span>ormance ag<span class="_ _2"></span>ainst t<span class="_ _2"></span>argets.</div><div class="t m0 xc3 h4a y1084 ffc fs11 fc3 sc0 ls1 ws0">Measure</div><div class="t m0 x21 h4a y1085 ffc fs11 fc3 sc0 ls1 ws0">Threshold </div><div class="t m0 xe6 h1d y1084 ffd fs11 fc3 sc0 ls1 ws0">(25% of max)</div><div class="t m0 x128 h4a y1085 ffc fs11 fc3 sc0 ls86 ws82">Ta<span class="_ _1"></span>r<span class="_ _1"></span>g<span class="_ _7"></span>e<span class="_ _1"></span>t<span class="_ _7"></span><span class="ls1 ws0"> </span></div><div class="t m0 x144 h1d y1084 ffd fs11 fc3 sc0 ls1 ws0">(50% of max)</div><div class="t m0 x80 h4a y1085 ffc fs11 fc3 sc0 ls1 ws0">Maximum </div><div class="t m0 x4c h1d y1084 ffd fs11 fc3 sc0 ls1 ws0">(100% of max)<span class="_ _ff"> </span><span class="ffc">Actual</span></div><div class="t m0 x164 h4a y1085 ffc fs11 fc3 sc0 ls1 ws0">Outcome </div><div class="t m0 xe h1d y1084 ffd fs11 fc3 sc0 ls1 ws0">(of element)</div><div class="t m0 xc3 h13 y1086 ffd fs8 fc3 sc0 ls1 ws0">Group Underlying Oper<span class="_ _2"></span>ating Pr<span class="_ _2"></span>ofit 70%<span class="_ _e8"> </span>£29.6m<span class="_ _6c"> </span>£33.3m<span class="_ _100"> </span>£38.2m<span class="_ _6c"> </span>£32.6m<span class="_ _101"> </span>44%</div><div class="t m0 x6 h13 y1087 ffd fs8 fc8 sc0 ls14 ws11">The table belo<span class="_ _2"></span>w sets out Adam Cas<span class="_ _2"></span>tleton’<span class="_ _0"></span>s objectives under the 30% non-<span class="_ _2"></span>financial measures and <span class="_ _2"></span>the outcome ag<span class="_ _2"></span>ainst each <span class="_ _2"></span>objective. Adam w<span class="_ _2"></span>as </div><div class="t m0 x6 h13 y1088 ffd fs8 fc8 sc0 ls14 ws11">set two se<span class="_ _2"></span>ts of objectives f<span class="_ _2"></span>or the year<span class="_ _6"></span>, in r<span class="_ _2"></span>elation to the <span class="_ _2"></span>periods of the year <span class="_ _2"></span>as Group CF<span class="_ _2"></span>O and then Gr<span class="_ _2"></span>oup CEO<span class="_ _2"></span>. </div><div class="t m0 x6 h13 y1089 ffd fs8 fc8 sc0 ls14 ws11">Group CE<span class="_ _2"></span>O <span class="_ _1c"></span>- Adam Castle<span class="_ _2"></span>ton (1 Ma<span class="_ _2"></span>y 2025 to 31 December <span class="_ _2"></span>2025)</div><div class="t m0 xc3 h1d y108a ffc fs11 fc3 sc0 ls1 ws0">Focus Area<span class="_ _102"> </span><span class="ffd">W<span class="_ _2"></span>eighting<span class="_ _f"> </span>Combined objective and perf<span class="_ _2"></span>ormance achieved</span></div><div class="t m0 x156 h4a y108b ffc fs11 fc3 sc0 ls1 ws0">Perf<span class="_ _2"></span>ormance </div><div class="t m0 xc8 h4a y108a ffc fs11 fc3 sc0 ls1 ws0">Assessment</div><div class="t m0 xc3 h13 y108c ffc fs8 fc3 sc0 ls1 ws0">Developing Shar<span class="_ _2"></span>eholder base<span class="_ _103"> </span><span class="ffd">20%</span></div><div class="t m0 x14a h14 y108d ffc fs8 fc8 sc0 ls14 ws0">Good progr<span class="_ _2"></span>ess made in streng<span class="_ _2"></span>thening Shareholder </div><div class="t m0 x14a h13 y108e ffd fs8 fc8 sc0 ls14 ws11">engagemen<span class="_ _2"></span>t through <span class="_ _2"></span>a more t<span class="_ _2"></span>arget<span class="_ _2"></span>ed communica<span class="_ _2"></span>tion plan </div><div class="t m0 x14a h13 y108f ffd fs8 fc8 sc0 ls14 ws11">and non-holder r<span class="_ _2"></span>oadshows. New Shar<span class="_ _2"></span>eholders w<span class="_ _2"></span>ere added </div><div class="t m0 x14a h13 y1090 ffd fs8 fc8 sc0 ls14 ws11">and analys<span class="_ _2"></span>t cover<span class="_ _2"></span>age maint<span class="_ _2"></span>ained thr<span class="_ _2"></span>ough the brok<span class="_ _0"></span>er </div><div class="t m0 x14a h13 y1091 ffd fs8 fc8 sc0 ls14 ws11">transition.<span class="_ _104"> </span><span class="fc3 ls1 ws0">19%</span></div><div class="t m0 xc3 h13 y1092 ffc fs8 fc3 sc0 ls1 ws0">Group capability and vision<span class="_ _94"> </span><span class="ffd">20%</span></div><div class="t m0 x14a h13 y1093 ffd fs8 fc8 sc0 ls14 ws11">Delivered <span class="_ _2"></span>a successful str<span class="_ _2"></span>at<span class="_ _2"></span>egic review<span class="_ _6"></span>, str<span class="_ _2"></span>engthening </div><div class="t m0 x14a h14 y1094 ffc fs8 fc8 sc0 ls14 ws0">alignment acr<span class="_ _2"></span>oss the senior leadership team and </div><div class="t m0 x14a h13 y1095 ffd fs8 fc8 sc0 ls14 ws11">enhancing cultural <span class="_ _2"></span>engagemen<span class="_ _2"></span>t across the <span class="_ _2"></span>Group. </div><div class="t m0 x14a h13 y1096 ffd fs8 fc8 sc0 ls14 ws11">Leadership c<span class="_ _2"></span>apability was further r<span class="_ _2"></span>einf<span class="_ _2"></span>orced thr<span class="_ _2"></span>ough k<span class="_ _2"></span>ey </div><div class="t m0 x14a h13 y1097 ffd fs8 fc8 sc0 ls14 ws11">senior appointments. <span class="_ _66"> </span><span class="fc3 ls1 ws0">20%</span></div><div class="t m0 xc3 h13 y1098 ffc fs8 fc3 sc0 ls1 ws0">Stra<span class="_ _2"></span>tegy<span class="_ _d3"> </span><span class="ffd">20%</span></div><div class="t m0 x14a h13 y1099 ffd fs8 fc8 sc0 ls14 ws11">Established <span class="_ _2"></span>clear priorities f<span class="_ _2"></span>or the Group <span class="_ _2"></span>and aligned </div><div class="t m0 x14a h13 y109a ffd fs8 fc8 sc0 ls14 ws11">the relev<span class="_ _2"></span>ant leader<span class="_ _2"></span>ship teams behind these. <span class="_ _2"></span>Progr<span class="_ _2"></span>ess </div><div class="t m0 x14a h13 y109b ffd fs8 fc8 sc0 ls14 ws11">advanced during the <span class="_ _2"></span>year<span class="_ _6"></span>, including actions to enhance </div><div class="t m0 x14a h13 y109c ffd fs8 fc8 sc0 ls14 ws11">cost discipline <span class="_ _2"></span>and opera<span class="_ _2"></span>tional efficiency<span class="_ _0"></span>.<span class="_ _105"> </span><span class="fc3 ls1 ws0">15%</span></div><div class="t m0 xc3 h13 y109d ffd fs8 fc3 sc0 ls1 ws0">Governance and risk managemen<span class="_ _2"></span>t<span class="_ _106"> </span>20%</div><div class="t m0 x14a h13 y109e ffd fs8 fc8 sc0 ls14 ws11">Continued enhancement <span class="_ _2"></span>of the Group’<span class="_ _6"></span>s governance and </div><div class="t m0 x14a h13 y109f ffd fs8 fc8 sc0 ls14 ws11">risk management fr<span class="_ _2"></span>amework <span class="_ _2"></span>during the year<span class="_ _6"></span>, with actions </div><div class="t m0 x14a h13 y10a0 ffd fs8 fc8 sc0 ls14 ws11">tak<span class="_ _2"></span>en to <span class="_ _2"></span>streng<span class="_ _2"></span>then over<span class="_ _2"></span>sight.<span class="_ _86"> </span><span class="fc3 ls1 ws0">11%</span></div><div class="t m0 xc3 h13 y10a1 ffd fs8 fc3 sc0 ls1 ws0">Community contribution<span class="_ _107"> </span>20%</div><div class="t m0 x14a h14 y10a2 ffc fs8 fc8 sc0 ls14 ws0">Pr<span class="_ _2"></span>ogress made in str<span class="_ _2"></span>engthening c<span class="_ _2"></span>ommunity engagemen<span class="_ _2"></span>t </div><div class="t m0 x14a h13 y10a3 ffd fs8 fc8 sc0 ls14 ws11">through employ<span class="_ _2"></span>ee volun<span class="_ _2"></span>teering and partner<span class="_ _2"></span>ships with </div><div class="t m0 x14a h13 y10a4 ffd fs8 fc8 sc0 ls14 ws11">charitable or<span class="_ _2"></span>ganisati<span class="_ _2"></span>ons.<span class="_ _108"> </span><span class="fc3 ls1 ws0">16%</span></div><div class="t m0 xbf h11 y10a5 ffb fs8 fc3 sc0 ls1 ws0">81%</div><div class="t m0 x6 h13 y10a6 ffd fs8 fc8 sc0 ls14 ws11">Group CF<span class="_ _2"></span>O <span class="_ _1c"></span>- Adam Castlet<span class="_ _2"></span>on (1 January 2025 to <span class="_ _2"></span>30 April 2025)</div><div class="t m0 xc3 h1d y10a7 ffc fs11 fc3 sc0 ls1 ws0">Focus Area<span class="_ _102"> </span><span class="ffd">W<span class="_ _2"></span>eighting<span class="_ _f"> </span>Combined objective and perf<span class="_ _2"></span>ormance achieved</span></div><div class="t m0 x156 h4a y10a8 ffc fs11 fc3 sc0 ls1 ws0">Perf<span class="_ _2"></span>ormance </div><div class="t m0 xc8 h4a y10a7 ffc fs11 fc3 sc0 ls1 ws0">Assessment</div><div class="t m0 xc3 h13 y10a9 ffc fs8 fc3 sc0 ls1 ws0">Developing Shar<span class="_ _2"></span>eholder base<span class="_ _103"> </span><span class="ffd">35%</span></div><div class="t m0 x14a h13 y10aa ffd fs8 fc8 sc0 ls14 ws11">Good progr<span class="_ _2"></span>ess made in br<span class="_ _2"></span>oadening the in<span class="_ _2"></span>vestor <span class="_ _2"></span>base, </div><div class="t m0 x14a h13 y10ab ffd fs8 fc8 sc0 ls14 ws11">supported by s<span class="_ _2"></span>treng<span class="_ _2"></span>thened inv<span class="_ _2"></span>estor c<span class="_ _2"></span>ommunications and </div><div class="t m0 x14a h13 y10ac ffd fs8 fc8 sc0 ls14 ws11">tar<span class="_ _2"></span>geted outr<span class="_ _2"></span>each.<span class="_ _109"> </span><span class="fc3 ls1 ws0">25%</span></div><div class="t m0 xc3 h13 y10ad ffc fs8 fc3 sc0 ls1 ws0">Governance<span class="_ _10a"> </span><span class="ffd">10%</span></div><div class="t m0 x14a h13 y10ae ffd fs8 fc8 sc0 ls14 ws11">Initial progr<span class="_ _2"></span>ess was made <span class="_ _2"></span>in streng<span class="_ _2"></span>thening managemen<span class="_ _2"></span>t </div><div class="t m0 x14a h13 y10af ffd fs8 fc8 sc0 ls14 ws11">reporting, gov<span class="_ _2"></span>ernance processes and <span class="_ _2"></span>oversigh<span class="_ _2"></span>t across <span class="_ _2"></span>the </div><div class="t m0 x14a h13 y10b0 ffd fs8 fc8 sc0 ls14 ws11">Group prior <span class="_ _2"></span>to the appointmen<span class="_ _2"></span>t of an int<span class="_ _2"></span>erim CFO.<span class="_ _10b"> </span><span class="fc3 ls1 ws0">5%</span></div><div class="t m0 xc3 h13 y10b1 ffd fs8 fc3 sc0 ls1 ws0">Risk management, r<span class="_ _2"></span>egulatory and </div><div class="t m0 xc3 h13 y10b2 ffc fs8 fc3 sc0 ls1 ws0">compliance<span class="_ _10c"> </span><span class="ffd">10%</span></div><div class="t m0 x14a h13 y10b3 ffd fs8 fc8 sc0 ls14 ws11">Pr<span class="_ _2"></span>ogress was <span class="_ _2"></span>made in addressing outs<span class="_ _2"></span>tanding audit </div><div class="t m0 x14a h13 y10b4 ffd fs8 fc8 sc0 ls14 ws11">priorities, alongside con<span class="_ _2"></span>tinued focus <span class="_ _2"></span>on streng<span class="_ _2"></span>thening </div><div class="t m0 x14a h13 y10b5 ffd fs8 fc8 sc0 ls14 ws11">engagemen<span class="_ _2"></span>t across <span class="_ _2"></span>the Group’<span class="_ _6"></span>s governance framew<span class="_ _2"></span>ork.<span class="_ _d1"> </span><span class="fc3 ls1 ws0">4%</span></div><div class="t m0 xc3 h13 y10b6 ffd fs8 fc3 sc0 ls1 ws0">Leadership<span class="_ _3a"> </span>30%</div><div class="t m0 x14a h13 y10b7 ffd fs8 fc8 sc0 ls14 ws11">Leadership tr<span class="_ _2"></span>ansition managed e<span class="_ _2"></span>ff<span class="_ _2"></span>ectively<span class="_ _0"></span>, maint<span class="_ _2"></span>aining </div><div class="t m0 x14a h13 y10b8 ffd fs8 fc8 sc0 ls14 ws11">Shareholder eng<span class="_ _2"></span>agement and <span class="_ _2"></span>internal c<span class="_ _2"></span>ommunication, </div><div class="t m0 x14a h13 y10b9 ffd fs8 fc8 sc0 ls14 ws11">with continuity <span class="_ _2"></span>ensured thr<span class="_ _2"></span>ough the appointmen<span class="_ _2"></span>t of an </div><div class="t m0 x14a h13 y10ba ffd fs8 fc8 sc0 ls14 ws11">interim CF<span class="_ _2"></span>O.<span class="_ _10d"> </span><span class="fc3 ls1 ws0">25%</span></div><div class="t m0 xc3 h13 y10bb ffd fs8 fc3 sc0 ls1 ws0">Financial ste<span class="_ _2"></span>wardship and c<span class="_ _2"></span>ontrol<span class="_ _10e"> </span>15%</div><div class="t m0 x14a h13 y10bc ffc fs8 fc8 sc0 ls14 ws0">Delivered y<span class="_ _2"></span>ear<span class="ls1"> </span><span class="ffd ws11">end reporting <span class="_ _2"></span>in line with timet<span class="_ _2"></span>able and </span></div><div class="t m0 x14a h13 y10bd ffd fs8 fc8 sc0 ls14 ws11">to a high s<span class="_ _2"></span>tandar<span class="_ _2"></span>d, alongside a well-managed <span class="_ _2"></span>transition </div><div class="t m0 x14a h13 y10be ffd fs8 fc8 sc0 ls14 ws11">to the new <span class="_ _2"></span>external auditor<span class="_ _6"></span>, rein<span class="_ _2"></span>for<span class="_ _2"></span>cing str<span class="_ _2"></span>ong financial </div><div class="t m0 x14a h13 y10bf ffd fs8 fc8 sc0 ls14 ws11">stew<span class="_ _2"></span>ardship and <span class="_ _2"></span>contr<span class="_ _2"></span>ol.<span class="_ _10f"> </span><span class="fc3 ls1 ws0">10%</span></div><div class="t m0 xbf h11 y10c0 ffb fs8 fc3 sc0 ls1 ws0">69%</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   74<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   74<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pf4d" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc4d w4 h0"><img src="data:image/png;base64,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" class="bi x0 y10c1 w5 hac" alt="" /><div class="t m0 xf he y1f ff11 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">74<span class="_ _13"> </span>75</div><div class="t m0 xe he y1e ff2b fs6 fc4 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span>FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span><span class="fc0">CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="fc4 ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="ls11 wse">OVERVIEW</span></span></span></div><div class="t m0 x18 h10 y21 ffc fs4 fc6 sc0 ls1 ws0"> </div><div class="t m0 x18 h13 y1c7 ffd fs8 fc8 sc0 ls14 ws11">The table belo<span class="_ _2"></span>w sets out the t<span class="_ _2"></span>otal bonuses pa<span class="_ _2"></span>yable t<span class="_ _2"></span>o the Ex<span class="_ _2"></span>ecutive Direct<span class="_ _2"></span>ors f<span class="_ _2"></span>or 2025 perf<span class="_ _2"></span>ormance. In line with <span class="_ _2"></span>Policy<span class="_ _6"></span>, the Group CE<span class="_ _2"></span>O will use 33% </div><div class="t m0 x18 h13 y1c8 ffd fs8 fc8 sc0 ls14 ws11">of his bonus, net of <span class="_ _2"></span>tax, t<span class="_ _2"></span>o purchase shar<span class="_ _2"></span>es which must <span class="_ _2"></span>be held f<span class="_ _2"></span>or two year<span class="_ _2"></span>s.</div><div class="t m0 x41 h4a y10c2 ffc fs11 fc3 sc0 ls1 ws0">Measure</div><div class="t m0 x163 h4a y10c3 ffc fs11 fc3 sc0 ls1 ws0">Outcome of Gr<span class="_ _2"></span>oup </div><div class="t m0 xf2 h1d y10c4 ffd fs11 fc3 sc0 ls1 ws0">Underlying Profit </div><div class="t m0 x87 h4a y10c5 ffc fs11 fc3 sc0 ls1 ws0">element </div><div class="t m0 xc7 h1d y10c2 ffd fs11 fc3 sc0 ls1 ws0">(max 70%)</div><div class="t m0 x143 h4a y10c3 ffc fs11 fc3 sc0 ls1 ws0">Outcome of Gr<span class="_ _2"></span>oup </div><div class="t m0 x17 h1d y10c4 ffd fs11 fc3 sc0 ls1 ws0">CEO/CFO s<span class="_ _2"></span>trategic </div><div class="t m0 x137 h1d y10c5 ffd fs11 fc3 sc0 ls1 ws0">objectives (30% </div><div class="t m0 x98 h1d y10c2 ffd fs11 fc3 sc0 ls1 ws0">weighting)</div><div class="t m0 x165 h4a y10c5 ffc fs11 fc3 sc0 ls1 ws0">T<span class="_ _0"></span>otal outcome </div><div class="t m0 x13f h1d y10c2 ffd fs11 fc3 sc0 ls1 ws0">(% of max)</div><div class="t m0 xc0 h8b y10c4 ffb fs11 fc3 sc0 ls1 ws0">Bonus pay<span class="_ _2"></span>able  </div><div class="t m0 x101 h8b y10c5 ffb fs11 fc3 sc0 ls1 ws0">for 2025 </div><div class="t m0 x141 h8b y10c2 ffb fs11 fc3 sc0 ls1 ws0">performance</div><div class="t m0 x41 h13 y10c6 ffc fs8 fc3 sc0 ls1 ws0">Adam Castleton<span class="_ _104"> </span><span class="ffd">44%<span class="_ _22"> </span>81% / 69%<span class="_ _101"> </span>54%<span class="_ _35"> </span><span class="ffb">£240,145</span></span></div><div class="t m0 x18 h28 y10c7 ff16 fs2 fc7 sc0 ls1 ws0">2023 L<span class="_ _6"></span>TIP awar<span class="_ _2"></span>d vesting (audit<span class="_ _2"></span>ed inf<span class="_ _2"></span>ormation)</div><div class="t m0 x18 h13 y10c8 ffd fs8 fc8 sc0 ls14 ws11">The perf<span class="_ _2"></span>ormance period for <span class="_ _2"></span>the 2023 L<span class="_ _0"></span>TIP awar<span class="_ _2"></span>d ended on 31 December 2025. <span class="_ _2"></span>The table below <span class="_ _2"></span>sets out the perf<span class="_ _2"></span>ormance tar<span class="_ _2"></span>gets and final <span class="_ _2"></span>level of </div><div class="t m0 x18 h13 y10c9 ffd fs8 fc8 sc0 ls14 ws11">vesting.</div><div class="t m0 x41 h4a y10ca ffc fs11 fc3 sc0 ls1 ws0">Perf<span class="_ _2"></span>ormance measure</div><div class="t m0 x70 h4a y10cb ffc fs11 fc3 sc0 ls1 ws0">Per<span class="_ _2"></span>centage of </div><div class="t m0 x70 h1d y10cc ffd fs11 fc3 sc0 ls1 ws0">award subject </div><div class="t m0 x6c h1d y10ca ffd fs11 fc3 sc0 ls1 ws0">to condition</div><div class="t m0 x4f h4a y10cc ffc fs11 fc3 sc0 ls1 ws0">Perf<span class="_ _2"></span>ormance </div><div class="t m0 xcb h4a y10ca ffc fs11 fc3 sc0 ls1 ws0">period</div><div class="t m0 xe8 h4a y10cb ffc fs11 fc3 sc0 ls1 ws0">Threshold </div><div class="t m0 x27 h4a y10cc ffc fs11 fc3 sc0 ls1 ws0">performance lev<span class="_ _2"></span>el </div><div class="t m0 x55 h1d y10ca ffd fs11 fc3 sc0 ls1 ws0">(25% vesting)</div><div class="t m0 x166 h4a y10cb ffc fs11 fc3 sc0 ls1 ws0">Maximum </div><div class="t m0 x98 h4a y10cc ffc fs11 fc3 sc0 ls1 ws0">performance lev<span class="_ _2"></span>el </div><div class="t m0 x10e h1d y10ca ffd fs11 fc3 sc0 ls1 ws0">(100% vesting)</div><div class="t m0 xf7 h4a y10cc ffc fs11 fc3 sc0 ls1 ws0">Actual </div><div class="t m0 xed h4a y10ca ffc fs11 fc3 sc0 ls1 ws0">performance</div><div class="t m0 x140 h4a y10cc ffc fs11 fc3 sc0 ls1 ws0">Per<span class="_ _2"></span>centage </div><div class="t m0 x167 h1d y10ca ffd fs11 fc3 sc0 ls1 ws0">vesting</div><div class="t m0 x41 h13 y10cd ffd fs8 fc3 sc0 ls1 ws0">Adjusted basic EPS in 2025<span class="_ _110"> </span>50%</div><div class="t m0 xba h13 y10ce ffd fs8 fc3 sc0 ls1 ws0">3 year<span class="_ _2"></span>s </div><div class="t m0 xba h14 y10cf ffc fs8 fc3 sc0 ls1 ws0">ending </div><div class="t m0 xb3 h13 y10d0 ffd fs8 fc3 sc0 ls1 ws0">31 December </div><div class="t m0 xcb h13 y10d1 ffd fs8 fc3 sc0 ls1 ws0">2025</div><div class="t m0 x55 h13 y10d2 ffd fs8 fc3 sc0 ls1 ws0">16.0 pence</div><div class="t m0 xa5 h13 y10d3 ffd fs8 fc3 sc0 ls1 ws0">24.0 pence or </div><div class="t m0 xc1 h13 y10d2 ffc fs8 fc3 sc0 ls1 ws0">more<span class="_ _ce"> </span><span class="ffd">24.4 pence<span class="_ _6c"> </span>50%</span></div><div class="t m0 x41 h13 y10d4 ffd fs8 fc3 sc0 ls1 ws0">TSR (ver<span class="_ _2"></span>sus FTSE Small Cap ex </div><div class="t m0 x41 h13 y10d5 ffd fs8 fc3 sc0 ls1 ws0">inves<span class="_ _2"></span>tment trusts)<span class="_ _e2"> </span>50%</div><div class="t m0 x16 h14 y10d4 ffc fs8 fc3 sc0 ls1 ws0">Median</div><div class="t m0 x11f h13 y10d5 ffd fs8 fc3 sc0 ls1 ws0">(50th <span class="_ _2"></span>percen<span class="_ _2"></span>tile)</div><div class="t m0 x96 h13 y10d4 ffd fs8 fc3 sc0 ls1 ws0">Upper quartile</div><div class="t m0 x13e h13 y10d5 ffd fs8 fc3 sc0 ls1 ws0">(75th <span class="_ _2"></span>percen<span class="_ _2"></span>tile)</div><div class="t m0 x45 h13 y10d4 ffd fs8 fc3 sc0 ls1 ws0">40th </div><div class="t m0 x14f h13 y10d5 ffd fs8 fc3 sc0 ls1 ws0">percentile<span class="_ _ae"> </span>0%</div><div class="t m0 xec h11 y10d6 ffb fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal<span class="_ _6c"> </span>50%</div><div class="t m0 x18 h13 y10d7 ffd fs8 fc8 sc0 ls14 ws11">The table belo<span class="_ _2"></span>w sets out det<span class="_ _2"></span>ails of the L<span class="_ _6"></span>TIP awards gr<span class="_ _2"></span>anted in <span class="_ _2"></span>2023 and the ves<span class="_ _2"></span>ting level. Due t<span class="_ _2"></span>o the dela<span class="_ _2"></span>y in gran<span class="_ _2"></span>ting these awar<span class="_ _2"></span>ds, the re<span class="_ _2"></span>vision of </div><div class="t m0 x18 h13 y10d8 ffd fs8 fc8 sc0 ls14 ws11">the EPS tar<span class="_ _2"></span>get r<span class="_ _2"></span>ange and the shar<span class="_ _2"></span>e price at <span class="_ _2"></span>the time of gr<span class="_ _2"></span>ant, these aw<span class="_ _2"></span>ards wer<span class="_ _2"></span>e scaled back t<span class="_ _2"></span>o 100% of salary fr<span class="_ _2"></span>om 125% of salary<span class="_ _0"></span>. The number of </div><div class="t m0 x18 h13 y10d9 ffd fs8 fc8 sc0 ls14 ws11">shares under a<span class="_ _2"></span>ward f<span class="_ _2"></span>or Da<span class="_ _2"></span>vid Stew<span class="_ _2"></span>art were <span class="_ _2"></span>reduced to <span class="_ _2"></span>reflect his da<span class="_ _2"></span>te of cessa<span class="_ _2"></span>tion. A two-y<span class="_ _2"></span>ear post v<span class="_ _2"></span>esting holding period applies <span class="_ _2"></span>to ves<span class="_ _2"></span>ted shares. </div><div class="t m0 x41 h1d y10da ffd fs11 fc3 sc0 ls1 ws0">Executiv<span class="_ _2"></span>e Director</div><div class="t m0 x29 h4a y10db ffc fs11 fc3 sc0 ls1 ws0">Date of </div><div class="t m0 xab h4a y10da ffc fs11 fc3 sc0 ls1 ws0">grant</div><div class="t m0 x168 h4a y10db ffc fs11 fc3 sc0 ls1 ws0">Date of </div><div class="t m0 x168 h1d y10da ffd fs11 fc3 sc0 ls1 ws0">vesting</div><div class="t m0 x163 h4a y10dc ffc fs11 fc3 sc0 ls1 ws0">Number of </div><div class="t m0 x146 h4a y10db ffc fs11 fc3 sc0 ls1 ws0">shares under </div><div class="t m0 x13d h1d y10da ffd fs11 fc3 sc0 ls87 ws83">award<span class="_ _111"> </span><span class="ls1 ws0">V<span class="_ _2"></span>esting</span></div><div class="t m0 x169 h4a y10db ffc fs11 fc3 sc0 ls1 ws0">Number of </div><div class="t m0 x16a h1d y10da ffd fs11 fc3 sc0 ls1 ws0">shares ves<span class="_ _2"></span>ting</div><div class="t m0 x10f h4a y10db ffc fs11 fc3 sc0 ls1 ws0">Number of </div><div class="t m0 xee h1d y10da ffc fs11 fc3 sc0 ls1 ws0">shares lapsing<span class="_ _20"> </span><span class="ffd">T<span class="_ _0"></span>otal vesting</span></div><div class="t m0 x41 h14 y10dd ffc fs8 fc3 sc0 ls1 ws0">Adam Castleton</div><div class="t m0 x123 h13 y10de ffd fs8 fc3 sc0 ls1 ws0">7 November </div><div class="t m0 x28 h13 y10df ffd fs8 fc3 sc0 ls1 ws0">2023</div><div class="t m0 xcf h13 y10de ffd fs8 fc3 sc0 ls1 ws0">7 November </div><div class="t m0 x21 h13 y10df ffd fs8 fc3 sc0 ls1 ws0">2026</div><div class="t m0 x144 h13 y10dd ffd fs8 fc3 sc0 ls1 ws0">131,402<span class="_ _100"> </span>50%<span class="_ _a0"> </span>65,701<span class="_ _a7"> </span>65,701<span class="_ _3c"> </span>£166,224</div><div class="t m0 x41 h13 y10df ffd fs8 fc3 sc0 ls1 ws0">David Ste<span class="_ _2"></span>wart<span class="_ _112"> </span>91,857<span class="_ _100"> </span>50%<span class="_ _a0"> </span>45,928<span class="_ _a7"> </span>45,929<span class="_ _3c"> </span>£116,198</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   75<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   75<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
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AAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAADgf1QTRMTQd0YAAICVGKfZCAspmWkFAACAFvgCBQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAHi2a0cnAINAEAUvYDVq/5Wo7Vx6CBgEZ0rYvwcLAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAAC4STFBRPRWjQAAAIcYcxlhkyczrQAAAHADL1AAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAgP8VE0REb9UIAABwiDGXETZ5MtMKAAAAN/ACBQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABA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class="bi x0 y10e0 w5 had" alt="" /><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">76<span class="_ _13"> </span>77</div><div class="t m0 x19 he y1e ff10 fs6 fc4 sc0 ls11 wse">OVERVIEW</div><div class="t m0 x6 h46 y2ca ffd fs1 fc6 sc0 ls1 ws0">Annua<span class="_ _2"></span>l Repor<span class="_ _1"></span>t on Re<span class="_ _2"></span>munerati<span class="_ _2"></span>on <span class="ffc fs6 ls6c ws67">continued</span></div><div class="t m0 x6 h45 y21 ffd fs4 fc6 sc0 ls6b ws66">Dire<span class="_ _1"></span>c<span class="_ _7"></span>tor<span class="_ _1"></span>s’<span class="_ _1"></span> Remuner<span class="_ _1"></span>ation<span class="_ _1"></span> Repor<span class="_ _14"></span>t<span class="_ _1"></span> <span class="ffc fs18 ls64 ws5f">conti<span class="_ _2"></span>nued</span></div><div class="t m0 x6 h28 y71 ff16 fs2 fc7 sc0 ls1 ws0">2025 L<span class="_ _6"></span>TIP awar<span class="_ _2"></span>ds gr<span class="_ _2"></span>anted during 2025 (audit<span class="_ _2"></span>ed inf<span class="_ _2"></span>ormation)</div><div class="t m0 x6 h13 y2fd ffd fs8 fc8 sc0 ls14 ws11">The 2025 L<span class="_ _6"></span>TIP was approved <span class="_ _2"></span>by Shareholder<span class="_ _2"></span>s at a <span class="_ _2"></span>General Meeting of <span class="_ _2"></span>the Company held <span class="_ _2"></span>on 28 May <span class="_ _2"></span>2025. Under the 2025 L<span class="_ _6"></span>TIP<span class="_ _6"></span>, participants ar<span class="_ _2"></span>e </div><div class="t m0 x6 h13 y2ff ffd fs8 fc8 sc0 ls14 ws11">gran<span class="_ _2"></span>ted nil-cos<span class="_ _2"></span>t options over shar<span class="_ _2"></span>es in the Compan<span class="_ _2"></span>y<span class="_ _6"></span>, which will only vest subject t<span class="_ _2"></span>o the achievemen<span class="_ _2"></span>t of demanding shar<span class="_ _2"></span>e price growth <span class="_ _2"></span>targ<span class="_ _2"></span>ets over </div><div class="t m0 x6 h13 y300 ffd fs8 fc8 sc0 ls14 ws11">a five-y<span class="_ _2"></span>ear perf<span class="_ _2"></span>ormance period to 31 December <span class="_ _2"></span>2029.</div><div class="t m0 x6 h13 y59c ffd fs8 fc8 sc0 ls14 ws11">V<span class="_ _2"></span>esting <span class="_ _2"></span>at the fir<span class="_ _2"></span>st ves<span class="_ _2"></span>ting date, <span class="_ _2"></span>31 December 2027, is conditional <span class="_ _2"></span>on the Company <span class="_ _2"></span>achieving a minimum shar<span class="_ _2"></span>e price of £3.70, with ma<span class="_ _2"></span>ximum </div><div class="t m0 x6 h13 y59d ffd fs8 fc8 sc0 ls14 ws11">vesting f<span class="_ _2"></span>or a shar<span class="_ _2"></span>e price of £4.23 or mor<span class="_ _2"></span>e. V<span class="_ _0"></span>esting at the second <span class="_ _2"></span>vesting da<span class="_ _2"></span>te, 31 December 2029, is <span class="_ _2"></span>conditional on achieving a <span class="_ _2"></span>minimum share </div><div class="t m0 x6 h13 y59e ffd fs8 fc8 sc0 ls14 ws11">price of £4.48, with ma<span class="_ _2"></span>ximum vesting f<span class="_ _2"></span>or a shar<span class="_ _2"></span>e price of £5.59 or mor<span class="_ _2"></span>e. There <span class="_ _2"></span>will be str<span class="_ _2"></span>aight line v<span class="_ _2"></span>esting between <span class="_ _2"></span>share price t<span class="_ _2"></span>argets <span class="_ _2"></span>at each </div><div class="t m0 x6 h13 y59f ffd fs8 fc8 sc0 ls14 ws11">vesting da<span class="_ _2"></span>te. No v<span class="_ _2"></span>esting will occur f<span class="_ _2"></span>or perf<span class="_ _2"></span>ormance below the minimum shar<span class="_ _2"></span>e price at <span class="_ _2"></span>each vesting da<span class="_ _2"></span>te. An<span class="_ _2"></span>y shares tha<span class="_ _2"></span>t vest <span class="_ _2"></span>under the 2025 L<span class="_ _6"></span>TIP<span class="_ _1"></span> </div><div class="t m0 x6 h13 y5f4 ffd fs8 fc8 sc0 ls14 ws11">must be held un<span class="_ _2"></span>til the end of the fiv<span class="_ _2"></span>e-year perf<span class="_ _2"></span>ormance period.</div><div class="t m0 x6 h13 yef5 ffd fs8 fc8 sc0 ls14 ws11">Details of <span class="_ _2"></span>the 2025 L<span class="_ _0"></span>TIP awar<span class="_ _2"></span>d grant<span class="_ _2"></span>ed to Adam Cas<span class="_ _2"></span>tleton during <span class="_ _2"></span>the year ar<span class="_ _2"></span>e set out below<span class="_ _6"></span>.</div><div class="t m0 xc3 h1d y10e1 ffd fs11 fc3 sc0 ls1 ws0">Executiv<span class="_ _2"></span>e Director<span class="_ _113"> </span><span class="ffc">Date of gr<span class="_ _2"></span>ant<span class="_ _28"> </span><span class="ffd">Date of vesting</span></span></div><div class="t m0 x16b h4a y10e2 ffc fs11 fc3 sc0 ls1 ws0">Share price at gr<span class="_ _2"></span>ant </div><div class="t m0 x34 h4a y10e1 ffc fs11 fc3 sc0 ls88 ws84">date</div><div class="t m0 x113 h4a y10e2 ffc fs11 fc3 sc0 ls1 ws0">Number of shares </div><div class="t m0 x15d h1d y10e1 ffd fs11 fc3 sc0 ls1 ws0">under award</div><div class="t m0 x14d h1d y10e2 ffd fs11 fc3 sc0 ls1 ws0">Face v<span class="_ _2"></span>alue of award </div><div class="t m0 x7c h1d y10e1 ffd fs11 fc3 sc0 ls1 ws0">(% of salary)</div><div class="t m0 x156 h1d y10e3 ffd fs11 fc3 sc0 ls1 ws0">% vesting f<span class="_ _2"></span>or </div><div class="t m0 x16c h4a y10e2 ffc fs11 fc3 sc0 ls1 ws0">threshold </div><div class="t m0 x156 h4a y10e1 ffc fs11 fc3 sc0 ls1 ws0">performance</div><div class="t m0 xc3 h13 y10e4 ffc fs8 fc3 sc0 ls1 ws0">Adam Castleton<span class="_ _82"> </span><span class="ffd">3 July 2025<span class="_ _3e"> </span>First v<span class="_ _2"></span>esting </span></div><div class="t m0 x21 h13 y10e5 ffd fs8 fc3 sc0 ls1 ws0">date: 31 </div><div class="t m0 xd8 h13 y10e6 ffd fs8 fc3 sc0 ls1 ws0">December 2027.</div><div class="t m0 x14c h13 y10e7 ffd fs8 fc3 sc0 ls1 ws0">Second ves<span class="_ _2"></span>ting </div><div class="t m0 x21 h13 y10e8 ffd fs8 fc3 sc0 ls1 ws0">date: 31 </div><div class="t m0 xd8 h13 y10e9 ffd fs8 fc3 sc0 ls1 ws0">December 2029.</div><div class="t m0 x16d h13 y10ea ffd fs8 fc3 sc0 ls3d ws3c">n/a<span class="_ _fe"> </span><span class="ffc ls1 ws0">Such number of </span></div><div class="t m0 x3c h14 y10eb ffc fs8 fc3 sc0 ls1 ws0">ordinary shares </div><div class="t m0 x3c h14 y10ec ffc fs8 fc3 sc0 ls1 ws0">as have a<span class="_ _2"></span>t each </div><div class="t m0 x113 h13 y10ed ffd fs8 fc3 sc0 ls1 ws0">vesting da<span class="_ _2"></span>te, a </div><div class="t m0 x147 h14 y10ee ffc fs8 fc3 sc0 ls1 ws0">value equal to </div><div class="t m0 x16 h13 y10ef ffd fs8 fc3 sc0 ls1 ws0">35% of the pool.</div><div class="t m0 x16e h13 y10f0 ffd fs8 fc3 sc0 ls3d ws3c">n/a<span class="_ _40"> </span><span class="ls1 ws0">First ves<span class="_ _2"></span>ting </span></div><div class="t m0 x83 h13 y10f1 ffd fs8 fc3 sc0 ls1 ws0">date: 12.5% of </div><div class="t m0 x156 h13 y10f2 ffd fs8 fc3 sc0 ls1 ws0">the awar<span class="_ _2"></span>d.</div><div class="t m0 x88 h13 y10f3 ffd fs8 fc3 sc0 ls1 ws0">Second ves<span class="_ _2"></span>ting </div><div class="t m0 x16f h13 y10f4 ffd fs8 fc3 sc0 ls1 ws0">date: 25% of </div><div class="t m0 x170 h14 y10f5 ffc fs8 fc3 sc0 ls1 ws0">the unves<span class="_ _2"></span>ted </div><div class="t m0 x83 h14 y10f6 ffc fs8 fc3 sc0 ls1 ws0">balance of the </div><div class="t m0 x141 h13 y10f7 ffd fs8 fc3 sc0 ls1 ws0">awar<span class="_ _2"></span>d.</div><div class="t m0 x6 h28 y10f8 ff16 fs2 fc7 sc0 ls1 ws0">Pa<span class="_ _2"></span>yments t<span class="_ _2"></span>o past Dir<span class="_ _2"></span>ector<span class="_ _2"></span>s (audited inf<span class="_ _2"></span>ormation)</div><div class="t m0 x6 h13 y10f9 ffd fs8 fc8 sc0 ls14 ws11">No paymen<span class="_ _2"></span>ts hav<span class="_ _2"></span>e been made to pas<span class="_ _2"></span>t Direct<span class="_ _2"></span>ors during the <span class="_ _2"></span>year<span class="_ _6"></span>.</div><div class="t m0 x6 h28 y10fa ff16 fs2 fc7 sc0 ls1 ws0">Pa<span class="_ _2"></span>yments f<span class="_ _2"></span>or loss of office (audit<span class="_ _2"></span>ed informa<span class="_ _2"></span>tion)</div><div class="t m0 x6 h13 y10fb ffd fs8 fc8 sc0 ls14 ws11">Details of <span class="_ _2"></span>the treatmen<span class="_ _2"></span>t of David St<span class="_ _2"></span>ewart’<span class="_ _2"></span>s remuner<span class="_ _2"></span>ation on <span class="_ _2"></span>his retir<span class="_ _2"></span>ement fr<span class="_ _2"></span>om the Board w<span class="_ _2"></span>ere set <span class="_ _2"></span>out in last y<span class="_ _2"></span>ear<span class="_ _1"></span>’<span class="_ _0"></span>s Annual Report and Accoun<span class="_ _2"></span>ts. </div><div class="t m0 x6 h13 y10fc ffd fs8 fc8 sc0 ls14 ws11">On stepping <span class="_ _2"></span>down from <span class="_ _2"></span>the Board on 30 <span class="_ _2"></span>April 2025, David St<span class="_ _2"></span>ewart r<span class="_ _2"></span>eceived £257,090 in r<span class="_ _2"></span>espect of his base salary and <span class="_ _2"></span>accrued but unused holida<span class="_ _2"></span>y<span class="_ _0"></span>, </div><div class="t m0 x6 h13 y10fd ffd fs8 fc8 sc0 ls14 ws11">£7,500 in car allow<span class="_ _2"></span>ance and £580 in c<span class="_ _2"></span>ash in lieu of pension, pa<span class="_ _2"></span>yable mon<span class="_ _2"></span>thly to 30 Oct<span class="_ _2"></span>ober 2025. He also c<span class="_ _2"></span>ontinued to r<span class="_ _2"></span>eceive priv<span class="_ _2"></span>ate medic<span class="_ _2"></span>al </div><div class="t m0 x6 h13 y10fe ffd fs8 fc8 sc0 ls14 ws11">cover un<span class="_ _2"></span>til 30 October 2025. <span class="_ _2"></span>As a good lea<span class="_ _2"></span>ver<span class="_ _6"></span>, he was entitled <span class="_ _2"></span>to re<span class="_ _2"></span>tain his 2023 L<span class="_ _6"></span>TIP award, r<span class="_ _2"></span>educed pr<span class="_ _2"></span>o-rat<span class="_ _2"></span>a to r<span class="_ _2"></span>eflect the da<span class="_ _2"></span>te he left <span class="_ _2"></span>the </div><div class="t m0 x6 h13 y10ff ffd fs8 fc8 sc0 ls14 ws11">business. The awar<span class="_ _2"></span>d will ves<span class="_ _2"></span>t in 2026, det<span class="_ _2"></span>ails of which ar<span class="_ _2"></span>e set out in this R<span class="_ _2"></span>eport.</div><div class="t m0 x6 hf y1100 ffb fs2 fc7 sc0 ls1 ws0">Outst<span class="_ _2"></span>anding share aw<span class="_ _2"></span>ards</div><div class="t m0 x6 h2a y1101 ff13 fs5 fc7 sc0 ls1 ws0">2025 L<span class="_ _6"></span>TIP</div><div class="t m0 x6 h13 y1102 ffd fs8 fc8 sc0 ls14 ws11">Options gr<span class="_ _2"></span>anted t<span class="_ _2"></span>o Executiv<span class="_ _2"></span>e Director<span class="_ _2"></span>s to <span class="_ _2"></span>acquire shar<span class="_ _2"></span>es as follo<span class="_ _2"></span>ws:</div><div class="t m0 xc3 h4a y1103 ffc fs11 fc3 sc0 ls1 ws0">Director<span class="_ _114"> </span>Date of gr<span class="_ _2"></span>ant<span class="_ _115"> </span>Exer<span class="_ _2"></span>cise price</div><div class="t m0 x133 h1d y1104 ffd fs11 fc3 sc0 ls1 ws0">As at 1 </div><div class="t m0 x51 h1d y1103 ffd fs11 fc3 sc0 ls1 ws0">January 2025</div><div class="t m0 x128 h1d y1105 ffd fs11 fc3 sc0 ls1 ws0">Awar<span class="_ _2"></span>ds </div><div class="t m0 x163 h4a y1104 ffc fs11 fc3 sc0 ls1 ws0">grant<span class="_ _2"></span>ed during </div><div class="t m0 x11f h4a y1103 ffc fs11 fc3 sc0 ls1 ws0">the year</div><div class="t m0 x4c h1d y1106 ffd fs11 fc3 sc0 ls1 ws0">Awar<span class="_ _2"></span>ds </div><div class="t m0 x143 h4a y1105 ffc fs11 fc3 sc0 ls1 ws0">vested </div><div class="t m0 x35 h4a y1104 ffc fs11 fc3 sc0 ls1 ws0">during the </div><div class="t m0 x94 h4a y1103 ffc fs11 fc3 sc0 ls1 ws0">year</div><div class="t m0 x7e h1d y1106 ffd fs11 fc3 sc0 ls1 ws0">Awar<span class="_ _2"></span>ds </div><div class="t m0 x2f h4a y1105 ffc fs11 fc3 sc0 ls1 ws0">ex<span class="_ _2"></span>ercised </div><div class="t m0 x10e h4a y1104 ffc fs11 fc3 sc0 ls1 ws0">during the </div><div class="t m0 x14d h4a y1103 ffc fs11 fc3 sc0 ls1 ws0">year</div><div class="t m0 xee h1d y1105 ffd fs11 fc3 sc0 ls1 ws0">As at 31 </div><div class="t m0 xb9 h4a y1104 ffc fs11 fc3 sc0 ls1 ws0">December </div><div class="t m0 x10f h1d y1103 ffd fs11 fc3 sc0 ls1 ws0">2025<span class="_ _3b"> </span><span class="ffc">Exercise period</span></div><div class="t m0 xc3 h11 y1107 ffb fs8 fc3 sc0 ls1 ws0">Adam Castleton</div><div class="t m0 xc3 h14 y1108 ffc fs8 fc3 sc0 ls1 ws0">Group CE<span class="_ _2"></span>O</div><div class="t m0 x6a h13 y1107 ffd fs8 fc3 sc0 ls1 ws0">3 July 2025<span class="_ _6c"> </span><span class="ffc">Nil<span class="_ _38"> </span></span>–<span class="_ _75"> </span><span class="ffc">Such </span></div><div class="t m0 xfc h14 y1108 ffc fs8 fc3 sc0 ls1 ws0">number of </div><div class="t m0 x13d h14 y1109 ffc fs8 fc3 sc0 ls1 ws0">ordinary </div><div class="t m0 x115 h14 y110a ffc fs8 fc3 sc0 ls1 ws0">shares as </div><div class="t m0 x149 h14 y110b ffc fs8 fc3 sc0 ls1 ws0">have a<span class="_ _2"></span>t </div><div class="t m0 x163 h13 y110c ffd fs8 fc3 sc0 ls1 ws0">each vesting </div><div class="t m0 x11f h13 y110d ffd fs8 fc3 sc0 ls1 ws0">date, a </div><div class="t m0 x144 h14 y110e ffc fs8 fc3 sc0 ls1 ws0">value equal </div><div class="t m0 x15c h13 y110f ffd fs8 fc3 sc0 ls1 ws0">to 35% of </div><div class="t m0 x115 h13 y1110 ffd fs8 fc3 sc0 ls1 ws0">the pool.</div><div class="t m0 x77 h13 y1111 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _116"> </span>–<span class="_ _6d"> </span><span class="ffc">Such </span></div><div class="t m0 x7b h14 y1112 ffc fs8 fc3 sc0 ls1 ws0">number of </div><div class="t m0 xb9 h14 y1113 ffc fs8 fc3 sc0 ls1 ws0">ordinary </div><div class="t m0 xee h14 y1114 ffc fs8 fc3 sc0 ls1 ws0">shares </div><div class="t m0 x40 h14 y1115 ffc fs8 fc3 sc0 ls1 ws0">as have </div><div class="t m0 xb6 h14 y1116 ffc fs8 fc3 sc0 ls1 ws0">at each </div><div class="t m0 x13f h13 y1117 ffd fs8 fc3 sc0 ls1 ws0">vesting </div><div class="t m0 x13f h13 y1118 ffd fs8 fc3 sc0 ls1 ws0">date, a </div><div class="t m0 x81 h14 y1119 ffc fs8 fc3 sc0 ls1 ws0">value equal </div><div class="t m0 x89 h13 y111a ffd fs8 fc3 sc0 ls1 ws0">to 35% of </div><div class="t m0 x8a h13 y111b ffd fs8 fc3 sc0 ls1 ws0">the pool.</div><div class="t m0 xa0 h13 y1107 ffd fs8 fc3 sc0 ls1 ws0">31 December </div><div class="t m0 x16f h13 y111c ffd fs8 fc3 sc0 ls1 ws0">2029  <span class="_ _1c"></span>- 3 July </div><div class="t m0 x140 h13 y111d ffd fs8 fc3 sc0 ls1 ws0">2032</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   76<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   76<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pf4f" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc4f w4 h0"><img 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" class="bi x0 y111e w5 hae" alt="" /><div class="t m0 xf he y1f ff11 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">76<span class="_ _13"> </span>77</div><div class="t m0 xe he y1e ff2b fs6 fc4 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span>FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span><span class="fc0">CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="fc4 ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="ls11 wse">OVERVIEW</span></span></span></div><div class="t m0 x18 h10 y21 ffc fs4 fc6 sc0 ls1 ws0"> </div><div class="t m0 x18 h2a y1de ff13 fs5 fc7 sc0 ls1 ws0">L<span class="_ _6"></span>TIP and SA<span class="_ _0"></span>YE</div><div class="t m0 x109 h3a y111f ffd fs19 fc3 sc0 ls1 ws0">1</div><div class="t m0 x95 h4a y1120 ffc fs11 fc3 sc0 ls1 ws0">Number of shares</div><div class="t m0 x41 h4a y1121 ffc fs11 fc3 sc0 ls1 ws0">Director</div><div class="t m0 x63 h1d y1122 ffd fs11 fc3 sc0 ls1 ws0">Awar<span class="_ _2"></span>d </div><div class="t m0 x160 h4a y1121 ffc fs11 fc3 sc0 ls1 ws0">type<span class="_ _42"> </span>Date of gran<span class="_ _2"></span>t</div><div class="t m0 x20 h4a y1123 ffc fs11 fc3 sc0 ls1 ws0">Share </div><div class="t m0 x135 h4a y1122 ffc fs11 fc3 sc0 ls1 ws0">price on </div><div class="t m0 x20 h4a y1121 ffc fs11 fc3 sc0 ls1 ws0">grant</div><div class="t m0 x23 h4a y1122 ffc fs11 fc3 sc0 ls1 ws0">Exer<span class="_ _2"></span>cise </div><div class="t m0 x24 h4a y1121 ffc fs11 fc3 sc0 ls1 ws0">price</div><div class="t m0 x16d h4a y1123 ffc fs11 fc3 sc0 ls1 ws0">As at </div><div class="t m0 x3f h1d y1122 ffd fs11 fc3 sc0 ls1 ws0">1 January </div><div class="t m0 x16d h1d y1121 ffd fs11 fc3 sc0 ls1 ws0">2025</div><div class="t m0 x35 h1d y1124 ffd fs11 fc3 sc0 ls1 ws0">Awar<span class="_ _2"></span>ds </div><div class="t m0 x113 h4a y1123 ffc fs11 fc3 sc0 ls1 ws0">grant<span class="_ _2"></span>ed </div><div class="t m0 x147 h4a y1122 ffc fs11 fc3 sc0 ls1 ws0">during </div><div class="t m0 x4c h4a y1121 ffc fs11 fc3 sc0 ls1 ws0">year</div><div class="t m0 xa6 h1d y1124 ffd fs11 fc3 sc0 ls1 ws0">Awar<span class="_ _2"></span>ds </div><div class="t m0 x97 h4a y1123 ffc fs11 fc3 sc0 ls1 ws0">lapsed </div><div class="t m0 x97 h4a y1122 ffc fs11 fc3 sc0 ls1 ws0">during </div><div class="t m0 x2f h4a y1121 ffc fs11 fc3 sc0 ls1 ws0">year</div><div class="t m0 x2e h1d y1124 ffd fs11 fc3 sc0 ls1 ws0">Awar<span class="_ _2"></span>ds </div><div class="t m0 x171 h4a y1123 ffc fs11 fc3 sc0 ls1 ws0">ex<span class="_ _2"></span>ercised </div><div class="t m0 x11a h4a y1122 ffc fs11 fc3 sc0 ls1 ws0">during </div><div class="t m0 x100 h4a y1121 ffc fs11 fc3 sc0 ls1 ws0">year</div><div class="t m0 x88 h8b y1123 ffb fs11 fc3 sc0 ls1 ws0">As at </div><div class="t m0 x110 h8b y1122 ffb fs11 fc3 sc0 ls1 ws0">31 December </div><div class="t m0 x88 h8b y1121 ffb fs11 fc3 sc0 ls1 ws0">2025</div><div class="t m0 x167 h4a y1122 ffc fs11 fc3 sc0 ls1 ws0">Exer<span class="_ _2"></span>cise </div><div class="t m0 x154 h4a y1121 ffc fs11 fc3 sc0 ls1 ws0">period</div><div class="t m0 x41 h11 y1125 ffb fs8 fc3 sc0 ls1 ws0">Adam </div><div class="t m0 x41 h11 y1126 ffb fs8 fc3 sc0 ls1 ws0">Castleton</div><div class="t m0 x41 h14 y1127 ffc fs8 fc3 sc0 ls1 ws0">Group </div><div class="t m0 x41 h14 y1128 ffc fs8 fc3 sc0 ls3d ws3c">CEO</div><div class="t m0 x172 h13 y1129 ffd fs8 fc3 sc0 ls1 ws0">L<span class="_ _0"></span>TIP</div><div class="t m0 x10d h13 y112a ffd fs8 fc3 sc0 ls1 ws0">29 March<span class="ffc"> </span></div><div class="t m0 x124 h13 y1129 ffd fs8 fc3 sc0 ls1 ws0">2022<span class="_ _71"> </span>369.00p<span class="_ _117"> </span><span class="ffc">Nil<span class="_ _f3"> </span></span>106,283<span class="_ _c9"> </span>–<span class="_ _fc"> </span>106,283<span class="_ _35"> </span>–<span class="_ _6b"> </span><span class="ffb">–</span></div><div class="t m0 x173 h13 y112b ffd fs8 fc3 sc0 ls1 ws0">29 March<span class="ffc"> </span></div><div class="t m0 x101 h13 y112c ffd fs8 fc3 sc0 ls1 ws0">2025 to </div><div class="t m0 x173 h13 y112d ffd fs8 fc3 sc0 ls1 ws0">28 March </div><div class="t m0 x154 h13 y112e ffd fs8 fc3 sc0 ls1 ws0">2032</div><div class="t m0 x172 h13 y112f ffd fs8 fc3 sc0 ls1 ws0">L<span class="_ _0"></span>TIP</div><div class="t m0 xb1 h13 y1130 ffd fs8 fc3 sc0 ls1 ws0">7 November </div><div class="t m0 x124 h13 y112f ffd fs8 fc3 sc0 ls1 ws0">2023<span class="_ _71"> </span>246.00p<span class="_ _117"> </span><span class="ffc">Nil<span class="_ _f3"> </span></span>131,402<span class="_ _c9"> </span>–<span class="_ _35"> </span>–<span class="_ _2e"> </span>–<span class="_ _f3"> </span><span class="ffb">131,402</span></div><div class="t m0 x174 h13 y1131 ffd fs8 fc3 sc0 ls1 ws0">7 November</div><div class="t m0 x101 h13 y1132 ffd fs8 fc3 sc0 ls1 ws0">2026 to</div><div class="t m0 x174 h13 y1133 ffd fs8 fc3 sc0 ls1 ws0">6 November</div><div class="t m0 x154 h13 y1134 ffd fs8 fc3 sc0 ls1 ws0">2033</div><div class="t m0 x127 h13 y1135 ffd fs8 fc3 sc0 ls89 ws85">S<span class="_ _1"></span>AY<span class="_ _7"></span>E</div><div class="t m0 x122 h13 y1136 ffd fs8 fc3 sc0 ls1 ws0">10 November<span class="ffc"> </span></div><div class="t m0 x124 h13 y1135 ffd fs8 fc3 sc0 ls1 ws0">2023<span class="_ _71"> </span>248.00p<span class="_ _fc"> </span>199.00p<span class="_ _cb"> </span>9,321<span class="_ _c9"> </span>–<span class="_ _35"> </span>–<span class="_ _35"> </span>–<span class="_ _1b"> </span><span class="ffb">9,321</span></div><div class="t m0 x174 h13 y1137 ffd fs8 fc3 sc0 ls1 ws0">1 December<span class="ffc"> </span></div><div class="t m0 x101 h13 y1138 ffd fs8 fc3 sc0 ls1 ws0">2026 to </div><div class="t m0 x175 h13 y1139 ffd fs8 fc3 sc0 ls1 ws0">31 May </div><div class="t m0 x154 h13 y113a ffd fs8 fc3 sc0 ls1 ws0">2026</div><div class="t m0 x172 h13 y113b ffd fs8 fc3 sc0 ls1 ws0">L<span class="_ _0"></span>TIP<span class="_ _1a"> </span>30 April 2024<span class="_ _f7"> </span>293.70p<span class="_ _117"> </span><span class="ffc">Nil<span class="_ _f3"> </span></span>141,726<span class="_ _c9"> </span>–<span class="_ _2e"> </span>–<span class="_ _35"> </span>–<span class="_ _f3"> </span><span class="ffb">141,726</span></div><div class="t m0 x101 h13 y113c ffd fs8 fc3 sc0 ls1 ws0">30 April<span class="ffc"> </span></div><div class="t m0 x101 h13 y113d ffd fs8 fc3 sc0 ls1 ws0">2027 to </div><div class="t m0 x101 h13 y113e ffd fs8 fc3 sc0 ls1 ws0">29 April </div><div class="t m0 x154 h13 y113f ffd fs8 fc3 sc0 ls1 ws0">2034</div><div class="t m0 x41 h11 y1140 ffb fs8 fc3 sc0 ls1 ws0">David </div><div class="t m0 x41 h11 y1141 ffb fs8 fc3 sc0 ls1 ws0">Stewart  </div><div class="t m0 x41 h14 y1142 ffc fs8 fc3 sc0 ls1 ws0">Former</div><div class="t m0 x41 h14 y1143 ffc fs8 fc3 sc0 ls1 ws0">Group</div><div class="t m0 x41 h14 y1144 ffc fs8 fc3 sc0 ls3d ws3c">CEO</div><div class="t m0 x172 h13 y1145 ffd fs8 fc3 sc0 ls1 ws0">L<span class="_ _0"></span>TIP</div><div class="t m0 x10d h13 y1146 ffd fs8 fc3 sc0 ls1 ws0">29 March</div><div class="t m0 x124 h13 y1145 ffd fs8 fc3 sc0 ls1 ws0">2022<span class="_ _71"> </span>369.00p<span class="_ _117"> </span><span class="ffc">Nil<span class="_ _f3"> </span></span>157,435<span class="_ _c9"> </span>–<span class="_ _fc"> </span>157,435<span class="_ _35"> </span>–<span class="_ _6b"> </span><span class="ffb">–</span></div><div class="t m0 x173 h13 y1147 ffd fs8 fc3 sc0 ls1 ws0">29 March<span class="ffc"> </span></div><div class="t m0 x101 h13 y1148 ffd fs8 fc3 sc0 ls1 ws0">2025 to </div><div class="t m0 x173 h13 y1149 ffd fs8 fc3 sc0 ls1 ws0">28 March </div><div class="t m0 x154 h13 y114a ffd fs8 fc3 sc0 ls1 ws0">2032</div><div class="t m0 x172 h13 y114b ffd fs8 fc3 sc0 ls1 ws0">L<span class="_ _0"></span>TIP</div><div class="t m0 xb1 h13 y114c ffd fs8 fc3 sc0 ls1 ws0">7 November </div><div class="t m0 x124 h13 y114b ffd fs8 fc3 sc0 ls1 ws0">2023<span class="_ _71"> </span>246.00p<span class="_ _117"> </span><span class="ffc">Nil<span class="_ _f3"> </span></span>194,613<span class="_ _c9"> </span>–<span class="_ _fc"> </span>102,756<span class="_ _35"> </span>–<span class="_ _3c"> </span><span class="ffb">91,857</span></div><div class="t m0 x174 h13 y114d ffd fs8 fc3 sc0 ls1 ws0">7 November</div><div class="t m0 x101 h13 y114e ffd fs8 fc3 sc0 ls1 ws0">2026 to</div><div class="t m0 x141 h13 y114f ffd fs8 fc3 sc0 ls1 ws0">6 May 2027</div><div class="t m0 x127 h13 y1150 ffd fs8 fc3 sc0 ls89 ws85">S<span class="_ _1"></span>AY<span class="_ _7"></span>E</div><div class="t m0 x122 h13 y1151 ffd fs8 fc3 sc0 ls1 ws0">10 November<span class="ffc"> </span></div><div class="t m0 x124 h13 y1150 ffd fs8 fc3 sc0 ls1 ws0">2023<span class="_ _71"> </span>248.00p<span class="_ _fc"> </span>199.00p<span class="_ _cb"> </span>3,728<span class="_ _c9"> </span>–<span class="_ _118"> </span>3,728<span class="_ _2e"> </span>–<span class="_ _6b"> </span><span class="ffb">–</span></div><div class="t m0 x101 h13 y1152 ffd fs8 fc3 sc0 ls1 ws0">30 April </div><div class="t m0 x101 h13 y1153 ffd fs8 fc3 sc0 ls1 ws0">2025 to<span class="ffc"> </span></div><div class="t m0 xd6 h13 y1154 ffd fs8 fc3 sc0 ls1 ws0">30 October </div><div class="t m0 x154 h13 y1155 ffd fs8 fc3 sc0 ls1 ws0">2025</div><div class="t m0 x172 h13 y1156 ffd fs8 fc3 sc0 ls1 ws0">L<span class="_ _0"></span>TIP<span class="_ _1a"> </span>30 April 2024<span class="_ _f3"> </span>293.7p<span class="_ _117"> </span><span class="ffc">Nil<span class="_ _f3"> </span></span>209,822<span class="_ _c9"> </span>–<span class="_ _fc"> </span>139,952<span class="_ _35"> </span>–<span class="_ _3c"> </span><span class="ffb">69,870</span></div><div class="t m0 x101 h13 y1157 ffd fs8 fc3 sc0 ls1 ws0">30 April</div><div class="t m0 x139 h13 y1158 ffd fs8 fc3 sc0 ls1 ws0">2027 to 29</div><div class="t m0 xc6 h14 y1159 ffc fs8 fc3 sc0 ls1 ws0">October </div><div class="t m0 x154 h13 y115a ffd fs8 fc3 sc0 ls1 ws0">2027</div><div class="t m0 x18 h1d yd77 ffd fs11 fc8 sc0 ls2b ws29">1 <span class="_ _15"> </span> <span class="_ _1c"></span>All o<span class="_ _1"></span>f the ab<span class="_ _1"></span>ove are s<span class="_ _1"></span>chem<span class="_ _1"></span>e inter<span class="_ _1"></span>est<span class="_ _1"></span>s. D<span class="_ _1"></span>etai<span class="_ _1"></span>ls of the 20<span class="_ _1"></span>25 LTIP awar<span class="_ _1"></span>d gra<span class="_ _1"></span>nted in 202<span class="_ _1"></span>5 are se<span class="_ _1"></span>t out el<span class="_ _1"></span>sewh<span class="_ _1"></span>ere in th<span class="_ _1"></span>is sec<span class="_ _1"></span>ti<span class="_ _1"></span>on of the R<span class="_ _1"></span>epor<span class="_ _1"></span>t<span class="_ _1"></span>, while d<span class="_ _1"></span>eta<span class="_ _1"></span>ils of pr<span class="_ _1"></span>evio<span class="_ _1"></span>us </div><div class="t m0 x39 h1d y40b ffd fs11 fc8 sc0 ls2b ws29">ou<span class="_ _1"></span>ts<span class="_ _1"></span>tand<span class="_ _1"></span>ing aw<span class="_ _1"></span>ards ar<span class="_ _1"></span>e pres<span class="_ _1"></span>ente<span class="_ _1"></span>d in the pr<span class="_ _1"></span>evio<span class="_ _1"></span>us year<span class="_ _1"></span>’s Dire<span class="_ _1"></span>cto<span class="_ _1"></span>rs<span class="_ _1"></span>’ Remun<span class="_ _1"></span>era<span class="_ _1"></span>tion Re<span class="_ _1"></span>por<span class="_ _1"></span>t an<span class="_ _1"></span>d are inc<span class="_ _1"></span>lud<span class="_ _1"></span>ed in not<span class="_ _1"></span>e 15 to the F<span class="_ _1"></span>inanc<span class="_ _1"></span>ial Sta<span class="_ _1"></span>teme<span class="_ _1"></span>nts</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   77<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   77<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pf50" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc50 w4 h0"><img 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" class="bi x0 y115b w5 haf" alt="" /><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">78<span class="_ _13"> </span>79</div><div class="t m0 x19 he y1e ff10 fs6 fc4 sc0 ls11 wse">OVERVIEW</div><div class="t m0 x8 h46 y2ca ffd fs1 fc6 sc0 ls1 ws0">Annua<span class="_ _2"></span>l Repor<span class="_ _1"></span>t on Re<span class="_ _2"></span>munerati<span class="_ _2"></span>on <span class="ffc fs6 ls6c ws67">continued</span></div><div class="t m0 x6 h45 y21 ffd fs4 fc6 sc0 ls6b ws66">Dire<span class="_ _1"></span>c<span class="_ _7"></span>tor<span class="_ _1"></span>s’<span class="_ _1"></span> Remuner<span class="_ _1"></span>ation<span class="_ _1"></span> Repor<span class="_ _14"></span>t<span class="_ _1"></span> <span class="ffc fs18 ls64 ws5f">conti<span class="_ _2"></span>nued</span></div><div class="t m0 x6 h28 y71 ff16 fs2 fc7 sc0 ls1 ws0">Director<span class="_ _2"></span>s’ int<span class="_ _2"></span>eres<span class="_ _2"></span>ts in shares (audit<span class="_ _2"></span>ed informa<span class="_ _2"></span>tion)</div><div class="t m0 x6 h13 y2fd ffd fs8 fc8 sc0 ls14 ws11">The inter<span class="_ _2"></span>ests of the <span class="_ _2"></span>Director<span class="_ _2"></span>s who served on the Boar<span class="_ _2"></span>d during the y<span class="_ _2"></span>ear<span class="_ _6"></span>, including their connected per<span class="_ _2"></span>sons, are <span class="_ _2"></span>set out in the t<span class="_ _2"></span>able below<span class="_ _0"></span>.</div><div class="t m0 x6 h13 y115c ffd fs8 fc8 sc0 ls14 ws11">The Group <span class="_ _2"></span>CEO is r<span class="_ _2"></span>equired under the <span class="_ _2"></span>Policy t<span class="_ _2"></span>o purchase and hold <span class="_ _2"></span>shares equiv<span class="_ _2"></span>alent to 33% of <span class="_ _2"></span>any bonus earned, <span class="_ _2"></span>net of ta<span class="_ _2"></span>x f<span class="_ _2"></span>or a period of two </div><div class="t m0 x6 h13 y1083 ffd fs8 fc8 sc0 ls14 ws11">year<span class="_ _2"></span>s, and to r<span class="_ _2"></span>etain all L<span class="_ _6"></span>TIP vested <span class="_ _2"></span>shares (net of <span class="_ _2"></span>tax) un<span class="_ _2"></span>til the shareholding <span class="_ _2"></span>requiremen<span class="_ _2"></span>t is met. The Ex<span class="_ _2"></span>ecutive Dir<span class="_ _2"></span>ector<span class="_ _2"></span>s’ shareholdings r<span class="_ _2"></span>eflect the </div><div class="t m0 x6 h13 y59c ffd fs8 fc8 sc0 ls14 ws11">limited ves<span class="_ _2"></span>ting of L<span class="_ _6"></span>TIP awards and annual bonus <span class="_ _2"></span>payments <span class="_ _2"></span>prior to 2025. F<span class="_ _2"></span>ollowing 2025 annual bonus in<span class="_ _2"></span>vestmen<span class="_ _2"></span>t in shares <span class="_ _2"></span>and vesting of <span class="_ _2"></span>the </div><div class="t m0 x6 h13 y59d ffd fs8 fc8 sc0 ls14 ws11">2023 L<span class="_ _0"></span>TIP the Group <span class="_ _2"></span>CEO will hold 118% <span class="_ _2"></span>of salary in shares.  </div><div class="t m0 x6 h13 y115d ffd fs8 fc8 sc0 ls14 ws11">The Policy <span class="_ _2"></span>supports the continued <span class="_ _2"></span>building of shareholdings th<span class="_ _2"></span>rough the r<span class="_ _2"></span>equirement <span class="_ _2"></span>to purchase <span class="_ _2"></span>shares with a pr<span class="_ _2"></span>oportion of bonus and <span class="_ _2"></span>through </div><div class="t m0 x6 h13 y115e ffd fs8 fc8 sc0 ls14 ws11">the ret<span class="_ _2"></span>ention of all v<span class="_ _2"></span>ested L<span class="_ _6"></span>TIP awards.</div><div class="t m0 x176 h4a y115f ffc fs11 fc3 sc0 ls1 ws0">Shareholdings</div><div class="t m0 xd4 h87 y1160 ffd fs31 fc3 sc0 ls1 ws0">1</div><div class="t m0 x177 h1d y1161 ffd fs11 fc3 sc0 ls1 ws0">(number of shares)</div><div class="t m0 x178 h1d y1162 ffd fs11 fc3 sc0 ls1 ws0">Share awar<span class="_ _2"></span>ds</div><div class="t m0 x13b h1d y1161 ffd fs11 fc3 sc0 ls1 ws0">(number of shares) </div><div class="t m0 x98 h4a y1163 ffc fs11 fc3 sc0 ls1 ws0">Shareholding </div><div class="t m0 x179 h4a y1164 ffc fs11 fc3 sc0 ls1 ws0">guideline total </div><div class="t m0 xa6 h1d y1162 ffd fs11 fc3 sc0 ls1 ws0">(number of </div><div class="t m0 x36 h1d y1161 ffd fs11 fc3 sc0 ls1 ws0">shares)</div><div class="t m0 x165 h4a y1162 ffc fs11 fc3 sc0 ls1 ws0">Shareholding </div><div class="t m0 x13f h4a y1161 ffc fs11 fc3 sc0 ls1 ws0">guideline </div><div class="t m0 x16c h1d y1164 ffd fs11 fc3 sc0 ls1 ws0">Executiv<span class="_ _2"></span>e </div><div class="t m0 x141 h4a y1162 ffc fs11 fc3 sc0 ls1 ws0">Director </div><div class="t m0 xf6 h4a y1161 ffc fs11 fc3 sc0 ls1 ws0">shareholding</div><div class="t m0 x17a h87 y1165 ffd fs31 fc3 sc0 ls1 ws0">3</div><div class="t m0 xc3 h4a y1166 ffc fs11 fc3 sc0 ls1 ws0">Director</div><div class="t m0 x122 h8b y1167 ffb fs11 fc3 sc0 ls1 ws0">31 December </div><div class="t m0 xac h8b y1166 ffb fs11 fc3 sc0 ls1 ws0">2025</div><div class="t m0 x11e h1d y1167 ffd fs11 fc3 sc0 ls1 ws0">31 December </div><div class="t m0 xcc h1d y1166 ffd fs11 fc3 sc0 ls1 ws0">2024</div><div class="t m0 xbb h4a y1168 ffc fs11 fc3 sc0 ls1 ws0">Unves<span class="_ _2"></span>ted and </div><div class="t m0 x17b h4a y1169 ffc fs11 fc3 sc0 ls1 ws0">subject to </div><div class="t m0 x24 h4a y1167 ffc fs11 fc3 sc0 ls1 ws0">performance </div><div class="t m0 x13b h4a y1166 ffc fs11 fc3 sc0 ls87 ws83">target<span class="_ _1"></span>s</div><div class="t m0 x3f h87 y116a ffd fs31 fc3 sc0 ls1 ws0">2</div><div class="t m0 xa3 h4a y116b ffc fs11 fc3 sc0 ls1 ws0">V<span class="_ _2"></span>ested but </div><div class="t m0 x7 h4a y116c ffc fs11 fc3 sc0 ls1 ws0">unex<span class="_ _2"></span>ercised </div><div class="t m0 x11b h1d y116d ffd fs11 fc3 sc0 ls1 ws0">31 December </div><div class="t m0 x35 h1d y116e ffd fs11 fc3 sc0 ls1 ws0">2025</div><div class="t m0 x9a h8b y116d ffb fs11 fc3 sc0 ls1 ws0">31 December </div><div class="t m0 x166 h8b y116e ffb fs11 fc3 sc0 ls1 ws0">2025</div><div class="t m0 xb5 h1d y116d ffd fs11 fc3 sc0 ls1 ws0">(% of basic<span class="ffc"> </span></div><div class="t m0 x14f h1d y116e ffd fs11 fc3 sc0 ls1 ws0"> salary)</div><div class="t m0 xc9 h1d y116d ffd fs11 fc3 sc0 ls1 ws0">(% of basic </div><div class="t m0 x121 h1d y116e ffd fs11 fc3 sc0 ls1 ws0">salary)</div><div class="t m0 xc3 h13 y116f ffc fs8 fc3 sc0 ls1 ws0">Adrian Collins<span class="_ _119"> </span><span class="ffb">20,000<span class="_ _82"> </span><span class="ffd">–<span class="_ _82"> </span>–<span class="_ _82"> </span>–<span class="_ _3f"> </span></span>–<span class="_ _82"> </span><span class="ffd">–<span class="_ _a2"> </span><span class="ls8a ws86">N<span class="_ _1"></span>/A</span></span></span></div><div class="t m0 xc3 h13 y1170 ffc fs8 fc3 sc0 ls1 ws0">Adam Castleton<span class="_ _d1"> </span><span class="ffb">172,693<span class="_ _1b"> </span><span class="ffd">142,266<span class="_ _cb"> </span>282,449<span class="_ _82"> </span>–<span class="_ _1b"> </span></span>172,693<span class="_ _19"> </span><span class="ffd">200%<span class="_ _35"> </span>90.8%</span></span></div><div class="t m0 xc3 h13 y1171 ffd fs8 fc3 sc0 ls1 ws0">David Ste<span class="_ _2"></span>wart</div><div class="t m0 xda h3a y1172 ffd fs19 fc3 sc0 ls1 ws0">4</div><div class="t m0 x68 h13 y1173 ffb fs8 fc3 sc0 ls1 ws0">168,260<span class="_ _a0"> </span><span class="ffd">95,666<span class="_ _cb"> </span>161,727<span class="_ _82"> </span>–<span class="_ _1b"> </span></span>168,260<span class="_ _19"> </span><span class="ffd">200%<span class="_ _35"> </span>89.9%</span></div><div class="t m0 xc3 h13 y1174 ffc fs8 fc3 sc0 ls1 ws0">Gaby Appleton<span class="_ _11a"> </span><span class="ffb">–<span class="_ _82"> </span><span class="ffd">–<span class="_ _82"> </span>–<span class="_ _82"> </span>–<span class="_ _3f"> </span></span>–<span class="_ _82"> </span><span class="ffd">–<span class="_ _a2"> </span><span class="ls8a ws86">N<span class="_ _1"></span>/A</span></span></span></div><div class="t m0 xc3 h13 y1175 ffc fs8 fc3 sc0 ls1 ws0">Darrell E<span class="_ _2"></span>vans <span class="_ _11b"> </span><span class="ffb">–<span class="_ _82"> </span><span class="ffd">–<span class="_ _82"> </span>–<span class="_ _82"> </span>–<span class="_ _3f"> </span></span>–<span class="_ _82"> </span><span class="ffd">–<span class="_ _a2"> </span><span class="ls8a ws86">N<span class="_ _1"></span>/A</span></span></span></div><div class="t m0 xc3 h13 y1176 ffc fs8 fc3 sc0 ls1 ws0">Sony<span class="_ _2"></span>a Ghobrial<span class="_ _11c"> </span><span class="ffb">–<span class="_ _82"> </span><span class="ffd">–<span class="_ _82"> </span>–<span class="_ _82"> </span>–<span class="_ _3f"> </span></span>–<span class="_ _82"> </span><span class="ffd">–<span class="_ _a2"> </span><span class="ls8a ws86">N<span class="_ _1"></span>/A</span></span></span></div><div class="t m0 xc3 h13 y1177 ffd fs8 fc3 sc0 ls1 ws0">James Mack<span class="_ _11d"> </span><span class="ffb">–<span class="_ _82"> </span></span>–<span class="_ _82"> </span>–<span class="_ _82"> </span>–<span class="_ _3f"> </span><span class="ffb">–<span class="_ _82"> </span></span>–<span class="_ _a2"> </span><span class="ls8a ws86">N<span class="_ _1"></span>/A</span></div><div class="t m0 xc3 h13 y1178 ffc fs8 fc3 sc0 ls1 ws0">Michael Stoop<span class="_ _11e"> </span><span class="ffb">3,595<span class="_ _82"> </span><span class="ffd">–<span class="_ _82"> </span>–<span class="_ _82"> </span>–<span class="_ _3f"> </span></span>–<span class="_ _82"> </span><span class="ffd">–<span class="_ _a2"> </span><span class="ls8a ws86">N<span class="_ _1"></span>/A</span></span></span></div><div class="t m0 x6 h13 y1179 ffd fs8 fc8 sc0 ls14 ws11">All of the shar<span class="_ _2"></span>e inter<span class="_ _2"></span>ests det<span class="_ _2"></span>ailed above ar<span class="_ _2"></span>e beneficial t<span class="_ _2"></span>o the Direct<span class="_ _2"></span>ors. Apart fr<span class="_ _2"></span>om the int<span class="_ _2"></span>erests <span class="_ _2"></span>disclosed above, no Dir<span class="_ _2"></span>ector<span class="_ _2"></span>s held int<span class="_ _2"></span>erests a<span class="_ _2"></span>t any </div><div class="t m0 x6 h13 y117a ffd fs8 fc8 sc0 ls14 ws11">time in the year <span class="_ _2"></span>in the share c<span class="_ _2"></span>apital of an<span class="_ _2"></span>y other Gr<span class="_ _2"></span>oup compan<span class="_ _2"></span>y<span class="_ _0"></span>.</div><div class="t m0 x6 h13 y117b ffd fs8 fc8 sc0 ls14 ws11">Between 31 December <span class="_ _2"></span>2025 and 13 March <span class="_ _2"></span>2026, Adam Castlet<span class="_ _2"></span>on purchased 207 shar<span class="_ _2"></span>es as a participan<span class="_ _2"></span>t of our SIP<span class="_ _0"></span>/BA<span class="_ _0"></span>YE scheme which is not </div><div class="t m0 x6 h13 y117c ffd fs8 fc8 sc0 ls14 ws11">reflect<span class="_ _2"></span>ed in the table <span class="_ _2"></span>above. These shar<span class="_ _2"></span>es wer<span class="_ _2"></span>e purchased by <span class="_ _2"></span>the Employee Bene<span class="_ _2"></span>fit T<span class="_ _0"></span>rust at the pr<span class="_ _2"></span>evailing mark<span class="_ _0"></span>et rate.</div><div class="t m0 x6 h13 y117d ffd fs8 fc8 sc0 ls14 ws11">Other services were <span class="_ _2"></span>provided t<span class="_ _2"></span>o the Company <span class="_ _2"></span>through Finc<span class="_ _2"></span>orp Limited, a c<span class="_ _2"></span>onsultancy compan<span class="_ _2"></span>y closely associat<span class="_ _2"></span>ed with Adrian Collins. No other </div><div class="t m0 x6 h13 y117e ffd fs8 fc8 sc0 ls14 ws11">Director <span class="_ _2"></span>has, or has had, an<span class="_ _2"></span>y direct or indir<span class="_ _2"></span>ect int<span class="_ _2"></span>erest in <span class="_ _2"></span>any tr<span class="_ _2"></span>ansaction, con<span class="_ _2"></span>tract or arr<span class="_ _2"></span>angement <span class="_ _2"></span>(exclu<span class="_ _2"></span>ding service agreements), which <span class="_ _2"></span>is or was </div><div class="t m0 x6 h13 y117f ffd fs8 fc8 sc0 ls14 ws11">unusual in its natur<span class="_ _2"></span>e or conditions, <span class="_ _2"></span>or significant t<span class="_ _2"></span>o the Group’<span class="_ _6"></span>s business, during the current <span class="_ _2"></span>or immediately pr<span class="_ _2"></span>eceding financial year<span class="_ _e"></span>.</div><div class="t m0 x6 h1d y1180 ffd fs11 fc8 sc0 ls2b ws29">1 <span class="_ _15"> </span> <span class="_ _1c"></span>Th<span class="_ _1"></span>e share<span class="_ _1"></span>hol<span class="_ _1"></span>ding<span class="_ _1"></span>s of Adam C<span class="_ _1"></span>as<span class="_ _1"></span>tlet<span class="_ _1"></span>on inc<span class="_ _1"></span>lud<span class="_ _1"></span>es matc<span class="_ _1"></span>hing sh<span class="_ _1"></span>ares<span class="_ _1"></span>, divi<span class="_ _1"></span>dend s<span class="_ _1"></span>hares a<span class="_ _1"></span>nd fre<span class="_ _1"></span>e shar<span class="_ _1"></span>e award<span class="_ _1"></span>s rece<span class="_ _1"></span>ived u<span class="_ _1"></span>nder t<span class="_ _1"></span>he SIP sub<span class="_ _1"></span>jec<span class="_ _1"></span>t to a rete<span class="_ _1"></span>ntio<span class="_ _1"></span>n peri<span class="_ _1"></span>od. T<span class="_ _1"></span>he tot<span class="_ _1"></span>al </div><div class="t m0 x108 h1d y1181 ffd fs11 fc8 sc0 ls2b ws29">shar<span class="_ _1"></span>es hel<span class="_ _1"></span>d by Adam C<span class="_ _1"></span>as<span class="_ _1"></span>tlet<span class="_ _1"></span>on fro<span class="_ _1"></span>m awar<span class="_ _1"></span>ds unde<span class="_ _1"></span>r the SIP i<span class="_ _1"></span>s 9,244</div><div class="t m0 x6 h1d y1182 ffd fs11 fc8 sc0 ls2b ws29">2 <span class="_ _15"> </span> <span class="_ _1c"></span>Ada<span class="_ _1"></span>m Cas<span class="_ _1"></span>tle<span class="_ _1"></span>ton was g<span class="_ _1"></span>rant<span class="_ _1"></span>ed an awa<span class="_ _1"></span>rd unde<span class="_ _1"></span>r the 202<span class="_ _1"></span>5 L<span class="_ _2"></span>TIP i<span class="_ _1"></span>n the for<span class="_ _1"></span>m of a nil<span class="_ _1"></span>-c<span class="_ _1"></span>ost o<span class="_ _1"></span>ptio<span class="_ _1"></span>n. Th<span class="_ _1"></span>e numbe<span class="_ _1"></span>r of shar<span class="_ _1"></span>es over w<span class="_ _1"></span>hich th<span class="_ _1"></span>e awar<span class="_ _1"></span>d shall ve<span class="_ _1"></span>st an<span class="_ _1"></span>d beco<span class="_ _1"></span>me </div><div class="t m0 x108 h1d y1183 ffd fs11 fc8 sc0 ls2b ws29">exe<span class="_ _1"></span>rcis<span class="_ _1"></span>abl<span class="_ _1"></span>e shall b<span class="_ _1"></span>e such nu<span class="_ _1"></span>mber o<span class="_ _1"></span>f share<span class="_ _1"></span>s as have a va<span class="_ _1"></span>lue, as at th<span class="_ _1"></span>e rele<span class="_ _1"></span>vant ve<span class="_ _1"></span>stin<span class="_ _1"></span>g date, whi<span class="_ _1"></span>ch is eq<span class="_ _1"></span>ual to his al<span class="_ _1"></span>loc<span class="_ _1"></span>ati<span class="_ _1"></span>on of 35% of the LTI<span class="_ _1"></span>P poo<span class="_ _1"></span>l. As t<span class="_ _1"></span>his numb<span class="_ _1"></span>er of </div><div class="t m0 x108 h1d y1184 ffd fs11 fc8 sc0 ls2b ws29">shar<span class="_ _1"></span>es ca<span class="_ _1"></span>nnot b<span class="_ _1"></span>e deter<span class="_ _1"></span>mine<span class="_ _1"></span>d at this d<span class="_ _1"></span>ate, this is n<span class="_ _1"></span>ot inc<span class="_ _1"></span>lude<span class="_ _1"></span>d in the t<span class="_ _1"></span>able. Fu<span class="_ _1"></span>rt<span class="_ _1"></span>her de<span class="_ _1"></span>tai<span class="_ _1"></span>ls of this aw<span class="_ _1"></span>ard ar<span class="_ _1"></span>e set ou<span class="_ _1"></span>t earl<span class="_ _1"></span>ier in th<span class="_ _1"></span>is Repo<span class="_ _1"></span>r<span class="_ _1"></span>t</div><div class="t m0 x6 h1d y1185 ffd fs11 fc8 sc0 ls2b ws29">3 <span class="_ _15"> </span> <span class="_ _1c"></span>Bas<span class="_ _1"></span>ed on s<span class="_ _1"></span>hares o<span class="_ _1"></span>wned an<span class="_ _1"></span>d ves<span class="_ _1"></span>ted bu<span class="_ _1"></span>t unex<span class="_ _1"></span>erci<span class="_ _1"></span>sed aw<span class="_ _1"></span>ards, n<span class="_ _1"></span>et of ta<span class="_ _1"></span>x, as at 31 De<span class="_ _1"></span>cemb<span class="_ _1"></span>er 2025 o<span class="_ _1"></span>r at the da<span class="_ _1"></span>te of ste<span class="_ _1"></span>ppin<span class="_ _1"></span>g down f<span class="_ _1"></span>rom th<span class="_ _1"></span>e Boa<span class="_ _1"></span>rd. Sha<span class="_ _1"></span>reho<span class="_ _1"></span>ldin<span class="_ _1"></span>g guid<span class="_ _1"></span>elin<span class="_ _1"></span>e </div><div class="t m0 x108 h1d y1186 ffd fs11 fc8 sc0 ls2b ws29">ca<span class="_ _1"></span>lcul<span class="_ _1"></span>ation<span class="_ _1"></span>s are bas<span class="_ _1"></span>ed on th<span class="_ _1"></span>e share p<span class="_ _1"></span>ric<span class="_ _1"></span>e at year en<span class="_ _1"></span>d of 263 pen<span class="_ _1"></span>ce and A<span class="_ _1"></span>dam C<span class="_ _1"></span>astl<span class="_ _1"></span>eto<span class="_ _1"></span>n’<span class="_ _2"></span>s basi<span class="_ _1"></span>c sala<span class="_ _1"></span>ry a<span class="_ _1"></span>t 3<span class="_ _2"></span>1 De<span class="_ _1"></span>cemb<span class="_ _1"></span>er 202<span class="_ _1"></span>5 and Dav<span class="_ _1"></span>id Stew<span class="_ _1"></span>ar<span class="_ _1"></span>t<span class="_ _1"></span>’<span class="_ _2"></span>s basic s<span class="_ _1"></span>alar<span class="_ _1"></span>y o<span class="_ _1"></span>n 30 Apr<span class="_ _1"></span>il </div><div class="t m0 x108 h1d y1187 ffd fs11 fc8 sc0 ls2b ws29">2025 w<span class="_ _1"></span>hen he s<span class="_ _1"></span>tepp<span class="_ _1"></span>ed dow<span class="_ _1"></span>n fro<span class="_ _1"></span>m the Bo<span class="_ _1"></span>ard</div><div class="t m0 x6 h1d y1188 ffd fs11 fc8 sc0 ls2b ws29">4 <span class="_ _15"> </span>Dav<span class="_ _1"></span>id Stew<span class="_ _1"></span>ar<span class="_ _1"></span>t sto<span class="_ _1"></span>od dow<span class="_ _1"></span>n on <span class="ls8b ws75">30</span> Apri<span class="_ _1"></span>l 2025. T<span class="_ _1"></span>he shar<span class="_ _1"></span>ehol<span class="_ _1"></span>ding i<span class="_ _1"></span>n the ta<span class="_ _1"></span>ble is sh<span class="_ _1"></span>own as at th<span class="_ _1"></span>e date of s<span class="_ _1"></span>tepp<span class="_ _1"></span>ing do<span class="_ _1"></span>wn</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   78<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   78<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
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" class="bi x0 y1189 w5 hb0" alt="" /><div class="t m0 xf he y1f ff11 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">78<span class="_ _13"> </span>79</div><div class="t m0 xe he y1e ff2b fs6 fc4 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span>FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span><span class="fc0">CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="fc4 ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="ls11 wse">OVERVIEW</span></span></span></div><div class="t m0 x18 h10 y21 ffc fs4 fc6 sc0 ls1 ws0"> </div><div class="t m0 x18 hf y71 ffb fs2 fc7 sc0 ls1 ws0">Perf<span class="_ _2"></span>ormance gr<span class="_ _2"></span>aph and table</div><div class="t m0 x18 h13 y2fd ffd fs8 fc8 sc0 ls14 ws11">The f<span class="_ _2"></span>ollowing graph sho<span class="_ _2"></span>ws the v<span class="_ _2"></span>alue, up to 31 December <span class="_ _2"></span>2025, of £100 inv<span class="_ _2"></span>ested in <span class="_ _2"></span>the Company c<span class="_ _2"></span>ompared with the <span class="_ _2"></span>value of £100 in<span class="_ _2"></span>vest<span class="_ _2"></span>ed in the </div><div class="t m0 x18 h13 y2ff ffd fs8 fc8 sc0 ls14 ws11">FTSE Small Cap (e<span class="_ _2"></span>xcluding in<span class="_ _2"></span>vestmen<span class="_ _2"></span>t trusts) Inde<span class="_ _2"></span>x on 31 December 2015. The <span class="_ _2"></span>FTSE Small Cap Inde<span class="_ _2"></span>x has been chosen because <span class="_ _2"></span>the Company is <span class="_ _2"></span>a </div><div class="t m0 x18 h13 y300 ffd fs8 fc8 sc0 ls14 ws11">constituen<span class="_ _2"></span>t of the Index.</div><div class="t m0 x18 h2a y118a ff13 fs5 fc7 sc0 ls1 ws0">T<span class="_ _6"></span>otal Shareholder r<span class="_ _2"></span>eturn</div><div class="t m0 xaf hb1 y118b ff2e fs33 fc3 sc0 ls1 ws0">0</div><div class="t m0 x10b hb1 y118c ff2e fs33 fc3 sc0 ls1 ws0">50</div><div class="t m0 xa4 hb1 y118d ff2e fs33 fc3 sc0 ls1 ws0">100</div><div class="t m0 xa4 hb1 y118e ff2e fs33 fc3 sc0 ls1 ws0">150</div><div class="t m0 xa4 hb1 y118f ff2e fs33 fc3 sc0 ls1 ws0">200</div><div class="t m0 xa4 hb1 y1190 ff2e fs33 fc3 sc0 ls1 ws0">250</div><div class="t me x13 hb2 y1191 ff2e fs36 fc3 sc0 ls1 ws0">31 Dec 2015</div><div class="t me x160 hb2 y1191 ff2e fs36 fc3 sc0 ls1 ws0">31 Dec 2016</div><div class="t me x65 hb2 y1191 ff2e fs36 fc3 sc0 ls1 ws0">31 Dec 2017</div><div class="t me x104 hb2 y1191 ff2e fs36 fc3 sc0 ls1 ws0">31 Dec 2018</div><div class="t me x4f hb2 y1191 ff2e fs36 fc3 sc0 ls1 ws0">31 Dec 2019</div><div class="t me x163 hb2 y1191 ff2e fs36 fc3 sc0 ls1 ws0">31 Dec 2020</div><div class="t me xa3 hb2 y1191 ff2e fs36 fc3 sc0 ls1 ws0">31 Dec 2021</div><div class="t me x7a hb2 y1191 ff2e fs36 fc3 sc0 ls1 ws0">31 Dec 2022</div><div class="t me x32 hb2 y1191 ff2e fs36 fc3 sc0 ls1 ws0">31 Dec 2023</div><div class="t me x10f hb2 y1191 ff2e fs36 fc3 sc0 ls1 ws0">31 Dec 2024</div><div class="t me xc9 hb2 y1191 ff2e fs36 fc3 sc0 ls1 ws0">31 Dec 2025</div><div class="t m3 x39 hb1 y1192 ff2e fs33 fc3 sc0 ls1 ws87">Value (£)</div><div class="t m8 x61 hb3 y1193 ff2f fs37 fc3 sc0 ls1 ws0">Source: <span class="ff30">Reﬁ</span>n<span class="ff30">itiv </span>Datastream</div><div class="t m8 x10d hb1 y1194 ff2e fs33 fc3 sc0 ls1 ws0">LSL Property Services plc<span class="_ _11b"> </span>FT<span class="ws87">SE Small Cap Ind</span>ex (ex<span class="_ _2"></span>cluding inves<span class="_ _2"></span>tment trusts)</div><div class="t m8 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   79<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   79<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pf52" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc52 w4 h0"><img src="data:image/png;base64,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" class="bi x0 y1195 w5 hb4" alt="" /><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">80<span class="_ _13"> </span>81</div><div class="t m0 x19 he y1e ff10 fs6 fc4 sc0 ls11 wse">OVERVIEW</div><div class="t m0 x6 h28 y71 ff16 fs2 fc7 sc0 ls1 ws0">Group CE<span class="_ _2"></span>O’<span class="_ _0"></span>s total r<span class="_ _2"></span>emunera<span class="_ _2"></span>tion</div><div class="t m0 x6 h13 y2fd ffd fs8 fc8 sc0 ls14 ws11">The tot<span class="_ _2"></span>al remuner<span class="_ _2"></span>ation figures <span class="_ _2"></span>for the <span class="_ _2"></span>Group CE<span class="_ _2"></span>O during each of the las<span class="_ _2"></span>t ten financial y<span class="_ _2"></span>ears ar<span class="_ _2"></span>e shown in the <span class="_ _2"></span>table below<span class="_ _6"></span>. The total r<span class="_ _2"></span>emuneration </div><div class="t m0 x6 h13 y2ff ffd fs8 fc8 sc0 ls14 ws11">figure includes the <span class="_ _2"></span>annual bonus based on that <span class="_ _2"></span>year<span class="_ _1"></span>’<span class="_ _0"></span>s performance and shar<span class="_ _2"></span>e awar<span class="_ _2"></span>ds based on thr<span class="_ _2"></span>ee-year <span class="_ _2"></span>performance periods endin<span class="_ _2"></span>g in or just </div><div class="t m0 x6 h13 y300 ffd fs8 fc8 sc0 ls14 ws11">after the r<span class="_ _2"></span>elevan<span class="_ _2"></span>t year<span class="_ _6"></span>.</div><div class="t m0 xa4 h1d y1196 ffd fs11 fc3 sc0 ls1 ws0">Ian Crabb to 30 April 2020<span class="_ _41"> </span>David Stewart fr<span class="_ _2"></span>om 1 May 2020</div><div class="t m0 x14 h1d y1197 ffd fs11 fc3 sc0 ls1 ws0">2016<span class="_ _11f"> </span>2017<span class="_ _11f"> </span>2018<span class="_ _11f"> </span>2019<span class="_ _11f"> </span>2020<span class="_ _11f"> </span>2020<span class="_ _11f"> </span>2021<span class="_ _11f"> </span>2022<span class="_ _11f"> </span>2023<span class="_ _11f"> </span>2024<span class="_ _11f"> </span><span class="ffb">2025</span></div><div class="t m0 x140 h8b y1198 ffb fs11 fc3 sc0 ls1 ws0">Adam </div><div class="t m0 xc0 h8b y1199 ffb fs11 fc3 sc0 ls1 ws0">Castleton </div><div class="t m0 x17c h8b y119a ffb fs11 fc3 sc0 ls1 ws0">from 1 </div><div class="t m0 x120 h8b y1197 ffb fs11 fc3 sc0 ls1 ws0">May 2025</div><div class="t m0 xc3 h4a y119b ffc fs11 fc3 sc0 ls1 ws0">T<span class="_ _0"></span>otal </div><div class="t m0 xc3 h4a y119c ffc fs11 fc3 sc0 ls1 ws0">remun-</div><div class="t m0 xc3 h1d y119d ffd fs11 fc3 sc0 ls1 ws0">eration<span class="_ _3b"> </span>£499,000<span class="_ _15"> </span>£835,120<span class="_ _fc"> </span>£774,629<span class="_ _fc"> </span>£760,679<span class="_ _15"> </span>£161,214<span class="_ _fc"> </span>£310,932<span class="_ _fc"> </span>£859,207<span class="_ _15"> </span>£717,063<span class="_ _fc"> </span>£571,685<span class="_ _fc"> </span>£893,953<span class="_ _fc"> </span><span class="ffb">£286,568<span class="_ _fc"> </span>£639,252</span></div><div class="t m0 xc3 h4a y119e ffc fs11 fc3 sc0 ls1 ws0">Annual </div><div class="t m0 xc3 h86 y119f ffc fs11 fc3 sc0 ls1 ws0">bonus<span class="_ _120"> </span><span class="ffd">16%<span class="_ _28"> </span>97%<span class="_ _f9"> </span>79.8%<span class="_ _f9"> </span>61.7%<span class="_ _71"> </span>0%<span class="_ _71"> </span>0%<span class="_ _118"> </span>84.7%<span class="_ _71"> </span>0%<span class="_ _71"> </span>0%<span class="_ _f9"> </span>78.0%<span class="_ _43"> </span><span class="ff16 ls8c ws88">N<span class="_ _1"></span>/A<span class="_ _42"> </span></span><span class="ffb">54%</span></span></div><div class="t m0 xc3 h1d y11a0 ffd fs11 fc3 sc0 ls1 ws0">L<span class="_ _0"></span>TIP </div><div class="t m0 xc3 h1d y11a1 ffd fs11 fc3 sc0 ls1 ws0">vesting<span class="_ _2e"> </span>0%<span class="_ _71"> </span>0%<span class="_ _71"> </span>0%<span class="_ _71"> </span>0%<span class="_ _3e"> </span><span class="ls8d ws89">N<span class="_ _1"></span>/A<span class="_ _40"> </span>N<span class="_ _1"></span>/A<span class="_ _40"> </span>N<span class="_ _1"></span>/A<span class="_ _f9"> </span></span>44.1%<span class="_ _f9"> </span>22.4%<span class="_ _71"> </span>0%<span class="_ _28"> </span><span class="ffb">50%<span class="_ _28"> </span>50%</span></div><div class="t m0 x6 h28 y11a2 ff16 fs2 fc7 sc0 ls1 ws0">Per<span class="_ _2"></span>cent<span class="_ _2"></span>age change in Dir<span class="_ _2"></span>ector<span class="_ _2"></span>s’ remuner<span class="_ _2"></span>ation</div><div class="t m0 x6 h13 y11a3 ffd fs8 fc8 sc0 ls14 ws11">The table belo<span class="_ _2"></span>w shows the annual per<span class="_ _2"></span>cent<span class="_ _2"></span>age change in salary/f<span class="_ _2"></span>ees, bene<span class="_ _2"></span>fits and bonus f<span class="_ _2"></span>or each of the Dir<span class="_ _2"></span>ectors <span class="_ _2"></span>in 2025, compar<span class="_ _2"></span>ed to the a<span class="_ _2"></span>ver<span class="_ _2"></span>age </div><div class="t m0 x6 h13 y11a4 ffd fs8 fc8 sc0 ls14 ws11">for <span class="_ _2"></span>our wider workf<span class="_ _2"></span>orce ov<span class="_ _2"></span>er the preceding <span class="_ _2"></span>five financial year<span class="_ _2"></span>s.</div><div class="t m0 x162 hb5 y11a5 ffb fs38 fc3 sc0 ls1 ws0">2025 vs 2024<span class="_ _19"> </span>2024 vs 2023<span class="_ _96"> </span>2023 vs 2022<span class="_ _121"> </span>2022 vs 2021<span class="_ _121"> </span>2021 vs 2020</div><div class="t m0 x130 hb5 y11a6 ffb fs38 fc3 sc0 ls1 ws0">% </div><div class="t m0 x10b hb5 y11a7 ffb fs38 fc3 sc0 ls1 ws0">change </div><div class="t m0 x130 hb5 y11a8 ffb fs38 fc3 sc0 ls1 ws0">in </div><div class="t m0 xdd hb6 y11a9 ff16 fs38 fc3 sc0 ls1 ws0">salary/</div><div class="t m0 xda hb5 y11aa ffb fs38 fc3 sc0 ls1 ws0">fees</div><div class="t m0 xb hb5 y11ab ffb fs38 fc3 sc0 ls1 ws0">% change </div><div class="t m0 x17d hb5 y11ac ffb fs38 fc3 sc0 ls1 ws0">in taxable </div><div class="t m0 x63 hb6 y11ad ff16 fs38 fc3 sc0 ls1 ws0">benefits </div><div class="t m0 xca hb5 y11ae ffb fs38 fc3 sc0 ls1 ws0">(excluding </div><div class="t m0 x105 hb5 y11af ffb fs38 fc3 sc0 ls1 ws0">pension)</div><div class="t m0 xdf hb5 y11b0 ffb fs38 fc3 sc0 ls1 ws0">% change </div><div class="t m0 x122 hb5 y11b1 ffb fs38 fc3 sc0 ls1 ws0">in bonus </div><div class="t m0 x103 hb5 y11b2 ffb fs38 fc3 sc0 ls1 ws0">(includes </div><div class="t m0 x162 hb5 y11b3 ffb fs38 fc3 sc0 ls1 ws0">commission)</div><div class="t m0 x17e hb7 y11b4 ffd fs38 fc3 sc0 ls1 ws0">% </div><div class="t m0 x2b hb8 y11b5 ffc fs38 fc3 sc0 ls1 ws0">change </div><div class="t m0 xe0 hb8 y11b6 ffc fs38 fc3 sc0 ls1 ws0">in </div><div class="t m0 x17f hb7 y11b7 ffd fs38 fc3 sc0 ls1 ws0">salary/</div><div class="t m0 x6c hb8 y11b8 ffc fs38 fc3 sc0 ls1 ws0">fees</div><div class="t m0 x111 hb7 y11b9 ffd fs38 fc3 sc0 ls1 ws0">% change </div><div class="t m0 x111 hb8 y11ba ffc fs38 fc3 sc0 ls1 ws0">in taxable </div><div class="t m0 x11e hb7 y11bb ffd fs38 fc3 sc0 ls1 ws0">benefits </div><div class="t m0 xa9 hb7 y11bc ffd fs38 fc3 sc0 ls1 ws0">(excluding </div><div class="t m0 x14c hb7 y11bd ffd fs38 fc3 sc0 ls1 ws0">pension)</div><div class="t m0 x180 hb7 y11be ffd fs38 fc3 sc0 ls1 ws0">% change </div><div class="t m0 x142 hb8 y11bf ffc fs38 fc3 sc0 ls1 ws0">in bonus </div><div class="t m0 x142 hb7 y11c0 ffd fs38 fc3 sc0 ls1 ws0">(includes </div><div class="t m0 xb0 hb7 y11c1 ffd fs38 fc3 sc0 ls1 ws0">commission)</div><div class="t m0 x151 hb7 y11c2 ffd fs38 fc3 sc0 ls1 ws0">% </div><div class="t m0 x181 hb8 y11c3 ffc fs38 fc3 sc0 ls1 ws0">change </div><div class="t m0 x151 hb8 y11c4 ffc fs38 fc3 sc0 ls1 ws0">in </div><div class="t m0 x161 hb7 y11c5 ffd fs38 fc3 sc0 ls1 ws0">salary/</div><div class="t m0 x145 hb8 y11c6 ffc fs38 fc3 sc0 ls1 ws0">fees</div><div class="t m0 x15c hb7 y11c7 ffd fs38 fc3 sc0 ls1 ws0">% change </div><div class="t m0 x15c hb8 y11c8 ffc fs38 fc3 sc0 ls1 ws0">in taxable </div><div class="t m0 x13d hb7 y11c9 ffd fs38 fc3 sc0 ls1 ws0">benefits </div><div class="t m0 x15c hb7 y11ca ffd fs38 fc3 sc0 ls1 ws0">(excluding </div><div class="t m0 x115 hb7 y11cb ffd fs38 fc3 sc0 ls1 ws0">pension)</div><div class="t m0 xa3 hb7 y11cc ffd fs38 fc3 sc0 ls1 ws0">% change </div><div class="t m0 x3b hb8 y11cd ffc fs38 fc3 sc0 ls1 ws0">in bonus </div><div class="t m0 xfe hb7 y11ce ffd fs38 fc3 sc0 ls1 ws0">(includes </div><div class="t m0 xfd hb7 y11cf ffd fs38 fc3 sc0 ls1 ws0">commission)</div><div class="t m0 x7a hb7 y11d0 ffd fs38 fc3 sc0 ls1 ws0">% </div><div class="t m0 x94 hb8 y11d1 ffc fs38 fc3 sc0 ls1 ws0">change </div><div class="t m0 x7a hb8 y11d2 ffc fs38 fc3 sc0 ls1 ws0">in </div><div class="t m0 x94 hb7 y11d3 ffd fs38 fc3 sc0 ls1 ws0">salary/</div><div class="t m0 x95 hb8 y11d4 ffc fs38 fc3 sc0 ls1 ws0">fees</div><div class="t m0 xa5 hb7 y11d5 ffd fs38 fc3 sc0 ls1 ws0">% change </div><div class="t m0 xa5 hb8 y11d6 ffc fs38 fc3 sc0 ls1 ws0">in taxable </div><div class="t m0 x97 hb7 y11d7 ffd fs38 fc3 sc0 ls1 ws0">benefits </div><div class="t m0 x182 hb7 y11d8 ffd fs38 fc3 sc0 ls1 ws0">(excluding </div><div class="t m0 x99 hb7 y11d9 ffd fs38 fc3 sc0 ls1 ws0">pension)</div><div class="t m0 x74 hb7 y11da ffd fs38 fc3 sc0 ls1 ws0">% change </div><div class="t m0 x2e hb8 y11db ffc fs38 fc3 sc0 ls1 ws0">in bonus </div><div class="t m0 xde hb7 y11dc ffd fs38 fc3 sc0 ls1 ws0">(includes </div><div class="t m0 x15b hb7 y11dd ffd fs38 fc3 sc0 ls1 ws0">commission)</div><div class="t m0 xeb hb7 y11de ffd fs38 fc3 sc0 ls1 ws0">% </div><div class="t m0 xed hb8 y11df ffc fs38 fc3 sc0 ls1 ws0">change </div><div class="t m0 xeb hb8 y11e0 ffc fs38 fc3 sc0 ls1 ws0">in </div><div class="t m0 x14f hb7 y11e1 ffd fs38 fc3 sc0 ls1 ws0">salary/</div><div class="t m0 xf0 hb8 y11e2 ffc fs38 fc3 sc0 ls1 ws0">fees</div><div class="t m0 x46 hb7 y11e3 ffd fs38 fc3 sc0 ls1 ws0">% change </div><div class="t m0 x46 hb8 y11e4 ffc fs38 fc3 sc0 ls1 ws0">in taxable </div><div class="t m0 x79 hb7 y11e5 ffd fs38 fc3 sc0 ls1 ws0">benefits </div><div class="t m0 x78 hb7 y11e6 ffd fs38 fc3 sc0 ls1 ws0">(excluding </div><div class="t m0 xc5 hb7 y11e7 ffd fs38 fc3 sc0 ls1 ws0">pension)</div><div class="t m0 xd6 hb7 y11e8 ffd fs38 fc3 sc0 ls1 ws0">% change </div><div class="t m0 x17c hb8 y11e9 ffc fs38 fc3 sc0 ls1 ws0">in bonus </div><div class="t m0 x139 hb7 y11ea ffd fs38 fc3 sc0 ls1 ws0">(includes </div><div class="t m0 xc0 hb7 y11eb ffd fs38 fc3 sc0 ls1 ws0">commission)</div><div class="t m0 xc3 hb5 y11ec ffb fs38 fc3 sc0 ls1 ws0">Chair</div><div class="t m0 xc3 hb6 y11ed ffc fs38 fc3 sc0 ls1 ws0">Adrian Collins<span class="_ _122"> </span><span class="ffb">2.0<span class="_ _f6"> </span><span class="ff16 ls8e ws8a">N/A<span class="_ _123"> </span>N/A<span class="_ _124"> </span><span class="ffd ls8f ws8b">N/A<span class="_ _62"> </span>N/A<span class="_ _1b"> </span>N<span class="_ _1"></span>/A<span class="_ _125"> </span>N/A<span class="_ _f3"> </span>N/A<span class="_ _28"> </span>N/A<span class="_ _125"> </span>N/A<span class="_ _f3"> </span>N/A<span class="_ _1b"> </span>N<span class="_ _1"></span>/A<span class="_ _125"> </span>N/A<span class="_ _f3"> </span>N/A<span class="_ _28"> </span>N/A</span></span></span></div><div class="t m0 xc3 hb6 y11ee ff16 fs38 fc3 sc0 ls1 ws0">Executive </div><div class="t m0 xc3 hb5 y11ef ffb fs38 fc3 sc0 ls1 ws0">Directors</div><div class="t m0 xc3 hb8 y11f0 ffc fs38 fc3 sc0 ls1 ws0">Adam </div><div class="t m0 xc3 hb8 y11f1 ffc fs38 fc3 sc0 ls1 ws0">Castleton</div><div class="t m0 x61 hb9 y11f2 ffd fs39 fc3 sc0 ls1 ws0">1</div><div class="t m0 xb2 hb7 y11f3 ffb fs38 fc3 sc0 ls1 ws0">34.4<span class="_ _11f"> </span>0.4<span class="_ _42"> </span>(0.1)<span class="_ _126"> </span><span class="ffd">2.3<span class="_ _11f"> </span>0.0<span class="_ _3c"> </span>100.0<span class="_ _126"> </span>3.0<span class="_ _1a"> </span>0.5<span class="_ _87"> </span><span class="ls8f ws8b">N<span class="_ _1"></span>/A<span class="_ _126"> </span></span>2.0<span class="_ _1a"> </span>0.8<span class="_ _f9"> </span>(100.0)<span class="_ _126"> </span>1.5<span class="_ _127"> </span>(0.8)<span class="_ _87"> </span><span class="ls8f ws8b">N<span class="_ _1"></span>/A</span></span></div><div class="t m0 xc3 hb8 y11f4 ffc fs38 fc3 sc0 ls1 ws0">David </div><div class="t m0 xc3 hb7 y11f5 ffd fs38 fc3 sc0 ls1 ws0">Stewart</div><div class="t m0 xce hb9 y11f6 ffd fs39 fc3 sc0 ls1 ws0">2</div><div class="t m0 xda hb6 y11f7 ff16 fs38 fc3 sc0 ls8e ws8a">N/A<span class="_ _ab"> </span>N<span class="_ _1"></span>/A<span class="_ _123"> </span>N/A<span class="_ _126"> </span><span class="ffd ls1 ws0">2.2<span class="_ _3c"> </span>0.0<span class="_ _3c"> </span>100.0<span class="_ _126"> </span>3.0<span class="_ _f9"> </span>0.5<span class="_ _28"> </span><span class="ls8f ws8b">N/A<span class="_ _126"> </span></span>2.0<span class="_ _1a"> </span>0.8<span class="_ _f9"> </span>(100.0)<span class="_ _3b"> </span><span class="ls8f ws8b">N<span class="_ _1"></span>/A<span class="_ _f3"> </span>N/A<span class="_ _87"> </span>N<span class="_ _1"></span>/A</span></span></div><div class="t m0 xc3 hb5 y11f8 ffb fs38 fc3 sc0 ls1 ws0">Non-</div><div class="t m0 xc3 hb6 y11f9 ff16 fs38 fc3 sc0 ls1 ws0">Executive </div><div class="t m0 xc3 hb5 y11fa ffb fs38 fc3 sc0 ls1 ws0">Directors</div><div class="t m0 xc3 hb8 y11fb ffc fs38 fc3 sc0 ls1 ws0">Gaby </div><div class="t m0 xc3 hb8 y11fc ffc fs38 fc3 sc0 ls1 ws0">Appleton</div><div class="t m0 x1c hb9 y11fd ffd fs39 fc3 sc0 ls1 ws0">3</div><div class="t m0 xb2 hb6 y11fe ffb fs38 fc3 sc0 ls1 ws0">(3.9)<span class="_ _f6"> </span><span class="ff16 ls8e ws8a">N/A<span class="_ _123"> </span>N/A<span class="_ _128"> </span></span><span class="ffd">(7.0)<span class="_ _c5"> </span><span class="ls8f ws8b">N<span class="_ _1"></span>/A<span class="_ _123"> </span>N<span class="_ _1"></span>/A<span class="_ _126"> </span></span>3.1<span class="_ _129"> </span><span class="ls8f ws8b">N/A<span class="_ _28"> </span>N/A<span class="_ _128"> </span></span>13.6<span class="_ _129"> </span><span class="ls8f ws8b">N<span class="_ _1"></span>/A<span class="_ _1b"> </span>N/A<span class="_ _f7"> </span></span>14.5<span class="_ _129"> </span><span class="ls8f ws8b">N/A<span class="_ _28"> </span>N/A</span></span></div><div class="t m0 xc3 hb8 y11ff ffc fs38 fc3 sc0 ls1 ws0">Darrell Ev<span class="_ _2"></span>ans</div><div class="t m0 x62 hb9 y1200 ffd fs39 fc3 sc0 ls1 ws0">4</div><div class="t m0 xb2 hb6 y1201 ffb fs38 fc3 sc0 ls1 ws0">95.4<span class="_ _f6"> </span><span class="ff16 ls8e ws8a">N/A<span class="_ _123"> </span>N/A<span class="_ _f7"> </span></span><span class="ffd">30.6<span class="_ _62"> </span><span class="ls8f ws8b">N/A<span class="_ _1b"> </span>N/A<span class="_ _ce"> </span></span>2.9<span class="_ _129"> </span><span class="ls8f ws8b">N/A<span class="_ _28"> </span>N/A<span class="_ _128"> </span></span>11.3<span class="_ _129"> </span><span class="ls8f ws8b">N<span class="_ _1"></span>/A<span class="_ _123"> </span>N<span class="_ _1"></span>/A<span class="_ _128"> </span></span>16.7<span class="_ _129"> </span><span class="ls8f ws8b">N<span class="_ _1"></span>/A<span class="_ _87"> </span>N<span class="_ _1"></span>/A</span></span></div><div class="t m0 xc3 hb8 y1202 ffc fs38 fc3 sc0 ls1 ws0">Sonya </div><div class="t m0 xc3 hb6 y1203 ffc fs38 fc3 sc0 ls1 ws0">Ghobrial<span class="_ _117"> </span><span class="ffb">2.2<span class="_ _f6"> </span><span class="ff16 ls8e ws8a">N<span class="_ _1"></span>/A<span class="_ _12a"> </span>N/A<span class="_ _ce"> </span></span><span class="ffd">2.2<span class="_ _c5"> </span><span class="ls8f ws8b">N<span class="_ _1"></span>/A<span class="_ _1b"> </span>N/A<span class="_ _125"> </span>N<span class="_ _1"></span>/A<span class="_ _129"> </span>N/A<span class="_ _28"> </span>N/A<span class="_ _125"> </span>N/A<span class="_ _f3"> </span>N/A<span class="_ _1b"> </span>N<span class="_ _1"></span>/A<span class="_ _125"> </span>N/A<span class="_ _f3"> </span>N/A<span class="_ _28"> </span>N/A</span></span></span></div><div class="t m0 xc3 hb7 y1204 ffd fs38 fc3 sc0 ls1 ws0">James Mack</div><div class="t m0 x6d hb9 y1205 ffd fs39 fc3 sc0 ls1 ws0">5</div><div class="t m0 x14 hb6 y1206 ffb fs38 fc3 sc0 ls1 ws0">4.6<span class="_ _f6"> </span><span class="ff16 ls8e ws8a">N/A<span class="_ _123"> </span>N/A<span class="_ _f7"> </span></span><span class="ffd">14.3<span class="_ _62"> </span><span class="ls8f ws8b">N/A<span class="_ _1b"> </span>N/A<span class="_ _ce"> </span></span>3.0<span class="_ _129"> </span><span class="ls8f ws8b">N/A<span class="_ _28"> </span>N/A<span class="_ _125"> </span>N/A<span class="_ _f3"> </span>N/A<span class="_ _1b"> </span>N<span class="_ _1"></span>/A<span class="_ _125"> </span>N/A<span class="_ _129"> </span>N<span class="_ _1"></span>/A<span class="_ _12b"> </span>N/A</span></span></div><div class="t m0 xc3 hb8 y1207 ffc fs38 fc3 sc0 ls1 ws0">Michael </div><div class="t m0 xc3 hb8 y1208 ffc fs38 fc3 sc0 ls1 ws0">Stoop</div><div class="t m0 x1b hb9 y1209 ffd fs39 fc3 sc0 ls1 ws0">6</div><div class="t m0 x1d hb6 y120a ffb fs38 fc3 sc0 ls1 ws0">415.7<span class="_ _f6"> </span><span class="ff16 ls8e ws8a">N/A<span class="_ _123"> </span>N/A<span class="_ _124"> </span><span class="ffd ls8f ws8b">N/A<span class="_ _62"> </span>N/A<span class="_ _1b"> </span>N<span class="_ _1"></span>/A<span class="_ _125"> </span>N/A<span class="_ _f3"> </span>N/A<span class="_ _12b"> </span>N<span class="_ _1"></span>/A<span class="_ _125"> </span>N/A<span class="_ _129"> </span>N<span class="_ _1"></span>/A<span class="_ _1b"> </span>N/A<span class="_ _125"> </span>N<span class="_ _1"></span>/A<span class="_ _129"> </span>N<span class="_ _1"></span>/A<span class="_ _87"> </span>N<span class="_ _1"></span>/A</span></span></div><div class="t m0 xc3 hb5 y120b ffb fs38 fc3 sc0 ls1 ws0">All </div><div class="t m0 xc3 hb5 y120c ffb fs38 fc3 sc0 ls1 ws0">employees</div><div class="t m0 xc3 hb8 y120d ffc fs38 fc3 sc0 ls1 ws0">Median </div><div class="t m0 xc3 hb8 y120e ffc fs38 fc3 sc0 ls1 ws0">of our </div><div class="t m0 xc3 hb7 y120f ffd fs38 fc3 sc0 ls1 ws0">workfor<span class="_ _2"></span>ce</div><div class="t m0 x67 hb9 y1210 ffd fs39 fc3 sc0 ls1 ws0">7</div><div class="t m0 x14 hb7 y1211 ffb fs38 fc3 sc0 ls1 ws0">5.3<span class="_ _11f"> </span>4.5<span class="_ _12c"> </span>(59.2)<span class="_ _126"> </span><span class="ffd">3.0<span class="_ _127"> </span>(21.5)<span class="_ _71"> </span>0.0<span class="_ _f7"> </span>55.0<span class="_ _128"> </span>447.0<span class="_ _f9"> </span>(92.0)<span class="_ _126"> </span>5.0<span class="_ _128"> </span>186.2<span class="_ _9c"> </span>19.0<span class="_ _126"> </span>1.9<span class="_ _12d"> </span>(71.8)<span class="_ _12c"> </span>(7.0)</span></div><div class="t m0 x6 h1d y1212 ffd fs11 fc8 sc0 ls2b ws29">For n<span class="_ _1"></span>otes of c<span class="_ _1"></span>hange<span class="_ _1"></span>s in pre<span class="_ _1"></span>vio<span class="_ _1"></span>us year<span class="_ _1"></span>s, ple<span class="_ _1"></span>ase re<span class="_ _1"></span>fer to pr<span class="_ _1"></span>evio<span class="_ _1"></span>us An<span class="_ _1"></span>nual Rep<span class="_ _1"></span>or<span class="_ _1"></span>t<span class="_ _1"></span>s and Ac<span class="_ _1"></span>coun<span class="_ _1"></span>ts.</div><div class="t m0 x8 h46 y2ca ffd fs1 fc6 sc0 ls1 ws0">Annua<span class="_ _2"></span>l Repor<span class="_ _1"></span>t on Re<span class="_ _2"></span>munerati<span class="_ _2"></span>on <span class="ffc fs6 ls6c ws67">continued</span></div><div class="t m0 x6 h45 y21 ffd fs4 fc6 sc0 ls6b ws66">Dire<span class="_ _1"></span>c<span class="_ _7"></span>tor<span class="_ _1"></span>s’<span class="_ _1"></span> Remuner<span class="_ _1"></span>ation<span class="_ _1"></span> Repor<span class="_ _14"></span>t<span class="_ _1"></span> <span class="ffc fs18 ls64 ws5f">conti<span class="_ _2"></span>nued</span></div><div class="t m0 x6 h1d y1213 ffd fs11 fc8 sc0 ls2b ws29">1 <span class="_ _15"> </span>Ada<span class="_ _1"></span>m Cas<span class="_ _1"></span>tle<span class="_ _1"></span>ton was a<span class="_ _1"></span>ppo<span class="_ _1"></span>inted G<span class="_ _1"></span>roup C<span class="_ _1"></span>EO on 1 May 2025, hi<span class="_ _1"></span>s chan<span class="_ _1"></span>ge in sal<span class="_ _1"></span>ar<span class="_ _1"></span>y refl<span class="_ _1"></span>ec<span class="_ _1"></span>ts thi<span class="_ _1"></span>s</div><div class="t m0 x6 h1d y1214 ffd fs11 fc8 sc0 ls2b ws29">2 <span class="_ _15"> </span>Dav<span class="_ _1"></span>id Stew<span class="_ _1"></span>ar<span class="_ _1"></span>t step<span class="_ _1"></span>ped d<span class="_ _1"></span>own as Gr<span class="_ _1"></span>oup CEO an<span class="_ _1"></span>d fro<span class="_ _1"></span>m the Bo<span class="_ _1"></span>ard on 3<span class="_ _1"></span>0 Apr<span class="_ _1"></span>il 2025, th<span class="_ _1"></span>eref<span class="_ _1"></span>ore no c<span class="_ _1"></span>omp<span class="_ _1"></span>aris<span class="_ _1"></span>on is sho<span class="_ _1"></span>wn for 202<span class="_ _1"></span>5 vs 2024</div><div class="t m0 x6 h1d y1215 ffd fs11 fc8 sc0 ls2b ws29">3 <span class="_ _15"> </span> <span class="_ _1c"></span>Gaby A<span class="_ _1"></span>ppl<span class="_ _1"></span>eton w<span class="_ _1"></span>as app<span class="_ _1"></span>ointe<span class="_ _1"></span>d as Inte<span class="_ _1"></span>rim Ch<span class="_ _1"></span>air of the R<span class="_ _1"></span>emune<span class="_ _1"></span>rati<span class="_ _1"></span>on Co<span class="_ _1"></span>mmi<span class="_ _1"></span>ttee an<span class="_ _1"></span>d our des<span class="_ _1"></span>igna<span class="_ _1"></span>ted No<span class="_ _1"></span>n-<span class="_ _1"></span>Exe<span class="_ _1"></span>cuti<span class="_ _1"></span>ve Di<span class="_ _1"></span>rec<span class="_ _1"></span>tor fo<span class="_ _1"></span>r wor<span class="_ _1"></span>kfo<span class="_ _1"></span>rce e<span class="_ _1"></span>nga<span class="_ _1"></span>gemen<span class="_ _1"></span>t from 5 Ma<span class="_ _1"></span>rch to </div><div class="t m0 x108 h1d y1216 ffd fs11 fc8 sc0 ls2b ws29">29 Ap<span class="_ _1"></span>ril 2024. Sh<span class="_ _1"></span>e was ap<span class="_ _1"></span>poin<span class="_ _1"></span>ted as S<span class="_ _1"></span>enio<span class="_ _1"></span>r Inde<span class="_ _1"></span>pend<span class="_ _1"></span>ent Di<span class="_ _1"></span>rec<span class="_ _1"></span>to<span class="_ _1"></span>r until 4 Mar<span class="_ _1"></span>ch 2024</div><div class="t m0 x6 h1d y197 ffd fs11 fc8 sc0 ls2b ws29">4 <span class="_ _15"> </span>Dar<span class="_ _1"></span>rell Ev<span class="_ _1"></span>ans’ f<span class="_ _1"></span>ee for 202<span class="_ _1"></span>5 inc<span class="_ _1"></span>lude<span class="_ _1"></span>s the fe<span class="_ _1"></span>e in resp<span class="_ _1"></span>ec<span class="_ _1"></span>t of his ro<span class="_ _1"></span>le as cha<span class="_ _1"></span>ir the Su<span class="_ _1"></span>r<span class="_ _1"></span>veyi<span class="_ _1"></span>ng and Val<span class="_ _1"></span>uatio<span class="_ _1"></span>n Div<span class="_ _1"></span>isio<span class="_ _1"></span>n</div><div class="t m0 x6 h1d y1217 ffd fs11 fc8 sc0 ls2b ws29">5 <span class="_ _15"> </span>Jam<span class="_ _1"></span>es Mac<span class="_ _1"></span>k was app<span class="_ _1"></span>oint<span class="_ _1"></span>ed as Se<span class="_ _1"></span>nior I<span class="_ _1"></span>ndep<span class="_ _1"></span>end<span class="_ _1"></span>ent Dir<span class="_ _1"></span>ec<span class="_ _1"></span>tor o<span class="_ _1"></span>n 5 March 2024</div><div class="t m0 x6 h1d yd9a ffd fs11 fc8 sc0 ls2b ws29">6 <span class="_ _15"> </span>Mic<span class="_ _1"></span>hael St<span class="_ _1"></span>oop<span class="_ _1"></span>’<span class="_ _2"></span>s fee for 20<span class="_ _1"></span>25 inc<span class="_ _1"></span>lud<span class="_ _1"></span>es the fe<span class="_ _1"></span>e in resp<span class="_ _1"></span>ec<span class="_ _1"></span>t of his ro<span class="_ _1"></span>le as ch<span class="_ _1"></span>air of th<span class="_ _1"></span>e Est<span class="_ _1"></span>ate A<span class="_ _1"></span>genc<span class="_ _1"></span>y Fr<span class="_ _1"></span>anch<span class="_ _1"></span>ising D<span class="_ _1"></span>ivi<span class="_ _1"></span>sion</div><div class="t m0 x6 h1d yd77 ffd fs11 fc8 sc0 ls2b ws29">7 <span class="_ _15"> </span> <span class="_ _1c"></span>Th<span class="_ _1"></span>e medi<span class="_ _1"></span>an full<span class="_ _1"></span>-ti<span class="_ _1"></span>me equ<span class="_ _1"></span>iva<span class="_ _1"></span>lent pa<span class="_ _1"></span>y of all emp<span class="_ _1"></span>loye<span class="_ _1"></span>es in th<span class="_ _1"></span>e LS<span class="_ _1"></span>L Grou<span class="_ _1"></span>p and sti<span class="_ _1"></span>ll in emp<span class="_ _1"></span>loy<span class="_ _1"></span>ment as at 31 De<span class="_ _1"></span>cemb<span class="_ _1"></span>er has b<span class="_ _1"></span>een pr<span class="_ _1"></span>ovi<span class="_ _1"></span>ded as an a<span class="_ _1"></span>ppro<span class="_ _1"></span>pri<span class="_ _1"></span>ate com<span class="_ _1"></span>par<span class="_ _1"></span>ator. This </div><div class="t m0 x108 h1d y40b ffd fs11 fc8 sc0 ls2b ws29">exc<span class="_ _1"></span>lud<span class="_ _1"></span>es emp<span class="_ _1"></span>loye<span class="_ _1"></span>es who j<span class="_ _1"></span>oine<span class="_ _1"></span>d the bus<span class="_ _1"></span>ines<span class="_ _1"></span>s dur<span class="_ _1"></span>ing De<span class="_ _1"></span>cem<span class="_ _1"></span>ber bu<span class="_ _1"></span>t rec<span class="_ _1"></span>eive<span class="_ _1"></span>d thei<span class="_ _1"></span>r firs<span class="_ _1"></span>t pay in Jan<span class="_ _1"></span>uar<span class="_ _1"></span>y</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   80<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   80<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
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" class="bi x0 ybe6 w5 h94" alt="" /><div class="t m0 xf he y1f ff11 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">80<span class="_ _13"> </span>81</div><div class="t m0 xe he y1e ff2b fs6 fc4 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span>FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span><span class="fc0">CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="fc4 ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="ls11 wse">OVERVIEW</span></span></span></div><div class="t m0 x18 h28 y71 ff16 fs2 fc7 sc0 ls1 ws0">Group CE<span class="_ _2"></span>O to employ<span class="_ _2"></span>ee pa<span class="_ _2"></span>y ra<span class="_ _2"></span>tio</div><div class="t m0 x18 h13 y2fd ffd fs8 fc8 sc0 ls14 ws11">The table belo<span class="_ _2"></span>w discloses the ra<span class="_ _2"></span>tio between the <span class="_ _2"></span>Group CE<span class="_ _2"></span>O’<span class="_ _0"></span>s </div><div class="t m0 x18 h13 y2ff ffd fs8 fc8 sc0 ls14 ws11">remuner<span class="_ _2"></span>ation and our wider <span class="_ _2"></span>workfor<span class="_ _2"></span>ce since 2018. </div><div class="t m0 x41 h4a y1218 ffc fs11 fc3 sc0 ls1 ws0">Financial year<span class="_ _87"> </span>Method</div><div class="t m0 x71 h1d y1219 ffd fs11 fc3 sc0 ls1 ws0">25th </div><div class="t m0 x2a h1d y121a ffd fs11 fc3 sc0 ls1 ws0">percentile</div><div class="t m0 x11d h1d y1218 ffd fs11 fc3 sc0 ls1 ws0">pay r<span class="_ _2"></span>atio</div><div class="t m0 xd9 h4a y121a ffc fs11 fc3 sc0 ls1 ws0">Median </div><div class="t m0 x134 h1d y1218 ffd fs11 fc3 sc0 ls1 ws0">pay r<span class="_ _2"></span>atio</div><div class="t m0 x14a h1d y1219 ffd fs11 fc3 sc0 ls1 ws0">75th </div><div class="t m0 x183 h1d y121a ffd fs11 fc3 sc0 ls1 ws0">percentile</div><div class="t m0 x184 h1d y1218 ffd fs11 fc3 sc0 ls1 ws0">pay r<span class="_ _2"></span>atio</div><div class="t m0 x41 h13 y121b ffd fs8 fc3 sc0 ls1 ws0">2018<span class="_ _12e"> </span>Option A<span class="_ _129"> </span>40.5 : 1<span class="_ _129"> </span>27.9 : 1<span class="_ _129"> </span>16.2 : 1</div><div class="t m0 x41 h13 y121c ffd fs8 fc3 sc0 ls1 ws0">2019<span class="_ _12e"> </span>Option A<span class="_ _129"> </span>38.1 : 1<span class="_ _129"> </span>26.1 : 1<span class="_ _129"> </span>14.9 : 1</div><div class="t m0 x41 h13 y121d ffd fs8 fc3 sc0 ls1 ws0">2020<span class="_ _12e"> </span>Option A<span class="_ _129"> </span>23.4 : 1<span class="_ _129"> </span>15.8 : 1<span class="_ _11f"> </span>9.1 : 1</div><div class="t m0 x41 h13 y121e ffd fs8 fc3 sc0 ls1 ws0">2021<span class="_ _12e"> </span>Option A<span class="_ _129"> </span>40.3 : 1<span class="_ _129"> </span>26.5 : 1<span class="_ _129"> </span>15.4 : 1</div><div class="t m0 x41 h13 y121f ffd fs8 fc3 sc0 ls1 ws0">2022<span class="_ _12e"> </span>Option A<span class="_ _129"> </span>29.3 : 1<span class="_ _129"> </span>20.0 : 1<span class="_ _129"> </span>11.6 : 1</div><div class="t m0 x41 h13 y1220 ffd fs8 fc3 sc0 ls1 ws0">2023<span class="_ _12e"> </span>Option A<span class="_ _129"> </span>22.5 : 1<span class="_ _129"> </span>13.4 : 1<span class="_ _11f"> </span>9.1 : 1</div><div class="t m0 x41 h13 y1221 ffd fs8 fc3 sc0 ls1 ws0">2024<span class="_ _12e"> </span>Option A<span class="_ _129"> </span>33.2 : 1<span class="_ _129"> </span>20.8 : 1<span class="_ _129"> </span>13.9 : 1</div><div class="t m0 x41 h13 y1222 ffd fs8 fc3 sc0 ls1 ws0">2025<span class="_ _12e"> </span>Option A<span class="_ _129"> </span>30.1 : 1<span class="_ _129"> </span>18.4 : 1<span class="_ _129"> </span>11.9 : 1</div><div class="t m0 x18 h13 y1223 ffd fs8 fc8 sc0 ls14 ws11">The 2025 employee <span class="_ _2"></span>data used <span class="_ _2"></span>to calcula<span class="_ _2"></span>te the r<span class="_ _2"></span>atios is set out <span class="_ _2"></span>in the </div><div class="t m0 x18 h13 y1224 ffd fs8 fc8 sc0 ls14 ws11">table below:</div><div class="t m0 x71 h1d y1225 ffd fs11 fc3 sc0 ls1 ws0">25th </div><div class="t m0 x2a h1d y1226 ffd fs11 fc3 sc0 ls1 ws0">percentile<span class="_ _12c"> </span><span class="ffc">Median </span></div><div class="t m0 x14a h1d y1225 ffd fs11 fc3 sc0 ls1 ws0">75th </div><div class="t m0 x183 h1d y1226 ffd fs11 fc3 sc0 ls1 ws0">percentile</div><div class="t m0 x41 h13 y1227 ffd fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal pay and benefits of </div><div class="t m0 x41 h13 y1228 ffc fs8 fc3 sc0 ls1 ws0">employees<span class="_ _d2"> </span><span class="ffd">£28,209<span class="_ _124"> </span>£45,999<span class="_ _124"> </span>£71,395</span></div><div class="t m0 x41 h14 y1229 ffc fs8 fc3 sc0 ls1 ws0">Basic salary of </div><div class="t m0 x41 h13 y122a ffc fs8 fc3 sc0 ls1 ws0">employees<span class="_ _d2"> </span><span class="ffd">£25,599<span class="_ _124"> </span>£40,370<span class="_ _124"> </span>£56,428</span></div><div class="t m0 x18 hf y122b ffb fs2 fc7 sc0 ls1 ws0">Notes on per<span class="_ _2"></span>centag<span class="_ _2"></span>e change in Gr<span class="_ _2"></span>oup CEO t<span class="_ _2"></span>o </div><div class="t m0 x18 h28 y122c ff16 fs2 fc7 sc0 ls1 ws0">employee pa<span class="_ _2"></span>y r<span class="_ _2"></span>atio</div><div class="t m0 x18 h13 y122d ffd fs8 fc8 sc0 ls14 ws11">W<span class="_ _2"></span>e hav<span class="_ _2"></span>e chosen option A (which c<span class="_ _2"></span>ompares our full-time <span class="_ _2"></span>equivalent </div><div class="t m0 x18 h13 y122e ffd fs8 fc8 sc0 ls14 ws11">total <span class="_ _2"></span>remunera<span class="_ _2"></span>tion f<span class="_ _2"></span>or all UK employees <span class="_ _2"></span>against <span class="_ _2"></span>the Group CE<span class="_ _2"></span>O) </div><div class="t m0 x18 h13 y122f ffd fs8 fc8 sc0 ls14 ws11">as the most appr<span class="_ _2"></span>opriat<span class="_ _2"></span>e methodology to r<span class="_ _2"></span>eport the r<span class="_ _2"></span>atios, in line </div><div class="t m0 x18 h13 y1230 ffd fs8 fc8 sc0 ls14 ws11">with the rec<span class="_ _2"></span>ommendation fr<span class="_ _2"></span>om the Governmen<span class="_ _2"></span>t<span class="_ _1"></span>’<span class="_ _0"></span>s Department for </div><div class="t m0 x18 h13 y1231 ffd fs8 fc8 sc0 ls14 ws11">Business and T<span class="_ _0"></span>rade, and a <span class="_ _2"></span>number of Shareholder r<span class="_ _2"></span>epresen<span class="_ _2"></span>tative <span class="_ _2"></span>and </div><div class="t m0 x18 h13 y1232 ffd fs8 fc8 sc0 ls14 ws11">pro<span class="_ _2"></span>xy voting bodies.</div><div class="t m0 x18 h13 y1233 ffd fs8 fc8 sc0 ls14 ws11">The ra<span class="_ _2"></span>tio above includes all <span class="_ _2"></span>UK-based employ<span class="_ _2"></span>ees who wer<span class="_ _2"></span>e </div><div class="t m0 x18 h13 ybe ffd fs8 fc8 sc0 ls14 ws11">employed in an<span class="_ _2"></span>y part of the <span class="_ _2"></span>Group as a<span class="_ _2"></span>t 31 December 2025. The </div><div class="t m0 x18 h13 y1234 ffd fs8 fc8 sc0 ls14 ws11">employee r<span class="_ _2"></span>emunera<span class="_ _2"></span>tion data <span class="_ _2"></span>includes the full-time equivalen<span class="_ _2"></span>t </div><div class="t m0 x18 h13 y1235 ffd fs8 fc8 sc0 ls14 ws11">data <span class="_ _2"></span>in respect of basic <span class="_ _2"></span>pay<span class="_ _6"></span>, bonus, commission, ta<span class="_ _2"></span>xable benefits, </div><div class="t m0 x18 h13 y1236 ffd fs8 fc8 sc0 ls14 ws11">share-based r<span class="_ _2"></span>emunera<span class="_ _2"></span>tion and pension benefits, so <span class="_ _2"></span>as to pr<span class="_ _2"></span>ovide a </div><div class="t m0 x18 h13 y1237 ffd fs8 fc8 sc0 ls14 ws11">comparab<span class="_ _2"></span>le figure to <span class="_ _2"></span>the Group CE<span class="_ _2"></span>O single figur<span class="_ _2"></span>e total r<span class="_ _2"></span>emunera<span class="_ _2"></span>tion. </div><div class="t m0 x18 h13 y1238 ffd fs8 fc8 sc0 ls14 ws11">For the purposes <span class="_ _2"></span>of the Group CE<span class="_ _2"></span>O compar<span class="_ _2"></span>ator<span class="_ _6"></span>, remuner<span class="_ _2"></span>ation f<span class="_ _2"></span>or </div><div class="t m0 x18 h13 y1239 ffd fs8 fc8 sc0 ls14 ws11">David St<span class="_ _2"></span>ewart has been inclu<span class="_ _2"></span>ded in respect of the <span class="_ _2"></span>period from </div><div class="t m0 x18 h13 y123a ffd fs8 fc8 sc0 ls14 ws11">1 January 2025 to 30 <span class="_ _2"></span>April 2025 and remuner<span class="_ _2"></span>ation f<span class="_ _2"></span>or Adam </div><div class="t m0 x18 h13 y123b ffd fs8 fc8 sc0 ls14 ws11">Castleton <span class="_ _2"></span>has been included in r<span class="_ _2"></span>espect of the period fr<span class="_ _2"></span>om 1 Ma<span class="_ _2"></span>y </div><div class="t m0 x18 h13 y123c ffd fs8 fc8 sc0 ls14 ws11">2025 to 31 December <span class="_ _2"></span>2025. Long-term incentiv<span class="_ _2"></span>e awar<span class="_ _2"></span>ds hav<span class="_ _2"></span>e been </div><div class="t m0 x18 h13 y123d ffd fs8 fc8 sc0 ls14 ws11">pro-r<span class="_ _2"></span>ated t<span class="_ _2"></span>o re<span class="_ _2"></span>flect the period of time in r<span class="_ _2"></span>ole. Commission pa<span class="_ _2"></span>yments </div><div class="t m0 x18 h13 y123e ffd fs8 fc8 sc0 ls14 ws11">paid to employ<span class="_ _2"></span>ees in 2025 ar<span class="_ _2"></span>e included. The full-time equiv<span class="_ _2"></span>alent dat<span class="_ _2"></span>a </div><div class="t m0 x18 h13 y123f ffd fs8 fc8 sc0 ls14 ws11">for <span class="_ _2"></span>each employee w<span class="_ _2"></span>as grossed up <span class="_ _2"></span>based on the full-time equiv<span class="_ _2"></span>alent </div><div class="t m0 x18 h13 y1240 ffd fs8 fc8 sc0 ls14 ws11">hours f<span class="_ _2"></span>or each r<span class="_ _2"></span>ole.</div><div class="t m0 x18 h13 y1241 ffd fs8 fc8 sc0 ls14 ws11">The Committee not<span class="_ _2"></span>ed the decrease in <span class="_ _2"></span>the ratio <span class="_ _2"></span>compared with <span class="_ _2"></span>2024<span class="ls1 ws0">.<span class="ffc"> </span></span></div><div class="t m0 x18 h13 y1242 ffc fs8 fc8 sc0 ls1 ws0">T<span class="ls14">his primarily </span>r<span class="ffd ls14 ws11">e<span class="_ _2"></span>flects<span class="ffc ws0"> the absence of a bonus paymen<span class="_ _2"></span>t to David </span></span></div><div class="t m0 x18 h13 y1243 ffd fs8 fc8 sc0 ls14 ws11">Stewart <span class="_ _2"></span>in respect of the <span class="_ _2"></span>January to April period <span class="ffc">and</span> <span class="_ _2"></span>a lower bonus </div><div class="t m0 x18 h13 y1244 ffc fs8 fc8 sc0 ls14 ws11">outcome <span class="ls8a ws86">for</span><span class="ffd"> the Group CEO <span class="_ _2"></span>role in the <span class="_ _2"></span>current y<span class="_ _2"></span>ear compar<span class="_ _2"></span>ed with </span></div><div class="t m0 x87 h13 y1245 ffc fs8 fc8 sc0 ls14 ws11">th<span class="ls3d ws3c">at</span><span class="ffd"> awarded <span class="_ _2"></span>for the <span class="_ _2"></span>role in the <span class="_ _2"></span>previous y<span class="_ _2"></span>ear<span class="_ _6"></span>.<span class="ffc ls1 ws0"> </span>As a result, o<span class="_ _2"></span>verall<span class="ffc ls1 ws0"> </span></span></div><div class="t m0 x87 h13 y1246 ffd fs8 fc8 sc0 ls14 ws11">variable pa<span class="_ _2"></span>y was lo<span class="_ _2"></span>wer than in the prio<span class="_ _2"></span>r year<span class="_ _6"></span>, notwithstand<span class="ffc ws0">ing the </span></div><div class="t m0 x87 h13 y1247 ffd fs8 fc8 sc0 ls14 ws11">L<span class="_ _0"></span>TIP payout <span class="_ _2"></span><span class="ffc ws0">made in the current <span class="ffd ws11">y<span class="_ _2"></span>ear<span class="_ _6"></span>.</span></span></div><div class="t m0 x87 h13 y1248 ffd fs8 fc8 sc0 ls14 ws11">As at 31 December <span class="_ _2"></span>2025, we employ<span class="_ _2"></span>ed around 1,769 <span class="_ _2"></span>people in a </div><div class="t m0 x87 h13 y1249 ffd fs8 fc8 sc0 ls14 ws11">wide variety of <span class="_ _2"></span>roles. The r<span class="_ _2"></span>ewar<span class="_ _2"></span>d policies and pr<span class="_ _2"></span>actices f<span class="_ _2"></span>or employees </div><div class="t m0 x87 h13 y124a ffd fs8 fc8 sc0 ls14 ws11">follow <span class="_ _2"></span>those set f<span class="_ _2"></span>or the Ex<span class="_ _2"></span>ecutive Dir<span class="_ _2"></span>ectors. </div><div class="t m0 x87 h13 y124b ffd fs8 fc8 sc0 ls14 ws11">The Committee also has <span class="_ _2"></span>responsibility f<span class="_ _2"></span>or setting the r<span class="_ _2"></span>emunera<span class="_ _2"></span>tion </div><div class="t m0 x87 h13 y124c ffd fs8 fc8 sc0 ls14 ws11">of the Ex<span class="_ _2"></span>ecutive Committee <span class="_ _2"></span>and Group Compan<span class="_ _2"></span>y Secre<span class="_ _2"></span>tary and </div><div class="t m0 x87 h13 y124d ffd fs8 fc8 sc0 ls14 ws11">review<span class="_ _2"></span>s and monitor<span class="_ _2"></span>s the Gr<span class="_ _2"></span>oup’<span class="_ _0"></span>s wider remunera<span class="_ _2"></span>tion policies and </div><div class="t m0 x87 h13 y124e ffd fs8 fc8 sc0 ls14 ws11">practices. On <span class="_ _2"></span>this basis, the Committee is <span class="_ _2"></span>satisfied the median <span class="_ _2"></span>pay </div><div class="t m0 x87 h13 y124f ffd fs8 fc8 sc0 ls14 ws11">ra<span class="_ _2"></span>tio is consist<span class="_ _2"></span>ent with the pa<span class="_ _2"></span>y<span class="_ _6"></span>, reward <span class="_ _2"></span>and progr<span class="_ _2"></span>ession polices of the </div><div class="t m0 x87 h13 y1250 ffd fs8 fc8 sc0 ls14 ws11">companies UK-based <span class="_ _2"></span>employees.</div><div class="t m0 x87 h28 y1251 ff16 fs2 fc7 sc0 ls1 ws0">Rela<span class="_ _2"></span>tive importance of spend on pa<span class="_ _2"></span>y</div><div class="t m0 x87 h13 y1252 ffd fs8 fc8 sc0 ls14 ws11">The f<span class="_ _2"></span>ollowing table show<span class="_ _2"></span>s our actual spend on pa<span class="_ _2"></span>y f<span class="_ _2"></span>or all employ<span class="_ _2"></span>ees, </div><div class="t m0 x87 h13 y1253 ffd fs8 fc8 sc0 ls14 ws11">relativ<span class="_ _2"></span>e to dividends paid, <span class="_ _2"></span>share buyback pr<span class="_ _2"></span>ogramme <span class="_ _2"></span>and profit </div><div class="t m0 x87 h13 y1254 ffd fs8 fc8 sc0 ls14 ws11">earned:</div><div class="t m0 x2e h1d y1255 ffb fs11 fc3 sc0 ls1 ws0">2025 (£m)<span class="_ _f7"> </span><span class="ffd">2024 (£m)<span class="_ _fb"> </span>Change (%)</span></div><div class="t m0 x11b h13 y1256 ffd fs8 fc3 sc0 ls1 ws0">Staff c<span class="_ _2"></span>osts</div><div class="t m0 x143 h3a y1257 ffd fs19 fc3 sc0 ls1 ws0">1</div><div class="t m0 x7b h13 y1256 ffb fs8 fc3 sc0 ls1 ws0">109.1<span class="_ _28"> </span><span class="ffd">105.2<span class="_ _120"> </span>3.7</span></div><div class="t m0 x11b h13 y1258 ffc fs8 fc3 sc0 ls1 ws0">Dividends <span class="_ _106"> </span><span class="ffb">11.8<span class="_ _117"> </span><span class="ffd">11.8<span class="_ _67"> </span>(0.3)</span></span></div><div class="t m0 x11b h13 y1259 ffc fs8 fc3 sc0 ls1 ws0">Share buyba<span class="ffd ls4c ws4b">cks<span class="_ _12f"> </span></span><span class="ffb">5.0<span class="_ _120"> </span><span class="ffd">0.8<span class="_ _28"> </span>495.9</span></span></div><div class="t m0 x11b h13 y125a ffd fs8 fc3 sc0 ls1 ws0">Pr<span class="_ _2"></span>ofit after ta<span class="_ _2"></span>x</div><div class="t m0 x77 h3a y125b ffd fs19 fc3 sc0 ls1 ws0">2</div><div class="t m0 xa8 h13 y125c ffb fs8 fc3 sc0 ls1 ws0">17.0<span class="_ _130"> </span><span class="ffd">17.4<span class="_ _71"> </span>(2.3)</span></div><div class="t m0 x11b h13 y125d ffd fs8 fc3 sc0 ls1 ws0">Adjusted pr<span class="_ _2"></span>ofit after t<span class="_ _2"></span>ax</div><div class="t m0 x166 h3a y125e ffd fs19 fc3 sc0 ls1 ws0">2</div><div class="t m0 xa8 h13 y125f ffb fs8 fc3 sc0 ls1 ws0">25.0<span class="_ _130"> </span><span class="ffd">21.7<span class="_ _130"> </span>14.7</span></div><div class="t m0 x87 h28 y1260 ff16 fs2 fc7 sc0 ls1 ws0">Stat<span class="_ _2"></span>ement of Shar<span class="_ _2"></span>eholders’ v<span class="_ _2"></span>oting</div><div class="t m0 x87 h13 y1261 ffd fs8 fc8 sc0 ls14 ws11">The Annual Sta<span class="_ _2"></span>tement and <span class="_ _2"></span>Report on R<span class="_ _2"></span>emunera<span class="_ _2"></span>tion f<span class="_ _2"></span>or 2024 </div><div class="t m0 x87 h13 y1262 ffd fs8 fc8 sc0 ls14 ws11">(included in the 2024 Annual R<span class="_ _2"></span>eport and Acc<span class="_ _2"></span>ounts) wer<span class="_ _2"></span>e present<span class="_ _2"></span>ed </div><div class="t m0 x87 h13 y1263 ffd fs8 fc8 sc0 ls14 ws11">to Shar<span class="_ _2"></span>eholders at <span class="_ _2"></span>the 2025 AGM on 28 Ma<span class="_ _2"></span>y 2025. The Dir<span class="_ _2"></span>ector<span class="_ _2"></span>s’ </div><div class="t m0 x87 h13 y1264 ffd fs8 fc8 sc0 ls14 ws11">Remuner<span class="_ _2"></span>ation P<span class="_ _2"></span>olicy and the 2025 L<span class="_ _6"></span>TIP were pr<span class="_ _2"></span>esented t<span class="_ _2"></span>o </div><div class="t m0 x87 h13 y1265 ffd fs8 fc8 sc0 ls14 ws11">Shareholder<span class="_ _2"></span>s at a Gener<span class="_ _2"></span>al Meeting on 28 <span class="_ _2"></span>May 2025. The <span class="_ _2"></span>voting </div><div class="t m0 x87 h13 y1266 ffd fs8 fc8 sc0 ls14 ws11">outcomes w<span class="_ _2"></span>ere as f<span class="_ _2"></span>ollows:</div><div class="t m0 x7a h8b y1267 ffb fs11 fc3 sc0 ls1 ws0">Annual Statemen<span class="_ _2"></span>t </div><div class="t m0 x16a h8b y1268 ffb fs11 fc3 sc0 ls1 ws0">and Annual </div><div class="t m0 x36 h8b y1269 ffb fs11 fc3 sc0 ls1 ws0">Report on </div><div class="t m0 xa5 h86 y126a ff16 fs11 fc3 sc0 ls1 ws0">Remunera<span class="_ _2"></span>tion</div><div class="t m0 x10f h8b y1268 ffb fs11 fc3 sc0 ls1 ws0">Directors’ </div><div class="t m0 xb5 h86 y1269 ff16 fs11 fc3 sc0 ls1 ws0">Remunera<span class="_ _2"></span>tion </div><div class="t m0 x44 h8b y126a ffb fs11 fc3 sc0 ls1 ws0">Policy<span class="_ _33"> </span>2025 L<span class="_ _0"></span>TIP</div><div class="t m0 x11b h14 y126b ffc fs8 fc3 sc0 ls1 ws0">V<span class="_ _2"></span>otes cas<span class="_ _2"></span>t in </div><div class="t m0 x11b h13 y126c ffc fs8 fc3 sc0 ls1 ws0">fa<span class="_ _2"></span>vour<span class="_ _131"> </span><span class="ffd">99.87%<span class="_ _63"> </span>64.13%<span class="_ _120"> </span>64.30%</span></div><div class="t m0 x11b h14 y126d ffc fs8 fc3 sc0 ls1 ws0">V<span class="_ _2"></span>otes cas<span class="_ _2"></span>t </div><div class="t m0 x11b h13 y126e ffc fs8 fc3 sc0 ls1 ws0">agains<span class="_ _2"></span>t<span class="_ _132"> </span><span class="ffd">0.13%<span class="_ _63"> </span>35.87%<span class="_ _120"> </span>35.70%</span></div><div class="t m0 x11b h14 y126f ffc fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal votes </div><div class="t m0 x11b h13 y1270 ffd fs8 fc3 sc0 ls1 ws0">withheld<span class="_ _96"> </span>372<span class="_ _ca"> </span>2,178,660<span class="_ _ca"> </span>2,178,660</div><div class="t m0 x87 h11 y1271 ffb fs8 fc8 sc0 ls14 ws0">Darrell E<span class="_ _2"></span>vans<span class="ls1"> </span></div><div class="t m0 x87 h13 y1272 ffd fs8 fc8 sc0 ls14 ws11">Chair of the R<span class="_ _2"></span>emuneration <span class="_ _2"></span>Committee</div><div class="t m0 x87 h13 y1273 ffd fs8 fc8 sc0 ls14 ws11">18 March 2026</div><div class="t m0 x18 h1d yd9a ffd fs11 fc8 sc0 ls2b ws29">1 <span class="_ _15"> </span>Se<span class="_ _1"></span>e note 1<span class="_ _1"></span>5 to the Fin<span class="_ _1"></span>anci<span class="_ _1"></span>al State<span class="_ _1"></span>ment<span class="_ _1"></span>s for c<span class="_ _1"></span>alc<span class="_ _1"></span>ulati<span class="_ _1"></span>on of st<span class="_ _1"></span>aff co<span class="_ _1"></span>st<span class="_ _1"></span>s</div><div class="t m0 x18 h1d yd77 ffd fs11 fc8 sc0 ls2b ws29">2 <span class="_ _15"> </span> <span class="_ _1c"></span>Th<span class="_ _1"></span>e perc<span class="_ _1"></span>ent<span class="_ _1"></span>age cha<span class="_ _1"></span>nge in pr<span class="_ _1"></span>ofit a<span class="_ _1"></span>fter ta<span class="_ _1"></span>x and adj<span class="_ _1"></span>uste<span class="_ _1"></span>d profi<span class="_ _1"></span>t afte<span class="_ _1"></span>r tax has b<span class="_ _1"></span>een sh<span class="_ _1"></span>own as th<span class="_ _1"></span>is is con<span class="_ _1"></span>side<span class="_ _1"></span>red an im<span class="_ _1"></span>por<span class="_ _1"></span>t<span class="_ _1"></span>ant fina<span class="_ _1"></span>ncia<span class="_ _1"></span>l KPI use<span class="_ _1"></span>d to mon<span class="_ _1"></span>itor o<span class="_ _1"></span>ur per<span class="_ _1"></span>fo<span class="_ _1"></span>rman<span class="_ _1"></span>ce. </div><div class="t m0 x39 h1d y40b ffd fs11 fc8 sc0 ls2b ws29">Se<span class="_ _1"></span>e note 12 t<span class="_ _1"></span>o the Fina<span class="_ _1"></span>ncia<span class="_ _1"></span>l State<span class="_ _1"></span>ment<span class="_ _1"></span>s for th<span class="_ _1"></span>e cal<span class="_ _1"></span>cula<span class="_ _1"></span>tion</div><div class="t m0 x18 h10 y21 ffc fs4 fc6 sc0 ls1 ws0"> </div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   81<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   81<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
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" class="bi x0 y1274 w5 hba" alt="" /><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">82<span class="_ _13"> </span>83</div><div class="t m0 x19 he y1e ff10 fs6 fc4 sc0 ls11 wse">OVERVIEW</div><div class="t m0 x39 h28 y1275 ff16 fs2 fc0 sc0 ls6 ws4">Informa<span class="_ _2"></span>tion<span class="_ _11c"> </span><span class="ffb fc7">P<span class="_ _2"></span>age(s)</span></div><div class="t m0 x39 h26 y1276 ff16 fs6 fc0 sc0 ls11 wse">Principal activities during the y<span class="_ _2"></span>ear </div><div class="t m0 x135 h13 y1277 ffd fs8 fc8 sc0 ls14 ws11">10 to 19</div><div class="t m0 x39 he y1278 ffb fs6 fc0 sc0 ls11 ws0">Review of business perf<span class="_ _2"></span>ormance</div><div class="t m0 x135 h13 y1279 ffd fs8 fc8 sc0 ls14 ws11">10 to 19</div><div class="t m0 x39 h26 y127a ff16 fs6 fc0 sc0 ls11 wse">Likely <span class="_ _2"></span>future developmen<span class="_ _2"></span>ts affecting </div><div class="t m0 x39 he y127b ffb fs6 fc0 sc0 ls11 ws0">the Company</div><div class="t m0 x135 h13 y127c ffd fs8 fc8 sc0 ls14 ws11">12</div><div class="t m0 x39 h26 y127d ff16 fs6 fc0 sc0 ls11 wse">Stat<span class="_ _2"></span>ement of Direct<span class="_ _2"></span>ors’ responsibilities </div><div class="t m0 x39 he y127e ffb fs6 fc0 sc0 ls11 ws0">regar<span class="_ _2"></span>ding Financial Stat<span class="_ _2"></span>ements</div><div class="t m0 x135 h13 y127f ffd fs8 fc8 sc0 ls14 ws11">86</div><div class="t m0 x39 h26 y1280 ff16 fs6 fc0 sc0 ls11 wse">Employee eng<span class="_ _2"></span>agement initia<span class="_ _2"></span>tives</div><div class="t m0 x135 h13 y1281 ffd fs8 fc8 sc0 ls14 ws11">22</div><div class="t m0 x39 h26 y1282 ff16 fs6 fc0 sc0 ls11 wse">Section 172 st<span class="_ _2"></span>atement and <span class="_ _2"></span>engagemen<span class="_ _2"></span>t </div><div class="t m0 x39 he y1283 ffb fs6 fc0 sc0 ls11 ws8c">with Shareholders, supplier<span class="_ _2"></span>s, customers </div><div class="t m0 x39 he y1284 ffb fs6 fc0 sc0 ls11 ws0">and other stak<span class="_ _2"></span>eholders<span class="ls1"> </span></div><div class="t m0 x135 h13 y1285 ffd fs8 fc8 sc0 ls14 ws11">20 to 26</div><div class="t m0 x39 he y1286 ffb fs6 fc0 sc0 ls11 ws0">Greenhouse gas (GHG) emissions &amp; </div><div class="t m0 x39 h26 y1287 ff16 fs6 fc0 sc0 ls11 wse">energy efficiency (SE<span class="_ _2"></span>CR frame<span class="_ _2"></span>work)</div><div class="t m0 x135 h13 y1288 ffd fs8 fc8 sc0 ls14 ws11">44</div><div class="t m0 x39 he y1289 ffb fs6 fc0 sc0 ls11 ws0">Post<span class="_ _2"></span>-balance sheet ev<span class="_ _2"></span>ents</div><div class="t m0 x135 h13 y128a ffd fs8 fc8 sc0 ls14 ws11">143</div><div class="t m0 x39 he y128b ffb fs6 fc0 sc0 ls11 ws0">Financial instruments</div><div class="t m0 x135 h13 y128c ffd fs8 fc8 sc0 ls14 ws11">106 and 140 </div><div class="t m0 x135 h13 y128d ffd fs8 fc8 sc0 ls14 ws11">to 142</div><div class="t m0 x39 he y128e ffb fs6 fc0 sc0 ls11 ws0">Employment of disabled persons</div><div class="t m0 x135 h13 y128f ffd fs8 fc8 sc0 ls14 ws11">35</div><div class="t m0 x6 h45 y21 ffd fs4 fc6 sc0 ls1 ws0">R<span class="_ _0"></span>ep<span class="_ _2"></span>o<span class="_ _2"></span>r<span class="_ _7"></span>t o<span class="_ _0"></span>f th<span class="_ _0"></span>e Di<span class="_ _0"></span>re<span class="_ _2"></span>c<span class="_ _1"></span>t<span class="_ _0"></span>ors</div><div class="t m0 x6 h13 y1c7 ffd fs8 fc8 sc0 ls14 ws11">LSL Pr<span class="_ _2"></span>operty Services plc is a public limit<span class="_ _2"></span>ed company <span class="_ _2"></span>incorpora<span class="_ _2"></span>ted in </div><div class="t m0 x6 h13 y1c8 ffd fs8 fc8 sc0 ls14 ws11">England and W<span class="_ _2"></span>ales under the Companies <span class="_ _2"></span>Act 2006 with regis<span class="_ _2"></span>tered </div><div class="t m0 x6 h13 y1c9 ffd fs8 fc8 sc0 ls14 ws11">number 5114014.</div><div class="t m0 x6 h13 y1290 ffd fs8 fc8 sc0 ls14 ws11">The Direct<span class="_ _2"></span>ors pr<span class="_ _2"></span>esent their R<span class="_ _2"></span>eport, together <span class="_ _2"></span>with the consolidat<span class="_ _2"></span>ed </div><div class="t m0 x6 h13 y22a ffd fs8 fc8 sc0 ls14 ws11">Financial Sta<span class="_ _2"></span>tements f<span class="_ _2"></span>or the y<span class="_ _2"></span>ear ended 31 December 2025. F<span class="_ _2"></span>or </div><div class="t m0 x6 h13 y22b ffd fs8 fc8 sc0 ls14 ws11">the purpose of the FR<span class="_ _2"></span>C<span class="_ _1"></span>’<span class="_ _2"></span>s Disclosur<span class="_ _2"></span>e Guidance and T<span class="_ _0"></span>ranspar<span class="_ _2"></span>ency </div><div class="t m0 x6 h13 y26b ffd fs8 fc8 sc0 ls14 ws11">Rule (DTR) 4.1.8R, the <span class="_ _2"></span>Strat<span class="_ _2"></span>egic Report on <span class="_ _2"></span>pages 03 to 45 <span class="_ _2"></span>is also the </div><div class="t m0 x6 h13 y26c ffd fs8 fc8 sc0 ls14 ws11">Management R<span class="_ _2"></span>eport f<span class="_ _2"></span>or the year ended <span class="_ _2"></span>31 December 2025.</div><div class="t m0 x6 h13 y1291 ffd fs8 fc8 sc0 ls14 ws11">The Report <span class="_ _2"></span>of the Director<span class="_ _2"></span>s comprises <span class="_ _2"></span>the Corpora<span class="_ _2"></span>te Governance </div><div class="t m0 x6 h13 y1292 ffd fs8 fc8 sc0 ls14 ws11">Report (on pag<span class="_ _2"></span>es 50 to 55), <span class="_ _2"></span>the Report of the <span class="_ _2"></span>Director<span class="_ _2"></span>s (on pages <span class="_ _2"></span>82 </div><div class="t m0 x6 h13 y1293 ffd fs8 fc8 sc0 ls14 ws11">to 85) and the <span class="_ _2"></span>Shareholder Inf<span class="_ _2"></span>ormation section <span class="_ _2"></span>(on pages 162 </div><div class="t m0 x6 h13 y1294 ffc fs8 fc8 sc0 ls3d ws3c">to<span class="ffd ls14 ws11"> 163). Relat<span class="_ _2"></span>ed inf<span class="_ _2"></span>ormation can <span class="_ _2"></span>also be f<span class="_ _2"></span>ound in the Audit &amp; </span></div><div class="t m0 x6 h13 y1295 ffd fs8 fc8 sc0 ls14 ws11">Risk Committee R<span class="_ _2"></span>eport, the Nominations Committ<span class="_ _2"></span>ee Report, <span class="_ _2"></span>the </div><div class="t m0 x6 h13 y1296 ffd fs8 fc8 sc0 ls14 ws11">Director<span class="_ _2"></span>s’ R<span class="_ _2"></span>emuneration <span class="_ _2"></span>Report and our <span class="_ _2"></span>Sustainability R<span class="_ _2"></span>eport.</div><div class="t m0 x6 h13 y1297 ffd fs8 fc8 sc0 ls14 ws11">The Companies Act 2006 r<span class="_ _2"></span>equires us t<span class="_ _2"></span>o prepar<span class="_ _2"></span>e a Stra<span class="_ _2"></span>tegic R<span class="_ _2"></span>eport, </div><div class="t m0 x6 h13 y1298 ffd fs8 fc8 sc0 ls14 ws11">this appears <span class="_ _2"></span>on pages 03 to <span class="_ _2"></span>45 of this Annual R<span class="_ _2"></span>eport and Accoun<span class="_ _2"></span>ts. </div><div class="t m0 x6 h13 y1299 ffd fs8 fc8 sc0 ls14 ws11">As permitted by <span class="_ _2"></span>Section 414C(11) of the Companies Act 2006, <span class="_ _2"></span>some </div><div class="t m0 x6 h13 y129a ffd fs8 fc8 sc0 ls14 ws11">matter<span class="_ _2"></span>s requir<span class="_ _2"></span>ed to be included <span class="_ _2"></span>in the Report <span class="_ _2"></span>of the Direct<span class="_ _2"></span>ors ha<span class="_ _2"></span>ve </div><div class="t m0 x6 h13 y129b ffd fs8 fc8 sc0 ls14 ws11">instead been <span class="_ _2"></span>included in the Str<span class="_ _2"></span>ategic R<span class="_ _2"></span>eport and ar<span class="_ _2"></span>e incorpor<span class="_ _2"></span>ated </div><div class="t m0 x6 h13 y129c ffd fs8 fc8 sc0 ls14 ws11">by re<span class="_ _2"></span>fer<span class="_ _2"></span>ence in this R<span class="_ _2"></span>eport of the Dir<span class="_ _2"></span>ectors. <span class="_ _2"></span>The Stra<span class="_ _2"></span>tegic Report <span class="_ _2"></span></div><div class="t m0 x6 h13 y129d ffd fs8 fc8 sc0 ls14 ws11">provides <span class="_ _2"></span>informa<span class="_ _2"></span>tion on the Gr<span class="_ _2"></span>oup’<span class="_ _0"></span>s operations and business <span class="_ _2"></span>model.</div><div class="t m0 x6 h13 y129e ffd fs8 fc8 sc0 ls14 ws11">The f<span class="_ _2"></span>ollowing inf<span class="_ _2"></span>ormation requir<span class="_ _2"></span>ed to be <span class="_ _2"></span>included in a direct<span class="_ _2"></span>ors’ </div><div class="t m0 x6 h13 y129f ffd fs8 fc8 sc0 ls14 ws11">report is pr<span class="_ _2"></span>ovided in other <span class="_ _2"></span>appropriat<span class="_ _2"></span>e sections of the Annual R<span class="_ _2"></span>eport </div><div class="t m0 x6 h13 y12a0 ffd fs8 fc8 sc0 ls14 ws11">and Accounts <span class="_ _2"></span>and is incorpor<span class="_ _2"></span>ated in this <span class="_ _2"></span>Report of the <span class="_ _2"></span>Director<span class="_ _2"></span>s by </div><div class="t m0 x6 h13 y12a1 ffd fs8 fc8 sc0 ls14 ws11">ref<span class="_ _0"></span>erence in this table.</div><div class="t m0 x3f h28 y71 ff16 fs2 fc7 sc0 ls1 ws0">Articles of Association</div><div class="t m0 x3f h13 y2fd ffd fs8 fc8 sc0 ls14 ws11">The Articles set out the <span class="_ _2"></span>internal r<span class="_ _2"></span>egulations of the Compan<span class="_ _2"></span>y and </div><div class="t m0 x3f h13 y2ff ffd fs8 fc8 sc0 ls14 ws11">cover such <span class="_ _2"></span>matter<span class="_ _2"></span>s as the rights <span class="_ _2"></span>of Shareholder<span class="_ _2"></span>s, the appointmen<span class="_ _2"></span>t </div><div class="t m0 x3f h14 y300 ffc fs8 fc8 sc0 ls14 ws0">and remov<span class="_ _2"></span>al of Director<span class="_ _2"></span>s and the conduct of the Boar<span class="_ _2"></span>d and general </div><div class="t m0 x3f h13 y301 ffd fs8 fc8 sc0 ls14 ws11">meetings. The Articles c<span class="_ _2"></span>an only be amended by special <span class="_ _2"></span>resolution </div><div class="t m0 x3f h13 y302 ffd fs8 fc8 sc0 ls14 ws11">(75% or grea<span class="_ _2"></span>ter of vot<span class="_ _2"></span>es cast <span class="_ _2"></span>in fa<span class="_ _2"></span>vour a<span class="_ _2"></span>t a General Mee<span class="_ _2"></span>ting of </div><div class="t m0 x3f h13 y303 ffd fs8 fc8 sc0 ls14 ws11">Shareholder<span class="_ _2"></span>s).</div><div class="t m0 x3f hf y12a2 ffb fs2 fc7 sc0 ls1 ws0">Director<span class="_ _2"></span>s</div><div class="t m0 x3f h13 y12a3 ffd fs8 fc8 sc0 ls14 ws11">The Direct<span class="_ _2"></span>ors of the Compan<span class="_ _2"></span>y who w<span class="_ _2"></span>ere in office a<span class="_ _2"></span>t the dat<span class="_ _2"></span>e of </div><div class="t m0 x3f h13 y12a4 ffd fs8 fc8 sc0 ls14 ws11">signing the Financial St<span class="_ _2"></span>atements <span class="_ _2"></span>are list<span class="_ _2"></span>ed on pages 46 and <span class="_ _2"></span>47, with </div><div class="t m0 x3f h13 y12a5 ffd fs8 fc8 sc0 ls14 ws11">details of <span class="_ _2"></span>their appointment da<span class="_ _2"></span>te, skills, e<span class="_ _2"></span>xperience and curren<span class="_ _2"></span>t </div><div class="t m0 x3f h13 y12a6 ffd fs8 fc8 sc0 ls14 ws11">external appoin<span class="_ _2"></span>tments. Da<span class="_ _2"></span>vid Stewart <span class="_ _2"></span>stood down <span class="_ _2"></span>from the Boar<span class="_ _2"></span>d on </div><div class="t m0 x3f h13 y12a7 ffd fs8 fc8 sc0 ls14 ws11">30 April 2025. Da<span class="_ _2"></span>vid Tilak was appoin<span class="_ _2"></span>ted on 12 January 2026.</div><div class="t m0 x3f hf y12a8 ffb fs2 fc7 sc0 ls1 ws0">Appointment and r<span class="_ _2"></span>eplacement of Dir<span class="_ _2"></span>ector<span class="_ _2"></span>s</div><div class="t m0 x3f h13 y12a9 ffd fs8 fc8 sc0 ls14 ws11">The Articles give the <span class="_ _2"></span>Director<span class="_ _2"></span>s the power <span class="_ _2"></span>to appoint and <span class="_ _2"></span>replace </div><div class="t m0 x3f h13 y12aa ffd fs8 fc8 sc0 ls14 ws11">Director<span class="_ _2"></span>s. Appointmen<span class="_ _2"></span>ts must be r<span class="_ _2"></span>ecommended by the <span class="_ _2"></span>Nominations </div><div class="t m0 x3f h13 y12ab ffd fs8 fc8 sc0 ls14 ws11">Committee f<span class="_ _2"></span>or appro<span class="_ _2"></span>val by the <span class="_ _2"></span>Board. In accor<span class="_ _2"></span>dance with the UK </div><div class="t m0 x3f h13 y12ac ffd fs8 fc8 sc0 ls14 ws11">Corpora<span class="_ _2"></span>te Governance Code, <span class="_ _2"></span>all Director<span class="_ _2"></span>s seek election or <span class="_ _2"></span>re-election </div><div class="t m0 x3f h13 y12ad ffd fs8 fc8 sc0 ls14 ws11">at each AGM. </div><div class="t m0 x3f h28 y12ae ff16 fs2 fc7 sc0 ls1 ws0">Director<span class="_ _2"></span>s’ int<span class="_ _2"></span>eres<span class="_ _2"></span>ts and conflicts</div><div class="t m0 x3f h13 y34c ffd fs8 fc8 sc0 ls14 ws11">The Direct<span class="_ _2"></span>ors ha<span class="_ _2"></span>ve a s<span class="_ _2"></span>tatut<span class="_ _2"></span>ory duty to a<span class="_ _2"></span>void conflicts <span class="_ _2"></span>of inter<span class="_ _2"></span>est. </div><div class="t m0 x3f h13 y12af ffd fs8 fc8 sc0 ls14 ws11">Pr<span class="_ _2"></span>ocedures are <span class="_ _2"></span>in place to deal with <span class="_ _2"></span>the disclosure and authorisa<span class="_ _2"></span>tion </div><div class="t m0 x3f h13 y12b0 ffd fs8 fc8 sc0 ls14 ws11">of any <span class="_ _2"></span>potential or actual <span class="_ _2"></span>conflicts of int<span class="_ _2"></span>erest <span class="_ _2"></span>in accordance <span class="_ _2"></span>with </div><div class="t m0 x3f h13 y12b1 ffd fs8 fc8 sc0 ls14 ws11">the Articles and the Companies Act <span class="_ _2"></span>2006. All disclosed conflicts <span class="_ _2"></span>or </div><div class="t m0 x3f h13 y12b2 ffd fs8 fc8 sc0 ls14 ws11">potential c<span class="_ _2"></span>onflicts are r<span class="_ _2"></span>ecor<span class="_ _2"></span>ded in a regis<span class="_ _2"></span>ter of c<span class="_ _2"></span>onflicts. The minutes </div><div class="t m0 x3f h13 y12b3 ffd fs8 fc8 sc0 ls14 ws11">of the rele<span class="_ _2"></span>vant meeting <span class="_ _2"></span>recor<span class="_ _2"></span>d the appr<span class="_ _2"></span>oval of an<span class="_ _2"></span>y such con<span class="_ _2"></span>flicts. The </div><div class="t m0 x3f h13 y12b4 ffd fs8 fc8 sc0 ls14 ws11">management of pot<span class="_ _2"></span>ential con<span class="_ _2"></span>flicts has opera<span class="_ _2"></span>ted in acc<span class="_ _2"></span>ordance with </div><div class="t m0 x3f h13 y12b5 ffd fs8 fc8 sc0 ls14 ws11">the procedur<span class="_ _2"></span>e through<span class="_ _2"></span>out 2025 and subsequently<span class="_ _6"></span>. </div><div class="t m0 x3f h14 y12b6 ffc fs8 fc8 sc0 ls14 ws0">Details of the Dir<span class="_ _2"></span>ectors’ other dir<span class="_ _2"></span>ector<span class="_ _2"></span>ships are included in their </div><div class="t m0 x3f h13 y12b7 ffd fs8 fc8 sc0 ls14 ws11">biographies on <span class="_ _2"></span>pages 46 and 47. Inf<span class="_ _2"></span>ormation <span class="_ _2"></span>on the Direct<span class="_ _2"></span>ors’ </div><div class="t m0 x3f h13 y12b8 ffd fs8 fc8 sc0 ls14 ws11">inter<span class="_ _2"></span>ests in the shar<span class="_ _2"></span>es of the Compan<span class="_ _2"></span>y are <span class="_ _2"></span>shown on page 78. </div><div class="t m0 x3f h13 y12b9 ffd fs8 fc8 sc0 ls14 ws11">Options gr<span class="_ _2"></span>anted t<span class="_ _2"></span>o Director<span class="_ _2"></span>s under the Compan<span class="_ _2"></span>y’<span class="_ _2"></span>s long-term </div><div class="t m0 x3f h13 y12ba ffd fs8 fc8 sc0 ls14 ws11">incentive plan <span class="_ _2"></span>are shown on <span class="_ _2"></span>page<span class="ffc ls1 ws0">s</span> 76 and 77. <span class="_ _2"></span>Other than the </div><div class="t m0 x3f h13 y12bb ffd fs8 fc8 sc0 ls14 ws11">Director<span class="_ _2"></span>s’ other dir<span class="_ _2"></span>ectorship<span class="_ _2"></span>s and share in<span class="_ _2"></span>teres<span class="_ _2"></span>ts, there ar<span class="_ _2"></span>e no other </div><div class="t m0 x3f h13 y12bc ffd fs8 fc8 sc0 ls14 ws11">significant c<span class="_ _2"></span>onflicts.</div><div class="t m0 x3f h28 y12bd ff16 fs2 fc7 sc0 ls1 ws0">Compensation f<span class="_ _2"></span>or loss of office</div><div class="t m0 x3f h13 y12be ffd fs8 fc8 sc0 ls14 ws11">There ar<span class="_ _2"></span>e no agreemen<span class="_ _2"></span>ts in place between <span class="_ _2"></span>the Company and <span class="_ _2"></span>any </div><div class="t m0 x3f h13 y12bf ffd fs8 fc8 sc0 ls14 ws11">Director <span class="_ _2"></span>or employee f<span class="_ _2"></span>or loss of office in <span class="_ _2"></span>the event <span class="_ _2"></span>of a tak<span class="_ _0"></span>eover<span class="_ _6"></span>.</div><div class="t m0 x3f hf y12c0 ffb fs2 fc7 sc0 ls1 ws0">Director<span class="_ _2"></span>s’ indemnity and insur<span class="_ _2"></span>ance</div><div class="t m0 x3f h13 y12c1 ffd fs8 fc8 sc0 ls14 ws11">The Direct<span class="_ _2"></span>ors ha<span class="_ _2"></span>ve the bene<span class="_ _2"></span>fit of a qualifying third-party <span class="_ _2"></span>indemnity </div><div class="t m0 x3f h13 y12c2 ffd fs8 fc8 sc0 ls14 ws11">provision <span class="_ _2"></span>(as defined by section 234 <span class="_ _2"></span>of the Companies Act 2006) </div><div class="t m0 x3f h13 y12c3 ffd fs8 fc8 sc0 ls14 ws11">in rela<span class="_ _2"></span>tion to certain<span class="_ _2"></span> losses and liabilities which they <span class="_ _2"></span>may incur in </div><div class="t m0 x3f h13 y12c4 ffd fs8 fc8 sc0 ls14 ws11">connection with their position <span class="_ _2"></span>in the Company <span class="_ _2"></span>or any associa<span class="_ _2"></span>ted </div><div class="t m0 x3f h13 y12c5 ffd fs8 fc8 sc0 ls14 ws11">compan<span class="_ _2"></span>y<span class="_ _0"></span>. This provision w<span class="_ _2"></span>as in for<span class="_ _2"></span>ce during 2025 and sub<span class="_ _2"></span>sequently<span class="_ _0"></span>.</div><div class="t m0 x3f h14 y12c6 ffc fs8 fc8 sc0 ls14 ws0">The Company main<span class="_ _2"></span>tains appr<span class="_ _2"></span>opriate liability insur<span class="_ _2"></span>ance for its </div><div class="t m0 x3f h13 y12c7 ffd fs8 fc8 sc0 ls14 ws11">Director<span class="_ _2"></span>s and Officer<span class="_ _2"></span>s, which pr<span class="_ _2"></span>ovides cov<span class="_ _2"></span>er for an<span class="_ _2"></span>y leg<span class="_ _2"></span>al action </div><div class="t m0 x3f h13 y12c8 ffd fs8 fc8 sc0 ls14 ws11">brough<span class="_ _2"></span>t agains<span class="_ _2"></span>t them.</div><div class="t m0 x3f hf y12c9 ffb fs2 fc7 sc0 ls1 ws0">Share capit<span class="_ _2"></span>al</div><div class="t m0 x3f h13 y12ca ffd fs8 fc8 sc0 ls14 ws11">As at 31 December <span class="_ _2"></span>2025, the Company’<span class="_ _0"></span>s issued share capit<span class="_ _2"></span>al </div><div class="t m0 x3f h13 y12cb ffd fs8 fc8 sc0 ls14 ws11">comprised 105,158,950 or<span class="_ _2"></span>dinary shares (2024: 105,158,950) with<span class="_ _2"></span> a </div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   82<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   82<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pf55" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc55 w4 h0"><img 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IABAgAAYIAAAAAYIAAAAAYIAABggAAAABggAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAABggAAAABggAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAABggAAAABggAAIABAgAAYIAAAAAYIAAAgAECAABggAAAABggAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAABggAAAABggAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAABggAAAABggAAIABAgAAYIAAAAAYIAAAgAECAABggAAAABggAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAABggAAAABggAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAABggAAAABggAAIABAgAAYIAAAAAYIAAAgAECAABggAAAABggAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAABggAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAABggAAAABggAAIABAgAAYIAAAAAGCAAAgAECAFK1JyEAAARUSURBVABggAAAABggAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAABggAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAABggAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAABggAAAABggAAIABAgAAYIAAAAAGCAAAgAECAABggAAAABggAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAABggAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAABggAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAABggAAAABggAAIABAgAAYIAAAAAGCAAAgAECAABggAAAABggAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAABggAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAABggAAAABggAAIABAgAAGCAAAAAGCAAAgAECAABggAAAABggAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAABggAAAABggAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAABggAAAABggAAIABAgAAGCAAAAAGCAAAgAECAABggAAAABggAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAABggAAAABggAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAABggAAAABggAAIABAgAAGCAAAAAGCAAAgAECAABggAAAABggAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAABggAAAABggAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAABwCrLKz/qYfD01AAAAAElFTkSuQmCC" class="bi x0 y638 w5 h67" alt="" /><div class="t m0 xf he y1f ff11 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">82<span class="_ _13"> </span>83</div><div class="t m0 xe he y1e ff2b fs6 fc4 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span>FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span><span class="fc0">CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="fc4 ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="ls11 wse">OVERVIEW</span></span></span></div><div class="t m0 x18 h13 y1c7 ffd fs8 fc8 sc0 ls14 ws11">nominal value of <span class="_ _2"></span>0.2 pence each. 3,356,874 ord<span class="_ _2"></span>inary shares (2024: </div><div class="t m0 x18 h13 y1c8 ffd fs8 fc8 sc0 ls14 ws11">1,458,933) wer<span class="_ _2"></span>e held in T<span class="_ _0"></span>reasury which the Compan<span class="_ _2"></span>y can c<span class="_ _2"></span>ancel, sell </div><div class="t m0 x18 h13 y1c9 ffd fs8 fc8 sc0 ls14 ws11">for <span class="_ _2"></span>cash or tr<span class="_ _2"></span>ansf<span class="_ _2"></span>er for <span class="_ _2"></span>use in an employee <span class="_ _2"></span>share scheme.</div><div class="t m0 x18 h13 y1290 ffd fs8 fc8 sc0 ls14 ws11">T<span class="_ _0"></span>reasury shares do not <span class="_ _2"></span>receive dividends <span class="_ _2"></span>and are not included <span class="_ _2"></span>when </div><div class="t m0 x18 h13 y22a ffd fs8 fc8 sc0 ls14 ws11">calculating the <span class="_ _2"></span>total v<span class="_ _2"></span>oting rights in the Compan<span class="_ _2"></span>y<span class="_ _0"></span>. Theref<span class="_ _2"></span>or<span class="_ _2"></span>e, the </div><div class="t m0 x18 h13 y22b ffd fs8 fc8 sc0 ls14 ws11">total <span class="_ _2"></span>number of voting righ<span class="_ _2"></span>ts in the Compan<span class="_ _2"></span>y was 101,802,076 a<span class="_ _2"></span>t </div><div class="t m0 x18 h13 y12cc ffd fs8 fc8 sc0 ls14 ws11">31 December 2025.</div><div class="t m0 x18 h13 y12cd ffd fs8 fc8 sc0 ls14 ws11">Each issued <span class="_ _2"></span>ordinary share <span class="_ _2"></span>(theref<span class="_ _2"></span>ore e<span class="_ _2"></span>xcluding <span class="_ _2"></span>those held in </div><div class="t m0 x18 h13 y12ce ffd fs8 fc8 sc0 ls14 ws11">T<span class="_ _0"></span>reasury) has the same rights <span class="_ _2"></span>attached t<span class="_ _2"></span>o it. This includes the righ<span class="_ _2"></span>t </div><div class="t m0 x18 h13 y12cf ffd fs8 fc8 sc0 ls14 ws11">to vot<span class="_ _2"></span>e at Gener<span class="_ _2"></span>al Meetings (one v<span class="_ _2"></span>ote per or<span class="_ _2"></span>dinary share), appoint </div><div class="t m0 x18 h13 y12d0 ffd fs8 fc8 sc0 ls14 ws11">pro<span class="_ _2"></span>xies, receiv<span class="_ _2"></span>e dividends and receiv<span class="_ _2"></span>e communica<span class="_ _2"></span>tions. Throughout </div><div class="t m0 x18 h13 y12d1 ffd fs8 fc8 sc0 ls14 ws11">the year and t<span class="_ _2"></span>o the dat<span class="_ _2"></span>e of this R<span class="_ _2"></span>eport, the ordinary shar<span class="_ _2"></span>es </div><div class="t m0 x18 h13 y12d2 ffd fs8 fc8 sc0 ls14 ws11">were <span class="_ _2"></span>listed on the <span class="_ _2"></span>London Stock Ex<span class="_ _2"></span>change. Ther<span class="_ _2"></span>e are no specific </div><div class="t m0 x18 h13 y12d3 ffd fs8 fc8 sc0 ls14 ws11">restrictions <span class="_ _2"></span>on the siz<span class="_ _2"></span>e of shareholding or <span class="_ _2"></span>the trans<span class="_ _2"></span>fer of <span class="_ _2"></span>shares </div><div class="t m0 x18 h13 y12d4 ffd fs8 fc8 sc0 ls14 ws11">which are both <span class="_ _2"></span>governed by <span class="_ _2"></span>the Articles and prev<span class="_ _2"></span>ailing law<span class="_ _6"></span>. The </div><div class="t m0 x18 h13 y12d5 ffd fs8 fc8 sc0 ls14 ws11">Director<span class="_ _2"></span>s are <span class="_ _2"></span>not awar<span class="_ _2"></span>e of any <span class="_ _2"></span>agreements be<span class="_ _2"></span>tween the holder<span class="_ _2"></span>s of </div><div class="t m0 x18 h13 y12d6 ffd fs8 fc8 sc0 ls14 ws11">the Company’<span class="_ _0"></span>s shares that ma<span class="_ _2"></span>y result in <span class="_ _2"></span>restrictions on <span class="_ _2"></span>the trans<span class="_ _2"></span>fer </div><div class="t m0 x18 h13 y12d7 ffd fs8 fc8 sc0 ls14 ws11">of shares or <span class="_ _2"></span>on voting rights. <span class="_ _2"></span>No person has special <span class="_ _2"></span>rights of con<span class="_ _2"></span>trol </div><div class="t m0 x18 h13 y12d8 ffd fs8 fc8 sc0 ls14 ws11">over the Compan<span class="_ _2"></span>y’<span class="_ _2"></span>s share <span class="_ _2"></span>capital and <span class="_ _2"></span>all shares ar<span class="_ _2"></span>e fully paid.</div><div class="t m0 x18 h13 y12d9 ffd fs8 fc8 sc0 ls14 ws11">As at 31 December <span class="_ _2"></span>2025, the LSL Pr<span class="_ _2"></span>operty Services plc Employee </div><div class="t m0 x18 h13 y12da ffd fs8 fc8 sc0 ls14 ws11">Share Owner<span class="_ _2"></span>ship T<span class="_ _0"></span>rust (ESO<span class="_ _2"></span>T) held 142,244 shar<span class="_ _2"></span>es and the Shar<span class="_ _2"></span>e </div><div class="t m0 x18 h13 y12db ffd fs8 fc8 sc0 ls14 ws11">Incentive Plan <span class="_ _2"></span>(SIP) held 871,803 shares <span class="_ _2"></span>to satis<span class="_ _2"></span>fy options or awar<span class="_ _2"></span>ds </div><div class="t m0 x18 h13 y12dc ffd fs8 fc8 sc0 ls14 ws11">under the Gr<span class="_ _2"></span>oup’<span class="_ _0"></span>s discretionary share option <span class="_ _2"></span>schemes. The ESO<span class="_ _2"></span>T </div><div class="t m0 x18 h13 y12dd ffd fs8 fc8 sc0 ls14 ws11">T<span class="_ _0"></span>rustees ha<span class="_ _2"></span>ve waiv<span class="_ _2"></span>ed their entitlement <span class="_ _2"></span>to dividends on shar<span class="_ _2"></span>es </div><div class="t m0 x18 h13 y12de ffd fs8 fc8 sc0 ls14 ws11">held under the trus<span class="_ _2"></span>t. Details of shar<span class="_ _2"></span>es held by the <span class="_ _2"></span>ESO<span class="_ _2"></span>T and SIP ar<span class="_ _2"></span>e </div><div class="t m0 x18 h13 y12df ffd fs8 fc8 sc0 ls14 ws11">provided <span class="_ _2"></span>in note 28 t<span class="_ _2"></span>o the Financial Sta<span class="_ _2"></span>tements.</div><div class="t m0 x18 h13 y12e0 ffd fs8 fc8 sc0 ls14 ws11">As at 31 December <span class="_ _2"></span>2025, the LSL Pr<span class="_ _2"></span>operty Services plc Employee </div><div class="t m0 x18 h13 y12e1 ffd fs8 fc8 sc0 ls14 ws11">Share Incen<span class="_ _2"></span>tive Plan held 0.83% (2024: 0.91%) <span class="_ _2"></span>of the Group’<span class="_ _6"></span>s </div><div class="t m0 x18 h13 y12e2 ffd fs8 fc8 sc0 ls14 ws11">issued share c<span class="_ _2"></span>apital in trus<span class="_ _2"></span>t. Shares held <span class="_ _2"></span>in the trust ha<span class="_ _2"></span>ve dividend </div><div class="t m0 x18 h13 y12e3 ffd fs8 fc8 sc0 ls14 ws11">and voting righ<span class="_ _2"></span>ts in accordan<span class="_ _2"></span>ce with the rules of the scheme. Th<span class="_ _2"></span>e </div><div class="t m0 x18 h13 y12e4 ffd fs8 fc8 sc0 ls14 ws11">T<span class="_ _0"></span>rustees ex<span class="_ _0"></span>ercise the voting rights f<span class="_ _2"></span>or shar<span class="_ _2"></span>es held in the trus<span class="_ _2"></span>t on </div><div class="t m0 x18 h13 y12e5 ffd fs8 fc8 sc0 ls14 ws11">behalf of the participants.</div><div class="t m0 x18 hf y12e6 ffb fs2 fc7 sc0 ls1 ws0">Allotment and r<span class="_ _2"></span>epurchase of shar<span class="_ _2"></span>es</div><div class="t m0 x18 h13 y12e7 ffd fs8 fc8 sc0 ls14 ws11">The power<span class="_ _2"></span>s of the Dir<span class="_ _2"></span>ectors, <span class="_ _2"></span>including in rela<span class="_ _2"></span>tion to the issue or </div><div class="t m0 x18 h13 y12e8 ffd fs8 fc8 sc0 ls14 ws11">buyback of the Compan<span class="_ _2"></span>y’<span class="_ _2"></span>s shares, ar<span class="_ _2"></span>e set out in the <span class="_ _2"></span>Companies Act </div><div class="t m0 x18 h13 y12e9 ffd fs8 fc8 sc0 ls14 ws11">2006 and the Articles.</div><div class="t m0 x18 h13 y12ea ffd fs8 fc8 sc0 ls14 ws11">At the <span class="_ _2"></span>Company’<span class="_ _2"></span>s AGM on <span class="_ _2"></span>28 May 2025, <span class="_ _2"></span>Shareholders <span class="_ _2"></span>approv<span class="_ _2"></span>ed an </div><div class="t m0 x18 h14 y12eb ffc fs8 fc8 sc0 ls14 ws0">authority for the Compan<span class="_ _2"></span>y to allot or<span class="_ _2"></span>dinary shares up to a ma<span class="_ _2"></span>ximum </div><div class="t m0 x18 h13 y12ec ffd fs8 fc8 sc0 ls14 ws11">nominal amount of £68,980. <span class="_ _2"></span>It has not used this authority<span class="_ _6"></span>. The </div><div class="t m0 x18 h13 y12ed ffd fs8 fc8 sc0 ls14 ws11">Company in<span class="_ _2"></span>tends to <span class="_ _2"></span>renew this authority a<span class="_ _2"></span>t its 2026 AGM.</div><div class="t m0 x18 h13 y12ee ffd fs8 fc8 sc0 ls14 ws11">At the <span class="_ _2"></span>Company’<span class="_ _2"></span>s AGM on <span class="_ _2"></span>28 May 2025, <span class="_ _2"></span>Shareholders <span class="_ _2"></span>approv<span class="_ _2"></span>ed that </div><div class="t m0 x18 h13 y12ef ffd fs8 fc8 sc0 ls14 ws11">the Company <span class="_ _2"></span>could mak<span class="_ _2"></span>e mark<span class="_ _2"></span>et pur<span class="_ _2"></span>chases of its own shar<span class="_ _2"></span>es up to </div><div class="t m0 x18 h13 y12f0 ffd fs8 fc8 sc0 ls14 ws11">a maximum of 10,347,018 <span class="_ _2"></span>shares. Pur<span class="_ _2"></span>chases must be <span class="_ _2"></span>at a price not </div><div class="t m0 x18 h13 y12f1 ffd fs8 fc8 sc0 ls14 ws11">less than the nominal v<span class="_ _2"></span>alue of each shar<span class="_ _2"></span>e (being 0.2 pence each) and </div><div class="t m0 x18 h13 y12f2 ffd fs8 fc8 sc0 ls14 ws11">more than 5% <span class="_ _2"></span>of the av<span class="_ _2"></span>erage mid-mark<span class="_ _0"></span>et price for the pr<span class="_ _2"></span>eceding five </div><div class="t m0 x18 h13 y12f3 ffd fs8 fc8 sc0 ls14 ws11">business day<span class="_ _2"></span>s. The Compan<span class="_ _2"></span>y intends t<span class="_ _2"></span>o renew <span class="_ _2"></span>this authority at its </div><div class="t m0 x18 h13 y12f4 ffd fs8 fc8 sc0 ls14 ws11">2026 AGM.</div><div class="t m0 x18 h13 y12f5 ffd fs8 fc8 sc0 ls14 ws11">During the year ended <span class="_ _2"></span>31 December 2025 the Compan<span class="_ _2"></span>y purchased </div><div class="t m0 x18 h13 y12f6 ffd fs8 fc8 sc0 ls14 ws11">1,897,941 ordinary shar<span class="_ _2"></span>es to hold in <span class="_ _2"></span>T<span class="_ _0"></span>reasury<span class="_ _0"></span>, with a nominal value </div><div class="t m0 x18 h13 y12f7 ffd fs8 fc8 sc0 ls14 ws11">of £3,795.89 at an <span class="_ _2"></span>aver<span class="_ _2"></span>age price of £2.66 <span class="_ _2"></span>(and £5,044,960.57 in </div><div class="t m0 x18 h13 y12f8 ffd fs8 fc8 sc0 ls14 ws11">aggrega<span class="_ _2"></span>te). Since 31 December 2025 <span class="_ _2"></span>a further 948,935 shares </div><div class="t m0 x18 h13 y12f9 ffd fs8 fc8 sc0 ls14 ws11">have <span class="_ _2"></span>been purchased and placed <span class="_ _2"></span>into T<span class="_ _6"></span>reasury<span class="_ _0"></span>, with a nominal </div><div class="t m0 x18 h13 y12fa ffd fs8 fc8 sc0 ls14 ws11">value of £1,897.87 <span class="_ _2"></span>at an a<span class="_ _2"></span>verag<span class="_ _2"></span>e price of £2.58 (and £2,444,988 in </div><div class="t m0 x18 h13 y12fb ffd fs8 fc8 sc0 ls14 ws11">aggrega<span class="_ _2"></span>te). There<span class="_ _2"></span>for<span class="_ _2"></span>e, as at th<span class="_ _2"></span>e lates<span class="_ _2"></span>t practicab<span class="_ _2"></span>le date (13 Mar<span class="_ _2"></span>ch </div><div class="t m0 x18 h13 y12fc ffd fs8 fc8 sc0 ls14 ws11">2026), the Compan<span class="_ _2"></span>y held 4,305,809 shares <span class="_ _2"></span>in T<span class="_ _0"></span>reasury<span class="_ _0"></span>, represen<span class="_ _2"></span>ting </div><div class="t m0 x18 h13 y12fd ffd fs8 fc8 sc0 ls14 ws11">4.09% of the issued shar<span class="_ _2"></span>e capit<span class="_ _2"></span>al of the Compan<span class="_ _2"></span>y and our t<span class="_ _2"></span>otal v<span class="_ _2"></span>oting </div><div class="t m0 x18 h13 y12fe ffd fs8 fc8 sc0 ls14 ws11">rights wer<span class="_ _2"></span>e 100,853,141.</div><div class="t m0 x87 hf y71 ffb fs2 fc7 sc0 ls1 ws0">Change of con<span class="_ _2"></span>trol pr<span class="_ _2"></span>ovisions</div><div class="t m0 x87 h13 y2fd ffd fs8 fc8 sc0 ls14 ws11">Certain subsidiaries <span class="_ _2"></span>within the Group <span class="_ _2"></span>are party t<span class="_ _2"></span>o agreements </div><div class="t m0 x87 h13 y2ff ffd fs8 fc8 sc0 ls14 ws11">that ma<span class="_ _2"></span>y tak<span class="_ _2"></span>e e<span class="_ _2"></span>ffect, alt<span class="_ _2"></span>er<span class="_ _6"></span>, or terminate upon <span class="_ _2"></span>a change of c<span class="_ _2"></span>ontrol </div><div class="t m0 x87 h13 y300 ffd fs8 fc8 sc0 ls14 ws11">followin<span class="_ _2"></span>g a tak<span class="_ _2"></span>eov<span class="_ _2"></span>er bid. A significant <span class="_ _2"></span>proportion of the <span class="_ _2"></span>Group’<span class="_ _0"></span>s </div><div class="t m0 x87 h13 y301 ffd fs8 fc8 sc0 ls14 ws11">income fr<span class="_ _2"></span>om surveying, valuati<span class="_ _2"></span>on, and asset managemen<span class="_ _2"></span>t services </div><div class="t m0 x87 h13 y302 ffd fs8 fc8 sc0 ls14 ws11">is derived fr<span class="_ _2"></span>om specific con<span class="_ _2"></span>tracts, the t<span class="_ _2"></span>ermination of which, in </div><div class="t m0 x87 h13 y303 ffd fs8 fc8 sc0 ls14 ws11">the even<span class="_ _2"></span>t of a change of c<span class="_ _2"></span>ontrol <span class="_ _2"></span>of the relev<span class="_ _2"></span>ant subsidiary<span class="_ _6"></span>, could </div><div class="t m0 x87 h13 y304 ffd fs8 fc8 sc0 ls14 ws11">materially impact <span class="_ _2"></span>those income str<span class="_ _2"></span>eams. The Gr<span class="_ _2"></span>oup is also party to </div><div class="t m0 x87 h13 y305 ffd fs8 fc8 sc0 ls14 ws11">various banking agr<span class="_ _2"></span>eements tha<span class="_ _2"></span>t include provisions <span class="_ _2"></span>for t<span class="_ _2"></span>ermination </div><div class="t m0 x87 h13 y306 ffd fs8 fc8 sc0 ls14 ws11">upon a change of <span class="_ _2"></span>contr<span class="_ _2"></span>ol of the Gr<span class="_ _2"></span>oup. Under these agreemen<span class="_ _2"></span>ts, all </div><div class="t m0 x87 h13 y12ff ffd fs8 fc8 sc0 ls14 ws11">outstanding <span class="_ _2"></span>amounts would bec<span class="_ _2"></span>ome immediately <span class="_ _2"></span>due and pay<span class="_ _2"></span>able in </div><div class="t m0 x87 h13 y1300 ffd fs8 fc8 sc0 ls14 ws11">such circums<span class="_ _2"></span>tances.</div><div class="t m0 x87 hf y1301 ffb fs2 fc7 sc0 ls90 ws8d">AGM</div><div class="t m0 x87 h13 y1302 ffd fs8 fc8 sc0 ls14 ws11">Our AGM will be held <span class="_ _2"></span>on 15 May <span class="_ _2"></span>2026, with full details <span class="_ _2"></span>included in </div><div class="t m0 x87 h13 y1303 ffd fs8 fc8 sc0 ls14 ws11">the Notice of Meeting and <span class="_ _2"></span>on our websit<span class="_ _2"></span>e (lslps.co.uk). The AGM </div><div class="t m0 x87 h13 y1304 ffd fs8 fc8 sc0 ls14 ws11">provides <span class="_ _2"></span>an opportunity f<span class="_ _2"></span>or Director<span class="_ _2"></span>s to eng<span class="_ _2"></span>age with Shar<span class="_ _2"></span>eholders. <span class="_ _2"></span> </div><div class="t m0 x87 h13 y1305 ffd fs8 fc8 sc0 ls14 ws11">AGM notices include a separ<span class="_ _2"></span>ate <span class="_ _2"></span>resolution f<span class="_ _2"></span>or each item <span class="_ _2"></span>of business, </div><div class="t m0 x87 h13 y1306 ffd fs8 fc8 sc0 ls14 ws11">an explana<span class="_ _2"></span>tion of each matt<span class="_ _2"></span>er being considered <span class="_ _2"></span>and are made </div><div class="t m0 x87 h13 y1307 ffd fs8 fc8 sc0 ls14 ws11">av<span class="_ _2"></span>ailable at least <span class="_ _2"></span>20 business day<span class="_ _2"></span>s bef<span class="_ _2"></span>ore the <span class="_ _2"></span>meeting date.</div><div class="t m0 x87 hf y32a ffb fs2 fc7 sc0 ls1 ws0">Dividends</div><div class="t m0 x87 h13 y1308 ffd fs8 fc8 sc0 ls14 ws11">The Board pr<span class="_ _2"></span>oposes a final dividend <span class="_ _2"></span>for 2025 of <span class="_ _2"></span>7.4 pence per share </div><div class="t m0 x87 h13 y1309 ffd fs8 fc8 sc0 ls14 ws11">(2024: 7.4 pence per shar<span class="_ _2"></span>e) which, subject to <span class="_ _2"></span>Shareholder appr<span class="_ _2"></span>oval, </div><div class="t m0 x87 h13 y130a ffd fs8 fc8 sc0 ls14 ws11">will be pa<span class="_ _2"></span>yable on 16 June <span class="_ _2"></span>2026 to Shareholder<span class="_ _2"></span>s on the r<span class="_ _2"></span>egister </div><div class="t m0 x87 h13 y130b ffd fs8 fc8 sc0 ls14 ws11">on 15 Ma<span class="_ _2"></span>y 2026. The shares will <span class="_ _2"></span>go ex<span class="_ _2"></span>-dividend on 14 <span class="_ _2"></span>May 2026. </div><div class="t m0 x87 h13 y130c ffd fs8 fc8 sc0 ls14 ws11">The proposed <span class="_ _2"></span>final dividend, together <span class="_ _2"></span>with the interim <span class="_ _2"></span>dividend of </div><div class="t m0 x87 h13 y130d ffd fs8 fc8 sc0 ls14 ws11">4.0 pence per shar<span class="_ _2"></span>e (2024: 4.0 pence per shar<span class="_ _2"></span>e), results in <span class="_ _2"></span>a total </div><div class="t m0 x87 h13 y130e ffd fs8 fc8 sc0 ls14 ws11">dividend f<span class="_ _2"></span>or 2025 of 11.4 pence per shar<span class="_ _2"></span>e (2024: 11.4 pence per </div><div class="t m0 x87 h13 y130f ffd fs8 fc8 sc0 ls14 ws11">share). Further in<span class="_ _2"></span>formati<span class="_ _2"></span>on on dividends is shown in <span class="_ _2"></span>note 13 of </div><div class="t m0 x87 h13 y1310 ffd fs8 fc8 sc0 ls14 ws11">the Financial Sta<span class="_ _2"></span>tements and <span class="_ _2"></span>is incorpora<span class="_ _2"></span>ted int<span class="_ _2"></span>o this R<span class="_ _2"></span>eport by </div><div class="t m0 x87 h13 y1311 ffd fs8 fc8 sc0 ls14 ws11">ref<span class="_ _0"></span>erence.</div><div class="t m0 x87 hf y1312 ffb fs2 fc7 sc0 ls1 ws0">Going concern</div><div class="t m0 x87 h13 y1313 ffd fs8 fc8 sc0 ls14 ws11">The Group’<span class="_ _6"></span>s business activities, together with the <span class="_ _2"></span>factor<span class="_ _2"></span>s lik<span class="_ _2"></span>ely to </div><div class="t m0 x87 h13 y1314 ffd fs8 fc8 sc0 ls14 ws11">aff<span class="_ _2"></span>ect its future de<span class="_ _2"></span>velopment, perf<span class="_ _2"></span>ormance and position ar<span class="_ _2"></span>e set </div><div class="t m0 x87 h13 y1315 ffd fs8 fc8 sc0 ls14 ws11">out in the Financial and Divisional <span class="_ _2"></span>Review<span class="_ _2"></span>s section on pages 13 <span class="_ _2"></span>to </div><div class="t m0 x87 h13 y1316 ffd fs8 fc8 sc0 ls14 ws11">19 of the Str<span class="_ _2"></span>ategic R<span class="_ _2"></span>eport. The financial position of <span class="_ _2"></span>the Group, its </div><div class="t m0 x87 h13 y1317 ffd fs8 fc8 sc0 ls14 ws11">cash flows, <span class="_ _2"></span>liquidity position and policy f<span class="_ _2"></span>or treasury ar<span class="_ _2"></span>e set out in </div><div class="t m0 x87 h13 y1318 ffd fs8 fc8 sc0 ls14 ws11">the Financial R<span class="_ _2"></span>eview section of the Str<span class="_ _2"></span>ategic <span class="_ _2"></span>Report on pag<span class="_ _2"></span>es 13 to </div><div class="t m0 x87 h13 y1319 ffd fs8 fc8 sc0 ls14 ws11">17. Details <span class="_ _2"></span>of the Group’<span class="_ _6"></span>s borrowing f<span class="_ _2"></span>acilities are set <span class="_ _2"></span>out in note 31 </div><div class="t m0 x87 h13 y131a ffd fs8 fc8 sc0 ls14 ws11">to the Financial St<span class="_ _2"></span>atemen<span class="_ _2"></span>ts. The Group’<span class="_ _6"></span>s objectives, policies and </div><div class="t m0 x87 h13 y131b ffd fs8 fc8 sc0 ls14 ws11">processes f<span class="_ _2"></span>or managing c<span class="_ _2"></span>apital, financial risk manag<span class="_ _2"></span>ement objectives, </div><div class="t m0 x87 h13 y131c ffd fs8 fc8 sc0 ls14 ws11">details of <span class="_ _2"></span>financial instruments and <span class="_ _2"></span>exposures <span class="_ _2"></span>to credit <span class="_ _2"></span>risk and </div><div class="t m0 x87 h13 y131d ffd fs8 fc8 sc0 ls14 ws11">liquidity risk are <span class="_ _2"></span>also set out in not<span class="_ _2"></span>e 31 to the Financial <span class="_ _2"></span>Statemen<span class="_ _2"></span>ts. </div><div class="t m0 x87 h13 y131e ffd fs8 fc8 sc0 ls14 ws11">A description of the Gr<span class="_ _2"></span>oup’<span class="_ _0"></span>s principal risks and uncert<span class="_ _2"></span>ainties and </div><div class="t m0 x87 h13 y131f ffd fs8 fc8 sc0 ls14 ws11">arrangemen<span class="_ _2"></span>ts to manage <span class="_ _2"></span>these risks can <span class="_ _2"></span>be found <span class="_ _2"></span>in the Risk </div><div class="t m0 x87 h13 y1320 ffd fs8 fc8 sc0 ls14 ws11">Management section of <span class="_ _2"></span>the Stra<span class="_ _2"></span>tegic R<span class="_ _2"></span>eport on pages 27 t<span class="_ _2"></span>o 30.</div><div class="t m0 x87 h13 y1321 ffd fs8 fc8 sc0 ls14 ws11">Having c<span class="_ _2"></span>onsidered this inf<span class="_ _2"></span>ormation, <span class="_ _2"></span>made enquiries of management </div><div class="t m0 x87 h13 y1322 ffd fs8 fc8 sc0 ls14 ws11">and revie<span class="_ _2"></span>wed a varie<span class="_ _2"></span>ty of other dat<span class="_ _2"></span>a, the Direct<span class="_ _2"></span>ors ha<span class="_ _2"></span>ve a r<span class="_ _2"></span>easonable </div><div class="t m0 x87 h13 y1323 ffd fs8 fc8 sc0 ls14 ws11">expect<span class="_ _2"></span>ation that the <span class="_ _2"></span>Group and the <span class="_ _2"></span>Company ha<span class="_ _2"></span>ve adequat<span class="_ _2"></span>e </div><div class="t m0 x87 h13 y1324 ffd fs8 fc8 sc0 ls14 ws11">resour<span class="_ _2"></span>ces to remain <span class="_ _2"></span>in opera<span class="_ _2"></span>tion to 30 June 2027. <span class="_ _2"></span>The Board has </div><div class="t m0 x87 h13 y1325 ffd fs8 fc8 sc0 ls14 ws11">theref<span class="_ _2"></span>ore <span class="_ _2"></span>continued t<span class="_ _2"></span>o adopt the going c<span class="_ _2"></span>oncern basis in pr<span class="_ _2"></span>eparing </div><div class="t m0 x87 h13 y1326 ffd fs8 fc8 sc0 ls14 ws11">this Report an<span class="_ _2"></span>d the Financial Sta<span class="_ _2"></span>tements. Full de<span class="_ _2"></span>tails of the ma<span class="_ _2"></span>tter<span class="_ _2"></span>s </div><div class="t m0 x87 h13 y1327 ffd fs8 fc8 sc0 ls14 ws11">considered <span class="_ _2"></span>when making this assessment, including <span class="_ _2"></span>scenarios and </div><div class="t m0 x87 h13 y1328 ffd fs8 fc8 sc0 ls14 ws11">testing, ar<span class="_ _2"></span>e included in note 2 <span class="_ _2"></span>to the Financial St<span class="_ _2"></span>atemen<span class="_ _2"></span>ts.</div><div class="t m0 x18 h10 y21 ffc fs4 fc6 sc0 ls1 ws0"> </div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   83<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   83<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pf56" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc56 w4 h0"><img 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" class="bi x0 y1329 w5 hbb" alt="" /><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">84<span class="_ _13"> </span>85</div><div class="t m0 x19 he y1e ff10 fs6 fc4 sc0 ls11 wse">OVERVIEW</div><div class="t m0 x6 h45 y21 ffd fs4 fc6 sc0 ls1 ws0">R<span class="_ _0"></span>ep<span class="_ _2"></span>o<span class="_ _2"></span>r<span class="_ _7"></span>t o<span class="_ _0"></span>f th<span class="_ _0"></span>e Di<span class="_ _0"></span>re<span class="_ _2"></span>c<span class="_ _1"></span>t<span class="_ _0"></span>ors <span class="ffc fs18 ls64 ws5f">con<span class="_ _2"></span>tin<span class="_ _2"></span>ued</span></div><div class="t m0 x6 h28 y71 ff16 fs2 fc7 sc0 ls1 ws0">Subst<span class="_ _2"></span>antial shar<span class="_ _2"></span>eholdings</div><div class="t m0 x6 h13 y2fd ffd fs8 fc8 sc0 ls14 ws11">The Company <span class="_ _2"></span>has been notified, in accor<span class="_ _2"></span>dance with Chapt<span class="_ _2"></span>er 5 of the Disclosur<span class="_ _2"></span>e and T<span class="_ _0"></span>ransparency Ru<span class="_ _2"></span>les of the f<span class="_ _2"></span>ollowing direct or <span class="_ _2"></span>indirect holdings </div><div class="t m0 x6 h13 y2ff ffd fs8 fc8 sc0 ls14 ws11">of voting righ<span class="_ _2"></span>ts, including shares and <span class="_ _2"></span>other financial instruments, <span class="_ _2"></span>in the Company’<span class="_ _0"></span>s shares:</div><div class="t m0 xc3 h4a y132a ffc fs11 fc3 sc0 ls1 ws0">Name</div><div class="t m0 x47 h8b y132b ffb fs11 fc3 sc0 ls1 ws0">As at</div><div class="t m0 x7b h8b y132c ffb fs11 fc3 sc0 ls1 ws0">31 December </div><div class="t m0 x47 h8b y132d ffb fs11 fc3 sc0 ls1 ws0">2025</div><div class="t m0 x8b h8b y132e ffb fs11 fc3 sc0 ls1 ws0">Number of </div><div class="t m0 x89 h86 y132f ff16 fs11 fc3 sc0 ls1 ws0">voting rights</div><div class="t m0 xbf h8b y1330 ffb fs11 fc3 sc0 ls1 ws0">As at</div><div class="t m0 xf6 h8b y1331 ffb fs11 fc3 sc0 ls1 ws0">31 December </div><div class="t m0 xbf h8b y1332 ffb fs11 fc3 sc0 ls1 ws0">2025</div><div class="t m0 xc0 h8b y1333 ffb fs11 fc3 sc0 ls1 ws0">% of total </div><div class="t m0 x156 h86 y1334 ff16 fs11 fc3 sc0 ls1 ws0">voting rights</div><div class="t m0 xc3 h13 y1335 ffd fs8 fc3 sc0 ls1 ws0">Brandes In<span class="_ _2"></span>vestmen<span class="_ _2"></span>t Partner<span class="_ _2"></span>s L.P<span class="_ _133"> </span>17,603,271<span class="_ _75"> </span>17.22</div><div class="t m0 xc3 h13 y1336 ffd fs8 fc3 sc0 ls1 ws0">FMR LLC<span class="_ _134"> </span>10,293,790<span class="_ _75"> </span>10.00</div><div class="t m0 xc3 h13 y1337 ffc fs8 fc3 sc0 ls1 ws0">Simon Embley<span class="_ _135"> </span><span class="ffd">6,835,624<span class="_ _6c"> </span>6.71</span></div><div class="t m0 xc3 h13 y1338 ffd fs8 fc3 sc0 ls1 ws0">FIL Limited<span class="_ _136"> </span>5,225,764<span class="_ _6c"> </span>5.11</div><div class="t m0 xc3 h13 y1339 ffd fs8 fc3 sc0 ls1 ws0">Harris L.P<span class="_ _137"> </span>5,220,081<span class="_ _6c"> </span>5.02</div><div class="t m0 xc3 h13 y133a ffd fs8 fc3 sc0 ls1 ws0">Liontrust Asset Manag<span class="_ _2"></span>ement Plc<span class="_ _4c"> </span>5,164,219<span class="_ _9a"> </span>4.99</div><div class="t m0 xc3 h13 y133b ffd fs8 fc3 sc0 ls1 ws0">SFM UK Management LLP<span class="_ _138"> </span>5,082,389<span class="_ _6c"> </span>4.89</div><div class="t m0 xc3 h13 y133c ffd fs8 fc3 sc0 ls1 ws0">Kinney Asset Managemen<span class="_ _2"></span>t LLC<span class="_ _139"> </span>4,615,636<span class="_ _6c"> </span>4.52</div><div class="t m0 xc3 h13 y133d ffd fs8 fc3 sc0 ls1 ws0">David Newnes<span class="_ _135"> </span>3,479,910<span class="_ _9a"> </span>3.41</div><div class="t m0 xc3 h13 y133e ffd fs8 fc3 sc0 ls1 ws0">Utah St<span class="_ _2"></span>ate R<span class="_ _2"></span>etirement S<span class="_ _2"></span>yst<span class="_ _2"></span>ems<span class="_ _13a"> </span>3,356,555<span class="_ _6c"> </span>3.23</div><div class="t m0 xc3 h13 y133f ffd fs8 fc3 sc0 ls1 ws0">Franklin T<span class="_ _6"></span>empleton Institutional LL<span class="_ _2"></span>C<span class="_ _13b"> </span>3,211,900<span class="_ _6c"> </span>3.09</div><div class="t m0 xc3 h13 y1340 ffd fs8 fc3 sc0 ls1 ws0">Setan<span class="_ _2"></span>ta Asset Managemen<span class="_ _2"></span>t Limited<span class="_ _2f"> </span>3,104,228<span class="_ _6c"> </span>2.99</div><div class="t m0 x6 h13 y1341 ffd fs8 fc8 sc0 ls14 ws11">Between 31 December <span class="_ _2"></span>2025 and 13 March <span class="_ _2"></span>2026, FMR LLC notified a <span class="_ _2"></span>change in its holding of v<span class="_ _2"></span>oting rights t<span class="_ _2"></span>o 10,105,709 (9.99%). No other changes <span class="_ _2"></span></div><div class="t m0 x6 h13 y1342 ffd fs8 fc8 sc0 ls14 ws11">have <span class="_ _2"></span>been notified.</div><div class="t m0 x6 h28 y1343 ff16 fs2 fc7 sc0 ls1 ws0">Br<span class="_ _2"></span>anch Offices</div><div class="t m0 x6 h13 y1344 ffd fs8 fc8 sc0 ls14 ws11">W<span class="_ _2"></span>e do not ha<span class="_ _2"></span>ve an<span class="_ _2"></span>y over<span class="_ _2"></span>seas branches.</div><div class="t m0 x6 h28 y1345 ff16 fs2 fc7 sc0 ls1 ws0">Politic<span class="_ _2"></span>al donations</div><div class="t m0 x6 h13 y1346 ffd fs8 fc8 sc0 ls14 ws11">At the <span class="_ _2"></span>Company’<span class="_ _2"></span>s AGM held <span class="_ _2"></span>on 28 May <span class="_ _2"></span>2025, Shareholder<span class="_ _2"></span>s </div><div class="t m0 x6 h13 y1347 ffd fs8 fc8 sc0 ls14 ws11">authorised the Compan<span class="_ _2"></span>y and its subsidiaries t<span class="_ _2"></span>o incur political </div><div class="t m0 x6 h13 y1348 ffd fs8 fc8 sc0 ls14 ws11">expenditur<span class="_ _2"></span>e and mak<span class="_ _2"></span>e political dona<span class="_ _2"></span>tions up to an aggr<span class="_ _2"></span>egat<span class="_ _2"></span>e limit of </div><div class="t m0 x6 h13 y1349 ffd fs8 fc8 sc0 ls14 ws11">£100,000, in accor<span class="_ _2"></span>dance with the Companies Act 2006. <span class="_ _2"></span>No political </div><div class="t m0 x6 h13 y134a ffd fs8 fc8 sc0 ls14 ws11">donations wer<span class="_ _2"></span>e made during 2025 (2024: <span class="_ _2"></span>nil).</div><div class="t m0 x3f hf y1343 ffb fs2 fc7 sc0 ls1 ws0">Independent audit<span class="_ _2"></span>or</div><div class="t m0 x3f h13 y1344 ffd fs8 fc8 sc0 ls14 ws11">Gran<span class="_ _2"></span>t Thornton UK LLP <span class="_ _2"></span>has advised its willingness to <span class="_ _2"></span>continue in </div><div class="t m0 x3f h13 y134b ffd fs8 fc8 sc0 ls14 ws11">office as our e<span class="_ _2"></span>xternal auditor<span class="_ _6"></span>. R<span class="_ _2"></span>esolutions to r<span class="_ _2"></span>eappoint it and giv<span class="_ _2"></span>e the </div><div class="t m0 x3f h13 y134c ffd fs8 fc8 sc0 ls14 ws11">Audit &amp; Risk Committee <span class="_ _2"></span>authority to det<span class="_ _2"></span>ermine its remuner<span class="_ _2"></span>ation will </div><div class="t m0 x3f h13 y134d ffd fs8 fc8 sc0 ls14 ws11">be proposed <span class="_ _2"></span>at the 2026 AGM. <span class="_ _2"></span> </div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   84<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   84<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pf57" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc57 w4 h0"><img 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" class="bi x0 y134e w5 hbc" alt="" /><div class="t m0 xf he y1f ff11 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">84<span class="_ _13"> </span>85</div><div class="t m0 xe he y1e ff2b fs6 fc4 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span>FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span><span class="fc0">CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="fc4 ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="ls11 wse">OVERVIEW</span></span></span></div><div class="t m0 xda h2b y134f ff16 fs5 fc0 sc0 ls5 ws2a">Listing Rule<span class="_ _3b"> </span><span class="fc7">Information <span class="_ _2"></span>to be included<span class="_ _101"> </span><span class="ffb">Disclosure</span></span></div><div class="t m0 x105 h11 y1350 ffb fs8 fc0 sc0 ls14 ws11">6.6.1(1)<span class="_ _3b"> </span><span class="ffc fc8 ws0">Interest c<span class="_ _2"></span>apitalised by the Gr<span class="_ _2"></span>oup<span class="_ _c7"> </span><span class="ws11">None</span></span></div><div class="t m0 x105 h13 y1351 ffb fs8 fc0 sc0 ls14 ws11">6.6.1(2)<span class="_ _3b"> </span><span class="ffd fc8">Unaudited financial informa<span class="_ _2"></span>tion </span></div><div class="t m0 x72 h13 y1352 ffd fs8 fc8 sc0 ls14 ws11">(LR 9.2.18R)</div><div class="t m0 x11b h13 y1353 ffd fs8 fc8 sc0 ls14 ws11">On 27 January 2026, the Gr<span class="_ _2"></span>oup issued a full y<span class="_ _2"></span>ear trading <span class="_ _2"></span>update, </div><div class="t m0 x11b h13 y1354 ffd fs8 fc8 sc0 ls14 ws11">which cont<span class="_ _2"></span>ained the f<span class="_ _2"></span>ollowing unaudited financial <span class="_ _2"></span>informa<span class="_ _2"></span>tion in </div><div class="t m0 x11b h13 y1355 ffd fs8 fc8 sc0 ls14 ws11">relation <span class="_ _2"></span>to profit <span class="_ _2"></span>for 2025 <span class="_ _2"></span>“Underlying Opera<span class="_ _2"></span>ting Pr<span class="_ _2"></span>ofit was up in all </div><div class="t m0 x11b h13 y1356 ffd fs8 fc8 sc0 ls14 ws11">three Divisions and <span class="_ _2"></span>our central <span class="_ _2"></span>costs r<span class="_ _2"></span>educed  <span class="_ _1c"></span>- we achie<span class="_ _2"></span>ved a r<span class="_ _2"></span>ecord </div><div class="t m0 x11b h13 y1357 ffd fs8 fc8 sc0 ls14 ws11">high Group <span class="_ _2"></span>Operating <span class="_ _2"></span>Margin. The Gr<span class="_ _2"></span>oup saw an acceler<span class="_ _2"></span>ation in our <span class="_ _2"></span></div><div class="t m0 x11b h13 y1358 ffd fs8 fc8 sc0 ls14 ws11">rev<span class="_ _2"></span>enue and profit in<span class="_ _2"></span> the second half of th<span class="_ _2"></span>e year and w<span class="_ _2"></span>e have <span class="_ _2"></span>start<span class="_ _2"></span>ed </div><div class="t m0 x11b h13 y1359 ffd fs8 fc8 sc0 ls14 ws11">2026 in line with our e<span class="_ _2"></span>xpectati<span class="_ _2"></span>ons.<span class="_ _0"></span>”</div><div class="t m0 x105 h13 y135a ffb fs8 fc0 sc0 ls14 ws11">6.6.1(3)<span class="_ _3b"> </span><span class="ffd fc8">Long-term incentive scheme inf<span class="_ _2"></span>ormation </span></div><div class="t m0 x72 h13 y135b ffd fs8 fc8 sc0 ls14 ws11">involving <span class="_ _2"></span>Board Dir<span class="_ _2"></span>ectors <span class="_ _2"></span>(LR9.4.3R)</div><div class="t m0 x11b h13 y135a ffd fs8 fc8 sc0 ls14 ws11">Director<span class="_ _2"></span>s’ R<span class="_ _2"></span>emuneration <span class="_ _2"></span>Report  <span class="_ _18"></span>- pages 76 and 77</div><div class="t m0 x105 h11 y135c ffb fs8 fc0 sc0 ls14 ws11">6.6.1(4)<span class="_ _3b"> </span><span class="ffc fc8 ws0">Waiver of emolumen<span class="_ _2"></span>ts by a Director<span class="_ _6c"> </span><span class="ws11">None</span></span></div><div class="t m0 x105 h11 y135d ffb fs8 fc0 sc0 ls14 ws11">6.6.1(5)<span class="_ _3b"> </span><span class="ffc fc8 ws0">Waiver of futur<span class="_ _2"></span>e emoluments by a </span></div><div class="t m0 x72 h14 y135e ffc fs8 fc8 sc0 ls14 ws11">Director</div><div class="t m0 xbd h14 y135d ffc fs8 fc8 sc0 ls14 ws11">None</div><div class="t m0 x105 h13 y135f ffb fs8 fc0 sc0 ls14 ws11">6.6.1(6)<span class="_ _3b"> </span><span class="ffd fc8">Non pre-emptive issues of equity <span class="_ _2"></span>for c<span class="_ _2"></span>ash<span class="_ _11f"> </span><span class="ffc">None</span></span></div><div class="t m0 x105 h13 y1360 ffb fs8 fc0 sc0 ls14 ws11">6.6.1(7)<span class="_ _3b"> </span><span class="ffd fc8">Non pre-emptive issues of equity <span class="_ _2"></span>for </span></div><div class="t m0 x4e h13 y1361 ffd fs8 fc8 sc0 ls14 ws11">cash in r<span class="_ _2"></span>elation to <span class="_ _2"></span>major subsidiary </div><div class="t m0 x4e h13 y1362 ffd fs8 fc8 sc0 ls14 ws11">undertakings</div><div class="t m0 xbd h14 y1363 ffc fs8 fc8 sc0 ls14 ws11">None</div><div class="t m0 x105 h13 y1364 ffb fs8 fc0 sc0 ls14 ws11">6.6.1(8)<span class="_ _3b"> </span><span class="ffd fc8">Listed compan<span class="_ _2"></span>y is a subsidiary of another </span></div><div class="t m0 x4e h14 y1365 ffc fs8 fc8 sc0 ls14 ws11">compan<span class="_ _2"></span>y</div><div class="t m0 xbd h14 y1364 ffc fs8 fc8 sc0 ls14 ws0">Not applicable</div><div class="t m0 x105 h13 y1366 ffb fs8 fc0 sc0 ls14 ws11">6.6.1(9)<span class="_ _3b"> </span><span class="ffd fc8">Contracts of significance <span class="_ _2"></span>involving a </span></div><div class="t m0 x4e h14 y1367 ffc fs8 fc8 sc0 ls14 ws0">Director of a c<span class="_ _2"></span>ontrolling Shar<span class="_ _2"></span>eholder</div><div class="t m0 xbd h14 y1366 ffc fs8 fc8 sc0 ls14 ws11">None</div><div class="t m0 x109 h11 y1368 ffb fs8 fc0 sc0 ls14 ws11">6.6.1(10)<span class="_ _3b"> </span><span class="ffc fc8 ws0">Contracts f<span class="_ _2"></span>or the provision of services by a </span></div><div class="t m0 x4e h14 y1369 ffc fs8 fc8 sc0 ls14 ws0">contr<span class="_ _2"></span>olling Shareholder</div><div class="t m0 xbd h14 y1368 ffc fs8 fc8 sc0 ls14 ws11">None</div><div class="t m0 x109 h13 y136a ffb fs8 fc0 sc0 ls14 ws11">6.6.1(11)<span class="_ _3b"> </span><span class="ffd fc8">Shareholder waiver of dividends<span class="_ _13c"> </span>Report of the <span class="_ _2"></span>Director<span class="_ _2"></span>s  <span class="_ _1c"></span>- page 83</span></div><div class="t m0 x109 h13 y136b ffb fs8 fc0 sc0 ls14 ws11">6.6.1(12)<span class="_ _3b"> </span><span class="ffd fc8">Shareholder waiver of futu<span class="_ _2"></span>re dividends<span class="_ _c9"> </span>Report of the Direct<span class="_ _2"></span>ors  <span class="_ _18"></span>- page 83</span></div><div class="t m0 x109 h13 y136c ffb fs8 fc0 sc0 ls14 ws11">6.6.1(13)<span class="_ _3b"> </span><span class="ffd fc8">Agreement with con<span class="_ _2"></span>trolling shar<span class="_ _2"></span>eholder<span class="_ _67"> </span><span class="ffc">None</span></span></div><div class="t m0 x18 h28 y71 ff16 fs2 fc7 sc0 ls1 ws0">Disclosure t<span class="_ _2"></span>able pursuant t<span class="_ _2"></span>o UK Listing Rule 6.6.1R</div><div class="t m0 x18 h10 y21 ffc fs4 fc6 sc0 ls1 ws0"> </div><div class="t m0 x18 h13 y136d ffd fs8 fc8 sc0 ls14 ws11">The Report <span class="_ _2"></span>of the Director<span class="_ _2"></span>s w<span class="_ _2"></span>as approv<span class="_ _2"></span>ed by and signed on behalf <span class="_ _2"></span>of the Board of <span class="_ _2"></span>Director<span class="_ _2"></span>s.</div><div class="t m0 x18 h2c y136e ff13 fs8 fc8 sc0 ls14 ws11">Debbie Fish<span class="ff17 ls1 ws0"> </span></div><div class="t m0 x18 h14 y136f ffc fs8 fc8 sc0 ls14 ws0">Group Compan<span class="_ _2"></span>y Secret<span class="_ _2"></span>ary</div><div class="t m0 x18 h13 y1370 ffd fs8 fc8 sc0 ls14 ws11">18 March 2026</div><div class="t m0 x18 h1d y1371 ffd fs11 fc8 sc0 ls50 ws4f">No<span class="_ _1"></span>te:</div><div class="t m0 x18 h1d y6f ffd fs11 fc8 sc0 ls2b ws29">1 <span class="_ _15"> </span>All d<span class="_ _1"></span>ata is as a<span class="_ _1"></span>t 3<span class="_ _2"></span>1 De<span class="_ _1"></span>cemb<span class="_ _1"></span>er 2025 u<span class="_ _1"></span>nles<span class="_ _1"></span>s spe<span class="_ _1"></span>cifi<span class="_ _1"></span>ed oth<span class="_ _1"></span>er<span class="_ _1"></span>wis<span class="_ _1"></span>e</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   85<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   85<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
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BQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACNAEAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAATQAAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAEwAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAArQBAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAIBP+3VIAAAAACDo/2u7G2CCTQAHCAAAgAMEAADAAQIAAOAAAQAAHCAAAAAOEAAAAAcIAACAAwQAAMABAgAA4AABAABwgAAAADhAAAAAHCAAAAAOEAAAwAECAADgAAEAAHCAAAAAOEAAAAAcIAAAAA4QAAAABwgAAIADBAAAwAECAADgAAEAABwgAAAADhAAAAAHCAAAgAMEAADAAQIAAOAAAQAAcIAAAAA4QAAAABwgAAAADhAAAMABAgAA4AABAABwgAAAADhAAAAAHCAAAAAOEAAAAAcIAACAAwQAAMABAgAA4AABAAAcIAAAAA4QAAAABwgAAIADBAAAwAECAADgAAEAAHCAAAAAOEAAAAAcIAAAAA4QAADAAQIAAOAAAQAAcIAAAAA4QAAAABwgAAAADhAAAAAHCAAAgAMEAADAAQIAAOAAAQAAHCAAAAAOEAAAAAcIAACAAwQAAMABAgAA4AABAABwgAAAADhAAAAAHCAAAAAOEAAAwAECAADgAAEAAHCAAAAAOEAAAAAcIAAAAA4QAAAABwgAAIADBAAAwAECAADgAAEAABwgAAAADhAAAAAHCAAAgAMEAADAAQIAAOAAAQAAcIAAAAA4QAAAABwgAACAA5QAAADAAQIAAOAAAQAAcIAAAAA4QAAAABwgAAAADhAAAAAHCAAAgAMEAADAAQIAADhAAAAAHCAAAAAOEAAAAAcIAACAAwQAAMABAgAA4AABAABwgAAAADhAAAAAHCAAAIADBAAAwAECAADgAAEAAHCAAAAAOEAAAAAcIAAAAA4QAAAABwgAAIADBAAAwAECAAA4QAAAABwgAAAADhAAAAAHCAAAgAMEAADAAQIAAOAAAQAAcIAAAAA4QAAAABwgAACAAwQAAMABAgAA4AABAABwgAAAADhAAAAAHCAAAAAOEAAAAAcIAACAAwQAAMABAgAAOEAAAAAcIAAAAA4QAAAABwgAAIADBAAAwAECAADgAAEAAHCAAAAAOEAAAAAcIAAAgAMEAADAAQIAAOAAAQAAcIAAAAA4QAAAABwgAAAADhAAAAAHCAAAgAMEAADAAQIAADhAAAAAHCAAAAAOEAAAAAcIAACAAwQAAMABAgAA4AABAABwgAAAADhAAAAAHCAAAIADBAAAwAECAADgAAEAAHCAAAAAOEAAAAAcIAAAAA4QAAAABwgAAIADBAAAwAECAAA4QAAAABwgAAAADhAAAAAHCAAAgAMEAADAAQIAAOAAAQAAcIAAAAA4QAAAABwgAACAAwQAAMABAgAA4AABAABwgAAAADhAAAAAHCAAAAAOEAAAAAcIAACAAwQAAMABAgAAOEAAAAAcIAAAAA4QAAAABwgAAIADBAAAwAECAADgAAEAAHCAAAAAOEAAAAAcIAAAgAMEAADAAQIAAOAAAQAAcIAAAAA4QAAAABwgAAAADhAAAAAHCAAAgAMEAABwgBIAAAA4QAAAABwgAAAADhAAAAAHCAAAgAMEAADAAQIAAOAAAQAAcIAAAAA4QAAAAAcIAACAAwQAAMABAgAA4AABAABwgAAAADhAAAAAHCAAAAAOEAAAAAcIAACAAwQAAHCAAAAAOEAAAAAcIAAAAA4QAAAABwgAAIADBAAAwAECAADgAAEAAHCAAAAAOEAAAAAHCAAAgAMEAADAAQIAAOAAAQAAcIAAAAA4QAAAABwgAAAADhAAAAAHCAAAgAMEAABwgAAAADhAAAAAHCAAAAAOEAAAAAcIAACAAwQAAMABAgAA4AABAABwgAAAADhAAAAABwgAAIADBAAAwAECAADgAAEAAHCAAAAAOEAAAAAcIAAAAA4QAAAABwgAAIADBAAAcIAAAAA4QAAAABwgAAAADhAAAAAHCAAAgAMEAADAAQIAAOAAAQAAcIAAAAA4QAAAAAcIAACAAwQAAMABAgAA4AABAABwgAAAADhAAAAAHCAAAAAOEAAAAAcIAACAAwQAAHCAAAAAOEAAAAAcIAAAAA4QAAAABwgAAIADBAAAwAECAADgAAEAAHCAAAAAOEAAAAAHCAAAgAMEAADAAQIAAOAAAQAAcIAAAAA4QAAAABwgAAAADhAAAAAHCAAAgAMEAABwgAAAADhAAAAAHCAAAAAOEAAAAAcIAACAAwQAAMABAgAA4AABAABwgAAAADhAAAAABwgAAIADBAAAwAECAADgAAEAAHCAAAAAOEAAAAAcIAAAAA4QAAAABwgAAIADBAAAcIAAAAA4QAAAABwgAAAADhAAAAAHCAAAgAMEAADAAQIAAOAAAQAAcIAAAAAOUAIAAAAHCAAAgAMEAADAAQIAAOAAAQAAcIAAAAA4QAAAABwgAAAADhAAAAAHCAAA4AABAABwgAAAADhAAAAAHCAAAAAOEAAAAAcIAACAAwQAAMABAgAA4AABAABwgAAAAA4QAAAABwgAAIADBAAAwAECAADgAAEAAHCAAAAAOEAAAAAcIAAAAA4QAAAABwgAAOAAAQAAcIAAAAA4QAAAABwgAAAADhAAAAAHCAAAgAMEAADAAQIAAOAAAQAAcIAAAAAOEAAAAAcIAACAAwQAAMABAgAA4AABAABwgAAAADhAAAAAHCAAAAAOEAAAgAmfRhz+gVhbdwAAAABJRU5ErkJggg==" class="bi x0 y1372 w5 hbd" alt="" /><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">86</div><div class="t m0 x6 hbe y1373 ffd fs3a fc6 sc0 ls91 ws8e">S<span class="_ _0"></span>tat<span class="_ _0"></span>e<span class="_ _2"></span>me<span class="_ _0"></span>nt <span class="_ _2"></span>o<span class="_ _0"></span>f Di<span class="_ _2"></span>r<span class="_ _2"></span>ect<span class="_ _2"></span>ors’ <span class="_ _2"></span>R<span class="_ _0"></span>es<span class="_ _2"></span>po<span class="_ _2"></span>n<span class="_ _2"></span>s<span class="_ _0"></span>ib<span class="_ _2"></span>i<span class="_ _2"></span>l<span class="_ _2"></span>it<span class="_ _0"></span>ies <span class="_ _0"></span>in <span class="_ _2"></span>R<span class="_ _2"></span>e<span class="_ _2"></span>s<span class="_ _2"></span>pe<span class="_ _2"></span>c<span class="_ _1"></span>t o<span class="_ _0"></span>f<span class="_ _1"></span> </div><div class="t m0 x6 hbe y1374 ffd fs3a fc6 sc0 ls91 ws8e">t<span class="_ _2"></span>h<span class="_ _2"></span>e An<span class="_ _0"></span>n<span class="_ _2"></span>u<span class="_ _2"></span>a<span class="_ _2"></span>l <span class="_ _2"></span>R<span class="_ _2"></span>e<span class="_ _2"></span>po<span class="_ _2"></span>r<span class="_ _1"></span>t a<span class="_ _2"></span>n<span class="_ _2"></span>d t<span class="_ _0"></span>he <span class="_ _2"></span>Fi<span class="_ _0"></span>n<span class="_ _2"></span>a<span class="_ _2"></span>nc<span class="_ _2"></span>i<span class="_ _0"></span>al <span class="_ _2"></span>S<span class="_ _0"></span>ta<span class="_ _2"></span>t<span class="_ _2"></span>e<span class="_ _2"></span>m<span class="_ _2"></span>e<span class="_ _2"></span>n<span class="_ _0"></span>t<span class="_ _1"></span>s</div><div class="t m0 x6 h13 y1c7 ffd fs8 fc8 sc0 ls14 ws11">The Direct<span class="_ _2"></span>ors ar<span class="_ _2"></span>e responsible f<span class="_ _2"></span>or pr<span class="_ _2"></span>eparing the Annual R<span class="_ _2"></span>eport </div><div class="t m0 x6 h13 y1c8 ffd fs8 fc8 sc0 ls14 ws11">and Financial Sta<span class="_ _2"></span>tements in <span class="_ _2"></span>accordance with applic<span class="_ _2"></span>able law and </div><div class="t m0 x6 h13 y1c9 ffd fs8 fc8 sc0 ls14 ws11">regulations.</div><div class="t m0 x6 h13 y1290 ffd fs8 fc8 sc0 ls14 ws11">Company la<span class="_ _2"></span>w requires <span class="_ _2"></span>the Director<span class="_ _2"></span>s to <span class="_ _2"></span>prepare <span class="_ _2"></span>Financial Stat<span class="_ _2"></span>ements </div><div class="t m0 x6 h13 y22a ffd fs8 fc8 sc0 ls14 ws11">for <span class="_ _2"></span>each financial year<span class="_ _6"></span>. Under tha<span class="_ _2"></span>t law<span class="_ _6"></span>, the Director<span class="_ _2"></span>s hav<span class="_ _2"></span>e prepar<span class="_ _2"></span>ed </div><div class="t m0 x6 h13 y22b ffd fs8 fc8 sc0 ls14 ws11">the Group <span class="_ _2"></span>Financial Stat<span class="_ _2"></span>ements in accor<span class="_ _2"></span>dance with UK<span class="_ _2"></span>-adopted </div><div class="t m0 x6 h13 y26b ffd fs8 fc8 sc0 ls14 ws11">Interna<span class="_ _2"></span>tional Accounting St<span class="_ _2"></span>andards (IAS) in<span class="_ _2"></span> conf<span class="_ _2"></span>ormity with the </div><div class="t m0 x6 h13 y26c ffd fs8 fc8 sc0 ls14 ws11">requir<span class="_ _2"></span>ements of the Companies Act 2006.</div><div class="t m0 x6 h14 y1291 ffc fs8 fc8 sc0 ls14 ws0">The Director<span class="_ _2"></span>s hav<span class="_ _2"></span>e chosen to prepar<span class="_ _2"></span>e the Par<span class="_ _2"></span>ent Compan<span class="_ _2"></span>y Financial </div><div class="t m0 x6 h13 y1375 ffd fs8 fc8 sc0 ls14 ws11">Stat<span class="_ _2"></span>ements in accor<span class="_ _2"></span>dance with United <span class="_ _2"></span>Kingdom Gener<span class="_ _2"></span>ally Accepted </div><div class="t m0 x6 h13 y1376 ffd fs8 fc8 sc0 ls14 ws11">Accounting P<span class="_ _2"></span>ractice (Unit<span class="_ _2"></span>ed Kingdom Accoun<span class="_ _2"></span>ting Standar<span class="_ _2"></span>ds and </div><div class="t m0 x6 h13 y1377 ffd fs8 fc8 sc0 ls14 ws11">applicable law), including <span class="_ _2"></span>FRS 101 ‘R<span class="_ _2"></span>educed Disclosure Fr<span class="_ _2"></span>amework’<span class="_ _6"></span>. </div><div class="t m0 x6 h13 y271 ffd fs8 fc8 sc0 ls14 ws11">Under compan<span class="_ _2"></span>y law<span class="_ _6"></span>, Director<span class="_ _2"></span>s must not <span class="_ _2"></span>approve <span class="_ _2"></span>the Financial </div><div class="t m0 x6 h13 y272 ffd fs8 fc8 sc0 ls14 ws11">Stat<span class="_ _2"></span>ements unless they ar<span class="_ _2"></span>e satis<span class="_ _2"></span>fied that they giv<span class="_ _2"></span>e a true and f<span class="_ _2"></span>air </div><div class="t m0 x6 h13 y273 ffd fs8 fc8 sc0 ls14 ws11">view of the s<span class="_ _2"></span>tat<span class="_ _2"></span>e of aff<span class="_ _2"></span>airs of the <span class="_ _2"></span>Group and of th<span class="_ _2"></span>e profit or loss <span class="_ _2"></span>of </div><div class="t m0 x6 h13 y274 ffd fs8 fc8 sc0 ls14 ws11">the Group <span class="_ _2"></span>for tha<span class="_ _2"></span>t period.</div><div class="t m0 x6 h13 y1378 ffd fs8 fc8 sc0 ls14 ws11">In preparing the <span class="_ _2"></span>Par<span class="_ _2"></span>ent Compan<span class="_ _2"></span>y Financial Sta<span class="_ _2"></span>tements, the Dir<span class="_ _2"></span>ector<span class="_ _2"></span>s </div><div class="t m0 x6 h13 y1379 ffd fs8 fc8 sc0 ls14 ws11">are r<span class="_ _2"></span>equired to:</div><div class="t m0 x6 h13 y137a ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Select suitable acc<span class="_ _2"></span>ounting policies and then <span class="_ _2"></span>apply them </span></div><div class="t m0 x52 h13 y137b ffd fs8 fc8 sc0 ls14 ws11">consist<span class="_ _2"></span>ently<span class="_ _0"></span>.</div><div class="t m0 x6 h13 y137c ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Mak<span class="_ _2"></span>e judgements and <span class="_ _2"></span>accounting es<span class="_ _2"></span>timates tha<span class="_ _2"></span>t are r<span class="_ _2"></span>easonable </span></div><div class="t m0 x52 h13 y137d ffd fs8 fc8 sc0 ls14 ws11">and prudent.</div><div class="t m0 x6 h13 y137e ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Stat<span class="_ _2"></span>e whether applicable <span class="_ _2"></span>UK Accounting St<span class="_ _2"></span>andards ha<span class="_ _2"></span>ve been </span></div><div class="t m0 x52 h13 y137f ffd fs8 fc8 sc0 ls14 ws11">follow<span class="_ _2"></span>ed, subject to an<span class="_ _2"></span>y mat<span class="_ _2"></span>erial departures disclosed <span class="_ _2"></span>and </div><div class="t m0 x52 h13 y1380 ffd fs8 fc8 sc0 ls14 ws11">explained in the <span class="_ _2"></span>Financial Stat<span class="_ _2"></span>ements.</div><div class="t m0 x6 h14 y1381 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="fc8 ws0">Prepar<span class="_ _2"></span>e the Financial Stat<span class="_ _2"></span>ements on the going concern basis </span></div><div class="t m0 x52 h13 y1382 ffd fs8 fc8 sc0 ls14 ws11">unless it is inappr<span class="_ _2"></span>opriate t<span class="_ _2"></span>o presume tha<span class="_ _2"></span>t the Compan<span class="_ _2"></span>y and/or </div><div class="t m0 x52 h13 y1383 ffd fs8 fc8 sc0 ls14 ws11">Group will <span class="_ _2"></span>not continue in <span class="_ _2"></span>business.</div><div class="t m0 x6 h13 y1384 ffd fs8 fc8 sc0 ls14 ws11">In preparing the <span class="_ _2"></span>Group Financial St<span class="_ _2"></span>atemen<span class="_ _2"></span>ts, Interna<span class="_ _2"></span>tional </div><div class="t m0 x6 h13 y1385 ffd fs8 fc8 sc0 ls14 ws11">Accounting St<span class="_ _2"></span>andard 1 <span class="_ _2"></span>requires th<span class="_ _2"></span>at the Direct<span class="_ _2"></span>ors:</div><div class="t m0 x6 h13 y1386 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Pr<span class="_ _2"></span>operly select and apply accoun<span class="_ _2"></span>ting policies.</span></div><div class="t m0 x6 h13 y1387 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Presen<span class="_ _2"></span>t inf<span class="_ _2"></span>ormation, including accoun<span class="_ _2"></span>ting policies, in a manner </span></div><div class="t m0 x52 h13 y1388 ffd fs8 fc8 sc0 ls14 ws11">that pr<span class="_ _2"></span>ovides relev<span class="_ _2"></span>ant, r<span class="_ _2"></span>eliable, compar<span class="_ _2"></span>able and unders<span class="_ _2"></span>tandable </div><div class="t m0 x52 h13 y1389 ffd fs8 fc8 sc0 ls14 ws11">inf<span class="_ _2"></span>ormation.</div><div class="t m0 x6 h13 y138a ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Pr<span class="_ _2"></span>ovide additional disclosures <span class="_ _2"></span>when compliance with the </span></div><div class="t m0 x52 h13 y138b ffd fs8 fc8 sc0 ls14 ws11">specific requir<span class="_ _2"></span>ements of the financial r<span class="_ _2"></span>eporting fr<span class="_ _2"></span>amework ar<span class="_ _2"></span>e </div><div class="t m0 x52 h13 y138c ffd fs8 fc8 sc0 ls14 ws11">insufficient to <span class="_ _2"></span>enable users t<span class="_ _2"></span>o unders<span class="_ _2"></span>tand the impact <span class="_ _2"></span>of particular </div><div class="t m0 x52 h13 y138d ffd fs8 fc8 sc0 ls14 ws11">transactions, other <span class="_ _2"></span>events and <span class="_ _2"></span>conditions on the en<span class="_ _2"></span>tity<span class="_ _1"></span>’<span class="_ _0"></span>s financial </div><div class="t m0 x52 h13 y138e ffd fs8 fc8 sc0 ls14 ws11">position and financial perf<span class="_ _2"></span>ormance.</div><div class="t m0 x6 h13 y138f ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Mak<span class="_ _2"></span>e an assessment of the <span class="_ _2"></span>Group’<span class="_ _0"></span>s ability to c<span class="_ _2"></span>ontinue as a going </span></div><div class="t m0 x52 h13 y1390 ffd fs8 fc8 sc0 ls14 ws11">concern.</div><div class="t m0 x6 h13 y1391 ffd fs8 fc8 sc0 ls14 ws11">The Direct<span class="_ _2"></span>ors ar<span class="_ _2"></span>e responsible f<span class="_ _2"></span>or k<span class="_ _2"></span>eeping adequa<span class="_ _2"></span>te accountin<span class="_ _2"></span>g </div><div class="t m0 x6 h13 y1392 ffd fs8 fc8 sc0 ls14 ws11">recor<span class="_ _2"></span>ds that ar<span class="_ _2"></span>e sufficient t<span class="_ _2"></span>o show and e<span class="_ _2"></span>xplain the Company’<span class="_ _0"></span>s and </div><div class="t m0 x6 h13 y1393 ffd fs8 fc8 sc0 ls14 ws11">Group’<span class="_ _6"></span>s transactions and disclose with r<span class="_ _2"></span>easonable accuracy a<span class="_ _2"></span>t any </div><div class="t m0 x6 h13 y1394 ffd fs8 fc8 sc0 ls14 ws11">time the financial position of the <span class="_ _2"></span>Company and the <span class="_ _2"></span>Group and </div><div class="t m0 x6 h14 y1395 ffc fs8 fc8 sc0 ls14 ws0">enable them to ensure tha<span class="_ _2"></span>t the Company and the Gr<span class="_ _2"></span>oup Financial </div><div class="t m0 x6 h13 y1396 ffd fs8 fc8 sc0 ls14 ws11">Stat<span class="_ _2"></span>ements comply with <span class="_ _2"></span>the Companies Act 2006. They ar<span class="_ _2"></span>e also </div><div class="t m0 x6 h14 y1397 ffc fs8 fc8 sc0 ls14 ws0">responsible f<span class="_ _2"></span>or saf<span class="_ _2"></span>eguarding the assets of the P<span class="_ _2"></span>aren<span class="_ _2"></span>t Company and </div><div class="t m0 x6 h13 y1398 ffd fs8 fc8 sc0 ls14 ws11">Group and <span class="_ _2"></span>hence for t<span class="_ _2"></span>aking reasonable <span class="_ _2"></span>steps f<span class="_ _2"></span>or the pr<span class="_ _2"></span>even<span class="_ _2"></span>tion and </div><div class="t m0 x6 h13 y1399 ffd fs8 fc8 sc0 ls14 ws11">detection of fr<span class="_ _2"></span>aud and other irr<span class="_ _2"></span>egularities.</div><div class="t m0 x6 h14 y139a ffc fs8 fc8 sc0 ls14 ws0">The Director<span class="_ _2"></span>s are r<span class="_ _2"></span>esponsible for the main<span class="_ _2"></span>tenance and int<span class="_ _2"></span>egrity of </div><div class="t m0 x6 h13 y139b ffd fs8 fc8 sc0 ls14 ws11">the corpor<span class="_ _2"></span>ate and financial <span class="_ _2"></span>informa<span class="_ _2"></span>tion included on the Compan<span class="_ _2"></span>y’<span class="_ _2"></span>s </div><div class="t m0 x6 h13 y139c ffd fs8 fc8 sc0 ls14 ws11">website. <span class="_ _2"></span>Legislation in the Unit<span class="_ _2"></span>ed Kingdom gov<span class="_ _2"></span>erning the prepar<span class="_ _2"></span>ation </div><div class="t m0 x6 h13 y139d ffd fs8 fc8 sc0 ls14 ws11">and dissemination of Financial <span class="_ _2"></span>Stat<span class="_ _2"></span>ements may <span class="_ _2"></span>differ <span class="_ _2"></span>from legisla<span class="_ _2"></span>tion </div><div class="t m0 x6 h13 y139e ffd fs8 fc8 sc0 ls14 ws11">in other jurisdictions.</div><div class="t m0 x3f h28 y71 ff16 fs2 fc7 sc0 ls1 ws0">Director<span class="_ _2"></span>s’ declar<span class="_ _2"></span>ation in r<span class="_ _2"></span>elation to r<span class="_ _2"></span>elev<span class="_ _2"></span>ant </div><div class="t m0 x3f h28 y139f ff16 fs2 fc7 sc0 ls1 ws0">audit inf<span class="_ _2"></span>ormation</div><div class="t m0 x3f h13 y13a0 ffd fs8 fc8 sc0 ls14 ws11">Each of <span class="_ _2"></span>the Director<span class="_ _2"></span>s whose names and functions <span class="_ _2"></span>are set out <span class="_ _2"></span>on </div><div class="t m0 x3f h13 y13a1 ffd fs8 fc8 sc0 ls14 ws11">pages 46 and 47 c<span class="_ _2"></span>onfirm that t<span class="_ _2"></span>o the best of <span class="_ _2"></span>their knowledge:</div><div class="t m0 x3f h13 y13a2 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">There is no <span class="_ _2"></span>relevan<span class="_ _2"></span>t audit inf<span class="_ _2"></span>ormation of which <span class="_ _2"></span>the Company’<span class="_ _0"></span>s<span class="_ _1"></span> </span></div><div class="t m0 xc7 h13 y13a3 ffd fs8 fc8 sc0 ls14 ws11">auditor is unaw<span class="_ _2"></span>are.</div><div class="t m0 x3f h13 y13a4 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Each Dir<span class="_ _2"></span>ector has t<span class="_ _2"></span>ak<span class="_ _2"></span>en all the st<span class="_ _2"></span>eps a dir<span class="_ _2"></span>ector might r<span class="_ _2"></span>easonably </span></div><div class="t m0 xc7 h13 y13a5 ffd fs8 fc8 sc0 ls14 ws11">be expect<span class="_ _2"></span>ed to ha<span class="_ _2"></span>ve tak<span class="_ _0"></span>en to be awar<span class="_ _2"></span>e of relev<span class="_ _2"></span>ant audit </div><div class="t m0 xc7 h13 y13a6 ffd fs8 fc8 sc0 ls14 ws11">inf<span class="_ _2"></span>ormation and to <span class="_ _2"></span>establish tha<span class="_ _2"></span>t the Compan<span class="_ _2"></span>y<span class="_ _1"></span>’<span class="_ _0"></span>s auditor is aw<span class="_ _2"></span>are </div><div class="t m0 xc7 h13 y13a7 ffd fs8 fc8 sc0 ls14 ws11">of that inf<span class="_ _2"></span>ormation.</div><div class="t m0 x3f h13 y13a8 ffd fs8 fc8 sc0 ls14 ws11">This confirma<span class="_ _2"></span>tion is given and should <span class="_ _2"></span>be interpr<span class="_ _2"></span>eted in acc<span class="_ _2"></span>ordance </div><div class="t m0 x3f h13 y13a9 ffd fs8 fc8 sc0 ls14 ws11">with the pr<span class="_ _2"></span>ovisions of Section 418 of the <span class="_ _2"></span>Companies Act 2006.</div><div class="t m0 x3f hf y13aa ffb fs2 fc7 sc0 ls1 ws0">Director<span class="_ _2"></span>s’ responsibility s<span class="_ _2"></span>ta<span class="_ _2"></span>tement</div><div class="t m0 x3f h13 y12a8 ffd fs8 fc8 sc0 ls14 ws11">Each of <span class="_ _2"></span>the Director<span class="_ _2"></span>s whose names and functions <span class="_ _2"></span>are set out <span class="_ _2"></span>on </div><div class="t m0 x3f h13 y13ab ffd fs8 fc8 sc0 ls14 ws11">pages 46 and 47 c<span class="_ _2"></span>onfirm that t<span class="_ _2"></span>o the best of <span class="_ _2"></span>their knowledge:</div><div class="t m0 x3f h13 y13ac ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">The Financial Sta<span class="_ _2"></span>tements, pr<span class="_ _2"></span>epared in acc<span class="_ _2"></span>ordance with the </span></div><div class="t m0 xc7 h13 y13ad ffd fs8 fc8 sc0 ls14 ws11">relev<span class="_ _2"></span>ant financial r<span class="_ _2"></span>eporting framew<span class="_ _2"></span>ork, give a true <span class="_ _2"></span>and fair vie<span class="_ _2"></span>w of </div><div class="t m0 xc7 h13 y13ae ffd fs8 fc8 sc0 ls14 ws11">the assets, liabilities, financial position <span class="_ _2"></span>and profit of <span class="_ _2"></span>the Company </div><div class="t m0 xc7 h13 y13af ffd fs8 fc8 sc0 ls14 ws11">and undertakings included <span class="_ _2"></span>in the consolidation <span class="_ _2"></span>tak<span class="_ _2"></span>en as a whole.</div><div class="t m0 x3f h13 y13b0 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">The Management R<span class="_ _2"></span>eport, comprising <span class="_ _2"></span>the Strat<span class="_ _2"></span>egic Report <span class="_ _2"></span>and the </span></div><div class="t m0 xc7 h13 y13b1 ffd fs8 fc8 sc0 ls14 ws11">relev<span class="_ _2"></span>ant parts of the Dir<span class="_ _2"></span>ector<span class="_ _2"></span>s’ Report, <span class="_ _2"></span>includes a fair <span class="_ _2"></span>review of the </div><div class="t m0 xc7 h13 y13b2 ffd fs8 fc8 sc0 ls14 ws11">development <span class="_ _2"></span>and performance of <span class="_ _2"></span>the business and the position of </div><div class="t m0 xc7 h13 y13b3 ffd fs8 fc8 sc0 ls14 ws11">the Company <span class="_ _2"></span>and undertakings included in <span class="_ _2"></span>the consolidation t<span class="_ _2"></span>ak<span class="_ _2"></span>en </div><div class="t m0 xc7 h13 y13b4 ffd fs8 fc8 sc0 ls14 ws11">as a whole, tog<span class="_ _2"></span>ether with a description of <span class="_ _2"></span>the principal risks and </div><div class="t m0 xc7 h13 y13b5 ffd fs8 fc8 sc0 ls14 ws11">uncertainties <span class="_ _2"></span>that they f<span class="_ _2"></span>ace.</div><div class="t m0 x3f h13 y13b6 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">The 2025 Annual R<span class="_ _2"></span>eport and Accoun<span class="_ _2"></span>ts, tak<span class="_ _2"></span>en as a whole, <span class="_ _2"></span>is fair<span class="_ _6"></span>, </span></div><div class="t m0 xc7 h13 y13b7 ffd fs8 fc8 sc0 ls14 ws11">balanced and under<span class="_ _2"></span>standable <span class="_ _2"></span>and provides th<span class="_ _2"></span>e informa<span class="_ _2"></span>tion </div><div class="t m0 xc7 h13 y13b8 ffd fs8 fc8 sc0 ls14 ws11">necessary for <span class="_ _2"></span>Shareholders <span class="_ _2"></span>to assess the Compan<span class="_ _2"></span>y’<span class="_ _2"></span>s position, </div><div class="t m0 xc7 h13 y13b9 ffd fs8 fc8 sc0 ls14 ws11">performance, <span class="_ _2"></span>business model and str<span class="_ _2"></span>ategy<span class="_ _6"></span>.</div><div class="t m0 x3f h13 y13ba ffd fs8 fc8 sc0 ls14 ws11">This Sta<span class="_ _2"></span>tement w<span class="_ _2"></span>as approv<span class="_ _2"></span>ed by and signed on <span class="_ _2"></span>behalf of the Board </div><div class="t m0 x3f h13 y13bb ffd fs8 fc8 sc0 ls14 ws11">of Direct<span class="_ _2"></span>ors.</div><div class="t m0 x3f h2c y13bc ff13 fs8 fc8 sc0 ls14 ws11">Debbie Fish<span class="ff17 ls1 ws0"> </span></div><div class="t m0 x3f h14 y13bd ffc fs8 fc8 sc0 ls14 ws0">Group Compan<span class="_ _2"></span>y Secret<span class="_ _2"></span>ary</div><div class="t m0 x3f h13 y13be ffd fs8 fc8 sc0 ls14 ws11">18 March 2026</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   86<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   86<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
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class="bi x0 y0 w5 h1" alt="" /><div class="t m0 xf he y1f ff11 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x10 hf y20 ffb fs2 fc5 sc0 ls6 ws4">87</div><div class="t m0 x18 h10 y21 ff31 fs4 fc6 sc0 ls6b ws66">Indep<span class="_ _1"></span>endent Audi<span class="_ _1"></span>t<span class="_ _2"></span>or<span class="_ _14"></span>’<span class="_ _18"></span>s<span class="_ _1"></span> Repo<span class="_ _1"></span>r<span class="_ _7"></span>t<span class="_ _13d"></span><span class="ls1 ws0"> </span></div><div class="t m0 x18 h3e y2ca ff31 fs1 fc6 sc0 ls1 ws0">to the Me<span class="_ _2"></span>mbers of L<span class="_ _1"></span>SL Pr<span class="_ _2"></span>oper<span class="_ _1"></span>t<span class="_ _1"></span>y Ser<span class="_ _1"></span>vices P<span class="_ _2"></span>lc<span class="_ _13e"></span> </div><div class="t m0 xe he y1e ff32 fs6 fc4 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span><span class="fc0">FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span><span class="fc4">CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="ls11 wse">OVERVIEW</span></span></span></span></div><div class="t m0 x18 h6f y13bf ffb fs24 fc10 sc0 ls1 ws0">Opinion</div><div class="t m0 x5d hbf y13c0 ff16 fs24 fc10 sc0 ls2e ws2d">Our op<span class="_ _1"></span>inion on th<span class="_ _1"></span>e financ<span class="_ _1"></span>ial sta<span class="_ _1"></span>temen<span class="_ _1"></span>ts is unmo<span class="_ _1"></span>difie<span class="_ _1"></span>d</div><div class="t m0 x5d h13 y13c1 ffd fs8 fc8 sc0 ls14 ws11">W<span class="_ _2"></span>e hav<span class="_ _2"></span>e audited the financial s<span class="_ _2"></span>tat<span class="_ _2"></span>ements of LSL P<span class="_ _2"></span>roperty Services plc (the <span class="_ _2"></span>‘parent c<span class="_ _2"></span>ompany’) and its subsidiaries (the ‘<span class="_ _0"></span>group’) f<span class="_ _2"></span>or the year </div><div class="t m0 x5d h13 y13c2 ffd fs8 fc8 sc0 ls14 ws11">ended 31 December 2025, which c<span class="_ _2"></span>omprise the Gr<span class="_ _2"></span>oup Stat<span class="_ _2"></span>ement of Pr<span class="_ _2"></span>ofit and Loss and <span class="_ _2"></span>other Comprehensive <span class="_ _2"></span>Income, Group <span class="_ _2"></span>Balance Sheet, </div><div class="t m0 x5d h13 y13c3 ffd fs8 fc8 sc0 ls14 ws11">Group St<span class="_ _2"></span>atemen<span class="_ _2"></span>t of Cash Flows, <span class="_ _2"></span>Group St<span class="_ _2"></span>atemen<span class="_ _2"></span>t of Changes in E<span class="_ _2"></span>quity<span class="_ _0"></span>, Notes to <span class="_ _2"></span>the Group Financial <span class="_ _2"></span>Statemen<span class="_ _2"></span>ts, P<span class="_ _2"></span>arent Compan<span class="_ _2"></span>y Balance </div><div class="t m0 x5d h13 y13c4 ffd fs8 fc8 sc0 ls14 ws11">Sheet, P<span class="_ _2"></span>arent Compan<span class="_ _2"></span>y Sta<span class="_ _2"></span>tement of <span class="_ _2"></span>Changes in Equ<span class="_ _2"></span>ity and Notes to <span class="_ _2"></span>the Par<span class="_ _2"></span>ent Financial St<span class="_ _2"></span>atemen<span class="_ _2"></span>ts, including material <span class="_ _2"></span>accounting policy </div><div class="t m0 x5d h13 y13c5 ffd fs8 fc8 sc0 ls14 ws11">inf<span class="_ _2"></span>ormation. The financial r<span class="_ _2"></span>eporting framew<span class="_ _2"></span>ork that has been <span class="_ _2"></span>applied in the prepar<span class="_ _2"></span>ation of <span class="_ _2"></span>the group financial <span class="_ _2"></span>sta<span class="_ _2"></span>tements is applic<span class="_ _2"></span>able </div><div class="t m0 x5d h13 y13c6 ffd fs8 fc8 sc0 ls14 ws11">law and UK<span class="_ _2"></span>-adopted int<span class="_ _2"></span>ernational accoun<span class="_ _2"></span>ting st<span class="_ _2"></span>andards. The financial r<span class="_ _2"></span>eporting fr<span class="_ _2"></span>amework that has <span class="_ _2"></span>been applied in the pr<span class="_ _2"></span>eparati<span class="_ _2"></span>on of the </div><div class="t m0 x5d h13 y13c7 ffd fs8 fc8 sc0 ls14 ws11">parent <span class="_ _2"></span>company financial <span class="_ _2"></span>sta<span class="_ _2"></span>tements is applic<span class="_ _2"></span>able law and Unit<span class="_ _2"></span>ed Kingdom Accoun<span class="_ _2"></span>ting Standar<span class="_ _2"></span>ds, including Financial R<span class="_ _2"></span>eporting Standar<span class="_ _2"></span>d 101 </div><div class="t m0 x5d h13 y13c8 ffd fs8 fc8 sc0 ls14 ws11">‘Reduced Disclosur<span class="_ _2"></span>e Frame<span class="_ _2"></span>work (United King<span class="_ _2"></span>dom Generally Accep<span class="_ _2"></span>ted Accoun<span class="_ _2"></span>ting Pr<span class="_ _2"></span>actice)’<span class="_ _6"></span>.</div><div class="t m0 x5d h13 y13c9 ffd fs8 fc8 sc0 ls14 ws11">In our opinion:</div><div class="t m0 x5d h13 y13ca ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">the financial st<span class="_ _2"></span>atemen<span class="_ _2"></span>ts give a true and <span class="_ _2"></span>fair view <span class="_ _2"></span>of the st<span class="_ _2"></span>ate of the <span class="_ _2"></span>group’<span class="_ _0"></span>s and of the par<span class="_ _2"></span>ent compan<span class="_ _2"></span>y’<span class="_ _2"></span>s aff<span class="_ _2"></span>airs as a<span class="_ _2"></span>t 31 December 2025 </span></div><div class="t m0 x39 h13 y13cb ffd fs8 fc8 sc0 ls14 ws11">and of the gr<span class="_ _2"></span>oup’<span class="_ _0"></span>s profit f<span class="_ _2"></span>or the year then <span class="_ _2"></span>ended;</div><div class="t m0 x5d h13 y13cc ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">the group <span class="_ _2"></span>financial sta<span class="_ _2"></span>tements ha<span class="_ _2"></span>ve been pr<span class="_ _2"></span>operly pr<span class="_ _2"></span>epared in acc<span class="_ _2"></span>ordance with UK<span class="_ _2"></span>-adopted int<span class="_ _2"></span>ernational accoun<span class="_ _2"></span>ting st<span class="_ _2"></span>andards;</span></div><div class="t m0 x5d h13 y13cd ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">the paren<span class="_ _2"></span>t company <span class="_ _2"></span>financial st<span class="_ _2"></span>atements h<span class="_ _2"></span>ave been <span class="_ _2"></span>properly pr<span class="_ _2"></span>epared in acc<span class="_ _2"></span>ordance with Unit<span class="_ _2"></span>ed Kingdom Gener<span class="_ _2"></span>ally Accepted Acc<span class="_ _2"></span>ounting </span></div><div class="t m0 x39 h13 y13ce ffd fs8 fc8 sc0 ls14 ws11">Pr<span class="_ _2"></span>actice; and</div><div class="t m0 x5d h13 y13cf ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">the financial st<span class="_ _2"></span>atemen<span class="_ _2"></span>ts have <span class="_ _2"></span>been prepar<span class="_ _2"></span>ed in accor<span class="_ _2"></span>dance with the requir<span class="_ _2"></span>ements of the Companies <span class="_ _2"></span>Act 2006.</span></div><div class="t m0 x18 h6f y13d0 ffb fs24 fc10 sc0 ls92 ws8f">Basis for opin<span class="_ _2"></span>ion</div><div class="t m0 x18 h13 y13d1 ffd fs8 fc8 sc0 ls14 ws11">W<span class="_ _2"></span>e conducted <span class="_ _2"></span>our audit in accor<span class="_ _2"></span>dance with Int<span class="_ _2"></span>ernational Standar<span class="_ _2"></span>ds on Auditing (UK) (IS<span class="_ _2"></span>As (UK)) and applicable la<span class="_ _2"></span>w<span class="_ _0"></span>. Our responsibilities under </div><div class="t m0 x18 h13 y13d2 ffd fs8 fc8 sc0 ls14 ws11">those st<span class="_ _2"></span>andards ar<span class="_ _2"></span>e further described in the ‘<span class="_ _6"></span>Auditor<span class="_ _1"></span>’<span class="_ _0"></span>s responsibilities f<span class="_ _2"></span>or the audit of the financial s<span class="_ _2"></span>ta<span class="_ _2"></span>tements’ section of ou<span class="_ _2"></span>r report. W<span class="_ _0"></span>e are </div><div class="t m0 x18 h13 y13d3 ffd fs8 fc8 sc0 ls14 ws11">independent of the gr<span class="_ _2"></span>oup and the par<span class="_ _2"></span>ent compan<span class="_ _2"></span>y in acc<span class="_ _2"></span>ordance with the e<span class="_ _2"></span>thical requir<span class="_ _2"></span>ements that <span class="_ _2"></span>are r<span class="_ _2"></span>elevant <span class="_ _2"></span>to our audit of the <span class="_ _2"></span>financial </div><div class="t m0 x18 h13 y13d4 ffd fs8 fc8 sc0 ls14 ws11">sta<span class="_ _2"></span>tements in <span class="_ _2"></span>the UK, including the FRC’<span class="_ _2"></span>s Ethical <span class="_ _2"></span>Standard <span class="_ _2"></span>as applied to lis<span class="_ _2"></span>ted public int<span class="_ _2"></span>eres<span class="_ _2"></span>t entities, and w<span class="_ _2"></span>e have <span class="_ _2"></span>fulfilled our other ethical </div><div class="t m0 x18 h13 y13d5 ffd fs8 fc8 sc0 ls14 ws11">responsibilities in acc<span class="_ _2"></span>ordance with these <span class="_ _2"></span>requiremen<span class="_ _2"></span>ts. W<span class="_ _2"></span>e believe tha<span class="_ _2"></span>t the audit evidence w<span class="_ _2"></span>e hav<span class="_ _2"></span>e obtained is <span class="_ _2"></span>sufficient and appr<span class="_ _2"></span>opriate t<span class="_ _2"></span>o </div><div class="t m0 x18 h13 y13d6 ffd fs8 fc8 sc0 ls14 ws11">provide <span class="_ _2"></span>a basis for <span class="_ _2"></span>our opinion.</div><div class="t m0 x18 hbf y13d7 ff16 fs24 fc10 sc0 ls2e ws2d">Con<span class="_ _1"></span>clu<span class="_ _1"></span>sion<span class="_ _1"></span>s relatin<span class="_ _1"></span>g to going con<span class="_ _1"></span>cern</div><div class="t m0 x18 h13 y13d8 ffd fs8 fc8 sc0 ls14 ws11">W<span class="_ _2"></span>e are r<span class="_ _2"></span>esponsible f<span class="_ _2"></span>or concluding on the appr<span class="_ _2"></span>opriat<span class="_ _2"></span>eness of the direct<span class="_ _2"></span>ors’ use of <span class="_ _2"></span>the going concern b<span class="_ _2"></span>asis of accounting an<span class="_ _2"></span>d, based on the audit </div><div class="t m0 x18 h13 y13d9 ffd fs8 fc8 sc0 ls14 ws11">evidence obt<span class="_ _2"></span>ained, whether a mat<span class="_ _2"></span>erial uncertain<span class="_ _2"></span>ty exists <span class="_ _2"></span>related <span class="_ _2"></span>to even<span class="_ _2"></span>ts or conditions tha<span class="_ _2"></span>t may <span class="_ _2"></span>cast signific<span class="_ _2"></span>ant doubt on the <span class="_ _2"></span>group’<span class="_ _0"></span>s and the </div><div class="t m0 x18 h13 y13da ffd fs8 fc8 sc0 ls14 ws11">parent <span class="_ _2"></span>company’<span class="_ _0"></span>s ability to continue as <span class="_ _2"></span>a going concern. If <span class="_ _2"></span>we conclude tha<span class="_ _2"></span>t a material <span class="_ _2"></span>uncertainty e<span class="_ _2"></span>xists, w<span class="_ _2"></span>e are r<span class="_ _2"></span>equired t<span class="_ _2"></span>o draw a<span class="_ _2"></span>ttention in <span class="_ _2"></span>our </div><div class="t m0 x18 h13 y13db ffd fs8 fc8 sc0 ls14 ws11">report t<span class="_ _2"></span>o the relat<span class="_ _2"></span>ed disclosures in <span class="_ _2"></span>the financial st<span class="_ _2"></span>atements <span class="_ _2"></span>or<span class="_ _6"></span>, if such disclosures are <span class="_ _2"></span>inadequate, t<span class="_ _2"></span>o modify the auditor<span class="_ _1"></span>’<span class="_ _0"></span>s opinion. Our conclusions </div><div class="t m0 x18 h13 y13dc ffd fs8 fc8 sc0 ls14 ws11">are based on <span class="_ _2"></span>the audit evidence obt<span class="_ _2"></span>ained up to the <span class="_ _2"></span>date of our r<span class="_ _2"></span>eport. Howe<span class="_ _2"></span>ver<span class="_ _6"></span>, future even<span class="_ _2"></span>ts or conditions ma<span class="_ _2"></span>y cause the <span class="_ _2"></span>group or the <span class="_ _2"></span>parent </div><div class="t m0 x18 h13 y13dd ffd fs8 fc8 sc0 ls14 ws11">compan<span class="_ _2"></span>y to cease to <span class="_ _2"></span>continue as a <span class="_ _2"></span>going concern.</div><div class="t m0 x18 h13 y13de ffd fs8 fc8 sc0 ls14 ws11">Our evalua<span class="_ _2"></span>tion of the dir<span class="_ _2"></span>ectors’ assessmen<span class="_ _2"></span>t of the gr<span class="_ _2"></span>oup’<span class="_ _0"></span>s and the parent c<span class="_ _2"></span>ompany’<span class="_ _0"></span>s ability to continue t<span class="_ _2"></span>o adopt the going c<span class="_ _2"></span>oncern basis of </div><div class="t m0 x18 h13 y13df ffd fs8 fc8 sc0 ls14 ws11">accounting included <span class="_ _2"></span>obtaining managemen<span class="_ _2"></span>t<span class="_ _1"></span>’<span class="_ _0"></span>s going concern assessmen<span class="_ _2"></span>t covering the <span class="_ _2"></span>period to 30 June 2027 <span class="_ _2"></span>and performing <span class="_ _2"></span>the follo<span class="_ _2"></span>wing </div><div class="t m0 x18 h13 y13e0 ffd fs8 fc8 sc0 ls14 ws11">procedur<span class="_ _2"></span>es:</div><div class="t m0 x18 h13 y13e1 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Obtained an <span class="_ _2"></span>underst<span class="_ _2"></span>anding of the s<span class="_ _2"></span>ys<span class="_ _2"></span>tems and con<span class="_ _2"></span>trols in place <span class="_ _2"></span>over the going <span class="_ _2"></span>concern assessment thr<span class="_ _2"></span>ough discussions with manag<span class="_ _2"></span>ement and </span></div><div class="t m0 xce h13 y13e2 ffd fs8 fc8 sc0 ls14 ws11">walkthr<span class="_ _2"></span>ough procedur<span class="_ _2"></span>es;</div><div class="t m0 x18 h13 y13e3 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Review<span class="_ _2"></span>ed and challenged manag<span class="_ _2"></span>ement<span class="_ _1"></span>’<span class="_ _0"></span>s paper and going c<span class="_ _2"></span>oncern model supporting the pr<span class="_ _2"></span>eparation <span class="_ _2"></span>of the financial st<span class="_ _2"></span>atemen<span class="_ _2"></span>ts on a going </span></div><div class="t m0 xce h13 y13e4 ffd fs8 fc8 sc0 ls14 ws11">concern basis, including t<span class="_ _2"></span>esting the mechanic<span class="_ _2"></span>al accuracy and <span class="_ _2"></span>verifying that the c<span class="_ _2"></span>ash flow f<span class="_ _2"></span>orecas<span class="_ _2"></span>ts wer<span class="_ _2"></span>e consist<span class="_ _2"></span>ent with the 5-<span class="_ _2"></span>year business plan </div><div class="t m0 xce h13 y13e5 ffd fs8 fc8 sc0 ls14 ws11">approv<span class="_ _2"></span>ed by the Boar<span class="_ _2"></span>d;</div><div class="t m0 x18 h13 y74e ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Assessed the r<span class="_ _2"></span>obustness of managemen<span class="_ _2"></span>t<span class="_ _1"></span>’<span class="_ _0"></span>s for<span class="_ _2"></span>ecasts by <span class="_ _2"></span>comparing hist<span class="_ _2"></span>oric for<span class="_ _2"></span>ecasts <span class="_ _2"></span>to actual r<span class="_ _2"></span>esults and by perf<span class="_ _2"></span>orming sensitivity analyses;</span></div><div class="t m0 x18 h13 y13e6 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Challenged k<span class="_ _2"></span>ey inputs such <span class="_ _2"></span>as rev<span class="_ _2"></span>enue growth <span class="_ _2"></span>rat<span class="_ _2"></span>es, gross pr<span class="_ _2"></span>ofit margin<span class="_ _2"></span>s, cost base, <span class="_ _2"></span>working capit<span class="_ _2"></span>al movements, <span class="_ _2"></span>and other inv<span class="_ _2"></span>esting and </span></div><div class="t m0 xce h13 y13e7 ffd fs8 fc8 sc0 ls14 ws11">financing cash flow<span class="_ _2"></span>s;</div><div class="t m0 x18 h13 y13e8 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Assessed whether managemen<span class="_ _2"></span>t had appropria<span class="_ _2"></span>tely r<span class="_ _2"></span>eflected e<span class="_ _2"></span>xternal f<span class="_ _2"></span>actors such <span class="_ _2"></span>as the cos<span class="_ _2"></span>t<span class="_ _2"></span>-of-living crisis <span class="_ _2"></span>and inflation within <span class="_ _2"></span>the for<span class="_ _2"></span>ecasts;</span></div><div class="t m0 x18 h13 y13e9 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">T<span class="_ _6"></span>ested management’<span class="_ _2"></span>s sensitivity analy<span class="_ _2"></span>ses and rev<span class="_ _2"></span>erse s<span class="_ _2"></span>tress t<span class="_ _2"></span>est to e<span class="_ _2"></span>valuat<span class="_ _2"></span>e the resilience of <span class="_ _2"></span>the going concern assessmen<span class="_ _2"></span>t under sever<span class="_ _2"></span>e but </span></div><div class="t m0 xce h13 y13ea ffd fs8 fc8 sc0 ls14 ws11">plausible scenarios;</div><div class="t m0 x18 h13 y13eb ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Obtained the <span class="_ _2"></span>latest <span class="_ _2"></span>available <span class="_ _2"></span>financial results f<span class="_ _2"></span>or the fir<span class="_ _2"></span>st and sec<span class="_ _2"></span>ond months of the <span class="_ _2"></span>subsequent financial period t<span class="_ _2"></span>o assess how actual </span></div><div class="t m0 xce h13 y13ec ffd fs8 fc8 sc0 ls14 ws11">performance <span class="_ _2"></span>track<span class="_ _2"></span>ed ag<span class="_ _2"></span>ainst budge<span class="_ _2"></span>t and f<span class="_ _2"></span>orecas<span class="_ _2"></span>ts;<span class="ffc ws0"> and</span></div><div class="t m0 x18 h13 y13ed ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8"> <span class="_ _18"></span>Assessed whether the financial s<span class="_ _2"></span>tat<span class="_ _2"></span>ements included appr<span class="_ _2"></span>opriate <span class="_ _2"></span>disclosures rela<span class="_ _2"></span>ting to going <span class="_ _2"></span>concern. </span></div><div class="t m0 x18 h13 y13ee ffd fs8 fc8 sc0 ls14 ws11">In our ev<span class="_ _2"></span>aluation of the dir<span class="_ _2"></span>ectors’ <span class="_ _2"></span>conclusions, we c<span class="_ _2"></span>onsidered the inher<span class="_ _2"></span>ent risks <span class="_ _2"></span>associated with the <span class="_ _2"></span> group’<span class="_ _6"></span>s and the parent c<span class="_ _2"></span>ompany’<span class="_ _2"></span>s business </div><div class="t m0 x18 h13 y13ef ffd fs8 fc8 sc0 ls14 ws11">model including eff<span class="_ _2"></span>ects arising fr<span class="_ _2"></span>om macr<span class="_ _2"></span>o-economic uncertain<span class="_ _2"></span>ties such as infla<span class="_ _2"></span>tionary pressures, <span class="_ _2"></span>geopolitical uncert<span class="_ _2"></span>ainty and tight<span class="_ _2"></span>ening credit </div><div class="t m0 x18 h13 y13f0 ffd fs8 fc8 sc0 ls14 ws11">conditions, we <span class="_ _2"></span>assessed and challenged the r<span class="_ _2"></span>easonableness of estima<span class="_ _2"></span>tes made by <span class="_ _2"></span>the director<span class="_ _2"></span>s and the r<span class="_ _2"></span>elated disclosur<span class="_ _2"></span>es and analysed <span class="_ _2"></span>how those </div><div class="t m0 x18 h13 y13f1 ffd fs8 fc8 sc0 ls14 ws11">risks might <span class="_ _2"></span>affect <span class="_ _2"></span>the group’<span class="_ _6"></span>s and the parent c<span class="_ _2"></span>ompany’<span class="_ _2"></span>s financial r<span class="_ _2"></span>esources or ability <span class="_ _2"></span>to continue <span class="_ _2"></span>operations <span class="_ _2"></span>over the going <span class="_ _2"></span>concern period.  </div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   87<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   87<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
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AEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAA/CbVjQBgb9JsNiPiyIkTjAIAUIAAe/vDer0eEYsWLzEKAPZQnsd8S9kLFAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAD2TnUjaDly4gRDADymAQAK8G1h0eIlhgDsNfnnMQ2APfoPmSG8dewFCgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAA4O2rbgS8GVVZrV3TvfipF9b9rLu3uz8Vab8hHf9mzLAjJh18wIh9iyIZEQAAKED2bGVZrX62a+ETa5bMXdvfaKbIkVLKbRGx4YWtK5Zt+uG9K9oGxah3Dp3yu2NHH35AW3vN0AAAQAGyh9nas/3hf17+kx+s6Nven3NKRe5orw/q7CiKlKOIFHlgs1+uylizctO3Vm4qasWEySOnn/qu/Yd1GiAAAChA9gCN/vK+Oxb/+HvP9fdXZbNqlmXZKBplo9HcUlbNwZ2DRhw8dL99O6uiqopm1HJR1aIqIiJSWjZv3bL56444esT7P3jE4H3aDRMAABQgu6+VT79029890dfTqJqRchE5UpVTzkWViqqeq9qWzY2ujT8dvG/7YWNG7jNkUC6aVc5RSxGRI7dWsmzBumcWvzjjjAlHHjsqJS8RBAAABchuJuf84LeXzf7eiqqsIkWklFKkiIgURTNSWaQoc45I9ap9y6bmnE3LR40cfvihI1O9WaVmpFrOreVz5KjKfN83F/Vt7T/uxLFmCwAACpDdK/++M2vu0rkvpogcURY5FzlXkYscRc5VREoRVYqcIkdRFVWqlx1rVm/s7uo+6uixMSjKVEXUUo4UOQ1sC4yH7n5m25b+6aeNsyUQAAD+NTkfIK+Vf3feMO/pBS++3uUHLilF26bu7bPnPFNuq0XVzGVVlVVVNgf+raqyqmZ/b8XD//KMIQMAgAJkt8i/B/9p6TMLd8q/FK1NdimiiDSwQ2hKrRti4N2IHCmKyPXeLfHU/GXRX8tljpyrKldl7Hx57IEVy+atM2oAAFCA/JY9t3TDgh+t2fmaV+2vmXa5PuUiRaRU5agiosh588vbn13+YjSjbDarZlGV+Rcuzeqb18zZ+OIW0wYAAAXIb03v1v5/vmn+G/+4lHPOKUeqIsoc/UWur1qzvrunpyqbVTOaZbXzpayqZrOa9ZXHq6r6Td3znLNvHwAA/P84Egy/xIN3LmvmKqVURJFTRKoi5Ug5RUpFUaXWQUFzEamKFEURVZVTitSMFClSykWKIqXOnHvbqvqqZzcdMfGQqiijGoi0HK90Yk6bX+z78fdXTj35sF87+ZYvX/7ggw/efdfd69au7enpGTRo0EEHHTTt+OPPOuusiUdOrNVqu/OoV61a9Tef//zrX/7a666b/fjsa665euzYQ//2f/2tn1UAABQgb8rGF7c8vWBdpBQp55QjFynXiqqoqkak7Skico5IRS6KlMrWNr/cegFgkVJOUQ2c/CFHayNz1+bN23oOrA8u0o5oi0h54BWDOeK+Oxa954TRbR1v+Kdx6dKl/+X8P16xYsXOV27btq2rq2vZsmXXXXvt0KFDv3711e874X277bR7ursfuP+BN1S8a9e+8MD9Dxw9aZKfVQAAFCBv1r3fXJIiReQcRU5VTs1oHeelilrZlpq5p6f35Z7ubb39jWajqnKKop7qtVq9rVZPuXWuwByRUuScixxRpGL9S5sOGXVglctXOmbgwKGRc0RuNssnHl41bea73lAIfflLX/6/X/lK693OwZ1Tpkz96Ec+0tbe1te3/Zt33DFnzpze3t6XX375rDPP/OQnP/mXf/1Xu+eZJ/YfMuTfnXbaLk346KOPRsTw4cPfO2XKLl+282cAAKAA+Y3ZumX7z1a9XK+1Mi7lFBFVpCqlWi7zmp9t/Nn6DY1GVeR6RJEGXnRXVm3p/D+fOuOMif3bm3fdPO/uW+eXzdZenkWKnHPevHnbyHfkaqd+i4ECrHLkSPn7dz495eTDiuL15s0XL/ni17761Yjo6Oi49EuXnXnmmTvv7fnRMz9aluXDDz38yU98oqur68orr/zgGR+aMGHCb2uqOectW7asWbNm29Ztx77n2J1vGj169LXXXbvzNd2bu48YPz4iDh83bpeb9iA55+7u7iWLlxx22KEHjRjhNwsAQAGyO1o2b12KPHCAz1TmXEakoupcu27T0ytWl42IKGq5niOlSCmXKfK0GYdf+IWZ++4/KCL22a/jP194/Bn/afLf/Mldy5euzZFS5JRrfb2Nsr8sB04Jn3PkiKgiIrc+UbWle/u6NZtHvXPo67mTsx+f3cq/wYMHP/LYoyNHjnz1MrVa7f2/9/658+d97Jxzp0yd8lvMv4jo7+8ff/i4iJg+ffptd9z+dvhBWrVq1fFTp0XE9bNmnXLqKX6zAAAUILujOQ+vjihyRBG1VOVaLnNZLF666oW1m4tcK6KKSBE5DWzEKz983nF//OkTd9k1ccjwwVfcdvbXvvC9f7ltYaRcRZWrqm97f2ovWgE4cLzO3HqlYYoU0ZHn/einr6cAy7K84OMfb7190803/9L826Gtre2Wb9y6mx8MZq9kb1UAgN2Ts0Hwc1VZbdywLeeIVEbKReTob39y7oq167qLKIpUpYgUOUVrC2C8b8b4V+ffjgD4s4t+7/TfPyrywHFhyqoqB1RVsyybVdmsqrKsmlWjUeacl8578fWcy+GxRx/dsGFDREyaPGnK1Cm/+kmOel2NAADAwH+PjYAd+vvLKkeRmpGqiFRU9ScXPrv55apetKdotg7dOdB3EYeMGfrXl3/gNeIqpfRnF71/+eK1Ty/a0DrcS9H68Nw6EEzrFYI551SmZq2ts3dro9Go2tt/xfa6y//P5a03PvOZz/4aaVeW5aKFCyNi4sSJtXp9zpw511x9dVEUX7j44gMPPLC1zPr16+/77n0PPfRQVZajx4yZOnXqCdNPGDx48M7reXb58q1btx40YsTIkSNzzkuWLHnssceeevLJY4459sSTThw3blzrvjWbzcWLFm3s6mp91MaNG+fPmxcR++23/6GHHfrmv2VlWS5YsOBHs380f/683/mdo6ZNmzZp8qRfOpayLJ944onv3nPv888/39nZedrpp02dNu2AAw7YZbFFCxeWZTlm7NghQ4YsXbr0G7fe2tfXd/Ell7S3ty9atKhsNt91+OH77LNPWZazH5+9YOGCBfPnH3XU0dOmTTt60tGtz9ua8Ny581ornD179sEHj4iIsWPH7j9kyI5P1Gg0Hn/s8YWLFj4158l6W9upp54yZcqUkaNG7Xznc1UtWLAgIo5497s7OjoajcYjP3zk8ccfX7Pmp5MnH3PiSSeOHz9e3gMAvCGpq6fXFE547zGLFi8xhxdf6L7mf8+u16t6Ldeqjuee2bDq+fURRUplyilFPafWwTxTvV5cc895ww4c/CvX2bu1/+zpf799e//YUSN2Ou97a2NfTjlFrjWL/nceemCtvXbBZ054x8H7vXbwHH7Yu/r6+lJKz61cMWjQoDf6NXZ3dx8xbnxEXHv9dXfdeeed37mzdf2dd9913HHHNZvN/3Hhf//Wt761y0e1t7ffdPPNJ0w/Ycc1Z3zwQz/5yU+mT5/+91//h1NnnrJ69eqdlz/798++/IorUkpdXV1HTpj46rtx0kkn3XrbN375PXzlSDDvnTLl29/59qsXuOP22y/88wsnTZ505VVX/Yczztj40sadbx03ftx999/f0dGx85U/+P4P/uSCC7q7u3dZ1bkfO/fSyy6r13/+TNAR48Z3d3d/9nOf6+zs/NxnP9u6cvHSJcOGDZv47gmbNm26/IrL3z1hwrl/cE7XK1nbMmHChO/ef1+9Xu/p6Wm96HEXN9x4w4yZMyMi53zLzbd8/qKL+vr6dlnmrLPPvuIrV+yIuv7+/jHvHB0RN99yS1Gk8//o/N7eX3i8+vBHPnLVV68Sga925MQJHtMA2KP/kD3y46fM4S1iL1B2qrXeZtWKs6rWvbl3zZqX6kVRr5X1oqjX6rV6qtVqtVqtXi8+9B8nv578i4jOfdr/9DO/21Zrb5Rls1k1m1WjWTaaVbNZNRtls1H1N8tIaVBne0T0vNz32mvbunVrKxuGDR/+a+Tfzj79qf+5I/8iIlc553zBf/14K/9mzpx5w4033HjTjef94Xm1Wq2/v/9j5567adOmnz93klJEzJ079/ip01avXn3IIYdMmjzpoIMOat16+22333333W/pN+v5Vc/PPHnGxpc2jh49etLkSTteD/nM08988eJLdl5y1qxZ555zTnd397777nveH5535VVXnXrqqZ2DOyPilptvOXXmKVVV7fJ1/d3XvrYj/3a56ctf+vIHP/Dvu7q6xowZM2nypBGvHOdzyZIll1162Wvc4YEDwOb8V3/xl3/x6U/39fV1dHScPOPkK6+88o/OP/+AAw9oxe0n/tsnXr0z8OcvuuicPzinv7//8HHjjjr66OHDh7eu/6d//Mef/mJ7AwCgAHm9tvc2IpdRRVG2PfPsmnqt3lZP7fV6W9Fer9VqtajVa7V60d7e9uHzjnn9q515xsQhQwc3m1WzfOXSrJrNsvV2WTaGDtknpyoitvc1X3tV69evb71xyKhRb/KL7erqOu300+fNn7fy+VXPrVxx7HuOXbZs2T333BMRp3/g9Gz19tUAACAASURBVOtvmDVj5syTZ8z44qWXXj/r+ohoNBo/fPjhXVbS09PTaDQe+uHDTzw555577507f94XLrm4ddPV//D1iBg2bNhzK1fMnT+wS+SUqVNXrFq5YtXKWTfe8Cbv/6ZNm4YO/X/s3Xl8VPW9//HvOWeWzCSTfSUhIWRBICaCCIKgFrDlqnitVbGt9dZSr1zU0lYudMFfbyuthYu9pS6lrdRepSq4lIpgvCCijWwVcGIIkIWYkJCFbGTIJJnJnPP7YzBG1pxJJslMXs+HD5sm55yZ+cxMnHe+3+/nG3nw40N79u3d9vbbHx088Mbf3vCGtA0bNvSEupKSkp/86MdCiLi4uAOHDv7qiSfuvOvOP//l+U+KisZdMc6b3J7703PnX3zMmDF79++r+PTT8orjkZGfd+ipq6tLSEz4uNC+e++ebW+/ffDjQxs3bfL+6MUXXtA0LSwsrLzi+Oa/n03Xq9f8t/chz5k7VwixZcuWF198UQiRPS67qPjwCy++eOfdd6385cqP7fa7777bG+rOD8/Hjx+fM3fO4eLD73/wfv47+Z8cLnrmmWe8P9qzZy/vXAAAgL5jHSA+p6lCEt2SZjrd6nR1qrIsy8IghJAM3u0BDULWJCGFR1rCbGYdf2ZQ5PTsmIriZu2z3SCEd795SVY9Hk3qio5M8m4i32ss6sLa29u9X4SGhV3smP/9y18aGk71flhCSCazacmSJb0PCwkJ+cMf/9C7TWj7mfZvfvObmqZ9/4c/6D2xcNb110uSpGna9u07/vX228+5ud+u/W129tlJj5Ik3X///b9a+cuOjo6KigrvdywWiyyf/VOLyWjs59Blzw1pmvbs759NTEzs+c6106fn5OR88sknHR0dnZ2d3oWLP3vs/3kPeGXTRpvt8xm2Vqv1hRdemDZ1mhDiN08++cC/P3DOXMpNr72akpJywVt/ccOGntFOSZJmXT8re1x2ybESh8PR1dUVEhJisVji4uO8B8TFxvV+yE/88lfeL15++eXQ0NCe7yuKsuq/V2/evNnlcq39n9/edttt59zok7/5Tc8yQkmSbr/jq0v/c2mHs6O8vJx3LgAAAAkQPuUK76drITU2tyqKYpANX/yJEJKQhGhtbne7uo2mvr54NE1rru/oVj1ns5842wxG0mRZkmzhFmuYqUu4vf1FLxMmPztCu3hY/OuGvxYVFZ3zTZvNdk4CnHX9rHN2iZhyzZQp10w5/4ImkynEEtLh7Dhn5ZvX9Tfc8IV7KMvp6enFxcUOh0NV1Z7sN8BZXdPMZvM1U6ee8/3pM2Z88sknQghPt0cI4Xa79+7dK4RITEy84oorzjk4ZfTojIyM8vLytra2+rq6xF77asTFxSUnJ1/wpkNDQ7Oyss4twvXXlxwrEUKoHrUnpJ1/bnNzc2VlpRBi8uTJSeeN4prN5ptuumnr1q3Hjh3r6OiwWCw9P8rMzOzJnD3XnzB+woEDB7o6O3nnAgAA9B2zQPE5o1kRquTpFm1nOg2yQVYkWZFlRVYMsmKQFUU2KIpRUTo7u955/XDfL1txrLGhrvXzHSDcqtqtqt1qt8fTpbrHpidrSresyZImmcyXSZUxn7XrbGxsvNgx4RHh0b0YjcYLHvblL3/5YldQVbWtre3UZ44fPy56trI/L1j2HsjyCgsL84a0vmxu4bOMjIzz9znMyck5GxGFJoT49NNPu7q6hBD3L/zO+ZFMkqRvfute79d2u733jxISEi7WXiUrO+v8WDthwoTet3sxHx865P3i4UcevuAB3jitqmrxF7uYjJ8w/oJZlPcsAACAXowB4nMWq1EIqb29S5YU2aBInyUe6ewQoCQLSRJSt9r9h1W7Zs8fbw0zXfaaqqquWvq26tF67QTv/UrzSJ6xafGWcLNHuCVJ04RmDTVe+moRn80DPFl78mIjbK+9/nrv//vEL3/11FNPnX+YJC6QcOrr65/41RNb3nzznJ6TF2Mym4aqEaXRdPniV5+oPhvbMrMueMC4z+avnj59+pxweLFrmk0XmADcx6HOxs/alsbFxV/wgMyszAveH1vYBTrE0gIUAACABIh+CQs3S0Lu6HCaFLOkakLumdHnjUyypAlZSN0ej/BIv/7PrT9/9vbLfgr/39/uPnmitSf5nQ1fQtM0LSbWOiYz2iO7tW6jJnVIkhyTEHbpq1mt1ujo6Obm5g5nR+OpU/GfNaIcEPv37b/za1/r7u4WQqSnpycmJfb+kcfjCbgn1O12nY2Lxgu/083msyv0XC73INwfb22FEOaQC68jtX22vLPnngMAAIAECH+xhplkIXd3q7IsZEWShOJdteeNeZIkeTRV1hRNCEkS//yg/I+r3n/wRzde4oK73y3b9Pz+z8KfJGmKkFShqZomRUVbcq5K69Y8kpCE7BGqMFsMJvNltoOXJOnWW2994YUXhBCbN//93x/89wEMJ9+6997u7m6LxfLe+7tSU1N7fqRpWnZmVk8TmgDS04LlYkOaTqfT+8XgzKg0m8+OW55xOC54QM+OhVYrMzwBAAD8gnWA6PVqkCVrqEmWhMEonV37Z1AUg6IosqLIsiIbjIps+Pw187cXDuzaevSCl9I07f38kl987y1NlTWPpKmKUIWmeTRhUCVDRLRh8qQ0zajJikESkpA8miRS0qP6Mq/vu//+gPeLVb/+tbPdOVCP3f6x3eFwCCEeXbq0d/wTQqiq6nIF5JDU6M8eyK73dl3wgMPFZ9dzJiYmDML9ifusm8vh4gtvVn706NmXU1Z2Fu9HAAAAEiD8S5KkKTemKrJi8KY+g/yFHGiQFUUyGmVFkTShehuE/veP337n9aJzWp50uz1P/uSdXz+6RRIeSVMloUmaJgkhCaFqnXEx1quuzNJMHkkIVdV6GoBec31qX+5kRkbGlClThBAdHR3/sWiRerkdJFpaW/tyWYfj7OhTevqYc35UW1vrdrsD8QlNS0vz7gDxt81/O/8hqB7P+j89J4QwGAyTJk8ehPszZcoU74rBdc/+/oJtcl7660tCiJjYmHM6fwIAAIAECL8YPynRm/oMBunzBGiUFKNkMMpGo6QYtDCr+ezsUCFpqvb04zsfueuvFSWNmqZ1d6vvbT1y96x12/9+RBOSJiRNEpokNElVRXdYuHLVhLSJE1OEUWiqWftsRaCQJINRTsuM7mNM/evLL3n7bW7fvv2mOXN7tok/h9vt/uMf//jXDRvEZ/05L6FnRdy7O979QkxS1R//6EcDVd7Owd26QJblR5cuFUJ0ODuW/ed/9g5dmqY98cSvvS1V/+3b/zYguxReUM/aPyGE1Wq98847hRA1NTX/vXr1OSHwvZ3vFRcXCyF+/OOf+GkXDQAAALAOEF8QFWcdlRpV+2mLEJqQe+Zker/QZEkRqhYRFna6rVPTPp+yWfNp67L7Xguzhrjc7nZnR3e3qhg0j1AlISmKbAkxRoSGxkVHWGwmSZY1IUmaJiSP6NWNM/ea0Qaj0sc7abPZ9uzbO+Pa6Q6H48iRI5Pyrpo6bdoDDzyQkJBgMpu6OrsaGuo3vLhh9+7d3tmbmZmZW9/edulrXjXpKpPJ5HK5XnrppbGZGXfddZfZbK44XvG9732v4vhx7w7s/Uli3ivY7fbDhw+npqaecTgSExMl/+ec7yz8zvr1z52oOrHxlY1tbW2LFy9OGzOm5FjJn9ev37ZtmxAiOTl5xWOPDfxvFsPZ3y1P/OpXV0+52mq1OhyO5OTklb/6ZX5+fltb22//57clx0q+s3Bh9rjsyk8/3bRx04svviiEyM3N/fo3vs47EQAAgASIwSBJ0tcemPTsf+06uxXE2U3ipbM/FJqkiZjoyKraOqGZhVCFUCQhaUIIoXV1dSmyITo8QlFkoyIrBlk2yCazQVZUxShJiuiWNUVRVaEqwjsyKIQkSZoQkpgxN1PX/YyJiTlw6ODSR5e++fe/a5q2b+/efXv3XjB6ff8HP/jhoz+87JiSxWL503PP/dt99wkhVv7i8ZW/eNz7/ZCQkNdef+2hhx6uqa72uapGo3HSpEkHDx7s6uq6ac5c7zcrT1QZ/Z8ADQbDuzt3zr/11mNHj7297e23t73d+6cTJ0782983m83mAb/dpKQki9XS4ew4fvz45KsmCSGmTp26+c2/h4WF7dm3d+7sObW1tdu2bfOm0B6zZs16YcOLbPMAAABAAsTgSR4TEZ9ia2o4o2m9R+mEJISkKZoQlnA5MjK0tcUtNEnShCaEJoSqqUJVhCw0oamSqspCliQhNI+qClmSVMW7elATiiokSciSEJKqSZImadKV05LDwnWHkLCwsHV/WPdf//WzzZv//vLLL5+oquqZYxkWFpaVnfXgg4uuv35WZFTUOWFswT0LhBDpY8eec8GbvnzTBwX/ePp3T7333nvt7e0xsTG33nLr93/4A5vNtmTJ9w4cODBu3Lieg780e/aY9DEXnFw6e86c9LHpsiz3jp2bXnv1sZ+u2Lp1a3t7u8FgSExMvFjOMZrO3sOxYzMueMCYMWMW3LNg9OjR5/8obUya91yj0di7UDvfe+/ggYOP/+IXR48e7e7uDg8PnzVr1v3f+U7eVXnn3I3bv/rVzs6O5OSU8y/+r7f/q9PpTE8fe7G7JHoN/SmKsuPddx9avPjokaMulyskJCQl5ew1o6Ki9n/0z3d37Hjm6WfKy8s7OjssFmtWZubihxbPmTu3d9FkWfZe1rtT/DluuPGGxKTEvElX8Z4FAADoO6nZ0UEVZk2bXHS4mDr0aKw/87vHdkryF7KBJCTJu4+6pnU63Ac+OSp7rJKkGQySoigGg8EoywaDYjAoskEyGmSDoiiKrBgVxSApBkUxSpJBUhRFUSRFkRWDkCVNUWST2bjosRuMpv7+MUJVVbfbraqqoihGo7Gf40iapvljJErTNFVVJUkaqnVu3rmsgznIpqqqpmneebCDWeoRLmfiBH6nAQAC+j9k/9h3kDr4Ce0WcAGxCWE33pLt3QSi1z+SQZFkRZaNIjzSMjopTpOE5m0JowlJlbztYTTx2bCgdvbz/YXWz2lCeHeal277Vl7/458QQpZls9lssVhMJlP/E4WfMokkSYqiDGGbE0mSBjluybKsKMolbpT4BwAAQALE0PvSbeNS0iIVWer1jzi7U7xB04zu7KzUMJskZI+316ckPN5kp50NgN7/9cY97bPBp3Mz4FUzUtOyY6k2AAAAQALEUJIk6Vs/uDY6zqoon28LISuyIkuyLGSjkEzqNVdmmUyKJBTvVn/6ri9E9pUJs//1CkoNAAAAkAAx9IxGZeHymVFxobIsZFmTFE0YNcmgKrJBEgZN0Qy2rklXpqtypxAeSVU0TdM01TvvU9NkTUiq0FShqUJ4/+39gaapmiYyr0z41/smMQMQAAAAIAFiuDCZDQuXXZc5IU6WJVmWlS/+IynWqLjQaddkGUO1bllImiJpiqRJktAk4ZGER3hniArV+0/PZbOvjL/jfuIfAAAAQALEMGMwKl/9zuRr54yVZOkcwiB5FHdotHHGtVeOSovUlG5N7tYkVdIkSTNIqqyokuyRZE2WVFnWJElIQohJM1Lv/O7VxD8AAABgCD7eUwJcliRJM+dlT7g6+e8vHmo+5RSat7mL0DS30AyaqghFTUuPSUmIPlnf0HraqWqSKhTvRNDPtpGXNE2ER5jvWzI9KTWCkgIAAAAkQAxr0XGh3/7BdXUnTm99pbCp4YwQQrjP9oDxyKomutUQOTE1LkmTO850Op2d3S5VEkJSPJqiRieF37Igb8LVo2SZoT8AAACABIhAIElSUmrkwv+c5TjdefjAyY/eP+E43SkkIVRN0xRNeDcI9BjNhghzqCwpIVbjxClJk2eOjk0MY9onAAAAQAJEQObA8EjL9DkZ184e29XZfbKytf2My9XVraqaEEJRZFOIIdRmTkoJN4cYCH4AAAAACRBBEgVDLMaxV8RRCgAAACAg0AsUAAAAAEiAAAAAAAASIAAAAACABAgAAAAAIAECAAAAAEiAAAAAAAASIAAAAACABAgAAAAAIAECAAAAAEiAAAAAAEACBAAAAACQAAEAAAAAJEAAAAAAAAkQAAAAAEACBAAAAACQAAEAAAAAJEAAAAAAAAkQAAAAAEACBAAAAACQAAEAAACABAgAAAAAIAECAAAAAEiAAAAAAAASIAAAAACABAgAAAAAIAECAAAAAEiAAAAAAAASIAAAAACABAgAAAAAIAECAAAAAAkQAAAAAEACBHBxjQ2tqqpRBwAAAJAAgeDX3d19pLCcOgAAAIAECIwI9bXNjQ2t1AEAAAAkQGBEKDxQ4upyUwcAAACQAIER4dA/j7IgEAAAACRAYERod3RUlp+kDgAAACABAiNCRVlNa4uDOgAAAIAECIwIRQfLWBAIAAAAEiAwIrhc7sN2NocAAADA8GWgBIBvPN2ejvauc77Z0tRWXVmfkpbQ9+sc/rjsnO9ERNkMRuXsW9RgCA2zCCFMJoNiUCg7AAAASICAf5Oey9Xdfqaju7u7qaFVCFFf23yJ40uKKyOjbWE2ax+vf/7VLnF9k8kYFWMTQsTER3rDIckQAAAAJEDAdx3OrvYzHY7T7c72jkuHvYv5eP+xGV+6SpalAb9vLpfbe5fOuWMJSdHWUIstIjQ0zGKxmnkSAQAAQAIELszT7XE4nC2Nba0tjpamtgHJaUcKyydelTloD+GcQBgVEx6XEBUWbrXZrIwQAgAAgAQIUp/H4XA21Da3NLe1Ozr8Ecli4hsTR8UOyaNraWrribKhNkt8QnRUbDhpEAAAACRAjCxnHM7WZkfNiQZ/pL5zFNuPR0TahnxOZrujo8JRU1FW402DyaPjdS1TBAAAAAkQCCSqqrWdPtNQ21xdWT/IN114sOSaGTn+WBDocxosKa4UQphMxvik6Pik6PCIsOFz9wAAAEACBAIv+PVOXJXlJ9OzkodbcVwud3VlvbcyKWkJREEAAAASIBCozjicp+pavPMeh1xcYtQwL5c3CppMxuTU+LjEKCaIAgAAkACBAODp9tTWNH5adtLlcg+Tu5Q9IS1QApXL5a4oq6koqwm1WdLGJsXFR9E2BgAAgAQIDEdnHM7K8pO+7d3nP6E2y6jR8QFXzHZHR7H9uBAiJS1h1Og4hgQBAABIgMCwoKpaQ11T5fHaQWjs6YPcydkBvbLOOzs01GYZN3EMqwQBAABIgMCQ8XR7qirqaqoahs+Ez3Mc+qB09r9MDYJStzs6Du49YjIZM8ePjk+MIQcCAACQAIHBzn7DpMvLxVSXNxw/fDKYyu5yuYvtx4vtx9Mzk1PTE1kiCAAAQAIEyH5nbd/0kS0iOJfPebvFkAMBAABIgMCIy35NdadjEiPO+eaOVz/qdLr6ngCn35Dn/eKh2/6755uJqdHeL+JToiyhZiFEVm4KORAAAAAkQAQzVdUqy08OefZzOjprKhrrqpq6Otx1Vc1uV3en0+VNZXPvmtL7yOryhtLCal0Xt1jN3i8crc6eb/Z83XO1Ha9+JISwRVq9+dBsMSamxiSnx1ptIUOYA2uqGlgfCAAAQAIEBiD7NdQ1lR05MSS9XprqTpcfPtnW3F5X1XymrUNTtT6euH3TR369Y95k6P130b4KIYTBqFhCzYmp0fEpUcnpseePSfqVd31g2ZETV1yZHhsfyesWAACABAjodsbhPGwvH+Q9HqrLGyqO1J78tKnllKPvka+3rS/u8Y4NDqZut8fR6nS0Or2jhQajEpsUEZsUMWHKmEFLgy6Xu/BASajNkjs5u2dIEwAAACRA4HJZostdeqRy0PZ2b6o7XfzRp/1JfT1KC6urSuqHvIDdbk9dVXNdVXPRvgpvGkweG5czNX0QJou2Ozr2vG9PSUvIyE5hcSAAAAAJELgU77TPYvvxQbit6vIG++7ykxWN3W7PgFzQ6ejctfnQcCtpTxo8sOtYiNWUeWXyIAwMVlfWN9Q2MykUAACABAhcVIezq/Bgib+nfZYWVhftO15f3dLP4b7zvbf50ECFST/pdLqK9lV4BwbTxydNmpXlvyjonRQaFRM+MS/DZDby8gYAACABAmepqlZ2tKq60o/zJ5vqTu/dXjyAI37nB8vhMP+zj7rdntLC6tLCau+o4NU3jPPTBNGWpraCnYcm5I1NHBXL6xwAAIAECIgzDufH+4/5r9vn/nePlHx8ovcuCwPO6eh89/UDgVj8nlHB6ITw8Ven5U7P8MetFNuP11Y3MhgIAABAAsSIpqrayRMNJcWV/ri4d9DvRFnDgM/2PN+W/909CLfiV831bR9u+2Tf9uL08Ukz5uUM+JAgg4EAAAAkQIxori73oX8e9ceqv9LC6n3bi/066NfbibKGwd/+wU96ZocmpkZfPz9vwFcJegcDcydn0SYUAACABIgRpLGhtfBAyYBfdv+7Rw7vrxjkPBY08a+3uqrmTc+8Z4u0TrtpQlZuygBeuaWpbc/7hVdNHRdms/JGAAAAIAEiyPmp6cv+d4/YPywb5q04A46j1bnj1Y/2bS8e2Bzocrn3FxRlT0hLSUugyAAAACRABC1/zPwk+wVoDiwprjxV38KMUAAAABIgglNri+Pg3iNkP3JgD++M0KunT7BYzVQYAACABIjgUVFaU1FWM1BXqy5v2LX540Hr9YJzcmDRvuMD1SfG5XLved+ee3V2bHwk5QUAACABIuCpqnaksLy+tnlAruZ0dL7zyv66qmYKO4S8fWKyclMGat+IwgMl6ZnJ6VnJ1BYAAIAEiADm6nIftpe3NLUNyNX+8Zb98D8/DfSd94JGaWF1xZHaaTdNGJB95CvKapztHeNzM2RZorYAAAAkQARk/NtfUORyuft/qeryhu2bPgrKfRcCWrfb8+G2Twp3l//LN6f1f1JofW2zy9VNbxgAAAB/kykBBlxri6Ng56H+xz+no3PHqx9t+ctu4t+w5Wh1vvr7Xf94y97/S3l7w7i63FQVAACABIhAin8D0vaztLD6r/+zvbSwmpIOc5qqFe2r2PDk/zXVne7npby7BRICAQAASIAIDHUnGwck/m19cc+OVz9is4cA4mh1bnrmvf4PBrpc7oKdh1pbHJQUAACABIhhraK0pth+vJ8XqS5veP6JbVUl9dQzEHkHA52Ozn5e5+DeI4RAAAAAEiCGdfzr/6Z/+9898tYLe1j1F9Acrc4X1rxTuKecEAgAAEACBPHvwpyOzr/96YMDu46x30MQ0FTtw22fbH1xDyEQAACABAji37mqyxs2Pr2Trd6DTFVJ/fNPbOvnjFBCIAAAAAkQQRX/CveUM/MzWHU6XS+seae6vIEQCAAAQAIE8U/sePWjD7d9wszPIKap2pa/7N7/br86xBICAQAASIAYYq0tjn7Gv7/96QO2+xshDuw6tuPVj/oZAjucXVQSAACABIihiX/92ffP6eh8/oltLPwbUUoLq//2pw/6syzwwJ5iNosHAAAgAWKwnXE4+xP/mupOb3x6Jwv/RqC6quaNT+/0OQS6XO79BUWEQAAAABIgBo+ry/3x/mM+n15d3vDq73cR/0asTqernyHwsL1cZeEoAAAACRCDwNPt2V9Q5HL5OAhTXd7w1gt76PtCCPzr/2z3uUFoS1Ob/aNjhEAAAAASIPxLVbXCg6XEP/Rft9vz1gt7+hMCK8tPUkYAAAASIPyo7GhVS1Obb+d6N/0j/qGHpmr9CYEVZTV1JxspIwAAAAkQflF3srG6st63c/e/e4RN/zDgIbDYfvyMw0kZAQAASIAYYGcczmL7cd/OLdxTfmDXMWoIf4TAj/cfozUoAAAACRADydPt8bn5Z3V5w+78ImoIP4VAWoMCAACQADGQ+tP9hdYvGIQQSFcYAAAAEiAGzMkTDb51fyH+QW8I3L7pI9/2Cawoq2ltcVBDAAAAEiD65YzDWVJc6cOJTkfn23/dR/yDLv3ZLL7oYBkLAgEAAEiA8J3Py/+cjs6NT+/sdnuoIXwIgVv+d7cPJ7IgEAAAgASIfjlaVOHb8r93Xtnf6XRRQPimub7tb3/6wIcTW5raTp5ooIAAAAAkQOjW2NBaX9vsw4lbX9xTV9VMAdEfdVXN+9894sOJJcWVHc4uCggAAEAChA6uLnfhgRIfTtz/7pGqknoKiP47sOuYb61BCw+WMBcUAACABAgdDtvLfTiruryBnd8xgN56YY8PXWHaHR1sDgEAAEACRF/VnWz0YfsHb/NPqocBpKnaxqd3+nBiRVkNc0EBAABIgLg8T7en7MgJH058448f0PwTA67T6fKtKwxzQQEAAEiAuDzf+n/uePUjR6uT6sEf6qqaC/fonpbc7uigLygAAAAJEJfS2uLwof9naWF1aWE11YP/7M4vaqo7rfeskuJK9ogHAAAgAeLCVFUrOlim9yyno3PX5kNUD36lqdqbz3/ow4mlRyqpHgAAAAkQF3DyRIMP8z/feWU/y/8wCDqdrh2vfqT3rPra5tYWB9UDAAAgAeILPN2ekmLdoyWFe8rZ/B2DprSw2ocdAosOltESBgAAgASILzhaVKH3lKa607vziygdBtP2TbqHAV0ud0NdE6UDAAAgAeKsDmeXDw1gdrx2QGNoBYPLt7mgxfbjnm7mKgMAAJxloAQjnA8DgIV7ypvr2ygdBl9pYfUVk1NTMuJ1nVVVUZeelTxyqtTd3S2EyJk4gRcMAAAgAeILWlscLU36spzT0blvezGlw1DZvumj+398s65TKspqEpNjLVbzSPm1bjAIIYoO8z4FAAQq/o7pV8wCHdGOHf5U7ynvbT5E/08MoU6n6x9v2fWedbzkBKUDAAAgAY5orS2OdkeHrlNKC6urSuopHYbW4X9+6nR06jqlvra5w9lF6QAAAEiAI5cPA4DM/8RwoKnaO6/s13sWw4AAAAAkwJHLhwHA/e8ecbQ6KR2Gg7qqZr3bAzIMCAAAQAIcufQOADodnfYPy6gbho9dI38hQQAAIABJREFUmz/WewrDgAAAACTAkciHAcDd+UU0gMGw4mh17n/3iK5TGAYEAAAgAY5EPgwAlhXVUDcMNz6MS9fVNFI3AABAAsQI0uHs8mEAUFM1Sofhptvt0TsMWFFW4+lmNBsAAJAAMWLoXQrVVHe6tLCaumF48mEYsKqijroBAAASIEYET7envrZZ1ykfbLFTNwxbPgwD1lQ1qIxpAwAAEiBGAr2jH011p+uqmqkbhjO9w4Aul7u58TR1AwAAJEAEOVXVaqr0baHGACCGPx+GAcvZFgIAAJAAEfTaTp9xudx9P97p6GQAEAFB7zBgu6PjjMNJ3QAAAAkQwayiVN+ODrvziygaAkK321O4p1zXKSdPnKJuAACABIig5epytzS16TqFPQARQAp360uA1ZX19IMBAAAkQAQtvSsA9797hD0AEUAcrc7qcn0vcvrBAAAAEiBIgGf5sM0aMLT+ufOoruPpBwMAAEiACE5nHE5dPWBKC6u73R7qhsBSV9XsdHT2/fh2R4ery03dAAAACRDBRm/Ti6J9xykaAtGB94/pOr6hjm63AACABIjgoqpadWV9349nEwgErqMHq3QdX3OigaIBAAASIIJK2+kzuo4v2l9B0RCgut2e0sLqvh/PRFAAAEACRLBpqNU3oHeYBIhApncOMxNBAQAACRBBRdcU0Oryhk6ni6IhcNVXt+g6nomgAACABIjgccbh1HW8Xee22sBwo6la4R4dL2MmggIAABIggsepOn3jIScrGikaAt2RA5W6jm873U7RAAAACRDBoKFexxqn6vIGtgFEEGiub9O1MeCJT+soGgAAIAEi4Lm63O2Ojr4fzxRQBA1dLW1bmtpUVaNoAACABIjApnduG1NAETRqjp/SdbyzvYOiAQAAEiACW/1JHYmOKaAIqhe/zo6gelfMAgAAkAAx/D4E69kJsOJILRVD0NBUTdfW8LpWzAIAAJAAMex0OLt0HV95rJ6iIZiU2E/0/eB2R4enmzFwAABAAkTAOt3q0HW8o9VJ0RBM9K5rdTh4CwAAABIgAlZTQ2vfD9a1gzYQELrdnqa6030//kwbCRAAAJAAEbBamnSMAZ4oa6BiCD7lh0/2/eBT9TSDAQAAJEAEJleX2+Vy9/34hmo++yII6doToqWpjYoBAAASIAKS09mp6/hOp4uiIfi0Np7Rdbze/kkAAAAkQAwLulY06WqaDwSQTqfL6dDx1xC9/ZMAAABIgBgWTrfo+CBbeayOiiFYlRXV9P3gjnbGAAEAAAkQAUjXXvB1VeyFjaCla41rawtjgAAAgASIQOPqcus6/kxbB0VDsNL1Bw6awQAAABIgAjAB6ukC2lR3WlM1ioZgpfcPHHr/gAIAAEACxFB/5HXoaAPT3MC0NwQzTdV07Quv6w8oAAAAJEAMvbbW9r4fTBsYBL2aisa+H6zrDygAAAAkQAw9t55BDEcrn3cR5HQ1g9H1BxQAAAASIIaerkagerfMBgKOrj9zuJkFCgAASIAIIKrOti6dThdFQ3Brb9OxKXxLEytjAQAACRCBo6tTR6LT1SEDCFC62oHSCQYAAJAAEbRoBIqRQFM1p0PHMCAbQgAAABIgAsbpVh2hrq6qiYphJNDVDtTjUakYAAAgASIIdXUw1gGc977oYnEsAAAgASJA6Oplz1YQGCF07XvZ2dFFxQAAAAkQgUFXL3tdPRIBAAAAkAABYLjTNdzNpvAAAIAEiIChazczXV3ygcCla7ibTeEBAAAJEAFD125mms7t4wEAAACQAAEAAAAAJEAAGAZ0rQOsr22mYgAAgASIAKDqmdVZWlhNxQAAAAASIAJVVyc7WQMAAAAgAQIAAAAACZASAAAAAAAJEIDvxuWl6T0lNTOBugEAAMCvDJQAGFhxSZGLVtyROy1T74lPvrKkIN++buUbXZ3sSA4AAAASIDC8mUOM33j4KzffM8PnK8yclzdzXt761W/+3+v7VY9KSQEAADCwmAUKDMQbSZFnzsvbUPDz/sS/HguX3bZu6/JJ12VTWAAAAAwsxgCB/hqXl/bAj25Ly0oawGtGxdp+svbblaW1q3744qnaVooMAAAAEiAwxOKSIr/x0Fdmzsvz0/XTspKe3bJs2yu7X3r6HRYHAgAAoP+YBQr4whxivPO7s5/dssx/8a/HzffM2FDw85nz8mSFNywAAABIgPiMyaRjUNcSaqJivpk5L++pzUsXLJo7mDe6ZOWCdVuX+7DJBAAAANCDWaBBRTEofT84JSOeiumVmpnwvcfvHtglf30XFWtbuf7Bwn1l61a+weJA/zGZjBQBAACQAIERLTwy9P6ltw7CnM/Lyp2W+eyWZRvX7diy4R8sDuzrbzqjjj+ORMXYqBgAACABAiOUrMh33H/jIM/5vKwFi+Z++c5pL/x22+7tn7Bz4GVZQs0UAQAAQLAOcKT/AUDPwMjINOm67HVblw+3+OcVFWtbsnLB6g0PpWYm8EwBAACgTxGAEgSZhKTo+trmPh5sCTU7Wp0U7YLikiKX/+ZbQ7Xkr+/SspKefGVJQb79+TVvtbW288RdUGh4SN8PNrIOEAAAkACBkcMcYly04o7hsOSv72bOy5s5L2/juh1vPL+LSaHns0Va+35weGQoFQMAAMGKWaAjWlQ8HS+++H5Q5Jnz8ryb7/npJgry7YX7yvx08QWL5q7bujywsisAAAAGE2OAwSYmPrLvs0DNIcx2+9y4vLRHV30jKtZfqbiytPZ3j22qKqv36215Fwfe/m/Xr/rhi+wY0SM+JarvB4dYaBsDAABIgAhG4dHMdhNCiLikyEUr7sidlumn67c0Ol747baCfHvPd47ZKxfdsurLX5u6cNlt/rjFtKykZ7csK8i3r1v5BjtGCJ29QM1mExUDAAAkQAQGXcMXUXEjfRaoOcT4jYe/cvM9M/x3Exdbm6d61PxNe99784D/1hx6FweuX/3m/72+f4QvDkxOj+37wYrC9HgAABC0+KATdJFGz/BF9AheB+hd8vfU5qX+i38F+faFc3/52nM7L5G+ujrda1dsXDx/dWVprZ/uxsJlt63bunzSddkj+X1htenoBWoyMzsaAAAELcYAg43JpOM5jUmMGJlVGpeX9sCPbvPfTg+VpbV/+vWbx+yVfTz+VG3r0q8/Nem67P947Gt+Whz4k7XfLtxXtm7lGyNwcaCuRqAmtoIAAAAkQAQQxaBvk/cQq6nT6Ro59YlLivzGQ1/xX7dM75K/3ds/8WHW5aEPSxbdsuqO+2/00wb0udMyn92ybNsru196+p0RtTjQaNbxiy4qhga5AAAgmDELNAhFxYT3/WBds+MC+7WuyHd+d/azW5b5L/5tXLfjkdvXFOTbfV50p3rU157buXDuL3u3jRlYN98zw7vdhTxiVrvFJOh5R4Ra+B0CAABIgAgk+iaC6vlwHLhmzstbt3W5n8bWhBCF+8oWz1/92nM7B2Rsra21fe2KjY/es9Z/iwOXrFywbuvycXlpI+HZ17UVhK6uoQAAAAGHWaBBSNeWgPEpUaWF1UFcjdTMhO89frf/lvy1NDqeXP5S35f89V1VWf2ye5+ZcdOV933/Zj8tDly5/sGCfPtLz7wT3IsDdXU8CrNZ+R0CAABIgAgkujaE0NUlP7CYQ4z+22jBa+2Kjb4t+esj1aMW5Nv/uat4/r2z/DSA6d0xYuO6HVs2/CNYFwemZMT3/WA6wQAAgODGLNBgTD56NoSISYyQZCnYXtaKPO/ua72r3fx0EwX59ntn/qw/S/76rqvT/dpzOxfPX+2/xYELFs19avNSv6bloaKrEahgKwgAAEACRMCxWPUtZAoLD6rWF5Ouy163dfnCZbf56fqVpbWL569eu2LjII+YnaptXbti44qFf2hpdPjj+lGxtiUrF6x5+ZHUzIRgej1E6ZkCqquLEgAAQCBiFmhwiooJb2lq6+PBianRjlZnEDzquKTI5b/5ll+X/P3+8dcPfVgyhI/xmL1y0S2rZtx05ZKVC/xx/bSspCdfWVKQb39+zVttre3B8KoYFdn3gyOj2AoCAAAEOcYAg1NomI5hvbRxiYH+eM0hxvuX3vrslmX+i3/rV7+56JZVQxv/vLyLA++d+bNtr+z2003MnJe3fsdP7/zu7CDYMSJj4qi+H2yLCOW3BwAAIAEi8ETHRvT94IBuBiMr8sx5eRsKfn7zPTP8dBMF+faFc3+Zv2nvICz567uuTvfza95aPH914b4yP93EgkVz121dPum67MB9eRiMSkyijveCrj+dAAAABOQHJEoQlHR9kLXaQkKspk6nK+Ae5ri8tEdXfcMfOyV4VZbW/u6xTVVl9cO2AqdqWx9/6M+Trsv+j8e+5qcdI36y9tuVpbWrfvhiIO4YER6tb0xP7xpaAAAAEiCGBb0fZONToqpK6gPoAcYlRS5acUfutEw/Xb+l0fHCb7f5r/fmwDr0YcmiW1Z9+WtT/dT/Ji0r6dktywry7etWvhFYO0aMGhOjI+7SBgYAAIwAzAINWglJ0X0/eHRmfKA8LnOI8c7vzn52yzL/xb+N63YsumVVoMQ/L9Wj5m/a692gwk834Z1tO+/uawNoceCEKWN0/FkhIYrfGwAAgASIQBWhp6thZk5yALxYFXnmvLynNi/1097oQoiCfPvi+atfe27nsFry13ddne61KzYunr+6srTWTzexcNlt67YuH5eXNvyroXcRYGQ0jUABAEDwYxZo0NL1cdZqC7FFWofznhDj8tIe+NFt/mv1WVla+6dfv3nMXhkET/2p2talX39q5ry8+75/s58WB65c/2DhvrJ1K98YzosDY5MidB1vsbAIEAAAkAARsKyh+roapo1LKNpXMQwfSHhk6P1Lb505L89P1/cu+du9/ZMAHfe7mIJ8++7tn9xx/41+GjLNnZb57JZl217Z/dLT7wzPxYEZeka2Q20WxaDwewMAAAQ9ZoEG71MrS7o6W6SPTxp2D0GR7/zu7PU7fuq/+Lftld2P3L6mIN8eZPHPS/Worz23c+HcX/pvceDN98zYUPDzmfPyhuHiQF1zm5NHx/NLAwAAkAAR2JJSdGz0l5IRbzAOozGQmfPy1m1d7r8lf4X7yhbPX/38mrcCq7mlD9pa29eu2Lhi4R/8tzhwycoFqzc8NKwWB0YnhFttIX0/nkWAAABghGAWaDCLiNT3oXZUeuxw2BMiLily+W++5b8lfy2NjieXvxQcS/767pi9ctm9z8y46Uo/LQ5My0pauf7Bgnz7S8+8MxwWB+od09Y7axoAAIAEiGHHYjWbTEaXq69jXHkzMoY2AZpDjItW3OG/OZ9CiPWr3/y/1/cH5ZzPy1I9akG+/Z+7iuffO8tPg6sz5+XNnJe3cd2ON57fNbRFzpma3veDE5KiZVniNwYAABgJmAUa5OL17Ao4hBNBZUWed/e13hVlfrqJgnz7vTN/lr9p78iMfz26Ot2vPbdz8fzVhfvK/HQTCxbNXbd1uV+T/KXpnQKaMCqW3xUAAIAEiBGXAIUQo9KH4KPwpOuy121dvnDZbX66fmVp7eL5q9eu2Bj0S/767lRt6+MP/XnFwj+0NDr8cf2oWNuSlQvWvPxIambC4D86vVNAwyNCeUkAAIARglmgQS48IkzX8YM8ETQuKXLRijtyp2X66fotjY7fP/76oQ9LeCVc0DF75aJbVs246colKxf44/ppWUlPvrKkIN/+/Jq32lrbB+1x6ZoCGmqzmMxGXgwAAGCEYAww2J9gWUpJ0zEIk5IRH2I1DcIdM4cY719667Nblvkv/m1ct2PRLauIf5fmXRx478yfbXtlt59uYua8vPU7fjrv7msHZ8eIxNRoXVNA2QcCAACQABFUomMjdB2feWWyf19zijxzXt6Ggp/ffM8MP91EQb594dxfvvbczhG+5K/vujrdz695a/H81f7bMWLhstvWbV0+6bpsfz8WXRvBCyHiE6N5AQAAgJGDWaAkwHNdfcO4on0Vfroz4/LSHl31DX/sRuBVWVr7u8c2VZXV87z74FRt69KvPzXpuuz/eOxr/niOomJtP1n77crS2lU/fNFPO0YYjEru9Iy+H88UUAAAMNIwBjgCnmOdE0GttpDE1IEfFYlLilyycsHK9Q/6Kf61NDrWrti49OtPEf/66dCHJYtuWbV+9Zt+un5aVtKzW5YtWbnAHOJL9MrKTblEx1q9PWCYAgoAAEiACEJ6O4LmTBs7gLduDjHe+d3Zz25Z5r/tATau2/HI7WsK8u081wNC9aj5m/beO/Nn/iupdybwzHl5ehcHOlqdD/y/+Vm5KdKFdvCbNCtL31uDKaAAAIAEiOATHhFmMukYb7n0MIuOl5ciz5yX99TmpX7af1wIUZBvXzx/9WvP7WSnhwHX1eleu2Ljo/es9d/iwCUrF6zbunxcXlrfT6mranY6OufeNeWu/7jxnMHq6ITwmEQdc56jYsKZAgoAAEiACManWZaSU/XNdsu7rr8tOlMzE1ZveGjJygV+mvZZWVq7YuEf1q7Y6KcVZfCqKqtf+vWn1q7Y6L+dA1euf/CxZ74TlxTZx1N25xcJIWISI776wPVz75pii7R6vz/5en1tZkaPSeT5BQAAJEAEp8RkfVu950xNv+Asu74IjwxdsnLBk68sSctK8tPDWbti47J7nzlmr+SZHRwF+fZFt6zauG6Hn66fOy3z2S3L7l96a18WB5YV1Tgdnd6vs3JT7n30y1ffOC7EasrKTdF1o3qbJAEAAJAAETAsVnOozdL34622kMwc3dtCyIp853dnr9/xU/8t+dv2ym7v+jR2ehhkqkd97bmdi+ev9t/iwJvvmfHU5qWXXRyoqZp3GLDH1Dnj7//xzbpuKyUtQfb1bxwAAAAkQASAjOzRuo7X21Rj0nXZ67Yu99+Sv8J9ZYvnr35+zVss+RtCp2pb167YuGLhH/y0ODAq1rZk5YLVGx669OLA3sOAvhk1Oo5nEwAAkAARzPTOeYtJjOjjthBxSZFrXn7kJ2u/7b+dHn615C+PP/RnlvwNE8fslcvufcZ/iwPTspJWrn9wycoF4ZGhFzzg/GFAXUJtljCblecRAACQABHUT7YspWfqm9h5/fzLTOY0hxiXrFzw7JZl/lvyt371m4tuWXXowxKewWFF9agF+fZHbl+z7ZXdfrqJmfPy1u/46Z3fnX3BSaFlRTU+X1nveDgAAAAJEAFJb0fQSwwDyoo87+5rvVu6+eneFuTb7535s/xNe1nyN2x1dbqfX/PW4vmrC/eV+ekmFiyau27r8vNfZpqq7X/3iA8XNJmM9IABAAAkQIwIJrMxQefu8BccBhyXl7Zu6/KFy27z0/2sLK1dPH/12hUbWfIXEE7Vtj7+0J9XLPyD/3aMWLJywZqXH0nNTOj9ffuHvsTO5NR4esAAAAASIEaK5LQEXcefMwwYlxT52DPfWbn+Qf8t+Vu7YuPSrz/Fkr+Ac8xeueiWVWtXbPTT9dOykp58ZcmSlQt6dozodnt8GAZMTWcbQAAAQALEiBEZZdO1LYT4bBjQHGK8f+mtz25Zljst00/3beO6HYtuWeW/zQbgb97Fgd7tOvx0EzPn5W0o+Pm8u6/1Lg7UOwwYFRMuyfzeAwAAI5fU7OigCrOmTS46XDxyHm9ri+PgXn0jJ1XHGr79/Vv9d5cK8u3Pr3mrrbWdV2PQiEuKXP6bb/mvRVBLo+P3j79+6MOSq28cN3XO+L6faDIZcyZnRkbZgrj4ORMnjKjfaQCA4PsP2T/2HaQOfsLfwkciH4YBM69MVlXNH3emsrT20XvWrl2xkfgXZE7Vti79+lO/WvIX/y0O/Mnab695+ZGa8lO6TnS53Af3Hjm0/2iHs4unCQAAkAAxIoybOEbvh+aTJxoG9j54l/wtu/eZqrJ6npFgdejDkkW3rFq/+k0/XT8tK+mpvy31uHR3i21patvzvr2kuNLT7eFpAgAAJEAEufCIMJPJ2PfjQ22WyOiBnDW3cd2OR25fU5BvZ6eHoKd61PxNexfO/aUfFwfeNMm3E6sr6/e8X1h3stFPQ9wAAAAkQAyPJ16WMsf3aVNsk8k4IW/sNTNywmzWAbnpgnz74vmrX3tuJzs9jChtre1rV2x89J61laW1A35xi9Wsd5uT3poaWivLT/IcAQCAkcBACUasxFGxlcdr2y/ZCig9Mzk1PVExKANyiy2NjieXv3TMXknxR6yqsvqlX39q5ry8+75/88BuKDI2e3R9bfPFfhpqs4SFWYQQMfGRQogwm1VRFJPJMFCvbQAAABIgAsC4iWMu1hQ0Kib8ipx0i9U8ULe1dsXG3ds/Yc4nhBAF+fZ/7iqef++sBYvmDtQ1LVZzemays73DaDKGR4YKISIibUIIc4iJ/d8BAABIgBDis6ag5wwDDniv/G2v7H7p6XeY84neujrdrz238/2tB7/x0FdmzssbkGumZyVTWAAAABIgLiV3cvae9z/vzzEhb2x8YsxAjZlUltau+uGLp2pbqTMu6FRt69oVG/Nf3fvAj27z386BAAAAIAHiLG8Ljfra5oSk6Cty0gdwyZ93t24qjMs6Zq9cdu8zM266csnKBVQDAACABAj/yhqfNjZ79AAu+Vu/+s3/e30/S/7Qd6pH9S4O/MbDX7n5nhkUBAAAwE/YDQLCZDYOVPwryLffO/Nn+Zv2Ev/gg65O9/Nr3lo8f3XhvjKqAQAA4A+MAWJgVJbW/u6xTVVl9ZQC/XSqtvXxh/48Li/t0VXf6Nkxou5kY7fbM2p0PI09AQAASIAYSi2Njhd+u60g304pMICO2SsX3bLqy1+bunDZbZ5uT7H9uBDi07KTV1yZHhsfSX0AAABIgBgCG9fteOP5Xcz5hD+oHjV/09733jzw3Z/O937H5XIXHigJtVlyJ2cP4MpVAAAAEiDwBZ5uj8vV3fszd0G+/fk1b7W1tlMc+FVohEUVX/gTQ7ujY8/79pS0hIzslIHqXgsAAEACBD5XeLC0pamt5/8217c11bdNvWl8R3tXQ3WL95t1Vc3eL860dWiqRtHQf5Iszf+3C7cGra6sr66sH9gdLAEAAEiAgOhwdvWOf0KI6ITw6ITwy57YVHe6ucEhhGg55Tj4QQmxEHpNvj7bagu5xAHF9uNlR07kTM6MjLJRLgAAgMtiNwhc3olP63w7MSYxIis3hfgH39girVPnjL/sYS6X++DeI4f2H+1wdlE0AACAS2MMEJfh6fZUV/q4x0NpYfW+7cWOVidlhF6SLP3LN6f1/fiWprY979tzr86mUygAAAAJEL6rrWn04aymutMfbLH3rAwE9Jp8fXZMYoTes8IjQikdAAAACRA+UlXt07KTuk5xOjp35xeVFdUw7RM+i04I78v8z3OkZyabzEaqBwAAQAKEj5obT7tcbl2nbHx6Z6fTReng+28lo3Kx/p+XYDIZ0zJGUT0AAIBLoxMMLqW85ITeUyZOTadu6I9/+ea0S/f/vKCcyZnsCQEAAEAChO9aWxztjg69Z02dMz4xNZrqwTc509JTMuL1npWQFM1uEAAAACRA9EuNry1Av3LP1BCriQJCr+iE8Fm35vlw4hU5jDwDAACQANEPHc6u+lofO3labSE33T1FYkoe9AixmnxY/ieEmJA3VjEoFBAAAIAECN/V+bQJRI+UjPgZ83IoI/pIkqWb7p7iw/K/qJjwxFGxFBAAAIAECN95uj0VZTX9vEju9IycaczNQ5/MmJfjw/I/k8k4MS+D6gEAAJAA0S+nGloG5Dqzbs2jKwwuK2daeu50X4LcFVemswEgAAAACRD9oqpa2ZEvbAKRkBQ9/Ya8qJhwH6721QeupysMLiExNdq37i8JSdGx8ZEUEAAAgASIfmk7faZnF/hQm2XqzJyJV2VarGafp9steHg2IRAXFJ0Q/tUHrvfhRJPJOD6X+Z8AAAAkQPTbscOfej9hT8gbO23mlWE269nP3GZj7tXZPlzQagu57f7raA2Kc/jc/FMIcfX0Cez/DgAAQAJEf51xONsdHemZydNvyD2/xWJsfGRKWoIPl41JjLj1vumEQPSOfwsenu1D808hRPaENIvVTA0BAABIgOivzg7X9Bvy0rOSL7bBWuYVqaE2iw9XTsmIJwTCS5Iln+NfQlK0b3+GAAAAAAkQ54qNj7z06IosS5OuucJk8qUBIyEQ3vh3633TfYt/LP8DAAAgAWKwmczGnMmZvp2bkhE/+fpsajjC458PW/95TZ2Zw/I/AAAAEiAGW2SULXtCmo8f4ueMv/rGcdSQ+KfX5GvHs/sfAAAACRBDIyUtISHJx93ep84ZP/euKUwHJf71XXpmcmSUjTICAACQADFkxudm+LZNvBAiKzeFNYEjR4jV1J/4l5AUnZ6VTBkBAABIgBjSV48s5U7O8q0rjKAxzEiKfwsenu1z/IuKCaf7CwAAAAkQw4JiUKbOzOlnCAyxmqhkcMc/3zp/CiFMJmPu5Cy6vwAAAJAAMVyYzMarp0/w+fSUjPgFD88mBAalxNTo+398c3/i39SZORfbmhIAAAAkQAwNi9U8+drxPp9utYUseHh2Ymo0lQwmWbkpX33gep9P98Y/mn8CAACQADEcRUbZ+hkCv/rA9anZCVQyCEiydPWN4+beNaU/F8mZnEn8AwAAIAEiaEOgEOKWb02/7uYr6Q0T6PHv1vumT53Tr1fC5GvHs/cDAAAACRABEAJ93ineK3d6Br1hApct0nrf0q/43PaT+AcAAEACRIBJSUtIz+zX1m3e3jDRCeEUM7CkZifc++iXfe77QvwDAAAgASIgpWclT8gb258reHvD5ExLp5gBQZKl626+8pZvTe/ndYh/AAAA/magBPCHxFGxIRbzwb1H+nORWbfmpY9P2r7po06ni5IOW7ZI6x3/fn0/h/6IfwAAAIODMUD4S/8bw4jPZoTSI3TYypmW3v+Zn8Q/AAAAEiAIgWdZbSH0CB2GQqym+d+eMeuEs5TxAAAOSElEQVTWvH5ex7vvH/EPAABgcDALFH4PgVNn5ny8/5jL5e7PdXKnZ2TmJL+3+VBVST1VHXJZuSn93O6vd/xj3z8AAIBBwxgg/C7MZp06M8dk6u+nfO9g4Ny7phiMClUdKrZI690PfWlA4l9UTDjxDwAAYJAxBojBYDIbp9+QW3iwtKWprZ+XyspNSU6P3Z1fVFpYTWEHkyRLE68Z0/9pnz3xL2/KOJmZvQAAACRABCXFoORNGXeksLy+trmfl7LaQubeNWXSrKwdrx1orm+jtoMgNTvhS7dP6n/HF6/0zOT0rGSqCgAAQAJEMJNlaeJVmdbQmoqymv5fLSYxYsHDs0sLqwu2FrJdhP/YIq033n5VSkb8QF1wQt7YxFGxFBYAAIAEiBEhPSs5Kja86GBZP3vDeGXlpmTlpux/94j9w7Jut4fyDuRvB6Ny4+2TsnJTBuqCJpPxqqnjwmxWagsAAEACxAjibRB66J9H2x0dA3LBqXPG50xN351fVFZUo6kaFe5/9su7LnPqnPEDeM2omPCJeRn0fQEAACABYiQymY3XzMgpO1pVXTkwuzt4FwfOmJdDDhxu2U8IkZ6ZnJYxir4vAAAAJECMXLIsZU9Ii46NKDxQMlDX7J0DK47UMi90yLOfyWTMmZzJhu8AAAAkQEAIIWLjI2fOnjSAM0J7cqAQYv+7Rw7vr6BPzKXZIq3ZV40e8OwnmPkJAABAAgTO550RWll+ckB6hPY2dc74qXPGlxZWH/yghH0jzpeYGn3N7CsGsM9nb9kT0lLSEigyAAAACRA4lyxL6VnJcYlRH+8/NiA9Qnvz9gttqjt96B+lTA0VQhiMyhWTU6++YdxA7e93jlCbJXdytsVq5oUNAABAAgQuKsxmnfGlqwawPUxvMYkR3qmhhXvKy4tq6qqaR1p5JVlKSIny36CfV/aEtFGj42n6AgAAQAIELs/bHmbU6Dh/DAZ65U7PyJ2e4XR0Fu2vqDhSOxJmh0YnhI+/Oi13eoZfb4WhPwAAABIg4AvvYODJEw0lxZV+ugmrLcS7SrAnCraccgTTHhLeEb+MnOTMnGQ/zfbsbULe2PjEGIb+AAAASICAL2RZSklLiImLPFpU0dLkx2G6nigohCjcU36irOFkRWPgrhUMsZriU6Ky80Zn5aYMzi0mJEVnjU+j4ScAAAAJEOgvi9U8aeoVjQ2tRz+p8NOk0N68E0SFEE11p8sPn6w5fqqx9vTwT4MGoxKbFDFow309Qm2WcRPHsNcfAAAACRAYSLHxkf6eFHqOmMSImMQIMWe8EMLp6Cwrqmmobqmraj7T1jEcZopKshQWbklMjY5PiUpOj41JjBjkO2AyGTPHj2baJwAAAAkQ8AvvpNCk5Njykmp/dAq9BKstpHcPFaejs6aisfJYnaPV2d7WOQiZ0Jv3QsNDbJHWtHGJ0fG2wY98vaVnJqemJyoGhZclAAAACRDwI8WgZE9IGz0m8XjJifraodnOwWoL8W4w2PubpYXVQoi6qqauDrcQomeriT7mQ4NRsYSebaEZFW8zhxjNFmNiaowQYtCW8/VFSlpCRnYK2Q8AAIAECAwei9U88arMsdldQ5gDz+HNacMqrQ2shKTosdmj2ekBAACABAiQA4NZSlrC6DGJZD8AAAASIDCMcuCJT+sGeX1g0GO9HwAAAAkQGKY5MHtCWkZ2SlVFXU1VwyDsGxHEvH0+4+KjyH4AAAAkQGD4UgxKelZyWsaohrqmyuO17Y4OaqJLVEx4elZyeEQYezwAAACQAIHAIMtS4qjYxFGxZxzOkydOMTX0skwmY3JqfHJqvMlspBoAAAAkQCAghdms3qmhLc2O8pITDAmeLyEpOjktgUE/AAAAEiAQJBSDEhsfGRsf6epyN9Q115xoIApGxYSPHpMYFW1jpR8AAAAJEAhOJrMxJS0hJS1hxEZBgh8AAABIgBjRUbC56XRtdWNLU1sQP96UtITo2AiCHwAAAEiAGOlR0NszRlW1ttNnWhrbGuqbg2NgMComPC4hKiYukp3cAQAAQAIEvkCWpcgoW2SULT0r2dPtcTicLY1trS2OwBobTEiKjomPD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class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">88<span class="_ _13"> </span>89</div><div class="t m0 x6 h10 y21 ff33 fs4 fc6 sc0 ls6b ws66">Indep<span class="_ _1"></span>endent Audi<span class="_ _1"></span>t<span class="_ _2"></span>or<span class="_ _14"></span>’<span class="_ _18"></span>s<span class="_ _1"></span> Repo<span class="_ _1"></span>r<span class="_ _7"></span>t<span class="_ _1"></span> <span class="fs18 ls64 ws5f">contin<span class="_ _2"></span>ued</span></div><div class="t m0 x6 h3e y2ca ff33 fs1 fc6 sc0 ls1 ws0">to the Me<span class="_ _2"></span>mbers of L<span class="_ _1"></span>SL Pr<span class="_ _2"></span>oper<span class="_ _1"></span>t<span class="_ _1"></span>y Ser<span class="_ _1"></span>vices P<span class="_ _2"></span>lc</div><div class="t m0 x19 he y1e ff34 fs6 fc4 sc0 ls11 wse">OVERVIEW</div><div class="t m0 x6 h13 y1c7 ffd fs8 fc8 sc0 ls14 ws11">In auditing the financial s<span class="_ _2"></span>tat<span class="_ _2"></span>ements, we ha<span class="_ _2"></span>ve c<span class="_ _2"></span>oncluded that the dir<span class="_ _2"></span>ector<span class="_ _2"></span>s’ use of the going c<span class="_ _2"></span>oncern basis of accoun<span class="_ _2"></span>ting in the prepar<span class="_ _2"></span>ation of <span class="_ _2"></span>the </div><div class="t m0 x6 h13 y1c8 ffd fs8 fc8 sc0 ls14 ws11">financial st<span class="_ _2"></span>atements <span class="_ _2"></span>is appropria<span class="_ _2"></span>te. </div><div class="t m0 x6 h13 y13f2 ffd fs8 fc8 sc0 ls14 ws11">Based on the work <span class="_ _2"></span>we hav<span class="_ _2"></span>e performed<span class="_ _2"></span>, we ha<span class="_ _2"></span>ve not identified <span class="_ _2"></span>any mat<span class="_ _2"></span>erial uncertain<span class="_ _2"></span>ties relating <span class="_ _2"></span>to even<span class="_ _2"></span>ts or conditions tha<span class="_ _2"></span>t, individually or </div><div class="t m0 x6 h13 y1290 ffd fs8 fc8 sc0 ls14 ws11">collectively<span class="_ _6"></span>, may cas<span class="_ _2"></span>t significant <span class="_ _2"></span>doubt on the gr<span class="_ _2"></span>oup’<span class="_ _0"></span>s and the parent c<span class="_ _2"></span>ompany’<span class="_ _0"></span>s ability to continue as a <span class="_ _2"></span>going concern f<span class="_ _2"></span>or a period of <span class="_ _2"></span>at least tw<span class="_ _2"></span>elve </div><div class="t m0 x6 h13 y22a ffd fs8 fc8 sc0 ls14 ws11">months fr<span class="_ _2"></span>om when the financial s<span class="_ _2"></span>tat<span class="_ _2"></span>ements are <span class="_ _2"></span>authorised for issu<span class="_ _2"></span>e.</div><div class="t m0 x6 h13 y13f3 ffd fs8 fc8 sc0 ls14 ws11">In rela<span class="_ _2"></span>tion to the gr<span class="_ _2"></span>oup’<span class="_ _0"></span>s reporting on how it <span class="_ _2"></span>has applied the UK Corpor<span class="_ _2"></span>ate Gov<span class="_ _2"></span>ernance Code, we ha<span class="_ _2"></span>ve nothing <span class="_ _2"></span>material to <span class="_ _2"></span>add or dra<span class="_ _2"></span>w atten<span class="_ _2"></span>tion to </div><div class="t m0 x6 h13 y13f4 ffd fs8 fc8 sc0 ls14 ws11">in rela<span class="_ _2"></span>tion to the dir<span class="_ _2"></span>ectors’ <span class="_ _2"></span>sta<span class="_ _2"></span>tement in the <span class="_ _2"></span>financial st<span class="_ _2"></span>atements about <span class="_ _2"></span>whether the direct<span class="_ _2"></span>ors c<span class="_ _2"></span>onsidered it appr<span class="_ _2"></span>opriat<span class="_ _2"></span>e to adopt the g<span class="_ _2"></span>oing concern </div><div class="t m0 x6 h13 y13f5 ffd fs8 fc8 sc0 ls14 ws11">basis of accoun<span class="_ _2"></span>ting.</div><div class="t m0 x6 h13 y13f6 ffd fs8 fc8 sc0 ls14 ws11">Our responsibilities and <span class="_ _2"></span>the responsibilities of the <span class="_ _2"></span>director<span class="_ _2"></span>s with r<span class="_ _2"></span>espect to going c<span class="_ _2"></span>oncern are described in <span class="_ _2"></span>the relev<span class="_ _2"></span>ant sections of this <span class="_ _2"></span>report.</div><div class="t m0 x6 h6f y13f7 ffb fs24 fc10 sc0 ls2e ws0">Our a<span class="_ _1"></span>ppro<span class="_ _1"></span>ach to t<span class="_ _1"></span>he audi<span class="_ _1"></span>t</div><div class="t m0 x185 h11 y13f8 ffb fs8 fc8 sc0 ls14 ws0">Overview of our audit approach</div><div class="t m0 x185 h13 y13f9 ffd fs8 fc8 sc0 ls14 ws11">Over<span class="_ _2"></span>all materiality: </div><div class="t m0 x185 h13 y13fa ffd fs8 fc8 sc0 ls14 ws11">Group: £1,300,000 <span class="_ _2"></span>which represen<span class="_ _2"></span>ts 5% of the gr<span class="_ _2"></span>oup’<span class="_ _0"></span>s adjusted pr<span class="_ _2"></span>ofit bef<span class="_ _2"></span>ore t<span class="_ _2"></span>ax</div><div class="t m0 x185 h13 y13fb ffd fs8 fc8 sc0 ls14 ws11">Par<span class="_ _2"></span>ent compan<span class="_ _2"></span>y: £1,700,000, which r<span class="_ _2"></span>epresents <span class="_ _2"></span>1% of the paren<span class="_ _2"></span>t compan<span class="_ _2"></span>y<span class="_ _1"></span>’<span class="_ _0"></span>s total </div><div class="t m0 x185 h13 y13fc ffd fs8 fc8 sc0 ls14 ws11">assets.  P<span class="_ _2"></span>arent <span class="_ _2"></span>company c<span class="_ _2"></span>omponent mat<span class="_ _2"></span>eriality has been capped <span class="_ _2"></span>at an amount </div><div class="t m0 x185 h13 y13fd ffd fs8 fc8 sc0 ls14 ws11">less than gr<span class="_ _2"></span>oup materiality f<span class="_ _2"></span>or gr<span class="_ _2"></span>oup audit purposes.</div><div class="t m0 x185 h13 y13fe ffd fs8 fc8 sc0 ls14 ws11">Key audit <span class="_ _2"></span>matter<span class="_ _2"></span>s wer<span class="_ _2"></span>e identified as: </div><div class="t m0 x185 h13 y13ff ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Rev<span class="_ _2"></span>enue recognition <span class="_ _18"></span>- commission re<span class="_ _2"></span>fund</span></div><div class="t m0 x185 h13 y1400 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="fc8">Completeness<span class="ws0"> of </span>commission<span class="ffd"> <span class="_ _2"></span>refund r<span class="_ _2"></span>epaymen<span class="_ _2"></span>t liabilities</span></span></div><div class="t m0 x185 h13 y1401 ffd fs8 fc8 sc0 ls14 ws11">Our auditor<span class="_ _1"></span>’<span class="_ _0"></span>s report f<span class="_ _2"></span>or the year <span class="_ _2"></span>ended 31 December 2025 included no <span class="_ _2"></span>ke<span class="_ _2"></span>y audit </div><div class="t m0 x185 h13 y1402 ffd fs8 fc8 sc0 ls14 ws11">matter<span class="_ _2"></span>s f<span class="_ _2"></span>or the paren<span class="_ _2"></span>t compan<span class="_ _2"></span>y<span class="_ _0"></span>. </div><div class="t m0 x185 h13 y1403 ffd fs8 fc8 sc0 ls14 ws11">The predecessor audit<span class="_ _2"></span>or identified one k<span class="_ _0"></span>ey audit matter during the <span class="_ _2"></span>audit of the </div><div class="t m0 x185 h13 y1404 ffd fs8 fc8 sc0 ls14 ws11">year ended 31 December <span class="_ _2"></span>2024 that has not been <span class="_ _2"></span>reported as <span class="_ _2"></span>k<span class="_ _2"></span>ey audit matter<span class="_ _2"></span>s in </div><div class="t m0 x185 h13 y1405 ffd fs8 fc8 sc0 ls14 ws11">our curren<span class="_ _2"></span>t year<span class="_ _1"></span>’<span class="_ _0"></span>s report. This r<span class="_ _2"></span>elated t<span class="_ _2"></span>o: </div><div class="t m0 x185 h13 y1406 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">The rec<span class="_ _2"></span>overable <span class="_ _2"></span>amount of in<span class="_ _2"></span>vestmen<span class="_ _2"></span>ts held by the par<span class="_ _2"></span>ent compan<span class="_ _2"></span>y<span class="_ _0"></span>. This is not </span></div><div class="t m0 x84 h13 y1407 ffd fs8 fc8 sc0 ls14 ws11">considered <span class="_ _2"></span>to be k<span class="_ _2"></span>ey audit ma<span class="_ _2"></span>tter given <span class="_ _2"></span>the lack of indicat<span class="_ _2"></span>ors of <span class="_ _2"></span>impairment </div><div class="t m0 x84 h13 y1408 ffd fs8 fc8 sc0 ls14 ws11">identified during the curr<span class="_ _2"></span>ent y<span class="_ _2"></span>ear audit.</div><div class="t m0 x185 h13 y1409 ffd fs8 fc8 sc0 ls14 ws11">W<span class="_ _2"></span>e perf<span class="_ _2"></span>ormed an audit of the financial in<span class="_ _2"></span>formati<span class="_ _2"></span>on using component ma<span class="_ _2"></span>teriality </div><div class="t m0 x185 h13 y140a ffd fs8 fc8 sc0 ls14 ws11">(full-scope audit) on the <span class="_ _2"></span>parent and <span class="_ _2"></span>three componen<span class="_ _2"></span>ts, and audit of one or </div><div class="t m0 x185 h13 y140b ffd fs8 fc8 sc0 ls14 ws11">more accoun<span class="_ _2"></span>t balances, classes of tr<span class="_ _2"></span>ansactions or disclosur<span class="_ _2"></span>es of the componen<span class="_ _2"></span>t </div><div class="t m0 x185 h13 y140c ffd fs8 fc8 sc0 ls14 ws11">(specified procedur<span class="_ _2"></span>es) on five c<span class="_ _2"></span>omponents. W<span class="_ _0"></span>e performed analytical pr<span class="_ _2"></span>ocedures </div><div class="t m0 x185 h13 y140d ffd fs8 fc8 sc0 ls14 ws11">at gr<span class="_ _2"></span>oup level (analytical <span class="_ _2"></span>procedur<span class="_ _2"></span>es) on the remaining <span class="_ _2"></span>components of the <span class="_ _2"></span>group.</div><div class="t m0 xb1 hc0 y140e ff35 fs3b fc0 sc0 ls1 ws0">Key audit </div><div class="t m0 x4e hc1 y140f ff35 fs3b fc0 sc0 ls1 ws0">ma<span class="ff36">tt</span>ers</div><div class="t m0 x3d hc0 y1410 ff35 fs3b fc0 sc0 ls1 ws0">Scoping</div><div class="t m0 xda hc0 y1411 ff35 fs3b fc0 sc0 ls1 ws0">Materiality</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   88<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   88<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
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class="bi x0 y0 w5 h1" alt="" /><div class="t m0 xf he y1f ff11 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">88<span class="_ _13"> </span>89</div><div class="t m0 x18 h10 y21 ff37 fs4 fc6 sc0 ls1 ws0"> </div><div class="t m0 x18 h3e y2ca ff37 fs1 fc6 sc0 ls1 ws0"> </div><div class="t m0 xe he y1e ff38 fs6 fc4 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span><span class="fc0">FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span><span class="fc4">CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="ls11 wse">OVERVIEW</span></span></span></span></div><div class="t m0 x18 hbf y13bf ff16 fs24 fc10 sc0 ls2e ws2d">Key audit ma<span class="_ _1"></span>tter<span class="_ _1"></span>s</div><div class="t m0 x18 h13 y1412 ffd fs8 fc8 sc0 ls14 ws11">Key audit <span class="_ _2"></span>matter<span class="_ _2"></span>s are those <span class="_ _2"></span>matter<span class="_ _2"></span>s that, in our pr<span class="_ _2"></span>of<span class="_ _2"></span>essional judgement, <span class="_ _2"></span>were of </div><div class="t m0 x18 h13 y1413 ffd fs8 fc8 sc0 ls14 ws11">most significance <span class="_ _2"></span>in our audit of the financial s<span class="_ _2"></span>tat<span class="_ _2"></span>ements of the curr<span class="_ _2"></span>ent period </div><div class="t m0 x18 h13 y1414 ffd fs8 fc8 sc0 ls14 ws11">and include the most <span class="_ _2"></span>significant assessed risk<span class="_ _2"></span>s of mat<span class="_ _2"></span>erial missta<span class="_ _2"></span>tement (whe<span class="_ _2"></span>ther </div><div class="t m0 x18 h13 y1415 ffd fs8 fc8 sc0 ls14 ws11">or not due to <span class="_ _2"></span>fraud) tha<span class="_ _2"></span>t we identified. <span class="_ _2"></span>These matter<span class="_ _2"></span>s included those that <span class="_ _2"></span>had </div><div class="t m0 x18 h13 y1416 ffd fs8 fc8 sc0 ls14 ws11">the grea<span class="_ _2"></span>test e<span class="_ _2"></span>ffect on: <span class="_ _2"></span>the over<span class="_ _2"></span>all audit str<span class="_ _2"></span>ategy; <span class="_ _2"></span>the allocation of <span class="_ _2"></span>resources in </div><div class="t m0 x18 h13 y1417 ffd fs8 fc8 sc0 ls14 ws11">the audit; and dir<span class="_ _2"></span>ecting the eff<span class="_ _2"></span>orts of the eng<span class="_ _2"></span>agement t<span class="_ _2"></span>eam. These matter<span class="_ _2"></span>s wer<span class="_ _2"></span>e </div><div class="t m0 x18 h13 y1418 ffd fs8 fc8 sc0 ls14 ws11">addressed in the <span class="_ _2"></span>conte<span class="_ _2"></span>xt of our audit of the financial <span class="_ _2"></span>sta<span class="_ _2"></span>tements as a <span class="_ _2"></span>whole, and </div><div class="t m0 x18 h13 y1419 ffd fs8 fc8 sc0 ls14 ws11">in f<span class="_ _2"></span>orming our opinion thereon, <span class="_ _2"></span>and we do not pr<span class="_ _2"></span>ovide a separ<span class="_ _2"></span>ate <span class="_ _2"></span>opinion on </div><div class="t m0 x18 h13 y141a ffd fs8 fc8 sc0 ls14 ws11">these matter<span class="_ _2"></span>s.</div><div class="t m0 x18 h13 y141b ffd fs8 fc8 sc0 ls14 ws11">In the gr<span class="_ _2"></span>aph below<span class="_ _6"></span>, we hav<span class="_ _2"></span>e present<span class="_ _2"></span>ed the k<span class="_ _2"></span>ey audit ma<span class="_ _2"></span>tters <span class="_ _2"></span>and significant risk<span class="_ _2"></span>s </div><div class="t m0 x18 h13 y141c ffd fs8 fc8 sc0 ls14 ws11">relev<span class="_ _2"></span>ant to the <span class="_ _2"></span>audit. This is not a c<span class="_ _2"></span>omplete list <span class="_ _2"></span>of all risks iden<span class="_ _2"></span>tified by our audit.</div><div class="t m0 x77 hc2 y141d ff39 fs3c fc0 sc0 ls1 ws0">De<span class="ls93 ws90">sc</span>rip<span class="ff3a">ti</span>on</div><div class="t m0 xf4 hc3 y141e ff39 fs3c fc0 sc0 ls1 ws0">Aud<span class="ls94 ws91">it </span>response</div><div class="t m0 x77 hc3 y141f ff39 fs3c fc0 sc0 ls1 ws0">Di<span class="ls93 ws90">sc</span>losures</div><div class="t m0 xf9 hc3 y1420 ff39 fs3c fc0 sc0 ls1 ws0">O<span class="ls94 ws91">ur</span> resu<span class="ls94 ws91">lt</span>s and </div><div class="t m0 x10f hc2 y1421 ff39 fs3c fc0 sc0 ls1 ws0">Key observa<span class="ff3a">ti</span>ons</div><div class="t m0 x89 hc4 y1422 ff3b fs3c fc3 sc0 ls1 ws0">KAM</div><div class="t m0 x67 hc5 y1423 ff3c fs3d fc3 sc0 ls1 ws0"> </div><div class="t m0 x67 hc5 y1424 ff3c fs3d fc3 sc0 ls1 ws0"> </div><div class="t m0 x67 hc5 y1425 ff3c fs3d fc3 sc0 ls1 ws0"> </div><div class="t m0 x67 hc6 y1426 ff3d fs3d fc3 sc0 ls1 ws0"> </div><div class="t m0 x67 hc6 y1427 ff3d fs3d fc3 sc0 ls1 ws0"> </div><div class="t m0 x67 hc5 y1428 ff3c fs3d fc3 sc0 ls1 ws0"> </div><div class="t m0 x67 hc5 y1429 ff3c fs3d fc3 sc0 ls1 ws0"> </div><div class="t m0 x67 hc5 y142a ff3c fs3d fc3 sc0 ls1 ws0"> </div><div class="t m0 x67 hc5 y142b ff3c fs3d fc3 sc0 ls1 ws0"> </div><div class="t m0 x67 hc5 y142c ff3c fs3d fc3 sc0 ls1 ws0"> </div><div class="c x14 y142d w9 hc7"><div class="t m0 x0 hc8 y142e ff3e fs3e fc3 sc0 ls1 ws0">High <span class="ff3c"> </span></div></div><div class="c x12 y142f wa hc7"><div class="t m0 x0 hc8 y1430 ff3e fs3e fc3 sc0 ls1 ws0">Low <span class="ff3c"> </span></div></div><div class="c x39 y1431 wb hc9"><div class="t m0 x186 hca y1432 ff3d fs3e fc3 sc0 ls1 ws0">Poten<span class="ff3f">tial </span></div></div><div class="t m0 x57 hca y1433 ff3f fs3e fc3 sc0 ls1 ws0">fi<span class="ff3d">n</span>a<span class="ff3d">n</span>cial </div><div class="t m0 x69 hca y1434 ff3d fs3e fc3 sc0 ls1 ws0">st<span class="ff3f">a</span>tement </div><div class="c x39 y1431 wb hc9"><div class="t m0 x187 hca y1435 ff3d fs3e fc3 sc0 ls1 ws0">imp<span class="ff3f">a</span>ct<span class="_ _b3"> </span> </div></div><div class="c x75 y1436 wc hcb"><div class="t m0 x0 hc8 y1437 ff3e fs3e fc3 sc0 ls1 ws0">High <span class="ff3c"> </span></div></div><div class="c x63 y1438 wa hcc"><div class="t m0 x0 hc8 y1430 ff3e fs3e fc3 sc0 ls1 ws0">Low <span class="ff3c"> </span></div></div><div class="c x21 y1438 wd hcc"><div class="t m0 x0 hca y1430 ff3d fs3e fc3 sc0 ls1 ws0">Extent of m<span class="ff3f">a</span>n<span class="ff3f">a</span>gement jud<span class="_ _1"></span>gement<span class="_ _f8"> </span><span class="ff3c"> </span></div></div><div class="t m0 x4d hcd y1439 ff3e fs3f fc3 sc0 ls1 ws0">Revenue recogni<span class="ff40">ti</span>o<span class="ls95 ws92">n </span><span class="ff40">– transactions outside th<span class="_ _2"></span>e</span></div><div class="t m0 xb1 hcd y143a ff40 fs3f fc3 sc0 ls1 ws0">expected pattern (EAF, FS and S&amp;V divisions)</div><div class="t m0 x14c hcd y143b ff40 fs3f fc3 sc0 ls1 ws0">occurrence and accuracy </div><div class="t m0 x188 hce y143c ff3c fs3f fc3 sc0 ls1 ws0"> </div><div class="t m0 x163 hce y143d ff3c fs3f fc3 sc0 ls1 ws0"> </div><div class="t m0 x163 hce y143e ff3c fs3f fc3 sc0 ls1 ws0"> </div><div class="c x13e y143f we hcf"><div class="t m0 x0 hcd y1440 ff3e fs3f fc3 sc0 ls1 ws0">Provision<span class="ws93"> f</span>or professional<span class="_ _2"></span> <span class="ff40">ind</span>emnit<span class="ff40">y</span> <span class="_ _fb"> </span><span class="ff3c"> </span></div><div class="t m0 x0 hcd y1441 ff3e fs3f fc3 sc0 ls1 ws0">com<span class="ls96 ws94">pl</span>etene<span class="ff40 ls97 ws95">ss (S&amp;V division)<span class="_ _13f"> </span></span><span class="ff3c"> </span></div></div><div class="c x189 y1442 wf hd0"><div class="t m0 x18a hcd y1443 ff3e fs3f fc3 sc0 ls1 ws0">Management overri<span class="ff40">d</span>e of con<span class="_ _2"></span>trols</div></div><div class="c x6f y1444 wf hd0"><div class="t m0 xb hce y1443 ff3c fs3f fc3 sc0 ls1 ws0"> </div></div><div class="t m0 x170 hce y1445 ff3c fs3f fc3 sc0 ls1 ws0"> </div><div class="t m0 x11c hcd y1446 ff3e fs3f fc3 sc0 ls1 ws0">Revenue recogni<span class="ff40">ti</span>o<span class="ls95 ws92">n </span>– </div><div class="t m0 x11c hd1 y1447 ff3e fs3f fc3 sc0 ls1 ws0">commi<span class="ls97 ws95">ss</span>ion refunds  </div><div class="t m0 x161 hd1 y1448 ff3e fs3f fc3 sc0 ls97 ws0">Completeness of commission</div><div class="t m0 xbc hcd y1449 ff40 fs3f fc3 sc0 ls97 ws95">refund repayment liabilities</div><div class="c x137 y144a w10 hd2"><div class="t m0 x0 hcd y144b ff40 fs3f fc3 sc0 ls1 ws0">Investment in subsidiaries – </div><div class="t m0 x0 hcd y144c ff40 fs3f fc3 sc0 ls1 ws0">valuation and allocation (parent company only)</div></div><div class="c xcf y144d w11 hd3"><div class="t m0 x18b hcd y144e ff40 fs3f fc3 sc0 ls97 ws95">Key audit matter</div></div><div class="c x18c y144d wf hd3"><div class="t m0 x18b hcd y144e ff40 fs3f fc3 sc0 ls97 ws95">Significant risk</div></div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   89<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   89<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
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ABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAADAPyQTTLVkIwC45wAQ2/W8nxUAAABO4AsUAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAPf5b3EAAAElSURBVAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAYhl0LU7ecQaTEgAAAABJRU5ErkJggg==" class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">90<span class="_ _13"> </span>91</div><div class="t m0 x6 h10 y21 ff33 fs4 fc6 sc0 ls6b ws66">Indep<span class="_ _1"></span>endent Audi<span class="_ _1"></span>t<span class="_ _2"></span>or<span class="_ _14"></span>’<span class="_ _18"></span>s<span class="_ _1"></span> Repo<span class="_ _1"></span>r<span class="_ _7"></span>t<span class="_ _1"></span> <span class="fs18 ls64 ws5f">contin<span class="_ _2"></span>ued</span></div><div class="t m0 x6 h3e y2ca ff33 fs1 fc6 sc0 ls1 ws0">to the Me<span class="_ _2"></span>mbers of L<span class="_ _1"></span>SL Pr<span class="_ _2"></span>oper<span class="_ _1"></span>t<span class="_ _1"></span>y Ser<span class="_ _1"></span>vices P<span class="_ _2"></span>lc</div><div class="t m0 x19 he y1e ff34 fs6 fc4 sc0 ls11 wse">OVERVIEW</div><div class="t m0 xc3 h2e y144f ff16 fs8 fc8 sc0 ls14 ws11">Key <span class="_ _2"></span>Audit Matter – <span class="_ _2"></span>Group <span class="_ _10a"> </span>How <span class="_ _2"></span>our scope addressed the <span class="_ _2"></span>matter – Gr<span class="_ _2"></span>oup</div><div class="t m0 xc3 hd4 y1450 ff13 fs24 fc6 sc0 ls2e ws2d">Revenue re<span class="_ _1"></span>cogni<span class="_ _1"></span>tion – commis<span class="_ _1"></span>sion ref<span class="_ _1"></span>unds</div><div class="t m0 xc3 h13 y1451 ffd fs8 fc8 sc0 ls14 ws11">Rev<span class="_ _2"></span>enue is the most <span class="_ _2"></span>significant item <span class="_ _2"></span>in the consolidat<span class="_ _2"></span>ed financial </div><div class="t m0 xc3 h13 y1452 ffd fs8 fc8 sc0 ls14 ws11">sta<span class="_ _2"></span>tements and <span class="_ _2"></span>directly impacts sev<span class="_ _2"></span>eral of the <span class="_ _2"></span>Group’<span class="_ _0"></span>s k<span class="_ _2"></span>ey </div><div class="t m0 xc3 h13 y1453 ffd fs8 fc8 sc0 ls14 ws11">performance <span class="_ _2"></span>indicator<span class="_ _2"></span>s set out in <span class="_ _2"></span>the Annual Report <span class="_ _2"></span>and Accounts. </div><div class="t m0 xc3 h13 y1454 ffd fs8 fc8 sc0 ls14 ws11">Rev<span class="_ _2"></span>enue is rec<span class="_ _2"></span>ognised in accor<span class="_ _2"></span>dance with IFRS 15 <span class="_ _2"></span>Revenue <span class="_ _2"></span>from </div><div class="t m0 xc3 h13 y1455 ffd fs8 fc8 sc0 ls14 ws11">Contr<span class="_ _2"></span>acts with Customer<span class="_ _2"></span>s. This s<span class="_ _2"></span>tandard <span class="_ _2"></span>requires <span class="_ _2"></span>the application </div><div class="t m0 xc3 h13 y1456 ffd fs8 fc8 sc0 ls14 ws11">of management judg<span class="_ _2"></span>ement and es<span class="_ _2"></span>timation, particularly when </div><div class="t m0 xc3 h13 y1457 ffd fs8 fc8 sc0 ls14 ws11">determining adjus<span class="_ _2"></span>tments f<span class="_ _2"></span>or variable c<span class="_ _2"></span>onsiderati<span class="_ _2"></span>on, including </div><div class="t m0 xc3 h13 y1458 ffd fs8 fc8 sc0 ls14 ws11">amounts r<span class="_ _2"></span>elated to <span class="_ _2"></span>commission re<span class="_ _2"></span>funds.</div><div class="t m0 xc3 h13 y1459 ffd fs8 fc8 sc0 ls14 ws11">W<span class="_ _2"></span>e hav<span class="_ _2"></span>e determined tha<span class="_ _2"></span>t variable c<span class="_ _2"></span>onsideration <span class="_ _2"></span>arising from </div><div class="t m0 xc3 h13 y145a ffd fs8 fc8 sc0 ls14 ws11">commission in the Financial <span class="_ _2"></span>Services division, involv<span class="_ _2"></span>es high estima<span class="_ _2"></span>tion </div><div class="t m0 xc3 h13 y145b ffd fs8 fc8 sc0 ls14 ws11">uncertainty <span class="_ _2"></span>and requir<span class="_ _2"></span>es significant manag<span class="_ _2"></span>ement judgement <span class="_ _2"></span>in </div><div class="t m0 xc3 h13 y145c ffd fs8 fc8 sc0 ls14 ws11">determining futur<span class="_ _2"></span>e re<span class="_ _2"></span>fund patterns, so <span class="_ _2"></span>was an ar<span class="_ _2"></span>ea that demanded a </div><div class="t m0 xc3 h13 y145d ffd fs8 fc8 sc0 ls14 ws11">higher degree of <span class="_ _2"></span>audit focus <span class="_ _2"></span>and challenge. </div><div class="t m0 xfc h13 y145e ffd fs8 fc8 sc0 ls14 ws11">In responding t<span class="_ _2"></span>o the k<span class="_ _2"></span>ey audit ma<span class="_ _2"></span>tter<span class="_ _6"></span>, we perf<span class="_ _2"></span>ormed the follo<span class="_ _2"></span>wing </div><div class="t m0 xfc h13 y145f ffd fs8 fc8 sc0 ls14 ws11">audit procedur<span class="_ _2"></span>es:</div><div class="t m0 xfc h14 y1460 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="fc8 ws0">Obtained an under<span class="_ _2"></span>st<span class="_ _2"></span>anding of the revenue and c<span class="_ _2"></span>ommission refund </span></div><div class="t m0 x3f h13 y1461 ffd fs8 fc8 sc0 ls14 ws11">processes, including <span class="_ _2"></span>how management iden<span class="_ _2"></span>tifies commission-</div><div class="t m0 x3f h13 y1462 ffd fs8 fc8 sc0 ls14 ws11">relat<span class="_ _2"></span>ed variable c<span class="_ _2"></span>onsideration <span class="_ _2"></span>and k<span class="_ _2"></span>ey assumptions used in </div><div class="t m0 x3f h13 y1463 ffd fs8 fc8 sc0 ls14 ws11">estimating e<span class="_ _2"></span>xpected r<span class="_ _2"></span>efunds.  W<span class="_ _0"></span>e performed walkthr<span class="_ _2"></span>oughs of this </div><div class="t m0 x3f h13 y1464 ffd fs8 fc8 sc0 ls14 ws11">to assess the design <span class="_ _2"></span>eff<span class="_ _2"></span>ectiveness of r<span class="_ _2"></span>elevant <span class="_ _2"></span>contr<span class="_ _2"></span>ols;</div><div class="t m0 xfc h14 y1465 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="fc8 ws0">Ev<span class="_ _2"></span>aluated the c<span class="_ _2"></span>onsistency and appr<span class="_ _2"></span>opriateness of the r<span class="_ _2"></span>elated </span></div><div class="t m0 x3f h13 y1466 ffd fs8 fc8 sc0 ls14 ws11">accounting policies <span class="_ _2"></span>in line with the financial r<span class="_ _2"></span>eporting frame<span class="_ _2"></span>work, </div><div class="t m0 x3f h13 y1467 ffd fs8 fc8 sc0 ls14 ws11">including IFRS 15; and</div><div class="t m0 xfc h14 y1468 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="fc8 ws0">T<span class="_ _6"></span>ested the accuracy of the amoun<span class="_ _2"></span>t of revenue c<span class="_ _2"></span>onstr<span class="_ _2"></span>ained </span></div><div class="t m0 x3f h13 y1469 ffd fs8 fc8 sc0 ls14 ws11">in respect of <span class="_ _2"></span>expected c<span class="_ _2"></span>ommission refunds. <span class="_ _2"></span> This was t<span class="_ _2"></span>ested </div><div class="t m0 x3f h13 y146a ffd fs8 fc8 sc0 ls14 ws11">concurren<span class="_ _2"></span>tly with our tes<span class="_ _2"></span>ting of commission r<span class="_ _2"></span>efund liabilities as </div><div class="t m0 x3f h13 y146b ffd fs8 fc8 sc0 ls14 ws11">described below<span class="_ _0"></span>.</div><div class="t m0 xc3 h11 y146c ffb fs8 fc8 sc0 ls14 ws0">Relev<span class="_ _2"></span>ant disclosures in the Annual R<span class="_ _2"></span>eport and Accounts</div><div class="t m0 xc3 h13 y146d ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Financial st<span class="_ _2"></span>atements: <span class="_ _2"></span>Note 3, R<span class="_ _2"></span>evenue.</span></div><div class="t m0 xfc h11 y146e ffb fs8 fc8 sc0 ls14 ws0">Our results</div><div class="t m0 xfc h13 y146d ffd fs8 fc8 sc0 ls14 ws11">Based on our audit w<span class="_ _2"></span>ork, we did not iden<span class="_ _2"></span>tify any ma<span class="_ _2"></span>terial </div><div class="t m0 xfc h13 y146f ffd fs8 fc8 sc0 ls14 ws11">missta<span class="_ _2"></span>tements in <span class="_ _2"></span>the reven<span class="_ _2"></span>ue recognised in <span class="_ _2"></span>the year<span class="_ _6"></span>.</div><div class="t m0 xc3 h2e y1470 ff16 fs8 fc8 sc0 ls14 ws11">Key <span class="_ _2"></span>Audit Matter – <span class="_ _2"></span>Group <span class="_ _10a"> </span>How <span class="_ _2"></span>our scope addressed the <span class="_ _2"></span>matter – Gr<span class="_ _2"></span>oup</div><div class="t m0 xc3 hd4 y1471 ff13 fs24 fc6 sc0 ls2e ws2d">Com<span class="_ _1"></span>pletene<span class="_ _1"></span>ss of commis<span class="_ _1"></span>sion ref<span class="_ _1"></span>und repaym<span class="_ _1"></span>ent liabili<span class="_ _1"></span>ties </div><div class="t m0 xc3 h13 y1472 ffd fs8 fc8 sc0 ls14 ws11">W<span class="_ _2"></span>e identified the c<span class="_ _2"></span>ompleteness of c<span class="_ _2"></span>ommission refund <span class="_ _2"></span>repa<span class="_ _2"></span>yment </div><div class="t m0 xc3 h13 y1473 ffd fs8 fc8 sc0 ls14 ws11">liabilities in the Financial Services Division, as one <span class="_ _2"></span>of the most </div><div class="t m0 xc3 h13 y1474 ffd fs8 fc8 sc0 ls14 ws11">significant assessed <span class="_ _2"></span>risks of mat<span class="_ _2"></span>erial misst<span class="_ _2"></span>atement due <span class="_ _2"></span>to fr<span class="_ _2"></span>aud and </div><div class="t m0 xc3 h13 y1475 ffd fs8 fc8 sc0 ls14 ws11">error<span class="_ _e"></span>.</div><div class="t m0 xc3 h13 y1476 ffd fs8 fc8 sc0 ls14 ws11">These amounts ar<span class="_ _2"></span>e presen<span class="_ _2"></span>ted as commission r<span class="_ _2"></span>efund liabilities (£2.8m) </div><div class="t m0 xc3 h13 y1477 ffd fs8 fc8 sc0 ls14 ws11">and appointed <span class="_ _2"></span>represen<span class="_ _2"></span>tativ<span class="_ _2"></span>e provision <span class="_ _2"></span>(£1.6m).</div><div class="t m0 xc3 h13 y1478 ffd fs8 fc8 sc0 ls14 ws11">These balances inv<span class="_ _2"></span>olve significan<span class="_ _2"></span>t judgement, particularly <span class="_ _2"></span>in </div><div class="t m0 xc3 h13 y1479 ffd fs8 fc8 sc0 ls14 ws11">estimating lap<span class="_ _2"></span>se ra<span class="_ _2"></span>tes and assessing pot<span class="_ _2"></span>ential clawback e<span class="_ _2"></span>xposures, </div><div class="t m0 xc3 h13 y147a ffd fs8 fc8 sc0 ls14 ws11">which increases the <span class="_ _2"></span>risk of misst<span class="_ _2"></span>atement <span class="_ _2"></span>or management bias. </div><div class="t m0 xc3 h13 y147b ffd fs8 fc8 sc0 ls14 ws11">For commission <span class="_ _2"></span>refund liabiliti<span class="_ _2"></span>es, the direct link t<span class="_ _2"></span>o rev<span class="_ _2"></span>enue crea<span class="_ _2"></span>tes </div><div class="t m0 xc3 h13 y147c ffd fs8 fc8 sc0 ls14 ws11">an opportunity f<span class="_ _2"></span>or fraud, <span class="_ _2"></span>as management c<span class="_ _2"></span>ould unders<span class="_ _2"></span>tat<span class="_ _2"></span>e these </div><div class="t m0 xc3 h13 y147d ffd fs8 fc8 sc0 ls14 ws11">liabilities to manipula<span class="_ _2"></span>te report<span class="_ _2"></span>ed rev<span class="_ _2"></span>enue, given the lev<span class="_ _2"></span>el of </div><div class="t m0 xc3 h13 y147e ffd fs8 fc8 sc0 ls14 ws11">judgement in<span class="_ _2"></span>volved an<span class="_ _2"></span>d potential f<span class="_ _2"></span>or managemen<span class="_ _2"></span>t bias.</div><div class="t m0 xc3 h13 y147f ffd fs8 fc8 sc0 ls14 ws11">Given the lev<span class="_ _2"></span>el of estima<span class="_ _2"></span>tion uncertainty <span class="_ _2"></span>and the direct link <span class="_ _2"></span>to </div><div class="t m0 xc3 h13 y1480 ffd fs8 fc8 sc0 ls14 ws11">rev<span class="_ _2"></span>enue, this matter w<span class="_ _2"></span>as one of the ma<span class="_ _2"></span>tters <span class="_ _2"></span>of most significance <span class="_ _2"></span>in </div><div class="t m0 xc3 h13 y1481 ffd fs8 fc8 sc0 ls14 ws11">our audit.</div><div class="t m0 xfc h13 y1482 ffd fs8 fc8 sc0 ls14 ws11">In responding t<span class="_ _2"></span>o the k<span class="_ _2"></span>ey audit ma<span class="_ _2"></span>tter<span class="_ _6"></span>, we perf<span class="_ _2"></span>ormed the follo<span class="_ _2"></span>wing </div><div class="t m0 xfc h13 y1483 ffd fs8 fc8 sc0 ls14 ws11">audit procedur<span class="_ _2"></span>es:</div><div class="t m0 xfc h14 y1484 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="fc8 ws0">Obtained an under<span class="_ _2"></span>st<span class="_ _2"></span>anding of the processes and con<span class="_ _2"></span>trols f<span class="_ _2"></span>or </span></div><div class="t m0 x3f h13 y1485 ffd fs8 fc8 sc0 ls14 ws11">identifying poten<span class="_ _2"></span>tial refunds, <span class="_ _2"></span>calculating the liabilities, <span class="_ _2"></span>and </div><div class="t m0 x3f h13 y1486 ffd fs8 fc8 sc0 ls14 ws11">approving <span class="_ _2"></span>ke<span class="_ _2"></span>y assumptions, and perf<span class="_ _2"></span>ormed a walk<span class="_ _2"></span>through t<span class="_ _2"></span>o </div><div class="t m0 x3f h13 y1487 ffd fs8 fc8 sc0 ls14 ws11">confirm con<span class="_ _2"></span>trols w<span class="_ _2"></span>ere implemen<span class="_ _2"></span>ted as designed;</div><div class="t m0 xfc h13 y1488 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Ev<span class="_ _2"></span>aluated manag<span class="_ _2"></span>ement<span class="_ _1"></span>’<span class="_ _0"></span>s modelling approach <span class="_ _2"></span>for appr<span class="_ _2"></span>opriateness, </span></div><div class="t m0 x3f h13 y1489 ffd fs8 fc8 sc0 ls14 ws11">including the lapse-r<span class="_ _2"></span>ate assump<span class="_ _2"></span>tions;</div><div class="t m0 xfc h13 y148a ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">V<span class="_ _2"></span>erified the ma<span class="_ _2"></span>thematical accur<span class="_ _2"></span>acy of the models and <span class="_ _2"></span>agreed </span></div><div class="t m0 x3f h13 y148b ffd fs8 fc8 sc0 ls14 ws11">all inputs, including his<span class="_ _2"></span>torical lapse da<span class="_ _2"></span>ta and cla<span class="_ _2"></span>wback trends, t<span class="_ _2"></span>o </div><div class="t m0 x3f h13 y148c ffd fs8 fc8 sc0 ls14 ws11">underlying supporting evidence;</div><div class="t m0 xfc h13 y148d ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">T<span class="_ _6"></span>ested the look<span class="_ _2"></span>-back analy<span class="_ _2"></span>sis performed b<span class="_ _2"></span>y management b<span class="_ _2"></span>y </span></div><div class="t m0 x3f h13 y148e ffd fs8 fc8 sc0 ls14 ws11">comparing prior<span class="_ _2"></span>-y<span class="_ _2"></span>ear estimat<span class="_ _2"></span>es to the actual <span class="_ _2"></span>outcomes observed </div><div class="t m0 x3f h13 y148f ffd fs8 fc8 sc0 ls14 ws11">in the curren<span class="_ _2"></span>t year<span class="_ _6"></span>, to ev<span class="_ _2"></span>aluate the <span class="_ _2"></span>accuracy of manag<span class="_ _2"></span>ement<span class="_ _1"></span>’<span class="_ _0"></span>s </div><div class="t m0 x3f h13 y1490 ffd fs8 fc8 sc0 ls14 ws11">for<span class="_ _2"></span>ecasting <span class="_ _2"></span>and identify an<span class="_ _2"></span>y indicator<span class="_ _2"></span>s of pot<span class="_ _2"></span>ential managemen<span class="_ _2"></span>t </div><div class="t m0 x3f h13 y1491 ffd fs8 fc8 sc0 ls14 ws11">bias;</div><div class="t m0 xfc h13 y1492 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Assessed the reasonableness <span class="_ _2"></span>of management’<span class="_ _2"></span>s assumptions by </span></div><div class="t m0 x3f h13 y1493 ffd fs8 fc8 sc0 ls14 ws11">comparing them t<span class="_ _2"></span>o historic<span class="_ _2"></span>al experience and t<span class="_ _2"></span>esting lapses paid </div><div class="t m0 x3f h13 y1494 ffd fs8 fc8 sc0 ls14 ws11">data <span class="_ _2"></span>and av<span class="_ _2"></span>ailable industry benchmarks; <span class="_ _2"></span>and </div><div class="t m0 xfc h13 y1495 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Review<span class="_ _2"></span>ed the complet<span class="_ _2"></span>eness, accuracy <span class="_ _2"></span>and clarity of rela<span class="_ _2"></span>ted </span></div><div class="t m0 x3f h13 y1496 ffd fs8 fc8 sc0 ls14 ws11">disclosures in the <span class="_ _2"></span>financial sta<span class="_ _2"></span>tements t<span class="_ _2"></span>o ensure the<span class="_ _2"></span>y appropria<span class="_ _2"></span>tely </div><div class="t m0 x3f h13 y1497 ffd fs8 fc8 sc0 ls14 ws11">described the basis of the liabilities, <span class="_ _2"></span>k<span class="_ _2"></span>ey assumptions used, </div><div class="t m0 x3f h13 y1498 ffd fs8 fc8 sc0 ls14 ws11">sensitivities, and an<span class="_ _2"></span>y significant judg<span class="_ _2"></span>ements made by manag<span class="_ _2"></span>ement.</div><div class="t m0 xc3 h11 y1499 ffb fs8 fc8 sc0 ls14 ws0">Relev<span class="_ _2"></span>ant disclosures in the Annual R<span class="_ _2"></span>eport and Accounts</div><div class="t m0 xc3 h13 y149a ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8"> <span class="_ _18"></span>Audit &amp; Risk Committee <span class="_ _2"></span>Report: K<span class="_ _2"></span>ey consider<span class="_ _2"></span>ations and appr<span class="_ _2"></span>ovals </span></div><div class="t m0 x18 h13 y149b ffd fs8 fc8 sc0 ls14 ws11">made by the Committ<span class="_ _2"></span>ee in relati<span class="_ _2"></span>on to the 2025 Annual <span class="_ _2"></span>Report and </div><div class="t m0 x18 h13 y149c ffc fs8 fc8 sc0 ls14 ws0">the Financial Stat<span class="_ _2"></span>ements<span class="ffd ls1">.</span></div><div class="t m0 xc3 h13 y149d ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Financial st<span class="_ _2"></span>atements: <span class="_ _2"></span>Note 2.24 Critical <span class="_ _2"></span>accounting judgemen<span class="_ _2"></span>ts and </span></div><div class="t m0 x18 h13 y149e ffd fs8 fc8 sc0 ls14 ws11">estimat<span class="_ _2"></span>es<span class="ls1 ws0">.<span class="ffc"> </span></span></div><div class="t m0 xc3 h13 y149f ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Financial st<span class="_ _2"></span>atements: <span class="_ _2"></span>Note 23, T<span class="_ _6"></span>rade pay<span class="_ _2"></span>ables. </span></div><div class="t m0 xc3 h13 y14a0 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Financial st<span class="_ _2"></span>atements: <span class="_ _2"></span>Note 25, Pr<span class="_ _2"></span>ovision f<span class="_ _2"></span>or liabilities.</span></div><div class="t m0 xfc h11 y14a1 ffb fs8 fc8 sc0 ls14 ws0">Our results</div><div class="t m0 xfc h13 y14a2 ffd fs8 fc8 sc0 ls14 ws11">Based on our audit w<span class="_ _2"></span>ork, we did not iden<span class="_ _2"></span>tify any ma<span class="_ _2"></span>terial </div><div class="t m0 xfc h13 y14a3 ffd fs8 fc8 sc0 ls14 ws11">missta<span class="_ _2"></span>tements in <span class="_ _2"></span>the completeness <span class="_ _2"></span>of commission re<span class="_ _2"></span>fund liabilities </div><div class="t m0 xfc h13 y14a4 ffd fs8 fc8 sc0 ls14 ws11">and appointed <span class="_ _2"></span>represen<span class="_ _2"></span>tativ<span class="_ _2"></span>e provision.</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   90<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   90<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
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class="bi x0 y0 w5 h1" alt="" /><div class="t m0 xf he y1f ff11 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">90<span class="_ _13"> </span>91</div><div class="t m0 x18 h10 y21 ff37 fs4 fc6 sc0 ls1 ws0"> </div><div class="t m0 x18 h3e y2ca ff37 fs1 fc6 sc0 ls1 ws0"> </div><div class="t m0 xe he y1e ff38 fs6 fc4 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span><span class="fc0">FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span><span class="fc4">CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="ls11 wse">OVERVIEW</span></span></span></span></div><div class="t m0 x18 hbf y13bf ff16 fs24 fc10 sc0 ls2e ws2d">Our ap<span class="_ _1"></span>plic<span class="_ _1"></span>ation of mat<span class="_ _1"></span>erial<span class="_ _1"></span>ity</div><div class="t m0 x18 h13 y1412 ffd fs8 fc8 sc0 ls14 ws11">W<span class="_ _2"></span>e apply the concep<span class="_ _2"></span>t of materiality <span class="_ _2"></span>both in planning and perf<span class="_ _2"></span>orming the audit, and in <span class="_ _2"></span>evaluating <span class="_ _2"></span>the eff<span class="_ _2"></span>ect of identified <span class="_ _2"></span>missta<span class="_ _2"></span>tements on the aud<span class="_ _2"></span>it </div><div class="t m0 x18 h13 y1413 ffd fs8 fc8 sc0 ls14 ws11">and of uncorr<span class="_ _2"></span>ected misst<span class="_ _2"></span>atemen<span class="_ _2"></span>ts, if any<span class="_ _6"></span>, on the financial st<span class="_ _2"></span>atemen<span class="_ _2"></span>ts and in f<span class="_ _2"></span>orming the opinion in the <span class="_ _2"></span>auditor<span class="_ _1"></span>’<span class="_ _0"></span>s report.</div><div class="t m0 x18 h13 y14a5 ffd fs8 fc8 sc0 ls14 ws11">Materiality w<span class="_ _2"></span>as determined as <span class="_ _2"></span>follow<span class="_ _2"></span>s:</div><div class="t m0 x41 h11 y14a6 ffb fs8 fc8 sc0 ls14 ws0">Materiality measur<span class="_ _2"></span>e<span class="_ _140"> </span><span class="ws11">Group<span class="_ _141"> </span></span>Par<span class="_ _2"></span>ent company</div><div class="t m0 x41 h2e y14a7 ff16 fs8 fc8 sc0 ls14 ws11">Materiality f<span class="_ _2"></span>or financial st<span class="_ _2"></span>atemen<span class="_ _2"></span>ts as a whole<span class="_ _123"> </span><span class="ffd">We de<span class="_ _2"></span>fine materiality as the <span class="_ _2"></span>magnitude of misst<span class="_ _2"></span>atemen<span class="_ _2"></span>t in the financial st<span class="_ _2"></span>atemen<span class="_ _2"></span>ts </span></div><div class="t m0 xfa h13 y14a8 ffd fs8 fc8 sc0 ls14 ws11">that, individually or in <span class="_ _2"></span>the aggrega<span class="_ _2"></span>te, could <span class="_ _2"></span>reasonably be e<span class="_ _2"></span>xpected to in<span class="_ _2"></span>fluence the </div><div class="t m0 xfa h13 y14a9 ffd fs8 fc8 sc0 ls14 ws11">economic decisions of the <span class="_ _2"></span>users of these <span class="_ _2"></span>financial sta<span class="_ _2"></span>tements. W<span class="_ _0"></span>e use materiality in </div><div class="t m0 xfa h13 y14aa ffd fs8 fc8 sc0 ls14 ws11">determining the na<span class="_ _2"></span>ture, timing and <span class="_ _2"></span>extent of <span class="_ _2"></span>our audit work.</div><div class="t m0 x41 h13 y14ab ffc fs8 fc8 sc0 ls14 ws0">Materiality thr<span class="_ _2"></span>eshold<span class="_ _140"> </span><span class="ffd ws11">£1,300,000 (2024: £1,300,000) which </span></div><div class="t m0 xfa h13 y14ac ffd fs8 fc8 sc0 ls14 ws11">repr<span class="_ _2"></span>esents 5% of adjus<span class="_ _2"></span>ted pr<span class="_ _2"></span>ofit </div><div class="t m0 xfa h13 y14ad ffd fs8 fc8 sc0 ls14 ws11">bef<span class="_ _2"></span>ore t<span class="_ _2"></span>ax. The r<span class="_ _2"></span>ange of componen<span class="_ _2"></span>t </div><div class="t m0 xfa h13 y14ae ffd fs8 fc8 sc0 ls14 ws11">materialities used <span class="_ _2"></span>across the gr<span class="_ _2"></span>oup was </div><div class="t m0 xfa h13 y14af ffd fs8 fc8 sc0 ls14 ws11">£465,000 to £676,000.</div><div class="t m0 x7e h13 y14b0 ffd fs8 fc8 sc0 ls14 ws11">£1,700,000 (2024: £700,000), which </div><div class="t m0 x7e h13 y14b1 ffd fs8 fc8 sc0 ls14 ws11">repr<span class="_ _2"></span>esents 1% of tot<span class="_ _2"></span>al assets. The </div><div class="t m0 x7e h14 y14b2 ffc fs8 fc8 sc0 ls14 ws0">parent c<span class="_ _2"></span>ompany mat<span class="_ _2"></span>eriality is solely for </div><div class="t m0 x7e h14 y14b3 ffc fs8 fc8 sc0 ls14 ws0">the purposes of the parent c<span class="_ _2"></span>ompany </div><div class="t m0 x7e h13 y14b4 ffd fs8 fc8 sc0 ls14 ws11">sta<span class="_ _2"></span>tutory audit. A low<span class="_ _2"></span>er component </div><div class="t m0 x7e h14 y14b5 ffc fs8 fc8 sc0 ls14 ws0">materiality has been used in r<span class="_ _2"></span>espect of the </div><div class="t m0 x7e h13 y14b6 ffd fs8 fc8 sc0 ls14 ws11">parent <span class="_ _2"></span>company f<span class="_ _2"></span>or the gr<span class="_ _2"></span>oup financial </div><div class="t m0 x7e h13 y14b7 ffd fs8 fc8 sc0 ls14 ws11">sta<span class="_ _2"></span>tements audit.</div><div class="t m0 x41 h13 y14b8 ffd fs8 fc8 sc0 ls14 ws11">Significant judg<span class="_ _2"></span>ements made by audit<span class="_ _2"></span>or in </div><div class="t m0 x41 h14 y14b9 ffc fs8 fc8 sc0 ls14 ws0">determining mat<span class="_ _2"></span>eriality</div><div class="t m0 xfa h13 y14b8 ffd fs8 fc8 sc0 ls14 ws11">In determining ma<span class="_ _2"></span>teriality<span class="_ _6"></span>, we made the </div><div class="t m0 xfa h13 y14b9 ffd fs8 fc8 sc0 ls14 ws11">followin<span class="_ _2"></span>g significant judg<span class="_ _2"></span>ements: </div><div class="t m0 xfa h13 y14ba ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">The group’<span class="_ _6"></span>s adjusted pr<span class="_ _2"></span>ofit bef<span class="_ _2"></span>ore t<span class="_ _2"></span>ax </span></div><div class="t m0 x23 h14 y14bb ffc fs8 fc8 sc0 ls14 ws0">is considered the mos<span class="_ _2"></span>t appropria<span class="_ _2"></span>te </div><div class="t m0 x23 h13 y14bc ffd fs8 fc8 sc0 ls14 ws11">benchmark because it is <span class="_ _2"></span>the most </div><div class="t m0 x23 h14 y14bd ffc fs8 fc8 sc0 ls14 ws0">relev<span class="_ _2"></span>ant st<span class="_ _2"></span>able performance measur<span class="_ _2"></span>e </div><div class="t m0 x23 h13 y14be ffd fs8 fc8 sc0 ls14 ws11">to the s<span class="_ _2"></span>tak<span class="_ _2"></span>eholders <span class="_ _2"></span>of the group. </div><div class="t m0 x23 h13 y14bf ffd fs8 fc8 sc0 ls14 ws11">W<span class="_ _2"></span>e hav<span class="_ _2"></span>e adjusted pr<span class="_ _2"></span>ofit bef<span class="_ _2"></span>or<span class="_ _2"></span>e tax </div><div class="t m0 x23 h14 y14c0 ffc fs8 fc8 sc0 ls14 ws0">to accoun<span class="_ _2"></span>t for non-r<span class="_ _2"></span>ecurring post<span class="_ _2"></span>-</div><div class="t m0 x23 h13 y14c1 ffd fs8 fc8 sc0 ls14 ws11">acquisition costs <span class="_ _2"></span>of £509,000.</div><div class="t m0 xfa h14 y14c2 ffc fs8 fc8 sc0 ls14 ws0">Materiality f<span class="_ _2"></span>or the curren<span class="_ _2"></span>t year is equal </div><div class="t m0 xfa h13 y14c3 ffd fs8 fc8 sc0 ls14 ws11">to the lev<span class="_ _2"></span>el that w<span class="_ _2"></span>as determined f<span class="_ _2"></span>or the </div><div class="t m0 xfa h13 y14c4 ffd fs8 fc8 sc0 ls14 ws11">year ended 31 December <span class="_ _2"></span>2024</div><div class="t m0 x7e h13 y14c5 ffd fs8 fc8 sc0 ls14 ws11">In determining ma<span class="_ _2"></span>teriality<span class="_ _6"></span>, we made the </div><div class="t m0 x7e h13 y14c6 ffd fs8 fc8 sc0 ls14 ws11">followin<span class="_ _2"></span>g significant judg<span class="_ _2"></span>ements: </div><div class="t m0 x7e h14 y14ba ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="fc8 ws0">The parent c<span class="_ _2"></span>ompany’<span class="_ _2"></span>s tot<span class="_ _2"></span>al assets </span></div><div class="t m0 x14d h14 y14bb ffc fs8 fc8 sc0 ls14 ws0">is considered the mos<span class="_ _2"></span>t appropria<span class="_ _2"></span>te </div><div class="t m0 x14d h13 y14bc ffd fs8 fc8 sc0 ls14 ws11">benchmark because it is <span class="_ _2"></span>the most </div><div class="t m0 x14d h13 y14bd ffd fs8 fc8 sc0 ls14 ws11">relev<span class="_ _2"></span>ant measure <span class="_ _2"></span>of financial position </div><div class="t m0 x14d h13 y14be ffd fs8 fc8 sc0 ls14 ws11">for <span class="_ _2"></span>the stak<span class="_ _0"></span>eholders of the paren<span class="_ _2"></span>t </div><div class="t m0 x14d h13 y14bf ffd fs8 fc8 sc0 ls14 ws11">compan<span class="_ _2"></span>y<span class="_ _0"></span>, which is a holding compan<span class="_ _2"></span>y<span class="_ _0"></span>.</div><div class="t m0 x7e h14 y14c7 ffc fs8 fc8 sc0 ls14 ws0">Materiality f<span class="_ _2"></span>or the curren<span class="_ _2"></span>t year is higher </div><div class="t m0 x7e h13 y14c8 ffd fs8 fc8 sc0 ls14 ws11">than the level <span class="_ _2"></span>that was de<span class="_ _2"></span>termined f<span class="_ _2"></span>or the </div><div class="t m0 x7e h13 y14c2 ffd fs8 fc8 sc0 ls14 ws11">year ended 31 December <span class="_ _2"></span>2024 to r<span class="_ _2"></span>eflect a </div><div class="t m0 x7e h13 y14c3 ffd fs8 fc8 sc0 ls14 ws11">change in the benchmark being <span class="_ _2"></span>used (the </div><div class="t m0 x7e h13 y14c4 ffd fs8 fc8 sc0 ls14 ws11">predecessor audit<span class="_ _2"></span>or used 1% of equity as </div><div class="t m0 x7e h14 y14c9 ffc fs8 fc8 sc0 ls14 ws0">a base and capped st<span class="_ _2"></span>atutory mat<span class="_ _2"></span>eriality </div><div class="t m0 x7e h13 y14ca ffd fs8 fc8 sc0 ls14 ws11">below gr<span class="_ _2"></span>oup materiality<span class="_ _6"></span>.</div><div class="t m0 x41 h11 y14cb ffb fs8 fc8 sc0 ls14 ws0">Perf<span class="_ _2"></span>ormance materiality used to driv<span class="_ _2"></span>e the exten<span class="_ _2"></span>t </div><div class="t m0 x41 h2e y14cc ff16 fs8 fc8 sc0 ls14 ws11">of our tes<span class="_ _2"></span>ting</div><div class="t m0 xfa h13 y14cb ffd fs8 fc8 sc0 ls14 ws11">W<span class="_ _2"></span>e set perf<span class="_ _2"></span>ormance materiality <span class="_ _2"></span>at an amount <span class="_ _2"></span>less than materiality <span class="_ _2"></span>for the <span class="_ _2"></span>financial </div><div class="t m0 xfa h13 y14cc ffd fs8 fc8 sc0 ls14 ws11">sta<span class="_ _2"></span>tements as <span class="_ _2"></span>a whole to r<span class="_ _2"></span>educe to an appr<span class="_ _2"></span>opriately <span class="_ _2"></span>low level the <span class="_ _2"></span>probability tha<span class="_ _2"></span>t the </div><div class="t m0 xfa h14 y14cd ffc fs8 fc8 sc0 ls14 ws0">aggrega<span class="_ _2"></span>te of uncorr<span class="_ _2"></span>ected and undetect<span class="_ _2"></span>ed missta<span class="_ _2"></span>tements e<span class="_ _2"></span>xceeds mat<span class="_ _2"></span>eriality for the </div><div class="t m0 xfa h13 y14ce ffd fs8 fc8 sc0 ls14 ws11">financial st<span class="_ _2"></span>atements <span class="_ _2"></span>as a whole</div><div class="t m0 x41 h13 y14cf ffc fs8 fc8 sc0 ls14 ws0">Perf<span class="_ _2"></span>ormance mat<span class="_ _2"></span>eriality threshold<span class="_ _142"> </span><span class="ffd ws11">£845,000 (2024: £600,000) which is 65% </span></div><div class="t m0 xfa h13 y14d0 ffd fs8 fc8 sc0 ls14 ws11">of financial st<span class="_ _2"></span>atemen<span class="_ _2"></span>t materiality<span class="_ _6"></span>.</div><div class="t m0 xfa h14 y14d1 ffc fs8 fc8 sc0 ls14 ws0">The range of c<span class="_ _2"></span>omponent perf<span class="_ _2"></span>ormance </div><div class="t m0 xfa h13 y14d2 ffd fs8 fc8 sc0 ls14 ws11">materialities used <span class="_ _2"></span>across the gr<span class="_ _2"></span>oup was </div><div class="t m0 xfa h13 y14d3 ffd fs8 fc8 sc0 ls14 ws11">£465,000 to £676,000.</div><div class="t m0 x166 h13 y14d4 ffd fs8 fc8 sc0 ls14 ws11">£1,105,000 (2024: £350,000) which is </div><div class="t m0 x166 h13 y14d5 ffd fs8 fc8 sc0 ls14 ws11">65% of financial st<span class="_ _2"></span>atemen<span class="_ _2"></span>t materiality<span class="_ _6"></span>. </div><div class="t m0 x166 h14 y14d6 ffc fs8 fc8 sc0 ls14 ws0">Par<span class="_ _2"></span>ent compan<span class="_ _2"></span>y component perf<span class="_ _2"></span>ormance </div><div class="t m0 x166 h14 y14d7 ffc fs8 fc8 sc0 ls14 ws0">materiality has been c<span class="_ _2"></span>apped at an </div><div class="t m0 x166 h14 y14d8 ffc fs8 fc8 sc0 ls14 ws0">amount less than gr<span class="_ _2"></span>oup performance </div><div class="t m0 x166 h13 y14d9 ffd fs8 fc8 sc0 ls14 ws11">materiality f<span class="_ _2"></span>or gr<span class="_ _2"></span>oup audit purposes.</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   91<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   91<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pf5e" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc5e w4 h0"><img 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class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">92<span class="_ _13"> </span>93</div><div class="t m0 x6 h10 y21 ff33 fs4 fc6 sc0 ls6b ws66">Indep<span class="_ _1"></span>endent Audi<span class="_ _1"></span>t<span class="_ _2"></span>or<span class="_ _14"></span>’<span class="_ _18"></span>s<span class="_ _1"></span> Repo<span class="_ _1"></span>r<span class="_ _7"></span>t<span class="_ _1"></span> <span class="fs18 ls64 ws5f">contin<span class="_ _2"></span>ued</span></div><div class="t m0 x6 h3e y2ca ff33 fs1 fc6 sc0 ls1 ws0">to the Me<span class="_ _2"></span>mbers of L<span class="_ _1"></span>SL Pr<span class="_ _2"></span>oper<span class="_ _1"></span>t<span class="_ _1"></span>y Ser<span class="_ _1"></span>vices P<span class="_ _2"></span>lc</div><div class="t m0 x19 he y1e ff34 fs6 fc4 sc0 ls11 wse">OVERVIEW</div><div class="t m0 xc3 h11 y144f ffb fs8 fc8 sc0 ls14 ws0">Materiality measur<span class="_ _2"></span>e<span class="_ _140"> </span><span class="ws11">Group<span class="_ _141"> </span></span>Par<span class="_ _2"></span>ent company</div><div class="t m0 xc3 h13 y14da ffd fs8 fc8 sc0 ls14 ws11">Significant judg<span class="_ _2"></span>ements made by audit<span class="_ _2"></span>or in </div><div class="t m0 xc3 h14 y14db ffc fs8 fc8 sc0 ls14 ws0">determining perf<span class="_ _2"></span>ormance materiality</div><div class="t m0 xb0 h13 y14da ffd fs8 fc8 sc0 ls14 ws11">In determining perf<span class="_ _2"></span>ormance mat<span class="_ _2"></span>eriality<span class="_ _0"></span>, </div><div class="t m0 xb0 h13 y14db ffd fs8 fc8 sc0 ls14 ws11">we made the f<span class="_ _2"></span>ollowing signific<span class="_ _2"></span>ant </div><div class="t m0 xb0 h13 y14dc ffd fs8 fc8 sc0 ls14 ws11">judgements:</div><div class="t m0 xb0 h14 y14dd ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="fc8 ws0">The streng<span class="_ _2"></span>th of the con<span class="_ _2"></span>trol </span></div><div class="t m0 x142 h14 y14de ffc fs8 fc8 sc0 ls14 ws0">envir<span class="_ _2"></span>onment based on our </div><div class="t m0 x142 h14 y14df ffc fs8 fc8 sc0 ls14 ws0">assessment of the design and </div><div class="t m0 x142 h13 y14e0 ffd fs8 fc8 sc0 ls14 ws11">implementa<span class="_ _2"></span>tion of contr<span class="_ _2"></span>ols in both </div><div class="t m0 x142 h14 y14e1 ffc fs8 fc8 sc0 ls14 ws0">the prior year and the curren<span class="_ _2"></span>t year </div><div class="t m0 x142 h13 y14e2 ffd fs8 fc8 sc0 ls14 ws11">planning procedur<span class="_ _2"></span>es;</div><div class="t m0 xb0 h13 y14e3 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">The level of <span class="_ _2"></span>missta<span class="_ _2"></span>tements iden<span class="_ _2"></span>tified </span></div><div class="t m0 x142 h13 y14e4 ffd fs8 fc8 sc0 ls14 ws11">in previous <span class="_ _2"></span>audits; and</div><div class="t m0 xb0 h13 y14e5 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Whether significan<span class="_ _2"></span>t issues wer<span class="_ _2"></span>e </span></div><div class="t m0 x142 h13 y14e6 ffd fs8 fc8 sc0 ls14 ws11">noted in the prior <span class="_ _2"></span>year<span class="_ _6"></span>, through the </div><div class="t m0 x142 h13 y14e7 ffd fs8 fc8 sc0 ls14 ws11">predecessor audit<span class="_ _2"></span>or review<span class="_ _6"></span>, that ha<span class="_ _2"></span>ve </div><div class="t m0 x142 h14 y14e8 ffc fs8 fc8 sc0 ls14 ws0">not been addressed or ar<span class="_ _2"></span>e expected </div><div class="t m0 x142 h13 y14e9 ffd fs8 fc8 sc0 ls14 ws11">to r<span class="_ _2"></span>eoccur<span class="_ _6"></span>.</div><div class="t m0 xb0 h14 y14ea ffc fs8 fc8 sc0 ls14 ws0">In determining componen<span class="_ _2"></span>t performance </div><div class="t m0 xb0 h13 y14eb ffd fs8 fc8 sc0 ls14 ws11">materiality<span class="_ _6"></span>, we made the f<span class="_ _2"></span>ollowing </div><div class="t m0 xb0 h13 y14ec ffd fs8 fc8 sc0 ls14 ws11">significant judg<span class="_ _2"></span>ements: </div><div class="t m0 xb0 h13 y14ed ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Extent of disaggr<span class="_ _2"></span>egation <span class="_ _2"></span>of financial </span></div><div class="t m0 x142 h13 y3d8 ffd fs8 fc8 sc0 ls14 ws11">inf<span class="_ _2"></span>ormation across <span class="_ _2"></span>components, </div><div class="t m0 x142 h13 y14ee ffd fs8 fc8 sc0 ls14 ws11">including the rela<span class="_ _2"></span>tive risk and siz<span class="_ _2"></span>e of a </div><div class="t m0 x142 h13 y14ef ffd fs8 fc8 sc0 ls14 ws11">component t<span class="_ _2"></span>o the grou<span class="_ _2"></span>p.</div><div class="t m0 xb0 h14 y14f0 ffc fs8 fc8 sc0 ls14 ws0">For each componen<span class="_ _2"></span>t in scope f<span class="_ _2"></span>or our </div><div class="t m0 xb0 h13 y14f1 ffd fs8 fc8 sc0 ls14 ws11">group audit, <span class="_ _2"></span>we alloca<span class="_ _2"></span>ted a perf<span class="_ _2"></span>ormance </div><div class="t m0 xb0 h14 y14f2 ffc fs8 fc8 sc0 ls14 ws0">materiality tha<span class="_ _2"></span>t is less than our over<span class="_ _2"></span>all </div><div class="t m0 xb0 h13 y14f3 ffd fs8 fc8 sc0 ls14 ws11">group perf<span class="_ _2"></span>ormance mat<span class="_ _2"></span>eriality<span class="_ _0"></span>. </div><div class="t m0 xa5 h13 y14f4 ffd fs8 fc8 sc0 ls14 ws11">In determining perf<span class="_ _2"></span>ormance mat<span class="_ _2"></span>eriality<span class="_ _0"></span>, </div><div class="t m0 xa5 h13 y14f5 ffd fs8 fc8 sc0 ls14 ws11">we made the f<span class="_ _2"></span>ollowing signific<span class="_ _2"></span>ant </div><div class="t m0 xa5 h13 y14f6 ffd fs8 fc8 sc0 ls14 ws11">judgements: </div><div class="t m0 xa5 h14 y14dd ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="fc8 ws0">The streng<span class="_ _2"></span>th of the con<span class="_ _2"></span>trol en<span class="_ _2"></span>vironment </span></div><div class="t m0 x2f h14 y14de ffc fs8 fc8 sc0 ls14 ws0">based on our assessment of the design </div><div class="t m0 x2f h13 y14df ffd fs8 fc8 sc0 ls14 ws11">and implement<span class="_ _2"></span>ation of con<span class="_ _2"></span>trols in both </div><div class="t m0 x2f h14 y14e0 ffc fs8 fc8 sc0 ls14 ws0">the prior year and the curren<span class="_ _2"></span>t year </div><div class="t m0 x2f h13 y14e1 ffd fs8 fc8 sc0 ls14 ws11">planning procedur<span class="_ _2"></span>es; </div><div class="t m0 xa5 h13 yf77 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">The level of <span class="_ _2"></span>missta<span class="_ _2"></span>tements iden<span class="_ _2"></span>tified in </span></div><div class="t m0 x2f h13 y14f7 ffd fs8 fc8 sc0 ls14 ws11">previous audits; <span class="_ _2"></span>and </div><div class="t m0 xa5 h13 y1468 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Whether significan<span class="_ _2"></span>t issues wer<span class="_ _2"></span>e </span></div><div class="t m0 x2f h13 y1469 ffd fs8 fc8 sc0 ls14 ws11">noted in the prior <span class="_ _2"></span>year<span class="_ _6"></span>, through the </div><div class="t m0 x2f h13 y146a ffd fs8 fc8 sc0 ls14 ws11">predecessor audit<span class="_ _2"></span>or review<span class="_ _6"></span>, that ha<span class="_ _2"></span>ve </div><div class="t m0 x2f h14 y146b ffc fs8 fc8 sc0 ls14 ws0">not been addressed or ar<span class="_ _2"></span>e expected t<span class="_ _2"></span>o </div><div class="t m0 x2f h13 y14f8 ffd fs8 fc8 sc0 ls14 ws11">reoccur<span class="_ _6"></span>.</div><div class="t m0 xc3 h2e y14f9 ff16 fs8 fc8 sc0 ls14 ws11">Specific materiality<span class="_ _143"> </span><span class="ffd">W<span class="_ _2"></span>e determine specific <span class="_ _2"></span>materiality f<span class="_ _2"></span>or one or mor<span class="_ _2"></span>e particular classes of tr<span class="_ _2"></span>ansactions, </span></div><div class="t m0 xb0 h13 y14fa ffd fs8 fc8 sc0 ls14 ws11">account balances <span class="_ _2"></span>or disclosures f<span class="_ _2"></span>or which miss<span class="_ _2"></span>tatemen<span class="_ _2"></span>ts of lesser amounts <span class="_ _2"></span>than </div><div class="t m0 xb0 h13 y14fb ffd fs8 fc8 sc0 ls14 ws11">materiality f<span class="_ _2"></span>or the financial <span class="_ _2"></span>sta<span class="_ _2"></span>tements as a wh<span class="_ _2"></span>ole could reasonably <span class="_ _2"></span>be expected </div><div class="t m0 xb0 h13 y14fc ffd fs8 fc8 sc0 ls14 ws11">to influence the <span class="_ _2"></span>economic decisions of user<span class="_ _2"></span>s tak<span class="_ _0"></span>en on the basis of the financial </div><div class="t m0 xb0 h13 y14fd ffd fs8 fc8 sc0 ls14 ws11">sta<span class="_ _2"></span>tements.</div><div class="t m0 xc3 h13 y14fe ffd fs8 fc8 sc0 ls14 ws11">Specific materiality<span class="_ _141"> </span>We determined <span class="_ _2"></span>a lower lev<span class="_ _2"></span>el of specific </div><div class="t m0 xb0 h13 y14ff ffd fs8 fc8 sc0 ls14 ws11">materiality f<span class="_ _2"></span>or the f<span class="_ _2"></span>ollowing ar<span class="_ _2"></span>eas:</div><div class="t m0 xb0 h13 y1500 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">director’<span class="_ _2"></span>s remuner<span class="_ _2"></span>ation; and </span></div><div class="t m0 xb0 h14 y1501 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="fc8 ws0">disclosure of r<span class="_ _2"></span>elated party </span></div><div class="t m0 x142 h13 y1502 ffd fs8 fc8 sc0 ls14 ws11">transactions outside <span class="_ _2"></span>of the normal </div><div class="t m0 x142 h14 y1503 ffc fs8 fc8 sc0 ls14 ws0">cour<span class="_ _2"></span>se of business</div><div class="t m0 xa5 h13 y1504 ffd fs8 fc8 sc0 ls14 ws11">W<span class="_ _2"></span>e determined a <span class="_ _2"></span>lower level <span class="_ _2"></span>of specific </div><div class="t m0 xa5 h13 y1505 ffd fs8 fc8 sc0 ls14 ws11">materiality f<span class="_ _2"></span>or the f<span class="_ _2"></span>ollowing ar<span class="_ _2"></span>eas:</div><div class="t m0 xa5 h13 y1500 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">director’<span class="_ _2"></span>s remuner<span class="_ _2"></span>ation; and </span></div><div class="t m0 xa5 h13 y1501 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">disclosure of r<span class="_ _2"></span>elated <span class="_ _2"></span>party transactions </span></div><div class="t m0 x2f h14 y1502 ffc fs8 fc8 sc0 ls14 ws0">outside of the normal cour<span class="_ _2"></span>se of </div><div class="t m0 x2f h14 y1503 ffc fs8 fc8 sc0 ls14 ws11">business</div><div class="t m0 xc3 h2e y1506 ff16 fs8 fc8 sc0 ls14 ws11">Communication of miss<span class="_ _2"></span>tat<span class="_ _2"></span>ements to the <span class="_ _2"></span>audit and </div><div class="t m0 xc3 h2e y1507 ff16 fs8 fc8 sc0 ls14 ws11">risk committee</div><div class="t m0 xb0 h13 y1506 ffd fs8 fc8 sc0 ls14 ws11">W<span class="_ _2"></span>e determine a <span class="_ _2"></span>threshold f<span class="_ _2"></span>or reporting unadju<span class="_ _2"></span>sted diff<span class="_ _2"></span>er<span class="_ _2"></span>ences to the audit and risk </div><div class="t m0 xb0 h13 y1507 ffd fs8 fc8 sc0 ls14 ws11">committee.</div><div class="t m0 xc3 h13 y1508 ffd fs8 fc8 sc0 ls14 ws11">Threshold f<span class="_ _2"></span>or communic<span class="_ _2"></span>ation<span class="_ _144"> </span>£65,000 (2024: £60,000) which </div><div class="t m0 xb0 h13 y1509 ffd fs8 fc8 sc0 ls14 ws11">repr<span class="_ _2"></span>esents 5% of financial s<span class="_ _2"></span>tat<span class="_ _2"></span>ement </div><div class="t m0 xb0 h13 y150a ffd fs8 fc8 sc0 ls14 ws11">materiality<span class="_ _6"></span>, and missta<span class="_ _2"></span>tements below </div><div class="t m0 xb0 h13 y150b ffd fs8 fc8 sc0 ls14 ws11">that thr<span class="_ _2"></span>eshold that, in our vie<span class="_ _2"></span>w<span class="_ _6"></span>, warrant </div><div class="t m0 xb0 h13 y150c ffd fs8 fc8 sc0 ls14 ws11">reporting on qualit<span class="_ _2"></span>ative <span class="_ _2"></span>grounds.</div><div class="t m0 xa5 h13 y150d ffd fs8 fc8 sc0 ls14 ws11">£85,000 (2024: £35,000) which r<span class="_ _2"></span>epresents </div><div class="t m0 xa5 h13 y150e ffd fs8 fc8 sc0 ls14 ws11">5% of financial st<span class="_ _2"></span>atemen<span class="_ _2"></span>t materiality<span class="_ _6"></span>, </div><div class="t m0 xa5 h13 y150f ffd fs8 fc8 sc0 ls14 ws11">and misst<span class="_ _2"></span>atements <span class="_ _2"></span>below that thr<span class="_ _2"></span>eshold </div><div class="t m0 xa5 h13 y1510 ffd fs8 fc8 sc0 ls14 ws11">that, in our vie<span class="_ _2"></span>w<span class="_ _6"></span>, warrant r<span class="_ _2"></span>eporting on </div><div class="t m0 xa5 h13 y1511 ffd fs8 fc8 sc0 ls14 ws11">qualitativ<span class="_ _2"></span>e grounds.</div><div class="t m0 xa5 h14 y1512 ffc fs8 fc8 sc0 ls14 ws0">The parent c<span class="_ _2"></span>ompany mat<span class="_ _2"></span>eriality is solely </div><div class="t m0 xa5 h14 y1513 ffc fs8 fc8 sc0 ls14 ws0">for the purposes of the par<span class="_ _2"></span>ent compan<span class="_ _2"></span>y </div><div class="t m0 xa5 h13 y1514 ffd fs8 fc8 sc0 ls14 ws11">sta<span class="_ _2"></span>tutory audit. A low<span class="_ _2"></span>er component </div><div class="t m0 xa5 h14 y1515 ffc fs8 fc8 sc0 ls14 ws0">materiality has been used in r<span class="_ _2"></span>espect of the </div><div class="t m0 xa5 h13 y1516 ffd fs8 fc8 sc0 ls14 ws11">parent <span class="_ _2"></span>company f<span class="_ _2"></span>or the gr<span class="_ _2"></span>oup financial </div><div class="t m0 xa5 h13 y1517 ffd fs8 fc8 sc0 ls14 ws11">sta<span class="_ _2"></span>tements audit.</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   92<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   92<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pf5f" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc5f w4 h0"><img 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" class="bi x0 y0 w5 h1" alt="" /><div class="t m0 xf he y1f ff11 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">92<span class="_ _13"> </span>93</div><div class="t m0 x18 h10 y21 ff37 fs4 fc6 sc0 ls1 ws0"> </div><div class="t m0 x18 h3e y2ca ff37 fs1 fc6 sc0 ls1 ws0"> </div><div class="t m0 xe he y1e ff38 fs6 fc4 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span><span class="fc0">FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span><span class="fc4">CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="ls11 wse">OVERVIEW</span></span></span></span></div><div class="t m0 x41 h13 y144f ffd fs8 fc8 sc0 ls14 ws11">The graph <span class="_ _2"></span>below illustr<span class="_ _2"></span>ates how <span class="_ _2"></span>performance ma<span class="_ _2"></span>teriality and the r<span class="_ _2"></span>ange of c<span class="_ _2"></span>omponent perf<span class="_ _2"></span>ormance mat<span class="_ _2"></span>eriality inter<span class="_ _2"></span>acts with our ov<span class="_ _2"></span>erall </div><div class="t m0 x41 h13 y1518 ffd fs8 fc8 sc0 ls14 ws11">materiality and <span class="_ _2"></span>the threshold f<span class="_ _2"></span>or communic<span class="_ _2"></span>ation to the <span class="_ _2"></span>audit committee and <span class="_ _2"></span>risk committee.</div><div class="t m0 x41 h11 y14db ffb fs8 fc8 sc0 ls14 ws0">Over<span class="_ _2"></span>all materiality - Group<span class="_ _145"> </span>Over<span class="_ _2"></span>all materiality - P<span class="_ _2"></span>arent</div><div class="t m0 x15f hd5 y1519 ff41 fs40 fc3 sc0 ls98 ws96">Profit before tax, £23.3m<span class="_ _f9"> </span>FSM, £1.3m</div><div class="t m0 x95 hd5 y151a ff42 fs40 fc3 sc0 ls98 ws96">Total assets, £173.5m<span class="_ _20"> </span>FSM £1.7m</div><div class="t m0 x12 hd6 y151b ff43 fs40 fc3 sc0 ls98 ws96">FSM</div><div class="t m0 xb2 hd5 y151c ff44 fs40 fc3 sc0 ls98 ws96">£1.30m</div><div class="t m0 x9f hd6 y151b ff43 fs40 fc3 sc0 ls98 ws96">PM</div><div class="t m0 x1e hd5 y151c ff44 fs40 fc3 sc0 ls98 ws96">£0.85m</div><div class="t m0 x17e hd6 y151b ff43 fs40 fc3 sc0 ls98 ws96">RoPM</div><div class="t m0 x15e hd5 y151c ff44 fs40 fc3 sc0 ls98 ws96">£0.47m to</div><div class="t m0 x14e hd5 y151d ff44 fs40 fc3 sc0 ls98 ws96">£0.68m</div><div class="t m0 xb0 hd5 y151b ff44 fs40 fc3 sc0 ls98 ws96">TfC</div><div class="t m0 x18d hd5 y151c ff44 fs40 fc3 sc0 ls98 ws96">£0.07m</div><div class="t m0 x94 hd6 y151e ff45 fs40 fc3 sc0 ls98 ws96">FSM</div><div class="t m0 x143 hd5 y151f ff46 fs40 fc3 sc0 ls98 ws96">£1.70m</div><div class="t m0 x2e hd6 y151e ff45 fs40 fc3 sc0 ls98 ws96">PM</div><div class="t m0 x11c hd5 y151f ff46 fs40 fc3 sc0 ls98 ws96">£1.11m</div><div class="t m0 x170 hd5 y151e ff46 fs40 fc3 sc0 ls98 ws96">TfC</div><div class="t m0 x7d hd5 y151f ff46 fs40 fc3 sc0 ls98 ws96">£0.09m</div><div class="t m0 x18 h1d y1520 ffd fs11 fc8 sc0 ls2b ws29">FSM: Fi<span class="_ _1"></span>nanc<span class="_ _1"></span>ial st<span class="_ _1"></span>atem<span class="_ _1"></span>ent mate<span class="_ _1"></span>rial<span class="_ _1"></span>it<span class="_ _1"></span>y, <span class="_ _2"></span>PM: Per<span class="_ _1"></span>fo<span class="_ _1"></span>rman<span class="_ _1"></span>ce mate<span class="_ _1"></span>rial<span class="_ _1"></span>it<span class="_ _1"></span>y, <span class="_ _2"></span>Ro<span class="_ _1"></span>PM: rang<span class="_ _1"></span>e of per<span class="_ _1"></span>fo<span class="_ _1"></span>rman<span class="_ _1"></span>ce mate<span class="_ _1"></span>rial<span class="_ _1"></span>it<span class="_ _1"></span>y at nin<span class="_ _1"></span>e comp<span class="_ _1"></span>one<span class="_ _1"></span>nts, T<span class="_ _1"></span>fC<span class="_ _1"></span>: Thre<span class="_ _1"></span>sho<span class="_ _1"></span>ld for c<span class="_ _1"></span>ommun<span class="_ _1"></span>ica<span class="_ _1"></span>tion to t<span class="_ _1"></span>he </div><div class="t m0 x18 h1d y1521 ffd fs11 fc8 sc0 ls2b ws29">aud<span class="_ _1"></span>it and r<span class="_ _1"></span>isk co<span class="_ _1"></span>mmitt<span class="_ _1"></span>ee.</div><div class="t m0 x18 h6f y1522 ffb fs24 fc10 sc0 ls2e ws0">An ove<span class="_ _1"></span>rv<span class="_ _1"></span>iew of th<span class="_ _1"></span>e sco<span class="_ _1"></span>pe of our a<span class="_ _1"></span>udit</div><div class="t m0 x18 h13 y1523 ffd fs8 fc8 sc0 ls14 ws11">W<span class="_ _2"></span>e perf<span class="_ _2"></span>ormed a risk<span class="_ _2"></span>-based audit that <span class="_ _2"></span>requires <span class="_ _2"></span>an unders<span class="_ _2"></span>tanding of the gr<span class="_ _2"></span>oup’<span class="_ _0"></span>s and the paren<span class="_ _2"></span>t compan<span class="_ _2"></span>y<span class="_ _1"></span>’<span class="_ _0"></span>s business and in particular ma<span class="_ _2"></span>tters r<span class="_ _2"></span>elated </div><div class="t m0 x18 h13 y1524 ffd fs8 fc8 sc0 ls3d ws3c">to:</div><div class="t m0 x18 h6f y1525 ffb fs24 fc6 sc0 ls70 ws6b">Understanding the group, its components, their environments, a<span class="_ _2"></span>nd its system of internal control including common controls</div><div class="t m0 x18 h13 y1526 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">The Group <span class="_ _2"></span>auditor obt<span class="_ _2"></span>ained an unders<span class="_ _2"></span>tanding of the <span class="_ _2"></span>group and its <span class="_ _2"></span>components, their en<span class="_ _2"></span>vironmen<span class="_ _2"></span>t, and its s<span class="_ _2"></span>yst<span class="_ _2"></span>em of internal <span class="_ _2"></span>contr<span class="_ _2"></span>ol, including </span></div><div class="t m0 xce h13 y1527 ffd fs8 fc8 sc0 ls14 ws11">the natur<span class="_ _2"></span>e and exten<span class="_ _2"></span>t of common, and assessed <span class="_ _2"></span>the risks of ma<span class="_ _2"></span>terial misst<span class="_ _2"></span>atemen<span class="_ _2"></span>t at the gr<span class="_ _2"></span>oup level.</div><div class="t m0 x18 hbf y1528 ff16 fs24 fc6 sc0 ls2e ws2d">Ide<span class="_ _1"></span>ntif<span class="_ _1"></span>yin<span class="_ _1"></span>g compo<span class="_ _1"></span>nent<span class="_ _1"></span>s at which to pe<span class="_ _1"></span>rf<span class="_ _1"></span>orm audi<span class="_ _1"></span>t proc<span class="_ _1"></span>edure<span class="_ _1"></span>s</div><div class="t m0 x18 h13 y1529 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">W<span class="_ _2"></span>e hav<span class="_ _2"></span>e determined the c<span class="_ _2"></span>omponents at <span class="_ _2"></span>which to perf<span class="_ _2"></span>orm further audit pr<span class="_ _2"></span>ocedures, by <span class="_ _2"></span>considering the f<span class="_ _2"></span>ollowing:</span></div><div class="t m0 xce h13 y152a ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8"> <span class="_ _18"></span>components in <span class="_ _2"></span>scope f<span class="_ _2"></span>or further audit pr<span class="_ _2"></span>ocedures due t<span class="_ _2"></span>o individually including a risk of ma<span class="_ _2"></span>terial misst<span class="_ _2"></span>atemen<span class="_ _2"></span>t to the gr<span class="_ _2"></span>oup financial </span></div><div class="t m0 x39 h14 y152b ffc fs8 fc8 sc0 ls14 ws0">sta<span class="_ _2"></span>tements due t<span class="_ _2"></span>o the component’<span class="_ _2"></span>s nature or cir<span class="_ _2"></span>cumst<span class="_ _2"></span>ances</div><div class="t m0 xce h13 y152c ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">components in <span class="_ _2"></span>scope f<span class="_ _2"></span>or further audit pr<span class="_ _2"></span>ocedures due t<span class="_ _2"></span>o the natur<span class="_ _2"></span>e and siz<span class="_ _2"></span>e of assets, liabilities and tr<span class="_ _2"></span>ansactions at the <span class="_ _2"></span>component (being of </span></div><div class="t m0 x39 h13 y152d ffd fs8 fc8 sc0 ls14 ws11">financial significance t<span class="_ _2"></span>o one or more <span class="_ _2"></span>scoped items tha<span class="_ _2"></span>t it is requir<span class="_ _2"></span>ed to be <span class="_ _2"></span>in scope)</div><div class="t m0 xce h13 y152e ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">components in <span class="_ _2"></span>scope f<span class="_ _2"></span>or further audit pr<span class="_ _2"></span>ocedures to <span class="_ _2"></span>obtain sufficien<span class="_ _2"></span>t appropria<span class="_ _2"></span>te audit evidence f<span class="_ _2"></span>or significan<span class="_ _2"></span>t classes of tr<span class="_ _2"></span>ansactions, </span></div><div class="t m0 x39 h13 y152f ffd fs8 fc8 sc0 ls14 ws11">account balances <span class="_ _2"></span>and disclosures, or f<span class="_ _2"></span>or unpr<span class="_ _2"></span>edictability </div><div class="t m0 x18 hbf y1530 ff16 fs24 fc6 sc0 ls2e ws2d">T<span class="_ _2"></span>ype of work to be p<span class="_ _1"></span>er<span class="_ _1"></span>form<span class="_ _1"></span>ed on financ<span class="_ _1"></span>ial info<span class="_ _1"></span>rmati<span class="_ _1"></span>on of paren<span class="_ _1"></span>t and other c<span class="_ _1"></span>ompo<span class="_ _1"></span>nents (in<span class="_ _1"></span>clud<span class="_ _1"></span>ing how it addr<span class="_ _1"></span>ess<span class="_ _1"></span>ed the key audi<span class="_ _1"></span>t </div><div class="t m0 x18 hbf y1531 ff16 fs24 fc6 sc0 ls99 ws97">matters)</div><div class="t m0 x18 h13 y1532 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8"> <span class="_ _18"></span>In order t<span class="_ _2"></span>o address the <span class="_ _2"></span>audit risks identified <span class="_ _2"></span>during our planning pr<span class="_ _2"></span>ocedures, the gr<span class="_ _2"></span>oup engag<span class="_ _2"></span>ement team <span class="_ _2"></span>determined that <span class="_ _2"></span>the following <span class="_ _2"></span>audit </span></div><div class="t m0 xce h13 y1533 ffd fs8 fc8 sc0 ls14 ws11">procedur<span class="_ _2"></span>es wer<span class="_ _2"></span>e necessary:</div><div class="t m0 xce h13 y1534 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">full-scope audits on the <span class="_ _2"></span>financial sta<span class="_ _2"></span>tements of <span class="_ _2"></span>four c<span class="_ _2"></span>omponents, being LSL P<span class="_ _2"></span>roperty Services plc (par<span class="_ _2"></span>ent compan<span class="_ _2"></span>y), e.surv Limited, Fir<span class="_ _2"></span>st </span></div><div class="t m0 x39 h13 y1535 ffd fs8 fc8 sc0 ls14 ws11">Complete Limit<span class="_ _2"></span>ed and Y<span class="_ _0"></span>our-Mo<span class="_ _2"></span>ve.co.uk Limit<span class="_ _2"></span>ed;</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   93<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   93<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
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class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">94<span class="_ _13"> </span>95</div><div class="t m0 x6 h10 y21 ff33 fs4 fc6 sc0 ls6b ws66">Indep<span class="_ _1"></span>endent Audi<span class="_ _1"></span>t<span class="_ _2"></span>or<span class="_ _14"></span>’<span class="_ _18"></span>s<span class="_ _1"></span> Repo<span class="_ _1"></span>r<span class="_ _7"></span>t<span class="_ _1"></span> <span class="fs18 ls64 ws5f">contin<span class="_ _2"></span>ued</span></div><div class="t m0 x6 h3e y2ca ff33 fs1 fc6 sc0 ls1 ws0">to the Me<span class="_ _2"></span>mbers of L<span class="_ _1"></span>SL Pr<span class="_ _2"></span>oper<span class="_ _1"></span>t<span class="_ _1"></span>y Ser<span class="_ _1"></span>vices P<span class="_ _2"></span>lc</div><div class="t m0 x19 he y1e ff34 fs6 fc4 sc0 ls11 wse">OVERVIEW</div><div class="t m0 x52 h13 y1c7 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">specific scope pr<span class="_ _2"></span>ocedures w<span class="_ _2"></span>ere perf<span class="_ _2"></span>ormed on five <span class="_ _2"></span>components, R<span class="_ _2"></span>eeds Rains Limited, Adv<span class="_ _2"></span>ance Mortg<span class="_ _2"></span>age Funding Limited, P<span class="_ _2"></span>er<span class="_ _2"></span>sonal T<span class="_ _6"></span>ouch </span></div><div class="t m0 x108 h13 y1c8 ffd fs8 fc8 sc0 ls14 ws11">Financial Services Limited, LSLi Limit<span class="_ _2"></span>ed and LSL Corpor<span class="_ _2"></span>ate Clien<span class="_ _2"></span>t Services Limited. This was <span class="_ _2"></span>in order t<span class="_ _2"></span>o obtain sufficien<span class="_ _2"></span>t appropria<span class="_ _2"></span>te audit </div><div class="t m0 x108 h13 y1c9 ffd fs8 fc8 sc0 ls14 ws11">evidence in r<span class="_ _2"></span>espect of the financial st<span class="_ _2"></span>atemen<span class="_ _2"></span>t line items c<span class="_ _2"></span>onsidered t<span class="_ _2"></span>o be of financial significance; and</div><div class="t m0 x52 h13 y1536 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">analytical re<span class="_ _2"></span>views on the r<span class="_ _2"></span>emaining components.</span></div><div class="t m0 x6 h6f y1537 ffb fs24 fc6 sc0 ls92 ws8f">Performance of our<span class="_ _2"></span> audit</div><div class="t m0 x6 h13 y1538 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8"> <span class="_ _18"></span>In tot<span class="_ _2"></span>al, cover<span class="_ _2"></span>age ov<span class="_ _2"></span>er rev<span class="_ _2"></span>enue amounts to <span class="_ _2"></span>87% and cover<span class="_ _2"></span>age ov<span class="_ _2"></span>er profit <span class="_ _2"></span>befor<span class="_ _2"></span>e ta<span class="_ _2"></span>x amounts t<span class="_ _2"></span>o 81%.</span></div><div class="t m0 x6 h13 y1539 ffd fs8 fc8 sc0 ls14 ws11">Further audit pr<span class="_ _2"></span>ocedures perf<span class="_ _2"></span>ormed on componen<span class="_ _2"></span>ts subject to specific sc<span class="_ _2"></span>ope and specified pr<span class="_ _2"></span>ocedures ma<span class="_ _2"></span>y not ha<span class="_ _2"></span>ve included tes<span class="_ _2"></span>ting of all </div><div class="t m0 x6 h13 y153a ffd fs8 fc8 sc0 ls14 ws11">significant acc<span class="_ _2"></span>ount balances of such <span class="_ _2"></span>components, but further <span class="_ _2"></span>audit procedur<span class="_ _2"></span>es were <span class="_ _2"></span>performed on <span class="_ _2"></span>specific accounts within <span class="_ _2"></span>that componen<span class="_ _2"></span>t that </div><div class="t m0 x6 h13 y153b ffd fs8 fc8 sc0 ls14 ws11">we, the gr<span class="_ _2"></span>oup auditor<span class="_ _6"></span>, consider<span class="_ _2"></span>ed had the poten<span class="_ _2"></span>tial for th<span class="_ _2"></span>e great<span class="_ _2"></span>est impact on the <span class="_ _2"></span>group financial s<span class="_ _2"></span>tat<span class="_ _2"></span>ements either due t<span class="_ _2"></span>o risk, siz<span class="_ _2"></span>e or cov<span class="_ _2"></span>erage. </div><div class="t m0 x6 h13 y153c ffd fs8 fc8 sc0 ls14 ws11">The components <span class="_ _2"></span>within the scope of further <span class="_ _2"></span>audit procedur<span class="_ _2"></span>es account<span class="_ _2"></span>ed for <span class="_ _2"></span>the follo<span class="_ _2"></span>wing percent<span class="_ _2"></span>ages of the gr<span class="_ _2"></span>oup’<span class="_ _0"></span>s results, including the k<span class="_ _0"></span>ey </div><div class="t m0 x6 h13 y153d ffd fs8 fc8 sc0 ls14 ws11">audit matter<span class="_ _2"></span>s identified:</div><div class="t m0 xc3 h1d y153e ffc fs11 fc7 sc0 ls1 ws0">Audit approach<span class="_ _146"> </span><span class="ffd">No. of components</span></div><div class="t m0 x3c h1d y153f ffd fs11 fc7 sc0 ls1 ws0">% cover<span class="_ _2"></span>age total </div><div class="t m0 x10a h1d y153e ffc fs11 fc7 sc0 ls1 ws0">assets<span class="_ _f8"> </span><span class="ffd">% cover<span class="_ _2"></span>age rev<span class="_ _2"></span>enue</span></div><div class="t m0 x170 h1d y153f ffd fs11 fc7 sc0 ls1 ws0">% cover<span class="_ _2"></span>age PBT </div><div class="t m0 x76 h1d y153e ffd fs11 fc7 sc0 ls1 ws0">(absolute PB<span class="_ _2"></span>T)</div><div class="t m0 xc3 h13 y1540 ffc fs8 fc3 sc0 ls1 ws0">Full-scope audit<span class="_ _147"> </span><span class="ffd">4<span class="_ _131"> </span>67% <span class="_ _c7"> </span>73% <span class="_ _c7"> </span>73% </span></div><div class="t m0 xc3 h13 y1541 ffd fs8 fc3 sc0 ls1 ws0">Specific scope pr<span class="_ _2"></span>ocedures<span class="_ _148"> </span>5<span class="_ _131"> </span>16%<span class="_ _110"> </span>14%<span class="_ _96"> </span>8%</div><div class="t m0 xc3 h2e y1542 ff16 fs8 fc3 sc0 ls1 ws0">Full-scope and specific scope procedur<span class="_ _2"></span>es cover<span class="_ _2"></span>age<span class="_ _149"> </span><span class="ffb">9<span class="_ _110"> </span>83% <span class="_ _c7"> </span>87% <span class="_ _c7"> </span>81% </span></div><div class="t m0 xc3 h13 y1543 ffd fs8 fc3 sc0 ls1 ws0">Analytical procedur<span class="_ _2"></span>es<span class="_ _51"> </span>65<span class="_ _131"> </span>17%<span class="_ _131"> </span>13%<span class="_ _131"> </span>19%</div><div class="t m0 xc3 h11 y1544 ffb fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal<span class="_ _14a"> </span>74<span class="_ _14b"> </span>100%<span class="_ _14b"> </span>100%<span class="_ _14b"> </span>100%</div><div class="t m0 x6 hd4 y1545 ff13 fs24 fc6 sc0 ls2e ws2d">Com<span class="_ _1"></span>munica<span class="_ _1"></span>tions with co<span class="_ _1"></span>mpone<span class="_ _1"></span>nt auditor<span class="_ _1"></span>s</div><div class="t m0 x6 h13 y1546 ffd fs8 fc8 sc0 ls14 ws11">The full scope audit <span class="_ _2"></span>of Firs<span class="_ _2"></span>t Complete Limit<span class="_ _2"></span>ed and the specified pr<span class="_ _2"></span>ocedures on Adv<span class="_ _2"></span>ance Mortgag<span class="_ _2"></span>e Funding Limited and <span class="_ _2"></span>Per<span class="_ _2"></span>sonal T<span class="_ _6"></span>ouch Financial </div><div class="t m0 x6 h13 y1547 ffd fs8 fc8 sc0 ls14 ws11">Services Limited wer<span class="_ _2"></span>e perf<span class="_ _2"></span>ormed by a componen<span class="_ _2"></span>t auditor<span class="_ _6"></span>. Gr<span class="_ _2"></span>oup instructions w<span class="_ _2"></span>ere issued, highligh<span class="_ _2"></span>ting the risks that <span class="_ _2"></span>needed to be addr<span class="_ _2"></span>essed </div><div class="t m0 x6 h13 y1548 ffd fs8 fc8 sc0 ls14 ws11">through the <span class="_ _2"></span>audit procedur<span class="_ _2"></span>es and specified the inf<span class="_ _2"></span>ormation tha<span class="_ _2"></span>t we r<span class="_ _2"></span>equired t<span class="_ _2"></span>o be report<span class="_ _2"></span>ed to the gr<span class="_ _2"></span>oup auditor<span class="_ _e"></span>. The group auditor has r<span class="_ _2"></span>eviewed </div><div class="t m0 x6 h13 y1549 ffd fs8 fc8 sc0 ls14 ws11">the work perf<span class="_ _2"></span>ormed by them <span class="_ _2"></span>during the planning, fieldwork and c<span class="_ _2"></span>ompletion st<span class="_ _2"></span>ages of the audit.</div><div class="t m0 x6 h6f y154a ffb fs24 fc10 sc0 ls9a ws98">Changes<span class="_ _2"></span> in approach<span class="_ _2"></span> from previous<span class="_ _2"></span> period</div><div class="t m0 x6 h13 y154b ffd fs8 fc8 sc0 ls14 ws11">This was our fir<span class="_ _2"></span>st y<span class="_ _2"></span>ear as auditor <span class="_ _2"></span>of LSL Pr<span class="_ _2"></span>operty plc. Accor<span class="_ _2"></span>dingly<span class="_ _0"></span>, there wer<span class="_ _2"></span>e no changes in <span class="_ _2"></span>audit scope compar<span class="_ _2"></span>ed with the prior y<span class="_ _2"></span>ear<span class="_ _6"></span>.</div><div class="t m0 x6 hd4 y154c ff13 fs24 fc6 sc0 ls2e ws2d">Oth<span class="_ _1"></span>er informati<span class="_ _1"></span>on</div><div class="t m0 x6 h13 y154d ffd fs8 fc8 sc0 ls14 ws11">The other inf<span class="_ _2"></span>ormation comp<span class="_ _2"></span>rises the inf<span class="_ _2"></span>ormation included in the <span class="_ _2"></span>annual report and acc<span class="_ _2"></span>ounts, other than the fin<span class="_ _2"></span>ancial sta<span class="_ _2"></span>tements and <span class="_ _2"></span>our auditor<span class="_ _1"></span>’<span class="_ _0"></span>s </div><div class="t m0 x6 h13 y154e ffd fs8 fc8 sc0 ls14 ws11">report ther<span class="_ _2"></span>eon. The direct<span class="_ _2"></span>ors ar<span class="_ _2"></span>e responsible f<span class="_ _2"></span>or the other <span class="_ _2"></span>informa<span class="_ _2"></span>tion cont<span class="_ _2"></span>ained within the annual r<span class="_ _2"></span>eport and accoun<span class="_ _2"></span>ts. Our opinion on the </div><div class="t m0 x6 h13 y154f ffd fs8 fc8 sc0 ls14 ws11">financial st<span class="_ _2"></span>atements <span class="_ _2"></span>does not cov<span class="_ _2"></span>er the other inf<span class="_ _2"></span>ormation and, e<span class="_ _2"></span>xcept <span class="_ _2"></span>to the e<span class="_ _2"></span>xtent otherwise e<span class="_ _2"></span>xplicitly sta<span class="_ _2"></span>ted in our r<span class="_ _2"></span>eport, we do <span class="_ _2"></span>not express <span class="_ _2"></span>any </div><div class="t m0 x6 h13 y1550 ffd fs8 fc8 sc0 ls14 ws11">form <span class="_ _2"></span>of assurance c<span class="_ _2"></span>onclusion thereon. </div><div class="t m0 x6 h13 y1551 ffd fs8 fc8 sc0 ls14 ws11">Our responsibility is <span class="_ _2"></span>to read <span class="_ _2"></span>the other inf<span class="_ _2"></span>ormation and, in doing <span class="_ _2"></span>so, consider <span class="_ _2"></span>whether the other inf<span class="_ _2"></span>ormation is <span class="_ _2"></span>materially incon<span class="_ _2"></span>sistent <span class="_ _2"></span>with </div><div class="t m0 x6 h13 y1552 ffd fs8 fc8 sc0 ls14 ws11">the financial st<span class="_ _2"></span>atemen<span class="_ _2"></span>ts or our knowledge ob<span class="_ _2"></span>tained in the audit <span class="_ _2"></span>or otherwise appears t<span class="_ _2"></span>o be mat<span class="_ _2"></span>erially missta<span class="_ _2"></span>ted. If w<span class="_ _2"></span>e identify such mat<span class="_ _2"></span>erial </div><div class="t m0 x6 h13 y1553 ffd fs8 fc8 sc0 ls14 ws11">inconsist<span class="_ _2"></span>encies or apparen<span class="_ _2"></span>t material miss<span class="_ _2"></span>tat<span class="_ _2"></span>ements, we <span class="_ _2"></span>are requir<span class="_ _2"></span>ed to de<span class="_ _2"></span>termine whether ther<span class="_ _2"></span>e is a mat<span class="_ _2"></span>erial misst<span class="_ _2"></span>atement <span class="_ _2"></span>in the financial </div><div class="t m0 x6 h13 y1554 ffd fs8 fc8 sc0 ls14 ws11">sta<span class="_ _2"></span>tements themselv<span class="_ _2"></span>es. If<span class="_ _0"></span>, based on the work w<span class="_ _2"></span>e hav<span class="_ _2"></span>e performed, <span class="_ _2"></span>we conclude tha<span class="_ _2"></span>t there is a <span class="_ _2"></span>material miss<span class="_ _2"></span>tat<span class="_ _2"></span>ement of this other in<span class="_ _2"></span>forma<span class="_ _2"></span>tion, we </div><div class="t m0 x6 h13 y1555 ffd fs8 fc8 sc0 ls14 ws11">are r<span class="_ _2"></span>equired to <span class="_ _2"></span>report that <span class="_ _2"></span>fact. </div><div class="t m0 x6 h13 y1556 ffd fs8 fc8 sc0 ls14 ws11">W<span class="_ _2"></span>e hav<span class="_ _2"></span>e nothing to r<span class="_ _2"></span>eport in this r<span class="_ _2"></span>egard.</div><div class="t m0 xc3 hbf y1557 ff16 fs24 fc10 sc0 ls2e ws2d">Our op<span class="_ _1"></span>inion<span class="_ _1"></span>s on other ma<span class="_ _1"></span>tters pr<span class="_ _1"></span>esc<span class="_ _1"></span>ribe<span class="_ _1"></span>d by the Comp<span class="_ _1"></span>anies Ac<span class="_ _1"></span>t 20<span class="_ _1"></span>06 are un<span class="_ _1"></span>modi<span class="_ _1"></span>fied</div><div class="t m0 xc3 h13 y1558 ffd fs8 fc8 sc0 ls14 ws11">In our opinion, the part of <span class="_ _2"></span>the director<span class="_ _2"></span>s’ remun<span class="_ _2"></span>eration r<span class="_ _2"></span>eport to be <span class="_ _2"></span>audited has been pr<span class="_ _2"></span>operly prepar<span class="_ _2"></span>ed in accor<span class="_ _2"></span>dance with the Companies </div><div class="t m0 xc3 h13 y1559 ffd fs8 fc8 sc0 ls14 ws11">Act 2006.</div><div class="t m0 xc3 h13 y155a ffd fs8 fc8 sc0 ls14 ws11">In our opinion, based on the <span class="_ _2"></span>work undertak<span class="_ _0"></span>en in the course of <span class="_ _2"></span>the audit:</div><div class="t m0 xc3 h13 y155b ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">the inf<span class="_ _2"></span>ormation given in <span class="_ _2"></span>the str<span class="_ _2"></span>ategic r<span class="_ _2"></span>eport and the dir<span class="_ _2"></span>ectors’ <span class="_ _2"></span>report f<span class="_ _2"></span>or the financial y<span class="_ _2"></span>ear for wh<span class="_ _2"></span>ich the financial st<span class="_ _2"></span>atemen<span class="_ _2"></span>ts are </span></div><div class="t m0 x18 h13 y155c ffd fs8 fc8 sc0 ls14 ws11">prepar<span class="_ _2"></span>ed is consist<span class="_ _2"></span>ent with the financial <span class="_ _2"></span>sta<span class="_ _2"></span>tements; and</div><div class="t m0 xc3 h13 y155d ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">the str<span class="_ _2"></span>ategic r<span class="_ _2"></span>eport and the dir<span class="_ _2"></span>ectors’ <span class="_ _2"></span>report ha<span class="_ _2"></span>ve been pr<span class="_ _2"></span>epared in acc<span class="_ _2"></span>ordance with applic<span class="_ _2"></span>able legal r<span class="_ _2"></span>equiremen<span class="_ _2"></span>ts.</span></div><div class="t m0 x6 hbf y155e ff16 fs24 fc10 sc0 ls2e ws2d">Matte<span class="_ _1"></span>r on which we are re<span class="_ _1"></span>quir<span class="_ _1"></span>ed to repo<span class="_ _1"></span>rt un<span class="_ _1"></span>der the Co<span class="_ _1"></span>mpani<span class="_ _1"></span>es Act 20<span class="_ _1"></span>0<span class="_ _1"></span>6</div><div class="t m0 x6 h13 y155f ffd fs8 fc8 sc0 ls14 ws11">In the light of <span class="_ _2"></span>the knowledge and under<span class="_ _2"></span>st<span class="_ _2"></span>anding of the gr<span class="_ _2"></span>oup and the paren<span class="_ _2"></span>t compan<span class="_ _2"></span>y and their en<span class="_ _2"></span>vironment <span class="_ _2"></span>obtained in the <span class="_ _2"></span>course of <span class="_ _2"></span>the audit, </div><div class="t m0 x6 h13 y1560 ffd fs8 fc8 sc0 ls14 ws11">we ha<span class="_ _2"></span>ve not identified <span class="_ _2"></span>material miss<span class="_ _2"></span>tat<span class="_ _2"></span>ements in the s<span class="_ _2"></span>trat<span class="_ _2"></span>egic report or <span class="_ _2"></span>the director<span class="_ _2"></span>s’ report. <span class="_ _2"></span></div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   94<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   94<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pf61" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc61 w4 h0"><img 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class="bi x0 y0 w5 h1" alt="" /><div class="t m0 xf he y1f ff11 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">94<span class="_ _13"> </span>95</div><div class="t m0 x18 h10 y21 ff37 fs4 fc6 sc0 ls1 ws0"> </div><div class="t m0 x18 h3e y2ca ff37 fs1 fc6 sc0 ls1 ws0"> </div><div class="t m0 xe he y1e ff38 fs6 fc4 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span><span class="fc0">FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span><span class="fc4">CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="ls11 wse">OVERVIEW</span></span></span></span></div><div class="t m0 x18 hbf y13bf ff16 fs24 fc10 sc0 ls2e ws2d">Matte<span class="_ _1"></span>rs on whi<span class="_ _1"></span>ch we are requ<span class="_ _1"></span>ired to rep<span class="_ _1"></span>or<span class="_ _1"></span>t by excepti<span class="_ _1"></span>on</div><div class="t m0 x18 h13 y1412 ffd fs8 fc8 sc0 ls14 ws11">W<span class="_ _2"></span>e hav<span class="_ _2"></span>e nothing to r<span class="_ _2"></span>eport in respect <span class="_ _2"></span>of the f<span class="_ _2"></span>ollowing matter<span class="_ _2"></span>s in r<span class="_ _2"></span>elation to which <span class="_ _2"></span>the Companies Act 2006 r<span class="_ _2"></span>equires us t<span class="_ _2"></span>o report to <span class="_ _2"></span>you if<span class="_ _0"></span>, in our </div><div class="t m0 x18 h13 y1413 ffd fs8 fc8 sc0 ls14 ws11">opinion:</div><div class="t m0 x18 h13 y1561 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">adequate acc<span class="_ _2"></span>ounting r<span class="_ _2"></span>ecords ha<span class="_ _2"></span>ve not been k<span class="_ _0"></span>ept by the paren<span class="_ _2"></span>t compan<span class="_ _2"></span>y<span class="_ _0"></span>, or returns adequa<span class="_ _2"></span>te f<span class="_ _2"></span>or our audit ha<span class="_ _2"></span>ve not been r<span class="_ _2"></span>eceived fr<span class="_ _2"></span>om </span></div><div class="t m0 xce h13 y1562 ffd fs8 fc8 sc0 ls14 ws11">branches not <span class="_ _2"></span>visited by us; or</div><div class="t m0 x18 h13 y1563 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">the paren<span class="_ _2"></span>t company <span class="_ _2"></span>financial st<span class="_ _2"></span>atements an<span class="_ _2"></span>d the part of the dir<span class="_ _2"></span>ectors’ <span class="_ _2"></span>remuner<span class="_ _2"></span>ation report <span class="_ _2"></span>to be audited <span class="_ _2"></span>are not in agr<span class="_ _2"></span>eement with the </span></div><div class="t m0 xce h13 y1564 ffd fs8 fc8 sc0 ls14 ws11">accounting r<span class="_ _2"></span>ecords <span class="_ _2"></span>and returns; or</div><div class="t m0 x18 h13 y1565 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">certain disclosur<span class="_ _2"></span>es of direct<span class="_ _2"></span>ors’ r<span class="_ _2"></span>emunera<span class="_ _2"></span>tion specified by law ar<span class="_ _2"></span>e not made; or</span></div><div class="t m0 x18 h13 y1566 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">we ha<span class="_ _2"></span>ve not r<span class="_ _2"></span>eceived all the inf<span class="_ _2"></span>ormation <span class="_ _2"></span>and explanations <span class="_ _2"></span>we requir<span class="_ _2"></span>e f<span class="_ _2"></span>or our audit.</span></div><div class="t m0 x18 h6f y1567 ffb fs24 fc10 sc0 ls9b ws99">Corpor<span class="_ _1"></span>ate go<span class="_ _2"></span>vernance statem<span class="_ _1"></span>ent</div><div class="t m0 x18 h13 y1568 ffd fs8 fc8 sc0 ls14 ws11">W<span class="_ _2"></span>e hav<span class="_ _2"></span>e review<span class="_ _2"></span>ed the direct<span class="_ _2"></span>ors’ s<span class="_ _2"></span>tat<span class="_ _2"></span>ement in r<span class="_ _2"></span>elation to g<span class="_ _2"></span>oing concern, longer<span class="_ _0"></span>-term viability and that part of the <span class="_ _2"></span>Corporat<span class="_ _2"></span>e Governance St<span class="_ _2"></span>atemen<span class="_ _2"></span>t </div><div class="t m0 x18 h13 y1569 ffd fs8 fc8 sc0 ls14 ws11">relating <span class="_ _2"></span>to the gr<span class="_ _2"></span>oup’<span class="_ _0"></span>s compliance with the pr<span class="_ _2"></span>ovisions of the UK Corpor<span class="_ _2"></span>ate Go<span class="_ _2"></span>vernance Code specified f<span class="_ _2"></span>or our r<span class="_ _2"></span>eview by the Lis<span class="_ _2"></span>ting Rules.</div><div class="t m0 x18 h13 y156a ffd fs8 fc8 sc0 ls14 ws11">Based on the work <span class="_ _2"></span>undertak<span class="_ _2"></span>en as part of our <span class="_ _2"></span>audit, we ha<span class="_ _2"></span>ve concluded th<span class="_ _2"></span>at each of the f<span class="_ _2"></span>ollowing elemen<span class="_ _2"></span>ts of the Corpor<span class="_ _2"></span>ate Gov<span class="_ _2"></span>ernance </div><div class="t m0 x18 h13 y156b ffd fs8 fc8 sc0 ls14 ws11">Stat<span class="_ _2"></span>ement is mat<span class="_ _2"></span>erially consist<span class="_ _2"></span>ent with the finan<span class="_ _2"></span>cial sta<span class="_ _2"></span>tements or our <span class="_ _2"></span>knowledge obt<span class="_ _2"></span>ained during the audit:</div><div class="t m0 x18 h13 y156c ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">the direct<span class="_ _2"></span>ors’ s<span class="_ _2"></span>tat<span class="_ _2"></span>ement with reg<span class="_ _2"></span>ards <span class="_ _2"></span>to the appr<span class="_ _2"></span>opriateness of <span class="_ _2"></span>adopting the going c<span class="_ _2"></span>oncern basis of accoun<span class="_ _2"></span>ting and any <span class="_ _2"></span>material uncert<span class="_ _2"></span>ainties </span></div><div class="t m0 xce h13 y156d ffd fs8 fc8 sc0 ls14 ws11">identified as set <span class="_ _2"></span>out on page 83;</div><div class="t m0 x18 h13 y156e ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">the direct<span class="_ _2"></span>ors’ e<span class="_ _2"></span>xplanation as to <span class="_ _2"></span>their assessment of the gr<span class="_ _2"></span>oup’<span class="_ _0"></span>s prospects, the period <span class="_ _2"></span>this assessment co<span class="_ _2"></span>vers and <span class="_ _2"></span>why the period <span class="_ _2"></span>is appropria<span class="_ _2"></span>te </span></div><div class="t m0 xce h13 y156f ffd fs8 fc8 sc0 ls14 ws11">as set out on pag<span class="_ _2"></span>e 31;</div><div class="t m0 x18 h13 y1570 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">the direct<span class="_ _2"></span>or<span class="_ _1"></span>’<span class="_ _0"></span>s statemen<span class="_ _2"></span>t on whether they ha<span class="_ _2"></span>ve a r<span class="_ _2"></span>easonable expect<span class="_ _2"></span>ation tha<span class="_ _2"></span>t the group <span class="_ _2"></span>will be able to c<span class="_ _2"></span>ontinue in oper<span class="_ _2"></span>ation and mee<span class="_ _2"></span>t its </span></div><div class="t m0 xce h13 y1571 ffd fs8 fc8 sc0 ls14 ws11">liabilities set out on pag<span class="_ _2"></span>e 83;</div><div class="t m0 x18 h13 y1572 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">the direct<span class="_ _2"></span>ors’ s<span class="_ _2"></span>tat<span class="_ _2"></span>ement on f<span class="_ _2"></span>air<span class="_ _6"></span>, balanced and unders<span class="_ _2"></span>tandable as set out <span class="_ _2"></span>on page 86;</span></div><div class="t m0 x18 h13 y1573 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">the board’<span class="_ _6"></span>s confirmation that it has <span class="_ _2"></span>carried out a r<span class="_ _2"></span>obust assessmen<span class="_ _2"></span>t of the emerging <span class="_ _2"></span>and principal risks as se<span class="_ _2"></span>t out on page 86;</span></div><div class="t m0 x18 h13 y1574 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">the section of the annual r<span class="_ _2"></span>eport that describes <span class="_ _2"></span>the review of <span class="_ _2"></span>the eff<span class="_ _2"></span>ectiveness of risk <span class="_ _2"></span>management and in<span class="_ _2"></span>ternal con<span class="_ _2"></span>trol s<span class="_ _2"></span>yst<span class="_ _2"></span>ems as set out on </span></div><div class="t m0 xce h13 y1575 ffd fs8 fc8 sc0 ls14 ws11">page 63; and</div><div class="t m0 x18 h13 y1576 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">the section describing the w<span class="_ _2"></span>ork of the audit committ<span class="_ _2"></span>ee as set out on pag<span class="_ _2"></span>e 64<span class="ls1 ws0">.</span></span></div><div class="t m0 x18 hbf y1577 ff16 fs24 fc10 sc0 ls92 ws9a">Responsibilities <span class="_ _2"></span>of di<span class="_ _2"></span>rectors</div><div class="t m0 x18 h13 y1578 ffd fs8 fc8 sc0 ls14 ws11">As explained mor<span class="_ _2"></span>e fully in the dir<span class="_ _2"></span>ector<span class="_ _2"></span>s’ responsibilities s<span class="_ _2"></span>tat<span class="_ _2"></span>ement set out on <span class="_ _2"></span>page 86, the dir<span class="_ _2"></span>ectors <span class="_ _2"></span>are r<span class="_ _2"></span>esponsible for the <span class="_ _2"></span>prepar<span class="_ _2"></span>ation of the </div><div class="t m0 x18 h13 y1579 ffd fs8 fc8 sc0 ls14 ws11">financial st<span class="_ _2"></span>atements <span class="_ _2"></span>and for <span class="_ _2"></span>being satisfied tha<span class="_ _2"></span>t they give a <span class="_ _2"></span>true and f<span class="_ _2"></span>air view<span class="_ _6"></span>, and for such <span class="_ _2"></span>internal con<span class="_ _2"></span>trol as <span class="_ _2"></span>the director<span class="_ _2"></span>s determin<span class="_ _2"></span>e is necessary </div><div class="t m0 x18 h13 y157a ffd fs8 fc8 sc0 ls14 ws11">to enable the pr<span class="_ _2"></span>epara<span class="_ _2"></span>tion of financial st<span class="_ _2"></span>atemen<span class="_ _2"></span>ts that ar<span class="_ _2"></span>e free fr<span class="_ _2"></span>om mat<span class="_ _2"></span>erial missta<span class="_ _2"></span>tement, whe<span class="_ _2"></span>ther due to fr<span class="_ _2"></span>aud or err<span class="_ _2"></span>or<span class="_ _6"></span>.</div><div class="t m0 x18 h13 y157b ffd fs8 fc8 sc0 ls14 ws11">In preparing the <span class="_ _2"></span>financial sta<span class="_ _2"></span>tements, the <span class="_ _2"></span>director<span class="_ _2"></span>s are r<span class="_ _2"></span>esponsible f<span class="_ _2"></span>or assessing the gr<span class="_ _2"></span>oup’<span class="_ _0"></span>s and the parent c<span class="_ _2"></span>ompany’<span class="_ _0"></span>s ability to continue as a <span class="_ _2"></span>going </div><div class="t m0 x18 h13 y157c ffd fs8 fc8 sc0 ls14 ws11">concern, disclosing, as applicable, <span class="_ _2"></span>matter<span class="_ _2"></span>s relat<span class="_ _2"></span>ed to going <span class="_ _2"></span>concern and using the g<span class="_ _2"></span>oing concern basis of acc<span class="_ _2"></span>ounting unless the dir<span class="_ _2"></span>ector<span class="_ _2"></span>s either </div><div class="t m0 x18 h13 y157d ffd fs8 fc8 sc0 ls14 ws11">intend t<span class="_ _2"></span>o liquidate <span class="_ _2"></span>the group or <span class="_ _2"></span>the parent c<span class="_ _2"></span>ompany or <span class="_ _2"></span>to cease oper<span class="_ _2"></span>ations, or ha<span class="_ _2"></span>ve no r<span class="_ _2"></span>ealistic alterna<span class="_ _2"></span>tive but t<span class="_ _2"></span>o do so.</div><div class="t m0 x18 hbf y157e ff16 fs24 fc10 sc0 ls2e ws2d">Audi<span class="_ _1"></span>tor<span class="_ _1"></span>’<span class="_ _2"></span>s resp<span class="_ _1"></span>onsi<span class="_ _1"></span>bili<span class="_ _1"></span>ties for th<span class="_ _1"></span>e audit of the fin<span class="_ _1"></span>anci<span class="_ _1"></span>al state<span class="_ _1"></span>ment<span class="_ _1"></span>s</div><div class="t m0 x18 h13 y157f ffd fs8 fc8 sc0 ls14 ws11">Our objectives ar<span class="_ _2"></span>e to obt<span class="_ _2"></span>ain reasonable assur<span class="_ _2"></span>ance about whether <span class="_ _2"></span>the financial st<span class="_ _2"></span>atements <span class="_ _2"></span>as a whole are <span class="_ _2"></span>free fr<span class="_ _2"></span>om material miss<span class="_ _2"></span>ta<span class="_ _2"></span>tement, </div><div class="t m0 x18 h13 y1580 ffd fs8 fc8 sc0 ls14 ws11">whether due to <span class="_ _2"></span>fraud or err<span class="_ _2"></span>or<span class="_ _6"></span>, and to issue an audit<span class="_ _2"></span>or<span class="_ _1"></span>’<span class="_ _0"></span>s report that includes our opinion. <span class="_ _2"></span>Reasonable assur<span class="_ _2"></span>ance is a high le<span class="_ _2"></span>vel of assur<span class="_ _2"></span>ance, but is </div><div class="t m0 x18 h13 y1581 ffd fs8 fc8 sc0 ls14 ws11">not a guar<span class="_ _2"></span>antee tha<span class="_ _2"></span>t an audit conduct<span class="_ _2"></span>ed in accordance <span class="_ _2"></span>with ISAs (UK) will alw<span class="_ _2"></span>ay<span class="_ _2"></span>s detect a ma<span class="_ _2"></span>terial misst<span class="_ _2"></span>atemen<span class="_ _2"></span>t when it exis<span class="_ _2"></span>ts. </div><div class="t m0 x18 h13 y1582 ffd fs8 fc8 sc0 ls14 ws11">Missta<span class="_ _2"></span>tements c<span class="_ _2"></span>an arise from <span class="_ _2"></span>fraud or err<span class="_ _2"></span>or and ar<span class="_ _2"></span>e consider<span class="_ _2"></span>ed material if<span class="_ _6"></span>, individually or in the aggreg<span class="_ _2"></span>ate, they <span class="_ _2"></span>could reasonably <span class="_ _2"></span>be expected t<span class="_ _2"></span>o </div><div class="t m0 x18 h13 y1583 ffd fs8 fc8 sc0 ls14 ws11">influence the economic <span class="_ _2"></span>decisions of users <span class="_ _2"></span>tak<span class="_ _2"></span>en on the basis of <span class="_ _2"></span>these financial st<span class="_ _2"></span>atements.</div><div class="t m0 x18 h13 y1584 ffd fs8 fc8 sc0 ls14 ws11">Irregularities, including fr<span class="_ _2"></span>aud, ar<span class="_ _2"></span>e instances <span class="_ _2"></span>of non-compliance with law<span class="_ _2"></span>s and regula<span class="_ _2"></span>tions. The ext<span class="_ _2"></span>ent to which our <span class="_ _2"></span>procedur<span class="_ _2"></span>es are c<span class="_ _2"></span>apable of </div><div class="t m0 x18 h13 y1585 ffd fs8 fc8 sc0 ls14 ws11">detecting irr<span class="_ _2"></span>egularities, including fr<span class="_ _2"></span>aud, is detailed <span class="_ _2"></span>below: </div><div class="t m0 x18 h13 y1586 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">W<span class="_ _2"></span>e obtained <span class="_ _2"></span>an unders<span class="_ _2"></span>tanding of the leg<span class="_ _2"></span>al and r<span class="_ _2"></span>egulatory fr<span class="_ _2"></span>ameworks <span class="_ _2"></span>that are <span class="_ _2"></span>applicable to the <span class="_ _2"></span>group and the <span class="_ _2"></span>parent c<span class="_ _2"></span>ompany and d<span class="_ _2"></span>etermined </span></div><div class="t m0 xce h13 y1587 ffd fs8 fc8 sc0 ls14 ws11">that the mos<span class="_ _2"></span>t significant ar<span class="_ _2"></span>e the Companies Act 2006, <span class="_ _2"></span>UK-adopted <span class="_ _2"></span>international <span class="_ _2"></span>accounting s<span class="_ _2"></span>tandards, <span class="_ _2"></span>FCA regula<span class="_ _2"></span>tions, and relev<span class="_ _2"></span>ant t<span class="_ _2"></span>ax </div><div class="t m0 xce h13 y1588 ffd fs8 fc8 sc0 ls14 ws11">regulations;</div><div class="t m0 x18 h13 y1589 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">W<span class="_ _2"></span>e corr<span class="_ _2"></span>oborat<span class="_ _2"></span>ed our under<span class="_ _2"></span>standing <span class="_ _2"></span>of the legal and <span class="_ _2"></span>regulat<span class="_ _2"></span>ory framew<span class="_ _2"></span>ork applicable to the <span class="_ _2"></span>group and the <span class="_ _2"></span>parent c<span class="_ _2"></span>ompany b<span class="_ _2"></span>y discussing </span></div><div class="t m0 xce h13 y158a ffd fs8 fc8 sc0 ls14 ws11">relev<span class="_ _2"></span>ant fr<span class="_ _2"></span>ameworks with <span class="_ _2"></span>group managemen<span class="_ _2"></span>t and componen<span class="_ _2"></span>t management, obt<span class="_ _2"></span>aining corr<span class="_ _2"></span>espondence with rele<span class="_ _2"></span>vant parties <span class="_ _2"></span>and reviewing </div><div class="t m0 xce h13 y158b ffd fs8 fc8 sc0 ls14 ws11">Board minut<span class="_ _2"></span>es;</div><div class="t m0 x18 h13 y158c ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Our assessment of the <span class="_ _2"></span>group and par<span class="_ _2"></span>ent compan<span class="_ _2"></span>y’<span class="_ _2"></span>s compliance <span class="_ _2"></span>with these laws and <span class="_ _2"></span>regulations w<span class="_ _2"></span>as integr<span class="_ _2"></span>ated <span class="_ _2"></span>into our pr<span class="_ _2"></span>ocedures <span class="_ _2"></span>on the </span></div><div class="t m0 xce h13 y158d ffd fs8 fc8 sc0 ls14 ws11">relat<span class="_ _2"></span>ed financial st<span class="_ _2"></span>atemen<span class="_ _2"></span>t items. W<span class="_ _2"></span>e obt<span class="_ _2"></span>ained an under<span class="_ _2"></span>standing <span class="_ _2"></span>of the group’<span class="_ _6"></span>s and parent compan<span class="_ _2"></span>y s<span class="_ _2"></span>yst<span class="_ _2"></span>ems and processes <span class="_ _2"></span>for monit<span class="_ _2"></span>oring </div><div class="t m0 xce h13 y158e ffd fs8 fc8 sc0 ls14 ws11">compliance, and ev<span class="_ _2"></span>aluated r<span class="_ _2"></span>elevan<span class="_ _2"></span>t document<span class="_ _2"></span>ation and obt<span class="_ _2"></span>ained repr<span class="_ _2"></span>esenta<span class="_ _2"></span>tions from manag<span class="_ _2"></span>ement reg<span class="_ _2"></span>arding <span class="_ _2"></span>their compliance with these la<span class="_ _2"></span>ws </div><div class="t m0 xce h13 y158f ffd fs8 fc8 sc0 ls14 ws11">and regula<span class="_ _2"></span>tions.</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   95<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   95<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pf62" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc62 w4 h0"><img 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class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">96</div><div class="t m0 x6 h10 y21 ff47 fs4 fc6 sc0 ls6b ws66">Indep<span class="_ _1"></span>endent Audi<span class="_ _1"></span>t<span class="_ _2"></span>or<span class="_ _14"></span>’<span class="_ _18"></span>s<span class="_ _1"></span> Repo<span class="_ _1"></span>r<span class="_ _7"></span>t<span class="_ _1"></span> <span class="fs18 ls64 ws5f">contin<span class="_ _2"></span>ued</span></div><div class="t m0 x6 h3e y2ca ff47 fs1 fc6 sc0 ls1 ws0">to the Me<span class="_ _2"></span>mbers of L<span class="_ _1"></span>SL Pr<span class="_ _2"></span>oper<span class="_ _1"></span>t<span class="_ _1"></span>y Ser<span class="_ _1"></span>vices P<span class="_ _2"></span>lc</div><div class="t m0 x6 h13 y1c7 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">W<span class="_ _2"></span>e made enquiries of managemen<span class="_ _2"></span>t and the Boar<span class="_ _2"></span>d of Direct<span class="_ _2"></span>ors t<span class="_ _2"></span>o determine if the<span class="_ _2"></span>y were a<span class="_ _2"></span>ware of <span class="_ _2"></span>any ins<span class="_ _2"></span>tances of nonc<span class="_ _2"></span>ompliance with laws </span></div><div class="t m0 x52 h13 y1c8 ffd fs8 fc8 sc0 ls14 ws11">and regula<span class="_ _2"></span>tions and whether they had <span class="_ _2"></span>any knowledg<span class="_ _2"></span>e of actual, suspected or <span class="_ _2"></span>alleged fraud <span class="_ _2"></span>and corr<span class="_ _2"></span>oborat<span class="_ _2"></span>ed this with our r<span class="_ _2"></span>eview of the boar<span class="_ _2"></span>d </div><div class="t m0 x52 h13 y1c9 ffd fs8 fc8 sc0 ls14 ws11">minutes. W<span class="_ _2"></span>e also assessed <span class="_ _2"></span>the susceptibility of the gr<span class="_ _2"></span>oup’<span class="_ _0"></span>s and parent c<span class="_ _2"></span>ompany financial <span class="_ _2"></span>sta<span class="_ _2"></span>tements t<span class="_ _2"></span>o material miss<span class="_ _2"></span>tat<span class="_ _2"></span>ement, including fr<span class="_ _2"></span>aud </div><div class="t m0 x52 h13 y1ca ffd fs8 fc8 sc0 ls14 ws11">risk.</div><div class="t m0 x6 h13 y1590 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">W<span class="_ _2"></span>e assessed the susceptibility of <span class="_ _2"></span>the group’<span class="_ _6"></span>s and the parent c<span class="_ _2"></span>ompany’<span class="_ _2"></span>s financial s<span class="_ _2"></span>tat<span class="_ _2"></span>ements to ma<span class="_ _2"></span>terial misst<span class="_ _2"></span>atemen<span class="_ _2"></span>t, including how fr<span class="_ _2"></span>aud </span></div><div class="t m0 x52 h13 y1591 ffd fs8 fc8 sc0 ls14 ws11">might occur<span class="_ _6"></span>, by ev<span class="_ _2"></span>aluating management’<span class="_ _0"></span>s incentives and opportunities f<span class="_ _2"></span>or manipulation of th<span class="_ _2"></span>e financial st<span class="_ _2"></span>atements. <span class="_ _2"></span>This included an ev<span class="_ _2"></span>aluation </div><div class="t m0 x52 h13 y1592 ffd fs8 fc8 sc0 ls14 ws11">of the risk of managemen<span class="_ _2"></span>t override of <span class="_ _2"></span>contr<span class="_ _2"></span>ols. Audit procedur<span class="_ _2"></span>es perf<span class="_ _2"></span>ormed by the eng<span class="_ _2"></span>agement t<span class="_ _2"></span>eam in connection with <span class="_ _2"></span>the risks identified </div><div class="t m0 x52 h13 y1593 ffd fs8 fc8 sc0 ls14 ws11">included:</div><div class="t m0 x52 h13 y1594 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">assessing the design and implemen<span class="_ _2"></span>tation of <span class="_ _2"></span>contr<span class="_ _2"></span>ols that managemen<span class="_ _2"></span>t has put in place t<span class="_ _2"></span>o prev<span class="_ _2"></span>ent and det<span class="_ _2"></span>ect fraud; </span></div><div class="t m0 x52 h13 y1595 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">checking the complet<span class="_ _2"></span>eness of journal entries <span class="_ _2"></span>and identifying and tes<span class="_ _2"></span>ting journal entries, <span class="_ _2"></span>in particular those journals det<span class="_ _2"></span>ermined to be in </span></div><div class="t m0 x108 h13 y1596 ffd fs8 fc8 sc0 ls14 ws11">respect of our <span class="_ _2"></span>principal risk documented <span class="_ _2"></span>above;</div><div class="t m0 x52 h13 y1294 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8"> <span class="_ _18"></span>challenging the assumptions and ju<span class="_ _2"></span>dgements made by <span class="_ _2"></span>management in its signific<span class="_ _2"></span>ant accoun<span class="_ _2"></span>ting estimat<span class="_ _2"></span>es; and identifying and <span class="_ _2"></span>testing r<span class="_ _2"></span>elated </span></div><div class="t m0 x108 h13 y1597 ffd fs8 fc8 sc0 ls14 ws11">party transactions <span class="_ _2"></span>by agreeing t<span class="_ _2"></span>o underlying rec<span class="_ _2"></span>ords and obt<span class="_ _2"></span>aining confirma<span class="_ _2"></span>tion f<span class="_ _2"></span>or director<span class="_ _2"></span>s’ emoluments</div><div class="t m0 x6 h13 y1598 ffd fs8 fc8 sc0 ls14 ws11">These audit pr<span class="_ _2"></span>ocedures wer<span class="_ _2"></span>e designed to p<span class="_ _2"></span>rovide r<span class="_ _2"></span>easonable assurance <span class="_ _2"></span>that the financial s<span class="_ _2"></span>tat<span class="_ _2"></span>ements wer<span class="_ _2"></span>e free fr<span class="_ _2"></span>om fr<span class="_ _2"></span>aud or error<span class="_ _e"></span>. The risk of not </div><div class="t m0 x6 h13 y1599 ffd fs8 fc8 sc0 ls14 ws11">detecting a ma<span class="_ _2"></span>terial misst<span class="_ _2"></span>atemen<span class="_ _2"></span>t due to fr<span class="_ _2"></span>aud is higher than <span class="_ _2"></span>the risk of not det<span class="_ _2"></span>ecting one resulting fr<span class="_ _2"></span>om err<span class="_ _2"></span>or and detecting irr<span class="_ _2"></span>egularities that </div><div class="t m0 x6 h13 y159a ffd fs8 fc8 sc0 ls14 ws11">result fr<span class="_ _2"></span>om fraud <span class="_ _2"></span>is inherently <span class="_ _2"></span>more difficult than de<span class="_ _2"></span>tecting those that <span class="_ _2"></span>result fr<span class="_ _2"></span>om error<span class="_ _6"></span>, as fr<span class="_ _2"></span>aud may in<span class="_ _2"></span>volve <span class="_ _2"></span>collusion, deliber<span class="_ _2"></span>ate c<span class="_ _2"></span>oncealment, </div><div class="t m0 x6 h13 y159b ffd fs8 fc8 sc0 ls14 ws11">for<span class="_ _2"></span>gery or int<span class="_ _2"></span>entional misr<span class="_ _2"></span>epresent<span class="_ _2"></span>ations. Also<span class="_ _2"></span>, the further remo<span class="_ _2"></span>ved non-compliance with la<span class="_ _2"></span>ws and r<span class="_ _2"></span>egulations is fr<span class="_ _2"></span>om even<span class="_ _2"></span>ts and transactions </div><div class="t m0 x6 h13 y159c ffd fs8 fc8 sc0 ls14 ws11">reflect<span class="_ _2"></span>ed in the financial s<span class="_ _2"></span>tat<span class="_ _2"></span>ements, the less lik<span class="_ _2"></span>ely w<span class="_ _2"></span>e would become <span class="_ _2"></span>aware <span class="_ _2"></span>of it; </div><div class="t m0 x6 h13 y159d ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8"> <span class="_ _18"></span>As part of the eng<span class="_ _2"></span>agement partner’<span class="_ _2"></span>s assessment of <span class="_ _2"></span>the engagemen<span class="_ _2"></span>t team’<span class="_ _0"></span>s collective c<span class="_ _2"></span>ompetence and c<span class="_ _2"></span>apabilities, they consider<span class="_ _2"></span>ed the team’<span class="_ _6"></span>s </span></div><div class="t m0 x52 h13 y159e ffd fs8 fc8 sc0 ls14 ws11">unders<span class="_ _2"></span>tanding of<span class="_ _6"></span>, and practical e<span class="_ _2"></span>xperience with, audit eng<span class="_ _2"></span>agements of a similar <span class="_ _2"></span>nature and <span class="_ _2"></span>complexity thr<span class="_ _2"></span>ough appr<span class="_ _2"></span>opriate tr<span class="_ _2"></span>aining and </div><div class="t m0 x52 h13 y159f ffd fs8 fc8 sc0 ls14 ws11">participation. They also <span class="_ _2"></span>evaluat<span class="_ _2"></span>ed the team’<span class="_ _6"></span>s knowledge of the industry in which <span class="_ _2"></span>the parent c<span class="_ _2"></span>ompany and <span class="_ _2"></span>the group oper<span class="_ _2"></span>at<span class="_ _2"></span>e, as well as the </div><div class="t m0 x52 h13 y15a0 ffd fs8 fc8 sc0 ls14 ws11">team’<span class="_ _0"></span>s underst<span class="_ _2"></span>anding of the leg<span class="_ _2"></span>al and r<span class="_ _2"></span>egulatory r<span class="_ _2"></span>equirements specific <span class="_ _2"></span>to the gr<span class="_ _2"></span>oup and the par<span class="_ _2"></span>ent compan<span class="_ _2"></span>y;</div><div class="t m0 x6 h13 y15a1 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">W<span class="_ _2"></span>e communica<span class="_ _2"></span>ted rele<span class="_ _2"></span>vant la<span class="_ _2"></span>ws and r<span class="_ _2"></span>egulations and poten<span class="_ _2"></span>tial fraud <span class="_ _2"></span>risks to all eng<span class="_ _2"></span>agemen<span class="_ _2"></span>t team member<span class="_ _2"></span>s, including intern<span class="_ _2"></span>al specialists, and </span></div><div class="t m0 x52 h13 y15a2 ffd fs8 fc8 sc0 ls14 ws11">remained alert t<span class="_ _2"></span>o any indic<span class="_ _2"></span>ations of fr<span class="_ _2"></span>aud or non-compliance <span class="_ _2"></span>with laws and r<span class="_ _2"></span>egulations thr<span class="_ _2"></span>oughout the audit; </div><div class="t m0 x6 h13 y15a3 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">In assessing the poten<span class="_ _2"></span>tial risks of ma<span class="_ _2"></span>terial misst<span class="_ _2"></span>atemen<span class="_ _2"></span>t, we obt<span class="_ _2"></span>ained an under<span class="_ _2"></span>standing <span class="_ _2"></span>of: </span></div><div class="t m0 x6 h13 y15a4 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">the group’<span class="_ _6"></span>s and the parent c<span class="_ _2"></span>ompany’<span class="_ _2"></span>s oper<span class="_ _2"></span>ations, including the <span class="_ _2"></span>nature of <span class="_ _2"></span>their revenue <span class="_ _2"></span>sources, and of their <span class="_ _2"></span>principal activities, to under<span class="_ _2"></span>st<span class="_ _2"></span>and </span></div><div class="t m0 x52 h13 y15a5 ffd fs8 fc8 sc0 ls14 ws11">the classes of tr<span class="_ _2"></span>ansactions, account <span class="_ _2"></span>balances, expected finan<span class="_ _2"></span>cial sta<span class="_ _2"></span>tement disclosur<span class="_ _2"></span>es and business risk<span class="_ _2"></span>s that ma<span class="_ _2"></span>y result in risk<span class="_ _2"></span>s of mat<span class="_ _2"></span>erial </div><div class="t m0 x52 h13 y15a6 ffd fs8 fc8 sc0 ls14 ws11">missta<span class="_ _2"></span>tement; and</div><div class="t m0 x6 h13 y15a7 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8"> <span class="_ _18"></span>the group’<span class="_ _6"></span>s and the parent c<span class="_ _2"></span>ompany’<span class="_ _2"></span>s con<span class="_ _2"></span>trol en<span class="_ _2"></span>vironmen<span class="_ _2"></span>t, including the policies and pr<span class="_ _2"></span>ocedures <span class="_ _2"></span>implemented t<span class="_ _2"></span>o mitiga<span class="_ _2"></span>te risks of fr<span class="_ _2"></span>aud or </span></div><div class="t m0 x52 h13 y15a8 ffd fs8 fc8 sc0 ls14 ws11">noncompliance with the r<span class="_ _2"></span>elevan<span class="_ _2"></span>t laws and r<span class="_ _2"></span>egulations; the sign<span class="_ _2"></span>ificant judgemen<span class="_ _2"></span>ts and assumptions made b<span class="_ _2"></span>y management in <span class="_ _2"></span>its significant </div><div class="t m0 x52 h13 y15a9 ffd fs8 fc8 sc0 ls14 ws11">accounting es<span class="_ _2"></span>timates or <span class="_ _2"></span>in applying its accoun<span class="_ _2"></span>ting policies.</div><div class="t m0 x6 h13 y15aa ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8"> <span class="_ _18"></span>Communication with <span class="_ _2"></span>component audit<span class="_ _2"></span>ors to <span class="_ _2"></span>request <span class="_ _2"></span>identification <span class="_ _2"></span>of any ins<span class="_ _2"></span>tances of non-c<span class="_ _2"></span>ompliance with laws and<span class="_ _2"></span> regulations <span class="_ _2"></span>that could giv<span class="_ _2"></span>e </span></div><div class="t m0 x52 h13 y15ab ffd fs8 fc8 sc0 ls14 ws11">rise to a ma<span class="_ _2"></span>terial misst<span class="_ _2"></span>atemen<span class="_ _2"></span>t of the gr<span class="_ _2"></span>oup financial st<span class="_ _2"></span>atements.</div><div class="t m0 x6 h13 y15ac ffd fs8 fc8 sc0 ls14 ws11">A further description of our <span class="_ _2"></span>responsibilities f<span class="_ _2"></span>or the audit of the <span class="_ _2"></span>financial st<span class="_ _2"></span>atements is <span class="_ _2"></span>located <span class="_ _2"></span>on the Financial R<span class="_ _2"></span>eporting Council’<span class="_ _0"></span>s website at: <span class="_ _2"></span><span class="ffc ls1 ws0"> </span></div><div class="t m0 x6 h13 y15ad ffd fs8 fc8 sc0 ls14 ws11">www<span class="_ _0"></span>.frc.org.uk/<span class="_ _2"></span>auditor<span class="_ _2"></span>sresponsibilities. This <span class="_ _2"></span>description f<span class="_ _2"></span>orms part of our auditor’<span class="_ _2"></span>s report.</div><div class="t m0 x6 hbf y15ae ff16 fs24 fc10 sc0 ls2e ws2d">Ot<span class="_ _1"></span>her matte<span class="_ _1"></span>rs whic<span class="_ _1"></span>h we are requ<span class="_ _1"></span>ired to add<span class="_ _1"></span>ress</div><div class="t m0 x6 h13 y15af ffd fs8 fc8 sc0 ls14 ws11">W<span class="_ _2"></span>e wer<span class="_ _2"></span>e appointed b<span class="_ _2"></span>y the audit committee <span class="_ _2"></span>on 28 May <span class="_ _2"></span>2025 to audit the financial <span class="_ _2"></span>sta<span class="_ _2"></span>tements f<span class="_ _2"></span>or the y<span class="_ _2"></span>ear ending 31 December 2025. Our t<span class="_ _2"></span>otal </div><div class="t m0 x6 h13 y15b0 ffd fs8 fc8 sc0 ls14 ws11">uninterrupt<span class="_ _2"></span>ed period of eng<span class="_ _2"></span>agement is 1 <span class="_ _2"></span>year<span class="_ _6"></span>, covering the y<span class="_ _2"></span>ear ended 31 December 2025.</div><div class="t m0 x6 h13 y15b1 ffd fs8 fc8 sc0 ls14 ws11">The non-audit services pr<span class="_ _2"></span>ohibited by the <span class="_ _2"></span>FRC<span class="_ _1"></span>’<span class="_ _0"></span>s Ethical St<span class="_ _2"></span>andard wer<span class="_ _2"></span>e not pr<span class="_ _2"></span>ovided to <span class="_ _2"></span>the group <span class="_ _2"></span>or the paren<span class="_ _2"></span>t compan<span class="_ _2"></span>y and we r<span class="_ _2"></span>emain independent </div><div class="t m0 x6 h13 y15b2 ffd fs8 fc8 sc0 ls14 ws11">of the gr<span class="_ _2"></span>oup and the paren<span class="_ _2"></span>t compan<span class="_ _2"></span>y in conducting our <span class="_ _2"></span>audit.</div><div class="t m0 x6 h13 y15b3 ffd fs8 fc8 sc0 ls14 ws11">Our audit opinion is c<span class="_ _2"></span>onsistent <span class="_ _2"></span>with the additional report <span class="_ _2"></span>to the audit c<span class="_ _2"></span>ommittee.</div><div class="t m0 x6 h6f y15b4 ffb fs24 fc10 sc0 ls2e ws0">Use o<span class="_ _1"></span>f our rep<span class="_ _1"></span>or<span class="_ _1"></span>t</div><div class="t m0 x6 h13 y15b5 ffd fs8 fc8 sc0 ls14 ws11">This report is <span class="_ _2"></span>made solely to the c<span class="_ _2"></span>ompany’<span class="_ _2"></span>s member<span class="_ _2"></span>s, as a body<span class="_ _6"></span>, in accordance with <span class="_ _2"></span>Chapter 3 of P<span class="_ _2"></span>art 16 of the <span class="_ _2"></span>Companies Act 2006. Our audit </div><div class="t m0 x6 h13 y15b6 ffd fs8 fc8 sc0 ls14 ws11">work has been undert<span class="_ _2"></span>ak<span class="_ _2"></span>en so that w<span class="_ _2"></span>e might s<span class="_ _2"></span>tat<span class="_ _2"></span>e to the c<span class="_ _2"></span>ompany’<span class="_ _2"></span>s member<span class="_ _2"></span>s those matt<span class="_ _2"></span>ers we <span class="_ _2"></span>are r<span class="_ _2"></span>equired to <span class="_ _2"></span>sta<span class="_ _2"></span>te to them <span class="_ _2"></span>in an auditor<span class="_ _1"></span>’<span class="_ _0"></span>s report </div><div class="t m0 x6 h13 y15b7 ffd fs8 fc8 sc0 ls14 ws11">and f<span class="_ _2"></span>or no other purpose. T<span class="_ _6"></span>o the fullest e<span class="_ _2"></span>xtent permitted<span class="_ _2"></span> by law<span class="_ _6"></span>, we do not accept <span class="_ _2"></span>or assume responsibility t<span class="_ _2"></span>o any<span class="_ _2"></span>one other than the c<span class="_ _2"></span>ompany and </div><div class="t m0 x6 h13 y15b8 ffd fs8 fc8 sc0 ls14 ws11">the compan<span class="_ _2"></span>y<span class="_ _1"></span>’<span class="_ _0"></span>s members as a <span class="_ _2"></span>body<span class="_ _0"></span>, for our <span class="_ _2"></span>audit work, f<span class="_ _2"></span>or this r<span class="_ _2"></span>eport, or for <span class="_ _2"></span>the opinions we ha<span class="_ _2"></span>ve f<span class="_ _2"></span>ormed.</div><div class="t m0 x6 h2e y15b9 ff16 fs8 fc8 sc0 ls14 ws11">Mark Overfield BSc F<span class="_ _2"></span>CA<span class="ffb ls1 ws0"> </span></div><div class="t m0 x6 h14 y15ba ffc fs8 fc8 sc0 ls14 ws0">Senior Statut<span class="_ _2"></span>ory Auditor</div><div class="t m0 x6 h13 y15bb ffd fs8 fc8 sc0 ls14 ws11">for <span class="_ _2"></span>and on behalf of Gr<span class="_ _2"></span>ant Thornt<span class="_ _2"></span>on UK LLP<span class="ffc ls1 ws0"> </span></div><div class="t m0 x6 h13 y15bc ffd fs8 fc8 sc0 ls14 ws11">Statut<span class="_ _2"></span>ory Auditor<span class="_ _6"></span>, Chartered Acc<span class="_ _2"></span>ountan<span class="_ _2"></span>ts<span class="ffc ls1 ws0"> </span></div><div class="t m0 x6 h13 y15bd ffd fs8 fc8 sc0 ls14 ws11">Leeds</div><div class="t m0 x6 h13 y15be ffd fs8 fc8 sc0 ls14 ws11">18 March 2026</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   96<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   96<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pf63" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc63 w4 h0"><img 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" class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x1a h10 y15bf ff48 fs4 fc6 sc0 ls1 ws0">G<span class="_ _2"></span>r<span class="_ _0"></span>ou<span class="_ _0"></span>p S<span class="_ _0"></span>ta<span class="_ _0"></span>t<span class="_ _2"></span>e<span class="_ _0"></span>me<span class="_ _0"></span>n<span class="_ _2"></span>t o<span class="_ _0"></span>f P<span class="_ _2"></span>r<span class="_ _0"></span>ofit o<span class="_ _2"></span>r Lo<span class="_ _0"></span>ss a<span class="_ _2"></span>n<span class="_ _2"></span>d Ot<span class="_ _2"></span>h<span class="_ _2"></span>e<span class="_ _0"></span>r </div><div class="t m0 x1a h10 y15c0 ff48 fs4 fc6 sc0 ls2c ws2b">C<span class="_ _1"></span>o<span class="_ _1"></span>mpreh<span class="_ _1"></span>ensive<span class="_ _7"></span> Inc<span class="_ _1"></span>om<span class="_ _1"></span>e</div><div class="t m0 x1a h46 y2ca ffd fs1 fc6 sc0 ls1 ws0">for the y<span class="_ _2"></span>ear ended 3<span class="_ _0"></span>1 December 20<span class="_ _2"></span>25</div><div class="t m0 x10 hf y20 ffb fs2 fc5 sc0 ls6 ws4">97</div><div class="x1ae z1 gs1"><table id="_e5fa8d2a-d61b-48e7-bdae-b87a86c6aff7" class="s w13 he2"><tr><td /><td /><td /><td class="t m0 x1af h1d y208c ffd fs11 fc7 sc0 ls1 ws0">Rest<span class="_ _2"></span>ated*<span class="ffc"> </span></td></tr><tr><td /><td /><td class="t m0 x1b0 h8b y208d ffb fs11 fc7 sc0 ls1 ws0">2025  </td><td class="t m0 x1b1 h1d y208e ffd fs11 fc7 sc0 ls1 ws0">2024 <span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x1b2 h4a y208f ffc fs11 fc7 sc0 ls1 ws0"> <span class="_ _eb"> </span>Note</td><td class="t m0 x1b3 h8b y2090 ffb fs11 fc7 sc0 ls1 ws0">£’000</td><td class="t m0 x1b4 h1d y2091 ffd fs11 fc7 sc0 ls1 ws0">£’000</td></tr><tr><td class="t m0 x1b5 h2e y2092 ff16 fs8 fc3 sc0 ls1 ws0">Continuing oper<span class="_ _2"></span>ations:<span class="_ _14c"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></td><td /><td /><td /></tr><tr><td class="c n x1b7 y2094 w14 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">Revenue</div></td><td class="c n x1b8 y2094 w15 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">3</div></td><td class="c n x1b9 y2094 w16 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:Revenue" id="fact-33" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">182,945</ix:nonFraction></span></div></td><td class="c n x1ba y2094 w17 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:Revenue" id="fact-34" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">173,318</ix:nonFraction></span></div></td></tr><tr><td class="t m0 x1b5 h13 y2095 ffd fs8 fc3 sc0 ls1 ws0">Opera<span class="_ _2"></span>ting expenses:<span class="_ _14e"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></td><td /><td /><td /></tr><tr><td class="c n x1b7 y2096 w18 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Employee cos<span class="_ _2"></span>ts</div></td><td class="c n x1bb y2096 w19 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">15</div></td><td class="c n x1bc y2096 w1a he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:EmployeeBenefitsExpense" id="fact-35" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">109,088</ix:nonFraction></span>)</div></td><td class="c n x1bd y2096 w1b he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:EmployeeBenefitsExpense" id="fact-36" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">105,200</ix:nonFraction></span>)</div></td></tr><tr><td class="c n x1b7 y2097 w1c he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Depreciation on pr<span class="_ _2"></span>operty<span class="_ _6"></span>, plant and equipment and right<span class="_ _2"></span>-of<span class="_ _2"></span>-use assets</div></td><td class="c n x1be y2097 w19 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">18</div></td><td class="c n x1bf y2097 w1d he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:DepreciationExpense" id="fact-37" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">3,369</ix:nonFraction></span>)</div></td><td class="c n x1c0 y2097 w1e he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:DepreciationExpense" id="fact-38" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">3,160</ix:nonFraction></span>)</div></td></tr><tr><td class="c n x1b7 y2098 w1f he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Expected credit loss char<span class="_ _2"></span>ge</div></td><td class="c n x1c1 y2098 w20 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">21</div></td><td class="c n x1c2 y2098 w1d he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:ImpairmentLossOnFinancialAssets" id="fact-39" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">3,543</ix:nonFraction></span>)</div></td><td class="c n x1c3 y2098 w21 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:ImpairmentLossOnFinancialAssets" id="fact-40" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">2,061</ix:nonFraction></span>)</div></td></tr><tr><td class="c n x1b7 y2099 w22 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Other opera<span class="_ _2"></span>ting costs</div></td><td /><td class="c n x1c4 y2099 w23 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:OtherExpenseByNature" id="fact-41" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">37,173</ix:nonFraction></span>)</div></td><td class="c n x1c5 y2099 w24 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:OtherExpenseByNature" id="fact-42" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">35,638</ix:nonFraction></span>)</div></td></tr><tr><td class="c n x1b7 y209a w25 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Other gains</div></td><td class="c n x1c6 y209a w15 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">3</div></td><td class="c n x1c7 y209a w26 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:OtherGainsLosses" id="fact-43" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">1,116</ix:nonFraction></span></div></td><td class="c n x1c8 y209a w27 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:OtherGainsLosses" id="fact-44" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">532</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y209b w28 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Gains/(losses) from join<span class="_ _2"></span>t ventur<span class="_ _2"></span>e</div></td><td class="c n x1c9 y209b w19 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">20</div></td><td class="c n x1ca y209b w27 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ShareOfProfitLossOfJointVenturesAccountedForUsingEquityMethod" id="fact-45" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">798</ix:nonFraction></span></div></td><td class="c n x1cb y209b w29 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:ShareOfProfitLossOfJointVenturesAccountedForUsingEquityMethod" id="fact-46" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3" sign="-">6</ix:nonFraction></span>)</div></td></tr><tr><td class="c n x1b7 y209c w2a he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Share-based pa<span class="_ _2"></span>yments charg<span class="_ _2"></span>e</div></td><td class="c n x1cc y209c w20 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">15</div></td><td class="c n x1cd y209c w2b he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:ExpenseFromSharebasedPaymentTransactionsInWhichGoodsOrServicesReceivedDidNotQualifyForRecognitionAsAssets" id="fact-47" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">1,597</ix:nonFraction></span>)</div></td><td class="c n x1ce y209c w2c he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:ExpenseFromSharebasedPaymentTransactionsInWhichGoodsOrServicesReceivedDidNotQualifyForRecognitionAsAssets" id="fact-48" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">920</ix:nonFraction></span>)</div></td></tr><tr><td class="c n x1b7 y209d w2d he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Amortisation of int<span class="_ _2"></span>angible assets</div></td><td class="c n x1cf y209d w20 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">17</div></td><td class="c n x1d0 y209d w1d he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:AmortisationExpense" id="fact-49" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">3,032</ix:nonFraction></span>)</div></td><td class="c n x1d1 y209d w21 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:AmortisationExpense" id="fact-50" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">2,988</ix:nonFraction></span>)</div></td></tr><tr><td class="c n x1b7 y209e w2e he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Exceptional g<span class="_ _2"></span>ains</div></td><td class="c n x1d2 y209e w2f he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">9</div></td><td class="c n x1d3 y209e w27 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0 ixbrl-extension"><span class="gs2"><ix:nonFraction name="lsl:ExceptionalGains" id="fact-51" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">571</ix:nonFraction></span></div></td><td class="c n x1d4 y209e w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0 ixbrl-extension"><span class="gs2"><ix:nonFraction name="lsl:ExceptionalGains" id="fact-52" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">1,745</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y20a0 w31 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Exceptional c<span class="_ _2"></span>osts</div></td><td class="c n x1d5 y20a0 w15 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">9</div></td><td class="c n x1d6 y20a0 w1d he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="lsl:ExceptionalCosts" id="fact-53" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">5,066</ix:nonFraction></span>)</div></td><td class="c n x1d7 y20a0 w21 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="lsl:ExceptionalCosts" id="fact-54" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">4,109</ix:nonFraction></span>)</div></td></tr><tr><td class="c n x1b7 y20a1 w32 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Contingent c<span class="_ _2"></span>onsidera<span class="_ _2"></span>tion pay<span class="_ _2"></span>able</div></td><td /><td class="c n x1d8 y20a1 w33 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0 ixbrl-extension"><span class="gs2"><ix:nonFraction name="lsl:ContingentConsiderationPayable" id="fact-55" format="ixt5:fixed-zero" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3" sign="-">–</ix:nonFraction></span></div></td><td class="c n x1d9 y20a1 w27 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0 ixbrl-extension"><span class="gs2"><ix:nonFraction name="lsl:ContingentConsiderationPayable" id="fact-56" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3" sign="-">426</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y20a3 w34 he4"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">Group oper<span class="_ _2"></span>ating profit</div></td><td class="c n x1da y20a3 w15 he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0">4</div></td><td class="c n x1db y20a3 w35 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ProfitLossFromOperatingActivities" id="fact-57" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">22,562</ix:nonFraction></span></div></td><td class="c n x1dc y20a3 w36 he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ProfitLossFromOperatingActivities" id="fact-58" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">21,939</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y20a4 w37 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Finance income</div></td><td class="c n x1dd y20a4 w2f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">7</div></td><td class="c n x1de y20a4 w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:FinanceIncome" id="fact-59" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">2,451</ix:nonFraction></span></div></td><td class="c n x1df y20a4 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:FinanceIncome" id="fact-60" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">2,868</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y20a5 w38 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Finance cost</div></td><td class="c n x1b8 y20a5 w15 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">8</div></td><td class="c n x1e0 y20a5 w1d he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:FinanceCosts" id="fact-61" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">1,937</ix:nonFraction></span>)</div></td><td class="c n x1e1 y20a5 w1e he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:FinanceCosts" id="fact-62" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">1,741</ix:nonFraction></span>)</div></td></tr><tr><td class="c n x1b7 y20a6 w39 he4"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">Net finance income</div></td><td /><td class="c n x1e2 y20a6 w3a he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:FinanceIncomeCost" id="fact-63" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">514</ix:nonFraction></span></div></td><td class="c n x1e3 y20a6 w30 he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:FinanceIncomeCost" id="fact-64" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">1,127</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y20a7 w3b he4"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">Profit bef<span class="_ _2"></span>ore tax</div></td><td /><td class="c n x1e4 y20a7 w3c he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ProfitLossBeforeTax" id="fact-65" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">23,076</ix:nonFraction></span></div></td><td class="c n x1e5 y20a7 w3d he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ProfitLossBeforeTax" id="fact-66" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">23,066</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y20a8 w3e he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">T<span class="_ _0"></span>axa<span class="_ _2"></span>tion charge</div></td><td class="c n x1e6 y20a8 w19 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">16</div></td><td class="c n x1e7 y20a8 w1d he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:IncomeTaxExpenseContinuingOperations" id="fact-67" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">5,994</ix:nonFraction></span>)</div></td><td class="c n x1e8 y20a8 w1e he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:IncomeTaxExpenseContinuingOperations" id="fact-68" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">5,247</ix:nonFraction></span>)</div></td></tr><tr><td class="c n x1b7 y20a9 w3f he4"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">Profit for the y<span class="_ _2"></span>ear from continuing oper<span class="_ _2"></span>ations</div></td><td /><td class="c n x1e9 y20a9 w35 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ProfitLossFromContinuingOperations" id="fact-69" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">17,082</ix:nonFraction></span></div></td><td class="c n x1ea y20a9 w3d he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ProfitLossFromContinuingOperations" id="fact-70" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">17,819</ix:nonFraction></span></div></td></tr><tr><td class="t m0 x1b5 h2e y20aa ff16 fs8 fc3 sc0 ls1 ws0">Discontinued oper<span class="_ _2"></span>ations:<span class="_ _15e"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></td><td /><td /><td /></tr><tr><td class="c n x1b7 y20ab w40 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Loss for the y<span class="_ _2"></span>ear from disc<span class="_ _2"></span>ontinued opera<span class="_ _2"></span>tions</div></td><td class="c n x1eb y20ab w2f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">6</div></td><td class="c n x1ec y20ab w41 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:ProfitLossFromDiscontinuedOperations" id="fact-71" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3" sign="-">42</ix:nonFraction></span>)</div></td><td class="c n x1ed y20ab w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:ProfitLossFromDiscontinuedOperations" id="fact-72" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3" sign="-">377</ix:nonFraction></span>)</div></td></tr><tr><td class="c n x1b7 y20ac w42 he4"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">Profit for the y<span class="_ _2"></span>ear</div></td><td /><td class="c n x1ee y20ac w35 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ProfitLoss" id="fact-73" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">17,040</ix:nonFraction></span></div></td><td class="c n x1ef y20ac w3d he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ProfitLoss" id="fact-74" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">17,442</ix:nonFraction></span></div></td></tr><tr><td class="t m0 x1b5 h2e y20ad ff16 fs8 fc3 sc0 ls1 ws0">A<span class="_ _2"></span>ttributable to:<span class="_ _161"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></td><td /><td /><td /></tr><tr><td class="c n x1b7 y20ae w43 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Owners of the par<span class="_ _2"></span>ent</div></td><td /><td class="c n x1f0 y20ae w3c he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ProfitLossAttributableToOwnersOfParent" id="fact-580" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">16,960</ix:nonFraction></span></div></td><td class="c n x1f1 y20ae w36 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ProfitLossAttributableToOwnersOfParent" id="fact-581" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">17,409</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y20af w44 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Non-contr<span class="_ _2"></span>olling inter<span class="_ _2"></span>est</div></td><td /><td class="c n x1f2 y20af w20 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ProfitLossAttributableToNoncontrollingInterests" id="fact-582" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">80</ix:nonFraction></span></div></td><td class="c n x1f3 y20af w20 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ProfitLossAttributableToNoncontrollingInterests" id="fact-583" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">33</ix:nonFraction></span></div></td></tr><tr><td /><td /><td class="c n x1f4 y20b0 w35 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ProfitLoss" id="fact-584" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">17,040</ix:nonFraction></span></div></td><td class="c n x1f5 y20b0 w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ProfitLoss" id="fact-585" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">17,442</ix:nonFraction></span></div></td></tr><tr><td class="t m0 x1b5 h2e y20b1 ff16 fs8 fc3 sc0 ls1 ws0">Earnings per share fr<span class="_ _2"></span>om continuing oper<span class="_ _2"></span>ations (expr<span class="_ _2"></span>essed as pence per share):<span class="_ _149"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></td><td /><td /><td /></tr><tr><td class="c n x1b7 y20b2 w45 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Basic</div></td><td class="c n x1f6 y20b2 w19 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">12</div></td><td class="c n x1f7 y20b2 w46 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:BasicEarningsLossPerShareFromContinuingOperations" id="fact-75" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-2" decimals="3" scale="-2">16.6</ix:nonFraction></span></div></td><td class="c n x1f8 y20b2 w47 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:BasicEarningsLossPerShareFromContinuingOperations" id="fact-76" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-2" decimals="3" scale="-2">17.4</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y20b3 w48 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Diluted</div></td><td class="c n x1f9 y20b3 w20 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">12</div></td><td class="c n x1fa y20b3 w46 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:DilutedEarningsLossPerShareFromContinuingOperations" id="fact-77" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-2" decimals="3" scale="-2">16.2</ix:nonFraction></span></div></td><td class="c n x1fb y20b3 w47 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:DilutedEarningsLossPerShareFromContinuingOperations" id="fact-78" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-2" decimals="3" scale="-2">17.2</ix:nonFraction></span></div></td></tr><tr><td class="t m0 x1b5 h2e y20b4 ff16 fs8 fc3 sc0 ls1 ws0">Earnings per share fr<span class="_ _2"></span>om total oper<span class="_ _2"></span>ations (e<span class="_ _2"></span>xpressed as pence per share):<span class="_ _166"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></td><td /><td /><td /></tr><tr><td class="c n x1b7 y20b5 w45 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Basic</div></td><td class="c n x1f6 y20b5 w19 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">12</div></td><td class="c n x1f7 y20b5 w46 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:BasicEarningsLossPerShare" id="fact-79" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-2" decimals="3" scale="-2">16.6</ix:nonFraction></span></div></td><td class="c n x1f8 y20b5 w47 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:BasicEarningsLossPerShare" id="fact-80" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-2" decimals="3" scale="-2">17.0</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y20b6 w48 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Diluted</div></td><td class="c n x1f9 y20b6 w20 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">12</div></td><td class="c n x1fa y20b6 w46 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:DilutedEarningsLossPerShare" id="fact-81" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-2" decimals="3" scale="-2">16.2</ix:nonFraction></span></div></td><td class="c n x1fb y20b6 w47 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:DilutedEarningsLossPerShare" id="fact-82" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-2" decimals="3" scale="-2">16.8</ix:nonFraction></span></div></td></tr></table></div><div class="t m0 x18 h13 y15e9 ffd fs8 fc8 sc0 ls1 ws0">*</div><div class="t m0 x1b h8c y15ea ffd fs33 fc8 sc0 ls7e ws78">See note 36 for restatement</div><div class="t m0 x18 h13 y15eb ffd fs8 fc8 sc0 ls14 ws11">There was <span><ix:nonFraction name="ifrs-full:OtherComprehensiveIncome" id="fact-587" format="ixt5:fixed-zero" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">no</ix:nonFraction></span> other comprehensive income <span class="_ _2"></span>during the year ended 31 December 2025 <span class="_ _2"></span>(2024: £<span><ix:nonFraction name="ifrs-full:OtherComprehensiveIncome" id="fact-586" format="ixt5:fixed-zero" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">nil</ix:nonFraction></span>).</div><div class="t m0 x18 h13 y15ec ffd fs8 fc8 sc0 ls14 ws11">The notes on pages 101 to <span class="_ _2"></span>150 form part of these Financial Statements.</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   97<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   97<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pf64" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc64 w4 h0"><img 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" class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">98</div><div class="t m0 x8 he y1f ff49 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x19 he y1e ff49 fs6 fc4 sc0 ls37 ws36">OVERVIEW</div><div class="t m0 x18e hf y20 ffb fs2 fc5 sc0 ls6 ws4">99</div><div class="t m0 x6 h10 y21 ffc fs4 fc6 sc0 ls15 ws12">Group<span class="_ _1"></span> B<span class="_ _1"></span>alan<span class="_ _1"></span>ce<span class="_ _1"></span> Sh<span class="_ _1"></span>eet<span class="_ _7"></span> <span class="fs41 ls1 ws0"> </span></div><div class="t m0 x6 h46 y2ca ffd fs1 fc6 sc0 ls1 ws0">as at 3<span class="_ _0"></span>1 December 2025 </div><div class="x1fc z1 gs1"><table id="_71226c86-74e1-4631-a377-a38c9d191af5" class="s w49 he5"><tr><td /><td /><td /><td class="t m0 x1fd h1d y20b7 ffd fs11 fc7 sc0 ls1 ws0">Rest<span class="_ _2"></span>ated* <span class="ffc"> </span></td><td class="t m0 x1fe h1d y20b7 ffd fs11 fc7 sc0 ls1 ws0">Rest<span class="_ _2"></span>ated*<span class="ffc"> </span></td></tr><tr><td /><td /><td class="t m0 x1ff h8b y20b8 ffb fs11 fc7 sc0 ls1 ws0">2025  </td><td class="t m0 x200 h1d y20b9 ffd fs11 fc7 sc0 ls1 ws0">2024 <span class="ffc"> </span></td><td class="t m0 x201 h1d y20b8 ffd fs11 fc7 sc0 ls1 ws0">1 January 2024 <span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x202 h4a y20ba ffc fs11 fc7 sc0 ls1 ws0"> <span class="_ _eb"> </span>Note</td><td class="t m0 x203 h8b y20bb ffb fs11 fc7 sc0 ls1 ws0">£’000</td><td class="t m0 x204 h1d y20bc ffd fs11 fc7 sc0 ls1 ws0">£’000</td><td class="t m0 x205 h1d y20bb ffd fs11 fc7 sc0 ls1 ws0">£’000</td></tr><tr><td class="t m0 x206 h11 y20bd ffb fs8 fc3 sc0 ls1 ws0">Non-current assets<span class="_ _167"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></td><td /><td /><td /><td /></tr><tr><td class="c n x1b7 y20be w4a he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Goodwill</div></td><td class="c n x207 y20be w19 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">17</div></td><td class="c n x208 y20be w3c he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:Goodwill" id="fact-83" format="ixt5:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">16,855</ix:nonFraction></span></div></td><td class="c n x209 y20be w3d he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:Goodwill" id="fact-84" format="ixt5:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">16,855</ix:nonFraction></span></div></td><td class="c n x20a y20be w3d he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:Goodwill" id="fact-85" format="ixt5:num-dot-decimal" contextRef="c-5" unitRef="u-1" decimals="-3" scale="3">16,855</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y20bf w4b he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Other intangible asse<span class="_ _2"></span>ts</div></td><td class="c n x20b y20bf w20 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">17</div></td><td class="c n x20c y20bf w35 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:IntangibleAssetsOtherThanGoodwill" id="fact-86" format="ixt5:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">29,881</ix:nonFraction></span></div></td><td class="c n x20d y20bf w36 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:IntangibleAssetsOtherThanGoodwill" id="fact-87" format="ixt5:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">29,861</ix:nonFraction></span></div></td><td class="c n x20e y20bf w36 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:IntangibleAssetsOtherThanGoodwill" id="fact-88" format="ixt5:num-dot-decimal" contextRef="c-5" unitRef="u-1" decimals="-3" scale="3">21,461</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y20c0 w4c he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Pr<span class="_ _2"></span>operty<span class="_ _0"></span>, plant and equipment and right<span class="_ _0"></span>-of-use assets</div></td><td class="c n x20f y20c0 w20 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">18</div></td><td class="c n x210 y20c0 w26 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" id="fact-89" format="ixt5:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">7,700</ix:nonFraction></span></div></td><td class="c n x211 y20c0 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" id="fact-90" format="ixt5:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">6,400</ix:nonFraction></span></div></td><td class="c n x212 y20c0 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:PropertyPlantAndEquipmentIncludingRightofuseAssets" id="fact-91" format="ixt5:num-dot-decimal" contextRef="c-5" unitRef="u-1" decimals="-3" scale="3">6,918</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y20c1 w4d he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Financial assets</div></td><td class="c n x213 y20c1 w20 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">19</div></td><td class="c n x214 y20c1 w27 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:OtherNoncurrentFinancialAssets" id="fact-92" format="ixt5:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">963</ix:nonFraction></span></div></td><td class="c n x215 y20c1 w27 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:OtherNoncurrentFinancialAssets" id="fact-93" format="ixt5:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">762</ix:nonFraction></span></div></td><td class="c n x216 y20c1 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:OtherNoncurrentFinancialAssets" id="fact-94" format="ixt5:num-dot-decimal" contextRef="c-5" unitRef="u-1" decimals="-3" scale="3">5,407</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y20c2 w4e he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Def<span class="_ _2"></span>erred t<span class="_ _2"></span>ax asset</div></td><td class="c n x20b y20c2 w20 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">16</div></td><td class="c n x217 y20c2 w33 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:DeferredTaxAssets" id="fact-95" format="ixt5:fixed-zero" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x218 y20c2 w4f he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:DeferredTaxAssets" id="fact-96" format="ixt5:fixed-zero" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x219 y20c2 w27 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:DeferredTaxAssets" id="fact-97" format="ixt5:num-dot-decimal" contextRef="c-5" unitRef="u-1" decimals="-3" scale="3">166</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y20c3 w50 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Inves<span class="_ _2"></span>tment in subleases</div></td><td class="c n x21a y20c3 w19 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">19</div></td><td class="c n x21b y20c3 w3a he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:NoncurrentFinanceLeaseReceivables" id="fact-98" format="ixt5:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">131</ix:nonFraction></span></div></td><td class="c n x21c y20c3 w27 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:NoncurrentFinanceLeaseReceivables" id="fact-99" format="ixt5:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">447</ix:nonFraction></span></div></td><td class="c n x21d y20c3 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:NoncurrentFinanceLeaseReceivables" id="fact-100" format="ixt5:num-dot-decimal" contextRef="c-5" unitRef="u-1" decimals="-3" scale="3">1,757</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y20c4 w51 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Inves<span class="_ _2"></span>tment in joint v<span class="_ _2"></span>enture</div></td><td class="c n x21e y20c4 w20 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">20</div></td><td class="c n x21f y20c4 w3c he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:InvestmentsInJointVenturesAccountedForUsingEquityMethod" id="fact-101" format="ixt5:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">14,988</ix:nonFraction></span></div></td><td class="c n x220 y20c4 w3d he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:InvestmentsInJointVenturesAccountedForUsingEquityMethod" id="fact-102" format="ixt5:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">11,585</ix:nonFraction></span></div></td><td class="c n x221 y20c4 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:InvestmentsInJointVenturesAccountedForUsingEquityMethod" id="fact-103" format="ixt5:num-dot-decimal" contextRef="c-5" unitRef="u-1" decimals="-3" scale="3">9,359</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y20c5 w52 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Contr<span class="_ _2"></span>act asset</div></td><td /><td class="c n x222 y20c5 w4f he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:NoncurrentContractAssets" id="fact-104" format="ixt5:fixed-zero" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x1d8 y20c5 w33 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:NoncurrentContractAssets" id="fact-105" format="ixt5:fixed-zero" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x223 y20c5 w3a he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:NoncurrentContractAssets" id="fact-106" format="ixt5:num-dot-decimal" contextRef="c-5" unitRef="u-1" decimals="-3" scale="3">329</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y20c6 w53 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Loans to fr<span class="_ _2"></span>anchisees and appointed r<span class="_ _2"></span>epresent<span class="_ _2"></span>atives</div></td><td class="c n x224 y20c6 w19 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">19</div></td><td class="c n x225 y20c6 w26 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0 ixbrl-extension"><span class="gs2"><ix:nonFraction name="lsl:NonCurrentLoansToFranchiseesAndAppointedRepresentatives" id="fact-107" format="ixt5:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">1,823</ix:nonFraction></span></div></td><td class="c n x226 y20c6 w27 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0 ixbrl-extension"><span class="gs2"><ix:nonFraction name="lsl:NonCurrentLoansToFranchiseesAndAppointedRepresentatives" id="fact-108" format="ixt5:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">902</ix:nonFraction></span></div></td><td class="c n x227 y20c6 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0 ixbrl-extension"><span class="gs2"><ix:nonFraction name="lsl:NonCurrentLoansToFranchiseesAndAppointedRepresentatives" id="fact-109" format="ixt5:num-dot-decimal" contextRef="c-5" unitRef="u-1" decimals="-3" scale="3">1,655</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y20c7 w54 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal non-current assets</div></td><td /><td class="c n x228 y20c7 w35 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:NoncurrentAssets" id="fact-110" format="ixt5:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">72,341</ix:nonFraction></span></div></td><td class="c n x229 y20c7 w3d he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:NoncurrentAssets" id="fact-111" format="ixt5:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">66,812</ix:nonFraction></span></div></td><td class="c n x22a y20c7 w3d he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:NoncurrentAssets" id="fact-112" format="ixt5:num-dot-decimal" contextRef="c-5" unitRef="u-1" decimals="-3" scale="3">63,907</ix:nonFraction></span></div></td></tr><tr><td class="t m0 x206 h11 y20c8 ffb fs8 fc3 sc0 ls1 ws0">Current assets<span class="_ _154"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></td><td /><td /><td /><td /></tr><tr><td class="c n x1b7 y20c9 w55 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">T<span class="_ _0"></span>rade and other receiv<span class="_ _2"></span>ables</div></td><td class="c n x22b y20c9 w19 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">21</div></td><td class="c n x22c y20c9 w3c he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:TradeAndOtherCurrentReceivables" id="fact-113" format="ixt5:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">25,026</ix:nonFraction></span></div></td><td class="c n x22d y20c9 w36 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:TradeAndOtherCurrentReceivables" id="fact-114" format="ixt5:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">24,161</ix:nonFraction></span></div></td><td class="c n x22e y20c9 w3d he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:TradeAndOtherCurrentReceivables" id="fact-115" format="ixt5:num-dot-decimal" contextRef="c-5" unitRef="u-1" decimals="-3" scale="3">22,446</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y20ca w4d he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Financial assets</div></td><td class="c n x213 y20ca w20 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">19</div></td><td class="c n x22f y20ca w33 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:OtherCurrentFinancialAssets" id="fact-116" format="ixt5:fixed-zero" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x230 y20ca w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:OtherCurrentFinancialAssets" id="fact-117" format="ixt5:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">5,772</ix:nonFraction></span></div></td><td class="c n x231 y20ca w19 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:OtherCurrentFinancialAssets" id="fact-118" format="ixt5:num-dot-decimal" contextRef="c-5" unitRef="u-1" decimals="-3" scale="3">54</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y20cb w52 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Contr<span class="_ _2"></span>act asset</div></td><td /><td class="c n x222 y20cb w4f he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:CurrentContractAssets" id="fact-119" format="ixt5:fixed-zero" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x1d8 y20cb w33 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:CurrentContractAssets" id="fact-120" format="ixt5:fixed-zero" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x232 y20cb w19 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:CurrentContractAssets" id="fact-121" format="ixt5:num-dot-decimal" contextRef="c-5" unitRef="u-1" decimals="-3" scale="3">40</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y20cc w56 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Loans to joint v<span class="_ _2"></span>enture</div></td><td class="c n x21e y20cc w20 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">19</div></td><td class="c n x21f y20cc w3c he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0 ixbrl-extension"><span class="gs2"><ix:nonFraction name="lsl:CurrentLoansToJointVenture" id="fact-122" format="ixt5:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">13,840</ix:nonFraction></span></div></td><td class="c n x233 y20cc w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0 ixbrl-extension"><span class="gs2"><ix:nonFraction name="lsl:CurrentLoansToJointVenture" id="fact-123" format="ixt5:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">7,607</ix:nonFraction></span></div></td><td class="c n x234 y20cc w33 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0 ixbrl-extension"><span class="gs2"><ix:nonFraction name="lsl:CurrentLoansToJointVenture" id="fact-124" format="ixt5:fixed-zero" contextRef="c-5" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y20cd w50 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Inves<span class="_ _2"></span>tment in subleases</div></td><td class="c n x21a y20cd w19 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">19</div></td><td class="c n x21b y20cd w3a he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:CurrentFinanceLeaseReceivables" id="fact-125" format="ixt5:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">164</ix:nonFraction></span></div></td><td class="c n x21c y20cd w27 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:CurrentFinanceLeaseReceivables" id="fact-126" format="ixt5:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">385</ix:nonFraction></span></div></td><td class="c n x21d y20cd w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:CurrentFinanceLeaseReceivables" id="fact-127" format="ixt5:num-dot-decimal" contextRef="c-5" unitRef="u-1" decimals="-3" scale="3">1,582</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y20ce w57 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Current t<span class="_ _2"></span>ax assets</div></td><td class="c n x235 y20ce w19 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">16</div></td><td class="c n x236 y20ce w27 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:CurrentTaxAssetsCurrent" id="fact-128" format="ixt5:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">725</ix:nonFraction></span></div></td><td class="c n x237 y20ce w3a he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:CurrentTaxAssetsCurrent" id="fact-129" format="ixt5:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">846</ix:nonFraction></span></div></td><td class="c n x238 y20ce w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:CurrentTaxAssetsCurrent" id="fact-130" format="ixt5:num-dot-decimal" contextRef="c-5" unitRef="u-1" decimals="-3" scale="3">2,183</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y20cf w53 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Loans to fr<span class="_ _2"></span>anchisees and appointed r<span class="_ _2"></span>epresent<span class="_ _2"></span>atives</div></td><td class="c n x224 y20cf w19 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">19</div></td><td class="c n x225 y20cf w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0 ixbrl-extension"><span class="gs2"><ix:nonFraction name="lsl:CurrentLoansToFranchiseesAndAppointedRepresentatives" id="fact-131" format="ixt5:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">1,827</ix:nonFraction></span></div></td><td class="c n x226 y20cf w27 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0 ixbrl-extension"><span class="gs2"><ix:nonFraction name="lsl:CurrentLoansToFranchiseesAndAppointedRepresentatives" id="fact-132" format="ixt5:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">867</ix:nonFraction></span></div></td><td class="c n x239 y20cf w3a he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0 ixbrl-extension"><span class="gs2"><ix:nonFraction name="lsl:CurrentLoansToFranchiseesAndAppointedRepresentatives" id="fact-133" format="ixt5:num-dot-decimal" contextRef="c-5" unitRef="u-1" decimals="-3" scale="3">444</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y20d0 w58 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Cash and cash equivalen<span class="_ _2"></span>ts</div></td><td class="c n x235 y20d0 w19 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">22</div></td><td class="c n x23a y20d0 w3c he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:CashAndCashEquivalents" id="fact-134" format="ixt5:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">67,050</ix:nonFraction></span></div></td><td class="c n x23b y20d0 w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:CashAndCashEquivalents" id="fact-135" format="ixt5:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">60,663</ix:nonFraction></span></div></td><td class="c n x23c y20d0 w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:CashAndCashEquivalents" id="fact-136" format="ixt5:num-dot-decimal" contextRef="c-5" unitRef="u-1" decimals="-3" scale="3">58,110</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y20d1 w59 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal current assets</div></td><td /><td class="c n x23d y20d1 w5a he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:CurrentAssets" id="fact-137" format="ixt5:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">108,632</ix:nonFraction></span></div></td><td class="c n x23e y20d1 w17 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:CurrentAssets" id="fact-138" format="ixt5:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">100,301</ix:nonFraction></span></div></td><td class="c n x23f y20d1 w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:CurrentAssets" id="fact-139" format="ixt5:num-dot-decimal" contextRef="c-5" unitRef="u-1" decimals="-3" scale="3">84,859</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y20d2 w5b he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal assets</div></td><td /><td class="c n x240 y20d2 w5a he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:Assets" id="fact-140" format="ixt5:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">180,973</ix:nonFraction></span></div></td><td class="c n x241 y20d2 w5c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:Assets" id="fact-141" format="ixt5:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">167,113</ix:nonFraction></span></div></td><td class="c n x242 y20d2 w5c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:Assets" id="fact-142" format="ixt5:num-dot-decimal" contextRef="c-5" unitRef="u-1" decimals="-3" scale="3">148,766</ix:nonFraction></span></div></td></tr><tr><td class="t m0 x206 h2e y20d3 ff16 fs8 fc3 sc0 ls1 ws0">Current liabilities<span class="_ _173"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></td><td /><td /><td /><td /></tr><tr><td class="c n x1b7 y20d4 w5d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Financial liabilities</div></td><td class="c n x243 y20d4 w20 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">24</div></td><td class="c n x244 y20d4 w1d he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:OtherCurrentFinancialLiabilities" id="fact-143" format="ixt5:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">5,613</ix:nonFraction></span>)</div></td><td class="c n x245 y20d4 w21 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:OtherCurrentFinancialLiabilities" id="fact-144" format="ixt5:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">5,595</ix:nonFraction></span>)</div></td><td class="c n x246 y20d4 w21 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:OtherCurrentFinancialLiabilities" id="fact-145" format="ixt5:num-dot-decimal" contextRef="c-5" unitRef="u-1" decimals="-3" scale="3">3,320</ix:nonFraction></span>)</div></td></tr><tr><td class="c n x1b7 y20d5 w5e he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">T<span class="_ _0"></span>rade and other pay<span class="_ _2"></span>ables</div></td><td class="c n x235 y20d5 w19 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">23</div></td><td class="c n x247 y20d5 w23 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:TradeAndOtherCurrentPayables" id="fact-146" format="ixt5:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">36,810</ix:nonFraction></span>)</div></td><td class="c n x248 y20d5 w5f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:TradeAndOtherCurrentPayables" id="fact-147" format="ixt5:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">37,493</ix:nonFraction></span>)</div></td><td class="c n x249 y20d5 w5f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:TradeAndOtherCurrentPayables" id="fact-148" format="ixt5:num-dot-decimal" contextRef="c-5" unitRef="u-1" decimals="-3" scale="3">31,232</ix:nonFraction></span>)</div></td></tr><tr><td class="c n x1b7 y20d6 w60 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Pr<span class="_ _2"></span>ovisions for liabilities</div></td><td class="c n x24a y20d6 w20 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">25</div></td><td class="c n x24b y20d6 w1d he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:CurrentProvisions" id="fact-149" format="ixt5:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">6,266</ix:nonFraction></span>)</div></td><td class="c n x24c y20d6 w21 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:CurrentProvisions" id="fact-150" format="ixt5:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">6,552</ix:nonFraction></span>)</div></td><td class="c n x24d y20d6 w21 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:CurrentProvisions" id="fact-151" format="ixt5:num-dot-decimal" contextRef="c-5" unitRef="u-1" decimals="-3" scale="3">5,903</ix:nonFraction></span>)</div></td></tr><tr><td class="c n x1b7 y20d7 w61 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Bank over<span class="_ _2"></span>drafts</div></td><td class="c n x24e y20d7 w19 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">22</div></td><td class="c n x24f y20d7 w23 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:ShorttermBorrowings" id="fact-152" format="ixt5:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">39,253</ix:nonFraction></span>)</div></td><td class="c n x250 y20d7 w5f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:ShorttermBorrowings" id="fact-153" format="ixt5:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">28,264</ix:nonFraction></span>)</div></td><td class="c n x251 y20d7 w5f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:ShorttermBorrowings" id="fact-154" format="ixt5:num-dot-decimal" contextRef="c-5" unitRef="u-1" decimals="-3" scale="3">23,139</ix:nonFraction></span>)</div></td></tr><tr><td class="c n x1b7 y20d8 w62 he4"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal current liabilities</div></td><td /><td class="c n x252 y20d8 w23 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:CurrentLiabilities" id="fact-155" format="ixt5:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">87,942</ix:nonFraction></span>)</div></td><td class="c n x253 y20d8 w5f he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:CurrentLiabilities" id="fact-156" format="ixt5:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">77,904</ix:nonFraction></span>)</div></td><td class="c n x254 y20d8 w5f he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:CurrentLiabilities" id="fact-157" format="ixt5:num-dot-decimal" contextRef="c-5" unitRef="u-1" decimals="-3" scale="3">63,594</ix:nonFraction></span>)</div></td></tr><tr><td class="t m0 x206 h2e y20d9 ff16 fs8 fc3 sc0 ls1 ws0">Non-current liabilities<span class="_ _176"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></td><td /><td /><td /><td /></tr><tr><td class="c n x1b7 y20da w5d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Financial liabilities</div></td><td class="c n x243 y20da w20 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">24</div></td><td class="c n x244 y20da w1d he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:OtherNoncurrentFinancialLiabilities" id="fact-158" format="ixt5:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">4,148</ix:nonFraction></span>)</div></td><td class="c n x245 y20da w21 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:OtherNoncurrentFinancialLiabilities" id="fact-159" format="ixt5:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">3,491</ix:nonFraction></span>)</div></td><td class="c n x246 y20da w21 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:OtherNoncurrentFinancialLiabilities" id="fact-160" format="ixt5:num-dot-decimal" contextRef="c-5" unitRef="u-1" decimals="-3" scale="3">5,085</ix:nonFraction></span>)</div></td></tr><tr><td class="c n x1b7 y20db w63 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Def<span class="_ _2"></span>erred t<span class="_ _2"></span>ax liability</div></td><td class="c n x20b y20db w20 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">16</div></td><td class="c n x255 y20db w2b he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:DeferredTaxLiabilities" id="fact-161" format="ixt5:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">1,999</ix:nonFraction></span>)</div></td><td class="c n x256 y20db w21 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:DeferredTaxLiabilities" id="fact-162" format="ixt5:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">1,642</ix:nonFraction></span>)</div></td><td class="c n x257 y20db w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:DeferredTaxLiabilities" id="fact-163" format="ixt5:fixed-zero" contextRef="c-5" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y20dc w60 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Pr<span class="_ _2"></span>ovisions for liabilities</div></td><td class="c n x24a y20dc w20 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">25</div></td><td class="c n x24b y20dc w1d he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:NoncurrentProvisions" id="fact-164" format="ixt5:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">5,002</ix:nonFraction></span>)</div></td><td class="c n x24c y20dc w21 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:NoncurrentProvisions" id="fact-165" format="ixt5:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">3,869</ix:nonFraction></span>)</div></td><td class="c n x24d y20dc w21 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:NoncurrentProvisions" id="fact-166" format="ixt5:num-dot-decimal" contextRef="c-5" unitRef="u-1" decimals="-3" scale="3">5,872</ix:nonFraction></span>)</div></td></tr><tr><td class="c n x1b7 y20dd w64 he4"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal non-current liabilities</div></td><td /><td class="c n x258 y20dd w65 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:NoncurrentLiabilities" id="fact-167" format="ixt5:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">11,149</ix:nonFraction></span>)</div></td><td class="c n x259 y20dd w21 he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:NoncurrentLiabilities" id="fact-168" format="ixt5:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">9,002</ix:nonFraction></span>)</div></td><td class="c n x25a y20dd w24 he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:NoncurrentLiabilities" id="fact-169" format="ixt5:num-dot-decimal" contextRef="c-5" unitRef="u-1" decimals="-3" scale="3">10,957</ix:nonFraction></span>)</div></td></tr><tr><td class="c n x1b7 y20de w66 he4"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal liabilities</div></td><td /><td class="c n x25b y20de w65 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:Liabilities" id="fact-170" format="ixt5:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">99,091</ix:nonFraction></span>)</div></td><td class="c n x25c y20de w24 he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:Liabilities" id="fact-171" format="ixt5:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">86,906</ix:nonFraction></span>)</div></td><td class="c n x25d y20de w24 he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:Liabilities" id="fact-172" format="ixt5:num-dot-decimal" contextRef="c-5" unitRef="u-1" decimals="-3" scale="3">74,551</ix:nonFraction></span>)</div></td></tr><tr><td class="c n x1b7 y20df w67 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">Net assets</div></td><td /><td class="c n x25e y20df w3c he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:NetAssetsLiabilities" id="fact-173" format="ixt5:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">81,882</ix:nonFraction></span></div></td><td class="c n x25f y20df w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:NetAssetsLiabilities" id="fact-174" format="ixt5:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">80,207</ix:nonFraction></span></div></td><td class="c n x260 y20df w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:NetAssetsLiabilities" id="fact-175" format="ixt5:num-dot-decimal" contextRef="c-5" unitRef="u-1" decimals="-3" scale="3">74,215</ix:nonFraction></span></div></td></tr><tr><td class="t m0 x206 h11 y20e0 ffb fs8 fc3 sc0 ls1 ws0">Equity<span class="_ _13a"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></td><td /><td /><td /><td /></tr><tr><td class="c n x1b7 y20e1 w68 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Share capit<span class="_ _2"></span>al</div></td><td class="c n x261 y20e1 w19 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">27</div></td><td class="c n x262 y20e1 w27 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:IssuedCapital" id="fact-176" format="ixt5:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">210</ix:nonFraction></span></div></td><td class="c n x263 y20e1 w27 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:IssuedCapital" id="fact-177" format="ixt5:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">210</ix:nonFraction></span></div></td><td class="c n x264 y20e1 w27 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:IssuedCapital" id="fact-178" format="ixt5:num-dot-decimal" contextRef="c-5" unitRef="u-1" decimals="-3" scale="3">210</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y20e2 w69 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Share pr<span class="_ _2"></span>emium account</div></td><td class="c n x265 y20e2 w19 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">28</div></td><td class="c n x266 y20e2 w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:SharePremium" id="fact-179" format="ixt5:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">5,629</ix:nonFraction></span></div></td><td class="c n x267 y20e2 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:SharePremium" id="fact-180" format="ixt5:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">5,629</ix:nonFraction></span></div></td><td class="c n x268 y20e2 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:SharePremium" id="fact-181" format="ixt5:num-dot-decimal" contextRef="c-5" unitRef="u-1" decimals="-3" scale="3">5,629</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y20e3 w6a he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Share-based pa<span class="_ _2"></span>yment reserve</div></td><td class="c n x20b y20e3 w20 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">28</div></td><td class="c n x269 y20e3 w6b he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ReserveOfSharebasedPayments" id="fact-182" format="ixt5:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">3,355</ix:nonFraction></span></div></td><td class="c n x26a y20e3 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ReserveOfSharebasedPayments" id="fact-183" format="ixt5:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">2,634</ix:nonFraction></span></div></td><td class="c n x26b y20e3 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ReserveOfSharebasedPayments" id="fact-184" format="ixt5:num-dot-decimal" contextRef="c-5" unitRef="u-1" decimals="-3" scale="3">3,564</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y20e4 w6c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Shares held by employ<span class="_ _2"></span>ee benefit trust and shar<span class="_ _2"></span>e incentive plan</div></td><td class="c n x26c y20e4 w6d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2,28</div></td><td class="c n x26d y20e4 w1d he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="lsl:SharesHeldByEmployeeBenefitTrustAndShareIncentivePlan" id="fact-185" format="ixt5:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3" sign="-">1,316</ix:nonFraction></span>)</div></td><td class="c n x26e y20e4 w1e he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="lsl:SharesHeldByEmployeeBenefitTrustAndShareIncentivePlan" id="fact-186" format="ixt5:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3" sign="-">1,510</ix:nonFraction></span>)</div></td><td class="c n x26f y20e4 w21 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="lsl:SharesHeldByEmployeeBenefitTrustAndShareIncentivePlan" id="fact-187" format="ixt5:num-dot-decimal" contextRef="c-5" unitRef="u-1" decimals="-3" scale="3" sign="-">2,871</ix:nonFraction></span>)</div></td></tr><tr><td class="c n x1b7 y20e5 w6e he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">T<span class="_ _0"></span>reasury shares</div></td><td class="c n x21e y20e5 w20 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">28</div></td><td class="c n x270 y20e5 w1d he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:TreasuryShares" id="fact-188" format="ixt5:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">9,876</ix:nonFraction></span>)</div></td><td class="c n x271 y20e5 w21 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:TreasuryShares" id="fact-189" format="ixt5:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">4,831</ix:nonFraction></span>)</div></td><td class="c n x272 y20e5 w21 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:TreasuryShares" id="fact-190" format="ixt5:num-dot-decimal" contextRef="c-5" unitRef="u-1" decimals="-3" scale="3">3,983</ix:nonFraction></span>)</div></td></tr><tr><td class="c n x1b7 y20e6 w6f he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Fair v<span class="_ _2"></span>alue reserve</div></td><td class="c n x21a y20e6 w19 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">28</div></td><td class="c n x273 y20e6 w70 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:ReserveOfGainsAndLossesFromInvestmentsInEquityInstruments" id="fact-191" format="ixt5:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3" sign="-">385</ix:nonFraction></span>)</div></td><td class="c n x274 y20e6 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:ReserveOfGainsAndLossesFromInvestmentsInEquityInstruments" id="fact-192" format="ixt5:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3" sign="-">385</ix:nonFraction></span>)</div></td><td class="c n x275 y20e6 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:ReserveOfGainsAndLossesFromInvestmentsInEquityInstruments" id="fact-193" format="ixt5:num-dot-decimal" contextRef="c-5" unitRef="u-1" decimals="-3" scale="3" sign="-">385</ix:nonFraction></span>)</div></td></tr><tr><td class="c n x1b7 y20e7 w71 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Ret<span class="_ _2"></span>ained earnings</div></td><td /><td class="c n x276 y20e7 w35 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:RetainedEarnings" id="fact-194" format="ixt5:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">84,458</ix:nonFraction></span></div></td><td class="c n x277 y20e7 w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:RetainedEarnings" id="fact-195" format="ixt5:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">78,733</ix:nonFraction></span></div></td><td class="c n x278 y20e7 w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:RetainedEarnings" id="fact-196" format="ixt5:num-dot-decimal" contextRef="c-5" unitRef="u-1" decimals="-3" scale="3">72,357</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y20e8 w72 he4"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal equity attributable to owner<span class="_ _2"></span>s of the parent</div></td><td /><td class="c n x279 y20e8 w35 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:EquityAttributableToOwnersOfParent" id="fact-197" format="ixt5:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">82,075</ix:nonFraction></span></div></td><td class="c n x27a y20e8 w3d he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:EquityAttributableToOwnersOfParent" id="fact-198" format="ixt5:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">80,480</ix:nonFraction></span></div></td><td class="c n x27b y20e8 w36 he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:EquityAttributableToOwnersOfParent" id="fact-199" format="ixt5:num-dot-decimal" contextRef="c-5" unitRef="u-1" decimals="-3" scale="3">74,521</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y20e9 w44 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Non-contr<span class="_ _2"></span>olling inter<span class="_ _2"></span>est</div></td><td /><td class="c n x27c y20e9 w70 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:NoncontrollingInterests" id="fact-200" format="ixt5:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3" sign="-">193</ix:nonFraction></span>)</div></td><td class="c n x27d y20e9 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:NoncontrollingInterests" id="fact-201" format="ixt5:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3" sign="-">273</ix:nonFraction></span>)</div></td><td class="c n x27e y20e9 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:NoncontrollingInterests" id="fact-202" format="ixt5:num-dot-decimal" contextRef="c-5" unitRef="u-1" decimals="-3" scale="3" sign="-">306</ix:nonFraction></span>)</div></td></tr><tr><td class="c n x1b7 y20b6 w73 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal equity</div></td><td /><td class="c n x27f y20b6 w35 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-203" format="ixt5:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">81,882</ix:nonFraction></span></div></td><td class="c n x280 y20b6 w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-204" format="ixt5:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">80,207</ix:nonFraction></span></div></td><td class="c n x281 y20b6 w36 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-205" format="ixt5:num-dot-decimal" contextRef="c-5" unitRef="u-1" decimals="-3" scale="3">74,215</ix:nonFraction></span></div></td></tr></table></div><div class="t m0 x6 h13 y161a ffd fs8 fc8 sc0 ls14 ws11">*s</div><div class="t m0 xff h8c y161b ffd fs33 fc8 sc0 ls7e ws78">ee note 36 for restatement</div><div class="t m0 x6 h13 y161c ffd fs8 fc8 sc0 ls14 ws11">The notes on pages 101 to <span class="_ _2"></span>150 form part of these Financial Statements.</div><div class="t m0 x6 h11 y161d ffb fs8 fc8 sc0 ls14 ws0">The Financial Statements were approved by and signed on behalf of the Board by:</div><div class="t m0 x6 h11 y161e ffb fs8 fc8 sc0 ls14 ws0">Adam Castleton<span class="ls1"> </span></div><div class="t m0 x6 h14 y161f ffc fs8 fc8 sc0 ls14 ws0">Group Chief Executive Officer</div><div class="t m0 x144 h11 y161e ffb fs8 fc8 sc0 ls14 ws0">David Tilak<span class="ls1"> </span></div><div class="t m0 x144 h14 y161f ffc fs8 fc8 sc0 ls14 ws0">Group Chief Financial Officer</div><div class="t m0 x6 h13 y1620 ffd fs8 fc8 sc0 ls14 ws11">18 March 2026<span class="_ _181"> </span>18 March 2026</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   98<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   98<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pf65" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc65 w4 h0"><img 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" class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">98</div><div class="t m0 xf he y1f ff4a fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 xe he y1e ff4a fs6 fc4 sc0 ls9c ws9c">OTHER INFORMATION<span class="_ _182"></span><span class="fc0">FINANCIAL STATEMENTS<span class="_ _183"></span><span class="fc4">CORPORATE GOVERNANCE<span class="_ _13e"></span>STRATEGIC<span class="_ _2"></span> REPORT<span class="_ _184"></span><span class="ls37 ws36">OVERVIEW</span></span></span></div><div class="t m0 x10 hf y20 ffb fs2 fc5 sc0 ls6 ws4">99</div><div class="t m0 x18 h45 y21 ffd fs4 fc6 sc0 ls1 ws0">G<span class="_ _2"></span>r<span class="_ _0"></span>ou<span class="_ _0"></span>p S<span class="_ _0"></span>ta<span class="_ _0"></span>t<span class="_ _2"></span>e<span class="_ _0"></span>me<span class="_ _0"></span>n<span class="_ _2"></span>t o<span class="_ _0"></span>f C<span class="_ _1"></span>a<span class="_ _0"></span>s<span class="_ _2"></span>h F<span class="_ _0"></span>lo<span class="_ _0"></span>ws <span class="ffc fs41"> </span></div><div class="t m0 x18 h46 y2ca ffd fs1 fc6 sc0 ls1 ws0">for the y<span class="_ _2"></span>ear ended 3<span class="_ _0"></span>1 December 20<span class="_ _2"></span>25</div><div class="x1ae z1 gs1"><table id="_855accc7-ae92-46ae-989a-857d43c067f6" class="s w74 he6"><tr><td /><td /><td /><td class="t m0 x1af h1d y20ea ffd fs11 fc7 sc0 ls1 ws0">Rest<span class="_ _2"></span>ated* <span class="ffc"> </span></td></tr><tr><td /><td /><td class="t m0 x1b0 h8b y20eb ffb fs11 fc7 sc0 ls1 ws0">2025  </td><td class="t m0 x1b1 h1d y20ec ffd fs11 fc7 sc0 ls1 ws0">2024 <span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x1b2 h4a y20ed ffc fs11 fc7 sc0 ls1 ws0"> <span class="_ _eb"> </span>Note </td><td class="t m0 x1b3 h8b y20ee ffb fs11 fc7 sc0 ls1 ws0">£’000</td><td class="t m0 x1b4 h1d y20ef ffd fs11 fc7 sc0 ls1 ws0">£’000</td></tr><tr><td class="c n x1b7 y20f0 w75 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Pr<span class="_ _2"></span>ofit befor<span class="_ _2"></span>e ta<span class="_ _2"></span>x from con<span class="_ _2"></span>tinuing operations</div></td><td /><td class="c n x282 y20f0 w35 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ProfitLossBeforeTax" id="fact-206" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">23,076</ix:nonFraction></span></div></td><td class="c n x22a y20f0 w3d he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ProfitLossBeforeTax" id="fact-207" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">23,066</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y20f1 w76 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Loss bef<span class="_ _2"></span>ore ta<span class="_ _2"></span>x from disc<span class="_ _2"></span>ontinued opera<span class="_ _2"></span>tions</div></td><td class="c n x283 y20f1 w15 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">6</div></td><td class="c n x284 y20f1 w77 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="lsl:ProfitLossBeforeTaxFromDiscontinuedOperations" id="fact-208" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3" sign="-">8</ix:nonFraction></span>)</div></td><td class="c n x285 y20f1 w2c he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="lsl:ProfitLossBeforeTaxFromDiscontinuedOperations" id="fact-209" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3" sign="-">518</ix:nonFraction></span>)</div></td></tr><tr><td class="c n x1b7 y20f2 w3b he7"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">Profit bef<span class="_ _2"></span>ore tax</div></td><td /><td class="c n x286 y20f2 w35 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0 ixbrl-extension"><span class="gs2"><ix:nonFraction name="lsl:ProfitLossBeforeTaxIncludingDiscontinuedOperations" id="fact-210" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">23,068</ix:nonFraction></span></div></td><td class="c n x287 y20f2 w3d he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0 ixbrl-extension"><span class="gs2"><ix:nonFraction name="lsl:ProfitLossBeforeTaxIncludingDiscontinuedOperations" id="fact-211" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">22,548</ix:nonFraction></span></div></td></tr><tr><td class="t m0 x1b5 h13 y20f3 ffd fs8 fc3 sc0 ls1 ws0">Adjustments f<span class="_ _2"></span>or:<span class="_ _4a"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></td><td /><td /><td /></tr><tr><td class="c n x1b7 y20f4 w31 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Exceptional c<span class="_ _2"></span>osts</div></td><td class="c n x288 y20f4 w78 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">6,9</div></td><td class="c n x289 y20f4 w26 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0 ixbrl-extension"><span class="gs2"><ix:nonFraction name="lsl:AdjustmentsForExceptionalCosts" id="fact-212" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">5,386</ix:nonFraction></span></div></td><td class="c n x28a y20f4 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0 ixbrl-extension"><span class="gs2"><ix:nonFraction name="lsl:AdjustmentsForExceptionalCosts" id="fact-213" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">4,187</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y20f5 w2e he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Exceptional g<span class="_ _2"></span>ains</div></td><td class="c n x1d2 y20f5 w2f he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">9</div></td><td class="c n x28b y20f5 w70 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="lsl:AdjustmentsForExceptionalGains" id="fact-214" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">571</ix:nonFraction></span>)</div></td><td class="c n x28c y20f5 w21 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="lsl:AdjustmentsForExceptionalGains" id="fact-215" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">1,745</ix:nonFraction></span>)</div></td></tr><tr><td class="c n x1b7 y20f6 w32 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Contingent c<span class="_ _2"></span>onsidera<span class="_ _2"></span>tion pay<span class="_ _2"></span>able</div></td><td class="c n x28d y20f6 w19 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">24</div></td><td class="c n x28e y20f6 w4f he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0 ixbrl-extension"><span class="gs2"><ix:nonFraction name="lsl:AdjustmentsForContingentConsiderationPayable" id="fact-216" format="ixt5:fixed-zero" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x28f y20f6 w2c he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="lsl:AdjustmentsForContingentConsiderationPayable" id="fact-217" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3" sign="-">426</ix:nonFraction></span>)</div></td></tr><tr><td class="c n x1b7 y20f7 w79 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Depreciation of t<span class="_ _2"></span>angible assets</div></td><td class="c n x290 y20f7 w19 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">18</div></td><td class="c n x291 y20f7 w26 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:AdjustmentsForDepreciationExpense" id="fact-218" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">3,369</ix:nonFraction></span></div></td><td class="c n x292 y20f7 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:AdjustmentsForDepreciationExpense" id="fact-219" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">3,160</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y20f8 w2d he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Amortisation of int<span class="_ _2"></span>angible assets</div></td><td class="c n x1cf y20f8 w20 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">17</div></td><td class="c n x211 y20f8 w26 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:AdjustmentsForAmortisationExpense" id="fact-220" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">3,032</ix:nonFraction></span></div></td><td class="c n x293 y20f8 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:AdjustmentsForAmortisationExpense" id="fact-221" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">2,988</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y20f9 w7a he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Share-based pa<span class="_ _2"></span>yments</div></td><td class="c n x1c1 y20f9 w20 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">15</div></td><td class="c n x294 y20f9 w26 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:AdjustmentsForSharebasedPayments" id="fact-222" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">1,597</ix:nonFraction></span></div></td><td class="c n x295 y20f9 w3a he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:AdjustmentsForSharebasedPayments" id="fact-223" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">920</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y20fa w7b he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Loss on disposal of property<span class="_ _6"></span>, plant and equipment and right<span class="_ _0"></span>-of-use assets</div></td><td /><td class="c n x296 y20fa w4f he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:AdjustmentsForGainLossOnDisposalsPropertyPlantAndEquipment" id="fact-224" format="ixt5:fixed-zero" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3" sign="-">–</ix:nonFraction></span></div></td><td class="c n x297 y20fa w7c he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:AdjustmentsForGainLossOnDisposalsPropertyPlantAndEquipment" id="fact-225" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">31</ix:nonFraction></span>)</div></td></tr><tr><td class="c n x1b7 y20fb w7d he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(Pr<span class="_ _2"></span>ofit)/loss from joint v<span class="_ _2"></span>enture</div></td><td class="c n x298 y20fb w20 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">20</div></td><td class="c n x299 y20fb w7e he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:AdjustmentsForUndistributedProfitsOfInvestmentsAccountedForUsingEquityMethod" id="fact-226" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">798</ix:nonFraction></span>)</div></td><td class="c n x29a y20fb w15 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:AdjustmentsForUndistributedProfitsOfInvestmentsAccountedForUsingEquityMethod" id="fact-227" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3" sign="-">6</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y20fc w25 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Other gains</div></td><td class="c n x1c6 y20fc w15 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">3</div></td><td class="c n x29b y20fc w2b he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:OtherAdjustmentsForNoncashItems" id="fact-228" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3" sign="-">1,116</ix:nonFraction></span>)</div></td><td class="c n x275 y20fc w2c he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:OtherAdjustmentsForNoncashItems" id="fact-229" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3" sign="-">482</ix:nonFraction></span>)</div></td></tr><tr><td class="c n x1b7 y20fd w7f he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Decrease in con<span class="_ _2"></span>tract assets</div></td><td /><td class="c n x29c y20fd w33 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:AdjustmentsForDecreaseIncreaseInContractAssets" id="fact-230" format="ixt5:fixed-zero" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x29d y20fd w3a he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:AdjustmentsForDecreaseIncreaseInContractAssets" id="fact-231" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">368</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y20fe w37 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Finance income</div></td><td class="c n x1dd y20fe w2f he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">7</div></td><td class="c n x29e y20fe w1d he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:AdjustmentsForFinanceIncome" id="fact-232" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">2,451</ix:nonFraction></span>)</div></td><td class="c n x29f y20fe w21 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:AdjustmentsForFinanceIncome" id="fact-233" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">2,868</ix:nonFraction></span>)</div></td></tr><tr><td class="c n x1b7 y20ff w80 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Finance costs</div></td><td class="c n x1dd y20ff w2f he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">8</div></td><td class="c n x1de y20ff w26 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:AdjustmentsForFinanceCosts" id="fact-234" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">1,937</ix:nonFraction></span></div></td><td class="c n x1df y20ff w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:AdjustmentsForFinanceCosts" id="fact-235" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">1,741</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y2100 w81 he7"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">Opera<span class="_ _2"></span>ting cash flows bef<span class="_ _2"></span>ore ex<span class="_ _2"></span>ceptional items and mov<span class="_ _2"></span>ements in working capit<span class="_ _2"></span>al</div></td><td /><td class="c n x27a y2100 w35 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:CashFlowsFromUsedInOperationsBeforeChangesInWorkingCapital" id="fact-236" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">33,453</ix:nonFraction></span></div></td><td class="c n x1e5 y2100 w3d he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:CashFlowsFromUsedInOperationsBeforeChangesInWorkingCapital" id="fact-237" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">30,367</ix:nonFraction></span></div></td></tr><tr><td class="t m0 x1b5 h11 y2101 ffb fs8 fc3 sc0 ls1 ws0">Movements in w<span class="_ _2"></span>orking capital<span class="_ _190"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></td><td /><td /><td /></tr><tr><td class="c n x1b7 y2102 w82 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Increase in tr<span class="_ _2"></span>ade and other receiv<span class="_ _2"></span>ables</div></td><td /><td class="c n x2a0 y2102 w70 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:AdjustmentsForDecreaseIncreaseInTradeAndOtherReceivables" id="fact-238" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3" sign="-">530</ix:nonFraction></span>)</div></td><td class="c n x2a1 y2102 w21 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:AdjustmentsForDecreaseIncreaseInTradeAndOtherReceivables" id="fact-239" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3" sign="-">1,386</ix:nonFraction></span>)</div></td></tr><tr><td class="c n x1b7 y2103 w83 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(Decrease)/incr<span class="_ _2"></span>ease in trade and other pa<span class="_ _2"></span>yables</div></td><td /><td class="c n x2a2 y2103 w1d he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:AdjustmentsForIncreaseDecreaseInTradeAndOtherPayables" id="fact-240" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3" sign="-">2,282</ix:nonFraction></span>)</div></td><td class="c n x1e3 y2103 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:AdjustmentsForIncreaseDecreaseInTradeAndOtherPayables" id="fact-241" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">5,518</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y2104 w84 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Increase/(decr<span class="_ _2"></span>ease) in provisions</div></td><td /><td class="c n x2a3 y2104 w6b he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:AdjustmentsForProvisions" id="fact-242" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">1,472</ix:nonFraction></span></div></td><td class="c n x2a4 y2104 w1e he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:AdjustmentsForProvisions" id="fact-243" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3" sign="-">1,482</ix:nonFraction></span>)</div></td></tr><tr><td /><td /><td class="c n x2a5 y2105 w1d he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInWorkingCapital" id="fact-244" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">1,340</ix:nonFraction></span>)</div></td><td class="c n x21d y2105 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInWorkingCapital" id="fact-245" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3" sign="-">2,650</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y2106 w85 he4"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">Cash gener<span class="_ _2"></span>ated from oper<span class="_ _2"></span>ations be<span class="_ _2"></span>fore e<span class="_ _2"></span>xceptional it<span class="_ _2"></span>ems</div></td><td /><td class="c n x2a6 y2106 w35 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:CashFlowsFromUsedInOperations" id="fact-246" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">32,113</ix:nonFraction></span></div></td><td class="c n x2a7 y2106 w3d he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:CashFlowsFromUsedInOperations" id="fact-247" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">33,017</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y2107 w86 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Inter<span class="_ _2"></span>est paid (leases)</div></td><td class="c n x2a8 y2107 w19 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">26</div></td><td class="c n x2a9 y2107 w70 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:InterestPaidClassifiedAsOperatingActivities" id="fact-248" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">534</ix:nonFraction></span>)</div></td><td class="c n x2aa y2107 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:InterestPaidClassifiedAsOperatingActivities" id="fact-249" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">455</ix:nonFraction></span>)</div></td></tr><tr><td class="c n x1b7 y2108 w87 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Inter<span class="_ _2"></span>est receiv<span class="_ _2"></span>ed (leases)</div></td><td class="c n x1c9 y2108 w19 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">26</div></td><td class="c n x1f2 y2108 w20 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:InterestReceivedClassifiedAsOperatingActivities" id="fact-250" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">29</ix:nonFraction></span></div></td><td class="c n x1f3 y2108 w20 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:InterestReceivedClassifiedAsOperatingActivities" id="fact-251" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">96</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y2109 w88 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Income ta<span class="_ _2"></span>xes paid</div></td><td /><td class="c n x2ab y2109 w1d he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:IncomeTaxesPaidRefundClassifiedAsOperatingActivities" id="fact-252" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">4,968</ix:nonFraction></span>)</div></td><td class="c n x2ac y2109 w1e he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:IncomeTaxesPaidRefundClassifiedAsOperatingActivities" id="fact-253" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">1,799</ix:nonFraction></span>)</div></td></tr><tr><td class="c n x1b7 y210a w89 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Exceptional c<span class="_ _2"></span>osts paid</div></td><td /><td class="c n x2ad y210a w1d he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:OtherInflowsOutflowsOfCashClassifiedAsOperatingActivities" id="fact-254" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3" sign="-">3,910</ix:nonFraction></span>)</div></td><td class="c n x2ae y210a w1e he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:OtherInflowsOutflowsOfCashClassifiedAsOperatingActivities" id="fact-255" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3" sign="-">3,066</ix:nonFraction></span>)</div></td></tr><tr><td class="c n x1b7 y210b w8a he4"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">Net cash gener<span class="_ _2"></span>at<span class="_ _2"></span>ed from opera<span class="_ _2"></span>ting activities</div></td><td /><td class="c n x2a6 y210b w35 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:CashFlowsFromUsedInOperatingActivities" id="fact-256" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">22,730</ix:nonFraction></span></div></td><td class="c n x2af y210b w36 he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:CashFlowsFromUsedInOperatingActivities" id="fact-257" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">27,793</ix:nonFraction></span></div></td></tr><tr><td class="t m0 x1b5 h2e y210c ff16 fs8 fc3 sc0 ls1 ws0">Cash flows used in inv<span class="_ _2"></span>esting activities<span class="_ _197"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></td><td /><td /><td /></tr><tr><td class="c n x1b7 y210d w8b he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Inter<span class="_ _2"></span>est receiv<span class="_ _2"></span>ed</div></td><td class="c n x2b0 y210d w2f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">7</div></td><td class="c n x2b1 y210d w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:InterestReceivedClassifiedAsInvestingActivities" id="fact-258" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">1,023</ix:nonFraction></span></div></td><td class="c n x2b2 y210d w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:InterestReceivedClassifiedAsInvestingActivities" id="fact-259" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">1,752</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y210e w8c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Pa<span class="_ _2"></span>yment of con<span class="_ _2"></span>tingent consider<span class="_ _2"></span>ation</div></td><td class="c n x2b3 y210e w19 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">24</div></td><td class="c n x2b4 y210e w4f he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0 ixbrl-extension"><span class="gs2"><ix:nonFraction name="lsl:PaymentOfContingentConsiderationClassifiedAsInvestingActivities" id="fact-260" format="ixt5:fixed-zero" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3" sign="-">–</ix:nonFraction></span></div></td><td class="c n x2b5 y210e w8d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="lsl:PaymentOfContingentConsiderationClassifiedAsInvestingActivities" id="fact-261" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">65</ix:nonFraction></span>)</div></td></tr><tr><td class="c n x1b7 y210f w8e he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Receipt of c<span class="_ _2"></span>ontingent c<span class="_ _2"></span>onsideration</div></td><td class="c n x2b3 y210f w19 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">19</div></td><td class="c n x267 y210f w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0 ixbrl-extension"><span class="gs2"><ix:nonFraction name="lsl:ReceiptOfContingentConsiderationClassifiedAsInvestingActivities" id="fact-262" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">5,542</ix:nonFraction></span></div></td><td class="c n x2b6 y210f w27 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0 ixbrl-extension"><span class="gs2"><ix:nonFraction name="lsl:ReceiptOfContingentConsiderationClassifiedAsInvestingActivities" id="fact-263" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">155</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y2110 w51 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Inves<span class="_ _2"></span>tment in joint v<span class="_ _2"></span>enture</div></td><td class="c n x2a8 y2110 w19 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">20</div></td><td class="c n x2b7 y2110 w2b he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:PurchaseOfInterestsInInvestmentsAccountedForUsingEquityMethod" id="fact-264" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">2,605</ix:nonFraction></span>)</div></td><td class="c n x2b8 y2110 w21 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:PurchaseOfInterestsInInvestmentsAccountedForUsingEquityMethod" id="fact-265" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">2,232</ix:nonFraction></span>)</div></td></tr><tr><td class="c n x1b7 y2111 w8f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Pr<span class="_ _2"></span>oceeds from sale of financial assets</div></td><td class="c n x2b9 y2111 w19 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">19</div></td><td class="c n x296 y2111 w4f he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:OtherCashReceiptsFromSalesOfEquityOrDebtInstrumentsOfOtherEntitiesClassifiedAsInvestingActivities" id="fact-266" format="ixt5:fixed-zero" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x2ba y2111 w27 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:OtherCashReceiptsFromSalesOfEquityOrDebtInstrumentsOfOtherEntitiesClassifiedAsInvestingActivities" id="fact-267" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">119</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y2112 w90 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Franchisees and appoin<span class="_ _2"></span>ted repr<span class="_ _2"></span>esenta<span class="_ _2"></span>tives loans gr<span class="_ _2"></span>anted</div></td><td class="c n x2bb y2112 w19 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">19</div></td><td class="c n x2bc y2112 w2b he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:CashAdvancesAndLoansMadeToOtherPartiesClassifiedAsInvestingActivities" id="fact-268" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">3,768</ix:nonFraction></span>)</div></td><td class="c n x2bd y2112 w21 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:CashAdvancesAndLoansMadeToOtherPartiesClassifiedAsInvestingActivities" id="fact-269" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">1,659</ix:nonFraction></span>)</div></td></tr><tr><td class="c n x1b7 y2113 w91 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Franchisees and appoin<span class="_ _2"></span>ted repr<span class="_ _2"></span>esenta<span class="_ _2"></span>tives loans repaid</div></td><td class="c n x2be y2113 w20 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">19</div></td><td class="c n x2bf y2113 w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:CashReceiptsFromRepaymentOfAdvancesAndLoansMadeToOtherPartiesClassifiedAsInvestingActivities" id="fact-270" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">1,832</ix:nonFraction></span></div></td><td class="c n x2c0 y2113 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:CashReceiptsFromRepaymentOfAdvancesAndLoansMadeToOtherPartiesClassifiedAsInvestingActivities" id="fact-271" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">1,702</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y2114 w92 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Receipt of lease inc<span class="_ _2"></span>ome</div></td><td class="c n x2c1 y2114 w19 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">26</div></td><td class="c n x2c2 y2114 w3a he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0 ixbrl-extension"><span class="gs2"><ix:nonFraction name="lsl:ReceiptOfLeaseIncomeClassifiedAsInvestingActivities" id="fact-272" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">489</ix:nonFraction></span></div></td><td class="c n x2c3 y2114 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0 ixbrl-extension"><span class="gs2"><ix:nonFraction name="lsl:ReceiptOfLeaseIncomeClassifiedAsInvestingActivities" id="fact-273" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">1,046</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y2115 w93 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Purchase of pr<span class="_ _2"></span>operty<span class="_ _6"></span>, plant and equipment</div></td><td class="c n x1cc y2115 w20 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">18</div></td><td class="c n x1cd y2115 w2b he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:PurchaseOfPropertyPlantAndEquipmentClassifiedAsInvestingActivities" id="fact-274" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">1,241</ix:nonFraction></span>)</div></td><td class="c n x1ce y2115 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:PurchaseOfPropertyPlantAndEquipmentClassifiedAsInvestingActivities" id="fact-275" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">939</ix:nonFraction></span>)</div></td></tr><tr><td class="c n x1b7 y2116 w94 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Purchase of in<span class="_ _2"></span>tangible assets</div></td><td class="c n x2a8 y2116 w19 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">17</div></td><td class="c n x2b7 y2116 w2b he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:PurchaseOfIntangibleAssetsClassifiedAsInvestingActivities" id="fact-276" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">3,052</ix:nonFraction></span>)</div></td><td class="c n x2b8 y2116 w21 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:PurchaseOfIntangibleAssetsClassifiedAsInvestingActivities" id="fact-277" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">2,092</ix:nonFraction></span>)</div></td></tr><tr><td class="c n x1b7 y2117 w56 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Loans to joint v<span class="_ _2"></span>enture</div></td><td class="c n x2c4 y2117 w20 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">19</div></td><td class="c n x2c5 y2117 w2b he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:CashAdvancesAndLoansMadeToRelatedParties" id="fact-278" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">5,301</ix:nonFraction></span>)</div></td><td class="c n x2c6 y2117 w21 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:CashAdvancesAndLoansMadeToRelatedParties" id="fact-279" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">7,607</ix:nonFraction></span>)</div></td></tr><tr><td class="c n x1b7 y2118 w95 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Purchase of r<span class="_ _2"></span>elationship asset</div></td><td class="c n x2c7 y2118 w19 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">17</div></td><td class="c n x2c8 y2118 w4f he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0 ixbrl-extension"><span class="gs2"><ix:nonFraction name="lsl:PurchaseOfRelationshipAssetClassifiedAsInvestingActivities" id="fact-280" format="ixt5:fixed-zero" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3" sign="-">–</ix:nonFraction></span></div></td><td class="c n x2a1 y2118 w21 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="lsl:PurchaseOfRelationshipAssetClassifiedAsInvestingActivities" id="fact-281" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">5,695</ix:nonFraction></span>)</div></td></tr><tr><td class="c n x1b7 y2119 w96 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Cash acquired on pur<span class="_ _2"></span>chase of relationship asset</div></td><td /><td class="c n x2c9 y2119 w33 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0 ixbrl-extension"><span class="gs2"><ix:nonFraction name="lsl:CashAcquiredOnPurchaseOfRelationshipAssetClassifiedAsInvestingActivities" id="fact-282" format="ixt5:fixed-zero" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x2ca y2119 w3a he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0 ixbrl-extension"><span class="gs2"><ix:nonFraction name="lsl:CashAcquiredOnPurchaseOfRelationshipAssetClassifiedAsInvestingActivities" id="fact-283" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">503</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y211a w97 he4"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">Net cash expended on in<span class="_ _2"></span>vesting activities</div></td><td /><td class="c n x2cb y211a w1d he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:CashFlowsFromUsedInInvestingActivities" id="fact-284" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3" sign="-">7,081</ix:nonFraction></span>)</div></td><td class="c n x2cc y211a w24 he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:CashFlowsFromUsedInInvestingActivities" id="fact-285" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3" sign="-">15,012</ix:nonFraction></span>)</div></td></tr><tr><td class="t m0 x1b5 h2e y211b ff16 fs8 fc3 sc0 ls1 ws0">Cash flows used in financing activities<span class="_ _191"> </span><span class="ffc"> <span class="_ _cc"> </span> <span class="_ _ac"> </span> </span></td><td /><td /><td /></tr><tr><td class="c n x1b7 y211c w98 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Refinance c<span class="_ _2"></span>osts</div></td><td /><td class="c n x2cd y211c w7e he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:PaymentsForDebtIssueCosts" id="fact-286" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">543</ix:nonFraction></span>)</div></td><td class="c n x2ce y211c w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:PaymentsForDebtIssueCosts" id="fact-287" format="ixt5:fixed-zero" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y211d w99 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Commitment and non-utilisation f<span class="_ _2"></span>ees on RCF</div></td><td /><td class="c n x2cf y211d w9a he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><span id="__1"><ix:nonFraction name="lsl:PaymentsOfCommitmentAndNonUtilisationFeesOnRCFClassifiedAsFinancingActivities" id="fact-288" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">473</ix:nonFraction></span></span><span class="ls9d ws9d"><span class="_ _1a4"> </span>)</span></div></td><td class="c n x2d0 y211d w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0 ixbrl-extension"><span class="gs2"><ix:nonFraction name="lsl:PaymentsOfCommitmentAndNonUtilisationFeesOnRCFClassifiedAsFinancingActivities" id="fact-289" format="ixt5:fixed-zero" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3" sign="-">–</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y211e w9b he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Repur<span class="_ _2"></span>chase of treasury shares</div></td><td /><td class="c n x2d1 y211e w1d he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:PaymentsToAcquireOrRedeemEntitysShares" id="fact-290" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">5,045</ix:nonFraction></span>)</div></td><td class="c n x2d2 y211e w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:PaymentsToAcquireOrRedeemEntitysShares" id="fact-291" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">848</ix:nonFraction></span>)</div></td></tr><tr><td class="c n x1b7 y211f w9c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Pr<span class="_ _2"></span>oceeds from ex<span class="_ _2"></span>er<span class="_ _2"></span>cise of share options</div></td><td /><td class="c n x2d3 y211f w20 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ProceedsFromExerciseOfOptions" id="fact-292" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">46</ix:nonFraction></span></div></td><td class="c n x2d4 y211f w27 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ProceedsFromExerciseOfOptions" id="fact-293" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">173</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y2120 w9d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Pa<span class="_ _2"></span>yment of lease liabilities</div></td><td class="c n x2d5 y2120 w19 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">14</div></td><td class="c n x2d6 y2120 w2b he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:PaymentsOfLeaseLiabilitiesClassifiedAsFinancingActivities" id="fact-294" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">2,486</ix:nonFraction></span>)</div></td><td class="c n x2d7 y2120 w1e he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:PaymentsOfLeaseLiabilitiesClassifiedAsFinancingActivities" id="fact-295" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">2,895</ix:nonFraction></span>)</div></td></tr><tr><td class="c n x1b7 y2121 w9e he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Dividends paid</div></td><td class="c n x2d8 y2121 w19 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">13</div></td><td class="c n x2d9 y2121 w23 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:DividendsPaidClassifiedAsFinancingActivities" id="fact-296" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">11,750</ix:nonFraction></span>)</div></td><td class="c n x2da y2121 w5f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:DividendsPaidClassifiedAsFinancingActivities" id="fact-297" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">11,783</ix:nonFraction></span>)</div></td></tr><tr><td class="c n x1b7 y2122 w9f he4"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">Net cash expended in financing activities</div></td><td /><td class="c n x2db y2122 w65 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:CashFlowsFromUsedInFinancingActivities" id="fact-298" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3" sign="-">20,251</ix:nonFraction></span>)</div></td><td class="c n x2cc y2122 w24 he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:CashFlowsFromUsedInFinancingActivities" id="fact-299" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3" sign="-">15,353</ix:nonFraction></span>)</div></td></tr><tr><td class="c n x1b7 y2123 wa0 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">Net decrease in cash and c<span class="_ _2"></span>ash equivalents</div></td><td /><td class="c n x2dc y2123 w1d he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInCashAndCashEquivalents" id="fact-300" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3" sign="-">4,602</ix:nonFraction></span>)</div></td><td class="c n x2dd y2123 w21 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:IncreaseDecreaseInCashAndCashEquivalents" id="fact-301" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3" sign="-">2,572</ix:nonFraction></span>)</div></td></tr><tr><td class="c n x1b7 y2124 wa1 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">Cash and cash equivalen<span class="_ _2"></span>ts at the beginning of the year</div></td><td class="c n x1cc y2124 w20 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">22</div></td><td class="c n x2de y2124 w35 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:CashAndCashEquivalentsIfDifferentFromStatementOfFinancialPosition" id="fact-302" format="ixt5:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">32,399</ix:nonFraction></span></div></td><td class="c n x2df y2124 w36 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:CashAndCashEquivalentsIfDifferentFromStatementOfFinancialPosition" id="fact-303" format="ixt5:num-dot-decimal" contextRef="c-5" unitRef="u-1" decimals="-3" scale="3">34,971</ix:nonFraction></span></div></td></tr><tr><td class="c n x1b7 y20b6 wa2 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">Cash and cash equivalen<span class="_ _2"></span>ts at the end of the year</div></td><td class="c n x2a8 y20b6 w19 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">22</div></td><td class="c n x2e0 y20b6 w35 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:CashAndCashEquivalentsIfDifferentFromStatementOfFinancialPosition" id="fact-304" format="ixt5:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">27,797</ix:nonFraction></span></div></td><td class="c n x2e1 y20b6 w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:CashAndCashEquivalentsIfDifferentFromStatementOfFinancialPosition" id="fact-305" format="ixt5:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">32,399</ix:nonFraction></span></div></td></tr></table></div><div class="t m0 x18 h8c y1657 ffd fs33 fc8 sc0 ls7e ws78">*See note 36 for restatement</div><div class="t m0 x18 h13 y1658 ffd fs8 fc8 sc0 ls14 ws11">The notes on pages 101 to <span class="_ _2"></span>150 form part of these Financial Statements.</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   99<span class="_ _1e"></span><span class="fc2 sc0">c200596_Book.indb   99<span class="_ _1f"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pf66" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc66 w4 h0"><img 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class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">100</div><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 h10 y21 ffc fs4 fc6 sc0 ls15 ws12">Group<span class="_ _1"></span> St<span class="_ _1"></span>atement<span class="_ _1"></span> of<span class="_ _1"></span> Changes<span class="_ _1"></span> in<span class="_ _1"></span> Equit<span class="_ _7"></span>y<span class="_ _7"></span> <span class="fs41 ls1 ws0"> </span></div><div class="t m0 x6 h46 y2ca ffd fs1 fc6 sc0 ls1 ws0">as at 3<span class="_ _0"></span>1 December 2025 </div><div class="t m0 x103 h4a y1659 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="x2e2 z2 gs1"><table id="_3bd8c865-01f9-474f-adee-403820164508" class="s wa3 he8"><tr><td /><td /><td /><td /><td /><td /><td /><td /><td class="t m0 x2e3 h4a y2125 ffc fs11 fc7 sc0 ls1 ws0">Equity </td><td /><td /></tr><tr><td /><td /><td /><td class="t m0 x2e4 h4a y2126 ffc fs11 fc7 sc0 ls1 ws0">Share- </td><td class="t m0 x2e5 h4a y2126 ffc fs11 fc7 sc0 ls1 ws0">Shares </td><td /><td /><td /><td class="t m0 x2e6 h1d y2127 ffd fs11 fc7 sc0 ls1 ws0">attributable </td><td /><td /></tr><tr><td /><td /><td class="t m0 x2e7 h4a y2128 ffc fs11 fc7 sc0 ls1 ws0">Share </td><td class="t m0 x2e8 h4a y2129 ffc fs11 fc7 sc0 ls1 ws0">based </td><td class="t m0 x2e9 h4a y2129 ffc fs11 fc7 sc0 ls1 ws0">held by </td><td /><td /><td /><td class="t m0 x2ea h1d y212a ffd fs11 fc7 sc0 ls1 ws0">to owners </td><td class="t m0 x2eb h4a y2128 ffc fs11 fc7 sc0 ls1 ws0">Non-</td><td /></tr><tr><td /><td class="t m0 x2ec h4a y212b ffc fs11 fc7 sc0 ls1 ws0">Share  </td><td class="t m0 x2ed h4a y212c ffc fs11 fc7 sc0 ls1 ws0">premium </td><td class="t m0 x2ee h4a y212d ffc fs11 fc7 sc0 ls1 ws0">payment </td><td class="t m0 x2ef h4a y212d ffc fs11 fc7 sc0 ls1 ws0">EBT and </td><td class="t m0 x2f0 h4a y212b ffc fs11 fc7 sc0 ls1 ws0">T<span class="_ _0"></span>reasury </td><td class="t m0 x2f1 h4a y212b ffc fs11 fc7 sc0 ls1 ws0">Fair v<span class="_ _2"></span>alue </td><td class="t m0 x2f2 h1d y212b ffd fs11 fc7 sc0 ls1 ws0">Ret<span class="_ _2"></span>ained </td><td class="t m0 x2f3 h4a y212e ffc fs11 fc7 sc0 ls1 ws0">of the </td><td class="t m0 x2f4 h4a y212c ffc fs11 fc7 sc0 ls1 ws0">contr<span class="_ _2"></span>olling </td><td class="t m0 x2f5 h4a y212b ffc fs11 fc7 sc0 ls1 ws0">T<span class="_ _0"></span>otal  </td></tr><tr><td /><td class="t m0 x2f6 h4a y212f ffc fs11 fc7 sc0 ls1 ws0"> capital  </td><td class="t m0 x2f7 h4a y2130 ffc fs11 fc7 sc0 ls1 ws0">account  </td><td class="t m0 x2f8 h4a y2131 ffc fs11 fc7 sc0 ls1 ws0">reserve  </td><td class="t m0 x2f9 h4a y2131 ffc fs11 fc7 sc0 ls1 ws0">SIP  </td><td class="t m0 x2fa h4a y212f ffc fs11 fc7 sc0 ls1 ws0">shares  </td><td class="t m0 x2fb h4a y212f ffc fs11 fc7 sc0 ls1 ws0">reserve  </td><td class="t m0 x2fc h4a y212f ffc fs11 fc7 sc0 ls1 ws0">earnings  </td><td class="t m0 x2fd h4a y2132 ffc fs11 fc7 sc0 ls1 ws0">parent  </td><td class="t m0 x2fe h4a y2130 ffc fs11 fc7 sc0 ls1 ws0">interes<span class="_ _2"></span>t  </td><td class="t m0 x2ff h4a y212f ffc fs11 fc7 sc0 ls1 ws0"> equity  </td></tr><tr><td /><td class="t m0 x2ec h1d y2133 ffd fs11 fc7 sc0 ls1 ws0">£’000</td><td class="t m0 x2e7 h1d y2134 ffd fs11 fc7 sc0 ls1 ws0">£’000</td><td class="t m0 x300 h1d y2135 ffd fs11 fc7 sc0 ls1 ws0">£’000</td><td class="t m0 x301 h1d y2135 ffd fs11 fc7 sc0 ls1 ws0">£’000</td><td class="t m0 x302 h1d y2133 ffd fs11 fc7 sc0 ls1 ws0">£’000</td><td class="t m0 x303 h1d y2133 ffd fs11 fc7 sc0 ls1 ws0">£’000</td><td class="t m0 x304 h1d y2133 ffd fs11 fc7 sc0 ls1 ws0">£’000</td><td class="t m0 x305 h1d y2136 ffd fs11 fc7 sc0 ls1 ws0">£’000</td><td class="t m0 x306 h1d y2134 ffd fs11 fc7 sc0 ls1 ws0">£’000</td><td class="t m0 x307 h1d y2133 ffd fs11 fc7 sc0 ls1 ws0">£’000</td></tr><tr><td class="c n x308 y2138 wa4 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">A<span class="_ _2"></span>t 1 January 2025 (resta<span class="_ _2"></span>ted)</div></td><td class="c n x309 y2138 wa5 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-306" format="ixt5:num-dot-decimal" contextRef="c-6" unitRef="u-1" decimals="-3" scale="3">210</ix:nonFraction></span></div></td><td class="c n x30a y2138 w26 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-307" format="ixt5:num-dot-decimal" contextRef="c-7" unitRef="u-1" decimals="-3" scale="3">5,629</ix:nonFraction></span></div></td><td class="c n x30b y2138 wa6 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-308" format="ixt5:num-dot-decimal" contextRef="c-8" unitRef="u-1" decimals="-3" scale="3">2,634</ix:nonFraction></span></div></td><td class="c n x30c y2138 w1d he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-309" format="ixt5:num-dot-decimal" contextRef="c-9" unitRef="u-1" decimals="-3" scale="3" sign="-">1,510</ix:nonFraction></span>)</div></td><td class="c n x30d y2138 wa7 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-310" format="ixt5:num-dot-decimal" contextRef="c-10" unitRef="u-1" decimals="-3" scale="3" sign="-">4,831</ix:nonFraction></span>)</div></td><td class="c n x30e y2138 w70 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-311" format="ixt5:num-dot-decimal" contextRef="c-11" unitRef="u-1" decimals="-3" scale="3" sign="-">385</ix:nonFraction></span>)</div></td><td class="c n x30f y2138 w35 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-312" format="ixt5:num-dot-decimal" contextRef="c-12" unitRef="u-1" decimals="-3" scale="3">78,733</ix:nonFraction></span></div></td><td class="c n x310 y2138 w35 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-313" format="ixt5:num-dot-decimal" contextRef="c-13" unitRef="u-1" decimals="-3" scale="3">80,480</ix:nonFraction></span></div></td><td class="c n x311 y2138 w7e he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-314" format="ixt5:num-dot-decimal" contextRef="c-14" unitRef="u-1" decimals="-3" scale="3" sign="-">273</ix:nonFraction></span>)</div></td><td class="c n x312 y2138 w35 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-315" format="ixt5:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">80,207</ix:nonFraction></span></div></td></tr><tr><td class="c n x308 y2139 wa8 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Pr<span class="_ _2"></span>ofit for the y<span class="_ _2"></span>ear</div></td><td class="c n x313 y2139 wa9 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ProfitLoss" id="fact-316" format="ixt5:fixed-zero" contextRef="c-15" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x314 y2139 wa9 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ProfitLoss" id="fact-317" format="ixt5:fixed-zero" contextRef="c-16" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x315 y2139 wa9 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ProfitLoss" id="fact-318" format="ixt5:fixed-zero" contextRef="c-17" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x316 y2139 wa9 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ProfitLoss" id="fact-319" format="ixt5:fixed-zero" contextRef="c-18" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x317 y2139 wa9 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ProfitLoss" id="fact-320" format="ixt5:fixed-zero" contextRef="c-19" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x318 y2139 w4f he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ProfitLoss" id="fact-321" format="ixt5:fixed-zero" contextRef="c-20" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x319 y2139 w3d he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ProfitLoss" id="fact-322" format="ixt5:num-dot-decimal" contextRef="c-21" unitRef="u-1" decimals="-3" scale="3">16,960</ix:nonFraction></span></div></td><td class="c n x31a y2139 w3d he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ProfitLoss" id="fact-323" format="ixt5:num-dot-decimal" contextRef="c-22" unitRef="u-1" decimals="-3" scale="3">16,960</ix:nonFraction></span></div></td><td class="c n x31b y2139 w19 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ProfitLoss" id="fact-324" format="ixt5:num-dot-decimal" contextRef="c-23" unitRef="u-1" decimals="-3" scale="3">80</ix:nonFraction></span></div></td><td class="c n x31c y2139 w35 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ProfitLoss" id="fact-325" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">17,040</ix:nonFraction></span></div></td></tr><tr><td class="t m0 x31d h11 y213a ffb fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal comprehensive income </td><td /><td /><td /><td /><td /><td /><td /><td /><td /><td /></tr><tr><td class="t m0 x31d h11 y213b ffb fs8 fc3 sc0 ls1 ws0">for the year</td><td class="c n x31e y213c wa9 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ComprehensiveIncome" id="fact-326" format="ixt5:fixed-zero" contextRef="c-15" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x31f y213c wa9 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ComprehensiveIncome" id="fact-327" format="ixt5:fixed-zero" contextRef="c-16" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x320 y213c wa9 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ComprehensiveIncome" id="fact-328" format="ixt5:fixed-zero" contextRef="c-17" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x321 y213c wa9 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ComprehensiveIncome" id="fact-329" format="ixt5:fixed-zero" contextRef="c-18" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x322 y213c wa9 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ComprehensiveIncome" id="fact-330" format="ixt5:fixed-zero" contextRef="c-19" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x323 y213c w4f he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ComprehensiveIncome" id="fact-331" format="ixt5:fixed-zero" contextRef="c-20" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x324 y213c w35 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ComprehensiveIncome" id="fact-332" format="ixt5:num-dot-decimal" contextRef="c-21" unitRef="u-1" decimals="-3" scale="3">16,960</ix:nonFraction></span></div></td><td class="c n x325 y213c w35 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ComprehensiveIncome" id="fact-333" format="ixt5:num-dot-decimal" contextRef="c-22" unitRef="u-1" decimals="-3" scale="3">16,960</ix:nonFraction></span></div></td><td class="c n x326 y213c w19 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ComprehensiveIncome" id="fact-334" format="ixt5:num-dot-decimal" contextRef="c-23" unitRef="u-1" decimals="-3" scale="3">80</ix:nonFraction></span></div></td><td class="c n x327 y213c w3c he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ComprehensiveIncome" id="fact-335" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">17,040</ix:nonFraction></span></div></td></tr><tr><td class="c x308 y213e waa he9"><div class="t m0 x1b6 h2e y213d ff16 fs8 fc3 sc0 ls1 ws0">T<span class="_ _2"></span>r<span class="_ _2"></span>ansactions with owners in</div><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">their capacity</div></td><td /><td /><td /><td /><td /><td /><td /><td /><td /><td /></tr><tr><td class="c x308 y2141 wab hea"><div class="t m0 x1b6 h14 y213f ffc fs8 fc3 sc0 ls1 ws0">Shares r<span class="_ _2"></span>epurchased int<span class="_ _2"></span>o</div><div class="t m0 x1b6 h14 y2140 ffc fs8 fc3 sc0 ls1 ws0">treasury</div></td><td class="c n x31e y2142 wa9 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:PurchaseOfTreasuryShares" id="fact-336" format="ixt5:fixed-zero" contextRef="c-15" unitRef="u-1" decimals="-3" scale="3" sign="-">–</ix:nonFraction></span></div></td><td class="c n x31f y2142 wa9 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:PurchaseOfTreasuryShares" id="fact-337" format="ixt5:fixed-zero" contextRef="c-16" unitRef="u-1" decimals="-3" scale="3" sign="-">–</ix:nonFraction></span></div></td><td class="c n x320 y2142 wa9 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:PurchaseOfTreasuryShares" id="fact-338" format="ixt5:fixed-zero" contextRef="c-17" unitRef="u-1" decimals="-3" scale="3" sign="-">–</ix:nonFraction></span></div></td><td class="c n x321 y2142 wa9 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:PurchaseOfTreasuryShares" id="fact-339" format="ixt5:fixed-zero" contextRef="c-18" unitRef="u-1" decimals="-3" scale="3" sign="-">–</ix:nonFraction></span></div></td><td class="c n x328 y2142 wac he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:PurchaseOfTreasuryShares" id="fact-340" format="ixt5:num-dot-decimal" contextRef="c-19" unitRef="u-1" decimals="-3" scale="3">5,045</ix:nonFraction></span>)</div></td><td class="c n x329 y2142 w4f he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:PurchaseOfTreasuryShares" id="fact-341" format="ixt5:fixed-zero" contextRef="c-20" unitRef="u-1" decimals="-3" scale="3" sign="-">–</ix:nonFraction></span></div></td><td class="c n x32a y2142 w4f he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:PurchaseOfTreasuryShares" id="fact-342" format="ixt5:fixed-zero" contextRef="c-21" unitRef="u-1" decimals="-3" scale="3" sign="-">–</ix:nonFraction></span></div></td><td class="c n x32b y2142 w1d he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:PurchaseOfTreasuryShares" id="fact-343" format="ixt5:num-dot-decimal" contextRef="c-22" unitRef="u-1" decimals="-3" scale="3">5,045</ix:nonFraction></span>)</div></td><td class="c n x32c y2142 w4f he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:PurchaseOfTreasuryShares" id="fact-344" format="ixt5:fixed-zero" contextRef="c-23" unitRef="u-1" decimals="-3" scale="3" sign="-">–</ix:nonFraction></span></div></td><td class="c n x32d y2142 w2b he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:PurchaseOfTreasuryShares" id="fact-345" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">5,045</ix:nonFraction></span>)</div></td></tr><tr><td class="c n x308 y2143 wad he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Exer<span class="_ _2"></span>cise of options</div></td><td class="c n x32e y2143 wa9 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughExerciseOfOptions" id="fact-346" format="ixt5:fixed-zero" contextRef="c-15" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x32f y2143 wa9 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughExerciseOfOptions" id="fact-347" format="ixt5:fixed-zero" contextRef="c-16" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x330 y2143 w2c he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughExerciseOfOptions" id="fact-348" format="ixt5:num-dot-decimal" contextRef="c-17" unitRef="u-1" decimals="-3" scale="3" sign="-">183</ix:nonFraction></span>)</div></td><td class="c n x331 y2143 w27 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughExerciseOfOptions" id="fact-349" format="ixt5:num-dot-decimal" contextRef="c-18" unitRef="u-1" decimals="-3" scale="3">194</ix:nonFraction></span></div></td><td class="c n x332 y2143 wa9 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughExerciseOfOptions" id="fact-350" format="ixt5:fixed-zero" contextRef="c-19" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x333 y2143 w33 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughExerciseOfOptions" id="fact-351" format="ixt5:fixed-zero" contextRef="c-20" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x334 y2143 w27 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughExerciseOfOptions" id="fact-352" format="ixt5:num-dot-decimal" contextRef="c-21" unitRef="u-1" decimals="-3" scale="3">107</ix:nonFraction></span></div></td><td class="c n x335 y2143 w27 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughExerciseOfOptions" id="fact-353" format="ixt5:num-dot-decimal" contextRef="c-22" unitRef="u-1" decimals="-3" scale="3">118</ix:nonFraction></span></div></td><td class="c n x336 y2143 w4f he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughExerciseOfOptions" id="fact-354" format="ixt5:fixed-zero" contextRef="c-23" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x337 y2143 w27 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughExerciseOfOptions" id="fact-355" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">118</ix:nonFraction></span></div></td></tr><tr><td class="t m0 x31d h13 y2144 ffd fs8 fc3 sc0 ls1 ws0">V<span class="_ _2"></span>est<span class="_ _2"></span>ed share options lapsed </td><td /><td /><td /><td /><td /><td /><td /><td /><td /><td /></tr><tr><td class="t m0 x31d h14 y2145 ffc fs8 fc3 sc0 ls1 ws0">during the year</td><td class="c n x31e y2146 wa9 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0 ixbrl-extension"><span class="gs2"><ix:nonFraction name="lsl:IncreaseDecreaseThroughVestedShareOptionsLapsedDuringTheYear" id="fact-356" format="ixt5:fixed-zero" contextRef="c-15" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x31f y2146 wa9 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0 ixbrl-extension"><span class="gs2"><ix:nonFraction name="lsl:IncreaseDecreaseThroughVestedShareOptionsLapsedDuringTheYear" id="fact-357" format="ixt5:fixed-zero" contextRef="c-16" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x338 y2146 w2c he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="lsl:IncreaseDecreaseThroughVestedShareOptionsLapsedDuringTheYear" id="fact-358" format="ixt5:num-dot-decimal" contextRef="c-17" unitRef="u-1" decimals="-3" scale="3" sign="-">408</ix:nonFraction></span>)</div></td><td class="c n x339 y2146 w4f he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0 ixbrl-extension"><span class="gs2"><ix:nonFraction name="lsl:IncreaseDecreaseThroughVestedShareOptionsLapsedDuringTheYear" id="fact-359" format="ixt5:fixed-zero" contextRef="c-18" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x33a y2146 wa9 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0 ixbrl-extension"><span class="gs2"><ix:nonFraction name="lsl:IncreaseDecreaseThroughVestedShareOptionsLapsedDuringTheYear" id="fact-360" format="ixt5:fixed-zero" contextRef="c-19" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x33b y2146 w33 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0 ixbrl-extension"><span class="gs2"><ix:nonFraction name="lsl:IncreaseDecreaseThroughVestedShareOptionsLapsedDuringTheYear" id="fact-361" format="ixt5:fixed-zero" contextRef="c-20" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x33c y2146 w27 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0 ixbrl-extension"><span class="gs2"><ix:nonFraction name="lsl:IncreaseDecreaseThroughVestedShareOptionsLapsedDuringTheYear" id="fact-362" format="ixt5:num-dot-decimal" contextRef="c-21" unitRef="u-1" decimals="-3" scale="3">408</ix:nonFraction></span></div></td><td class="c n x33d y2146 w33 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0 ixbrl-extension"><span class="gs2"><ix:nonFraction name="lsl:IncreaseDecreaseThroughVestedShareOptionsLapsedDuringTheYear" id="fact-363" format="ixt5:fixed-zero" contextRef="c-22" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x33e y2146 w33 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0 ixbrl-extension"><span class="gs2"><ix:nonFraction name="lsl:IncreaseDecreaseThroughVestedShareOptionsLapsedDuringTheYear" id="fact-364" format="ixt5:fixed-zero" contextRef="c-23" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x33f y2146 w4f he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0 ixbrl-extension"><span class="gs2"><ix:nonFraction name="lsl:IncreaseDecreaseThroughVestedShareOptionsLapsedDuringTheYear" id="fact-365" format="ixt5:fixed-zero" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td></tr><tr><td class="c n x308 y2147 wae heb"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Dividend paid</div></td><td class="c n x340 y2147 w4f heb"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:DividendsPaid" id="fact-366" format="ixt5:fixed-zero" contextRef="c-15" unitRef="u-1" decimals="-3" scale="3" sign="-">–</ix:nonFraction></span></div></td><td class="c n x341 y2147 w4f heb"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:DividendsPaid" id="fact-367" format="ixt5:fixed-zero" contextRef="c-16" unitRef="u-1" decimals="-3" scale="3" sign="-">–</ix:nonFraction></span></div></td><td class="c n x342 y2147 w4f heb"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:DividendsPaid" id="fact-368" format="ixt5:fixed-zero" contextRef="c-17" unitRef="u-1" decimals="-3" scale="3" sign="-">–</ix:nonFraction></span></div></td><td class="c n x343 y2147 wa9 heb"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:DividendsPaid" id="fact-369" format="ixt5:fixed-zero" contextRef="c-18" unitRef="u-1" decimals="-3" scale="3" sign="-">–</ix:nonFraction></span></div></td><td class="c n x344 y2147 wa9 heb"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:DividendsPaid" id="fact-370" format="ixt5:fixed-zero" contextRef="c-19" unitRef="u-1" decimals="-3" scale="3" sign="-">–</ix:nonFraction></span></div></td><td class="c n x345 y2147 w33 heb"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:DividendsPaid" id="fact-371" format="ixt5:fixed-zero" contextRef="c-20" unitRef="u-1" decimals="-3" scale="3" sign="-">–</ix:nonFraction></span></div></td><td class="c n x346 y2147 w5f heb"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:DividendsPaid" id="fact-372" format="ixt5:num-dot-decimal" contextRef="c-21" unitRef="u-1" decimals="-3" scale="3">11,750</ix:nonFraction></span>)</div></td><td class="c n x347 y2147 w23 heb"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:DividendsPaid" id="fact-373" format="ixt5:num-dot-decimal" contextRef="c-22" unitRef="u-1" decimals="-3" scale="3">11,750</ix:nonFraction></span>)</div></td><td class="c n x348 y2147 w33 heb"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:DividendsPaid" id="fact-374" format="ixt5:fixed-zero" contextRef="c-23" unitRef="u-1" decimals="-3" scale="3" sign="-">–</ix:nonFraction></span></div></td><td class="c n x349 y2147 w23 heb"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:DividendsPaid" id="fact-375" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">11,750</ix:nonFraction></span>)</div></td></tr><tr><td class="c n x308 y2148 w7a he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Share-based pa<span class="_ _2"></span>yments</div></td><td class="c n x34a y2148 wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughSharebasedPaymentTransactions" id="fact-376" format="ixt5:fixed-zero" contextRef="c-15" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x34b y2148 wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughSharebasedPaymentTransactions" id="fact-377" format="ixt5:fixed-zero" contextRef="c-16" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x34c y2148 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughSharebasedPaymentTransactions" id="fact-378" format="ixt5:num-dot-decimal" contextRef="c-17" unitRef="u-1" decimals="-3" scale="3">1,255</ix:nonFraction></span></div></td><td class="c n x34d y2148 wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughSharebasedPaymentTransactions" id="fact-379" format="ixt5:fixed-zero" contextRef="c-18" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x34e y2148 wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughSharebasedPaymentTransactions" id="fact-380" format="ixt5:fixed-zero" contextRef="c-19" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x34f y2148 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughSharebasedPaymentTransactions" id="fact-381" format="ixt5:fixed-zero" contextRef="c-20" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x350 y2148 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughSharebasedPaymentTransactions" id="fact-382" format="ixt5:fixed-zero" contextRef="c-21" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x351 y2148 w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughSharebasedPaymentTransactions" id="fact-383" format="ixt5:num-dot-decimal" contextRef="c-22" unitRef="u-1" decimals="-3" scale="3">1,255</ix:nonFraction></span></div></td><td class="c n x352 y2148 w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughSharebasedPaymentTransactions" id="fact-384" format="ixt5:fixed-zero" contextRef="c-23" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x353 y2148 w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughSharebasedPaymentTransactions" id="fact-385" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">1,255</ix:nonFraction></span></div></td></tr><tr><td class="c n x308 y2149 waf he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">T<span class="_ _0"></span>ax on share-based pa<span class="_ _2"></span>yments</div></td><td class="c n x354 y2149 wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:DecreaseIncreaseThroughTaxOnSharebasedPaymentTransactions" id="fact-386" format="ixt5:fixed-zero" contextRef="c-15" unitRef="u-1" decimals="-3" scale="3" sign="-">–</ix:nonFraction></span></div></td><td class="c n x355 y2149 wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:DecreaseIncreaseThroughTaxOnSharebasedPaymentTransactions" id="fact-387" format="ixt5:fixed-zero" contextRef="c-16" unitRef="u-1" decimals="-3" scale="3" sign="-">–</ix:nonFraction></span></div></td><td class="c n x356 y2149 wb0 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:DecreaseIncreaseThroughTaxOnSharebasedPaymentTransactions" id="fact-388" format="ixt5:num-dot-decimal" contextRef="c-17" unitRef="u-1" decimals="-3" scale="3" sign="-">57</ix:nonFraction></span></div></td><td class="c n x357 y2149 wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:DecreaseIncreaseThroughTaxOnSharebasedPaymentTransactions" id="fact-389" format="ixt5:fixed-zero" contextRef="c-18" unitRef="u-1" decimals="-3" scale="3" sign="-">–</ix:nonFraction></span></div></td><td class="c n x358 y2149 wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:DecreaseIncreaseThroughTaxOnSharebasedPaymentTransactions" id="fact-390" format="ixt5:fixed-zero" contextRef="c-19" unitRef="u-1" decimals="-3" scale="3" sign="-">–</ix:nonFraction></span></div></td><td class="c n x359 y2149 w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:DecreaseIncreaseThroughTaxOnSharebasedPaymentTransactions" id="fact-391" format="ixt5:fixed-zero" contextRef="c-20" unitRef="u-1" decimals="-3" scale="3" sign="-">–</ix:nonFraction></span></div></td><td class="c n x35a y2149 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:DecreaseIncreaseThroughTaxOnSharebasedPaymentTransactions" id="fact-392" format="ixt5:fixed-zero" contextRef="c-21" unitRef="u-1" decimals="-3" scale="3" sign="-">–</ix:nonFraction></span></div></td><td class="c n x35b y2149 w19 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:DecreaseIncreaseThroughTaxOnSharebasedPaymentTransactions" id="fact-393" format="ixt5:num-dot-decimal" contextRef="c-22" unitRef="u-1" decimals="-3" scale="3" sign="-">57</ix:nonFraction></span></div></td><td class="c n x35c y2149 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:DecreaseIncreaseThroughTaxOnSharebasedPaymentTransactions" id="fact-394" format="ixt5:fixed-zero" contextRef="c-23" unitRef="u-1" decimals="-3" scale="3" sign="-">–</ix:nonFraction></span></div></td><td class="c n x35d y2149 w19 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:DecreaseIncreaseThroughTaxOnSharebasedPaymentTransactions" id="fact-395" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3" sign="-">57</ix:nonFraction></span></div></td></tr><tr><td class="c n x308 y214a wb1 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">A<span class="_ _2"></span>t 31 December 2025</div></td><td class="c n x35e y214a wa5 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-396" format="ixt5:num-dot-decimal" contextRef="c-24" unitRef="u-1" decimals="-3" scale="3">210</ix:nonFraction></span></div></td><td class="c n x35f y214a w26 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-397" format="ixt5:num-dot-decimal" contextRef="c-25" unitRef="u-1" decimals="-3" scale="3">5,629</ix:nonFraction></span></div></td><td class="c n x360 y214a wa6 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-398" format="ixt5:num-dot-decimal" contextRef="c-26" unitRef="u-1" decimals="-3" scale="3">3,355</ix:nonFraction></span></div></td><td class="c n x361 y214a w1d he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-399" format="ixt5:num-dot-decimal" contextRef="c-27" unitRef="u-1" decimals="-3" scale="3" sign="-">1,316</ix:nonFraction></span>)</div></td><td class="c n x362 y214a wa7 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-400" format="ixt5:num-dot-decimal" contextRef="c-28" unitRef="u-1" decimals="-3" scale="3" sign="-">9,876</ix:nonFraction></span>)</div></td><td class="c n x363 y214a w70 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-401" format="ixt5:num-dot-decimal" contextRef="c-29" unitRef="u-1" decimals="-3" scale="3" sign="-">385</ix:nonFraction></span>)</div></td><td class="c n x364 y214a w35 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-402" format="ixt5:num-dot-decimal" contextRef="c-30" unitRef="u-1" decimals="-3" scale="3">84,458</ix:nonFraction></span></div></td><td class="c n x365 y214a w35 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-403" format="ixt5:num-dot-decimal" contextRef="c-31" unitRef="u-1" decimals="-3" scale="3">82,075</ix:nonFraction></span></div></td><td class="c n x366 y214a w7e he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-404" format="ixt5:num-dot-decimal" contextRef="c-32" unitRef="u-1" decimals="-3" scale="3" sign="-">193</ix:nonFraction></span>)</div></td><td class="c n x367 y214a w35 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-405" format="ixt5:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="-3" scale="3">81,882</ix:nonFraction></span></div></td></tr><tr><td class="c x1b7 y214c wb2 hec"><div class="t m0 x1b6 h13 y214b ffd fs8 fc8 sc0 ls14 ws11">During the period, <span><ix:nonFraction name="ifrs-full:NumberOfShareOptionsExercisedInSharebasedPaymentArrangement" id="fact-526" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-3" decimals="0" scale="0">103,505</ix:nonFraction></span> share options <span class="_ _2"></span>were exercised relating to LSL’s various share <span class="_ _2"></span>option schemes resulting in the shares bein<span class="_ _2"></span>g sold by the</div><div class="t m0 x1b6 h13 y209f ffd fs8 fc8 sc0 ls14 ws11">Employee Benefit Trust. LSL received £<span><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughExerciseOfOptions" id="fact-529" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-5" scale="6">0.1</ix:nonFraction></span>m <span class="_ _2"></span>on exercise of these options.</div></td><td /><td /><td /><td /><td /><td /><td /><td /><td /><td /></tr><tr><td class="t m0 x368 h46 y214d ffd fs1 fc6 sc0 ls1 ws0">for the y<span class="_ _2"></span>ear ended 3<span class="_ _0"></span>1 December 20<span class="_ _2"></span>2<span class="_ _2"></span>4</td><td /><td /><td /><td /><td /><td /><td /><td class="t m0 x2e3 h4a y214e ffc fs11 fc7 sc0 ls1 ws0">Equity </td><td /><td /></tr><tr><td /><td /><td /><td class="t m0 x2e4 h4a y214f ffc fs11 fc7 sc0 ls1 ws0">Share- </td><td class="t m0 x2e5 h4a y214f ffc fs11 fc7 sc0 ls1 ws0">Shares </td><td /><td /><td /><td class="t m0 x2e6 h1d y2150 ffd fs11 fc7 sc0 ls1 ws0">attributable </td><td /><td /></tr><tr><td /><td /><td class="t m0 x2e7 h4a y2151 ffc fs11 fc7 sc0 ls1 ws0">Share </td><td class="t m0 x2e8 h4a y2152 ffc fs11 fc7 sc0 ls1 ws0">based </td><td class="t m0 x2e9 h4a y2152 ffc fs11 fc7 sc0 ls1 ws0">held by </td><td /><td /><td /><td class="t m0 x2ea h1d y2153 ffd fs11 fc7 sc0 ls1 ws0">to owners </td><td class="t m0 x2eb h4a y2151 ffc fs11 fc7 sc0 ls1 ws0">Non-</td><td /></tr><tr><td /><td class="t m0 x2ec h4a y2154 ffc fs11 fc7 sc0 ls1 ws0">Share  </td><td class="t m0 x2ed h4a y2155 ffc fs11 fc7 sc0 ls1 ws0">premium </td><td class="t m0 x2ee h4a y2156 ffc fs11 fc7 sc0 ls1 ws0">payment </td><td class="t m0 x2ef h4a y2156 ffc fs11 fc7 sc0 ls1 ws0">EBT and </td><td class="t m0 x2f0 h4a y2154 ffc fs11 fc7 sc0 ls1 ws0">T<span class="_ _0"></span>reasury </td><td class="t m0 x2f1 h4a y2154 ffc fs11 fc7 sc0 ls1 ws0">Fair v<span class="_ _2"></span>alue </td><td class="t m0 x2f2 h1d y2154 ffd fs11 fc7 sc0 ls1 ws0">Ret<span class="_ _2"></span>ained </td><td class="t m0 x2f3 h4a y2157 ffc fs11 fc7 sc0 ls1 ws0">of the </td><td class="t m0 x2f4 h4a y2155 ffc fs11 fc7 sc0 ls1 ws0">contr<span class="_ _2"></span>olling </td><td class="t m0 x2f5 h4a y2154 ffc fs11 fc7 sc0 ls1 ws0">T<span class="_ _0"></span>otal  </td></tr><tr><td /><td class="t m0 x2f6 h4a y2158 ffc fs11 fc7 sc0 ls1 ws0"> capital  </td><td class="t m0 x2f7 h4a y2159 ffc fs11 fc7 sc0 ls1 ws0">account  </td><td class="t m0 x2f8 h4a y215a ffc fs11 fc7 sc0 ls1 ws0">reserve  </td><td class="t m0 x2f9 h4a y215a ffc fs11 fc7 sc0 ls1 ws0">SIP  </td><td class="t m0 x2fa h4a y2158 ffc fs11 fc7 sc0 ls1 ws0">shares  </td><td class="t m0 x2fb h4a y2158 ffc fs11 fc7 sc0 ls1 ws0">reserve  </td><td class="t m0 x2fc h4a y2158 ffc fs11 fc7 sc0 ls1 ws0">earnings  </td><td class="t m0 x2fd h4a y215b ffc fs11 fc7 sc0 ls1 ws0">parent  </td><td class="t m0 x2fe h4a y2159 ffc fs11 fc7 sc0 ls1 ws0">interes<span class="_ _2"></span>t  </td><td class="t m0 x2ff h4a y2158 ffc fs11 fc7 sc0 ls1 ws0"> equity  </td></tr><tr><td /><td class="t m0 x2ec h1d y215c ffd fs11 fc7 sc0 ls1 ws0">£’000</td><td class="t m0 x2e7 h1d y215d ffd fs11 fc7 sc0 ls1 ws0">£’000</td><td class="t m0 x300 h1d y215e ffd fs11 fc7 sc0 ls1 ws0">£’000</td><td class="t m0 x301 h1d y215e ffd fs11 fc7 sc0 ls1 ws0">£’000</td><td class="t m0 x302 h1d y215c ffd fs11 fc7 sc0 ls1 ws0">£’000</td><td class="t m0 x303 h1d y215c ffd fs11 fc7 sc0 ls1 ws0">£’000</td><td class="t m0 x304 h1d y215c ffd fs11 fc7 sc0 ls1 ws0">£’000</td><td class="t m0 x305 h1d y215f ffd fs11 fc7 sc0 ls1 ws0">£’000</td><td class="t m0 x306 h1d y215d ffd fs11 fc7 sc0 ls1 ws0">£’000</td><td class="t m0 x307 h1d y215c ffd fs11 fc7 sc0 ls1 ws0">£’000</td></tr><tr><td class="c n x308 y2160 wb3 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">A<span class="_ _2"></span>t 1 January 2024</div></td><td class="c n x369 y2160 w27 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-406" format="ixt5:num-dot-decimal" contextRef="c-33" unitRef="u-1" decimals="-3" scale="3">210</ix:nonFraction></span></div></td><td class="c n x36a y2160 w26 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-407" format="ixt5:num-dot-decimal" contextRef="c-34" unitRef="u-1" decimals="-3" scale="3">5,629</ix:nonFraction></span></div></td><td class="c n x36b y2160 w26 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-408" format="ixt5:num-dot-decimal" contextRef="c-35" unitRef="u-1" decimals="-3" scale="3">3,564</ix:nonFraction></span></div></td><td class="c n x36c y2160 wa7 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-409" format="ixt5:num-dot-decimal" contextRef="c-36" unitRef="u-1" decimals="-3" scale="3" sign="-">2,871</ix:nonFraction></span>)</div></td><td class="c n x36d y2160 w1d he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-410" format="ixt5:num-dot-decimal" contextRef="c-37" unitRef="u-1" decimals="-3" scale="3" sign="-">3,983</ix:nonFraction></span>)</div></td><td class="c n x36e y2160 w70 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-411" format="ixt5:num-dot-decimal" contextRef="c-38" unitRef="u-1" decimals="-3" scale="3" sign="-">385</ix:nonFraction></span>)</div></td><td class="c n x36f y2160 w3c he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-412" format="ixt5:num-dot-decimal" contextRef="c-39" unitRef="u-1" decimals="-3" scale="3">74,087</ix:nonFraction></span></div></td><td class="c n x370 y2160 w3c he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-413" format="ixt5:num-dot-decimal" contextRef="c-40" unitRef="u-1" decimals="-3" scale="3">76,251</ix:nonFraction></span></div></td><td class="c n x371 y2160 w70 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-414" format="ixt5:num-dot-decimal" contextRef="c-41" unitRef="u-1" decimals="-3" scale="3" sign="-">306</ix:nonFraction></span>)</div></td><td class="c n x372 y2160 w3c he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-415" format="ixt5:num-dot-decimal" contextRef="c-42" unitRef="u-1" decimals="-3" scale="3">75,945</ix:nonFraction></span></div></td></tr><tr><td class="c n x308 y2161 wb4 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Prior year r<span class="_ _2"></span>esta<span class="_ _2"></span>tements</div></td><td class="c n x373 y2161 wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-416" format="ixt5:fixed-zero" contextRef="c-43" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x374 y2161 wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-417" format="ixt5:fixed-zero" contextRef="c-44" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x375 y2161 wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-418" format="ixt5:fixed-zero" contextRef="c-45" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x376 y2161 wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-419" format="ixt5:fixed-zero" contextRef="c-46" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x377 y2161 wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-420" format="ixt5:fixed-zero" contextRef="c-47" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x378 y2161 w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-421" format="ixt5:fixed-zero" contextRef="c-48" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x379 y2161 w1e he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-422" format="ixt5:num-dot-decimal" contextRef="c-49" unitRef="u-1" decimals="-3" scale="3" sign="-">1,730</ix:nonFraction></span>)</div></td><td class="c n x37a y2161 w1d he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-423" format="ixt5:num-dot-decimal" contextRef="c-50" unitRef="u-1" decimals="-3" scale="3" sign="-">1,730</ix:nonFraction></span>)</div></td><td class="c n x37b y2161 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-424" format="ixt5:fixed-zero" contextRef="c-51" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x37c y2161 w2b he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-425" format="ixt5:num-dot-decimal" contextRef="c-52" unitRef="u-1" decimals="-3" scale="3" sign="-">1,730</ix:nonFraction></span>)</div></td></tr><tr><td class="c n x308 y2162 wa4 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">A<span class="_ _2"></span>t 1 January 2024 (resta<span class="_ _2"></span>ted)</div></td><td class="c n x309 y2162 wa5 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-426" format="ixt5:num-dot-decimal" contextRef="c-53" unitRef="u-1" decimals="-3" scale="3">210</ix:nonFraction></span></div></td><td class="c n x30a y2162 w26 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-427" format="ixt5:num-dot-decimal" contextRef="c-54" unitRef="u-1" decimals="-3" scale="3">5,629</ix:nonFraction></span></div></td><td class="c n x30b y2162 wa6 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-428" format="ixt5:num-dot-decimal" contextRef="c-55" unitRef="u-1" decimals="-3" scale="3">3,564</ix:nonFraction></span></div></td><td class="c n x30c y2162 w1d he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-429" format="ixt5:num-dot-decimal" contextRef="c-56" unitRef="u-1" decimals="-3" scale="3" sign="-">2,871</ix:nonFraction></span>)</div></td><td class="c n x30d y2162 wa7 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-430" format="ixt5:num-dot-decimal" contextRef="c-57" unitRef="u-1" decimals="-3" scale="3" sign="-">3,983</ix:nonFraction></span>)</div></td><td class="c n x30e y2162 w70 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-431" format="ixt5:num-dot-decimal" contextRef="c-58" unitRef="u-1" decimals="-3" scale="3" sign="-">385</ix:nonFraction></span>)</div></td><td class="c n x30f y2162 w35 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-432" format="ixt5:num-dot-decimal" contextRef="c-59" unitRef="u-1" decimals="-3" scale="3">72,357</ix:nonFraction></span></div></td><td class="c n x310 y2162 w35 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-433" format="ixt5:num-dot-decimal" contextRef="c-60" unitRef="u-1" decimals="-3" scale="3">74,521</ix:nonFraction></span></div></td><td class="c n x311 y2162 w7e he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-434" format="ixt5:num-dot-decimal" contextRef="c-61" unitRef="u-1" decimals="-3" scale="3" sign="-">306</ix:nonFraction></span>)</div></td><td class="c n x312 y2162 w35 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-435" format="ixt5:num-dot-decimal" contextRef="c-5" unitRef="u-1" decimals="-3" scale="3">74,215</ix:nonFraction></span></div></td></tr><tr><td class="c n x308 y2163 wa8 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Pr<span class="_ _2"></span>ofit for the y<span class="_ _2"></span>ear</div></td><td class="c n x313 y2163 wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ProfitLoss" id="fact-436" format="ixt5:fixed-zero" contextRef="c-62" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x314 y2163 wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ProfitLoss" id="fact-437" format="ixt5:fixed-zero" contextRef="c-63" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x315 y2163 wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ProfitLoss" id="fact-438" format="ixt5:fixed-zero" contextRef="c-64" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x316 y2163 wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ProfitLoss" id="fact-439" format="ixt5:fixed-zero" contextRef="c-65" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x317 y2163 wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ProfitLoss" id="fact-440" format="ixt5:fixed-zero" contextRef="c-66" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x318 y2163 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ProfitLoss" id="fact-441" format="ixt5:fixed-zero" contextRef="c-67" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x319 y2163 w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ProfitLoss" id="fact-442" format="ixt5:num-dot-decimal" contextRef="c-68" unitRef="u-1" decimals="-3" scale="3">17,409</ix:nonFraction></span></div></td><td class="c n x37d y2163 w3c he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ProfitLoss" id="fact-443" format="ixt5:num-dot-decimal" contextRef="c-69" unitRef="u-1" decimals="-3" scale="3">17,409</ix:nonFraction></span></div></td><td class="c n x37e y2163 w20 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ProfitLoss" id="fact-444" format="ixt5:num-dot-decimal" contextRef="c-70" unitRef="u-1" decimals="-3" scale="3">33</ix:nonFraction></span></div></td><td class="c n x37f y2163 w35 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ProfitLoss" id="fact-445" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">17,442</ix:nonFraction></span></div></td></tr><tr><td class="t m0 x31d h11 y2164 ffb fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal comprehensive income </td><td /><td /><td /><td /><td /><td /><td /><td /><td /><td /></tr><tr><td class="t m0 x31d h11 y2165 ffb fs8 fc3 sc0 ls1 ws0">for the year (r<span class="_ _2"></span>esta<span class="_ _2"></span>ted)</td><td class="c n x31e y2166 wa9 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ComprehensiveIncome" id="fact-446" format="ixt5:fixed-zero" contextRef="c-62" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x31f y2166 wa9 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ComprehensiveIncome" id="fact-447" format="ixt5:fixed-zero" contextRef="c-63" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x320 y2166 wa9 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ComprehensiveIncome" id="fact-448" format="ixt5:fixed-zero" contextRef="c-64" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x321 y2166 wa9 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ComprehensiveIncome" id="fact-449" format="ixt5:fixed-zero" contextRef="c-65" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x322 y2166 wa9 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ComprehensiveIncome" id="fact-450" format="ixt5:fixed-zero" contextRef="c-66" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x323 y2166 w4f he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ComprehensiveIncome" id="fact-451" format="ixt5:fixed-zero" contextRef="c-67" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x324 y2166 w35 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ComprehensiveIncome" id="fact-452" format="ixt5:num-dot-decimal" contextRef="c-68" unitRef="u-1" decimals="-3" scale="3">17,409</ix:nonFraction></span></div></td><td class="c n x325 y2166 w35 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ComprehensiveIncome" id="fact-453" format="ixt5:num-dot-decimal" contextRef="c-69" unitRef="u-1" decimals="-3" scale="3">17,409</ix:nonFraction></span></div></td><td class="c n x326 y2166 w19 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ComprehensiveIncome" id="fact-454" format="ixt5:num-dot-decimal" contextRef="c-70" unitRef="u-1" decimals="-3" scale="3">33</ix:nonFraction></span></div></td><td class="c n x327 y2166 w3c he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:ComprehensiveIncome" id="fact-455" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">17,442</ix:nonFraction></span></div></td></tr><tr><td class="c x308 y2168 waa hed"><div class="t m0 x1b6 h2e y2167 ff16 fs8 fc3 sc0 ls1 ws0">T<span class="_ _2"></span>r<span class="_ _2"></span>ansactions with owners in</div><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">their capacity</div></td><td /><td /><td /><td /><td /><td /><td /><td /><td /><td /></tr><tr><td class="c x308 y216b wab hea"><div class="t m0 x1b6 h14 y2169 ffc fs8 fc3 sc0 ls1 ws0">Shares r<span class="_ _2"></span>epurchased int<span class="_ _2"></span>o</div><div class="t m0 x1b6 h14 y216a ffc fs8 fc3 sc0 ls1 ws0">treasury</div></td><td class="c n x31e y216c wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:PurchaseOfTreasuryShares" id="fact-456" format="ixt5:fixed-zero" contextRef="c-62" unitRef="u-1" decimals="-3" scale="3" sign="-">–</ix:nonFraction></span></div></td><td class="c n x31f y216c wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:PurchaseOfTreasuryShares" id="fact-457" format="ixt5:fixed-zero" contextRef="c-63" unitRef="u-1" decimals="-3" scale="3" sign="-">–</ix:nonFraction></span></div></td><td class="c n x320 y216c wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:PurchaseOfTreasuryShares" id="fact-458" format="ixt5:fixed-zero" contextRef="c-64" unitRef="u-1" decimals="-3" scale="3" sign="-">–</ix:nonFraction></span></div></td><td class="c n x321 y216c wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:PurchaseOfTreasuryShares" id="fact-459" format="ixt5:fixed-zero" contextRef="c-65" unitRef="u-1" decimals="-3" scale="3" sign="-">–</ix:nonFraction></span></div></td><td class="c n x380 y216c w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:PurchaseOfTreasuryShares" id="fact-460" format="ixt5:num-dot-decimal" contextRef="c-66" unitRef="u-1" decimals="-3" scale="3">848</ix:nonFraction></span>)</div></td><td class="c n x381 y216c w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:PurchaseOfTreasuryShares" id="fact-461" format="ixt5:fixed-zero" contextRef="c-67" unitRef="u-1" decimals="-3" scale="3" sign="-">–</ix:nonFraction></span></div></td><td class="c n x382 y216c w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:PurchaseOfTreasuryShares" id="fact-462" format="ixt5:fixed-zero" contextRef="c-68" unitRef="u-1" decimals="-3" scale="3" sign="-">–</ix:nonFraction></span></div></td><td class="c n x383 y216c w70 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:PurchaseOfTreasuryShares" id="fact-463" format="ixt5:num-dot-decimal" contextRef="c-69" unitRef="u-1" decimals="-3" scale="3">848</ix:nonFraction></span>)</div></td><td class="c n x384 y216c w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:PurchaseOfTreasuryShares" id="fact-464" format="ixt5:fixed-zero" contextRef="c-70" unitRef="u-1" decimals="-3" scale="3" sign="-">–</ix:nonFraction></span></div></td><td class="c n x385 y216c w70 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:PurchaseOfTreasuryShares" id="fact-465" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">848</ix:nonFraction></span>)</div></td></tr><tr><td class="c n x308 y216d wad he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Exer<span class="_ _2"></span>cise of options</div></td><td class="c n x32e y216d wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughExerciseOfOptions" id="fact-466" format="ixt5:fixed-zero" contextRef="c-62" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x32f y216d wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughExerciseOfOptions" id="fact-467" format="ixt5:fixed-zero" contextRef="c-63" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x330 y216d w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughExerciseOfOptions" id="fact-468" format="ixt5:num-dot-decimal" contextRef="c-64" unitRef="u-1" decimals="-3" scale="3" sign="-">943</ix:nonFraction></span>)</div></td><td class="c n x386 y216d w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughExerciseOfOptions" id="fact-469" format="ixt5:num-dot-decimal" contextRef="c-65" unitRef="u-1" decimals="-3" scale="3">1,361</ix:nonFraction></span></div></td><td class="c n x358 y216d wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughExerciseOfOptions" id="fact-470" format="ixt5:fixed-zero" contextRef="c-66" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x387 y216d w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughExerciseOfOptions" id="fact-471" format="ixt5:fixed-zero" contextRef="c-67" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x388 y216d w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughExerciseOfOptions" id="fact-472" format="ixt5:num-dot-decimal" contextRef="c-68" unitRef="u-1" decimals="-3" scale="3" sign="-">245</ix:nonFraction></span>)</div></td><td class="c n x389 y216d w27 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughExerciseOfOptions" id="fact-473" format="ixt5:num-dot-decimal" contextRef="c-69" unitRef="u-1" decimals="-3" scale="3">173</ix:nonFraction></span></div></td><td class="c n x38a y216d w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughExerciseOfOptions" id="fact-474" format="ixt5:fixed-zero" contextRef="c-70" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x38b y216d w27 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughExerciseOfOptions" id="fact-475" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">173</ix:nonFraction></span></div></td></tr><tr><td class="t m0 x31d h13 y216e ffd fs8 fc3 sc0 ls1 ws0">V<span class="_ _2"></span>est<span class="_ _2"></span>ed share options lapsed </td><td /><td /><td /><td /><td /><td /><td /><td /><td /><td /></tr><tr><td class="t m0 x31d h14 y216f ffc fs8 fc3 sc0 ls1 ws0">during the year</td><td class="c n x31e y2170 wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0 ixbrl-extension"><span class="gs2"><ix:nonFraction name="lsl:IncreaseDecreaseThroughVestedShareOptionsLapsedDuringTheYear" id="fact-476" format="ixt5:fixed-zero" contextRef="c-62" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x31f y2170 wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0 ixbrl-extension"><span class="gs2"><ix:nonFraction name="lsl:IncreaseDecreaseThroughVestedShareOptionsLapsedDuringTheYear" id="fact-477" format="ixt5:fixed-zero" contextRef="c-63" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x338 y2170 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="lsl:IncreaseDecreaseThroughVestedShareOptionsLapsedDuringTheYear" id="fact-478" format="ixt5:num-dot-decimal" contextRef="c-64" unitRef="u-1" decimals="-3" scale="3" sign="-">995</ix:nonFraction></span>)</div></td><td class="c n x339 y2170 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0 ixbrl-extension"><span class="gs2"><ix:nonFraction name="lsl:IncreaseDecreaseThroughVestedShareOptionsLapsedDuringTheYear" id="fact-479" format="ixt5:fixed-zero" contextRef="c-65" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x33a y2170 wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0 ixbrl-extension"><span class="gs2"><ix:nonFraction name="lsl:IncreaseDecreaseThroughVestedShareOptionsLapsedDuringTheYear" id="fact-480" format="ixt5:fixed-zero" contextRef="c-66" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x33b y2170 w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0 ixbrl-extension"><span class="gs2"><ix:nonFraction name="lsl:IncreaseDecreaseThroughVestedShareOptionsLapsedDuringTheYear" id="fact-481" format="ixt5:fixed-zero" contextRef="c-67" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x33c y2170 w27 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0 ixbrl-extension"><span class="gs2"><ix:nonFraction name="lsl:IncreaseDecreaseThroughVestedShareOptionsLapsedDuringTheYear" id="fact-482" format="ixt5:num-dot-decimal" contextRef="c-68" unitRef="u-1" decimals="-3" scale="3">995</ix:nonFraction></span></div></td><td class="c n x33d y2170 w33 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0 ixbrl-extension"><span class="gs2"><ix:nonFraction name="lsl:IncreaseDecreaseThroughVestedShareOptionsLapsedDuringTheYear" id="fact-483" format="ixt5:fixed-zero" contextRef="c-69" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x33e y2170 w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0 ixbrl-extension"><span class="gs2"><ix:nonFraction name="lsl:IncreaseDecreaseThroughVestedShareOptionsLapsedDuringTheYear" id="fact-484" format="ixt5:fixed-zero" contextRef="c-70" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x33f y2170 w4f he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0 ixbrl-extension"><span class="gs2"><ix:nonFraction name="lsl:IncreaseDecreaseThroughVestedShareOptionsLapsedDuringTheYear" id="fact-485" format="ixt5:fixed-zero" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td></tr><tr><td class="c n x308 y2171 wae he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Dividend paid</div></td><td class="c n x340 y2171 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:DividendsPaid" id="fact-486" format="ixt5:fixed-zero" contextRef="c-62" unitRef="u-1" decimals="-3" scale="3" sign="-">–</ix:nonFraction></span></div></td><td class="c n x341 y2171 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:DividendsPaid" id="fact-487" format="ixt5:fixed-zero" contextRef="c-63" unitRef="u-1" decimals="-3" scale="3" sign="-">–</ix:nonFraction></span></div></td><td class="c n x342 y2171 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:DividendsPaid" id="fact-488" format="ixt5:fixed-zero" contextRef="c-64" unitRef="u-1" decimals="-3" scale="3" sign="-">–</ix:nonFraction></span></div></td><td class="c n x343 y2171 wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:DividendsPaid" id="fact-489" format="ixt5:fixed-zero" contextRef="c-65" unitRef="u-1" decimals="-3" scale="3" sign="-">–</ix:nonFraction></span></div></td><td class="c n x344 y2171 wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:DividendsPaid" id="fact-490" format="ixt5:fixed-zero" contextRef="c-66" unitRef="u-1" decimals="-3" scale="3" sign="-">–</ix:nonFraction></span></div></td><td class="c n x345 y2171 w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:DividendsPaid" id="fact-491" format="ixt5:fixed-zero" contextRef="c-67" unitRef="u-1" decimals="-3" scale="3" sign="-">–</ix:nonFraction></span></div></td><td class="c n x346 y2171 w5f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(<span class="gs2"><ix:nonFraction name="ifrs-full:DividendsPaid" id="fact-492" format="ixt5:num-dot-decimal" contextRef="c-68" unitRef="u-1" decimals="-3" scale="3">11,783</ix:nonFraction></span>)</div></td><td class="c n x347 y2171 w23 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:DividendsPaid" id="fact-493" format="ixt5:num-dot-decimal" contextRef="c-69" unitRef="u-1" decimals="-3" scale="3">11,783</ix:nonFraction></span>)</div></td><td class="c n x348 y2171 w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:DividendsPaid" id="fact-494" format="ixt5:fixed-zero" contextRef="c-70" unitRef="u-1" decimals="-3" scale="3" sign="-">–</ix:nonFraction></span></div></td><td class="c n x349 y2171 w23 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:DividendsPaid" id="fact-495" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">11,783</ix:nonFraction></span>)</div></td></tr><tr><td class="c n x308 y2172 w7a he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Share-based pa<span class="_ _2"></span>yments</div></td><td class="c n x34a y2172 wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughSharebasedPaymentTransactions" id="fact-496" format="ixt5:fixed-zero" contextRef="c-62" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x34b y2172 wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughSharebasedPaymentTransactions" id="fact-497" format="ixt5:fixed-zero" contextRef="c-63" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x38c y2172 w27 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughSharebasedPaymentTransactions" id="fact-498" format="ixt5:num-dot-decimal" contextRef="c-64" unitRef="u-1" decimals="-3" scale="3">920</ix:nonFraction></span></div></td><td class="c n x38d y2172 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughSharebasedPaymentTransactions" id="fact-499" format="ixt5:fixed-zero" contextRef="c-65" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x38e y2172 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughSharebasedPaymentTransactions" id="fact-500" format="ixt5:fixed-zero" contextRef="c-66" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x38f y2172 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughSharebasedPaymentTransactions" id="fact-501" format="ixt5:fixed-zero" contextRef="c-67" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x390 y2172 w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughSharebasedPaymentTransactions" id="fact-502" format="ixt5:fixed-zero" contextRef="c-68" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x391 y2172 w27 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughSharebasedPaymentTransactions" id="fact-503" format="ixt5:num-dot-decimal" contextRef="c-69" unitRef="u-1" decimals="-3" scale="3">920</ix:nonFraction></span></div></td><td class="c n x392 y2172 w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughSharebasedPaymentTransactions" id="fact-504" format="ixt5:fixed-zero" contextRef="c-70" unitRef="u-1" decimals="-3" scale="3">–</ix:nonFraction></span></div></td><td class="c n x393 y2172 w3a he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughSharebasedPaymentTransactions" id="fact-505" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">920</ix:nonFraction></span></div></td></tr><tr><td class="c n x308 y2173 waf he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">T<span class="_ _0"></span>ax on share-based pa<span class="_ _2"></span>yments</div></td><td class="c n x354 y2173 wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:DecreaseIncreaseThroughTaxOnSharebasedPaymentTransactions" id="fact-506" format="ixt5:fixed-zero" contextRef="c-62" unitRef="u-1" decimals="-3" scale="3" sign="-">–</ix:nonFraction></span></div></td><td class="c n x355 y2173 wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:DecreaseIncreaseThroughTaxOnSharebasedPaymentTransactions" id="fact-507" format="ixt5:fixed-zero" contextRef="c-63" unitRef="u-1" decimals="-3" scale="3" sign="-">–</ix:nonFraction></span></div></td><td class="c n x356 y2173 wb0 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:DecreaseIncreaseThroughTaxOnSharebasedPaymentTransactions" id="fact-508" format="ixt5:num-dot-decimal" contextRef="c-64" unitRef="u-1" decimals="-3" scale="3" sign="-">88</ix:nonFraction></span></div></td><td class="c n x357 y2173 wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:DecreaseIncreaseThroughTaxOnSharebasedPaymentTransactions" id="fact-509" format="ixt5:fixed-zero" contextRef="c-65" unitRef="u-1" decimals="-3" scale="3" sign="-">–</ix:nonFraction></span></div></td><td class="c n x358 y2173 wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:DecreaseIncreaseThroughTaxOnSharebasedPaymentTransactions" id="fact-510" format="ixt5:fixed-zero" contextRef="c-66" unitRef="u-1" decimals="-3" scale="3" sign="-">–</ix:nonFraction></span></div></td><td class="c n x359 y2173 w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:DecreaseIncreaseThroughTaxOnSharebasedPaymentTransactions" id="fact-511" format="ixt5:fixed-zero" contextRef="c-67" unitRef="u-1" decimals="-3" scale="3" sign="-">–</ix:nonFraction></span></div></td><td class="c n x35a y2173 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:DecreaseIncreaseThroughTaxOnSharebasedPaymentTransactions" id="fact-512" format="ixt5:fixed-zero" contextRef="c-68" unitRef="u-1" decimals="-3" scale="3" sign="-">–</ix:nonFraction></span></div></td><td class="c n x35b y2173 w19 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:DecreaseIncreaseThroughTaxOnSharebasedPaymentTransactions" id="fact-513" format="ixt5:num-dot-decimal" contextRef="c-69" unitRef="u-1" decimals="-3" scale="3" sign="-">88</ix:nonFraction></span></div></td><td class="c n x35c y2173 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:DecreaseIncreaseThroughTaxOnSharebasedPaymentTransactions" id="fact-514" format="ixt5:fixed-zero" contextRef="c-70" unitRef="u-1" decimals="-3" scale="3" sign="-">–</ix:nonFraction></span></div></td><td class="c n x35d y2173 w19 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:DecreaseIncreaseThroughTaxOnSharebasedPaymentTransactions" id="fact-515" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3" sign="-">88</ix:nonFraction></span></div></td></tr><tr><td class="t m0 x31d h11 y2174 ffb fs8 fc3 sc0 ls1 ws0">A<span class="_ _2"></span>t 31 December 2024 </td><td /><td /><td /><td /><td /><td /><td /><td /><td /><td /></tr><tr><td class="c n x308 y20b6 wb5 hee"><div class="t m0 x1b6 h11 y2175 ffb fs8 fc3 sc0 ls1 ws0">(rest<span class="_ _2"></span>ated)</div></td><td class="c n x369 y20b6 w27 hee"><div class="t m0 x1b6 h11 y2175 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-516" format="ixt5:num-dot-decimal" contextRef="c-6" unitRef="u-1" decimals="-3" scale="3">210</ix:nonFraction></span></div></td><td class="c n x36a y20b6 w26 hee"><div class="t m0 x1b6 h11 y2175 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-517" format="ixt5:num-dot-decimal" contextRef="c-7" unitRef="u-1" decimals="-3" scale="3">5,629</ix:nonFraction></span></div></td><td class="c n x36b y20b6 w26 hee"><div class="t m0 x1b6 h11 y2175 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-518" format="ixt5:num-dot-decimal" contextRef="c-8" unitRef="u-1" decimals="-3" scale="3">2,634</ix:nonFraction></span></div></td><td class="c n x36c y20b6 wa7 hee"><div class="t m0 x1b6 h11 y2175 ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-519" format="ixt5:num-dot-decimal" contextRef="c-9" unitRef="u-1" decimals="-3" scale="3" sign="-">1,510</ix:nonFraction></span>)</div></td><td class="c n x36d y20b6 w1d hee"><div class="t m0 x1b6 h11 y2175 ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-520" format="ixt5:num-dot-decimal" contextRef="c-10" unitRef="u-1" decimals="-3" scale="3" sign="-">4,831</ix:nonFraction></span>)</div></td><td class="c n x36e y20b6 w70 hee"><div class="t m0 x1b6 h11 y2175 ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-521" format="ixt5:num-dot-decimal" contextRef="c-11" unitRef="u-1" decimals="-3" scale="3" sign="-">385</ix:nonFraction></span>)</div></td><td class="c n x36f y20b6 w3c hee"><div class="t m0 x1b6 h11 y2175 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-522" format="ixt5:num-dot-decimal" contextRef="c-12" unitRef="u-1" decimals="-3" scale="3">78,733</ix:nonFraction></span></div></td><td class="c n x370 y20b6 w3c hee"><div class="t m0 x1b6 h11 y2175 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-523" format="ixt5:num-dot-decimal" contextRef="c-13" unitRef="u-1" decimals="-3" scale="3">80,480</ix:nonFraction></span></div></td><td class="c n x371 y20b6 w70 hee"><div class="t m0 x1b6 h11 y2175 ffb fs8 fc3 sc0 ls1 ws9b">(<span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-524" format="ixt5:num-dot-decimal" contextRef="c-14" unitRef="u-1" decimals="-3" scale="3" sign="-">273</ix:nonFraction></span>)</div></td><td class="c n x372 y20b6 w3c hee"><div class="t m0 x1b6 h11 y2175 ffb fs8 fc3 sc0 ls1 ws0"><span class="gs2"><ix:nonFraction name="ifrs-full:Equity" id="fact-525" format="ixt5:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="-3" scale="3">80,207</ix:nonFraction></span></div></td></tr></table></div><div class="t m0 x6c h11 y166d ffc fs8 fc3 sc0 ls1 ws0"> <span class="_ _6d"> </span> <span class="_ _6d"> </span> <span class="_ _6d"> </span> <span class="_ _6d"> </span> <span class="_ _2e"> </span> <span class="_ _19"> </span> <span class="_ _19"> </span><span class="ffb"> <span class="_ _6d"> </span></span> <span class="_ _19"> </span><span class="ffb"> </span></div><div class="t m0 x103 h4a y167c ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x6c h14 y1698 ffc fs8 fc3 sc0 ls1 ws0"> <span class="_ _6d"> </span> <span class="_ _6d"> </span> <span class="_ _6d"> </span> <span class="_ _6d"> </span> <span class="_ _2e"> </span> <span class="_ _19"> </span> <span class="_ _19"> </span> <span class="_ _6d"> </span> <span class="_ _19"> </span> </div><div class="t m0 x6 h13 y16a5 ffd fs8 fc8 sc0 ls14 ws11">During the period, <span><ix:nonFraction name="ifrs-full:NumberOfShareOptionsExercisedInSharebasedPaymentArrangement" id="fact-527" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-3" decimals="0" scale="0">383,216</ix:nonFraction></span> share options <span class="_ _2"></span>were exercised relating to LSL’s various share <span class="_ _2"></span>option schemes resulting in the shares bein<span class="_ _2"></span>g sold by the </div><div class="t m0 x6 h13 y16a6 ffd fs8 fc8 sc0 ls14 ws11">Employee Benefit Trust. LSL received £<span><ix:nonFraction name="ifrs-full:IncreaseDecreaseThroughExerciseOfOptions" id="fact-528" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-5" scale="6">0.2</ix:nonFraction></span>m <span class="_ _2"></span>on exercise of these options.</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   100<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   100<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pf67" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc67 w4 h0"><img 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class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x155 hf y20 ffb fs2 fc5 sc0 ls6 ws4">101</div><div class="t m0 xf he y1f ff4a fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 xe he y1e ff4a fs6 fc4 sc0 ls9c ws9c">OTHER INFORMATION<span class="_ _182"></span><span class="fc0">FINANCIAL STATEMENTS<span class="_ _183"></span><span class="fc4">CORPORATE GOVERNANCE<span class="_ _13e"></span>STRATEGIC<span class="_ _2"></span> REPORT<span class="_ _184"></span><span class="ls37 ws36">OVERVIEW</span></span></span></div><div class="t m0 x18 h10 y21 ffc fs4 fc6 sc0 ls9e ws12">Notes<span class="_ _1"></span> to<span class="_ _1"></span> the<span class="_ _7"></span> Group<span class="_ _1"></span> Finan<span class="_ _1"></span>cial<span class="_ _1"></span> S<span class="_ _2"></span>t<span class="_ _1"></span>atement<span class="_ _1"></span>s<span class="_ _14"></span> <span class="_ _0"></span><span class="fs41 ls1 ws0"> </span></div><div class="t m0 x18 h46 y2ca ffd fs1 fc6 sc0 ls1 ws0">for the y<span class="_ _2"></span>ear ended 3<span class="_ _0"></span>1 December 20<span class="_ _2"></span>25</div><div class="t m0 x18 hbf y16a7 ff16 fs24 fc10 sc0 ls70 ws9e"><ix:nonNumeric name="ifrs-full:DisclosureOfGeneralInformationAboutFinancialStatementsExplanatory" id="fact-611" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_2f806ca2-341f-44dd-9f79-b38ae7dc20aa"><ix:nonNumeric name="ifrs-full:DisclosureOfAuthorisationOfFinancialStatementsExplanatory" id="fact-1" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_66d6f652-f5a7-4f0f-a8eb-94dee5c936fb">1. <span class="_ _1b3"> </span> <span class="_ _18"></span>General <span class="_ _2"></span>information<span class="_ _2d2"> </span></ix:nonNumeric></ix:nonNumeric></div><div class="t m0 x18 h13 y1412 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_2f806ca2-341f-44dd-9f79-b38ae7dc20aa" continuedAt="_3e7a2a7f-5c1c-44ef-a744-6638183d9b91"><ix:continuation id="_66d6f652-f5a7-4f0f-a8eb-94dee5c936fb" continuedAt="_09a2576f-088d-49e9-be58-ffc10d94e4ff">The Group Financial Statements of LSL <span class="_ _2"></span>and its subsidiaries for the year ended <span class="_ _2"></span>31 December 2025 were authorised for issue <span class="_ _2"></span>by the Board of </ix:continuation></ix:continuation></div><div class="t m0 x18 h13 y16a8 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_3e7a2a7f-5c1c-44ef-a744-6638183d9b91" continuedAt="_0d1040a2-f9cc-447c-b333-19247e4465f7"><ix:continuation id="_09a2576f-088d-49e9-be58-ffc10d94e4ff" continuedAt="_165c5a69-1c1c-4d61-83a1-a2951c6b9a5c">Directors on 18 March 2026. LSL <span class="_ _2"></span>is a company which is listed on <span class="_ _2"></span>the London Stock Exchange, incorporated and domiciled <span class="_ _2"></span>in <ix:nonNumeric name="ifrs-full:CountryOfIncorporation" id="fact-530" contextRef="c-1" escape="true" xml:lang="en"><ix:nonNumeric name="ifrs-full:DomicileOfEntity" id="fact-588" contextRef="c-1" escape="true" xml:lang="en">England &amp; Wales</ix:nonNumeric></ix:nonNumeric> and </ix:continuation></ix:continuation></div><div class="-ixh-highlight-region gs3"><ix:nonNumeric name="ifrs-full:DescriptionOfNatureOfEntitysOperationsAndPrincipalActivities" id="fact-531" contextRef="c-1" escape="true" xml:lang="en"><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs4"><ix:continuation id="_0d1040a2-f9cc-447c-b333-19247e4465f7"><ix:continuation id="_165c5a69-1c1c-4d61-83a1-a2951c6b9a5c">the Group operates Financial Services, Surveying <span class="_ _2"></span>&amp; Valuation and Estate Agency Franchising businesses.</ix:continuation></ix:continuation></div></ix:nonNumeric></div><div class="t m0 x18 hbf y16aa ff16 fs24 fc10 sc0 ls2e ws2d"><ix:nonNumeric name="ifrs-full:DisclosureOfMaterialAccountingPolicyInformationExplanatory" id="fact-2" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_91739cd7-ccbf-4818-bd5e-32c3893db0a3">2. <span class="_ _1b3"> </span> <span class="_ _18"></span>Acc<span class="_ _1"></span>ountin<span class="_ _1"></span>g poli<span class="_ _1"></span>cies<span class="_ _1"></span>, judgem<span class="_ _1"></span>ents and es<span class="_ _1"></span>timat<span class="_ _1"></span>es<span class="_ _2d2"> </span></ix:nonNumeric></div><div class="t m0 x18 hbf y16ab ff16 fs24 fc6 sc0 ls92 ws9a"><ix:nonNumeric name="ifrs-full:DisclosureOfBasisOfPreparationOfFinancialStatementsExplanatory" id="fact-532" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_f96749f5-234c-4962-9d62-c22302f70b10"><ix:continuation id="_91739cd7-ccbf-4818-bd5e-32c3893db0a3" continuedAt="_7265ec29-96f1-4798-9a05-4e30cb5f7b7e">2.1 <span class="_ _bc"> </span> <span class="_ _18"></span>Basis <span class="_ _2"></span>of prepa<span class="_ _2"></span>ration<span class="_ _2d2"> </span></ix:continuation></ix:nonNumeric></div><div class="t m0 x18 h13 y16ac ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_f96749f5-234c-4962-9d62-c22302f70b10" continuedAt="_575f90d3-b24e-49d5-97f5-9f4ca919904e"><ix:continuation id="_7265ec29-96f1-4798-9a05-4e30cb5f7b7e" continuedAt="_ff7cc435-8c5c-40ba-9c0c-c8536e386f3e">The accounting policies which follow set <span class="_ _2"></span>out material information about the accounting <span class="_ _2"></span>policies which apply in preparing the Financial <span class="_ _2"></span>Statements </ix:continuation></ix:continuation></div><div class="t m0 x18 h13 y16ad ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_575f90d3-b24e-49d5-97f5-9f4ca919904e" continuedAt="_03232d7c-47dc-4c00-a097-be5304bd15b3"><ix:continuation id="_ff7cc435-8c5c-40ba-9c0c-c8536e386f3e" continuedAt="_d554c607-923c-4230-98a4-9d11d57824ab">for the year ended 31 December <span class="_ _2"></span>2025. The policies have been applied consistently <span class="_ _2"></span>to all years presented. </ix:continuation></ix:continuation><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForFunctionalCurrencyExplanatory" id="fact-589" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_ab157c30-eb6e-46fb-bb85-e2e9e0ea76f5"><ix:continuation id="_03232d7c-47dc-4c00-a097-be5304bd15b3" continuedAt="_005324b6-2cc6-4735-9f3e-5409e86a2d18"><ix:continuation id="_d554c607-923c-4230-98a4-9d11d57824ab" continuedAt="_8c843b19-ac33-480e-97cc-38f6ef725c48">The Group’s Financial <span class="_ _2"></span>Statements are </ix:continuation></ix:continuation></ix:nonNumeric></div><div class="t m0 x18 h13 y16ae ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_ab157c30-eb6e-46fb-bb85-e2e9e0ea76f5"><ix:continuation id="_005324b6-2cc6-4735-9f3e-5409e86a2d18" continuedAt="_5c083103-4306-4271-8bc5-d66b5a66c465"><ix:continuation id="_8c843b19-ac33-480e-97cc-38f6ef725c48" continuedAt="_4a342b03-0bc8-412b-8717-d4aa1abfc81c">presented in pound sterling, and all <span class="_ _2"></span>values are rounded to the nearest thousan<span class="_ _2"></span>d pounds (£’000) except when otherwise indicated.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="-ixh-highlight-region gs5"><ix:nonNumeric name="ifrs-full:StatementOfIFRSCompliance" id="fact-590" contextRef="c-1" escape="true" xml:lang="en"><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs6"><ix:continuation id="_5c083103-4306-4271-8bc5-d66b5a66c465" continuedAt="_8ddf30ec-450b-4ef5-ac38-ef6d541c7f5a"><ix:continuation id="_4a342b03-0bc8-412b-8717-d4aa1abfc81c" continuedAt="_2abfb5e8-cc53-45ec-aced-11ed22d5efdd">These Financial Statements have been prepared <span class="_ _2"></span>in accordance with UK-adopted International Accounting <span class="_ _2"></span>Standards. The Group Financial </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs7"><ix:continuation id="_8ddf30ec-450b-4ef5-ac38-ef6d541c7f5a" continuedAt="_161945b4-3d18-4c7e-9d93-1870c6117861"><ix:continuation id="_2abfb5e8-cc53-45ec-aced-11ed22d5efdd" continuedAt="_15639909-a21c-4f04-b875-235fc3c13c53">Statements have been prepared on a <span class="_ _2"></span>going concern basis under the historical cost <span class="_ _2"></span>convention and on a historical cost basis.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div></ix:nonNumeric></div><div class="t m0 x18 h13 y16b1 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_161945b4-3d18-4c7e-9d93-1870c6117861" continuedAt="_33b63a41-71e6-4d27-80c1-4bc5fb2a0db7"><ix:continuation id="_15639909-a21c-4f04-b875-235fc3c13c53" continuedAt="_69b9a40a-2001-40d5-b138-fd3231d370fb">In preparing the Financial Statements management <span class="_ _2"></span>has considered the impact of climate change, <span class="_ _2"></span>which is described in detail in ou<span class="_ _2"></span>r TCFD section. </ix:continuation></ix:continuation></div><div class="t m0 x18 h13 y16b2 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_33b63a41-71e6-4d27-80c1-4bc5fb2a0db7" continuedAt="_35fded01-7609-4bb4-95da-1899c6f762ae"><ix:continuation id="_69b9a40a-2001-40d5-b138-fd3231d370fb" continuedAt="_e3b12c6d-0767-4139-9b78-00b0f0839ebf">The Group has assessed climate-related risks, <span class="_ _2"></span>covering both physical risks and transition risks, <span class="_ _2"></span>in the short (0-3 years) to medium <span class="_ _2"></span>term (4-9 years). </ix:continuation></ix:continuation></div><div class="t m0 x18 h13 y16b3 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_35fded01-7609-4bb4-95da-1899c6f762ae" continuedAt="_baabc07b-fd7b-41c5-a5bf-f5f8f6ed35c9"><ix:continuation id="_e3b12c6d-0767-4139-9b78-00b0f0839ebf" continuedAt="_40ec68ca-43bd-486f-8f67-2352f496db3c">Climate-related matters have a relatively low <span class="_ _2"></span>impact on LSL’s strategy and business model, <span class="_ _2"></span>and therefore there is a high degree <span class="_ _2"></span>of resilience. </ix:continuation></ix:continuation></div><div class="t m0 x18 h13 y16b4 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_baabc07b-fd7b-41c5-a5bf-f5f8f6ed35c9" continuedAt="_9465b4a4-6ad7-46e5-a822-8853071e289c"><ix:continuation id="_40ec68ca-43bd-486f-8f67-2352f496db3c" continuedAt="_76ffeb61-e644-4c8e-8ac2-6b41f8e84188">However, there are number of risks <span class="_ _2"></span>that may result in increased costs and <span class="_ _2"></span>have an impact on operations that, wh<span class="_ _2"></span>ilst unlikely to have a significant </ix:continuation></ix:continuation></div><div class="t m0 x18 h13 y16b5 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_9465b4a4-6ad7-46e5-a822-8853071e289c" continuedAt="_d642d1cc-db8d-497c-b287-0d81a003f13d"><ix:continuation id="_76ffeb61-e644-4c8e-8ac2-6b41f8e84188" continuedAt="_427b44fc-4392-4385-833b-fa7a040f1208">impact, are factored into our business <span class="_ _2"></span>and financial planning. Over the long-term (beyond<span class="_ _2"></span> 10 years), there could be physical <span class="_ _2"></span>risks, such as severe </ix:continuation></ix:continuation></div><div class="t m0 x18 h13 y16b6 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_d642d1cc-db8d-497c-b287-0d81a003f13d" continuedAt="_e4e2cb0c-019f-4c77-b014-40037368c7ac"><ix:continuation id="_427b44fc-4392-4385-833b-fa7a040f1208" continuedAt="_fbf66735-9f95-44ad-84c4-4decd83c6ea5">weather, flooding events, increase in temperature <span class="_ _2"></span>and rising sea levels. The risk to <span class="_ _2"></span>the Group’s own premises as a result <span class="_ _2"></span>of climate change is </ix:continuation></ix:continuation></div><div class="t m0 x18 h13 y16b7 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_e4e2cb0c-019f-4c77-b014-40037368c7ac" continuedAt="_f84f1375-6b11-42eb-91c0-4e7aee98f465"><ix:continuation id="_fbf66735-9f95-44ad-84c4-4decd83c6ea5" continuedAt="_033c39fb-f4a7-4d9a-927a-3bcfba048fe7">considered low, the majority of our <span class="_ _2"></span>property portfolio is leased, and we would <span class="_ _2"></span>not expect significant climate-related costs during the <span class="_ _2"></span>remainder of </ix:continuation></ix:continuation></div><div class="t m0 x18 h13 y16b8 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_f84f1375-6b11-42eb-91c0-4e7aee98f465" continuedAt="_1ac9b6ed-aab5-44bb-8ce5-9ad1ea25704f"><ix:continuation id="_033c39fb-f4a7-4d9a-927a-3bcfba048fe7" continuedAt="_ad3d5a6c-8632-4feb-be59-6a4076b5d1bc">our current lease terms. The impact <span class="_ _2"></span>of climate change in the medium to <span class="_ _2"></span>long-term is likely to be localised and <span class="_ _2"></span>have varying degrees of impact on </ix:continuation></ix:continuation></div><div class="t m0 x18 h13 y16b9 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_1ac9b6ed-aab5-44bb-8ce5-9ad1ea25704f"><ix:continuation id="_ad3d5a6c-8632-4feb-be59-6a4076b5d1bc" continuedAt="_6c204611-fe48-46da-bd90-991e350afd78">the areas where we work and <span class="_ _2"></span>our revenue profile. This could have an <span class="_ _2"></span>impact on the carrying value of goodwill <span class="_ _2"></span>and investments.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="-ixh-highlight-region gs8"><ix:nonNumeric name="ifrs-full:DisclosureOfBasisOfConsolidationExplanatory" id="fact-533" contextRef="c-1" escape="true" xml:lang="en"><div class="t m0 hbf ff16 fs24 fc6 sc0 ls92 ws9a gs9"><ix:continuation id="_6c204611-fe48-46da-bd90-991e350afd78" continuedAt="_409ecce2-b27b-48bb-93f8-d2be2ae60918">2.2 <span class="_ _bc"> </span> <span class="_ _18"></span>Basis <span class="_ _2"></span>of consolid<span class="_ _2"></span>ation<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsa"><ix:continuation id="_409ecce2-b27b-48bb-93f8-d2be2ae60918" continuedAt="_82a60fdb-23ae-4af7-a864-815a4aafcaa4">The consolidated Financial Statements comprise the <span class="_ _2"></span>Financial Statements of the Company and its <span class="_ _2"></span>subsidiaries as at 31 December 2025. The </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsb"><ix:continuation id="_82a60fdb-23ae-4af7-a864-815a4aafcaa4" continuedAt="_dcbbd65c-4245-4d76-96ad-49febde03263">financial year represents the year from <span class="_ _2"></span>1 January 2025 to 31 December 2025.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 hd4 ff13 fs24 fc6 sc0 ls9f ws9f gsc"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForSubsidiariesExplanatory" id="fact-591" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_0ca247e6-440b-4e95-a377-8fe2ab8de8cc"><ix:continuation id="_dcbbd65c-4245-4d76-96ad-49febde03263" continuedAt="_08d09450-6dda-4bd2-9b93-d559d44c085c">Subsidiaries<span class="_ _2d2"> </span></ix:continuation></ix:nonNumeric></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsd"><ix:continuation id="_0ca247e6-440b-4e95-a377-8fe2ab8de8cc" continuedAt="_bff356cd-5442-4759-b413-483774a627a1"><ix:continuation id="_08d09450-6dda-4bd2-9b93-d559d44c085c" continuedAt="_50c0eafb-b5c8-47cf-833e-40e35ef4c7b3">Subsidiaries are consolidated from the date <span class="_ _2"></span>that control commences until the date control <span class="_ _2"></span>ceases. A change in the ownership interest <span class="_ _2"></span>of a </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gse"><ix:continuation id="_bff356cd-5442-4759-b413-483774a627a1"><ix:continuation id="_50c0eafb-b5c8-47cf-833e-40e35ef4c7b3" continuedAt="_16c7f3c9-ed43-4870-94d3-92feb69cf81c">subsidiary, without a loss of control, <span class="_ _2"></span>is accounted for as an equity transaction.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 hd4 ff13 fs24 fc6 sc0 ls2e ws2d gsf"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForInvestmentInAssociatesAndJointVenturesExplanatory" id="fact-612" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_f71328d5-7a00-4a93-9a89-660b401b7fed"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForInvestmentsInJointVentures" id="fact-592" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_bf7946f9-d1fa-4ba5-8824-d525799a47f2"><ix:continuation id="_16c7f3c9-ed43-4870-94d3-92feb69cf81c" continuedAt="_bf703d47-dfcc-45aa-ac6d-dcf73b07a208">Interes<span class="_ _1"></span>t in joint venture<span class="_ _2d2"> </span></ix:continuation></ix:nonNumeric></ix:nonNumeric></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs10"><ix:continuation id="_f71328d5-7a00-4a93-9a89-660b401b7fed" continuedAt="_bc05fc43-89c1-48a0-bfe0-a386f2d5d7ba"><ix:continuation id="_bf7946f9-d1fa-4ba5-8824-d525799a47f2" continuedAt="_63bdc531-be7b-416c-afca-de01d12eefdc"><ix:continuation id="_bf703d47-dfcc-45aa-ac6d-dcf73b07a208" continuedAt="_8d260674-d2b7-4b2a-8eb9-04f28a876ce1">The Group’s share of the results <span class="_ _2"></span>of joint venture is included in the <span class="_ _2"></span>Group Statement of Profit or Loss and <span class="_ _2"></span>Other Comprehensive Income using the </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs11"><ix:continuation id="_bc05fc43-89c1-48a0-bfe0-a386f2d5d7ba" continuedAt="_a7d1276a-b0f6-4d1d-9875-c3b3d25802ea"><ix:continuation id="_63bdc531-be7b-416c-afca-de01d12eefdc" continuedAt="_09807941-ec84-45c8-b590-42fd5416f456"><ix:continuation id="_8d260674-d2b7-4b2a-8eb9-04f28a876ce1" continuedAt="_2e33c647-288d-40a0-83c5-903b275dbac9">equity method of accounting. Investment in <span class="_ _2"></span>joint ventures are carried in the Grou<span class="_ _2"></span>p Balance Sheet at cost plus post-acquisition <span class="_ _2"></span>changes in the </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs12"><ix:continuation id="_a7d1276a-b0f6-4d1d-9875-c3b3d25802ea" continuedAt="_8fb56f74-7d22-4903-b319-067dc68f7fab"><ix:continuation id="_09807941-ec84-45c8-b590-42fd5416f456" continuedAt="_704490e6-8e5a-44ed-8a72-dac65d6b22cd"><ix:continuation id="_2e33c647-288d-40a0-83c5-903b275dbac9" continuedAt="_4af083c7-5e0a-470e-8585-65bbe1f86023">Group’s share of the net assets <span class="_ _2"></span>of the entity, less any impairment in <span class="_ _2"></span>value. Goodwill relating to the joint venture <span class="_ _2"></span>is included in the carrying amount </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs13"><ix:continuation id="_8fb56f74-7d22-4903-b319-067dc68f7fab" continuedAt="_dc5c986e-dff4-4d63-8973-50691ea0e961"><ix:continuation id="_704490e6-8e5a-44ed-8a72-dac65d6b22cd" continuedAt="_7085d7ce-789f-414b-88d8-8c592da7797e"><ix:continuation id="_4af083c7-5e0a-470e-8585-65bbe1f86023" continuedAt="_81633211-eb93-4f6f-b3ea-3cc50b6613b5">of the investment and is not <span class="_ _2"></span>tested for impairment individually. Unrealised gains and<span class="_ _2"></span> losses resulting from transactions between the <span class="_ _2"></span>Group and the </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs14"><ix:continuation id="_dc5c986e-dff4-4d63-8973-50691ea0e961" continuedAt="_c04ff4d2-ab9d-458d-9036-eb463229a58f"><ix:continuation id="_7085d7ce-789f-414b-88d8-8c592da7797e" continuedAt="_654023f8-eb71-4124-8329-f21d9d7b434c"><ix:continuation id="_81633211-eb93-4f6f-b3ea-3cc50b6613b5" continuedAt="_ad1e5a9e-0a58-4265-a79e-3a501c681853">joint venture are eliminated to the <span class="_ _2"></span>extent of the interest in the joint <span class="_ _2"></span>venture.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs15"><ix:continuation id="_c04ff4d2-ab9d-458d-9036-eb463229a58f" continuedAt="_59dcd83d-afd7-41b6-8cd4-7130d2cc3ed6"><ix:continuation id="_654023f8-eb71-4124-8329-f21d9d7b434c" continuedAt="_224d5a37-268b-47f5-a92d-b387171b0270"><ix:continuation id="_ad1e5a9e-0a58-4265-a79e-3a501c681853" continuedAt="_6e5f3f86-a15f-4f06-899f-272087abd793">In addition, when there has been <span class="_ _2"></span>a change recognised directly in the equ<span class="_ _2"></span>ity of the joint venture, the Group <span class="_ _2"></span>recognises its share of any changes, </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs16"><ix:continuation id="_59dcd83d-afd7-41b6-8cd4-7130d2cc3ed6" continuedAt="_f55735c7-c4dc-46af-897e-9683400f62c7"><ix:continuation id="_224d5a37-268b-47f5-a92d-b387171b0270" continuedAt="_c770366b-fa20-49f2-a4d0-56a176d02095"><ix:continuation id="_6e5f3f86-a15f-4f06-899f-272087abd793" continuedAt="_5a64d4af-c2ce-44cb-8e94-cefe34fbac3f">when applicable, in the statement of <span class="_ _2"></span>changes in equity.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs17"><ix:continuation id="_f55735c7-c4dc-46af-897e-9683400f62c7" continuedAt="_99c041d6-05ae-4b79-995c-689c97dfe328"><ix:continuation id="_c770366b-fa20-49f2-a4d0-56a176d02095" continuedAt="_b1af2831-8bc4-4dea-bc4d-0cf4eed9ea8f"><ix:continuation id="_5a64d4af-c2ce-44cb-8e94-cefe34fbac3f" continuedAt="_65e0a013-b9e3-4110-8005-b2c6e8325d19">The Financial Statements of the joint <span class="_ _2"></span>venture are prepared for the same reporting <span class="_ _2"></span>period as the Group. When necessary, <span class="_ _2"></span>adjustments are made to </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs18"><ix:continuation id="_99c041d6-05ae-4b79-995c-689c97dfe328"><ix:continuation id="_b1af2831-8bc4-4dea-bc4d-0cf4eed9ea8f"><ix:continuation id="_65e0a013-b9e3-4110-8005-b2c6e8325d19" continuedAt="_f954a561-6d4e-4024-8ef0-9878a0f59f25">bring the accounting policies in line <span class="_ _2"></span>with those of the Group.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></ix:continuation></div></ix:nonNumeric></div><div class="-ixh-highlight-region gs19"><ix:nonNumeric name="ifrs-full:DisclosureOfGoingConcernExplanatory" id="fact-534" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_226af4ee-5366-4730-8fa7-756654dc71c5"><div class="t m0 h6f ffb fs24 fc6 sc0 ls70 wsa0 gs1a"><ix:continuation id="_f954a561-6d4e-4024-8ef0-9878a0f59f25" continuedAt="_8c5de761-f2f5-4362-b258-69d103ddc59d">2.<span class="_ _1"></span>3 <span class="_ _1b4"> </span> Going <span class="_ _1b5"> </span>concern<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1b"><ix:continuation id="_8c5de761-f2f5-4362-b258-69d103ddc59d" continuedAt="_2326a3ba-18c2-40ee-bb6e-68f1ffae921c">The Group’s business activities, together with <span class="_ _2"></span>the factors likely to affect its future <span class="_ _2"></span>development, performance and position, are set out <span class="_ _2"></span>in the </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1c"><ix:continuation id="_2326a3ba-18c2-40ee-bb6e-68f1ffae921c" continuedAt="_901525c6-b490-4c78-a4ca-1352adcf593d">Financial and Divisional Reviews section (page <span class="_ _2"></span>13 to 19) of the Strategic Report. <span class="_ _2"></span>The financial position of the Group, its <span class="_ _2"></span>cash flows, liquidity position </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1d"><ix:continuation id="_901525c6-b490-4c78-a4ca-1352adcf593d" continuedAt="_75c50913-5cc9-464c-b7a6-003b85c8e029">and policy for treasury and risk <span class="_ _2"></span>management are described in the Financial Review <span class="_ _2"></span>section of the Strategic Report (page 13). <span class="_ _2"></span>Details of the Group’s </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1e"><ix:continuation id="_75c50913-5cc9-464c-b7a6-003b85c8e029" continuedAt="_d46d0f60-fabb-4106-bf5b-1a853c44737e">borrowing facilities are set out in <span class="_ _2"></span>note 31. The Group’s objectives, policies and <span class="_ _2"></span>processes for managing its capital; its financial <span class="_ _2"></span>risk management </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1f"><ix:continuation id="_d46d0f60-fabb-4106-bf5b-1a853c44737e" continuedAt="_f52a6c0d-e908-4ccb-8edb-fa20da3e6d91">objectives; details of its financial instruments; <span class="_ _2"></span>and its exposures to credit risk and <span class="_ _2"></span>liquidity risk are also set out in <span class="_ _2"></span>note 31. A description of the </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs20"><ix:continuation id="_f52a6c0d-e908-4ccb-8edb-fa20da3e6d91" continuedAt="_733767b5-56f2-4e8d-baaf-da532bdbb80b">Group’s principal risks and uncertainties an<span class="_ _2"></span>d arrangements to manage these risks can <span class="_ _2"></span>be found in the Risk Management section <span class="_ _2"></span>of the Strategic </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs21"><ix:continuation id="_733767b5-56f2-4e8d-baaf-da532bdbb80b" continuedAt="_769670e8-40c5-40e4-8587-3d61ae7cb509">Report on page 27.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs22"><ix:continuation id="_769670e8-40c5-40e4-8587-3d61ae7cb509" continuedAt="_840f000c-6516-40b6-a93a-3cb157a0d72e">The UK Corporate Governance Code requires <span class="_ _2"></span>the Board to assess and report on <span class="_ _2"></span>the prospects of the Group and whether <span class="_ _2"></span>the business is a going </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs23"><ix:continuation id="_840f000c-6516-40b6-a93a-3cb157a0d72e" continuedAt="_f0205277-8d89-48a6-b2ce-8ea51bb58919">concern. In considering this requirement, <span class="_ _2"></span>the Directors have taken into account the <span class="_ _2"></span>Group’s forecast cash flows, liquidity, borrowing facilities <span class="_ _2"></span>and </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs24"><ix:continuation id="_f0205277-8d89-48a6-b2ce-8ea51bb58919" continuedAt="_009e3afb-e7bb-4bd7-a363-70c71c7e685c">related covenant requirements and the expected <span class="_ _2"></span>operational activities of the Group.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs25"><ix:continuation id="_009e3afb-e7bb-4bd7-a363-70c71c7e685c" continuedAt="_02d550b0-f617-41c8-9747-a2ca5e1f16b2">The Group expects to continue to <span class="_ _2"></span>meet its day-to-day working capital requirements through <span class="_ _2"></span>cashflows generated by its trading activities an<span class="_ _2"></span>d </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs26"><ix:continuation id="_02d550b0-f617-41c8-9747-a2ca5e1f16b2" continuedAt="_d564a2cc-295f-4dee-a3b7-188c5340be8f">available cash resources (31 December 2025: <span class="_ _2"></span>£27.8m). The Group’s banking facility, a £60 <span class="_ _2"></span>million committed revolving credit facility has a <span class="_ _2"></span>maturity </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs27"><ix:continuation id="_d564a2cc-295f-4dee-a3b7-188c5340be8f" continuedAt="_3ace792b-3525-4c56-8035-10bcce2c6563">date of January 2030. The Group <span class="_ _2"></span>has not currently utilised the facility leaving <span class="_ _2"></span>£60 million of available undrawn committed borrowing <span class="_ _2"></span>facilities in </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs28"><ix:continuation id="_3ace792b-3525-4c56-8035-10bcce2c6563" continuedAt="_cc38c6b6-a483-4dca-823a-b3b9064d1076">respect of which all conditions precedent <span class="_ _2"></span>had been met. The facility agreement includ<span class="_ _2"></span>es financial covenants, including a minimum net <span class="_ _2"></span>debt to </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs29"><ix:continuation id="_cc38c6b6-a483-4dca-823a-b3b9064d1076" continuedAt="_0c64ece6-19e9-414f-991b-52464d5dc385">EBITDA ratio, which could result in <span class="_ _2"></span>the full facility not being available during <span class="_ _2"></span>the going concern period under downside <span class="_ _2"></span>scenarios.<span class="_ _2d2"> </span></ix:continuation></div></ix:nonNumeric></div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   101<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   101<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pf68" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc68 w4 h0"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABKsAAAaYCAIAAADHbcj1AAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzasQkCURBF0Zll0dRAMbIcmzHd1NzQIqzHSgQNFDTyW4Ww/DmnhJddZnKzPwYAAAD92m1X18sUEYMtAAAAilCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAADqydaaFQAAACpwAwQAAKhifLw+VgAAAOjbkBkRoyEAAAC6920tfIECAADUoQABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAmJfRBBFxO5yMAAAAM7E+T7lc2OEf8v58WwEAAKACX6AAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAA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class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">102<span class="_ _1b6"> </span>103</div><div class="t m0 x8 he y1f ff49 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x19 he y1e ff49 fs6 fc4 sc0 ls37 ws36">OVERVIEW</div><div class="t m0 x6 h10 y21 ffc fs4 fc6 sc0 ls9e ws12">Notes<span class="_ _1"></span> to<span class="_ _1"></span> the<span class="_ _7"></span> Group<span class="_ _1"></span> Finan<span class="_ _1"></span>cial<span class="_ _1"></span> S<span class="_ _2"></span>t<span class="_ _1"></span>atement<span class="_ _1"></span>s<span class="_ _1"></span> <span class="fs41 lsa0 wsa1">conti<span class="_ _2"></span>nued</span></div><div class="-ixh-highlight-region gs2a"><ix:continuation id="_226af4ee-5366-4730-8fa7-756654dc71c5"><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2b"><ix:continuation id="_0c64ece6-19e9-414f-991b-52464d5dc385" continuedAt="_a3dc1690-dfc4-4885-bec3-3b7213f54466">The Directors have continued to run <span class="_ _2"></span>a variety of scenario models throughout the <span class="_ _2"></span>year to help the ongoing assessment of <span class="_ _2"></span>risks and opportunities </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2c"><ix:continuation id="_a3dc1690-dfc4-4885-bec3-3b7213f54466" continuedAt="_fe39706d-9f8b-498c-ad24-cb87f3d1eec7">covering the period to 30 June <span class="_ _2"></span>2027 (the going concern period). The Directors <span class="_ _2"></span>considered the period to June 2027, wh<span class="_ _2"></span>ich exceeds the minimum </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2d"><ix:continuation id="_fe39706d-9f8b-498c-ad24-cb87f3d1eec7" continuedAt="_ac8ff071-2799-4590-a513-de7b8213df93">required period, because it captures the <span class="_ _2"></span>covenant test that could significantly affect th<span class="_ _2"></span>e use of the going concern <span class="_ _2"></span>basis.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2e"><ix:continuation id="_ac8ff071-2799-4590-a513-de7b8213df93" continuedAt="_6a2161ac-7056-456e-870e-ddebed4cd236">In the scenarios, the Directors considered <span class="_ _2"></span>both current trading and external industry data. <span class="_ _2"></span>In developing a base case forecast th<span class="_ _2"></span>e Directors have </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2f"><ix:continuation id="_6a2161ac-7056-456e-870e-ddebed4cd236" continuedAt="_ecea0648-217d-42db-9e1f-b36c079af166">assumed inflation and interest rates of <span class="_ _2"></span>2.5% and 4.0%, respectively, by the end <span class="_ _2"></span>of 2026 and 2.0% and 4.0%, respectively, <span class="_ _2"></span>by the end of 2027.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs30"><ix:continuation id="_ecea0648-217d-42db-9e1f-b36c079af166" continuedAt="_b0d6f51b-2212-4cbf-82cb-e17e9ba5b6d6">The Directors have performed a reverse <span class="_ _2"></span>stress test to determine the events and <span class="_ _2"></span>circumstances which would need to arise in <span class="_ _2"></span>order to threaten the </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs31"><ix:continuation id="_b0d6f51b-2212-4cbf-82cb-e17e9ba5b6d6" continuedAt="_8c54c0fb-65c3-4e51-8507-04dad433215b">Group’s ability to continue as a <span class="_ _2"></span>going concern. Such scenarios would require a <span class="_ _2"></span>significant reduction in market transaction volumes <span class="_ _2"></span>below the low </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs32"><ix:continuation id="_8c54c0fb-65c3-4e51-8507-04dad433215b" continuedAt="_3de3ea54-54aa-4faa-93f3-3f5ec71db933">point experienced during the Global Financial <span class="_ _2"></span>Crisis and in turn reduce Group revenue <span class="_ _2"></span>by approximately 25% compared to current <span class="_ _2"></span>performance. </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs33"><ix:continuation id="_3de3ea54-54aa-4faa-93f3-3f5ec71db933" continuedAt="_6c56f8dc-5207-44b7-9a54-b0d610b5b128">Under such a scenario, all available <span class="_ _2"></span>cash balances would be utilised and the <span class="_ _2"></span>facility would be unavailable due to <span class="_ _2"></span>financial covenants. If severe </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs34"><ix:continuation id="_6c56f8dc-5207-44b7-9a54-b0d610b5b128" continuedAt="_9d8fabae-39c6-43f0-a298-21cc26a8345a">downside scenarios arose, there are cost <span class="_ _2"></span>mitigations that could be applied, as well <span class="_ _2"></span>as cash conservation action such as pausing <span class="_ _2"></span>dividend payments </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs35"><ix:continuation id="_9d8fabae-39c6-43f0-a298-21cc26a8345a" continuedAt="_b09080c8-65c5-4157-95b4-c0c4ba8d200a">and planned investments. The Directors have <span class="_ _2"></span>concluded that the likelihood of such <span class="_ _2"></span>a severe scenario arising is remote and h<span class="_ _2"></span>ave concluded that </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs36"><ix:continuation id="_b09080c8-65c5-4157-95b4-c0c4ba8d200a" continuedAt="_7117f525-9f7b-408b-bd30-048757179f15">there are no plausible threats to <span class="_ _2"></span>the Group’s ability to continue through the <span class="_ _2"></span>going concern period. Therefore, the financial information <span class="_ _2"></span>has been </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs37"><ix:continuation id="_7117f525-9f7b-408b-bd30-048757179f15" continuedAt="_136df12e-247a-4b79-b494-221d01d5e79d">prepared under the going concern basis <span class="_ _2"></span>of preparation.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs38"><ix:continuation id="_136df12e-247a-4b79-b494-221d01d5e79d" continuedAt="_2c71f077-145a-4819-afe6-fcddbf164e26">In reaching its conclusion on the <span class="_ _2"></span>going concern assessment, the Board considered the <span class="_ _2"></span>findings of the work performed to su<span class="_ _2"></span>pport the Group’s long-<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs39"><ix:continuation id="_2c71f077-145a-4819-afe6-fcddbf164e26" continuedAt="_419715cf-299a-44d7-8225-312f9e1526f3">term viability statement. As noted in <span class="_ _2"></span>the Viability Statement, which is included in <span class="_ _2"></span>the Strategic Report (page 31), this <span class="_ _2"></span>included assessing forecasts </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs3a"><ix:continuation id="_419715cf-299a-44d7-8225-312f9e1526f3" continuedAt="_9849d578-b818-45f8-98ef-9e3143dfb064">of severe but plausible downside scenarios <span class="_ _2"></span>related to our principal risks, notably the <span class="_ _2"></span>extent to which a severe downturn in <span class="_ _2"></span>the UK lending and </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs3b"><ix:continuation id="_9849d578-b818-45f8-98ef-9e3143dfb064" continuedAt="_77cb36dc-5968-4f2a-9e11-9c9acc65808f">housing markets, to below levels seen <span class="_ _2"></span>during the financial crisis in 2008, would <span class="_ _2"></span>affect the Group’s base forecasts.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs3c"><ix:continuation id="_77cb36dc-5968-4f2a-9e11-9c9acc65808f" continuedAt="_3b8c4d1e-7db9-4257-9df2-8fb36696a5ef">Having due regard to the scenarios <span class="_ _2"></span>above and after making appropriate enquiries, th<span class="_ _2"></span>e Directors have a reasonable expectation with <span class="_ _2"></span>no material </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs3d"><ix:continuation id="_3b8c4d1e-7db9-4257-9df2-8fb36696a5ef" continuedAt="_ebd3bb6a-0635-4e44-82f1-5bf9f7811235">uncertainties that the Group and the <span class="_ _2"></span>Company have adequate resources to remain <span class="_ _2"></span>in operation to 30 June 2027. The <span class="_ _2"></span>Board have therefore </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs3e"><ix:continuation id="_ebd3bb6a-0635-4e44-82f1-5bf9f7811235" continuedAt="_172f08c9-56a6-4c0d-be49-90d534c0f451">continued to adopt the going concern <span class="_ _2"></span>basis in preparing this Report.<span class="_ _2d2"> </span></ix:continuation></div></ix:continuation></div><div class="-ixh-highlight-region gs3f"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForRecognitionOfRevenue" id="fact-535" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_45ecc789-9075-47a7-b640-c24e75a9bdb7"><div class="t m0 hbf ff16 fs24 fc6 sc0 ls2e ws2d gs40"><ix:continuation id="_172f08c9-56a6-4c0d-be49-90d534c0f451" continuedAt="_721aee18-6e17-40d9-a5d2-584e2c57610c">2.<span class="_ _1"></span>4 <span class="_ _bc"> </span> <span class="_ _18"></span>Revenue rec<span class="_ _1"></span>ogni<span class="_ _1"></span>tion<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs41"><ix:continuation id="_721aee18-6e17-40d9-a5d2-584e2c57610c" continuedAt="_2bcab4af-611b-4504-8d26-e73f945fa9ea">Revenue is recognised under IFRS 15. <span class="_ _2"></span>The standard is based on a <span class="_ _2"></span>single model that distinguishes between promises to <span class="_ _2"></span>a customer that are satisfied </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs42"><ix:continuation id="_2bcab4af-611b-4504-8d26-e73f945fa9ea" continuedAt="_f38bdc35-50c5-4099-a5a6-5cb6e60930f5">at a point in time and <span class="_ _2"></span>those that are satisfied over time. Revenue <span class="_ _2"></span>is recognised when performance obligations are fu<span class="_ _2"></span>lfilled.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 hd4 ff13 fs24 fc6 sc0 ls2e ws2d gs43"><ix:continuation id="_f38bdc35-50c5-4099-a5a6-5cb6e60930f5" continuedAt="_0f0cab4e-0589-42d0-9737-2850100a1efd">Financ<span class="_ _1"></span>ial Ser<span class="_ _1"></span>vi<span class="_ _1"></span>ces Divi<span class="_ _1"></span>sion (excludin<span class="_ _1"></span>g Linear Mor<span class="_ _1"></span>t<span class="_ _1"></span>gage Net<span class="_ _1"></span>work)<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs44"><ix:continuation id="_0f0cab4e-0589-42d0-9737-2850100a1efd" continuedAt="_a5a025a7-0000-4eb6-835c-b3286db908f8">Revenue comprises mortgage procuration fees and <span class="_ _2"></span>insurance commissions earned from the distribution <span class="_ _2"></span>of third-party mortgages, protection and </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs45"><ix:continuation id="_a5a025a7-0000-4eb6-835c-b3286db908f8" continuedAt="_4c303450-ee3c-408a-b8fd-06b3f17d2485">general insurance products. Revenue from mortgage <span class="_ _2"></span>procuration fees is recognised at the poin<span class="_ _2"></span>t in time on completion of the <span class="_ _2"></span>related mortgage or </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs46"><ix:continuation id="_4c303450-ee3c-408a-b8fd-06b3f17d2485" continuedAt="_9e6314a7-a737-4a55-a8a5-a7ef260e3e61">remortgage transaction.  Revenue from insurance <span class="_ _2"></span>commissions is recognised at the point the <span class="_ _2"></span>related policy incepts and goes on risk, <span class="_ _2"></span>reflecting the </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs47"><ix:continuation id="_9e6314a7-a737-4a55-a8a5-a7ef260e3e61" continuedAt="_46f82c86-5d8f-4f8e-8085-02a563011a21">transfer of service to the customer. <span class="_ _2"></span>The Group expects to earn from providing <span class="_ _2"></span>its services. This includes elements of variable <span class="_ _2"></span>consideration, mainly </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs48"><ix:continuation id="_46f82c86-5d8f-4f8e-8085-02a563011a21" continuedAt="_9c91a230-a655-46d3-8900-234302534824">commission amounts that may be subject <span class="_ _2"></span>to clawback. These variable amounts are recognised <span class="_ _2"></span>only to the extent that it is <span class="_ _2"></span>highly probable they will </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs49"><ix:continuation id="_9c91a230-a655-46d3-8900-234302534824" continuedAt="_3ef3206f-4ea7-4d16-b2a0-b1cf7676f242">not reverse. As the revenue streams <span class="_ _2"></span>described above involve a single service obligation <span class="_ _2"></span>in each case, the full transaction price <span class="_ _2"></span>is attributed to that </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs4a"><ix:continuation id="_3ef3206f-4ea7-4d16-b2a0-b1cf7676f242" continuedAt="_ee2b01aa-a35f-4320-9972-f22edcd259cb">service and no further allocation is <span class="_ _2"></span>required. </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs4b"><ix:continuation id="_ee2b01aa-a35f-4320-9972-f22edcd259cb" continuedAt="_b2e7a780-b94d-4362-b3a6-02cf9ead654e">The Group (excluding Linear) acts as <span class="_ _2"></span>an agent under IFRS 15, and only <span class="_ _2"></span>recognises the Group’s share of commission as <span class="_ _2"></span>revenue. As recognised by </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs4c"><ix:continuation id="_b2e7a780-b94d-4362-b3a6-02cf9ead654e" continuedAt="_ecd25ae5-c1df-47c0-be1c-f09adaa51b0d">IFRS 15, assessing whether the Group <span class="_ _2"></span>is acting as a principal, or an <span class="_ _2"></span>agent requires judgement which can significantly affect <span class="_ _2"></span>the timing and amount </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs4d"><ix:continuation id="_ecd25ae5-c1df-47c0-be1c-f09adaa51b0d" continuedAt="_b8c1480b-498b-42f1-a332-22db86739e4f">of revenue recognised. The most judgemental <span class="_ _2"></span>aspect of this relates to the assessment <span class="_ _2"></span>of who the customer is for the <span class="_ _2"></span>Group. Considering all the </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs4e"><ix:continuation id="_b8c1480b-498b-42f1-a332-22db86739e4f" continuedAt="_6c500e66-8e2b-417c-953a-725003689ab0">factors of the transactions that result <span class="_ _2"></span>in revenue, it was concluded that the <span class="_ _2"></span>appointed representatives are the customers of <span class="_ _2"></span>the Group as opposed </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs4f"><ix:continuation id="_6c500e66-8e2b-417c-953a-725003689ab0" continuedAt="_20e0831e-9534-4f40-9417-37b461233f04">to the product providers. The Group <span class="_ _2"></span>has determined that it is acting as <span class="_ _2"></span>an agent and only recognises the <span class="_ _2"></span>Group’s share of commission as revenue. </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs50"><ix:continuation id="_20e0831e-9534-4f40-9417-37b461233f04" continuedAt="_29909688-7f0f-4ccb-8be3-b25b009489e3">The Group recognises a liability for <span class="_ _2"></span>commissions due to ARs. Where an AR <span class="_ _2"></span>has departed and the Group has no <span class="_ _2"></span>present obligation to settle the </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs51"><ix:continuation id="_29909688-7f0f-4ccb-8be3-b25b009489e3" continuedAt="_3870a3b5-38d6-4e49-a082-cffc4a4501e9">commission, the liability is derecognised. The <span class="_ _2"></span>resulting credit is recognised in the income <span class="_ _2"></span>statement in the period the obligation is <span class="_ _2"></span>extinguished. </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs52"><ix:continuation id="_3870a3b5-38d6-4e49-a082-cffc4a4501e9" continuedAt="_11f9f31e-6bd6-4114-a530-5394211ab9fc">The assessment of principal versus agent <span class="_ _2"></span>is made for each distinct arrangement, based <span class="_ _2"></span>on whether the Group controls the <span class="_ _2"></span>specified service before </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs53"><ix:continuation id="_11f9f31e-6bd6-4114-a530-5394211ab9fc" continuedAt="_477e0ffb-af3f-4ca9-8e5c-0833605b6195">it is transferred to the customer, <span class="_ _2"></span>in accordance with IFRS 15.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 hd4 ff13 fs24 fc6 sc0 ls2e ws2d gs54"><ix:continuation id="_477e0ffb-af3f-4ca9-8e5c-0833605b6195" continuedAt="_bb6bc1a6-cacb-4ed2-aeb2-a7800a6ad678">Financ<span class="_ _1"></span>ial Ser<span class="_ _1"></span>vi<span class="_ _1"></span>ces Divi<span class="_ _1"></span>sion (Linear Mor<span class="_ _1"></span>t<span class="_ _1"></span>gage Net<span class="_ _1"></span>work)<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs55"><ix:continuation id="_bb6bc1a6-cacb-4ed2-aeb2-a7800a6ad678" continuedAt="_bc23a53f-36ae-4431-9404-2a4511d84896">Linear Mortgage Network (Linear) provides regulated <span class="_ _2"></span>mortgage and protection advice to retail customers <span class="_ _2"></span>through advisers operating within the </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs56"><ix:continuation id="_bc23a53f-36ae-4431-9404-2a4511d84896" continuedAt="_27f0276f-08b1-4fb8-b821-4c5494b06fdf">PRIMIS network. PRIMIS authorises the regulated <span class="_ _2"></span>activities and provides the compliance framework and <span class="_ _2"></span>systems; Linear organises, supervises </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs57"><ix:continuation id="_27f0276f-08b1-4fb8-b821-4c5494b06fdf" continuedAt="_be14f594-23c2-40a3-a295-2cdf7e5095bd">and remunerates advisers and controls service <span class="_ _2"></span>delivery to customers. Linear does not act <span class="_ _2"></span>as an insurer or lender; third-party provid<span class="_ _2"></span>ers underwrite </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs58"><ix:continuation id="_be14f594-23c2-40a3-a295-2cdf7e5095bd" continuedAt="_583ada74-a3b9-4cef-b3a6-a5eb76da01dc">insurance risk and advance loans. Linear <span class="_ _2"></span>is responsible for the advice delivered by <span class="_ _2"></span>its advisers and can accept/reject cases, it <span class="_ _2"></span>has discretion over </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs59"><ix:continuation id="_583ada74-a3b9-4cef-b3a6-a5eb76da01dc" continuedAt="_41bae2f3-a388-45df-870d-15b9ab19456c">adviser assignment and sales strategy and <span class="_ _2"></span>has control over allocation of pipeline commissions. <span class="_ _2"></span>Therefore, Linear acts as a principal under <span class="_ _2"></span>IFRS 15, </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs5a"><ix:continuation id="_41bae2f3-a388-45df-870d-15b9ab19456c" continuedAt="_debe2d3c-1b8b-43b1-8fde-95c9b9a978a8">and as such presents revenue on <span class="_ _2"></span>a gross basis.<span class="_ _2d2"> </span></ix:continuation></div></ix:nonNumeric></div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   102<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   102<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:08<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:08</span></span></span></div></div></div>
<div id="pf69" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc69 w4 h0"><img 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class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">102<span class="_ _1b6"> </span>103</div><div class="t m0 xf he y1f ff4b fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 xe he y1e ff4b fs6 fc4 sc0 ls9c ws9c">OTHER INFORMATION<span class="_ _182"></span><span class="fc0">FINANCIAL STATEMENTS<span class="_ _183"></span><span class="fc4">CORPORATE GOVERNANCE<span class="_ _13e"></span>STRATEGIC<span class="_ _2"></span> REPORT<span class="_ _184"></span><span class="ls37 ws36">OVERVIEW</span></span></span></div><div class="t m0 x18 h10 y21 ff4c fs4 fc6 sc0 ls1 ws0"> </div><div class="-ixh-highlight-region gs5b"><ix:continuation id="_45ecc789-9075-47a7-b640-c24e75a9bdb7"><div class="t m0 hd4 ff13 fs24 fc6 sc0 ls2e ws2d gs5c"><ix:continuation id="_debe2d3c-1b8b-43b1-8fde-95c9b9a978a8" continuedAt="_0b5e26e8-b973-4f22-9710-fb0f5b020c8e">Es<span class="_ _1"></span>tate Age<span class="_ _1"></span>ncy Fran<span class="_ _1"></span>chisin<span class="_ _1"></span>g Divisi<span class="_ _1"></span>on<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs5d"><ix:continuation id="_0b5e26e8-b973-4f22-9710-fb0f5b020c8e" continuedAt="_ff09eb18-8a7d-4c10-ad66-5a1e814f4e26">The accounting policies for both franchise <span class="_ _2"></span>and residential services which includes new <span class="_ _2"></span>build residential sales and conveyancing services, are <span class="_ _2"></span>set </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs5e"><ix:continuation id="_ff09eb18-8a7d-4c10-ad66-5a1e814f4e26" continuedAt="_29ccda9e-ed1d-4774-bf48-e0f5e862f2c3">out below.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 hd7 ff4d fs8 fc8 sc0 ls1 ws0 gs5f"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForFeeAndCommissionIncomeAndExpenseExplanatory" id="fact-613" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_d5f00cde-2cc4-43e5-9b70-d4d5041f8dc6"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForFranchiseFeesExplanatory" id="fact-593" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_3520b0d8-d0f4-4f0b-9669-7d1af3fe7928"><ix:continuation id="_29ccda9e-ed1d-4774-bf48-e0f5e862f2c3" continuedAt="_607d1410-f86b-4406-8eda-eaba91f5ea2b">Franchise services:<span class="_ _2d2"> </span></ix:continuation></ix:nonNumeric></ix:nonNumeric></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs60"><ix:continuation id="_d5f00cde-2cc4-43e5-9b70-d4d5041f8dc6" continuedAt="_50ad4b6f-8078-4fbf-a86f-8b44c3ee202b"><ix:continuation id="_3520b0d8-d0f4-4f0b-9669-7d1af3fe7928" continuedAt="_0d8f5a1b-8281-45b3-a780-d7517243feaa"><ix:continuation id="_607d1410-f86b-4406-8eda-eaba91f5ea2b" continuedAt="_fc2b7948-6114-4dd0-96b9-bcdac0f6dcb7">The Group’s estate agency franchising arrangements <span class="_ _2"></span>grant franchisees the right to operate u<span class="_ _2"></span>nder the Group’s trade name, trademarks, operating </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs61"><ix:continuation id="_50ad4b6f-8078-4fbf-a86f-8b44c3ee202b" continuedAt="_2806e91c-028f-4654-8603-fd42d7e61344"><ix:continuation id="_0d8f5a1b-8281-45b3-a780-d7517243feaa" continuedAt="_f19d5fbb-e5ad-4a44-a665-dbfbc2dd1972"><ix:continuation id="_fc2b7948-6114-4dd0-96b9-bcdac0f6dcb7" continuedAt="_bc8412ea-7794-4ced-9c1a-d956853b88eb">systems and manual, together with continuing <span class="_ _2"></span>brand stewardship, training access and network su<span class="_ _2"></span>pport. Under IFRS 15, the brand licences <span class="_ _2"></span>and the </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h14 ffc fs8 fc8 sc0 ls14 ws0 gs62"><ix:continuation id="_2806e91c-028f-4654-8603-fd42d7e61344" continuedAt="_9f32a0b8-e4a1-45ba-9fa2-e807c9d539e6"><ix:continuation id="_f19d5fbb-e5ad-4a44-a665-dbfbc2dd1972" continuedAt="_7cce4d82-9866-4233-b05d-4cf80441f33a"><ix:continuation id="_bc8412ea-7794-4ced-9c1a-d956853b88eb" continuedAt="_c1ce2ac9-a83d-415d-b74c-ff9f9bcffc44">related ongoing support are bundled into a single performance obligation that provides a right to access the Group’s intellectual property and is </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs63"><ix:continuation id="_9f32a0b8-e4a1-45ba-9fa2-e807c9d539e6" continuedAt="_12cd48dd-2981-4480-8963-a2820d26bc42"><ix:continuation id="_7cce4d82-9866-4233-b05d-4cf80441f33a" continuedAt="_07f7cc43-ea9f-4389-b18d-00f91a34e2db"><ix:continuation id="_c1ce2ac9-a83d-415d-b74c-ff9f9bcffc44" continuedAt="_df59adc1-6256-496b-9ef4-93dc77e36fb1">satisfied over time across the franchise <span class="_ _2"></span>term.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs64"><ix:continuation id="_12cd48dd-2981-4480-8963-a2820d26bc42" continuedAt="_0f8e0f3d-c5b8-4630-ae36-4f09d6c37640"><ix:continuation id="_07f7cc43-ea9f-4389-b18d-00f91a34e2db" continuedAt="_41ecfcb7-1cd7-47bf-96eb-637adbdb6b79"><ix:continuation id="_df59adc1-6256-496b-9ef4-93dc77e36fb1" continuedAt="_b64650b3-cf38-49e2-803c-984ac5012a89">The Group earns sales-based royalties calculated <span class="_ _2"></span>as a stated percentage of the franchisee’s <span class="_ _2"></span>sales and lettings income. These royalties relate </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs65"><ix:continuation id="_0f8e0f3d-c5b8-4630-ae36-4f09d6c37640" continuedAt="_bc6cd682-c91b-4aee-af2f-f44906b3c97c"><ix:continuation id="_41ecfcb7-1cd7-47bf-96eb-637adbdb6b79" continuedAt="_c5f09fdc-540b-4787-82d1-7baafc3c2d60"><ix:continuation id="_b64650b3-cf38-49e2-803c-984ac5012a89" continuedAt="_3d3f7b1f-6ff3-43d7-9423-97065300e24c">predominantly to the licence of the <span class="_ _2"></span>Group’s IP and therefore the sales-based royalty <span class="_ _2"></span>exception is applied under IFRS 15. <span class="_ _2"></span>Revenue on house sales </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs66"><ix:continuation id="_bc6cd682-c91b-4aee-af2f-f44906b3c97c" continuedAt="_82cbe8d9-46f1-4aaf-9232-7624a5d1f417"><ix:continuation id="_c5f09fdc-540b-4787-82d1-7baafc3c2d60" continuedAt="_0dc20860-10bd-4250-9d16-d63c176f5615"><ix:continuation id="_3d3f7b1f-6ff3-43d7-9423-97065300e24c" continuedAt="_9f17623c-4460-46dc-b939-1b16041e637e">is recognised at the point of <span class="_ _2"></span>exchange of contracts, and revenue on lettings, <span class="_ _2"></span>property management and ancillary services is recognised <span class="_ _2"></span>as those </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs67"><ix:continuation id="_82cbe8d9-46f1-4aaf-9232-7624a5d1f417"><ix:continuation id="_0dc20860-10bd-4250-9d16-d63c176f5615"><ix:continuation id="_9f17623c-4460-46dc-b939-1b16041e637e" continuedAt="_a076109b-0e84-4c89-b324-14b3e9aab124">services are delivered by the franchisee. <span class="_ _2"></span>In addition, the Group earns fixed royalties <span class="_ _2"></span>which is recognised over time. </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 hd8 ff4e fs8 fc8 sc0 ls3a ws39 gs68"><ix:continuation id="_a076109b-0e84-4c89-b324-14b3e9aab124" continuedAt="_339827b9-5cb7-4496-af55-7ee8987afa21">Residential servic<span class="_ _1"></span>es:<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h14 ff1e fs8 fc8 sc0 ls4c ws4b gs69"><ix:continuation id="_339827b9-5cb7-4496-af55-7ee8987afa21" continuedAt="_601593ad-63a4-428c-aed7-a4076d3c9034">New buil<span class="_ _1"></span>d residential <span class="lsa1 wsa2">ser<span class="_ _1"></span>vices<span class="ff4f ls1 ws0">:<span class="_ _2d2"> </span></span></span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs6a"><ix:continuation id="_601593ad-63a4-428c-aed7-a4076d3c9034" continuedAt="_c72e7f31-4a10-4e72-8f35-0811eba1b112">Revenue earned by the Group’s new <span class="_ _2"></span>build residential sales business is recognised by <span class="_ _2"></span>reference to the legal exchange date of <span class="_ _2"></span>the </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs6b"><ix:continuation id="_c72e7f31-4a10-4e72-8f35-0811eba1b112" continuedAt="_79a54ebd-3482-45ab-8a25-0b0afb87b692">housing transaction.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h14 ff1e fs8 fc8 sc0 lsa1 wsa2 gs6c"><ix:continuation id="_79a54ebd-3482-45ab-8a25-0b0afb87b692" continuedAt="_c4ac149b-c8d2-421d-ba6f-4a9cdb5c1158">Conveyanci<span class="_ _1"></span>ng services:<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs6d"><ix:continuation id="_c4ac149b-c8d2-421d-ba6f-4a9cdb5c1158" continuedAt="_c97c477f-f89b-41b0-ac5f-093de019bdfc">Where the Group provides conveyancing packaging <span class="_ _2"></span>services, the revenue is recognised by <span class="_ _2"></span>reference to the legal exchange date of <span class="_ _2"></span>the </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs6e"><ix:continuation id="_c97c477f-f89b-41b0-ac5f-093de019bdfc" continuedAt="_26da7b33-7ab7-45e0-9be5-763e83c6c149">housing transaction.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 hd8 ff4e fs8 fc8 sc0 ls1 ws0 gs6f"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForInterestIncomeAndExpenseExplanatory" id="fact-614" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_80feb024-10ea-4658-a10a-197e7a19671f"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForFinanceIncomeAndCostsExplanatory" id="fact-594" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_8d9b7f48-1f7d-47f3-8a35-b1fef0ba8839"><ix:continuation id="_26da7b33-7ab7-45e0-9be5-763e83c6c149" continuedAt="_d969241c-98ab-4e95-9d06-5eb5d3e7ed07">Interest Income from<span class="_ _2"></span> client monies <span class="_ _2"></span>balances:<span class="_ _2d2"> </span></ix:continuation></ix:nonNumeric></ix:nonNumeric></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs70"><ix:continuation id="_80feb024-10ea-4658-a10a-197e7a19671f" continuedAt="_6ab1b845-9aa3-4a61-a394-e20dab91fea1"><ix:continuation id="_8d9b7f48-1f7d-47f3-8a35-b1fef0ba8839" continuedAt="_5d94b648-b390-4c77-8ee8-5b91988cb2d0"><ix:continuation id="_d969241c-98ab-4e95-9d06-5eb5d3e7ed07" continuedAt="_59c36c22-06a2-43a2-ab91-78f92ba63665">Revenue is recognised over time as <span class="_ _2"></span>interest accrues. Interest income is accrued on <span class="_ _2"></span>a time basis, by reference to the <span class="_ _2"></span>principal outstanding and at </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs71"><ix:continuation id="_6ab1b845-9aa3-4a61-a394-e20dab91fea1" continuedAt="_45886c7b-adb6-45f5-99a0-45582964799d"><ix:continuation id="_5d94b648-b390-4c77-8ee8-5b91988cb2d0" continuedAt="_c9ccb688-ef74-4d7f-8272-2d9d02fddf2a"><ix:continuation id="_59c36c22-06a2-43a2-ab91-78f92ba63665" continuedAt="_17cf84ab-9e98-412f-b80c-a6444f311f0a">the effective interest rate applicable. The <span class="_ _2"></span>Group’s interest income from client monies is <span class="_ _2"></span>presented within revenue given the collection and<span class="_ _2"></span> holding </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs72"><ix:continuation id="_45886c7b-adb6-45f5-99a0-45582964799d"><ix:continuation id="_c9ccb688-ef74-4d7f-8272-2d9d02fddf2a"><ix:continuation id="_17cf84ab-9e98-412f-b80c-a6444f311f0a" continuedAt="_2bd95f11-be18-4326-bcc2-f3bafff33007">of client monies is an integral <span class="_ _2"></span>part of the estate agency franchising service <span class="_ _2"></span>provided to franchisees.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 hd4 ff13 fs24 fc6 sc0 ls2e ws2d gs73"><ix:continuation id="_2bd95f11-be18-4326-bcc2-f3bafff33007" continuedAt="_9bd4a25e-35c5-481d-abb0-c285d65a9e91">Sur<span class="_ _1"></span>veyin<span class="_ _1"></span>g &amp; V<span class="_ _2"></span>aluatio<span class="_ _1"></span>n Divisi<span class="_ _1"></span>on<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 hd8 ff4e fs8 fc8 sc0 ls4a ws49 gs74"><ix:continuation id="_9bd4a25e-35c5-481d-abb0-c285d65a9e91" continuedAt="_e29349f7-057b-4b18-90f5-422bd3b4e138">Surveying <span class="_ _2"></span>&amp; V<span class="_ _2"></span>aluation<span class="_ _2"></span>:<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs75"><ix:continuation id="_e29349f7-057b-4b18-90f5-422bd3b4e138" continuedAt="_1f6f2e94-ae92-4803-a39d-d6b9f5c35be9">Revenue from the supply of surveying <span class="_ _2"></span>and valuation services is recognised upon th<span class="_ _2"></span>e completion of the professional survey or <span class="_ _2"></span>valuation by the </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs76"><ix:continuation id="_1f6f2e94-ae92-4803-a39d-d6b9f5c35be9" continuedAt="_846de9c7-3303-4f50-af0e-f6875653ac42">surveyor, and therefore at a point <span class="_ _2"></span>in time.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs77"><ix:continuation id="_846de9c7-3303-4f50-af0e-f6875653ac42" continuedAt="_8073cc7e-1d40-4f67-9027-86cb62d276c6">For panelled valuation work, the Group <span class="_ _2"></span>acts as an agent, as the third-party <span class="_ _2"></span>panel firms perform the valuation services and <span class="_ _2"></span>bear the associated </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs78"><ix:continuation id="_8073cc7e-1d40-4f67-9027-86cb62d276c6" continuedAt="_c91ffdda-d2e2-40fe-88fe-cf1972981e52">delivery and professional risks. The Group <span class="_ _2"></span>does not control the service before transfer <span class="_ _2"></span>to the customer and therefore recognises reven<span class="_ _2"></span>ue on a net </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs79"><ix:continuation id="_c91ffdda-d2e2-40fe-88fe-cf1972981e52" continuedAt="_7402d00f-1a76-4ac8-a967-a323b3329e1f">basis, representing the fee retained.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 hd7 ff4d fs8 fc8 sc0 ls1 wsa3 gs7a"><ix:continuation id="_7402d00f-1a76-4ac8-a967-a323b3329e1f" continuedAt="_dc171199-58a7-4767-9654-d61f5781bfc2">Asset management:<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs7b"><ix:continuation id="_dc171199-58a7-4767-9654-d61f5781bfc2" continuedAt="_17b90991-fab6-4e64-9645-d6ed29aae628">Revenue earned from the repossessions asset <span class="_ _2"></span>management business is recognised by reference to <span class="_ _2"></span>the legal exchange date of the </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs7c"><ix:continuation id="_17b90991-fab6-4e64-9645-d6ed29aae628" continuedAt="_bbbef0e7-3ffb-47c7-820d-2eee940b1e7c">housing transaction.<span class="_ _2d2"> </span></ix:continuation></div></ix:continuation></div><div class="-ixh-highlight-region gs7d"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForSegmentReportingExplanatory" id="fact-536" contextRef="c-1" escape="true" xml:lang="en"><div class="t m0 hbf ff16 fs24 fc6 sc0 ls70 ws9e gs7e"><ix:continuation id="_bbbef0e7-3ffb-47c7-820d-2eee940b1e7c" continuedAt="_8e868755-a098-484a-a1df-52bbe9f28fc4">2.5 <span class="_ _bc"> </span> <span class="_ _18"></span>Segment reporting<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs7f"><ix:continuation id="_8e868755-a098-484a-a1df-52bbe9f28fc4" continuedAt="_7973812c-62d4-40b2-ab04-1bb3509d95d6">An operating segment is a distinguishable <span class="_ _2"></span>segment of an entity that engages in <span class="_ _2"></span>business activities from which it may earn <span class="_ _2"></span>revenues and incur </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs80"><ix:continuation id="_7973812c-62d4-40b2-ab04-1bb3509d95d6" continuedAt="_b8533d3d-8956-4f25-bb71-d32309362b8e">expenses and whose operating results are <span class="_ _2"></span>reviewed regularly by the Chief Operating Decision<span class="_ _2"></span> Maker (CODM), being the Board. The CODM <span class="_ _2"></span>reviews </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs81"><ix:continuation id="_b8533d3d-8956-4f25-bb71-d32309362b8e" continuedAt="_a6672e79-5e68-4bdc-94fc-e7086de4ee8d">the Group’s operations and financial position <span class="_ _2"></span>as Financial Services, Surveying &amp; Valuation and <span class="_ _2"></span>Estate Agency Franchising, and therefore considers </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs82"><ix:continuation id="_a6672e79-5e68-4bdc-94fc-e7086de4ee8d" continuedAt="_34bb1306-c817-4cbf-9fef-727ea8e857e1">that it has three operating segments.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs83"><ix:continuation id="_34bb1306-c817-4cbf-9fef-727ea8e857e1" continuedAt="_5697952b-abfb-4459-8cad-6d046d36aa85">Within the Estate Agency Franchising operating <span class="_ _2"></span>segment, the only remaining owned operations relate <span class="_ _2"></span>to the Group’s new build residential <span class="_ _2"></span>sales </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs84"><ix:continuation id="_5697952b-abfb-4459-8cad-6d046d36aa85" continuedAt="_bc50117b-8c54-41d0-af74-dc91edf5d742">and conveyancing packaging businesses which are <span class="_ _2"></span>LSL Land &amp; New Homes Limited <span class="_ _2"></span>and Homefast Property Services Limited, representing less <span class="_ _2"></span>than </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs85"><ix:continuation id="_bc50117b-8c54-41d0-af74-dc91edf5d742" continuedAt="_e7203479-0306-4ec6-86c0-eb6d4ba05120">10% of the Group’s total revenue.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs86"><ix:continuation id="_e7203479-0306-4ec6-86c0-eb6d4ba05120" continuedAt="_8696c472-8b4e-412e-b35d-d76b877f6997">The Group’s asset management business is <span class="_ _2"></span>included within the Surveying &amp; Valuation Division. <span class="_ _2"></span>Management deemed the Group’s asset </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs87"><ix:continuation id="_8696c472-8b4e-412e-b35d-d76b877f6997" continuedAt="_5d6d65fe-7fe3-4b43-a959-b2554f9b009e">management operations, including the class of <span class="_ _2"></span>customer for its services, are more closely <span class="_ _2"></span>aligned to the Surveying &amp; Valuation<span class="_ _2"></span> Division.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h14 ffc fs8 fc8 sc0 ls14 ws0 gs88"><ix:continuation id="_5d6d65fe-7fe3-4b43-a959-b2554f9b009e" continuedAt="_ce3df63b-a4ca-4537-87dc-f9f75e6b3ff6">The information presented to the Directors directly reflects the Group Underlying Operating Profit as defined in the alternative performance </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs89"><ix:continuation id="_ce3df63b-a4ca-4537-87dc-f9f75e6b3ff6" continuedAt="_206e28d8-45f5-48d7-af5b-d2526f461101">measures (APM) in note 5 and <span class="_ _2"></span>34 to these Financial Statements and they <span class="_ _2"></span>review the performance of the Group by <span class="_ _2"></span>reference to the results of the </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs8a"><ix:continuation id="_206e28d8-45f5-48d7-af5b-d2526f461101" continuedAt="_d12b9214-bb0f-422a-b212-eb636aa2565d">operating segments against budget.<span class="_ _2d2"> </span></ix:continuation></div></ix:nonNumeric></div><div class="-ixh-highlight-region gs8b"><ix:nonNumeric name="lsl:DescriptionOfAccountingPolicyForAlternativePerformanceMeasuresAPMs" id="fact-537" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_e1bb45cc-235f-40f2-9e0f-197950208260"><div class="t m0 hbf ff16 fs24 fc6 sc0 ls2e ws2d gs8c"><ix:continuation id="_d12b9214-bb0f-422a-b212-eb636aa2565d" continuedAt="_c49af287-878d-4f9f-8328-28f688eb26d1">2.<span class="_ _1"></span>6 <span class="_ _bc"> </span> <span class="_ _18"></span>Altern<span class="_ _1"></span>ative Per<span class="_ _1"></span>for<span class="_ _1"></span>manc<span class="_ _1"></span>e Measur<span class="_ _1"></span>es (APMs)<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs8d"><ix:continuation id="_c49af287-878d-4f9f-8328-28f688eb26d1" continuedAt="_6210f855-cd50-4e01-a4e6-923cf01fa17b">In reporting financial information, the Group <span class="_ _2"></span>presents a number of APMs that are <span class="_ _2"></span>designed to assist with the understanding of <span class="_ _2"></span>underlying Group </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs8e"><ix:continuation id="_6210f855-cd50-4e01-a4e6-923cf01fa17b" continuedAt="_ed564a26-2c1c-41ed-8386-786233238a01">performance. The Group believes that the <span class="_ _2"></span>presentation of APMs provides stakeholders with addition<span class="_ _2"></span>al helpful information on the performance of<span class="_ _2d2"> </span></ix:continuation></div></ix:nonNumeric></div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   103<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   103<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
<div id="pf6a" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc6a w4 h0"><img src="data:image/png;base64,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AAAGCAAAAAGCAAAgAECAABggAAAABggAAAABggAAIABAgAAGCAAAAAGCAAAgAECAABggAAAABggAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAABggAAAABggAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAABggAAAABggAAIABAgAAGCAAAAAGCAAAgAECAABggAAAABggAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAABggAAAABggAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAABggAAAABggAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAABggAAAABggAAIABAgAAYIAAAAAYIAAAgAECAABggAAAABggAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAABggAAAABggAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAABggAAAABggAAIABAgAAYIAAAAAYIAAAgAECAABggAAAABggAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAABggAiV2EgAAAAvSURBVAAAABggAAAABggAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAABggAAAAtwA+fh7hDkQYEgAAAABJRU5ErkJggg==" class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">104<span class="_ _1b6"> </span>105</div><div class="t m0 x8 he y1f ff49 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x19 he y1e ff49 fs6 fc4 sc0 ls37 ws36">OVERVIEW</div><div class="t m0 x6 h10 y21 ffc fs4 fc6 sc0 ls9e ws12">Notes<span class="_ _1"></span> to<span class="_ _1"></span> the<span class="_ _7"></span> Group<span class="_ _1"></span> Finan<span class="_ _1"></span>cial<span class="_ _1"></span> S<span class="_ _2"></span>t<span class="_ _1"></span>atement<span class="_ _1"></span>s<span class="_ _1"></span> <span class="fs41 lsa0 wsa1">conti<span class="_ _2"></span>nued</span></div><div class="-ixh-highlight-region gs8f"><ix:continuation id="_e1bb45cc-235f-40f2-9e0f-197950208260"><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs90"><ix:continuation id="_ed564a26-2c1c-41ed-8386-786233238a01" continuedAt="_ca7f5451-f3b7-490f-a30c-9bf1d7d9e5e2">the business. APMs are also used <span class="_ _2"></span>to help enhance comparability of information between <span class="_ _2"></span>reporting periods. The Group does not consider <span class="_ _2"></span>APMs to </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs91"><ix:continuation id="_ca7f5451-f3b7-490f-a30c-9bf1d7d9e5e2" continuedAt="_56468f31-eabd-4ed0-902d-e390c89860fd">be a substitute for or superior <span class="_ _2"></span>to IFRS measures and the Group’s APMs <span class="_ _2"></span>are defined, explained and reconciled to <span class="_ _2"></span>the nearest statutory measure in </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs92"><ix:continuation id="_56468f31-eabd-4ed0-902d-e390c89860fd" continuedAt="_8d085b81-69a6-4dde-9f40-bdc1e7168f6a">notes 5, 12 and 34.<span class="_ _2d2"> </span></ix:continuation></div></ix:continuation></div><div class="-ixh-highlight-region gs93"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForNoncurrentAssetsOrDisposalGroupsClassifiedAsHeldForSaleAndDiscontinuedOperationsExplanatory" id="fact-538" contextRef="c-1" escape="true" xml:lang="en"><div class="t m0 hbf ff16 fs24 fc6 sc0 ls92 ws9a gs94"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForDiscontinuedOperationsExplanatory" id="fact-595" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_97b9332f-1374-4473-9eef-429ca9377a1e"><ix:continuation id="_8d085b81-69a6-4dde-9f40-bdc1e7168f6a" continuedAt="_a98fb365-bcbb-4565-9db5-0763d672fd40">2.7 <span class="_ _bc"> </span> <span class="_ _18"></span>Discontinued<span class="_ _2"></span> operations<span class="_ _2d2"> </span></ix:continuation></ix:nonNumeric></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs95"><ix:continuation id="_97b9332f-1374-4473-9eef-429ca9377a1e" continuedAt="_0e4904dc-3084-452c-98ab-3f6bfddaf360"><ix:continuation id="_a98fb365-bcbb-4565-9db5-0763d672fd40" continuedAt="_b03eb9f2-6945-41db-969a-3456cdb1ac63">The Group has classified its previously <span class="_ _2"></span>owned network of estate agency branches as <span class="_ _2"></span>a discontinued operation for the reporting <span class="_ _2"></span>periods ending </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs96"><ix:continuation id="_0e4904dc-3084-452c-98ab-3f6bfddaf360" continuedAt="_7da9e9d7-61b1-4ea3-88ae-a4f6534e99c4"><ix:continuation id="_b03eb9f2-6945-41db-969a-3456cdb1ac63" continuedAt="_450a8199-67ad-4488-a926-6d22f6ac21e0">after 31 December 2023. The Group <span class="_ _2"></span>operated a network of both owned and <span class="_ _2"></span>franchised branches prior to disposing of <span class="_ _2"></span>its entire owned network </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs97"><ix:continuation id="_7da9e9d7-61b1-4ea3-88ae-a4f6534e99c4" continuedAt="_8ba42db0-6986-41bf-b623-6301dc80e517"><ix:continuation id="_450a8199-67ad-4488-a926-6d22f6ac21e0" continuedAt="_823ee2d1-3f64-43f1-bcbc-d70bcad80c7b">in 2023. The owned network was <span class="_ _2"></span>determined to be a separate major line <span class="_ _2"></span>of business because it made up th<span class="_ _2"></span>e majority of the branch network, its </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs98"><ix:continuation id="_8ba42db0-6986-41bf-b623-6301dc80e517" continuedAt="_fb93d23d-31aa-4241-9ee8-21f522bdb400"><ix:continuation id="_823ee2d1-3f64-43f1-bcbc-d70bcad80c7b" continuedAt="_c5ebea7e-1884-45bb-b7e7-7af75a2b7981">revenue, costs and risk profile was <span class="_ _2"></span>significantly different to that of franchise and <span class="_ _2"></span>its cash flows could be clearly distin<span class="_ _2"></span>guished.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs99"><ix:continuation id="_fb93d23d-31aa-4241-9ee8-21f522bdb400" continuedAt="_53c2ecc1-a612-4de3-8616-729ac6394c72"><ix:continuation id="_c5ebea7e-1884-45bb-b7e7-7af75a2b7981" continuedAt="_d3435269-2012-4d3f-ad99-78c11aea4142">Discontinued operations are presented in the <span class="_ _2"></span>Group Income Statement as a single line, <span class="_ _2"></span>which comprises the post-tax profit or loss <span class="_ _2"></span>of the </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs9a"><ix:continuation id="_53c2ecc1-a612-4de3-8616-729ac6394c72" continuedAt="_3f16352b-9629-44bb-bc12-3b50827eb8e2"><ix:continuation id="_d3435269-2012-4d3f-ad99-78c11aea4142" continuedAt="_a004f1b6-f515-4397-9808-0276d6aa596c">discontinued operation, which relates to the <span class="_ _2"></span>movements in the dilapidation and restructuring <span class="_ _2"></span>provisions recognised as part of the original <span class="_ _2"></span>asset </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs9b"><ix:continuation id="_a004f1b6-f515-4397-9808-0276d6aa596c" continuedAt="_0a653eb4-257a-49e9-9e7b-33f8b432ce4a"><ix:continuation id="_3f16352b-9629-44bb-bc12-3b50827eb8e2">and share sales.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div></ix:nonNumeric></div><div class="-ixh-highlight-region gs9c"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForExceptionalItemsExplanatory" id="fact-539" contextRef="c-1" escape="true" xml:lang="en"><div class="t m0 hbf ff16 fs24 fc6 sc0 ls92 ws9a gs9d"><ix:continuation id="_0a653eb4-257a-49e9-9e7b-33f8b432ce4a" continuedAt="_88474d61-bfa1-42bf-bb29-88a6f90695b1">2.8 <span class="_ _bc"> </span> <span class="_ _18"></span>Exceptional<span class="_ _2"></span> items<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs9e"><ix:continuation id="_88474d61-bfa1-42bf-bb29-88a6f90695b1" continuedAt="_8d9a1e25-6b1a-4c1e-826e-04f1f58b5978">Exceptional items are those which are <span class="_ _2"></span>material by size and are both non-recurring <span class="_ _2"></span>and unusual in nature. These items are <span class="_ _2"></span>presented within their </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs9f"><ix:continuation id="_8d9a1e25-6b1a-4c1e-826e-04f1f58b5978" continuedAt="_88167252-cdc0-4438-af47-f221cd194407">relevant income statement category but highlighted <span class="_ _2"></span>separately on the face of the income <span class="_ _2"></span>statement. Items that management considers fall into </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsa0"><ix:continuation id="_88167252-cdc0-4438-af47-f221cd194407" continuedAt="_c14e3eba-be42-4a46-9946-8474607075f7">this category are also disclosed within <span class="_ _2"></span>the notes to the Financial Statements (see <span class="_ _2"></span>notes 6 and 9).<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsa1"><ix:continuation id="_c14e3eba-be42-4a46-9946-8474607075f7" continuedAt="_43c3109b-1443-4204-b3b2-abf8e32d8bec">Due to the nature and expected <span class="_ _2"></span>infrequency of these items, separate presentation helps <span class="_ _2"></span>provide a better indication of the <span class="_ _2"></span>Group’s underlying </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsa2"><ix:continuation id="_43c3109b-1443-4204-b3b2-abf8e32d8bec" continuedAt="_4e462c68-5818-4f2e-91b1-c18fec6bb13f">business performance. This allows shareholders to <span class="_ _2"></span>better understand the elements of financial p<span class="_ _2"></span>erformance in the year, and to facilitate </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsa3"><ix:continuation id="_4e462c68-5818-4f2e-91b1-c18fec6bb13f" continuedAt="_c5298871-e02c-4de1-bf7c-fd12eb6c982b">comparison with prior periods and to <span class="_ _2"></span>better assess trends in financial performance.<span class="_ _2d2"> </span></ix:continuation></div></ix:nonNumeric></div><div class="-ixh-highlight-region gsa4"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForIncomeTaxExplanatory" id="fact-540" contextRef="c-1" escape="true" xml:lang="en"><div class="t m0 h6f ffb fs24 fc6 sc0 ls70 wsa0 gsa5"><ix:continuation id="_c5298871-e02c-4de1-bf7c-fd12eb6c982b" continuedAt="_68c8d2f0-e78b-42b7-a22b-ab3aba000245">2.9 <span class="_ _1b7"> </span> Income <span class="_ _1b5"> </span>taxes<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsa6"><ix:continuation id="_68c8d2f0-e78b-42b7-a22b-ab3aba000245" continuedAt="_41101273-c795-42d4-a54c-d8ef6965cfe3">Current tax assets and liabilities are <span class="_ _2"></span>measured at the amount expected to be <span class="_ _2"></span>recovered from or paid to the taxation <span class="_ _2"></span>authorities, based on </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsa7"><ix:continuation id="_41101273-c795-42d4-a54c-d8ef6965cfe3" continuedAt="_e732bb36-7900-4243-ad71-23cbc76265ae">tax rates and laws that are <span class="_ _2"></span>enacted or substantively enacted by the balance <span class="_ _2"></span>sheet date. Management periodically evaluates positions taken </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsa8"><ix:continuation id="_e732bb36-7900-4243-ad71-23cbc76265ae" continuedAt="_91933f86-3f4d-4f5a-84c0-c84dab3cb88a">in the tax returns with respect <span class="_ _2"></span>to the situations in which applicable tax <span class="_ _2"></span>regulations are subject to interpretation and establishes <span class="_ _2"></span>provisions </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsa9"><ix:continuation id="_91933f86-3f4d-4f5a-84c0-c84dab3cb88a" continuedAt="_0018a3ef-7443-4389-b938-9bebbef1a9b3">where appropriate.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsaa"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForDeferredIncomeTaxExplanatory" id="fact-596" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_6a61aebd-0de3-452d-b6f6-2328adffb00b"><ix:continuation id="_0018a3ef-7443-4389-b938-9bebbef1a9b3" continuedAt="_fb8675d1-951a-41b8-9595-de0913108431">Deferred income tax is recognised on <span class="_ _2"></span>all temporary differences arising between the tax <span class="_ _2"></span>bases of assets and liabilities and th<span class="_ _2"></span>eir carrying amounts in </ix:continuation></ix:nonNumeric></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsab"><ix:continuation id="_6a61aebd-0de3-452d-b6f6-2328adffb00b" continuedAt="_fa43ec0c-d585-4646-8a99-98a18bf0fb66"><ix:continuation id="_fb8675d1-951a-41b8-9595-de0913108431" continuedAt="_01a6c933-68b0-4869-86ff-27b3d7869be7">the Financial Statements, with the following <span class="_ _2"></span>exceptions:<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffc fs8 fca sc0 ls14 ws11 gsac"><ix:continuation id="_fa43ec0c-d585-4646-8a99-98a18bf0fb66" continuedAt="_40d04117-a990-4a66-8709-e16a8a07e0c2"><ix:continuation id="_01a6c933-68b0-4869-86ff-27b3d7869be7" continuedAt="_f889acd9-7a82-4440-84d6-184da81dfc5a">• <span class="_ _16"> </span><span class="ffd fc8">where the temporary difference arises from <span class="_ _2"></span>the initial recognition of goodwill or of <span class="_ _2"></span>an asset or liability in a transaction <span class="_ _2"></span>that is not a business </span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsad"><ix:continuation id="_40d04117-a990-4a66-8709-e16a8a07e0c2" continuedAt="_196aa7c7-f067-4475-a407-f47fceb549b1"><ix:continuation id="_f889acd9-7a82-4440-84d6-184da81dfc5a" continuedAt="_6b475db1-5a7c-4447-bf8f-72f7c78efa5e">combination that at the time of <span class="_ _2"></span>the transaction affects either accounting nor taxable <span class="_ _2"></span>profit or loss;<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffc fs8 fca sc0 ls14 ws11 gsae"><ix:continuation id="_196aa7c7-f067-4475-a407-f47fceb549b1" continuedAt="_7c33efb5-56ab-49f9-96a8-6e27f4d4a573"><ix:continuation id="_6b475db1-5a7c-4447-bf8f-72f7c78efa5e" continuedAt="_51d404f3-c21b-4a92-8564-a6758c5d7e0e">• <span class="_ _16"> </span><span class="ffd fc8">in respect of taxable temporary differences <span class="_ _2"></span>associated with investments in subsidiaries, where the <span class="_ _2"></span>timing of the reversal of the temporary </span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsaf"><ix:continuation id="_7c33efb5-56ab-49f9-96a8-6e27f4d4a573" continuedAt="_5fda4432-1f58-458e-8aa9-cdbb71195b4e"><ix:continuation id="_51d404f3-c21b-4a92-8564-a6758c5d7e0e" continuedAt="_30896c0a-5126-45fb-b796-ef944d76df33">differences can be controlled and it <span class="_ _2"></span>is probable that the temporary differences will <span class="_ _2"></span>not reverse in the foreseeable future; and<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffc fs8 fca sc0 ls14 ws11 gsb0"><ix:continuation id="_5fda4432-1f58-458e-8aa9-cdbb71195b4e" continuedAt="_94971931-fe47-4785-b66e-268799aac27f"><ix:continuation id="_30896c0a-5126-45fb-b796-ef944d76df33" continuedAt="_bbad4a80-0365-4219-9dc1-a3ded392fe10">• <span class="_ _16"> </span><span class="ffd fc8">deferred income tax assets are recognised <span class="_ _2"></span>only to the extent that it is <span class="_ _2"></span>probable that taxable profit will be available, <span class="_ _2"></span>against which the deductible </span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsb1"><ix:continuation id="_94971931-fe47-4785-b66e-268799aac27f" continuedAt="_886c45b7-1870-4294-8e32-a35c27f23879"><ix:continuation id="_bbad4a80-0365-4219-9dc1-a3ded392fe10" continuedAt="_3bf63b03-70e5-49d6-ae99-05f18490eefc">temporary differences, carried forward tax credits <span class="_ _2"></span>or tax losses can be utilised.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsb2"><ix:continuation id="_886c45b7-1870-4294-8e32-a35c27f23879" continuedAt="_acce88d7-83c9-4cce-bc2c-57883ee3cd83"><ix:continuation id="_3bf63b03-70e5-49d6-ae99-05f18490eefc" continuedAt="_aa8e78c5-3917-4bcc-8703-4cdce71362f0">Deferred income tax assets and <span class="_ _2"></span>liabilities are measured on an undiscounted <span class="_ _2"></span>basis at the tax rates that <span class="_ _2"></span>are expected to apply when the <span class="_ _2"></span>related asset </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsb3"><ix:continuation id="_acce88d7-83c9-4cce-bc2c-57883ee3cd83" continuedAt="_d0b14d1c-8d1c-4f54-af42-9fc097399377"><ix:continuation id="_aa8e78c5-3917-4bcc-8703-4cdce71362f0" continuedAt="_22e87f38-f6cd-4ec8-8eb1-845f1cc72599">is realised or liability is settled, <span class="_ _2"></span>based on tax rates and laws enacted <span class="_ _2"></span>or substantively enacted at the balance sheet <span class="_ _2"></span>date.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsb4"><ix:continuation id="_d0b14d1c-8d1c-4f54-af42-9fc097399377" continuedAt="_ad89f3e0-3d09-4b7e-9a74-3a1a82a8e8ee"><ix:continuation id="_22e87f38-f6cd-4ec8-8eb1-845f1cc72599" continuedAt="_3333ed5f-ffd5-4f24-b6f7-f7b204e85685">The carrying amount of deferred income <span class="_ _2"></span>tax assets is reviewed at each balance <span class="_ _2"></span>sheet date and reduced to the extent <span class="_ _2"></span>that it is no longer probable </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsb5"><ix:continuation id="_ad89f3e0-3d09-4b7e-9a74-3a1a82a8e8ee" continuedAt="_1fe78211-ac89-4c87-b1da-d1a0d5f00e19"><ix:continuation id="_3333ed5f-ffd5-4f24-b6f7-f7b204e85685" continuedAt="_81f9f4e5-5241-4efa-b92e-ff44002af5b3">that sufficient taxable profit will be <span class="_ _2"></span>available to allow all or part of <span class="_ _2"></span>the deferred tax asset to be utilised. <span class="_ _2"></span>Unrecognised deferred tax assets are </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsb6"><ix:continuation id="_1fe78211-ac89-4c87-b1da-d1a0d5f00e19" continuedAt="_0195e5d5-c1a3-4889-8170-3e78a342f1d1"><ix:continuation id="_81f9f4e5-5241-4efa-b92e-ff44002af5b3" continuedAt="_075c423f-417f-4e5e-8dc7-63ac9f914b5d">reassessed at each reporting period <span class="_ _2"></span>and are recognised to the extent <span class="_ _2"></span>that it has become probable that <span class="_ _2"></span>future taxable profits will allow the <span class="_ _2"></span>deferred </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsb7"><ix:continuation id="_0195e5d5-c1a3-4889-8170-3e78a342f1d1" continuedAt="_810713c6-085d-498b-a5c2-ca834a9deffc"><ix:continuation id="_075c423f-417f-4e5e-8dc7-63ac9f914b5d" continuedAt="_ba719a45-9a0c-49a2-8cc2-1409613fc2cb">tax asset to be recovered.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsb8"><ix:continuation id="_810713c6-085d-498b-a5c2-ca834a9deffc" continuedAt="_72be988e-9090-4a5d-bf19-355b377b1e62"><ix:continuation id="_ba719a45-9a0c-49a2-8cc2-1409613fc2cb" continuedAt="_e401d4f0-3814-47de-9a35-422da49f7f9f">Deferred income tax assets and liabilities <span class="_ _2"></span>are offset, only if a legally enforceable <span class="_ _2"></span>right exists to offset current tax <span class="_ _2"></span>assets against current tax liabilities, </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsb9"><ix:continuation id="_72be988e-9090-4a5d-bf19-355b377b1e62" continuedAt="_0fa4eccd-3d86-4f9a-9ef7-bafe2aeaebe6"><ix:continuation id="_e401d4f0-3814-47de-9a35-422da49f7f9f" continuedAt="_f3ac2196-9ea7-4274-b877-79d84f64c47a">the deferred income taxes relate to <span class="_ _2"></span>the same taxation authority and that authority <span class="_ _2"></span>permits the Group to make a single <span class="_ _2"></span>net payment. Income tax </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsba"><ix:continuation id="_0fa4eccd-3d86-4f9a-9ef7-bafe2aeaebe6" continuedAt="_bc9d297c-d6a6-455d-832b-ab3b09df8580"><ix:continuation id="_f3ac2196-9ea7-4274-b877-79d84f64c47a" continuedAt="_f0d73527-60e1-4c44-aeb8-5bc19df21307">is charged or credited directly to <span class="_ _2"></span>other comprehensive income (OCI) or equity, if <span class="_ _2"></span>it relates to items that are charged <span class="_ _2"></span>or credited in the current or </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsbb"><ix:continuation id="_bc9d297c-d6a6-455d-832b-ab3b09df8580"><ix:continuation id="_f0d73527-60e1-4c44-aeb8-5bc19df21307" continuedAt="_8a4f494d-436d-4302-b75a-b82a6b90e808">prior periods to OCI or equity <span class="_ _2"></span>respectively. Otherwise, income tax is recognised in <span class="_ _2"></span>the income statement.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div></ix:nonNumeric></div><div class="-ixh-highlight-region gsbc"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForSharebasedPaymentTransactionsExplanatory" id="fact-541" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_dd34532a-4b73-4549-adaf-5ada22fd5a09"><div class="t m0 hbf ff16 fs24 fc6 sc0 ls92 ws9a gsbd"><ix:continuation id="_8a4f494d-436d-4302-b75a-b82a6b90e808" continuedAt="_88cc9436-4a10-4f45-a707-86f75a6bba08">2.10 <span class="_ _1a4"> </span> <span class="_ _18"></span>Share-based paymen<span class="_ _2"></span>t transactions<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsbe"><ix:continuation id="_88cc9436-4a10-4f45-a707-86f75a6bba08" continuedAt="_1e3fd310-5769-4418-90ff-078fc5236232">The equity share option programme allows <span class="_ _2"></span>Group employees to acquire LSL shares. The <span class="_ _2"></span>fair value of the options granted is <span class="_ _2"></span>recognised as an </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsbf"><ix:continuation id="_1e3fd310-5769-4418-90ff-078fc5236232" continuedAt="_d244abc0-64e7-4b35-8474-f3fc1dfb45f4">employee expense with a corresponding increase <span class="_ _2"></span>in equity in the case of equ<span class="_ _2"></span>ity-settled schemes. The fair value is measured <span class="_ _2"></span>at grant date and </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsc0"><ix:continuation id="_d244abc0-64e7-4b35-8474-f3fc1dfb45f4" continuedAt="_4dc82032-3bc0-4401-b2fb-085a456d4d01">spread over the period during which <span class="_ _2"></span>the employees become unconditionally entitled to the <span class="_ _2"></span>options. The fair value of employee share <span class="_ _2"></span>option plans, </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsc1"><ix:continuation id="_4dc82032-3bc0-4401-b2fb-085a456d4d01" continuedAt="_ad882a96-cd02-45c0-a5c0-7189ce8128e6">which are all equity-settled, is calculated <span class="_ _2"></span>at the grant date using the Black <span class="_ _2"></span>Scholes model, or the Monte Carlo Simulation <span class="_ _2"></span>model where a market </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsc2"><ix:continuation id="_ad882a96-cd02-45c0-a5c0-7189ce8128e6" continuedAt="_24449caf-a393-4354-b110-f286d8177383">condition is part of the vesting <span class="_ _2"></span>condition. The resulting cost is charged to <span class="_ _2"></span>the Group Statement of Profit or Loss <span class="_ _2"></span>and Other Comprehensive Income </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsc3"><ix:continuation id="_24449caf-a393-4354-b110-f286d8177383" continuedAt="_435176b6-4874-4e67-aaee-599c4045a602">over the vesting period. The value <span class="_ _2"></span>of the charge is adjusted to reflect <span class="_ _2"></span>expected and actual levels of vesting.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsc4"><ix:continuation id="_435176b6-4874-4e67-aaee-599c4045a602" continuedAt="_f45bd3de-6245-4268-9c9e-1ce89a079d9d">No expense is recognised for awards <span class="_ _2"></span>that do not ultimately vest, except for <span class="_ _2"></span>equity-settled transactions where vesting is conditional upon<span class="_ _2"></span> a market </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsc5"><ix:continuation id="_f45bd3de-6245-4268-9c9e-1ce89a079d9d" continuedAt="_f6611dfa-c3fc-44e4-978d-7b6fddf8c75f">or non-vesting condition, which are treated <span class="_ _2"></span>as vesting irrespective of whether or not <span class="_ _2"></span>the market or non-market vested condition is <span class="_ _2"></span>satisfied, </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsc6"><ix:continuation id="_f6611dfa-c3fc-44e4-978d-7b6fddf8c75f" continuedAt="_85185068-10ad-46f2-a9f2-9fbe690def0d">provided that all other performance and/or <span class="_ _2"></span>service conditions are satisfied.<span class="_ _2d2"> </span></ix:continuation></div></ix:nonNumeric></div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   104<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   104<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
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hAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAGbWCi4AAAdHSURBVAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAA4O+IJqjkqQv9w7wAANCKt/dPI0iUigWYHk92AAAABdgOL1AAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAPdEE1RSSslLtgMAADRinGYjhHU/rVBDit3QJzsAAEAjtuMyghcoAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAIB7ogkqKaXkJdsBAAAaMU6zEcK6n1aoIcVu6JMdAACgEdtxGcELFAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAADAPdEElZRS8pLtAAAAjRin2Qhh3U8r1JBiN/TJDgAA0IjtuIzgBQoAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAMBPiSaopJSSl2wHAABoxDjNRgjrflqhhhS7oU92AACARmzHZQQvUAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAA90QTVHJ9fL2+PNsBAAAaMU6zEcK6n1YAAAD4D7xAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAADw230DgleXLBXhZ/8AAAAASUVORK5CYII=" class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">104<span class="_ _1b6"> </span>105</div><div class="t m0 xf he y1f ff4b fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 xe he y1e ff4b fs6 fc4 sc0 ls9c ws9c">OTHER INFORMATION<span class="_ _182"></span><span class="fc0">FINANCIAL STATEMENTS<span class="_ _183"></span><span class="fc4">CORPORATE GOVERNANCE<span class="_ _13e"></span>STRATEGIC<span class="_ _2"></span> REPORT<span class="_ _184"></span><span class="ls37 ws36">OVERVIEW</span></span></span></div><div class="t m0 x18 h10 y21 ff4c fs4 fc6 sc0 ls1 ws0"> </div><div class="-ixh-highlight-region gsc7"><ix:continuation id="_dd34532a-4b73-4549-adaf-5ada22fd5a09"><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsc8"><ix:continuation id="_85185068-10ad-46f2-a9f2-9fbe690def0d" continuedAt="_efa94c1f-0da0-4157-a4de-8251db5e404f">When employees exercise their awards or <span class="_ _2"></span>vested options lapse, the portion of the <span class="_ _2"></span>share-based payments reserve which represents the share-<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsc9"><ix:continuation id="_efa94c1f-0da0-4157-a4de-8251db5e404f" continuedAt="_b4e369c9-719b-4bee-9705-cb43ba1296f5">based payment charge for those awards <span class="_ _2"></span>is transferred to retained earnings and the <span class="_ _2"></span>Group discharges its obligation<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsca"><ix:continuation id="_b4e369c9-719b-4bee-9705-cb43ba1296f5" continuedAt="_c813e2e1-1f70-4ffc-b093-ba622715df97">The dilutive effect of outstanding options <span class="_ _2"></span>is reflected as additional share dilution in<span class="_ _2"></span> the computation of diluted earnings per <span class="_ _2"></span>share. Further details </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gscb"><ix:continuation id="_c813e2e1-1f70-4ffc-b093-ba622715df97" continuedAt="_26351a46-4d78-495c-82fb-c98bfbdcd597">are given in note 12 to <span class="_ _2"></span>these Financial Statements.<span class="_ _2d2"> </span></ix:continuation></div></ix:continuation></div><div class="-ixh-highlight-region gscc"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForBusinessCombinationsAndGoodwillExplanatory" id="fact-542" contextRef="c-1" escape="true" xml:lang="en"><div class="t m0 hbf ff16 fs24 fc6 sc0 ls2e ws2d gscd"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForGoodwillExplanatory" id="fact-615" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_57c20f35-5a17-4bbe-8c0e-7414e114ec93"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForBusinessCombinationsExplanatory" id="fact-597" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_ee088d2e-9ad6-4f4f-81f9-e880e039538a"><ix:continuation id="_26351a46-4d78-495c-82fb-c98bfbdcd597" continuedAt="_8be3fe7b-307e-48aa-834b-5fb8cfe09e08">2.11   <span class="_ _18"></span>Busi<span class="_ _1"></span>ness co<span class="_ _1"></span>mbin<span class="_ _1"></span>ations an<span class="_ _1"></span>d goodwi<span class="_ _1"></span>ll<span class="_ _2d2"> </span></ix:continuation></ix:nonNumeric></ix:nonNumeric></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsce"><ix:continuation id="_57c20f35-5a17-4bbe-8c0e-7414e114ec93" continuedAt="_2e1ea2f8-b001-4eba-a9a3-b53cc4e1db85"><ix:continuation id="_ee088d2e-9ad6-4f4f-81f9-e880e039538a" continuedAt="_47fa350d-5334-4941-bb5e-410f8cc582ab"><ix:continuation id="_8be3fe7b-307e-48aa-834b-5fb8cfe09e08" continuedAt="_c14256c6-2ce1-4385-8cd0-85a6f3eaca29">The Group accounts for business combinations <span class="_ _2"></span>using the acquisition method of accounting <span class="_ _2"></span>when control is transferred to the Group. <span class="_ _2"></span>On </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gscf"><ix:continuation id="_2e1ea2f8-b001-4eba-a9a3-b53cc4e1db85" continuedAt="_d9b1a6a2-fe7f-4526-ad79-0e14c4b60660"><ix:continuation id="_47fa350d-5334-4941-bb5e-410f8cc582ab" continuedAt="_30abdbd0-7359-49e7-8efd-8a816b548c00"><ix:continuation id="_c14256c6-2ce1-4385-8cd0-85a6f3eaca29" continuedAt="_81ae124b-63d2-419c-b346-306763d1ea50">acquisition, assets, liabilities, and contingent liabilities <span class="_ _2"></span>of a subsidiary are measured at their <span class="_ _2"></span>fair values at the date of acquisition. <span class="_ _2"></span>Any excess of the </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsd0"><ix:continuation id="_d9b1a6a2-fe7f-4526-ad79-0e14c4b60660" continuedAt="_b6a6b097-7afa-4008-8972-e9937bc284fd"><ix:continuation id="_30abdbd0-7359-49e7-8efd-8a816b548c00" continuedAt="_0b0fe7c5-2691-415c-abff-f467bf9fbf84"><ix:continuation id="_81ae124b-63d2-419c-b346-306763d1ea50" continuedAt="_4d83f978-2277-48eb-b5b6-f50d0cb133c5">cost of acquisition over the fair <span class="_ _2"></span>values of the net assets acquired is <span class="_ _2"></span>recognised as goodwill.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsd1"><ix:continuation id="_b6a6b097-7afa-4008-8972-e9937bc284fd" continuedAt="_f2e1bbc6-261f-460a-999f-8babe81ae719"><ix:continuation id="_0b0fe7c5-2691-415c-abff-f467bf9fbf84" continuedAt="_69af6892-7628-4c89-996f-931520c60dcb"><ix:continuation id="_4d83f978-2277-48eb-b5b6-f50d0cb133c5" continuedAt="_cb0c88fc-04fe-4def-ad16-76cde9946a43">Deferred and contingent consideration payable, resulting <span class="_ _2"></span>from business combinations is valued at fair <span class="_ _2"></span>value at the acquisition date, and <span class="_ _2"></span>is </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsd2"><ix:continuation id="_f2e1bbc6-261f-460a-999f-8babe81ae719" continuedAt="_fe96f10b-392c-4336-834b-3e5becaebf3c"><ix:continuation id="_69af6892-7628-4c89-996f-931520c60dcb" continuedAt="_3c239d06-e86d-4478-8a42-e19343c5be2b"><ix:continuation id="_cb0c88fc-04fe-4def-ad16-76cde9946a43" continuedAt="_0ea1f26a-efa2-4913-a4b7-ffb007f00fec">subsequently reassessed at each reporting date. <span class="_ _2"></span>The determination of the fair value for <span class="_ _2"></span>deferred and contingent consideration payable is <span class="_ _2"></span>based on </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsd3"><ix:continuation id="_fe96f10b-392c-4336-834b-3e5becaebf3c" continuedAt="_2c47c35a-d340-446d-9c91-1066c3d302f9"><ix:continuation id="_3c239d06-e86d-4478-8a42-e19343c5be2b" continuedAt="_9afd0cc8-18aa-4cf8-a146-c2f34f8bedde"><ix:continuation id="_0ea1f26a-efa2-4913-a4b7-ffb007f00fec" continuedAt="_7f869e6f-7526-4b45-b740-5bf40f9e92d2">discounted cash flows and is included <span class="_ _2"></span>within financial liabilities on the balance <span class="_ _2"></span>sheet.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsd4"><ix:continuation id="_2c47c35a-d340-446d-9c91-1066c3d302f9" continuedAt="_a2d0b352-982b-4bd6-a7d9-cd8fdf2dc5a7"><ix:continuation id="_9afd0cc8-18aa-4cf8-a146-c2f34f8bedde" continuedAt="_22b05630-9bc8-442d-a007-68f995579ed7"><ix:continuation id="_7f869e6f-7526-4b45-b740-5bf40f9e92d2" continuedAt="_7befa35a-41b4-4e77-90eb-dc784b7347df">After the initial recognition, goodwill is <span class="_ _2"></span>measured at cost less accumulated impairment losses, <span class="_ _2"></span>for the purposes of impairment testing, <span class="_ _2"></span>goodwill </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsd5"><ix:continuation id="_a2d0b352-982b-4bd6-a7d9-cd8fdf2dc5a7" continuedAt="_18c2d474-791e-4e71-a924-b58da9913757"><ix:continuation id="_22b05630-9bc8-442d-a007-68f995579ed7" continuedAt="_7a6385e4-aa5d-4225-8613-e711aba1b6a8"><ix:continuation id="_7befa35a-41b4-4e77-90eb-dc784b7347df" continuedAt="_bc0fd86d-b95e-4c94-8ed4-2134921d1191">acquired in a business combination is <span class="_ _2"></span>allocated to each of the Group’s cash <span class="_ _2"></span>generating units (CGU) that are expected to <span class="_ _2"></span>benefit from the </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsd6"><ix:continuation id="_18c2d474-791e-4e71-a924-b58da9913757" continuedAt="_f4aa691c-dc43-4676-8cfd-b211ebb3e9f6"><ix:continuation id="_7a6385e4-aa5d-4225-8613-e711aba1b6a8" continuedAt="_87f0df95-db79-4969-bfb2-1d996badff0e"><ix:continuation id="_bc0fd86d-b95e-4c94-8ed4-2134921d1191" continuedAt="_e55af1aa-638a-4032-87fc-485b1eb2d341">combination. Where goodwill has been allocated <span class="_ _2"></span>to a CGU and part of the <span class="_ _2"></span>operations within that unit are disposed of, <span class="_ _2"></span>the goodwill associated with </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsd7"><ix:continuation id="_f4aa691c-dc43-4676-8cfd-b211ebb3e9f6" continuedAt="_d274e6c5-1790-4a2c-af81-ef630bf51dd4"><ix:continuation id="_87f0df95-db79-4969-bfb2-1d996badff0e" continuedAt="_7c3cbca6-280a-4d59-a4a7-b8ad04ebebc5"><ix:continuation id="_e55af1aa-638a-4032-87fc-485b1eb2d341" continuedAt="_2e36081a-3532-4a03-a43c-dd5966587846">the disposed operation is included in <span class="_ _2"></span>the carrying amount when determining the gain <span class="_ _2"></span>or loss on disposal. Goodwill disposed <span class="_ _2"></span>in these circumstances </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsd8"><ix:continuation id="_d274e6c5-1790-4a2c-af81-ef630bf51dd4"><ix:continuation id="_7c3cbca6-280a-4d59-a4a7-b8ad04ebebc5"><ix:continuation id="_2e36081a-3532-4a03-a43c-dd5966587846" continuedAt="_74850c02-5a48-45d2-9974-817e8d94ed13">is measured based on the relative <span class="_ _2"></span>values of the disposed operation and the <span class="_ _2"></span>portion of the CGU retained.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></ix:continuation></div></ix:nonNumeric></div><div class="-ixh-highlight-region gsd9"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForIntangibleAssetsAndGoodwillExplanatory" id="fact-543" contextRef="c-1" escape="true" xml:lang="en"><div class="t m0 h6f ffb fs24 fc6 sc0 ls9b wsa4 gsda"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForIntangibleAssetsOtherThanGoodwillExplanatory" id="fact-598" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_0eb3647e-75e5-469d-b27a-f6daaed76c5a"><ix:continuation id="_74850c02-5a48-45d2-9974-817e8d94ed13" continuedAt="_6531ab11-a741-4109-ac75-8ecc7b340b43">2.12 <span class="_ _c2"> </span> Int<span class="_ _1"></span>angible <span class="_ _1b5"> </span>asset<span class="_ _1"></span>s<span class="_ _2d2"> </span></ix:continuation></ix:nonNumeric></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsdb"><ix:continuation id="_0eb3647e-75e5-469d-b27a-f6daaed76c5a" continuedAt="_74e35da1-6e65-4dd4-bed1-b63d93243340"><ix:continuation id="_6531ab11-a741-4109-ac75-8ecc7b340b43" continuedAt="_11d16be2-7715-4b38-8bfc-5a6f949e9e3c">Intangible assets such as franchise agreements, <span class="_ _2"></span>appointed representative relationships, and in-house software <span class="_ _2"></span>are measured at cost less </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsdc"><ix:continuation id="_74e35da1-6e65-4dd4-bed1-b63d93243340" continuedAt="_cd2b540f-7b53-415d-99f7-1d5c5a0ec4ea"><ix:continuation id="_11d16be2-7715-4b38-8bfc-5a6f949e9e3c" continuedAt="_c89bb4d5-b453-4448-a118-979967cde28e">accumulated amortisation and impairment losses. Internally <span class="_ _2"></span>generated intangibles, excluding capitalised development costs, <span class="_ _2"></span>are not capitalised </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsdd"><ix:continuation id="_cd2b540f-7b53-415d-99f7-1d5c5a0ec4ea" continuedAt="_034779d6-b780-4d7a-8442-bea0b199b934"><ix:continuation id="_c89bb4d5-b453-4448-a118-979967cde28e" continuedAt="_4ec75242-0948-4d32-9134-0dcc0edd36b6">and the related expenditure is reflected <span class="_ _2"></span>in the profit or loss in the <span class="_ _2"></span>period in which the expenditure is <span class="_ _2"></span>incurred.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsde"><ix:continuation id="_034779d6-b780-4d7a-8442-bea0b199b934" continuedAt="_2fe5a4bf-60a5-496d-a152-c529351cc41a"><ix:continuation id="_4ec75242-0948-4d32-9134-0dcc0edd36b6" continuedAt="_020b85ba-91be-4c74-bfc7-42bd9a94b62a">Intangible assets acquired in a business <span class="_ _2"></span>combination are deemed to have a cost <span class="_ _2"></span>to the Group of the asset’s fair <span class="_ _2"></span>value at the acquisition date. The </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsdf"><ix:continuation id="_2fe5a4bf-60a5-496d-a152-c529351cc41a" continuedAt="_d0b98b6d-b061-4886-b70f-404ef7d1fd7b"><ix:continuation id="_020b85ba-91be-4c74-bfc7-42bd9a94b62a" continuedAt="_d4aa6bb3-95b0-442c-9791-50af333bdaa1">fair value of an intangible asset <span class="_ _2"></span>reflects market expectations about the profitability that <span class="_ _2"></span>the future economic benefits embodied in th<span class="_ _2"></span>e asset will </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gse0"><ix:continuation id="_d0b98b6d-b061-4886-b70f-404ef7d1fd7b" continuedAt="_9bd60198-48eb-4444-8da1-d58e229b6705"><ix:continuation id="_d4aa6bb3-95b0-442c-9791-50af333bdaa1" continuedAt="_3a992a6b-1cc3-496e-a2a1-db69b9c03596">flow up to the Group.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gse1"><ix:continuation id="_9bd60198-48eb-4444-8da1-d58e229b6705" continuedAt="_8bbeac43-a44e-45d7-852a-6fb8eebc5a9d"><ix:continuation id="_3a992a6b-1cc3-496e-a2a1-db69b9c03596" continuedAt="_4c0fd64d-2817-4cc9-ae54-3f0cf313029e">Gains or losses arising from derecognition <span class="_ _2"></span>of an intangible asset are measured as <span class="_ _2"></span>the difference between the net disposal <span class="_ _2"></span>proceeds and the </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gse2"><ix:continuation id="_8bbeac43-a44e-45d7-852a-6fb8eebc5a9d" continuedAt="_fc58338d-b3ac-458c-b38d-9ce18b0f60d1"><ix:continuation id="_4c0fd64d-2817-4cc9-ae54-3f0cf313029e" continuedAt="_d22797fe-56cd-4b5e-a302-6746ab243dab">carrying amount of the asset and <span class="_ _2"></span>are recognised in the income statement when <span class="_ _2"></span>the asset is derecognised.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gse3"><ix:continuation id="_fc58338d-b3ac-458c-b38d-9ce18b0f60d1" continuedAt="_17b51f0a-9b93-4689-8b9d-731005f92dbe"><ix:continuation id="_d22797fe-56cd-4b5e-a302-6746ab243dab" continuedAt="_e5be10ce-7456-44c9-80ab-b196f8164c3e">The useful lives of intangible assets <span class="_ _2"></span>are assessed as either finite or indefinite.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 h14 ffc fs8 fc8 sc0 ls14 ws0 gse4"><ix:continuation id="_17b51f0a-9b93-4689-8b9d-731005f92dbe" continuedAt="_b81ec901-dca9-41ae-8e6c-9202f671c2b7"><ix:continuation id="_e5be10ce-7456-44c9-80ab-b196f8164c3e" continuedAt="_ccfd610c-13f4-4d11-8710-87090af2a603">Brand names are not amortised as the Directors are of the opinion that they each have an indefinite useful life based on the expectation that there </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gse5"><ix:continuation id="_b81ec901-dca9-41ae-8e6c-9202f671c2b7" continuedAt="_de94ff9c-ea5b-4aee-87a8-8675c4986bf5"><ix:continuation id="_ccfd610c-13f4-4d11-8710-87090af2a603" continuedAt="_6f957392-f0a4-4d98-8017-dbf415ca5f86">is no foreseeable limit to the <span class="_ _2"></span>period over which each of the assets <span class="_ _2"></span>are expected to generate net cash inflows <span class="_ _2"></span>to the businesses. The Directors are </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gse6"><ix:continuation id="_de94ff9c-ea5b-4aee-87a8-8675c4986bf5" continuedAt="_4e3cf246-fa53-4598-9e39-ac3b03eb9db7"><ix:continuation id="_6f957392-f0a4-4d98-8017-dbf415ca5f86" continuedAt="_424f0532-d416-463e-9f11-166c5b235026">confident that trademark registration renewals will <span class="_ _2"></span>be filed at the appropriate time and <span class="_ _2"></span>sufficient investment will be made in terms <span class="_ _2"></span>of marketing </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gse7"><ix:continuation id="_4e3cf246-fa53-4598-9e39-ac3b03eb9db7" continuedAt="_63720d34-d126-423a-9aa1-52ff42cbbbdb"><ix:continuation id="_424f0532-d416-463e-9f11-166c5b235026" continuedAt="_4efafdde-6e80-4b51-9118-cea2c72b1a36">and communication to maintain the value <span class="_ _2"></span>inherent in the brands, without incurring <span class="_ _2"></span>significant cost. All brands recognised have been <span class="_ _2"></span>in existence </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gse8"><ix:continuation id="_63720d34-d126-423a-9aa1-52ff42cbbbdb" continuedAt="_39f3805f-83d3-40a6-a87e-8e03082fc7c4"><ix:continuation id="_4efafdde-6e80-4b51-9118-cea2c72b1a36" continuedAt="_822e7fd9-befc-4232-82cc-aa59af84ef52">for a number of years and <span class="_ _2"></span>are not considered to be at risk <span class="_ _2"></span>of obsolescence from technical, technological nor commercial <span class="_ _2"></span>change. Whilst operating </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gse9"><ix:continuation id="_39f3805f-83d3-40a6-a87e-8e03082fc7c4" continuedAt="_c24d748b-87cd-43cd-9817-5af619a0e14c"><ix:continuation id="_822e7fd9-befc-4232-82cc-aa59af84ef52" continuedAt="_c7999b0d-8aa1-4a58-8374-6293317f32ea">in competitive markets they have demonstrated <span class="_ _2"></span>that they can continue to operate in <span class="_ _2"></span>the face of such competition and <span class="_ _2"></span>that there is expected to </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsea"><ix:continuation id="_c24d748b-87cd-43cd-9817-5af619a0e14c" continuedAt="_44a66ee5-11bf-445b-8400-dbb9befb69f9"><ix:continuation id="_c7999b0d-8aa1-4a58-8374-6293317f32ea" continuedAt="_06bbc2b5-ce0c-4701-a155-d5f300b80efb">remain an underlying market demand for <span class="_ _2"></span>the services offered. The lives of these <span class="_ _2"></span>brands are not dependent on the usefu<span class="_ _2"></span>l lives of other assets of </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gseb"><ix:continuation id="_44a66ee5-11bf-445b-8400-dbb9befb69f9" continuedAt="_103f3f9e-ef68-43d1-9628-7f48ec02720e"><ix:continuation id="_06bbc2b5-ce0c-4701-a155-d5f300b80efb" continuedAt="_0ad15d6f-6ac6-4346-88ce-b3fbdb6d5fd3">the entity.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsec"><ix:continuation id="_103f3f9e-ef68-43d1-9628-7f48ec02720e" continuedAt="_4f06c363-0415-4071-a9da-90e7f40b192c"><ix:continuation id="_0ad15d6f-6ac6-4346-88ce-b3fbdb6d5fd3" continuedAt="_f6635a83-a63f-46c6-99e2-961ccb5e13e0">Development costs that are directly attributable <span class="_ _2"></span>to the testing of identifiable software products <span class="_ _2"></span>controlled by the Group are recognised as </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsed"><ix:continuation id="_4f06c363-0415-4071-a9da-90e7f40b192c" continuedAt="_8431a798-e435-4ebd-93c3-de3a8939a0b2"><ix:continuation id="_f6635a83-a63f-46c6-99e2-961ccb5e13e0" continuedAt="_8e9998c6-8224-476c-a2f3-be874ee0d364">intangible assets when the project or <span class="_ _2"></span>process is technically and commercially feasible. Directly <span class="_ _2"></span>attributable costs that are capitalised as part <span class="_ _2"></span>of the </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsee"><ix:continuation id="_8431a798-e435-4ebd-93c3-de3a8939a0b2" continuedAt="_0217255b-a079-43eb-bfe8-e014812335c2"><ix:continuation id="_8e9998c6-8224-476c-a2f3-be874ee0d364" continuedAt="_bd6be214-c14b-4b2e-a9d5-8435ee78bbd1">software product include the software development <span class="_ _2"></span>employee costs and an appropriate portion of <span class="_ _2"></span>relevant overheads<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsef"><ix:continuation id="_0217255b-a079-43eb-bfe8-e014812335c2" continuedAt="_a49fd512-5b4f-4e37-8fc5-e8a921c63237"><ix:continuation id="_bd6be214-c14b-4b2e-a9d5-8435ee78bbd1" continuedAt="_785e58d3-44ad-48d3-b6c4-7b03da7a6539">Franchise agreements entered into by the <span class="_ _2"></span>Group (as franchisor) as part of contractu<span class="_ _2"></span>al arrangements concerning the disposal of previously </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsf0"><ix:continuation id="_a49fd512-5b4f-4e37-8fc5-e8a921c63237" continuedAt="_52fa7d24-9f43-4f4a-9ea5-0be0a8912b69"><ix:continuation id="_785e58d3-44ad-48d3-b6c4-7b03da7a6539" continuedAt="_aff4f674-2250-40a1-86c5-8cc456b8c9c2">owned branches are recognised as intangible <span class="_ _2"></span>assets. Franchise intangible assets are initially recognised <span class="_ _2"></span>at fair value and subsequently amortised </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsf1"><ix:continuation id="_52fa7d24-9f43-4f4a-9ea5-0be0a8912b69" continuedAt="_d1fc020d-e47c-45e8-afcd-ba17938f76de"><ix:continuation id="_aff4f674-2250-40a1-86c5-8cc456b8c9c2" continuedAt="_3607d693-7e0b-435c-9f93-f73355b42bfa">on a straight-line basis over their <span class="_ _2"></span>useful economic lives, being the term of <span class="_ _2"></span>the agreement. The franchise intangible assets are <span class="_ _2"></span>amortised over a </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsf2"><ix:continuation id="_d1fc020d-e47c-45e8-afcd-ba17938f76de" continuedAt="_6d56f498-36b2-4c14-b0ba-c2475a6a0506"><ix:continuation id="_3607d693-7e0b-435c-9f93-f73355b42bfa" continuedAt="_86a9483e-324b-4e7e-9d8b-79c5264f72d0">remaining life of 15 years as <span class="_ _2"></span>based on the agreements, this is the <span class="_ _2"></span>most likely minimum term. The life of the <span class="_ _2"></span>relationship is assessed annually.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffc fs8 fc8 sc0 ls14 ws0 gsf3"><ix:continuation id="_6d56f498-36b2-4c14-b0ba-c2475a6a0506" continuedAt="_f991b9a4-7e3f-48e0-80ec-58b60b0bd201"><ix:continuation id="_86a9483e-324b-4e7e-9d8b-79c5264f72d0" continuedAt="_6c37c003-e4fd-40f2-a9fc-5e5c1ee6c34b">All other intangible assets are amortised on a straight-line basis over their useful economic lives of <span class="ffd ws11">12</span> years for appointed representative </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsf4"><ix:continuation id="_f991b9a4-7e3f-48e0-80ec-58b60b0bd201"><ix:continuation id="_6c37c003-e4fd-40f2-a9fc-5e5c1ee6c34b" continuedAt="_fe007005-241c-4e82-9462-9dda81c00403">relationships, and between three and five <span class="_ _2"></span>years for in-house software.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div></ix:nonNumeric></div><div class="t m0 x18 h6f y178a ffb fs24 fc6 sc0 ls70 ws6b"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForPropertyPlantAndEquipmentExplanatory" id="fact-544" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_b3379096-9d33-4c90-a696-17f3765ca199"><ix:continuation id="_fe007005-241c-4e82-9462-9dda81c00403" continuedAt="_ac6260f0-2f10-4ab5-b202-6f5af3e171ae">2.13   <span class="_ _18"></span>Propert<span class="_ _1"></span>y<span class="_ _2"></span>, plant<span class="_ _2"></span> and equipment<span class="_ _2d2"> </span></ix:continuation></ix:nonNumeric></div><div class="t m0 x18 h13 y178b ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_b3379096-9d33-4c90-a696-17f3765ca199" continuedAt="_bf7d60cd-93ed-4bd9-98e0-1347fa2cbb3d"><ix:continuation id="_ac6260f0-2f10-4ab5-b202-6f5af3e171ae" continuedAt="_d7ff02ad-400b-4427-abf5-099ba05e2611">Property, plant and equipment is stated <span class="_ _2"></span>at cost less accumulated depreciation and impairment <span class="_ _2"></span>losses. </ix:continuation></ix:continuation><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForDepreciationExpenseExplanatory" id="fact-599" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_dc2db17e-2b42-4cf3-b61e-df1869e27150"><ix:continuation id="_bf7d60cd-93ed-4bd9-98e0-1347fa2cbb3d" continuedAt="_cd3a7892-42ea-42e5-877d-e30ba5044afd"><ix:continuation id="_d7ff02ad-400b-4427-abf5-099ba05e2611" continuedAt="_97b8085a-f195-4c81-87d8-e9081265b982">Property, plant and equipment is </ix:continuation></ix:continuation></ix:nonNumeric></div><div class="t m0 x18 h13 y178c ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_dc2db17e-2b42-4cf3-b61e-df1869e27150" continuedAt="_c8f5492d-ab5a-411c-9452-68f3fb59c1fb"><ix:continuation id="_cd3a7892-42ea-42e5-877d-e30ba5044afd" continuedAt="_929bdac8-88ab-4e25-a600-f4272b4bd1e3"><ix:continuation id="_97b8085a-f195-4c81-87d8-e9081265b982" continuedAt="_ed7ba119-fa80-4526-bb59-be5203b344f1">depreciated on a straight-line basis to <span class="_ _2"></span>its residual value over its anticipated useful <span class="_ _2"></span>economic life:<span class="_ _2d2"> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="-ixh-highlight-region gsf5"><ix:continuation id="_c8f5492d-ab5a-411c-9452-68f3fb59c1fb"><div class="gsf6"><ix:continuation id="_ed7ba119-fa80-4526-bb59-be5203b344f1" continuedAt="_75b6351a-1e45-474e-97f8-733e98d41c74"><ix:continuation id="_929bdac8-88ab-4e25-a600-f4272b4bd1e3" continuedAt="_cc22c357-dc3a-42c4-a892-4c786bd38c74"><table id="_52ab1ed6-7109-4dab-95c9-ba12d5a08588" class="s wb6 hef"><tr><td class="c n x1b7 y2176 wb7 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Office equipment, fixtures and fittings<span class="_ _2d2"> </span></div></td><td class="c n x394 y2176 wb8 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">– over three to sev<span class="_ _2"></span>en years<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2177 wb9 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Computer equipment<span class="_ _2d2"> </span></div></td><td class="c n x395 y2177 wba he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">– ov<span class="_ _2"></span>er three to f<span class="_ _2"></span>our year<span class="_ _2"></span>s<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2178 wbb he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Motor vehicles<span class="_ _2d2"> </span></div></td><td class="c n x396 y2178 wbc he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">– over thr<span class="_ _2"></span>ee to four y<span class="_ _2"></span>ears<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2179 wbd he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Leasehold improv<span class="_ _2"></span>ements<span class="_ _2d2"> </span></div></td><td class="c n x397 y2179 wbe he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">– over the short<span class="_ _2"></span>er of the lease term or ten y<span class="_ _2"></span>ears<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b6 wbf he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Freehold and long leasehold pr<span class="_ _2"></span>operty<span class="_ _2d2"> </span></div></td><td class="c n x398 y20b6 wc0 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">– over fifty years or the lease t<span class="_ _2"></span>erm whichever is shorter<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></ix:continuation></div></ix:continuation></div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   105<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   105<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
<div id="pf6c" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc6c w4 h0"><img src="data:image/png;base64,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class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">106<span class="_ _1b6"> </span>107</div><div class="t m0 x8 he y1f ff49 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x19 he y1e ff49 fs6 fc4 sc0 ls37 ws36">OVERVIEW</div><div class="t m0 x6 h10 y21 ffc fs4 fc6 sc0 ls9e ws12">Notes<span class="_ _1"></span> to<span class="_ _1"></span> the<span class="_ _7"></span> Group<span class="_ _1"></span> Finan<span class="_ _1"></span>cial<span class="_ _1"></span> S<span class="_ _2"></span>t<span class="_ _1"></span>atement<span class="_ _1"></span>s<span class="_ _1"></span> <span class="fs41 lsa0 wsa1">conti<span class="_ _2"></span>nued</span></div><div class="-ixh-highlight-region gsf7"><ix:continuation id="_cc22c357-dc3a-42c4-a892-4c786bd38c74"><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsf8"><ix:continuation id="_75b6351a-1e45-474e-97f8-733e98d41c74" continuedAt="_dec270c8-1bbc-4007-b7ee-f3085ac02a01">An item of property, plant and <span class="_ _2"></span>equipment is derecognised upon disposal. Any <span class="_ _2"></span>gain or loss arising on derecognition of <span class="_ _2"></span>the asset (calculated as </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsf9"><ix:continuation id="_dec270c8-1bbc-4007-b7ee-f3085ac02a01" continuedAt="_78ff28d1-baa9-4e81-98f6-6d3f65a115d4">the difference between the net disposal <span class="_ _2"></span>proceeds and the carrying amount of the <span class="_ _2"></span>asset) is included in the income <span class="_ _2"></span>statement when the asset </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsfa"><ix:continuation id="_78ff28d1-baa9-4e81-98f6-6d3f65a115d4" continuedAt="_1b7854ab-2fb7-4347-aa0a-fec21fca400d">is derecognised. These assets’ residual values, <span class="_ _2"></span>useful lives and methods of depreciation are <span class="_ _2"></span>reviewed at each financial year end, and <span class="_ _2"></span>adjusted </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs92"><ix:continuation id="_1b7854ab-2fb7-4347-aa0a-fec21fca400d" continuedAt="_4bb9154b-624e-40a7-91ba-dbbaf42c59c5">prospectively, if appropriate.<span class="_ _2d2"> </span></ix:continuation></div></ix:continuation></div><div class="-ixh-highlight-region gsfb"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForFinancialInstrumentsExplanatory" id="fact-545" contextRef="c-1" escape="true" xml:lang="en"><div class="t m0 h6f ffb fs24 fc6 sc0 ls99 wsa5 gsfc"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForFinancialLiabilitiesExplanatory" id="fact-616" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_194d6db9-6ddb-44fc-8476-9337a44b755f"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForFinancialAssetsExplanatory" id="fact-600" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_4294883f-7b7a-4f43-9f1e-ad8c3aa7a30e"><ix:continuation id="_4bb9154b-624e-40a7-91ba-dbbaf42c59c5" continuedAt="_411cba97-289c-4ada-922f-602df5af98d8">2.14 <span class="_ _c2"> </span> Financial <span class="_ _1b5"> </span>ins<span class="_ _1"></span>truments<span class="_ _2d2"> </span></ix:continuation></ix:nonNumeric></ix:nonNumeric></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsfd"><ix:continuation id="_194d6db9-6ddb-44fc-8476-9337a44b755f" continuedAt="_9405e410-0f7a-4f33-ae7e-cb0127108201"><ix:continuation id="_4294883f-7b7a-4f43-9f1e-ad8c3aa7a30e" continuedAt="_527e4ea5-e46f-4837-9e65-d3f8c5e32eeb"><ix:continuation id="_411cba97-289c-4ada-922f-602df5af98d8" continuedAt="_7f7c6338-a308-4014-bc8d-8bdfd727fc69">Financial assets and financial liabilities are <span class="_ _2"></span>recognised in the Group’s Balance Sheet when <span class="_ _2"></span>the Group becomes a party to the <span class="_ _2"></span>contractual provisions </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsfe"><ix:continuation id="_9405e410-0f7a-4f33-ae7e-cb0127108201" continuedAt="_8864c062-8d3c-4f91-8793-392ed149beb9"><ix:continuation id="_527e4ea5-e46f-4837-9e65-d3f8c5e32eeb" continuedAt="_6901a68f-74a5-4cee-9bf6-0a8aca154f16"><ix:continuation id="_7f7c6338-a308-4014-bc8d-8bdfd727fc69" continuedAt="_130a036e-bca8-4b62-8a0b-f1606cd98626">of the instrument. When financial assets <span class="_ _2"></span>are recognised initially, they are measured at <span class="_ _2"></span>fair value, being the transaction price plus, <span class="_ _2"></span>in the case of </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gsff"><ix:continuation id="_8864c062-8d3c-4f91-8793-392ed149beb9" continuedAt="_51090082-2ce0-4717-96cc-4aa2e9a0c300"><ix:continuation id="_6901a68f-74a5-4cee-9bf6-0a8aca154f16" continuedAt="_fa0cdbcd-36f4-4bae-b640-20082a2f852c"><ix:continuation id="_130a036e-bca8-4b62-8a0b-f1606cd98626" continuedAt="_c25e5160-4c20-43bb-8857-db68b76e9e5f">financial assets not at fair value <span class="_ _2"></span>through the income statement, directly attributable transaction <span class="_ _2"></span>costs. </ix:continuation></ix:continuation></ix:continuation><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForDerecognitionOfFinancialInstrumentsExplanatory" id="fact-624" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_22658a26-6985-47f1-b8ea-d235d8c9679a"><ix:continuation id="_51090082-2ce0-4717-96cc-4aa2e9a0c300" continuedAt="_49a7e057-b53e-4153-bd2c-31491aec3801"><ix:continuation id="_fa0cdbcd-36f4-4bae-b640-20082a2f852c" continuedAt="_dfbab07d-e9a4-4411-b970-f5a0d0d50b94"><ix:continuation id="_c25e5160-4c20-43bb-8857-db68b76e9e5f" continuedAt="_ea63a5c9-c9bd-44be-8fba-c29e2ecd9018">Financial assets are derecognised when </ix:continuation></ix:continuation></ix:continuation></ix:nonNumeric></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs100"><ix:continuation id="_22658a26-6985-47f1-b8ea-d235d8c9679a" continuedAt="_1748b5d5-0743-4725-b899-dc48cf500d74"><ix:continuation id="_49a7e057-b53e-4153-bd2c-31491aec3801" continuedAt="_6b6955f9-370f-4e31-8aa2-f7a2e4737dc1"><ix:continuation id="_dfbab07d-e9a4-4411-b970-f5a0d0d50b94" continuedAt="_0c8197e8-0008-4938-8369-be7634080cc0"><ix:continuation id="_ea63a5c9-c9bd-44be-8fba-c29e2ecd9018" continuedAt="_0d226495-5bb6-4df5-a3e9-8cb29a40c00d">the Group no longer has the <span class="_ _2"></span>rights to cash flows, the risks and <span class="_ _2"></span>rewards of ownership or control of the <span class="_ _2"></span>asset. Financial liabilities are derecognised </ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs101"><ix:continuation id="_1748b5d5-0743-4725-b899-dc48cf500d74"><ix:continuation id="_6b6955f9-370f-4e31-8aa2-f7a2e4737dc1" continuedAt="_a61c1df4-2baa-4078-a076-7c9a84208d1b"><ix:continuation id="_0c8197e8-0008-4938-8369-be7634080cc0" continuedAt="_27703e89-7709-4df5-90f1-a0f9029a9163"><ix:continuation id="_0d226495-5bb6-4df5-a3e9-8cb29a40c00d" continuedAt="_2aeaf1be-2b97-46ff-b1ae-9ea9d8cba352">when the obligation under the liability <span class="_ _2"></span>is discharged, cancelled or expired. </ix:continuation></ix:continuation></ix:continuation></ix:continuation><ix:continuation id="_a61c1df4-2baa-4078-a076-7c9a84208d1b" continuedAt="_4ff9e409-c075-42ad-8103-22c1280718f0"><ix:continuation id="_27703e89-7709-4df5-90f1-a0f9029a9163" continuedAt="_cc88ca79-c0de-437e-8b42-d0be7223c740"><ix:continuation id="_2aeaf1be-2b97-46ff-b1ae-9ea9d8cba352" continuedAt="_a0955957-760f-4e10-b2cd-4b5a3fedbcec">The subsequent <span class="_ _2"></span>measurement of financial assets depends on </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs102"><ix:continuation id="_4ff9e409-c075-42ad-8103-22c1280718f0" continuedAt="_e36a738d-77ea-4131-b759-2d05cee059dc"><ix:continuation id="_cc88ca79-c0de-437e-8b42-d0be7223c740" continuedAt="_32c20a10-a1f9-4686-8075-3aa1d272d03d"><ix:continuation id="_a0955957-760f-4e10-b2cd-4b5a3fedbcec" continuedAt="_ccdc6aaa-98a2-49d6-b422-66329616ddef">their classification.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs103"><ix:continuation id="_e36a738d-77ea-4131-b759-2d05cee059dc" continuedAt="_93f85110-fbac-4171-8903-e0865f21bf83"><ix:continuation id="_32c20a10-a1f9-4686-8075-3aa1d272d03d" continuedAt="_ee876b0c-c495-4a35-b900-fa2848f7ce4d"><ix:continuation id="_ccdc6aaa-98a2-49d6-b422-66329616ddef" continuedAt="_9e0a6a92-d1cc-4e8b-81f0-471ed5f6cf90">The Group’s accounting policy for each <span class="_ _2"></span>category of financial instruments is as follows:<span class="_ _2d2"> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 hd4 ff13 fs24 fc6 sc0 ls2e ws2d gs104"><ix:continuation id="_ee876b0c-c495-4a35-b900-fa2848f7ce4d" continuedAt="_fb932b2a-d80c-4c55-ab50-c4f3071f53d0"><ix:continuation id="_9e0a6a92-d1cc-4e8b-81f0-471ed5f6cf90" continuedAt="_678a6e2d-fbc0-4e12-a32e-3deafe052f76">Financ<span class="_ _1"></span>ial asse<span class="_ _1"></span>ts desig<span class="_ _1"></span>nated at fair valu<span class="_ _1"></span>e through OC<span class="_ _1"></span>I (<span class="_ _2"></span>equit<span class="_ _1"></span>y inst<span class="_ _1"></span>rument<span class="_ _1"></span>s<span class="_ _2"></span>)<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs105"><ix:continuation id="_fb932b2a-d80c-4c55-ab50-c4f3071f53d0" continuedAt="_e27860cd-60b6-45dd-b7a4-5430e10ac350"><ix:continuation id="_678a6e2d-fbc0-4e12-a32e-3deafe052f76" continuedAt="_8c5785fa-e641-419e-955b-a5d7b769a014">Upon initial recognition, the Group can <span class="_ _2"></span>elect to classify irrevocably its equity investments <span class="_ _2"></span>as equity instruments designated at fair value <span class="_ _2"></span>through </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs106"><ix:continuation id="_e27860cd-60b6-45dd-b7a4-5430e10ac350" continuedAt="_ca2d2fea-34c5-448b-94df-634325f3ce16"><ix:continuation id="_8c5785fa-e641-419e-955b-a5d7b769a014" continuedAt="_c3e82361-afd2-4f89-918f-f6a43d277a0c">OCI when they meet the definition <span class="_ _2"></span>of equity under IFRS 9 Financial Instruments <span class="_ _2"></span>and are not held for trading. <span class="_ _2"></span>The classification is determined on an </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs107"><ix:continuation id="_ca2d2fea-34c5-448b-94df-634325f3ce16" continuedAt="_d34d0504-7909-4fa3-b95e-dd754b9f2e0c"><ix:continuation id="_c3e82361-afd2-4f89-918f-f6a43d277a0c" continuedAt="_5bc93dc0-5a6a-4657-9988-217625d62107">instrument-by-instrument basis. Gains and losses on <span class="_ _2"></span>these financial assets are never recycled to <span class="_ _2"></span>profit or loss. Dividends are recognised as <span class="_ _2"></span>other </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs108"><ix:continuation id="_d34d0504-7909-4fa3-b95e-dd754b9f2e0c" continuedAt="_084f2faa-3505-494d-8926-5d14bb2ce25e"><ix:continuation id="_5bc93dc0-5a6a-4657-9988-217625d62107" continuedAt="_1b100ddb-28fb-4766-b7a8-a20b1146462a">income in the Group Statement of <span class="_ _2"></span>Profit or Loss and Other Comprehensive Income <span class="_ _2"></span>when the right of payment has b<span class="_ _2"></span>een established, except when </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs109"><ix:continuation id="_084f2faa-3505-494d-8926-5d14bb2ce25e" continuedAt="_331fc812-fcc3-4046-9ccb-100bfe31a426"><ix:continuation id="_1b100ddb-28fb-4766-b7a8-a20b1146462a" continuedAt="_86b7cb12-caa1-4f02-99dd-a1314a916a94">the Group benefits from such proceeds <span class="_ _2"></span>as a recovery of part of the <span class="_ _2"></span>cost of the financial asset, in which <span class="_ _2"></span>case such gains are recorded in OCI. <span class="_ _2"></span>Equity </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs10a"><ix:continuation id="_331fc812-fcc3-4046-9ccb-100bfe31a426" continuedAt="_054bc5cd-6301-4c92-b42e-e5f2179aec1d"><ix:continuation id="_86b7cb12-caa1-4f02-99dd-a1314a916a94" continuedAt="_f2782d07-74f5-43e4-aef0-2acbe127f879">instruments designated at fair value through <span class="_ _2"></span>OCI are not subject to impairment assessment.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 hd4 ff13 fs24 fc6 sc0 ls2e ws2d gs10b"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForInvestmentsOtherThanInvestmentsAccountedForUsingEquityMethodExplanatory" id="fact-626" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_96a1125c-8f37-4a78-b5f1-8f318ba41508"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForFinancialInstrumentsAtFairValueThroughProfitOrLossExplanatory" id="fact-617" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_09684be8-6ad7-43af-8248-0986d8f607fd"><ix:continuation id="_054bc5cd-6301-4c92-b42e-e5f2179aec1d" continuedAt="_152f5025-1edb-4794-bde7-5ff9335dad9a"><ix:continuation id="_f2782d07-74f5-43e4-aef0-2acbe127f879" continuedAt="_4a8c13dd-c9d3-4179-a4db-d8f55612ccfc">Financ<span class="_ _1"></span>ial asse<span class="_ _1"></span>ts desig<span class="_ _1"></span>nated at fair valu<span class="_ _1"></span>e through the inc<span class="_ _1"></span>ome sta<span class="_ _1"></span>tement<span class="_ _2d2"> </span></ix:continuation></ix:continuation></ix:nonNumeric></ix:nonNumeric></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs10c"><ix:continuation id="_96a1125c-8f37-4a78-b5f1-8f318ba41508" continuedAt="_98a12972-4105-41c0-9875-91e6859399eb"><ix:continuation id="_09684be8-6ad7-43af-8248-0986d8f607fd" continuedAt="_651a84e7-5e92-40d3-9ec4-5716fea5a412"><ix:continuation id="_152f5025-1edb-4794-bde7-5ff9335dad9a" continuedAt="_2eabc69a-da17-4efd-afe5-1ac27baac00c"><ix:continuation id="_4a8c13dd-c9d3-4179-a4db-d8f55612ccfc" continuedAt="_2b8e8795-4d19-4fd3-8cbb-4ce49565d2bd">Gains and losses arising from the <span class="_ _2"></span>changes in the fair value of equity <span class="_ _2"></span>investments are recorded in the Group Statement <span class="_ _2"></span>of Profit or Loss and Other </ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs10d"><ix:continuation id="_98a12972-4105-41c0-9875-91e6859399eb"><ix:continuation id="_651a84e7-5e92-40d3-9ec4-5716fea5a412"><ix:continuation id="_2eabc69a-da17-4efd-afe5-1ac27baac00c" continuedAt="_830763ae-77cd-48ad-ae03-d36dce061099"><ix:continuation id="_2b8e8795-4d19-4fd3-8cbb-4ce49565d2bd" continuedAt="_2129a0b4-8c9c-44ea-af16-e9132d29056d">Comprehensive Income.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 hd4 ff13 fs24 fc6 sc0 ls2e ws2d gs10e"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyToDetermineComponentsOfCashAndCashEquivalents" id="fact-618" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_c575388f-88c8-4ca9-8ce7-c5e6985d7411"><ix:continuation id="_830763ae-77cd-48ad-ae03-d36dce061099" continuedAt="_25323ef0-7cab-445e-98bb-14ac4cd257e0"><ix:continuation id="_2129a0b4-8c9c-44ea-af16-e9132d29056d" continuedAt="_41b87b0e-bf5b-4395-9dfc-64fe38c3c6d5">Cas<span class="_ _1"></span>h and cash equiv<span class="_ _1"></span>alent<span class="_ _1"></span>s<span class="_ _2d2"> </span></ix:continuation></ix:continuation></ix:nonNumeric></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs10f"><ix:continuation id="_c575388f-88c8-4ca9-8ce7-c5e6985d7411" continuedAt="_afa87338-9366-45ed-9d08-3d10f94c0525"><ix:continuation id="_25323ef0-7cab-445e-98bb-14ac4cd257e0" continuedAt="_4578839b-c414-48d7-91bb-aa59280b4911"><ix:continuation id="_41b87b0e-bf5b-4395-9dfc-64fe38c3c6d5" continuedAt="_b3573948-6230-4f9e-b8d9-bd627862800c">Cash and cash equivalents include cash<span class="_ _2"></span> in hand and on demand deposits <span class="_ _2"></span>and fixed-term deposits with original maturities of <span class="_ _2"></span>three months or less </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs110"><ix:continuation id="_afa87338-9366-45ed-9d08-3d10f94c0525" continuedAt="_85107ebf-2d87-4ffb-a493-2b25b329325a"><ix:continuation id="_4578839b-c414-48d7-91bb-aa59280b4911" continuedAt="_57cab737-5c7f-48f8-bb9e-32660570b7bb"><ix:continuation id="_b3573948-6230-4f9e-b8d9-bd627862800c" continuedAt="_0f7c3b23-c99d-46be-beb0-31da57c8ce90">with the Group’s relationship banks. Bank <span class="_ _2"></span>overdrafts which are repayable on demand <span class="_ _2"></span>are included in cash and cash equivalents <span class="_ _2"></span>only when there </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs111"><ix:continuation id="_85107ebf-2d87-4ffb-a493-2b25b329325a" continuedAt="_ffcba0e8-5348-4875-a1a5-ff8f63a67717"><ix:continuation id="_57cab737-5c7f-48f8-bb9e-32660570b7bb" continuedAt="_b2ffc5f9-5b2b-4851-9b80-d68496312cfa"><ix:continuation id="_0f7c3b23-c99d-46be-beb0-31da57c8ce90" continuedAt="_d9f2aa56-d15b-4e09-962e-15d2d0df2997">is a legal right to offset <span class="_ _2"></span>and an intention to settle net, otherwise <span class="_ _2"></span>these amounts are classified separately as liabilities <span class="_ _2"></span>on the balance sheet. For the </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs112"><ix:continuation id="_ffcba0e8-5348-4875-a1a5-ff8f63a67717" continuedAt="_4aa48500-e6c7-46fd-9712-0999ade0af87"><ix:continuation id="_b2ffc5f9-5b2b-4851-9b80-d68496312cfa" continuedAt="_5440c7c4-a5ce-4037-aa3d-ba7b9872d49b"><ix:continuation id="_d9f2aa56-d15b-4e09-962e-15d2d0df2997" continuedAt="_f95aa137-2f57-4c4b-859c-c8508ad4e697">purposes of the statement of cash <span class="_ _2"></span>flow, bank overdrafts are a component of <span class="_ _2"></span>cash and cash equivalents as they are <span class="_ _2"></span>repayable on demand and form </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs113"><ix:continuation id="_4aa48500-e6c7-46fd-9712-0999ade0af87" continuedAt="_c1af5a25-f327-4c1e-9ffb-b690d4465d23"><ix:continuation id="_5440c7c4-a5ce-4037-aa3d-ba7b9872d49b" continuedAt="_1adb32b7-ed7e-433a-a79e-2d0b1c50bc44"><ix:continuation id="_f95aa137-2f57-4c4b-859c-c8508ad4e697" continuedAt="_5051e012-9ae1-4566-83f1-e8bd265c78b1">an integral part of the Group’s <span class="_ _2"></span>cash management. The overdraft is used <span class="_ _2"></span>to manage daily cash inflows and outflows. <span class="_ _2"></span>Cash pool balances fluctuate </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs114"><ix:continuation id="_c1af5a25-f327-4c1e-9ffb-b690d4465d23"><ix:continuation id="_1adb32b7-ed7e-433a-a79e-2d0b1c50bc44" continuedAt="_08222014-350f-498b-892d-70f67f5b4b91"><ix:continuation id="_5051e012-9ae1-4566-83f1-e8bd265c78b1" continuedAt="_6604744a-7bfb-4aef-b799-466e89a315f5">frequently between positive and negative. The <span class="_ _2"></span>overdraft acts as a working cash buffer <span class="_ _2"></span>rather than a source of long-term funding.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 hd4 ff13 fs24 fc6 sc0 ls70 ws9e gs115"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForTradeAndOtherReceivablesExplanatory" id="fact-619" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_05e6bf09-fa7f-464c-8f4a-f57be14591ee"><ix:continuation id="_08222014-350f-498b-892d-70f67f5b4b91" continuedAt="_548bd84d-f3e9-4461-8b2a-7d19138709b3"><ix:continuation id="_6604744a-7bfb-4aef-b799-466e89a315f5" continuedAt="_537601dd-ae84-46d4-9020-5b1175bdf9d4">T<span class="_ _0"></span>rade receivables<span class="_ _2d2"> </span></ix:continuation></ix:continuation></ix:nonNumeric></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs116"><ix:continuation id="_05e6bf09-fa7f-464c-8f4a-f57be14591ee" continuedAt="_51e203c3-2823-4852-a454-7f4d8178214f"><ix:continuation id="_548bd84d-f3e9-4461-8b2a-7d19138709b3" continuedAt="_59d3c8be-2d99-46b6-87f0-e55f39ecd22f"><ix:continuation id="_537601dd-ae84-46d4-9020-5b1175bdf9d4" continuedAt="_fec66486-f90d-4cad-b5c6-7a098bec0d60">Trade receivables do not carry any <span class="_ _2"></span>interest and are stated at their original <span class="_ _2"></span>invoiced value as reduced by appropriate <span class="_ _2"></span>allowances for estimated </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs117"><ix:continuation id="_51e203c3-2823-4852-a454-7f4d8178214f" continuedAt="_7b4c5181-375f-4fbd-aea4-02a196a90f12"><ix:continuation id="_59d3c8be-2d99-46b6-87f0-e55f39ecd22f" continuedAt="_73878796-4808-4a43-9f7d-75f204a707a9"><ix:continuation id="_fec66486-f90d-4cad-b5c6-7a098bec0d60" continuedAt="_6ee06cc9-1f27-484f-ab35-e20129ce55a9">irrecoverable amounts. The expected credit loss <span class="_ _2"></span>model under IFRS 9 is applied to <span class="_ _2"></span>trade and other receivables. The chosen method <span class="_ _2"></span>of recognising </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs118"><ix:continuation id="_7b4c5181-375f-4fbd-aea4-02a196a90f12" continuedAt="_4492935a-0a51-4b72-a50b-703abe74a93a"><ix:continuation id="_73878796-4808-4a43-9f7d-75f204a707a9" continuedAt="_5ccb217f-0d74-4e6e-b108-a1bfe8d5d5c3"><ix:continuation id="_6ee06cc9-1f27-484f-ab35-e20129ce55a9" continuedAt="_fb6556f1-236c-4a5a-b234-4e19cadc9390">the expected credit loss across the <span class="_ _2"></span>Group is the simplified approach allowing a <span class="_ _2"></span>provision matrix to be used, which is <span class="_ _2"></span>based on the expected life of </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs119"><ix:continuation id="_4492935a-0a51-4b72-a50b-703abe74a93a" continuedAt="_d9c8405d-69bc-4736-bb74-f3f2b8c679eb"><ix:continuation id="_5ccb217f-0d74-4e6e-b108-a1bfe8d5d5c3" continuedAt="_3c1eeb92-9a4f-47e6-a969-cfa964e13d1a"><ix:continuation id="_fb6556f1-236c-4a5a-b234-4e19cadc9390" continuedAt="_9f6a02b1-3d26-4f4f-89df-7a4471d7520b">trade receivables and historic default rates, <span class="_ _2"></span>default being defined as when impaired <span class="_ _2"></span>debts are assessed as uncollectable. The carrying <span class="_ _2"></span>amount of </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs11a"><ix:continuation id="_d9c8405d-69bc-4736-bb74-f3f2b8c679eb"><ix:continuation id="_3c1eeb92-9a4f-47e6-a969-cfa964e13d1a"><ix:continuation id="_9f6a02b1-3d26-4f4f-89df-7a4471d7520b" continuedAt="_b9de822f-4232-462c-8e11-62765c8fd048">the receivables is reduced through use <span class="_ _2"></span>of an allowance account and impaired debts <span class="_ _2"></span>are derecognised when they are assessed <span class="_ _2"></span>as uncollectable.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 hd4 ff13 fs24 fc6 sc0 ls2e ws2d gs11b"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForTradeAndOtherPayablesExplanatory" id="fact-625" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_34ae7ebf-2485-4109-9eb6-7367895651e7"><ix:continuation id="_93f85110-fbac-4171-8903-e0865f21bf83" continuedAt="_53c790dd-c02f-48cd-95a8-a526c67ce9dd"><ix:continuation id="_b9de822f-4232-462c-8e11-62765c8fd048" continuedAt="_7ac98d31-51c6-490a-b6df-c1a002d4f13c">T<span class="_ _0"></span>r<span class="_ _1"></span>ade payab<span class="_ _1"></span>les<span class="_ _2d2"> </span></ix:continuation></ix:continuation></ix:nonNumeric></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs11c"><ix:continuation id="_34ae7ebf-2485-4109-9eb6-7367895651e7"><ix:continuation id="_53c790dd-c02f-48cd-95a8-a526c67ce9dd"><ix:continuation id="_7ac98d31-51c6-490a-b6df-c1a002d4f13c" continuedAt="_8f4b3d2b-6ad3-4f80-a88b-d7119658721a">Trade payables are stated on the <span class="_ _2"></span>balance sheet at their original invoice value.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></ix:continuation></div></ix:nonNumeric></div><div class="-ixh-highlight-region gs11d"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForImpairmentOfAssetsExplanatory" id="fact-546" contextRef="c-1" escape="true" xml:lang="en"><div class="t m0 hbf ff16 fs24 fc6 sc0 ls70 ws9e gs11e"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForImpairmentOfNonfinancialAssetsExplanatory" id="fact-601" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_7d4b0f74-acfc-4126-8c5e-bf313284245a"><ix:continuation id="_8f4b3d2b-6ad3-4f80-a88b-d7119658721a" continuedAt="_e91235f8-95ed-43af-b2dd-654faa519e3c">2.15 <span class="_ _1a4"> </span> <span class="_ _18"></span>Impairment of<span class="_ _2"></span> non-financial assets<span class="_ _2d2"> </span></ix:continuation></ix:nonNumeric></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs11f"><ix:continuation id="_7d4b0f74-acfc-4126-8c5e-bf313284245a" continuedAt="_d3c9212d-d287-4a16-a626-604468e71f41"><ix:continuation id="_e91235f8-95ed-43af-b2dd-654faa519e3c" continuedAt="_017098f9-1ac8-4216-b334-f141de56066a">The Group assesses at each reporting <span class="_ _2"></span>date whether there is an indication that <span class="_ _2"></span>an asset may be impaired. If any <span class="_ _2"></span>such indication exists, or when </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs120"><ix:continuation id="_d3c9212d-d287-4a16-a626-604468e71f41" continuedAt="_ac1d9730-af42-49e2-abb6-9e2e0892e3d5"><ix:continuation id="_017098f9-1ac8-4216-b334-f141de56066a" continuedAt="_e0e96958-cee8-4d2a-8a4d-e616bcbd903e">annual impairment testing for an asset <span class="_ _2"></span>is required, the Group makes an estimate <span class="_ _2"></span>of the asset’s recoverable amount. For the <span class="_ _2"></span>purposes of </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs121"><ix:continuation id="_ac1d9730-af42-49e2-abb6-9e2e0892e3d5" continuedAt="_30d27317-6e8d-4204-b27c-f80c19bee05a"><ix:continuation id="_e0e96958-cee8-4d2a-8a4d-e616bcbd903e" continuedAt="_e89b5b68-9e50-4ad8-ae50-f8f8367d918c">impairment testing, assets are grouped together <span class="_ _2"></span>into the smallest group of assets that <span class="_ _2"></span>generates cash inflows from continuing use that <span class="_ _2"></span>are largely </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs122"><ix:continuation id="_30d27317-6e8d-4204-b27c-f80c19bee05a" continuedAt="_de4e8c01-da53-43a3-b0d7-6d086281596a"><ix:continuation id="_e89b5b68-9e50-4ad8-ae50-f8f8367d918c" continuedAt="_c36b2923-36aa-4c60-be98-82f108ee3f5e">independent of the cash inflows of <span class="_ _2"></span>other assets or cash generating units (CGUs). <span class="_ _2"></span>An asset’s or CGU’s recoverable amount is <span class="_ _2"></span>the higher of its </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs123"><ix:continuation id="_de4e8c01-da53-43a3-b0d7-6d086281596a" continuedAt="_8d83348d-86bc-4b9a-8ae3-c40db4722cfa"><ix:continuation id="_c36b2923-36aa-4c60-be98-82f108ee3f5e" continuedAt="_81d0ee58-b957-48fc-9790-4780656b7d02">fair value less costs to sell <span class="_ _2"></span>(FVLCTS) and value-in-use (VIU). Where the carrying <span class="_ _2"></span>amount of an asset exceeds its recoverable <span class="_ _2"></span>amount, the asset is </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs124"><ix:continuation id="_8d83348d-86bc-4b9a-8ae3-c40db4722cfa" continuedAt="_82d8da73-65b8-4485-83d2-7d78c9314128"><ix:continuation id="_81d0ee58-b957-48fc-9790-4780656b7d02" continuedAt="_721cb31b-ad1b-4f43-a0a4-23981b799397">considered impaired and is written down <span class="_ _2"></span>to its recoverable amount. In assessing an <span class="_ _2"></span>asset’s VIU, the estimated future cash flows <span class="_ _2"></span>are discounted </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs125"><ix:continuation id="_82d8da73-65b8-4485-83d2-7d78c9314128" continuedAt="_6fe52c7d-47ec-44ea-9b9d-9d198c82dd33"><ix:continuation id="_721cb31b-ad1b-4f43-a0a4-23981b799397" continuedAt="_dcee4db7-56ef-49e4-8e63-eadca18b3387">to their present value using a <span class="_ _2"></span>pre-tax discount rate that reflects current market <span class="_ _2"></span>assessments of the time value of money <span class="_ _2"></span>and the risks specific to </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs126"><ix:continuation id="_6fe52c7d-47ec-44ea-9b9d-9d198c82dd33" continuedAt="_695f89f1-d05d-4afa-8867-bb1ac39dd35a"><ix:continuation id="_dcee4db7-56ef-49e4-8e63-eadca18b3387" continuedAt="_30f449f5-4755-4ea8-9a44-98c7651bab7b">the asset. Impairment losses of continuing <span class="_ _2"></span>operations are recognised in the income statement <span class="_ _2"></span>in those expense categories consistent with the </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs127"><ix:continuation id="_695f89f1-d05d-4afa-8867-bb1ac39dd35a" continuedAt="_89059b88-6253-442e-b4c7-4e8cea830cb0"><ix:continuation id="_30f449f5-4755-4ea8-9a44-98c7651bab7b" continuedAt="_8b97722f-d6b9-4f22-9bb5-96618a4923dd">function of the impaired asset.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs128"><ix:continuation id="_89059b88-6253-442e-b4c7-4e8cea830cb0" continuedAt="_cadf187e-249d-4cee-a086-63b343430b9d"><ix:continuation id="_8b97722f-d6b9-4f22-9bb5-96618a4923dd" continuedAt="_522496c8-245d-4458-b3f0-3a54b5719810">For assets excluding goodwill and brand, <span class="_ _2"></span>an assessment is made at each reportin<span class="_ _2"></span>g date as to whether there is <span class="_ _2"></span>any indication that previously </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs129"><ix:continuation id="_cadf187e-249d-4cee-a086-63b343430b9d" continuedAt="_fe98aaec-373a-436d-ab99-5e68d756d820"><ix:continuation id="_522496c8-245d-4458-b3f0-3a54b5719810" continuedAt="_8da2ad34-3174-467a-ab8d-803140359b5f">recognised impairment losses may no longer <span class="_ _2"></span>exist or may have decreased. If such <span class="_ _2"></span>indication exists, the Group estimates the assets <span class="_ _2"></span>or CGU’s </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs12a"><ix:continuation id="_8da2ad34-3174-467a-ab8d-803140359b5f" continuedAt="_83c31e00-6e76-4ea2-9a4d-9f36fcb0b945"><ix:continuation id="_fe98aaec-373a-436d-ab99-5e68d756d820">recoverable amount.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div></ix:nonNumeric></div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   106<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   106<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
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class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">106<span class="_ _1b6"> </span>107</div><div class="t m0 xf he y1f ff4b fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 xe he y1e ff4b fs6 fc4 sc0 ls9c ws9c">OTHER INFORMATION<span class="_ _182"></span><span class="fc0">FINANCIAL STATEMENTS<span class="_ _183"></span><span class="fc4">CORPORATE GOVERNANCE<span class="_ _13e"></span>STRATEGIC<span class="_ _2"></span> REPORT<span class="_ _184"></span><span class="ls37 ws36">OVERVIEW</span></span></span></div><div class="t m0 x18 h10 y21 ff4c fs4 fc6 sc0 ls1 ws0"> </div><div class="-ixh-highlight-region gs12b"><ix:nonNumeric name="lsl:DescriptionOfAccountingPolicyForLoansToFranchiseesAndAppointedRepresentativesExplanatory" id="fact-547" contextRef="c-1" escape="true" xml:lang="en"><div class="t m0 hbf ff16 fs24 fc6 sc0 ls2e ws2d gs12c"><ix:continuation id="_83c31e00-6e76-4ea2-9a4d-9f36fcb0b945" continuedAt="_526b5ea8-6a4c-461e-9157-fd42a9e8e104">2.16   <span class="_ _18"></span>Loan<span class="_ _1"></span>s to franc<span class="_ _1"></span>hise<span class="_ _1"></span>es and app<span class="_ _1"></span>ointe<span class="_ _1"></span>d repre<span class="_ _1"></span>sent<span class="_ _1"></span>atives<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs12d"><ix:continuation id="_526b5ea8-6a4c-461e-9157-fd42a9e8e104" continuedAt="_35afead0-04c0-4e5a-98de-7a248abcbfbb">The Group issues loans to its <span class="_ _2"></span>franchisees and appointed representatives, the Group’s ob<span class="_ _2"></span>jective is to hold these loans to <span class="_ _2"></span>collect contractual cash </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs12e"><ix:continuation id="_35afead0-04c0-4e5a-98de-7a248abcbfbb" continuedAt="_93a2ed6e-9251-4d5b-9f23-ef34e47c3d03">flows and the contractual cash flows <span class="_ _2"></span>are solely payments of principal and interest. <span class="_ _2"></span>They are initially recognised at fair valu<span class="_ _2"></span>e plus transaction costs </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs12f"><ix:continuation id="_93a2ed6e-9251-4d5b-9f23-ef34e47c3d03" continuedAt="_8a1ec583-56d5-4d75-8bec-60ba46361e3e">that are directly attributable to their <span class="_ _2"></span>issue and are subsequently carried at amortised <span class="_ _2"></span>cost, less provision for impairment.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs130"><ix:continuation id="_8a1ec583-56d5-4d75-8bec-60ba46361e3e" continuedAt="_53fd1394-bf65-4ede-b8a9-213b916e2944">Loans to appointed representatives are made <span class="_ _2"></span>in the normal course of business and <span class="_ _2"></span>on standard terms, the duration is <span class="_ _2"></span>typically three years and the </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs131"><ix:continuation id="_53fd1394-bf65-4ede-b8a9-213b916e2944" continuedAt="_868109c0-8870-48d6-913c-3c6ff894be06">loans are offered on an interest-free <span class="_ _2"></span>basis. The Group calculates the difference between <span class="_ _2"></span>the par value and fair value on <span class="_ _2"></span>recognition using a market </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs132"><ix:continuation id="_868109c0-8870-48d6-913c-3c6ff894be06" continuedAt="_624d80d3-dacf-4db3-816c-a4de8950ebfd">rate of interest and charges this <span class="_ _2"></span>amount to finance costs in the Group <span class="_ _2"></span>Statement of Profit or Loss and Other <span class="_ _2"></span>Comprehensive Income, the residual </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs133"><ix:continuation id="_624d80d3-dacf-4db3-816c-a4de8950ebfd" continuedAt="_c0c8252f-b7a9-4661-8312-2781a37569a4">loan amount is recorded as a <span class="_ _2"></span>financial asset at amortised cost.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs134"><ix:continuation id="_c0c8252f-b7a9-4661-8312-2781a37569a4" continuedAt="_4c360c06-baf6-473d-9933-aea48e5a11e6">Impairment provisions against loans to franchisees <span class="_ _2"></span>and appointed representatives are recognised based <span class="_ _2"></span>on an expected credit loss model. </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs135"><ix:continuation id="_4c360c06-baf6-473d-9933-aea48e5a11e6" continuedAt="_81a9e43e-a9e9-415d-9294-a2220d4a2ba5">The methodology used to determine the <span class="_ _2"></span>amount of provision is based on whether <span class="_ _2"></span>there has been a significant increase in <span class="_ _2"></span>credit risk since </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs136"><ix:continuation id="_81a9e43e-a9e9-415d-9294-a2220d4a2ba5" continuedAt="_cd7c518b-dd26-42fd-9574-9f67b73eb669">initial recognition of these financial assets <span class="_ _2"></span>and is calculated by considering the <span class="_ _2"></span>cash shortfalls that would be incurred and <span class="_ _2"></span>probability of these </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs137"><ix:continuation id="_cd7c518b-dd26-42fd-9574-9f67b73eb669" continuedAt="_f5eda9f2-3553-4f22-9293-71e62d40628c">cash shortfalls using the Group’s model. <span class="_ _2"></span>Where a significant increase in credit risk <span class="_ _2"></span>is identified, lifetime expected credit losses <span class="_ _2"></span>are recognised; </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs138"><ix:continuation id="_f5eda9f2-3553-4f22-9293-71e62d40628c" continuedAt="_46ffb3dd-beef-466c-a0a3-c1c1e3c48452">alternatively, if there has not been <span class="_ _2"></span>a significant increase in credit risk, a <span class="_ _2"></span>12-month expected credit loss is recognised. Such<span class="_ _2"></span> provisions are recorded </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs139"><ix:continuation id="_46ffb3dd-beef-466c-a0a3-c1c1e3c48452" continuedAt="_43fd7fac-754f-4897-ab1f-d81251c01e8a">in a separate allowance account with <span class="_ _2"></span>the loss being recognised within operating expenses <span class="_ _2"></span>in the Group Income Statement. On <span class="_ _2"></span>confirmation that a </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs13a"><ix:continuation id="_43fd7fac-754f-4897-ab1f-d81251c01e8a" continuedAt="_1a79654c-dae0-4363-a4ea-2fedef6d1e5c">loan will not be collectable, the <span class="_ _2"></span>gross carrying value of the asset is <span class="_ _2"></span>written off against the associated provision.<span class="_ _2d2"> </span></ix:continuation></div></ix:nonNumeric></div><div class="-ixh-highlight-region gs13b"><ix:nonNumeric name="lsl:DescriptionOfAccountingPolicyForLoansToJointVentureExplanatory" id="fact-548" contextRef="c-1" escape="true" xml:lang="en"><div class="t m0 h6f ffb fs24 fc6 sc0 ls2e ws0 gs13c"><ix:continuation id="_1a79654c-dae0-4363-a4ea-2fedef6d1e5c" continuedAt="_28015342-e437-4eac-afc2-0aa86b81780a">2.17   <span class="_ _18"></span>L<span class="_ _1"></span>oans t<span class="_ _1"></span>o joint ve<span class="_ _1"></span>nture<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs13d"><ix:continuation id="_28015342-e437-4eac-afc2-0aa86b81780a" continuedAt="_2d9ac03b-4f4b-42ee-9dc0-8745a9c7d333">The Group issued loan notes <span class="_ _2"></span>to its joint venture in 2024 <span class="_ _2"></span>and 2025. The Group’s objective is <span class="_ _2"></span>to hold these loans to <span class="_ _2"></span>collect contractual cash flows and </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs13e"><ix:continuation id="_2d9ac03b-4f4b-42ee-9dc0-8745a9c7d333" continuedAt="_8acb9eb2-7bc3-424a-afc0-e224f974e40e">the contractual cash flows are solely <span class="_ _2"></span>payments of principal and interest. They are <span class="_ _2"></span>initially recognised at fair value plus transaction <span class="_ _2"></span>costs that are </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs13f"><ix:continuation id="_8acb9eb2-7bc3-424a-afc0-e224f974e40e" continuedAt="_fb6c7411-530f-4d70-9f46-59e1d13f9061">directly attributable to their issue and <span class="_ _2"></span>are subsequently carried at amortised cost, less <span class="_ _2"></span>provision for impairment. The loan notes are <span class="_ _2"></span>redeemable </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs140"><ix:continuation id="_fb6c7411-530f-4d70-9f46-59e1d13f9061" continuedAt="_06ddc2b3-0776-4315-b39e-f8774c770fcf">and were redeemed in January 2026.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs141"><ix:continuation id="_06ddc2b3-0776-4315-b39e-f8774c770fcf" continuedAt="_f58b212e-a91c-4f01-a3ec-e5478ccf3f23">Impairment provisions against loans to joint <span class="_ _2"></span>venture are recognised based on an expected <span class="_ _2"></span>credit loss model. The methodology used <span class="_ _2"></span>to determine </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs142"><ix:continuation id="_f58b212e-a91c-4f01-a3ec-e5478ccf3f23" continuedAt="_aeb1425f-adaf-4e96-981e-071a1e245169">the amount of provision is based <span class="_ _2"></span>on whether there has been a significant <span class="_ _2"></span>increase in credit risk since initial recognition <span class="_ _2"></span>of these financial assets </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs143"><ix:continuation id="_aeb1425f-adaf-4e96-981e-071a1e245169" continuedAt="_3f08a804-f059-4cc9-b778-8eb3bae0460d">and is calculated by considering the <span class="_ _2"></span>cash shortfalls that would be incurred and <span class="_ _2"></span>probability of these cash shortfalls using <span class="_ _2"></span>the Group’s model. Where </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs144"><ix:continuation id="_3f08a804-f059-4cc9-b778-8eb3bae0460d" continuedAt="_d525d421-98ff-4d77-8dbf-6000e757c56a">a significant increase in credit risk <span class="_ _2"></span>is identified, lifetime expected credit losses are <span class="_ _2"></span>recognised; alternatively, if there has not been <span class="_ _2"></span>a significant </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs145"><ix:continuation id="_d525d421-98ff-4d77-8dbf-6000e757c56a" continuedAt="_d589d728-0390-42ca-8749-ff091ddc6d93">increase in credit risk, a 12-month <span class="_ _2"></span>expected credit loss is recognised. Such provisions <span class="_ _2"></span>are recorded in a separate allowance accoun<span class="_ _2"></span>t with the loss </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs146"><ix:continuation id="_d589d728-0390-42ca-8749-ff091ddc6d93" continuedAt="_4844dbff-e6b5-404f-9596-d9b9a7e23631">being recognised within operating expenses in <span class="_ _2"></span>the Group Statement of Profit or Loss <span class="_ _2"></span>and Other Comprehensive Income.<span class="_ _2d2"> </span></ix:continuation></div></ix:nonNumeric></div><div class="-ixh-highlight-region gs147"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForProvisionsExplanatory" id="fact-549" contextRef="c-1" escape="true" xml:lang="en"><div class="t m0 h6f ffb fs24 fc6 sc0 ls92 wsa6 gs148"><ix:continuation id="_4844dbff-e6b5-404f-9596-d9b9a7e23631" continuedAt="_dfc14b45-4479-4fe9-a64a-8c94be1b167a">2.18 <span class="_ _c2"> </span> Provisions<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs149"><ix:continuation id="_dfc14b45-4479-4fe9-a64a-8c94be1b167a" continuedAt="_b46162d0-5e8b-4a53-a27b-28ee0bb60679">A provision is recognised in the <span class="_ _2"></span>Balance Sheet when the Group has a <span class="_ _2"></span>present legal or constructive obligation as a <span class="_ _2"></span>result of a past event and it <span class="_ _2"></span>is </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs14a"><ix:continuation id="_b46162d0-5e8b-4a53-a27b-28ee0bb60679" continuedAt="_75f34360-d4f6-4839-af83-5d0852212fdf">probable that an outflow of economic <span class="_ _2"></span>benefits will be required to settle the <span class="_ _2"></span>obligation. If the effect is material, provisions <span class="_ _2"></span>are determined by </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs14b"><ix:continuation id="_75f34360-d4f6-4839-af83-5d0852212fdf" continuedAt="_859affd6-4665-4a0e-95ca-727921dfc642">discounting the expected future cash flows <span class="_ _2"></span>at a pre-tax rate that reflects current <span class="_ _2"></span>market assessments of the time value of <span class="_ _2"></span>money and, where </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs14c"><ix:continuation id="_859affd6-4665-4a0e-95ca-727921dfc642" continuedAt="_d32e03d1-fb3e-4c45-8794-78ae560a1c1a">appropriate, the risks specific to the <span class="_ _2"></span>liability.<span class="_ _2d2"> </span></ix:continuation></div></ix:nonNumeric></div><div class="-ixh-highlight-region gs14d"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForLeasesExplanatory" id="fact-550" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_956b9ece-87a2-42fb-bdf0-2b73b020c251"><div class="t m0 h6f ffb fs24 fc6 sc0 ls9a wsa7 gs14e"><ix:continuation id="_d32e03d1-fb3e-4c45-8794-78ae560a1c1a" continuedAt="_c5ebf6ef-08c3-417c-95c7-169fc21bbe3b">2.19 <span class="_ _c2"> </span> Leases<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs14f"><ix:continuation id="_c5ebf6ef-08c3-417c-95c7-169fc21bbe3b" continuedAt="_1d97b853-0a80-4c6e-8820-e6a1ede6b738">Leases are defined as a contract <span class="_ _2"></span>which gives the right to use an <span class="_ _2"></span>asset for a period of time in <span class="_ _2"></span>exchange for consideration. As a lessee, the <span class="_ _2"></span>Group </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs150"><ix:continuation id="_1d97b853-0a80-4c6e-8820-e6a1ede6b738" continuedAt="_38f1fc67-33bb-47bc-b550-34d4c0804f77">recognises three classes of leases on <span class="_ _2"></span>this basis:<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h14 ffc fs8 fca sc0 ls14 ws11 gs151"><ix:continuation id="_38f1fc67-33bb-47bc-b550-34d4c0804f77" continuedAt="_5456be2a-f0df-4cc7-ae45-3490da92cdd1">• <span class="_ _16"> </span><span class="fc8 ws0">Property leases<span class="_ _2d2"> </span></span></ix:continuation></div><div class="t m0 h14 ffc fs8 fca sc0 ls14 ws11 gs152"><ix:continuation id="_5456be2a-f0df-4cc7-ae45-3490da92cdd1" continuedAt="_0ba980fc-1ee9-44ad-8621-0db9a952125a">• <span class="_ _16"> </span><span class="fc8 ws0">Motor vehicle leases<span class="_ _2d2"> </span></span></ix:continuation></div><div class="t m0 h14 ffc fs8 fca sc0 ls14 ws11 gs153"><ix:continuation id="_0ba980fc-1ee9-44ad-8621-0db9a952125a" continuedAt="_29a951de-f935-4a96-92e2-1d17cd09bf9d">• <span class="_ _16"> </span><span class="fc8 ws0">Other leases<span class="_ _2d2"> </span></span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs154"><ix:continuation id="_29a951de-f935-4a96-92e2-1d17cd09bf9d" continuedAt="_92dd2e5c-dfad-45f6-bc3f-21f8ecf97004">Property leases and motor vehicle leases <span class="_ _2"></span>have been recognised on the Group Balance <span class="_ _2"></span>Sheet, in financial liabilities, by recognising th<span class="_ _2"></span>e future cash </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs155"><ix:continuation id="_92dd2e5c-dfad-45f6-bc3f-21f8ecf97004" continuedAt="_b494e52e-415b-4993-b1f8-f6f9fe065b03">flows of the lease obligation, discounted <span class="_ _2"></span>using the incremental borrowing rate of the <span class="_ _2"></span>Group, adjusted for factors such as swap <span class="_ _2"></span>rates available and </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs156"><ix:continuation id="_b494e52e-415b-4993-b1f8-f6f9fe065b03" continuedAt="_f347bbcb-92b8-4e38-b0c1-6cabe90bb2d4">the credit risk of the entity <span class="_ _2"></span>entering into the lease.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs157"><ix:continuation id="_f347bbcb-92b8-4e38-b0c1-6cabe90bb2d4" continuedAt="_63ed2c44-7c1b-40ae-8ff9-dbfd56dbd098">Corresponding right-of-use assets have been recognised <span class="_ _2"></span>on the Group Balance Sheet under property, <span class="_ _2"></span>plant and equipment and have been </ix:continuation></div><div class="t m0 h14 ffc fs8 fc8 sc0 ls14 ws0 gs158"><ix:continuation id="_63ed2c44-7c1b-40ae-8ff9-dbfd56dbd098" continuedAt="_887ca25c-0e34-4f97-8aa2-53209defd535">measured as being equal to the discounted lease liability plus any lease payments made at or before the inception of the lease and initial direct </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs159"><ix:continuation id="_887ca25c-0e34-4f97-8aa2-53209defd535" continuedAt="_92ab629e-d1ac-40b8-a54d-1d1a7f431de0">costs, less any lease incentives received. <span class="_ _2"></span>Cash flows from these leases have been <span class="_ _2"></span>recognised by including the principal portion of <span class="_ _2"></span>the lease </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs15a"><ix:continuation id="_92ab629e-d1ac-40b8-a54d-1d1a7f431de0" continuedAt="_96349b37-cfb7-438c-8edf-ee4cc5e87c4e">payments in cash flows from financing <span class="_ _2"></span>activities and the interest portion of the <span class="_ _2"></span>lease payment recognised through operating activities.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs15b"><ix:continuation id="_96349b37-cfb7-438c-8edf-ee4cc5e87c4e" continuedAt="_fdf66ff7-1b05-4ed0-ba4b-cc99455258d8">Other leases are leases for low <span class="_ _2"></span>value items or leases whose contract term is <span class="_ _2"></span>less than 12 months. The practical <span class="_ _2"></span>expedient not to recognise right-of-<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs15c"><ix:continuation id="_fdf66ff7-1b05-4ed0-ba4b-cc99455258d8" continuedAt="_ec886b65-ac60-482e-b1ba-170d9bbd7d9a">use assets and lease liabilities for <span class="_ _2"></span>these leases has been utilised by the <span class="_ _2"></span>Group. A charge for these leases has <span class="_ _2"></span>been recognised through the Profit or </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs15d"><ix:continuation id="_ec886b65-ac60-482e-b1ba-170d9bbd7d9a" continuedAt="_7340b866-8440-49fa-b175-c441fd9a60a6">Loss and Other Comprehensive Income as <span class="_ _2"></span>an operating expense. The cash flows relating <span class="_ _2"></span>to low value and short-term leases have <span class="_ _2"></span>been recognised </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs15e"><ix:continuation id="_7340b866-8440-49fa-b175-c441fd9a60a6" continuedAt="_b9d1d296-3b5e-443f-941c-c8167e8f7027">in net cash flows from operating <span class="_ _2"></span>activities. No leases where the Group is <span class="_ _2"></span>a lessee, or a lessor contain variable <span class="_ _2"></span>lease payments.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs15f"><ix:continuation id="_b9d1d296-3b5e-443f-941c-c8167e8f7027" continuedAt="_fc77454d-4cdf-4c91-9d53-8aca12887e58">In scenarios where the Group is <span class="_ _2"></span>an intermediate lessor, the sublease is classified <span class="_ _2"></span>as a finance lease if substantially all <span class="_ _2"></span>of the risk and rewards </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs160"><ix:continuation id="_fc77454d-4cdf-4c91-9d53-8aca12887e58" continuedAt="_e2344fe3-5540-444f-9c32-1b2056db5caa">incidental to the ownership of the <span class="_ _2"></span>leased asset have transferred to the sublessee, <span class="_ _2"></span>otherwise the sublease is classified as an<span class="_ _2"></span> operating lease. The </ix:continuation></div><div class="t m0 h14 ffc fs8 fc8 sc0 ls14 ws0 gs161"><ix:continuation id="_e2344fe3-5540-444f-9c32-1b2056db5caa" continuedAt="_5ad43b71-6596-4e47-87ad-5d27b383a7d7">Group accounts for finance subleases by derecognising the existing right-of-use asset at the effective date of the sublease and recognising a </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs162"><ix:continuation id="_5ad43b71-6596-4e47-87ad-5d27b383a7d7" continuedAt="_02636271-9ab0-4282-b815-5eb0d6e5e03f">receivable for the Group’s net investment <span class="_ _2"></span>in the sublease, with any resultant gain/(loss) <span class="_ _2"></span>recognised in the Profit or Loss and <span class="_ _2"></span>Other Comprehensive </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs163"><ix:continuation id="_02636271-9ab0-4282-b815-5eb0d6e5e03f" continuedAt="_56ee84db-4513-48e2-97a1-97df6b8fa132">Income. The net investment in the <span class="_ _2"></span>leases equals remaining fixed payments, discounted <span class="_ _2"></span>at the interest rate implicit in the <span class="_ _2"></span>lease. After initial </ix:continuation></div></ix:nonNumeric></div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   107<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   107<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
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class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">108<span class="_ _1b6"> </span>109</div><div class="t m0 x8 he y1f ff49 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x19 he y1e ff49 fs6 fc4 sc0 ls37 ws36">OVERVIEW</div><div class="t m0 x6 h10 y21 ffc fs4 fc6 sc0 ls9e ws12">Notes<span class="_ _1"></span> to<span class="_ _1"></span> the<span class="_ _7"></span> Group<span class="_ _1"></span> Finan<span class="_ _1"></span>cial<span class="_ _1"></span> S<span class="_ _2"></span>t<span class="_ _1"></span>atement<span class="_ _1"></span>s<span class="_ _1"></span> <span class="fs41 lsa0 wsa1">conti<span class="_ _2"></span>nued</span></div><div class="-ixh-highlight-region gs164"><ix:continuation id="_956b9ece-87a2-42fb-bdf0-2b73b020c251"><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs165"><ix:continuation id="_56ee84db-4513-48e2-97a1-97df6b8fa132" continuedAt="_5cec57a9-9f84-48dd-93fa-07aea095dca9">recognition, the Group recognises finance income <span class="_ _2"></span>over the remaining lease using the <span class="_ _2"></span>amortised cost method. The net investment in <span class="_ _2"></span>sublease is </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs166"><ix:continuation id="_5cec57a9-9f84-48dd-93fa-07aea095dca9" continuedAt="_ec8b6fca-70e0-453e-85e1-25111f42f66f">subsequently reviewed for impairment under IFRS <span class="_ _2"></span>9 (further details are given in <span class="_ _2"></span>note 26 to these Financial Statements).<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs167"><ix:continuation id="_ec8b6fca-70e0-453e-85e1-25111f42f66f" continuedAt="_ed5be6a6-12fe-4407-aa9a-b0434704b8c9">Rental income including the effect of <span class="_ _2"></span>lease incentives from sublet properties and vehicles <span class="_ _2"></span>are recognised over time on a straight-line <span class="_ _2"></span>basis, </ix:continuation></div><div class="t m0 h14 ffc fs8 fc8 sc0 ls14 ws0 gs168"><ix:continuation id="_ed5be6a6-12fe-4407-aa9a-b0434704b8c9" continuedAt="_b16ef7c6-7d60-4b9d-9fa6-2c5d2e421d2f">throughout the lease term for operating leases or by recognising in the balance sheet a lease receivable equal to the investment in the lease for </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs169"><ix:continuation id="_b16ef7c6-7d60-4b9d-9fa6-2c5d2e421d2f" continuedAt="_8e5858ff-4a12-4d81-93fd-647886ac94d4">finance leases. Subleases are assessed as <span class="_ _2"></span>finance leases or operating leases in reference <span class="_ _2"></span>to the right-of-use asset the lease generates.<span class="_ _2d2"> </span></ix:continuation></div></ix:continuation></div><div class="-ixh-highlight-region gs16a"><ix:nonNumeric name="lsl:DescriptionOfAccountingPolicyForSharesHeldByEmployeeBenefitTrustEBTAndShareIncentivePlanSIPExplanatory" id="fact-551" contextRef="c-1" escape="true" xml:lang="en"><div class="t m0 hbf ff16 fs24 fc6 sc0 ls2e ws2d gs16b"><ix:continuation id="_8e5858ff-4a12-4d81-93fd-647886ac94d4" continuedAt="_4471f520-8124-48b2-8db5-1ca859ca38f4">2.<span class="_ _1"></span>20 Sha<span class="_ _1"></span>res hel<span class="_ _1"></span>d by <span class="_ _2"></span>emp<span class="_ _1"></span>loyee be<span class="_ _1"></span>nefit tr<span class="_ _1"></span>ust (EBT<span class="_ _1"></span>) and share in<span class="_ _1"></span>centi<span class="_ _1"></span>ve plan (SIP)<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs16c"><ix:continuation id="_4471f520-8124-48b2-8db5-1ca859ca38f4" continuedAt="_0820230b-38cb-4fe9-ad3e-5f64b06962f7">The Group has an employee share <span class="_ _2"></span>scheme (ESOT) for the granting of LSL <span class="_ _2"></span>shares to Executive Directors and selected senior <span class="_ _2"></span>employees; and an </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs16d"><ix:continuation id="_0820230b-38cb-4fe9-ad3e-5f64b06962f7" continuedAt="_b58399dd-d6a7-4f11-99a7-306b5345fa43">employee share incentive plan. Shares in <span class="_ _2"></span>LSL held by the ESOT and the <span class="_ _2"></span>trusts are treated as treasury shares and <span class="_ _2"></span>presented in the Group Balance </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs16e"><ix:continuation id="_b58399dd-d6a7-4f11-99a7-306b5345fa43" continuedAt="_1cc5940f-b28d-453b-8bf6-3137986e0792">Sheet as a deduction from equity. <span class="_ _2"></span>No gain or loss is recognised in <span class="_ _2"></span>the income statement on the purchase, sale, <span class="_ _2"></span>issue or cancellation of the Group’s </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs16f"><ix:continuation id="_1cc5940f-b28d-453b-8bf6-3137986e0792" continuedAt="_68fc770f-bc72-4bcc-875e-d369a2fa71f6">own equity instruments. The finance costs <span class="_ _2"></span>and administration costs relating to the ESOT <span class="_ _2"></span>and the trusts are charged to the <span class="_ _2"></span>income statement. </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs170"><ix:continuation id="_68fc770f-bc72-4bcc-875e-d369a2fa71f6" continuedAt="_661b96d3-4c8b-4e96-a62e-d98c0c068c59">Dividends earned on shares held in <span class="_ _2"></span>the ESOT and the trusts have been <span class="_ _2"></span>waived. The ESOT and trust shares <span class="_ _2"></span>are ignored for the purposes of </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs171"><ix:continuation id="_661b96d3-4c8b-4e96-a62e-d98c0c068c59" continuedAt="_8a1bdb55-200e-4d77-b3d0-3f614ce8ac22">calculating the Group’s earnings per share <span class="_ _2"></span>(EPS).<span class="_ _2d2"> </span></ix:continuation></div></ix:nonNumeric></div><div class="-ixh-highlight-region gs172"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForTreasurySharesExplanatory" id="fact-552" contextRef="c-1" escape="true" xml:lang="en"><div class="t m0 h6f ffb fs24 fc6 sc0 ls99 wsa5 gs173"><ix:continuation id="_8a1bdb55-200e-4d77-b3d0-3f614ce8ac22" continuedAt="_5d4025b5-3d8f-46f9-b28b-7112937e2c93">2.<span class="_ _1"></span>21<span class="_ _2"></span> <span class="_ _c2"> </span> T<span class="_ _2"></span>reasury <span class="_ _1b5"> </span>share<span class="_ _1"></span>s<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffc fs8 fc8 sc0 ls14 ws0 gs174"><ix:continuation id="_5d4025b5-3d8f-46f9-b28b-7112937e2c93" continuedAt="_d5321f5b-549e-42b5-8a3e-7a2ef04b2141">Where the Group repurchases shares from existing <span class="ls1">S</span><span class="ffd ws11">hareholders, they are held <span class="_ _2"></span>as treasury shares and are presented as <span class="_ _2"></span>a deduction from equity. </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs175"><ix:continuation id="_d5321f5b-549e-42b5-8a3e-7a2ef04b2141" continuedAt="_c664e59f-1555-4096-810f-8de555d4f110">No gain or loss is recognised <span class="_ _2"></span>in the income statement on the purchase, <span class="_ _2"></span>sale, issue or cancellation of the Group’s <span class="_ _2"></span>own equity instruments. Treasury </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs176"><ix:continuation id="_c664e59f-1555-4096-810f-8de555d4f110" continuedAt="_59e34202-b860-4721-a5fa-bf16ab062360">shares are ignored for the purposes <span class="_ _2"></span>of calculating the Group’s EPS and adjusted <span class="_ _2"></span>EPS.<span class="_ _2d2"> </span></ix:continuation></div></ix:nonNumeric></div><div class="-ixh-highlight-region gs177"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForDividendsExplanatory" id="fact-553" contextRef="c-1" escape="true" xml:lang="en"><div class="t m0 h6f ffb fs24 fc6 sc0 ls1 wsa8 gs178"><ix:continuation id="_59e34202-b860-4721-a5fa-bf16ab062360" continuedAt="_f8c93d3f-f05c-49d4-97ce-3b91917bc21f">2.22 <span class="_ _c2"> </span> Dividends<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs179"><ix:continuation id="_f8c93d3f-f05c-49d4-97ce-3b91917bc21f" continuedAt="_f262e06c-0aca-4e1a-8908-6732de197bf5">Equity dividends are recognised when they <span class="_ _2"></span>become legally payable. In the case of <span class="_ _2"></span>interim dividends to <span class="ffc ls1 ws0">S</span>hareholders, <span class="_ _2"></span>this is when paid. In the case </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs17a"><ix:continuation id="_f262e06c-0aca-4e1a-8908-6732de197bf5" continuedAt="_1d8c8be7-84cc-4c55-988b-0b2bf69ca8b5">of final dividends, this is when <span class="_ _2"></span>approved by <span class="ffc ls1 ws0">S<span class="_ _2d2"> </span></span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs17b"><ix:continuation id="_1d8c8be7-84cc-4c55-988b-0b2bf69ca8b5" continuedAt="_d4f6655b-cfaa-4393-8b89-356b4a01b76d">hareholders at each AGM.<span class="_ _2d2"> </span></ix:continuation></div></ix:nonNumeric></div><div class="-ixh-highlight-region gs17c"><ix:nonNumeric name="ifrs-full:DescriptionOfAccountingPolicyForEmployeeBenefitsExplanatory" id="fact-554" contextRef="c-1" escape="true" xml:lang="en"><div class="t m0 h6f ffb fs24 fc6 sc0 ls1 wsa8 gs17d"><ix:continuation id="_d4f6655b-cfaa-4393-8b89-356b4a01b76d" continuedAt="_4284edb8-9c12-4938-9758-4d7666b3ea95">2.23 <span class="_ _c2"> </span> Pensions<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs17e"><ix:continuation id="_4284edb8-9c12-4938-9758-4d7666b3ea95" continuedAt="_afb543e6-309d-47cb-aea5-b3fe0f34d692">The Group operates a defined contribution <span class="_ _2"></span>pension scheme for employees of all Group <span class="_ _2"></span>companies. The assets of the scheme are <span class="_ _2"></span>invested and </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs17f"><ix:continuation id="_afb543e6-309d-47cb-aea5-b3fe0f34d692" continuedAt="_a795425b-2ae8-4fe6-b4e7-b46817821e98">managed independently of the finances of <span class="_ _2"></span>the Group. The pension cost charge rep<span class="_ _2"></span>resents contributions payable in the year.<span class="_ _2d2"> </span></ix:continuation></div></ix:nonNumeric></div><div class="-ixh-highlight-region gs180"><ix:nonNumeric name="ifrs-full:DisclosureOfAccountingJudgementsAndEstimatesExplanatory" id="fact-555" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_a9be2fa7-9d46-4f19-83c9-16f68a9b3306"><div class="t m0 hbf ff16 fs24 fc6 sc0 ls2e ws2d gs181"><ix:continuation id="_a795425b-2ae8-4fe6-b4e7-b46817821e98" continuedAt="_eb3cfc47-6eb4-456d-8628-b8bc4e75f955">2.<span class="_ _1"></span>24 <span class="_ _1a4"> </span> <span class="_ _18"></span>Criti<span class="_ _1"></span>cal ac<span class="_ _1"></span>counti<span class="_ _1"></span>ng judge<span class="_ _1"></span>ment<span class="_ _1"></span>s and estim<span class="_ _1"></span>ates<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h14 ffc fs8 fc8 sc0 ls14 ws0 gs182"><ix:continuation id="_eb3cfc47-6eb4-456d-8628-b8bc4e75f955" continuedAt="_96f2523a-09bd-4934-b2b5-25fd286f2a45">The preparation of the Group’s Financial Statements requires the use of estimates and assumptions that affect the reported amounts of assets </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs183"><ix:continuation id="_96f2523a-09bd-4934-b2b5-25fd286f2a45" continuedAt="_9e817438-431c-4e9b-acce-a60e4c3385c9">and liabilities at the date of <span class="_ _2"></span>the Financial Statements and the reported amounts <span class="_ _2"></span>of revenue and expenses during the <span class="_ _2"></span>year. These estimates and </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs184"><ix:continuation id="_9e817438-431c-4e9b-acce-a60e4c3385c9" continuedAt="_0adf6b82-be94-406e-acb0-7286eeb3d284">judgements are based on Management’s best <span class="_ _2"></span>knowledge of the amount, event or actions <span class="_ _2"></span>and actual results ultimately may differ from <span class="_ _2"></span>those </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs185"><ix:continuation id="_0adf6b82-be94-406e-acb0-7286eeb3d284" continuedAt="_72ee431c-d244-445b-b6e3-b07088d09175">estimates. Group Management believe that the <span class="_ _2"></span>estimates and assumptions listed below have a <span class="_ _2"></span>significant risk of resulting in a material <span class="_ _2"></span>adjustment </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs186"><ix:continuation id="_72ee431c-d244-445b-b6e3-b07088d09175" continuedAt="_7916b74d-ba2b-40e8-a2f6-f23cdb6199b6">to the carrying amounts of assets <span class="_ _2"></span>and liabilities.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 hd4 ff13 fs24 fc6 sc0 ls2e ws2d gs187"><ix:continuation id="_7916b74d-ba2b-40e8-a2f6-f23cdb6199b6" continuedAt="_0d240feb-ed46-4029-9a67-c5435d4c276d">Car<span class="_ _1"></span>r<span class="_ _1"></span>ying valu<span class="_ _1"></span>e of goodwill and int<span class="_ _1"></span>angibl<span class="_ _1"></span>e asset<span class="_ _1"></span>s (<span class="_ _2"></span>esti<span class="_ _1"></span>mate<span class="_ _2"></span>)<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs188"><ix:continuation id="_0d240feb-ed46-4029-9a67-c5435d4c276d" continuedAt="_a0e01301-94ea-43be-97d7-68e76df0da94">The Group carries out impairment reviews <span class="_ _2"></span>of intangible assets when there is an <span class="_ _2"></span>indication that the carrying value may not <span class="_ _2"></span>be recoverable and tests </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs189"><ix:continuation id="_a0e01301-94ea-43be-97d7-68e76df0da94" continuedAt="_32213577-9bc5-48fa-bc1c-d4a274c866b7">the carrying value of goodwill and <span class="_ _2"></span>indefinite life intangibles at least annually. Each <span class="_ _2"></span>of the Group’s three segments holds <span class="_ _2"></span>goodwill or indefinite life </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs18a"><ix:continuation id="_32213577-9bc5-48fa-bc1c-d4a274c866b7" continuedAt="_e0b554c0-11a7-467b-80fc-cc07f0ee5263">intangible assets and therefore an annual <span class="_ _2"></span>impairment review is required.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs18b"><ix:continuation id="_e0b554c0-11a7-467b-80fc-cc07f0ee5263" continuedAt="_a684fc27-026d-468a-bcc8-573278385e34">Judgement is required in identifying the <span class="_ _2"></span>cash-generating units (CGUs) for impairment testing <span class="_ _2"></span>and in determining whether certain brand intangibles </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs18c"><ix:continuation id="_a684fc27-026d-468a-bcc8-573278385e34" continuedAt="_5b575fdb-df30-4759-a6a3-735505c9424f">have an indefinite useful life, based <span class="_ _2"></span>on the expectation of continued use <span class="_ _2"></span>and strong market positioning.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs18d"><ix:continuation id="_5b575fdb-df30-4759-a6a3-735505c9424f" continuedAt="_6165e416-057a-4d02-bdcd-d8f28daaa9f2">The Group’s goodwill of £16.9m includes <span class="_ _2"></span>Surveying &amp; Valuation (£9.9m) and Financial Services <span class="_ _2"></span>(£7.0m). At 31 December 2025, the Group <span class="_ _2"></span>held </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs18e"><ix:continuation id="_6165e416-057a-4d02-bdcd-d8f28daaa9f2" continuedAt="_90ffa3b1-8f71-4dfc-8f01-f88dbedc7628">£29.9m of intangible assets on the <span class="_ _2"></span>balance sheet (2024: £29.9m), of which £6.9m <span class="_ _2"></span>are indefinite life intangible assets relating to <span class="_ _2"></span>brand (2024: </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs18f"><ix:continuation id="_90ffa3b1-8f71-4dfc-8f01-f88dbedc7628" continuedAt="_1ddc7e4d-e332-457e-8ce0-c1d7dcdb2d72">£6.9m). The remaining balance of £23.0m <span class="_ _2"></span>is split between relationship assets £7.8m (2024: <span class="_ _2"></span>£8.5m), franchise intangibles £10.0m (2024: £10.9m) </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs190"><ix:continuation id="_1ddc7e4d-e332-457e-8ce0-c1d7dcdb2d72" continuedAt="_a13573e4-117c-429c-9ae3-51ce78322f54">and software £5.2m (2024: £3.6m).<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs191"><ix:continuation id="_a13573e4-117c-429c-9ae3-51ce78322f54" continuedAt="_2c3745a5-caa5-4afd-a8c7-621860869f54">The impairment tests are carried out <span class="_ _2"></span>by a group of CGUs and reflect <span class="_ _2"></span>the latest Group budgets and forecasts approved <span class="_ _2"></span>by the Board. The </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs192"><ix:continuation id="_2c3745a5-caa5-4afd-a8c7-621860869f54" continuedAt="_58d46be3-2358-4212-99ab-97950c0f12d6">recoverable amounts are determined using value-in-use <span class="_ _2"></span>(VIU) models, based on cash flow projections <span class="_ _2"></span>incorporating assumptions about market </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs193"><ix:continuation id="_58d46be3-2358-4212-99ab-97950c0f12d6" continuedAt="_cc1fa578-2681-4858-a0d6-08b5cbe55ed1">performance (including housing market activity, mortgage <span class="_ _2"></span>lending trends, interest rates, and broader econ<span class="_ _2"></span>omic, legal and technological factors). </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs194"><ix:continuation id="_cc1fa578-2681-4858-a0d6-08b5cbe55ed1" continuedAt="_8bccb2cd-5515-4a3c-8ae0-a837e4372064">Discount rates are derived from observable <span class="_ _2"></span>market data and reflect the specific risk <span class="_ _2"></span>profile of each CGU.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs195"><ix:continuation id="_8bccb2cd-5515-4a3c-8ae0-a837e4372064" continuedAt="_4dac4695-3b96-4c96-95c2-8d9dbb07fa98">The pre-tax discount rates applied are <span class="_ _2"></span>as follows:<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffc fs8 fca sc0 ls14 ws11 gs196"><ix:continuation id="_4dac4695-3b96-4c96-95c2-8d9dbb07fa98" continuedAt="_904c12d3-3397-4ae5-99bb-30a9da0d5c1b">• <span class="_ _16"> </span><span class="ffd fc8">Financial Services Division – 16.4%<span class="_ _2d2"> </span></span></ix:continuation></div><div class="t m0 h13 ffc fs8 fca sc0 ls14 ws11 gs197"><ix:continuation id="_904c12d3-3397-4ae5-99bb-30a9da0d5c1b" continuedAt="_3ae32a24-16d8-42a6-b13a-2d2ab2e6daf9">• <span class="_ _16"> </span><span class="ffd fc8">Surveying &amp; Valuation Division – 16.5%<span class="_ _2d2"> </span></span></ix:continuation></div><div class="t m0 h13 ffc fs8 fca sc0 ls14 ws11 gs198"><ix:continuation id="_3ae32a24-16d8-42a6-b13a-2d2ab2e6daf9" continuedAt="_ce19621a-6358-4f06-9077-66f7c26cceae">• <span class="_ _16"> </span><span class="ffd fc8">Estate Agency Franchising Division – 15.7%<span class="_ _2d2"> </span></span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs199"><ix:continuation id="_ce19621a-6358-4f06-9077-66f7c26cceae" continuedAt="_f6d6ab15-eaaa-4517-a9ba-ee80d8c3b5a7">A terminal growth rate of 2.0% <span class="_ _2"></span>is applied to each CGU beyond the <span class="_ _2"></span>three year forecast period. A sensitivity analysis <span class="_ _2"></span>has been performed to assess </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs19a"><ix:continuation id="_f6d6ab15-eaaa-4517-a9ba-ee80d8c3b5a7" continuedAt="_7600159e-5cb1-4ad9-bcf1-db17d22e7567">the impact of reasonably possible changes <span class="_ _2"></span>to the key assumptions. Further details are <span class="_ _2"></span>presented in Note 17.<span class="_ _2d2"> </span></ix:continuation></div></ix:nonNumeric></div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   108<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   108<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
<div id="pf6f" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc6f w4 h0"><img 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class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">108<span class="_ _1b6"> </span>109</div><div class="t m0 xf he y1f ff4b fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 xe he y1e ff4b fs6 fc4 sc0 ls9c ws9c">OTHER INFORMATION<span class="_ _182"></span><span class="fc0">FINANCIAL STATEMENTS<span class="_ _183"></span><span class="fc4">CORPORATE GOVERNANCE<span class="_ _13e"></span>STRATEGIC<span class="_ _2"></span> REPORT<span class="_ _184"></span><span class="ls37 ws36">OVERVIEW</span></span></span></div><div class="t m0 x18 h10 y21 ff4c fs4 fc6 sc0 ls1 ws0"> </div><div class="-ixh-highlight-region gs19b"><ix:continuation id="_a9be2fa7-9d46-4f19-83c9-16f68a9b3306"><div class="t m0 hd4 ff13 fs24 fc6 sc0 ls9f ws9f gs19c"><ix:continuation id="_7600159e-5cb1-4ad9-bcf1-db17d22e7567" continuedAt="_ee742eae-b5ad-4da2-b9ed-5b6af2f35479">Commis<span class="_ _1"></span>sion refund liabilit<span class="_ _1"></span>y (<span class="_ _0"></span>es<span class="_ _1"></span>timate<span class="_ _2"></span>)<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs19d"><ix:continuation id="_ee742eae-b5ad-4da2-b9ed-5b6af2f35479" continuedAt="_286cd8cf-c8a7-4dcb-9c87-3af818548e7c">Certain subsidiaries earn commission income from <span class="_ _2"></span>the sale of life assurance and protection <span class="_ _2"></span>products that are cancellable without notice. <span class="_ _2"></span>Where </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs19e"><ix:continuation id="_286cd8cf-c8a7-4dcb-9c87-3af818548e7c" continuedAt="_273fd645-146f-475c-a970-c49a62e100b1">a policy is cancelled within a <span class="_ _2"></span>defined indemnity period, a proportion of the <span class="_ _2"></span>commission previously recognised becomes repayable. Under <span class="_ _2"></span>IFRS 15, </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs19f"><ix:continuation id="_273fd645-146f-475c-a970-c49a62e100b1" continuedAt="_007f9af0-4f5e-48b3-9133-2a29501372e8">this represents variable consideration and is <span class="_ _2"></span>recognised as a reduction in revenue at <span class="_ _2"></span>inception, constrained to the extent that it <span class="_ _2"></span>is highly probable </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1a0"><ix:continuation id="_007f9af0-4f5e-48b3-9133-2a29501372e8" continuedAt="_2d441bf4-4fc1-4484-90c8-04344308cc2c">that a significant reversal will not <span class="_ _2"></span>occur.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1a1"><ix:continuation id="_2d441bf4-4fc1-4484-90c8-04344308cc2c" continuedAt="_cf2c344c-a56e-4842-9a5d-9669e3b99a40">The Group estimates the expected amount <span class="_ _2"></span>of commission subject to clawback using either <span class="_ _2"></span>the expected value method or the <span class="_ _2"></span>most likely amount </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1a2"><ix:continuation id="_cf2c344c-a56e-4842-9a5d-9669e3b99a40" continuedAt="_d9e4c538-8420-4ec8-a954-283ca3d0b022">method, whichever more accurately predicts the <span class="_ _2"></span>consideration to which the Group will be <span class="_ _2"></span>entitled. Persistency assumptions are derived from </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1a3"><ix:continuation id="_d9e4c538-8420-4ec8-a954-283ca3d0b022" continuedAt="_7a7bb1c8-02ba-4620-b6a9-c623e50ee1b4">historical refund patterns and supported <span class="_ _2"></span>by actuarial analysis, adjusted for known events <span class="_ _2"></span>and forward-looking information where applicable.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1a4"><ix:continuation id="_7a7bb1c8-02ba-4620-b6a9-c623e50ee1b4" continuedAt="_908cea8a-0f95-432b-8fa9-3b46e866b0b4">Commission refund liabilities are recognised within <span class="_ _2"></span>trade and other payables. Estimates are required <span class="_ _2"></span>in determining appropriate lapse </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1a5"><ix:continuation id="_908cea8a-0f95-432b-8fa9-3b46e866b0b4" continuedAt="_c3cb3514-9cef-4df1-a43d-258be3ecef41">assumptions, which are reviewed regularly against <span class="_ _2"></span>actual experience to ensure continued accuracy. Details <span class="_ _2"></span>of the assumptions applied and the </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1a6"><ix:continuation id="_c3cb3514-9cef-4df1-a43d-258be3ecef41" continuedAt="_3020d642-90a2-4f83-a33c-0329c9e443b5">sensitivity to changes in lapse rates <span class="_ _2"></span>are presented in Note 23.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 hd4 ff13 fs24 fc6 sc0 ls2e ws2d gs1a7"><ix:continuation id="_3020d642-90a2-4f83-a33c-0329c9e443b5" continuedAt="_b109a49f-1f68-42a3-9d3d-35608f287ed8">App<span class="_ _1"></span>ointed repr<span class="_ _1"></span>esent<span class="_ _1"></span>ative prov<span class="_ _1"></span>ision (estimate)<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1a8"><ix:continuation id="_b109a49f-1f68-42a3-9d3d-35608f287ed8" continuedAt="_edebfbd0-52c7-42cf-8aae-53daf3398947">The Group recognises an IAS 37 <span class="_ _2"></span>provision for expected cash outflows on commission <span class="_ _2"></span>clawbacks arising after the termination, suspension or </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1a9"><ix:continuation id="_edebfbd0-52c7-42cf-8aae-53daf3398947" continuedAt="_d8dc780a-35bc-4cd6-a352-3a03f83a4d06">resignation of appointed representatives (ARs) within <span class="_ _2"></span>the Financial Services Division, to the extent <span class="_ _2"></span>not recoverable from these ARs. This is </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1aa"><ix:continuation id="_d8dc780a-35bc-4cd6-a352-3a03f83a4d06" continuedAt="_0a1775ca-331d-43db-96be-183af5a6b2a7">separate from the IFRS 15 commission <span class="_ _2"></span>refund liability recorded against revenue for expected <span class="_ _2"></span>clawbacks on the Group’s own commissions while </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1ab"><ix:continuation id="_0a1775ca-331d-43db-96be-183af5a6b2a7" continuedAt="_db31437c-94bc-44be-aeb5-08cd118e3bd7">AR relationships remain active. The provision <span class="_ _2"></span>reflects management’s best estimate at the reporting <span class="_ _2"></span>date using an expected-value approach, based </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1ac"><ix:continuation id="_db31437c-94bc-44be-aeb5-08cd118e3bd7" continuedAt="_5a4f34dc-ad29-4ef4-8912-6315f1d73e9e">on policy lapse, cancellation assumptions within <span class="_ _2"></span>clawback windows, provider terms, and expected <span class="_ _2"></span>recoveries from ex-ARs informed by historical </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1ad"><ix:continuation id="_5a4f34dc-ad29-4ef4-8912-6315f1d73e9e" continuedAt="_9a11175b-829f-47a9-be74-35dca395f33e">collections and enforceability.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 hd4 ff13 fs24 fc6 sc0 ls2e ws2d gs1ae"><ix:continuation id="_9a11175b-829f-47a9-be74-35dca395f33e" continuedAt="_4741e6ab-19fa-458a-bc2a-dcc7bb0a5589">Profes<span class="_ _1"></span>sional ind<span class="_ _1"></span>emnit<span class="_ _1"></span>y (PI<span class="_ _2"></span>) claims (estimate)<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h14 ffc fs8 fc8 sc0 ls14 ws0 gs1af"><ix:continuation id="_4741e6ab-19fa-458a-bc2a-dcc7bb0a5589" continuedAt="_d5b2e3d9-59a2-411b-816e-a42d832cc667">A provision is made for professional indemnity claims and potential claims that arise during the normal course of business in the Financial Services </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1b0"><ix:continuation id="_d5b2e3d9-59a2-411b-816e-a42d832cc667" continuedAt="_8e4865d7-b593-4201-8676-41402ae559f2">Division and in relation to valuations <span class="_ _2"></span>performed by the Surveying &amp; Valuation Division. <span class="_ _2"></span>This includes an estimate for both claims <span class="_ _2"></span>reported and </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1b1"><ix:continuation id="_8e4865d7-b593-4201-8676-41402ae559f2" continuedAt="_bf4b8cb5-5ce0-4922-ab1d-d349646000ff">those incurred but not yet reported <span class="_ _2"></span>(IBNR).<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1b2"><ix:continuation id="_bf4b8cb5-5ce0-4922-ab1d-d349646000ff" continuedAt="_fc032b72-a78c-4c9a-b5a7-6afc31ec8639">Estimation is required in assessing the <span class="_ _2"></span>level of coverage for reported and IBNR <span class="_ _2"></span>claims, including the likelihood of settlement and <span class="_ _2"></span>recovery under </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1b3"><ix:continuation id="_fc032b72-a78c-4c9a-b5a7-6afc31ec8639" continuedAt="_630f56f0-c9d5-4b0f-b1d4-f6f8644e0df5">insurance arrangements.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1b4"><ix:continuation id="_630f56f0-c9d5-4b0f-b1d4-f6f8644e0df5" continuedAt="_47c8a408-6d6a-4fb2-835f-a494e6537aaa">The provision is estimated using historical <span class="_ _2"></span>claim frequency and severity data, supplemented b<span class="_ _2"></span>y actuarial input where appropriate, and adjusted </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1b5"><ix:continuation id="_47c8a408-6d6a-4fb2-835f-a494e6537aaa" continuedAt="_88274929-061e-4b90-8e3b-aa466c51f8ec">for current information on open cases. <span class="_ _2"></span>Estimation uncertainty arises due to the inherent <span class="_ _2"></span>difficulty in predicting the timing and ou<span class="_ _2"></span>tcome of claims. </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1b6"><ix:continuation id="_88274929-061e-4b90-8e3b-aa466c51f8ec" continuedAt="_d1f4cea5-36ef-420b-9cb7-d218131f7a0d">Further details of the assumptions applied <span class="_ _2"></span>to PI claims and related sensitivity analysis <span class="_ _2"></span>are disclosed in Note <span class="_ _2"></span>25.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 hd4 ff13 fs24 fc6 sc0 ls2e ws2d gs1b7"><ix:continuation id="_d1f4cea5-36ef-420b-9cb7-d218131f7a0d" continuedAt="_6495a698-6f77-4818-8352-8fb94f5d71cb">Princ<span class="_ _1"></span>ipal versu<span class="_ _1"></span>s agent (j<span class="_ _1"></span>udgemen<span class="_ _1"></span>t<span class="_ _2"></span>)<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1b8"><ix:continuation id="_6495a698-6f77-4818-8352-8fb94f5d71cb" continuedAt="_6246d96e-711f-4a3e-a816-7f09dc0853f4">Within the Financial Services Division, the <span class="_ _2"></span>Group acts as both a principal and <span class="_ _2"></span>an agent depending on the nature <span class="_ _2"></span>of its arrangements with lenders, </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1b9"><ix:continuation id="_6246d96e-711f-4a3e-a816-7f09dc0853f4" continuedAt="_0e5a1b29-4ba9-42df-a228-69f7cf04452b">insurers, and advisers. Management exercises judgement <span class="_ _2"></span>in determining whether the Group controls <span class="_ _2"></span>the specified service before it is transferred </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1ba"><ix:continuation id="_0e5a1b29-4ba9-42df-a228-69f7cf04452b" continuedAt="_a3c06b8c-80ae-4e02-a875-2ef867d4b529">to the customer. See note 2.4 <span class="_ _2"></span>for further detail.<span class="_ _2d2"> </span></ix:continuation></div></ix:continuation></div><div class="-ixh-highlight-region gs1bb"><ix:nonNumeric name="ifrs-full:DescriptionOfExpectedImpactOfInitialApplicationOfNewStandardsOrInterpretations" id="fact-556" contextRef="c-1" escape="true" xml:lang="en"><div class="t m0 hbf ff16 fs24 fc6 sc0 ls2e ws2d gs1bc"><ix:continuation id="_a3c06b8c-80ae-4e02-a875-2ef867d4b529" continuedAt="_2845a4d3-5ea3-4c1f-808d-c069bd575f09">2.<span class="_ _1"></span>25 <span class="_ _1a4"> </span> <span class="_ _18"></span>New sta<span class="_ _1"></span>ndar<span class="_ _1"></span>ds and inter<span class="_ _1"></span>pre<span class="_ _1"></span>tatio<span class="_ _1"></span>ns not appl<span class="_ _1"></span>ied<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1bd"><ix:continuation id="_2845a4d3-5ea3-4c1f-808d-c069bd575f09" continuedAt="_f003409c-1169-4fa9-86f8-589ba9799b97">IFRS 18 “Presentation and Disclosure in <span class="_ _2"></span>Financial Statements” was issued by the International <span class="_ _2"></span>Accounting Standards Board (IASB) on 9 April <span class="_ _2"></span>2024. </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1be"><ix:continuation id="_f003409c-1169-4fa9-86f8-589ba9799b97" continuedAt="_f7f6b17e-ed52-4207-8b09-99045ec13c31">Subject to UK endorsement, the new <span class="_ _2"></span>standard is effective for the Group’s accounting <span class="_ _2"></span>periods beginning on or after 1 J<span class="_ _2"></span>anuary 2027.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1bf"><ix:continuation id="_f7f6b17e-ed52-4207-8b09-99045ec13c31" continuedAt="_e4fe1a4f-df78-4c56-8f22-1d77afb942a2">New requirements under IFRS 18 are <span class="_ _2"></span>expected to have an impact on the <span class="_ _2"></span>Group Financial Statements, key changes include:<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffc fs8 fca sc0 ls14 ws11 gs1c0"><ix:continuation id="_e4fe1a4f-df78-4c56-8f22-1d77afb942a2" continuedAt="_1609acc3-2f37-485e-9528-2f36a54cb3ea">• <span class="_ _16"> </span><span class="ffd fc8">Mandatory subtotals and categories of income <span class="_ _2"></span>and expense in the Group Statement of <span class="_ _2"></span>Profit or Loss and Other Comprehensive <span class="_ _2"></span>Income, as well </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1c1"><ix:continuation id="_1609acc3-2f37-485e-9528-2f36a54cb3ea" continuedAt="_dd06ce08-e565-4d2b-9e3c-5268543208d1">as new requirements for the disclosure <span class="_ _2"></span>of operating expenses.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffc fs8 fca sc0 ls14 ws11 gs1c2"><ix:continuation id="_dd06ce08-e565-4d2b-9e3c-5268543208d1" continuedAt="_0f2bee5f-cd6f-4a41-80dd-898b644b8c37">• <span class="_ _16"> </span><span class="ffd fc8">Disclosures about management-defined performance measures in <span class="_ _2"></span>the Financial Statements.<span class="_ _2d2"> </span></span></ix:continuation></div><div class="t m0 h14 ffc fs8 fca sc0 ls14 ws11 gs1c3"><ix:continuation id="_0f2bee5f-cd6f-4a41-80dd-898b644b8c37" continuedAt="_503dfbca-140c-47a2-a31a-ee228d84eac1">• <span class="_ _16"> </span><span class="fc8 ws0">Enhanced requirements for the aggregation and location of information presented in the primary financial statements and disclosed in the </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1c4"><ix:continuation id="_503dfbca-140c-47a2-a31a-ee228d84eac1" continuedAt="_a7f2f13c-7e3d-4587-94de-0147989f767a">notes as well as guidance on <span class="_ _2"></span>providing informative labels.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1c5"><ix:continuation id="_a7f2f13c-7e3d-4587-94de-0147989f767a" continuedAt="_3be39938-764c-403d-b7b3-aa815e7f7cc5">Management are continuing to assess the <span class="_ _2"></span>impact of the accounting changes that will <span class="_ _2"></span>arise under IFRS 18.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1c6"><ix:continuation id="_3be39938-764c-403d-b7b3-aa815e7f7cc5" continuedAt="_373ae21b-b554-4b08-91d0-e3e1d672b41a">There have been no other new <span class="_ _2"></span>relevant standards that have been published <span class="_ _2"></span>and are mandatory for the Group’s accounting <span class="_ _2"></span>periods beginning on </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1c7"><ix:continuation id="_373ae21b-b554-4b08-91d0-e3e1d672b41a">or after 1 January 2025. Amendments <span class="_ _2"></span>to existing standards do not have a <span class="_ _2"></span>material impact on the Financial Statements.</ix:continuation></div></ix:nonNumeric></div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   109<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   109<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
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AAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAD+T2mCiDg/WxgBAAAm4uv3m00a7ZBD0Xa9FeZNVVczOwAAwBTcD6vVOtkhB1+gAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAC2U5ogIpbLWyMAAMBEHBweGyGTou16K8ybqq5mdgAAgCm4H1ardbJDDr5AAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAABspzRBRCyXt0YAAICJODg8NkImRdv1Vpg3VV3N7AAAAFNwP6xW62SHHHyBAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAADYTmmCiFicnhgBAAAm4ur6pxEyKdqut8K8qepqZgcAAJiC+2G1Wic75OALFAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAIDHUJogIhanJ0YAAICJ+PLtxgiZFG3XWwEAAGAX+AIFAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAA4G/7do/aOBSGYfRe/dgGg1dhDC4CIU2a2f1UKTKkMGgXaoQtS1jK9NMZ7h00mnOW8KJCD/qEAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAD8PZUJQggxhBijHQCA1Zu/v42Q/mXSq6QHVQH+W368vxkBAAAW4uPza3zMdsghtl1vhf223tSlHQCA1bsN0zCZIbHDrigLXwFTut5HBZiJ/wABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAADynMkEIoWkuRgAAgIU4ns5GyCS2XW+F/bbe1KUdAIDVuw3TMJkhscOuKItoh4Su93F8zHbIwRUoAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAqVQmCCE0zcUIAACwEMfT2QiZxLbrrbDf1pu6tAMAsHq3YRomMyR22BVlEe2Q0PU+jo/ZDjm4AgUAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAA8JzKBCGEprkYAQAAFuJ4Ohshk9h2vRX223pTl3YAAFbvNkzDZIbEDruiLKIdErrex/Ex2yEHV6AAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAJ5TmSCE0DQXIwAAwEIcT2cjZBLbrrfCfltv6tIOAMDq3YZpmMyQ2GFXlEW0Q0LX+zg+Zjvk4AoUAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAMBzKhOEEJrmYgQAAFiI4+lshExi2/VW2G/rTV3aAQBYvdswDZMZEjvsirKIdkjoeh/Hx2yHHFyBAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAkEplghDC2+uLEQAAYCE+Pr+MkElsu94K+229qUs7AACrdxumYTJDYoddURbRDgld7+P4mO2QgytQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAADPqUwQQnh7fTECAAAsxM+PX0bIJLZdbwUAAID/gStQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAIpaEpUAAANQSURBVAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAD+9Bu3vx1NU5DiwwAAAABJRU5ErkJggg==" class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">110<span class="_ _1b6"> </span>111</div><div class="t m0 x8 he y1f ff49 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x19 he y1e ff49 fs6 fc4 sc0 ls37 ws36">OVERVIEW</div><div class="t m0 x6 h10 y21 ffc fs4 fc6 sc0 ls9e ws12">Notes<span class="_ _1"></span> to<span class="_ _1"></span> the<span class="_ _7"></span> Group<span class="_ _1"></span> Finan<span class="_ _1"></span>cial<span class="_ _1"></span> S<span class="_ _2"></span>t<span class="_ _1"></span>atement<span class="_ _1"></span>s<span class="_ _1"></span> <span class="fs41 lsa0 wsa1">conti<span class="_ _2"></span>nued</span></div><div class="t m0 x6 hbf y13bf ff16 fs24 fc10 sc0 ls92 ws9a"><ix:nonNumeric name="ifrs-full:DisclosureOfRevenueExplanatory" id="fact-3" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_b7d121c7-27f0-43a2-9d94-cd5c94166c47">3. <span class="_ _1b3"> </span> <span class="_ _18"></span>Disaggregation of<span class="_ _2"></span> reven<span class="_ _2"></span>ue<span class="_ _2d2"> </span></ix:nonNumeric></div><div class="t m0 x6 h13 y1412 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_b7d121c7-27f0-43a2-9d94-cd5c94166c47" continuedAt="_eaccee6b-1abf-4269-b020-a01b219b6c8b">Set out below is the disaggregation <span class="_ _2"></span>of the Group’s revenue from contracts with <span class="_ _2"></span>customers:<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h11 y183a ffb fs8 fc8 sc0 ls14 ws0"><ix:continuation id="_eaccee6b-1abf-4269-b020-a01b219b6c8b" continuedAt="_6c2df22b-8aa3-4d85-914d-d984c01fe780">Year ended 31 December 2025<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x17f h4a y183b ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x191 h8b y183f ffb fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x14a h8b y183f ffb fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x27 h8b y183f ffb fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x8d h8b y183f ffb fs11 fc7 sc0 ls1 ws0"> </div><div class="x1fc z4 gs1"><ix:continuation id="_6c2df22b-8aa3-4d85-914d-d984c01fe780" continuedAt="_421f7f35-71de-4e54-a8cd-3d1f71aba811"><table id="_836b1475-5fa6-42e7-9b6a-3cc8b6944bc7" class="s wc1 hf0"><tr><td /><td /><td /><td /><td /><td class="t m0 x399 h8b y217a ffb fs11 fc7 sc0 ls1 ws0">Estat<span class="_ _2"></span>e </td><td /><td /><td /></tr><tr><td /><td /><td /><td class="t m0 x39a h86 y217b ff16 fs11 fc7 sc0 ls1 ws0">Residential </td><td /><td class="t m0 x39b h8b y217c ffb fs11 fc7 sc0 ls1 ws0">Agency </td><td /><td /><td /></tr><tr><td /><td class="t m0 x39c h8b y217d ffb fs11 fc7 sc0 ls1 ws0">Financial </td><td class="t m0 x39d h8b y217d ffb fs11 fc7 sc0 ls1 ws0">Surveying &amp; </td><td class="t m0 x39e h8b y217e ffb fs11 fc7 sc0 ls1 ws0">sales </td><td /><td class="t m0 x39f h8b y217f ffb fs11 fc7 sc0 ls1 ws0">Franchising </td><td class="t m0 x3a0 h8b y217d ffb fs11 fc7 sc0 ls1 ws0">Asset </td><td /><td /></tr><tr><td /><td class="c x3a2 y2182 wc2 hf1"><div class="t m0 x1b6 h8b y2180 ffb fs11 fc7 sc0 ls1 ws0">Services</div><div class="t m0 x3a1 hd9 y2181 ffb fs31 fc7 sc0 ls1 ws0">1</div></td><td class="c x3a4 y2185 wc3 hf2"><div class="t m0 x1b6 h86 y2183 ff16 fs11 fc7 sc0 ls1 ws0">V<span class="_ _2"></span>aluation</div><div class="t m0 x3a3 hd9 y2184 ffb fs31 fc7 sc0 ls1 ws0">2</div></td><td class="c x3a6 y2187 wc4 hf3"><div class="t m0 x1b6 h8b y2180 ffb fs11 fc7 sc0 ls1 ws0">ex<span class="_ _2"></span>change</div><div class="t m0 x3a5 hd9 y2186 ffb fs31 fc7 sc0 ls1 ws0">3</div></td><td class="c x3a8 y2185 wc5 hf2"><div class="t m0 x1b6 h86 y2183 ff16 fs11 fc7 sc0 ls1 ws0">Lettings</div><div class="t m0 x3a7 hd9 y2184 ffb fs31 fc7 sc0 ls1 ws0">3</div></td><td class="c x3aa y2187 wc6 hf3"><div class="t m0 x1b6 h8b y2180 ffb fs11 fc7 sc0 ls1 ws0">income</div><div class="t m0 x3a9 hd9 y2186 ffb fs31 fc7 sc0 ls1 ws0">3</div></td><td class="c x3ac y2182 wc7 hf1"><div class="t m0 x1b6 h8b y2180 ffb fs11 fc7 sc0 ls1 ws0">management</div><div class="t m0 x3ab hd9 y2181 ffb fs31 fc7 sc0 ls1 ws0">2</div></td><td class="c x3ae y2182 wc8 hf1"><div class="t m0 x1b6 h8b y2180 ffb fs11 fc7 sc0 ls1 ws0">Other</div><div class="t m0 x3ad hd9 y2181 ffb fs31 fc7 sc0 ls1 ws0">3<span class="_ _2d2"> </span></div></td><td class="t m0 x3af h8b y2188 ffb fs11 fc7 sc0 ls1 ws0">T<span class="_ _0"></span>otal  </td></tr><tr><td /><td class="t m0 x3b0 h8b y2189 ffb fs11 fc7 sc0 ls1 ws0">£’000</td><td class="t m0 x3b1 h8b y2189 ffb fs11 fc7 sc0 ls1 ws0"> £’000<span class="_ _2d2"> </span></td><td class="t m0 x3b2 h8b y2189 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x3b3 h8b y2189 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x3b4 h8b y2189 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x3b5 h8b y2189 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x3b6 h8b y2189 ffb fs11 fc7 sc0 ls1 ws0">£’000</td><td class="t m0 x3b7 h8b y2189 ffb fs11 fc7 sc0 ls1 ws0"> £’000<span class="_ _2d2"> </span></td></tr><tr><td class="t m0 x206 h2e y218a ff16 fs8 fc3 sc0 ls1 ws0">Timing of revenue r<span class="_ _2"></span>ecognition<span class="_ _60"> </span><span class="ffc"> <span class="_ _2b"> </span> <span class="_ _23"> </span> <span class="_ _23"> </span> <span class="_ _23"> </span> <span class="_ _ae"> </span> <span class="_ _23"> </span> <span class="_ _2b"> </span> </span></td><td /><td /><td /><td /><td /><td /><td /><td /></tr><tr><td class="c n x1b7 y218b wc9 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Services transf<span class="_ _2"></span>err<span class="_ _2"></span>ed at a point in time<span class="_ _2d2"> </span></div></td><td class="c n x3b8 y218b wca he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">48,838</div></td><td class="c n x3b9 y218b wcb he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">102,046</div></td><td class="c n x3ba y218b w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">3,045<span class="_ _2d2"> </span></div></td><td class="c n x3bb y218b w4f he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–</div></td><td class="c n x3bc y218b w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">7,518<span class="_ _2d2"> </span></div></td><td class="c n x3bd y218b w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">5,575</div></td><td class="c n x3be y218b w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">1,251</div></td><td class="c n x3bf y218b w17 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">168,273<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y218c wcc he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Services transf<span class="_ _2"></span>err<span class="_ _2"></span>ed over time<span class="_ _2d2"> </span></div></td><td class="c n x3c0 y218c wa9 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x3c1 y218c wa9 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x3c2 y218c wa9 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x3c3 y218c w33 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–</div></td><td class="c n x3c4 y218c w3d he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">14,672<span class="_ _2d2"> </span></div></td><td class="c n x3c5 y218c w4f he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x3c6 y218c w33 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–</div></td><td class="c n x1e5 y218c w3d he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">14,672<span class="_ _2d2"> </span></div></td></tr><tr><td class="c x1b7 y20b6 wcd hec"><div class="t m0 x1b6 h11 y2167 ffb fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal revenue from con<span class="_ _2"></span>tracts with<span class="_ _2d2"> </span></div><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">customer<span class="_ _2"></span>s<span class="_ _2d2"> </span></div></td><td class="c n x3c7 y218d wce he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">48,838</div></td><td class="c n x3c8 y218d wcf he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">102,046</div></td><td class="c n x3c9 y218d wa6 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">3,045<span class="_ _2d2"> </span></div></td><td class="c n x3ca y218d w4f he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–</div></td><td class="c n x3cb y218d w35 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">22,190<span class="_ _2d2"> </span></div></td><td class="c n x3cc y218d w26 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">5,575</div></td><td class="c n x3cd y218d w6b he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">1,251</div></td><td class="c n x3ce y218d w16 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">182,945<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 x36 h8b y183f ffb fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x40 h8b y183f ffb fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x16f h8b y183f ffb fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x6 h13 y184e ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_421f7f35-71de-4e54-a8cd-3d1f71aba811" continuedAt="_20c2eef8-f956-4894-9425-f852e9b30d01">During the year 19% (2024: 19%) <span class="_ _2"></span>of the Group’s revenue was generated from <span class="_ _2"></span>a single large customer within the Surveying <span class="_ _2"></span>&amp; Valuation Division. </ix:continuation></div><div class="t m0 x6 h13 y184f ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_20c2eef8-f956-4894-9425-f852e9b30d01" continuedAt="_fcc96e97-659c-4ec9-bb05-3244da109258">The revenue recorded within continuing operations <span class="_ _2"></span>in relation to this customer during <span class="_ _2"></span>the year was £35.1m (2024: £33.1m).<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h13 y1850 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_fcc96e97-659c-4ec9-bb05-3244da109258" continuedAt="_9551fa35-3bd7-4aae-99e4-d9cab64aa271">Other revenue relates to income from <span class="_ _2"></span>conveyancing services.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h13 y1851 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_9551fa35-3bd7-4aae-99e4-d9cab64aa271" continuedAt="_ff40b712-6fa0-472f-8a2c-23932b2d0674">All revenues were generated from the <span class="_ _2"></span>United Kingdom.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h11 y1852 ffb fs8 fc8 sc0 ls14 ws0"><ix:continuation id="_ff40b712-6fa0-472f-8a2c-23932b2d0674" continuedAt="_1ccc5476-b815-4d1b-8235-cfbe0dc746b2">Year ended 31 December 2024 (restated*)<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x17f h4a y1853 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x191 h4a y1857 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x14a h4a y1857 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x27 h4a y1857 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x8d h4a y1857 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="x1fc z5 gs1"><ix:continuation id="_1ccc5476-b815-4d1b-8235-cfbe0dc746b2" continuedAt="_d27dce8f-6b2e-40a9-a603-afcafe7d5636"><table id="_5978d84d-84d2-4452-b3ff-2f5778ffc213" class="s wd0 hf4"><tr><td /><td /><td /><td /><td /><td class="t m0 x399 h4a y218e ffc fs11 fc7 sc0 ls88 ws84">Estate </td><td /><td /><td /></tr><tr><td /><td /><td /><td class="t m0 x3cf h1d y218f ffd fs11 fc7 sc0 ls1 ws0">Residential </td><td /><td class="t m0 x39b h4a y2190 ffc fs11 fc7 sc0 ls1 ws0">Agency </td><td /><td /><td /></tr><tr><td /><td class="t m0 x3d0 h4a y2191 ffc fs11 fc7 sc0 ls1 ws0">Financial </td><td class="t m0 x3d1 h4a y2191 ffc fs11 fc7 sc0 ls1 ws0">Surveying &amp; </td><td class="t m0 x39e h4a y2192 ffc fs11 fc7 sc0 ls1 ws0">sales </td><td /><td class="t m0 x39f h4a y2193 ffc fs11 fc7 sc0 ls1 ws0">Franchising </td><td class="t m0 x3a0 h4a y2191 ffc fs11 fc7 sc0 ls1 ws0">Asset  </td><td /><td /></tr><tr><td /><td class="c x3c7 y2196 wd1 hf5"><div class="t m0 x1b6 h4a y2194 ffc fs11 fc7 sc0 ls1 ws0">Services</div><div class="t m0 x3d2 h87 y2195 ffd fs31 fc7 sc0 ls1 ws0">1</div></td><td class="c x3a4 y2199 wc3 hf6"><div class="t m0 x1b6 h1d y2197 ffd fs11 fc7 sc0 ls1 ws0">V<span class="_ _2"></span>aluation</div><div class="t m0 x3a3 h87 y2198 ffd fs31 fc7 sc0 ls1 ws0">2</div></td><td class="c x3a6 y2196 wc4 hf5"><div class="t m0 x1b6 h4a y2194 ffc fs11 fc7 sc0 ls1 ws0">ex<span class="_ _2"></span>change</div><div class="t m0 x3a5 h87 y2195 ffd fs31 fc7 sc0 ls1 ws0">3</div></td><td class="c x3a8 y2199 wc5 hf6"><div class="t m0 x1b6 h1d y2197 ffd fs11 fc7 sc0 ls1 ws0">Lettings</div><div class="t m0 x3a7 h87 y2198 ffd fs31 fc7 sc0 ls1 ws0">3</div></td><td class="c x3aa y2196 wc6 hf5"><div class="t m0 x1b6 h4a y2194 ffc fs11 fc7 sc0 ls1 ws0">income</div><div class="t m0 x3a9 h87 y2195 ffd fs31 fc7 sc0 ls1 ws0">3</div></td><td class="c x3d4 y2196 wd2 hf5"><div class="t m0 x1b6 h4a y2194 ffc fs11 fc7 sc0 ls1 ws0">management</div><div class="t m0 x3d3 h87 y2195 ffd fs31 fc7 sc0 ls1 ws0">2</div></td><td class="c x3ae y2196 wc8 hf5"><div class="t m0 x1b6 h4a y2194 ffc fs11 fc7 sc0 ls1 ws0">Other</div><div class="t m0 x3ad h87 y2195 ffd fs31 fc7 sc0 ls1 ws0">3<span class="_ _2d2"> </span></div></td><td class="t m0 x3d5 h4a y219a ffc fs11 fc7 sc0 ls1 ws0">T<span class="_ _0"></span>otal  </td></tr><tr><td /><td class="t m0 x3b0 h1d y219b ffd fs11 fc7 sc0 ls1 ws0">£’000</td><td class="t m0 x3b1 h1d y219b ffd fs11 fc7 sc0 ls1 ws0"> £’000<span class="_ _2d2"> </span></td><td class="t m0 x3b2 h1d y219b ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x3b3 h1d y219b ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x3b4 h1d y219b ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x3a0 h1d y219c ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x3b6 h1d y219b ffd fs11 fc7 sc0 ls1 ws0">£’000</td><td class="t m0 x3b7 h1d y219b ffd fs11 fc7 sc0 ls1 ws0"> £’000<span class="_ _2d2"> </span></td></tr><tr><td class="t m0 x206 h2e y219d ff16 fs8 fc3 sc0 ls1 ws0">Timing of revenue r<span class="_ _2"></span>ecognition<span class="_ _60"> </span><span class="ffc"> <span class="_ _2b"> </span> <span class="_ _23"> </span> <span class="_ _23"> </span> <span class="_ _23"> </span> <span class="_ _ae"> </span> <span class="_ _23"> </span> <span class="_ _2b"> </span> </span></td><td /><td /><td /><td /><td /><td /><td /><td /></tr><tr><td class="c n x1b7 y219e wc9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Services transf<span class="_ _2"></span>err<span class="_ _2"></span>ed at a point in time<span class="_ _2d2"> </span></div></td><td class="c n x3b8 y219e wca he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">48,395</div></td><td class="c n x3d6 y219e w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">92,547</div></td><td class="c n x3d7 y219e w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">4,027<span class="_ _2d2"> </span></div></td><td class="c n x3d8 y219e w27 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">367</div></td><td class="c n x3d9 y219e w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">7,044<span class="_ _2d2"> </span></div></td><td class="c n x3da y219e w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">5,275<span class="_ _2d2"> </span></div></td><td class="c n x3db y219e w27 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">997</div></td><td class="c n x3dc y219e w5c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">158,652<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y219f wcc he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Services transf<span class="_ _2"></span>err<span class="_ _2"></span>ed over time<span class="_ _2d2"> </span></div></td><td class="c n x3c0 y219f wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x3c1 y219f wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x3c2 y219f wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x3c3 y219f w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–</div></td><td class="c n x3c4 y219f w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">14,666<span class="_ _2d2"> </span></div></td><td class="c n x3c5 y219f w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x3c6 y219f w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–</div></td><td class="c n x1e5 y219f w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">14,666<span class="_ _2d2"> </span></div></td></tr><tr><td class="c x1b7 y21a0 wcd hec"><div class="t m0 x1b6 h11 y2167 ffb fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal revenue from con<span class="_ _2"></span>tracts with<span class="_ _2d2"> </span></div><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">customer<span class="_ _2"></span>s<span class="_ _2d2"> </span></div></td><td class="c n x3c7 y20b6 wce he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">48,395</div></td><td class="c n x3dd y20b6 w35 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">92,547</div></td><td class="c n x3de y20b6 w26 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">4,027<span class="_ _2d2"> </span></div></td><td class="c n x3df y20b6 w27 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">367</div></td><td class="c n x3e0 y20b6 w35 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">21,710<span class="_ _2d2"> </span></div></td><td class="c n x3e1 y20b6 w6b he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">5,275<span class="_ _2d2"> </span></div></td><td class="c n x3e2 y20b6 w27 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">997</div></td><td class="c n x3e3 y20b6 w16 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">173,318<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 x36 h4a y1857 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x16f h4a y1857 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x6 h8c y1866 ffd fs33 fc8 sc0 ls7e ws78"><ix:continuation id="_d27dce8f-6b2e-40a9-a603-afcafe7d5636" continuedAt="_7fdb45ea-6ffd-4942-8327-25dcd039eb28">1 <span class="_ _b3"> </span> <span class="_ _18"></span>Financial Service segment<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h8c y1867 ffd fs33 fc8 sc0 ls7e ws78"><ix:continuation id="_7fdb45ea-6ffd-4942-8327-25dcd039eb28" continuedAt="_ae28dfb8-3717-4daf-afc9-381ee745a684">2 <span class="_ _b3"> </span> <span class="_ _18"></span>Surveying &amp; Valuation segment<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h8c y1868 ffd fs33 fc8 sc0 ls7e ws78"><ix:continuation id="_ae28dfb8-3717-4daf-afc9-381ee745a684" continuedAt="_7abbc5f4-8f98-4a31-b480-bfb0055400cd">3 <span class="_ _b3"> </span> <span class="_ _18"></span>Estate Agency Franchising segment<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x15b h4a y1869 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="x1fc z6 gs1"><ix:continuation id="_7abbc5f4-8f98-4a31-b480-bfb0055400cd" continuedAt="_09a9c097-c7bb-45fb-91d1-10e223e00961"><table id="_157fde30-9fd4-4c35-8cd9-2a1d022d708b" class="s wd3 hf7"><tr><td /><td class="t m0 x200 h8b y21a1 ffb fs11 fc7 sc0 ls1 ws0">2025  </td><td class="t m0 x3af h1d y21a1 ffd fs11 fc7 sc0 ls1 ws0">2024 <span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x204 h8b y21a2 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x205 h1d y21a2 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y21a3 wd4 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Rev<span class="_ _2"></span>enue from services<span class="_ _2d2"> </span></div></td><td class="c n x3e4 y21a3 w5a he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">182,945<span class="_ _2d2"> </span></div></td><td class="c n x3e5 y21a3 w5c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">173,318<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21a4 wd5 he4"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">Opera<span class="_ _2"></span>ting revenue<span class="_ _2d2"> </span></div></td><td class="c n x3e6 y21a4 w5a he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">182,945<span class="_ _2d2"> </span></div></td><td class="c n x3e7 y21a4 w5c he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0">173,318<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21a5 wd6 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Gain on fair v<span class="_ _2"></span>alue (Note 19)<span class="_ _2d2"> </span></div></td><td class="c n x3e8 y21a5 w3a he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">201<span class="_ _2d2"> </span></div></td><td class="c n x3e9 y21a5 w27 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">482<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21a6 wd7 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">R&amp;D expenditur<span class="_ _2"></span>e credit<span class="_ _2d2"> </span></div></td><td class="c n x237 y21a6 w3a he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">770<span class="_ _2d2"> </span></div></td><td class="c n x3ea y21a6 w20 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">50<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21a7 w25 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Other gains<span class="_ _2d2"> </span></div></td><td class="c n x3eb y21a7 w27 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">145<span class="_ _2d2"> </span></div></td><td class="c n x3ec y21a7 w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2179 wd8 he4"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">Other opera<span class="_ _2"></span>ting income<span class="_ _2d2"> </span></div></td><td class="c n x3ed y2179 w26 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">1,116<span class="_ _2d2"> </span></div></td><td class="c n x3ee y2179 w3a he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0">532<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b6 wd9 he4"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal revenue and oper<span class="_ _2"></span>ating income<span class="_ _2d2"> </span></div></td><td class="c n x3ef y20b6 w16 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">184,061<span class="_ _2d2"> </span></div></td><td class="c n x3f0 y20b6 w17 he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0">173,850<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 x6 h8c y1873 ffd fs33 fc8 sc0 ls7e ws78"><ix:continuation id="_09a9c097-c7bb-45fb-91d1-10e223e00961">*See note 36 for restatement</ix:continuation></div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   110<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   110<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
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class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">110<span class="_ _1b6"> </span>111</div><div class="t m0 xf he y1f ff4b fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 xe he y1e ff4b fs6 fc4 sc0 ls9c ws9c">OTHER INFORMATION<span class="_ _182"></span><span class="fc0">FINANCIAL STATEMENTS<span class="_ _183"></span><span class="fc4">CORPORATE GOVERNANCE<span class="_ _13e"></span>STRATEGIC<span class="_ _2"></span> REPORT<span class="_ _184"></span><span class="ls37 ws36">OVERVIEW</span></span></span></div><div class="t m0 x18 h10 y21 ff4c fs4 fc6 sc0 ls1 ws0"> </div><div class="t m0 x18 h6f y13bf ffb fs24 fc10 sc0 ls99 wsa5"><ix:nonNumeric name="ifrs-full:DisclosureOfEntitysReportableSegmentsExplanatory" id="fact-4" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_8ad9d915-9745-4ee3-b2f4-888768159ad1">4. <span class="_ _115"> </span> Se<span class="_ _1"></span>gment <span class="_ _1a4"> </span>analysis<span class="_ _2d2"> </span></ix:nonNumeric></div><div class="t m0 x18 h13 y1412 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_8ad9d915-9745-4ee3-b2f4-888768159ad1" continuedAt="_63a8d686-f0ca-497e-9313-68b54d7e13cd">For the year ended 31 December <span class="_ _2"></span>2025 LSL has reported three operating segments: <span class="_ _2"></span>Financial Services, Surveying &amp; Valuation, and Estate </ix:continuation></div><div class="t m0 x18 h13 y16a8 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_63a8d686-f0ca-497e-9313-68b54d7e13cd" continuedAt="_82f9a92a-4c57-4a88-831a-b3f9dfbaf746">Agency Franchising.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h13 y1874 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_82f9a92a-4c57-4a88-831a-b3f9dfbaf746" continuedAt="_2282b20a-b981-4617-a6b1-675ea28ca7f2">Within the Estate Agency Franchising operating <span class="_ _2"></span>segment, the only remaining owned operations relate <span class="_ _2"></span>to the Group’s new build residential <span class="_ _2"></span>sales </ix:continuation></div><div class="t m0 x18 h13 y17bf ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_2282b20a-b981-4617-a6b1-675ea28ca7f2" continuedAt="_15181835-cefc-424b-be70-fa6b3df7c8f0">and conveyancing businesses which are LSL <span class="_ _2"></span>Land &amp; New Homes Limited and <span class="_ _2"></span>Homefast Property Services Limited, representing less than <span class="_ _2"></span>10% of the </ix:continuation></div><div class="t m0 x18 h13 y1563 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_15181835-cefc-424b-be70-fa6b3df7c8f0" continuedAt="_b235d643-122c-4284-b4e8-1142b500ea9d">Group’s total revenue.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h13 y1875 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_b235d643-122c-4284-b4e8-1142b500ea9d" continuedAt="_1bb37c06-0135-4435-a282-3135ee25091a">The Group’s asset management business is <span class="_ _2"></span>included within the Surveying &amp; Valuation <span class="_ _2"></span><span class="ffc ls1 ws0">D<span class="ffd ls14 ws11">ivision. Management deemed the <span class="_ _2"></span>Group’s asset </span></span></ix:continuation></div><div class="t m0 x18 h13 y1876 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_1bb37c06-0135-4435-a282-3135ee25091a" continuedAt="_ac31e267-20af-4c62-838d-b99c070b44a7">management operations, including the class of <span class="_ _2"></span>customer for its services, are more closely <span class="_ _2"></span>aligned to the Surveying &amp; Valuation <span class="_ _2"></span><span class="ffc ls1 ws0">D<span class="ls14">ivision after the </span></span></ix:continuation></div><div class="t m0 x18 h14 y1877 ffc fs8 fc8 sc0 ls14 ws0"><ix:continuation id="_ac31e267-20af-4c62-838d-b99c070b44a7" continuedAt="_884625dc-1936-4f63-b4e0-db03cf862953">Estate Agency <span class="ls1">D</span></ix:continuation></div><div class="t m0 x91 h13 y1566 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_884625dc-1936-4f63-b4e0-db03cf862953" continuedAt="_76612b11-56bb-4477-a703-c7cfec29b33e">ivision’s transformation into a franchise model <span class="_ _2"></span>in 2023.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h13 y1878 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_76612b11-56bb-4477-a703-c7cfec29b33e" continuedAt="_828ac599-775e-4da6-acc7-2e9bd1ff9e5e">All of the Group’s non-current assets <span class="_ _2"></span>are located in its country of domicile. <span class="_ _2"></span>The Group does not hold non-current <span class="_ _2"></span>assets in foreign jurisdictions; </ix:continuation></div><div class="t m0 x18 h13 y1879 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_828ac599-775e-4da6-acc7-2e9bd1ff9e5e" continuedAt="_8c9a2261-b337-4488-9060-e8b722784937">therefore, no foreign non-current asset disclosures <span class="_ _2"></span>are presented.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 hd4 y187a ff13 fs24 fc6 sc0 ls2e ws2d"><ix:continuation id="_8c9a2261-b337-4488-9060-e8b722784937" continuedAt="_fced5bfc-34f6-486a-bcac-73fc68180698">Ope<span class="_ _1"></span>rating se<span class="_ _1"></span>gment<span class="_ _1"></span>s<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h13 y187b ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_fced5bfc-34f6-486a-bcac-73fc68180698" continuedAt="_9176e2a3-4d51-482f-96ee-d4221b1f4571">The Chief Operating Decision Maker (CODM) <span class="_ _2"></span>monitors the operating results of its segments <span class="_ _2"></span>separately for the purpose of making decisions <span class="_ _2"></span>about </ix:continuation></div><div class="t m0 x18 h13 y187c ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_9176e2a3-4d51-482f-96ee-d4221b1f4571" continuedAt="_b61ca7b9-0fb6-4553-afdf-0e9242dca85f">resource allocation and performance assessment. Segment <span class="_ _2"></span>performance is evaluated based on Underlying Operating <span class="_ _2"></span>Profit, which in certain </ix:continuation></div><div class="t m0 x18 h13 y187d ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_b61ca7b9-0fb6-4553-afdf-0e9242dca85f" continuedAt="_82f979bf-858c-449c-bc45-05705f7c8803">respects, as explained in the table <span class="_ _2"></span>below, is measured differently from operating profit <span class="_ _2"></span>or loss in the Group Financial Statements. <span class="_ _2"></span>Head office costs, </ix:continuation></div><div class="t m0 x18 h13 y187e ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_82f979bf-858c-449c-bc45-05705f7c8803" continuedAt="_a2db382b-6587-4f13-a5a5-b1d1e3c0c566">Group financing (including finance costs and<span class="_ _2"></span> finance income) and income taxes are man<span class="_ _2"></span>aged on a Group basis, are excluded <span class="_ _2"></span>from segment results, </ix:continuation></div><div class="t m0 x18 h13 y187f ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_a2db382b-6587-4f13-a5a5-b1d1e3c0c566" continuedAt="_100d6f90-68cb-419c-a897-d86043678be6">and are not allocated to operating <span class="_ _2"></span>segments.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 hd4 y1880 ff13 fs24 fc6 sc0 ls2e ws2d"><ix:continuation id="_100d6f90-68cb-419c-a897-d86043678be6" continuedAt="_7014a7bd-ece0-4019-9b23-d1527f4fbe1b">Repo<span class="_ _1"></span>rt<span class="_ _1"></span>able seg<span class="_ _1"></span>ments<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h13 y1881 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_7014a7bd-ece0-4019-9b23-d1527f4fbe1b" continuedAt="_63d1970c-7912-4f21-acdc-4ebf699a0ac3">The following table presents revenue and <span class="_ _2"></span>profit information regarding the Group’s reportable segments <span class="_ _2"></span>for the financial year ended 31 <span class="_ _2"></span>December </ix:continuation></div><div class="t m0 x18 h13 y1882 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_63d1970c-7912-4f21-acdc-4ebf699a0ac3" continuedAt="_4cedb60f-76af-4470-88b3-91ac62b1a463">2025 and financial year ended 31 <span class="_ _2"></span>December 2024 respectively.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   111<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   111<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
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class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">112<span class="_ _1b6"> </span>113</div><div class="t m0 x8 he y1f ff49 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x19 he y1e ff49 fs6 fc4 sc0 ls37 ws36">OVERVIEW</div><div class="t m0 x6 h10 y21 ffc fs4 fc6 sc0 ls9e ws12">Notes<span class="_ _1"></span> to<span class="_ _1"></span> the<span class="_ _7"></span> Group<span class="_ _1"></span> Finan<span class="_ _1"></span>cial<span class="_ _1"></span> S<span class="_ _2"></span>t<span class="_ _1"></span>atement<span class="_ _1"></span>s<span class="_ _1"></span> <span class="fs41 lsa0 wsa1">conti<span class="_ _2"></span>nued</span></div><div class="t m0 x6 h6f y13bf ffb fs24 fc6 sc0 ls70 ws6b"><ix:continuation id="_4cedb60f-76af-4470-88b3-91ac62b1a463" continuedAt="_ca9fd4a7-1836-4f16-bb5a-0dcce155dc40">Y<span class="_ _2"></span>ear ended<span class="_ _2"></span> 31<span class="_ _2"></span> December 2025<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x142 h4a y1883 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="x1fc z7 gs1"><ix:continuation id="_ca9fd4a7-1836-4f16-bb5a-0dcce155dc40" continuedAt="_2b691bf6-7949-444f-9bce-c80dfc66795d"><table id="_2f2db401-38ca-46a7-a796-ec16385f7003" class="s wda hf8"><tr><td /><td class="t m0 x3f1 h8b y21a8 ffb fs11 fc7 sc0 ls1 ws0">Financial  </td><td class="t m0 x3f2 h8b y21a8 ffb fs11 fc7 sc0 ls1 ws0">Surveying  </td><td class="t m0 x39b h8b y21a8 ffb fs11 fc7 sc0 ls1 ws0">Estat<span class="_ _2"></span>e Agency </td><td /><td /></tr><tr><td /><td class="t m0 x39a h8b y21a9 ffb fs11 fc7 sc0 ls1 ws0">Services  </td><td class="t m0 x3f3 h86 y21a9 ff16 fs11 fc7 sc0 ls1 ws0">&amp; V<span class="_ _2"></span>aluation<span class="ffb"> </span></td><td class="t m0 x3f4 h8b y21a9 ffb fs11 fc7 sc0 ls1 ws0">Franchising </td><td class="t m0 x3f5 h8b y21aa ffb fs11 fc7 sc0 ls1 ws0">Central </td><td class="t m0 x3af h8b y21aa ffb fs11 fc7 sc0 ls1 ws0">T<span class="_ _0"></span>otal </td></tr><tr><td /><td class="t m0 x3f6 h8b y21ab ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x3f7 h8b y21ab ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x203 h8b y21ab ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x204 h8b y21ac ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x205 h8b y21ac ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="t m0 x206 h2e y21ad ff16 fs8 fc3 sc0 ls1 ws0">Income sta<span class="_ _2"></span>tement inf<span class="_ _2"></span>ormation<span class="_ _1be"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></td><td /><td /><td /><td /><td /></tr><tr><td class="c n x1b7 y21ae wdb he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">Revenue fr<span class="_ _2"></span>om ext<span class="_ _2"></span>ernal customers<span class="_ _2d2"> </span></div></td><td class="c n x3f8 y21ae wce he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">48,838<span class="_ _2d2"> </span></div></td><td class="c n x3f9 y21ae wcf he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">107,620<span class="_ _2d2"> </span></div></td><td class="c n x3fa y21ae w35 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">26,487<span class="_ _2d2"> </span></div></td><td class="c n x3fb y21ae w4f he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x3fc y21ae w5a he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">182,945<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x206 h11 y21af ffb fs8 fc3 sc0 ls1 ws0">Segmental r<span class="_ _2"></span>esult:<span class="_ _1c0"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></td><td /><td /><td /><td /><td /></tr><tr><td class="c x1b7 y21b1 wdc hea"><div class="t m0 x1b6 h13 y21b0 ffd fs8 fc3 sc0 ls1 ws0">– Group Underlying Oper<span class="_ _2"></span>ating pr<span class="_ _2"></span>ofit/(loss) from con<span class="_ _2"></span>tinuing<span class="_ _2d2"> </span></div><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">opera<span class="_ _2"></span>tions<span class="_ _2d2"> </span></div></td><td class="c n x3fd y21b1 w3d he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">10,955<span class="_ _2d2"> </span></div></td><td class="c n x3fe y21b1 w3d he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">23,554<span class="_ _2d2"> </span></div></td><td class="c n x3ff y21b1 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">8,259<span class="_ _2d2"> </span></div></td><td class="c n x400 y21b1 w24 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(10,150)<span class="_ _2d2"> </span></div></td><td class="c n x401 y21b1 w35 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">32,618<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21b2 wdd he7"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">– Opera<span class="_ _2"></span>ting profit/(loss)<span class="_ _2d2"> </span></div></td><td class="c n x402 y21b2 wa6 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">6,294<span class="_ _2d2"> </span></div></td><td class="c n x403 y21b2 wce he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">20,806<span class="_ _2d2"> </span></div></td><td class="c n x404 y21b2 w26 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">6,404<span class="_ _2d2"> </span></div></td><td class="c n x405 y21b2 w23 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws9b">(10,942)<span class="_ _2d2"> </span></div></td><td class="c n x406 y21b2 w35 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">22,562<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21b3 w37 he3"><div class="t m0 x1b6 h11 y2137 ffc fs8 fc3 sc0 ls1 ws0">Finance income<span class="_ _2d2"> </span></div></td><td /><td /><td /><td /><td class="c n x407 y21b3 w26 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">2,451<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21b4 w80 he3"><div class="t m0 x1b6 h11 y2137 ffc fs8 fc3 sc0 ls1 ws0">Finance costs<span class="_ _2d2"> </span></div></td><td /><td /><td /><td /><td class="c n x408 y21b4 w1d he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws9b">(1,937)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y209c wde he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Pr<span class="_ _2"></span>ofit befor<span class="_ _2"></span>e ta<span class="_ _2"></span>x<span class="_ _2d2"> </span></div></td><td /><td /><td /><td /><td class="c n x409 y209c w3c he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">23,076<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y209d w76 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Loss bef<span class="_ _2"></span>ore ta<span class="_ _2"></span>x from disc<span class="_ _2"></span>ontinued opera<span class="_ _2"></span>tions<span class="_ _2d2"> </span></div></td><td /><td /><td /><td /><td class="c n x40a y209d wdf he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws9b">(8)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y209e wde he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Pr<span class="_ _2"></span>ofit befor<span class="_ _2"></span>e ta<span class="_ _2"></span>x<span class="_ _2d2"> </span></div></td><td /><td /><td /><td /><td class="c n x409 y209e w3c he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">23,068<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20a0 we0 heb"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls4c ws4b">T<span class="_ _0"></span>axation<span class="_ _2d2"> </span></div></td><td /><td /><td /><td /><td class="c n x40b y20a0 w1d heb"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(6,028)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21b5 w42 he4"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">Profit for the y<span class="_ _2"></span>ear<span class="_ _2d2"> </span></div></td><td /><td /><td /><td /><td class="c n x2a7 y21b5 w35 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">17,040<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x206 h2e y21b6 ff16 fs8 fc3 sc0 ls1 ws0">Balance sheet informa<span class="_ _2"></span>tion<span class="_ _1c4"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></td><td /><td /><td /><td /><td /></tr><tr><td class="c n x1b7 y21b7 we1 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Segment assets – int<span class="_ _2"></span>angible<span class="_ _2d2"> </span></div></td><td class="c n x40c y21b7 w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">16,804<span class="_ _2d2"> </span></div></td><td class="c n x40d y21b7 w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">14,318<span class="_ _2d2"> </span></div></td><td class="c n x40e y21b7 w36 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">15,614<span class="_ _2d2"> </span></div></td><td class="c n x40f y21b7 w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x410 y21b7 w35 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">46,736<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21b8 we2 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Segment assets – other<span class="_ _2d2"> </span></div></td><td class="c n x411 y21b8 wca he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">37,310<span class="_ _2d2"> </span></div></td><td class="c n x412 y21b8 wca he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">16,604<span class="_ _2d2"> </span></div></td><td class="c n x413 y21b8 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">7,830<span class="_ _2d2"> </span></div></td><td class="c n x414 y21b8 w36 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">72,493<span class="_ _2d2"> </span></div></td><td class="c n x415 y21b8 w5a he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">134,237<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21b9 we3 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal segment assets<span class="_ _2d2"> </span></div></td><td class="c n x416 y21b9 w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">54,114<span class="_ _2d2"> </span></div></td><td class="c n x417 y21b9 w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">30,922<span class="_ _2d2"> </span></div></td><td class="c n x418 y21b9 w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">23,444<span class="_ _2d2"> </span></div></td><td class="c n x419 y21b9 w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">72,493<span class="_ _2d2"> </span></div></td><td class="c n x41a y21b9 w5a he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">180,973<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21ba we4 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal segment liabilities<span class="_ _2d2"> </span></div></td><td class="c n x41b y21ba we5 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(21,557)<span class="_ _2d2"> </span></div></td><td class="c n x41c y21ba we5 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(21,126)<span class="_ _2d2"> </span></div></td><td class="c n x41d y21ba w24 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(12,656)<span class="_ _2d2"> </span></div></td><td class="c n x41e y21ba w24 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(43,752)<span class="_ _2d2"> </span></div></td><td class="c n x41f y21ba w23 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(99,091)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21bb w67 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">Net assets<span class="_ _2d2"> </span></div></td><td class="c n x420 y21bb wce he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">32,557<span class="_ _2d2"> </span></div></td><td class="c n x421 y21bb w26 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">9,796<span class="_ _2d2"> </span></div></td><td class="c n x418 y21bb w35 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">10,788<span class="_ _2d2"> </span></div></td><td class="c n x422 y21bb w3c he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">28,741<span class="_ _2d2"> </span></div></td><td class="c n x22e y21bb w35 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">81,882<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x206 h11 y21bc ffb fs8 fc3 sc0 ls1 ws0">Other segment items<span class="_ _148"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></td><td /><td /><td /><td /><td /></tr><tr><td class="c n x1b7 y21bd we6 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Capital e<span class="_ _2"></span>xpenditure including int<span class="_ _2"></span>angible assets<span class="_ _2d2"> </span></div></td><td class="c n x423 y21bd w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1,435<span class="_ _2d2"> </span></div></td><td class="c n x424 y21bd we7 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2,214<span class="_ _2d2"> </span></div></td><td class="c n x425 y21bd w3a he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">644<span class="_ _2d2"> </span></div></td><td class="c n x426 y21bd w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x427 y21bd w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">4,293<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20ab we8 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Depreciation<span class="_ _2d2"> </span></div></td><td class="c n x428 y20ab w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(589)<span class="_ _2d2"> </span></div></td><td class="c n x429 y20ab w21 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(2,031)<span class="_ _2d2"> </span></div></td><td class="c n x42a y20ab w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(749)<span class="_ _2d2"> </span></div></td><td class="c n x42b y20ab w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x42c y20ab w2b he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(3,369)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21be w2d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Amortisation of int<span class="_ _2"></span>angible assets<span class="_ _2d2"> </span></div></td><td class="c n x42d y21be w21 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(1,866)<span class="_ _2d2"> </span></div></td><td class="c n x42e y21be we9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(311)<span class="_ _2d2"> </span></div></td><td class="c n x42f y21be w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(855)<span class="_ _2d2"> </span></div></td><td class="c n x430 y21be w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x431 y21be w1d he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(3,032)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21bf w2e he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Exceptional g<span class="_ _2"></span>ains<span class="_ _2d2"> </span></div></td><td class="c n x432 y21bf wa5 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">571<span class="_ _2d2"> </span></div></td><td class="c n x433 y21bf w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x434 y21bf w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x435 y21bf w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x436 y21bf w27 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">571<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20ae w31 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Exceptional c<span class="_ _2"></span>osts<span class="_ _2d2"> </span></div></td><td class="c n x437 y20ae wac he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(1,680)<span class="_ _2d2"> </span></div></td><td class="c n x438 y20ae wac he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(2,000)<span class="_ _2d2"> </span></div></td><td class="c n x439 y20ae w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(701)<span class="_ _2d2"> </span></div></td><td class="c n x43a y20ae w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(685)<span class="_ _2d2"> </span></div></td><td class="c n x43b y20ae w2b he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(5,066)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20af wea he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Share of r<span class="_ _2"></span>esults in joint ventur<span class="_ _2"></span>e<span class="_ _2d2"> </span></div></td><td class="c n x43c y20af wa5 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">798<span class="_ _2d2"> </span></div></td><td class="c n x43d y20af w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x43e y20af w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x43f y20af w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x440 y20af w27 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">798<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b0 web he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">PI provision<span class="_ _2d2"> </span></div></td><td class="c n x441 y20b0 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(756)<span class="_ _2d2"> </span></div></td><td class="c n x442 y20b0 w21 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(3,565)<span class="_ _2d2"> </span></div></td><td class="c n x443 y20b0 w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x444 y20b0 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x445 y20b0 w1d he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(4,321)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21a4 wec he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Dilapidation pr<span class="_ _2"></span>ovision<span class="_ _2d2"> </span></div></td><td class="c n x446 y21a4 wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x447 y21a4 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x448 y21a4 w1e he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(4,336)<span class="_ _2d2"> </span></div></td><td class="c n x449 y21a4 w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x44a y21a4 w1d he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(4,336)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2176 wed he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Res<span class="_ _2"></span>tructuring provision<span class="_ _2d2"> </span></div></td><td class="c n x44b y2176 wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x44c y2176 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x44d y2176 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(996)<span class="_ _2d2"> </span></div></td><td class="c n x44e y2176 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x44f y2176 w70 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(996)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2177 wee he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Appointed r<span class="_ _2"></span>epresent<span class="_ _2"></span>ative pr<span class="_ _2"></span>ovision<span class="_ _2d2"> </span></div></td><td class="c n x450 y2177 wac he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(1,615)<span class="_ _2d2"> </span></div></td><td class="c n x451 y2177 w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x452 y2177 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x453 y2177 w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x445 y2177 w1d he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(1,615)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2178 wef he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Share-based pa<span class="_ _2"></span>yment<span class="_ _2d2"> </span></div></td><td class="c n x454 y2178 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(184)<span class="_ _2d2"> </span></div></td><td class="c n x455 y2178 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(437)<span class="_ _2d2"> </span></div></td><td class="c n x439 y2178 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(300)<span class="_ _2d2"> </span></div></td><td class="c n x456 y2178 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(676)<span class="_ _2d2"> </span></div></td><td class="c n x457 y2178 w2b he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(1,597)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2179 w18 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Employee cos<span class="_ _2"></span>ts<span class="_ _2d2"> </span></div></td><td class="c n x458 y2179 we5 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(24,344)<span class="_ _2d2"> </span></div></td><td class="c n x459 y2179 w24 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(66,394)<span class="_ _2d2"> </span></div></td><td class="c n x45a y2179 w24 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(10,487)<span class="_ _2d2"> </span></div></td><td class="c n x45b y2179 w1e he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(7,863)<span class="_ _2d2"> </span></div></td><td class="c n x45c y2179 w1a he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(109,088)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b6 wf0 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Expected credit loss<span class="_ _2d2"> </span></div></td><td class="c n x45d y20b6 wac he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(1,397)<span class="_ _2d2"> </span></div></td><td class="c n x45e y20b6 w8d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(18)<span class="_ _2d2"> </span></div></td><td class="c n x45f y20b6 w1e he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(2,128)<span class="_ _2d2"> </span></div></td><td class="c n x460 y20b6 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x461 y20b6 w2b he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(3,543)<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 x6 h13 y18ab ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_2b691bf6-7949-444f-9bce-c80dfc66795d" continuedAt="_3134c333-94a3-40ae-9ef0-20f7791d40a6">Central net assets comprise intangible assets <span class="_ _2"></span>and plant and equipment £0.5m, other assets <span class="_ _2"></span>£4.9m, cash £67.1m, accruals and other p<span class="_ _2"></span>ayables </ix:continuation></div><div class="t m0 x6 h13 y18ac ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_3134c333-94a3-40ae-9ef0-20f7791d40a6" continuedAt="_7797e499-c6e1-4cc5-841a-82db517d2f8c">£2.5m, deferred tax liabilities £2.0m, overdraft <span class="_ _2"></span>of £39.3m. Central result comprises costs relating <span class="_ _2"></span>to the Parent Company.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   112<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   112<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
<div id="pf73" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc73 w4 h0"><img 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AAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAADgIqhNsCTT/b0feM8zdgAAgBVx4+YtI6ThuLXCMjR11e81dgAA4BxGky47r7dwubOBqwoAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAwNnUJliSnPNgd2AHAABYERubW0ZIw3FrhWVo6qrfa+wAAMA5jCZddl5v4XJnA1cVAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAICzqU2wJDnnwe7ADgAAsCI2NreMkIbj1grL0NRVv9fYAQCAcxhNuuy83sLlzgauKgAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAZ1ObYElyzoPdgR0AAGBFbGxuGSENx60VlqGpq36vsQMAAOcwmnTZeb2Fy50NXFUAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAADevNoES9K27fWdbTsAAMCKuHHzlhHScNxaYRmauur3GjsAAHAOo0mXnddbuNzZwFUFAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAADAotQmWJKc82B3YAcAAFgRG5tbRkjDcWuFZWjqqt9r7AAAwDmMJl12Xm/hcmcDVxUAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAgLOpTbAkOefB7sAOAACwIjY2t4yQhuPWCsvQ1FW/19gBAIBzGE267LzewuXOBq4qAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAABnU5tgSdq2vb6zbQcAAFgRN27eMkIajlsrLENTV/1eYwcAAM5hNOmy83oLlzsbuKoAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAJxNbYIladv2+s62HQAAYEXcuHnLCGk4bq2wDE1d9XuNHQAAOIfRpMvO6y1c7mzgqgIAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAGBRahMsSdu213e27QAAACvixs1bRkjDcWuFZWjqqt9r7AAAwDmMJl12Xm/hcmcDVxUAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAgLOpTbAkOefB7sAOAACwIjY2t4yQhuPWCsvQ1FW/19gBAIBzGE267LzewuXOBq4qAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAABnU5tgSdq2vb6zbQcAAFgRN27eMkIajlsrLENTV/1eYwcAAM5hNOmy83oLlzsbuKoAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAJxNbYIladv2+s62HQAAYEXcuHnLCGk4bq2wDE1d9XuNHQAAOIfRpMvO6y1c7mzgqgIAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAGBRahMsSc55sDuwAwAArIiNzS0jpOG4tcIyNHXV7zV2AADgHEaTLjuvt3C5s4GrCgAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAADA2dQmWJKc82B3YAcAAFgRG5tbRkjDcWuFZWjqqt9r7AAAwDmMJl12Xm/hcmcDVxUAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAgLOpTbAkbdte39m2AwAArIgbN28ZIQ3HrRWWoamrfq+xAwAA5zCadNl5vYXLnQ1cVQAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAzqY2wZLknAe7AzsAAMCK2NjcMkIajlsrLENTV/1eYwcAAM5hNOmy83oLlzsbuKoAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABYlNoES9K27fWdbTsAAMCKuHHzlhHScNxaYRmauur3GjsAAHAOo0mXnddbuNzZwFUFAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAOBsahMsSdu213e27QAAACvixs1bRkjDcWuFZWjqqt9r7AAAwDmMJl12Xm/hcmcDVxUAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAgLOpTbAkOefB7sAOAACwIjY2t4yQhuPWCsvQ1FW/19gBAIBzGE267LzewuXOBq4qAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAABnU5tgSXLOg92BHQAAYEVsbG4ZIQ3HrRWWoamrfq+xAwAA5zCadNl5vYXLnQ1cVQAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIPx3+3aQsqkRhWG0laIQ3IMDJ+6hM8neM8okUC5EENMKKfr+2UAmn1hg6HOW8FKTB24BAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAA/yWZoJGIKGuxAwAAvMQ0L0botuOyQgs59eOQ7QAAwA37WcO93uOi2sCrAgAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAADwmWSCRiKirMUOAADwEtO8GKHbjssKLeTUj0O2AwAAN+xnDfd6j4tqA68KAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAMBnkgkaiYiyFjsAAMBLTPNihG47Liu0kFM/DtkOAADcsJ813Os9LqoNvCoAAAAFCAAAgAIEAABAAcJxKQUAAAuQSURBVAIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAJ9JJmgkIspa7AAAAC8xzYsRuu24rNBCTv04ZDsAAHDDftZwr/e4qDbwqgAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAfCaZoJGIKGuxAwAAvMQ0L0botuOyQgs59eOQ7QAAwA37WcO93uOi2sCrAgAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAA4CnJBI1ERFmLHQAA4CWmeTFCtx2XFVrIqR+HbAcAAG7Yzxru9R4X1QZeFQAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAACAzyQTNBIRZS12AACAl5jmxQjddlxWaCGnfhyyHQAAuGE/a7jXe1xUG3hVAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAA+k0zQSESUtdgBAABeYpoXI3TbcVmhhZz6cch2AADghv2s4V7vcVFt4FUBAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAPhMMkEjEVHWYgcAAHiJaV6M0G3HZYUWcurHIdsBAIAb9rOGe73HRbWBVwUAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAMBTkgkaiYiyFjsAAMBLTPNihG47Liu0kFM/DtkOAADcsJ813Os9LqoNvCoAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAJ9JJmgkIspa7AAAAC8xzYsRuu24rNBCTv04ZDsAAHDDftZwr/e4qDbwqgAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAfCaZoJGIKGuxAwAAvMQ0L0botuOyQgs59eOQ7QAAwA37WcO93uOi2sCrAgAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAA4CnJBI38jK9/6k87AABww9e3r29fYQcU4P/G3z/O77//ZgcAAHiJP/78ywjddlxWAAAA+BX4BwgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAPw6/gVc81FDSsrEQwAAAABJRU5ErkJggg==" class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">112<span class="_ _1b6"> </span>113</div><div class="t m0 xf he y1f ff4b fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 xe he y1e ff4b fs6 fc4 sc0 ls9c ws9c">OTHER INFORMATION<span class="_ _182"></span><span class="fc0">FINANCIAL STATEMENTS<span class="_ _183"></span><span class="fc4">CORPORATE GOVERNANCE<span class="_ _13e"></span>STRATEGIC<span class="_ _2"></span> REPORT<span class="_ _184"></span><span class="ls37 ws36">OVERVIEW</span></span></span></div><div class="t m0 x18 h10 y21 ff4c fs4 fc6 sc0 ls1 ws0"> </div><div class="t m0 x18 h6f y13bf ffb fs24 fc6 sc0 ls2e ws0"><ix:continuation id="_7797e499-c6e1-4cc5-841a-82db517d2f8c" continuedAt="_7845f750-75fd-401a-ade9-c063b926bb87">Y<span class="_ _2"></span>ear en<span class="_ _1"></span>ded 31 Dece<span class="_ _1"></span>mber 2<span class="_ _1"></span>024 (rest<span class="_ _1"></span>ated*)<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x184 h4a y1883 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="x1ae z7 gs1"><ix:continuation id="_7845f750-75fd-401a-ade9-c063b926bb87" continuedAt="_f689c5c7-06a2-4a2b-8bf9-80357bf2793c"><table id="_4748f0d2-22b1-4fcf-97fa-33e086512206" class="s wf1 hf9"><tr><td /><td class="t m0 x462 h8b y21c0 ffb fs11 fc7 sc0 ls1 ws0">Financial  </td><td class="t m0 x463 h8b y21c0 ffb fs11 fc7 sc0 ls1 ws0">Surveying  </td><td class="t m0 x464 h8b y21c0 ffb fs11 fc7 sc0 ls1 ws0">Estat<span class="_ _2"></span>e Agency </td><td /><td /></tr><tr><td /><td class="t m0 x465 h8b y21c1 ffb fs11 fc7 sc0 ls1 ws0">Services </td><td class="t m0 x466 h86 y21c1 ff16 fs11 fc7 sc0 ls1 ws0">&amp; V<span class="_ _2"></span>aluation<span class="ffb"> </span></td><td class="t m0 x467 h8b y21c1 ffb fs11 fc7 sc0 ls1 ws0">Franchising </td><td class="t m0 x468 h8b y21c2 ffb fs11 fc7 sc0 ls1 ws0">Central </td><td class="t m0 x1b1 h8b y21c2 ffb fs11 fc7 sc0 ls1 ws0">T<span class="_ _0"></span>otal </td></tr><tr><td /><td class="t m0 x469 h8b y21c3 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x46a h8b y21c3 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x46b h8b y21c3 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x1b3 h8b y21c4 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x1b4 h8b y21c4 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="t m0 x1b5 h2e y21c5 ff16 fs8 fc3 sc0 ls1 ws0">Income sta<span class="_ _2"></span>tement inf<span class="_ _2"></span>ormation<span class="_ _1be"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></td><td /><td /><td /><td /><td /></tr><tr><td class="c n x1b7 y21c6 wdb he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">Revenue fr<span class="_ _2"></span>om ext<span class="_ _2"></span>ernal customers<span class="_ _2d2"> </span></div></td><td class="c n x3f8 y21c6 wce he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">48,395<span class="_ _2d2"> </span></div></td><td class="c n x46c y21c6 w3c he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">97,822<span class="_ _2d2"> </span></div></td><td class="c n x46d y21c6 w3c he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">27,101<span class="_ _2d2"> </span></div></td><td class="c n x46e y21c6 w33 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x46f y21c6 w16 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">173,318<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x1b5 h11 y21c7 ffb fs8 fc3 sc0 ls1 ws0">Segmental r<span class="_ _2"></span>esult:<span class="_ _1c0"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></td><td /><td /><td /><td /><td /></tr><tr><td class="c x1b7 y21c8 wdc hea"><div class="t m0 x1b6 h13 y21b0 ffd fs8 fc3 sc0 ls1 ws0">– Group Underlying Oper<span class="_ _2"></span>ating pr<span class="_ _2"></span>ofit/(loss) from con<span class="_ _2"></span>tinuing<span class="_ _2d2"> </span></div><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">opera<span class="_ _2"></span>tions<span class="_ _2d2"> </span></div></td><td class="c n x470 y21c8 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">8,576<span class="_ _2d2"> </span></div></td><td class="c n x471 y21c8 w3d he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">22,501<span class="_ _2d2"> </span></div></td><td class="c n x472 y21c8 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">7,757<span class="_ _2d2"> </span></div></td><td class="c n x473 y21c8 w24 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(11,049)<span class="_ _2d2"> </span></div></td><td class="c n x474 y21c8 w35 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">27,785<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21c9 wdd he7"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">– Opera<span class="_ _2"></span>ting profit/(loss)<span class="_ _2d2"> </span></div></td><td class="c n x402 y21c9 wa6 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">4,593<span class="_ _2d2"> </span></div></td><td class="c n x475 y21c9 w35 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">22,083<span class="_ _2d2"> </span></div></td><td class="c n x404 y21c9 w26 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">6,599<span class="_ _2d2"> </span></div></td><td class="c n x405 y21c9 w23 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws9b">(11,336)<span class="_ _2d2"> </span></div></td><td class="c n x406 y21c9 w35 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">21,939<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21ca w37 he3"><div class="t m0 x1b6 h11 y2137 ffc fs8 fc3 sc0 ls1 ws0">Finance income<span class="_ _2d2"> </span></div></td><td /><td /><td /><td /><td class="c n x407 y21ca w26 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">2,868<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21cb w80 he3"><div class="t m0 x1b6 h11 y2137 ffc fs8 fc3 sc0 ls1 ws0">Finance costs<span class="_ _2d2"> </span></div></td><td /><td /><td /><td /><td class="c n x408 y21cb w1d he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws9b">(1,741)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21cc wde he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Pr<span class="_ _2"></span>ofit befor<span class="_ _2"></span>e ta<span class="_ _2"></span>x<span class="_ _2d2"> </span></div></td><td /><td /><td /><td /><td class="c n x409 y21cc w3c he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">23,066<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21cd w76 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Loss bef<span class="_ _2"></span>ore ta<span class="_ _2"></span>x from disc<span class="_ _2"></span>ontinued opera<span class="_ _2"></span>tions<span class="_ _2d2"> </span></div></td><td /><td /><td /><td /><td class="c n x476 y21cd w70 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws9b">(518)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21ce wde he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Pr<span class="_ _2"></span>ofit befor<span class="_ _2"></span>e ta<span class="_ _2"></span>x<span class="_ _2d2"> </span></div></td><td /><td /><td /><td /><td class="c n x409 y21ce w3c he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">22,548<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21cf we0 heb"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls4c ws4b">T<span class="_ _0"></span>axation<span class="_ _2d2"> </span></div></td><td /><td /><td /><td /><td class="c n x40b y21cf w1d heb"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(5,106)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21d0 w42 he4"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">Profit for the y<span class="_ _2"></span>ear<span class="_ _2d2"> </span></div></td><td /><td /><td /><td /><td class="c n x2a7 y21d0 w35 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">17,442<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x1b5 h2e y21d1 ff16 fs8 fc3 sc0 ls1 ws0">Balance sheet informa<span class="_ _2"></span>tion<span class="_ _1c4"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></td><td /><td /><td /><td /><td /></tr><tr><td class="c n x1b7 y21d2 we1 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Segment assets – int<span class="_ _2"></span>angible<span class="_ _2d2"> </span></div></td><td class="c n x40c y21d2 w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">17,521<span class="_ _2d2"> </span></div></td><td class="c n x40d y21d2 w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">12,771<span class="_ _2d2"> </span></div></td><td class="c n x40e y21d2 w36 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">16,424<span class="_ _2d2"> </span></div></td><td class="c n x40f y21d2 w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x410 y21d2 w35 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">46,716<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21d3 we2 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Segment assets – other<span class="_ _2d2"> </span></div></td><td class="c n x411 y21d3 wca he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">33,900<span class="_ _2d2"> </span></div></td><td class="c n x477 y21d3 w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">15,486<span class="_ _2d2"> </span></div></td><td class="c n x413 y21d3 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">4,356<span class="_ _2d2"> </span></div></td><td class="c n x414 y21d3 w36 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">66,655<span class="_ _2d2"> </span></div></td><td class="c n x415 y21d3 w5a he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">120,397<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21d4 we3 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal segment assets<span class="_ _2d2"> </span></div></td><td class="c n x416 y21d4 w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">51,421<span class="_ _2d2"> </span></div></td><td class="c n x417 y21d4 w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">28,257<span class="_ _2d2"> </span></div></td><td class="c n x418 y21d4 w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">20,780<span class="_ _2d2"> </span></div></td><td class="c n x419 y21d4 w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">66,655<span class="_ _2d2"> </span></div></td><td class="c n x41a y21d4 w5a he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">167,113<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21d5 we4 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal segment liabilities<span class="_ _2d2"> </span></div></td><td class="c n x41b y21d5 we5 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(23,697)<span class="_ _2d2"> </span></div></td><td class="c n x478 y21d5 w24 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(18,450)<span class="_ _2d2"> </span></div></td><td class="c n x41d y21d5 w24 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(12,954)<span class="_ _2d2"> </span></div></td><td class="c n x479 y21d5 w24 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(31,805)<span class="_ _2d2"> </span></div></td><td class="c n x47a y21d5 w65 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(86,906)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21d6 w67 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">Net assets<span class="_ _2d2"> </span></div></td><td class="c n x47b y21d6 wce he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">27,724<span class="_ _2d2"> </span></div></td><td class="c n x47c y21d6 w6b he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">9,807<span class="_ _2d2"> </span></div></td><td class="c n x47d y21d6 w26 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">7,826<span class="_ _2d2"> </span></div></td><td class="c n x47e y21d6 w35 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">34,850<span class="_ _2d2"> </span></div></td><td class="c n x23c y21d6 w35 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">80,207<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x1b5 h11 y21d7 ffb fs8 fc3 sc0 ls1 ws0">Other segment items<span class="_ _148"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></td><td /><td /><td /><td /><td /></tr><tr><td class="c n x1b7 y21d8 we6 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Capital e<span class="_ _2"></span>xpenditure including int<span class="_ _2"></span>angible assets<span class="_ _2d2"> </span></div></td><td class="c n x423 y21d8 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1,259<span class="_ _2d2"> </span></div></td><td class="c n x47f y21d8 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1,439<span class="_ _2d2"> </span></div></td><td class="c n x425 y21d8 w3a he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">333<span class="_ _2d2"> </span></div></td><td class="c n x426 y21d8 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x427 y21d8 w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">3,031<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21bd we8 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Depreciation<span class="_ _2d2"> </span></div></td><td class="c n x428 y21bd w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(540)<span class="_ _2d2"> </span></div></td><td class="c n x429 y21bd w21 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(1,925)<span class="_ _2d2"> </span></div></td><td class="c n x42a y21bd w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(695)<span class="_ _2d2"> </span></div></td><td class="c n x42b y21bd w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x42c y21bd w2b he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(3,160)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20ab w2d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Amortisation of int<span class="_ _2"></span>angible assets<span class="_ _2d2"> </span></div></td><td class="c n x42d y20ab w21 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(1,806)<span class="_ _2d2"> </span></div></td><td class="c n x480 y20ab w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(230)<span class="_ _2d2"> </span></div></td><td class="c n x42f y20ab w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(916)<span class="_ _2d2"> </span></div></td><td class="c n x481 y20ab w7c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(36)<span class="_ _2d2"> </span></div></td><td class="c n x482 y20ab w1d he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(2,988)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21be w2e he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Exceptional g<span class="_ _2"></span>ains<span class="_ _2d2"> </span></div></td><td class="c n x483 y21be w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1,705<span class="_ _2d2"> </span></div></td><td class="c n x484 y21be w19 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">40<span class="_ _2d2"> </span></div></td><td class="c n x1d2 y21be w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x485 y21be w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x486 y21be w6b he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">1,745<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21bf w31 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Exceptional c<span class="_ _2"></span>osts<span class="_ _2d2"> </span></div></td><td class="c n x437 y21bf wac he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(4,109)<span class="_ _2d2"> </span></div></td><td class="c n x487 y21bf w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x488 y21bf w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x489 y21bf w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x48a y21bf w1d he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(4,109)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20ae wea he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Share of r<span class="_ _2"></span>esults in joint ventur<span class="_ _2"></span>e<span class="_ _2d2"> </span></div></td><td class="c n x48b y20ae wf2 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(6)<span class="_ _2d2"> </span></div></td><td class="c n x48c y20ae w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x48d y20ae w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x48e y20ae w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x48f y20ae w77 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(6)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20af wf3 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">PI Costs pr<span class="_ _2"></span>ovision<span class="_ _2d2"> </span></div></td><td class="c n x490 y20af w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(676)<span class="_ _2d2"> </span></div></td><td class="c n x491 y20af w21 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(1,899)<span class="_ _2d2"> </span></div></td><td class="c n x492 y20af w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x493 y20af w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x44a y20af w1d he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(2,575)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b0 wec he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Dilapidation pr<span class="_ _2"></span>ovision<span class="_ _2d2"> </span></div></td><td class="c n x446 y20b0 wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x447 y20b0 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x494 y20b0 w21 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(5,110)<span class="_ _2d2"> </span></div></td><td class="c n x495 y20b0 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x2d7 y20b0 w2b he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(5,110)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y211e wed he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Res<span class="_ _2"></span>tructuring provision<span class="_ _2d2"> </span></div></td><td class="c n x44b y211e wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x44c y211e w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x44d y211e w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(918)<span class="_ _2d2"> </span></div></td><td class="c n x44e y211e w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x44f y211e w70 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(918)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b2 wf4 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Other provision<span class="_ _2d2"> </span></div></td><td class="c n x496 y20b2 w21 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(1,247)<span class="_ _2d2"> </span></div></td><td class="c n x497 y20b2 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x498 y20b2 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x499 y20b2 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x49a y20b2 w1d he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(1,247)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b3 w87 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Onerous leases pr<span class="_ _2"></span>ovision<span class="_ _2d2"> </span></div></td><td class="c n x44b y20b3 wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x44c y20b3 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x49b y20b3 w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x49c y20b3 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(571)<span class="_ _2d2"> </span></div></td><td class="c n x49d y20b3 w70 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(571)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21d9 wef he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Share-based pa<span class="_ _2"></span>yment<span class="_ _2d2"> </span></div></td><td class="c n x454 y21d9 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(199)<span class="_ _2d2"> </span></div></td><td class="c n x455 y21d9 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(228)<span class="_ _2d2"> </span></div></td><td class="c n x439 y21d9 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(242)<span class="_ _2d2"> </span></div></td><td class="c n x456 y21d9 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(251)<span class="_ _2d2"> </span></div></td><td class="c n x49e y21d9 w70 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(920)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2179 w18 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Employee cos<span class="_ _2"></span>ts<span class="_ _2d2"> </span></div></td><td class="c n x458 y2179 we5 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(25,919)<span class="_ _2d2"> </span></div></td><td class="c n x459 y2179 w24 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(59,346)<span class="_ _2d2"> </span></div></td><td class="c n x49f y2179 w5f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(10,479)<span class="_ _2d2"> </span></div></td><td class="c n x4a0 y2179 w1e he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(9,456)</div></td><td class="c n x4a1 y2179 wf5 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">(105,200)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b6 wf0 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Expected credit loss<span class="_ _2d2"> </span></div></td><td class="c n x441 y20b6 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(497)<span class="_ _2d2"> </span></div></td><td class="c n x4a2 y20b6 w8d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(12)<span class="_ _2d2"> </span></div></td><td class="c n x4a3 y20b6 w21 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(1,552)<span class="_ _2d2"> </span></div></td><td class="c n x4a4 y20b6 wf6 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 lsa2 wsa9">–<span class="_ _2d2"> </span></div></td><td class="c n x4a5 y20b6 w1d he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(2,061)<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 x18 h13 y18ba ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_f689c5c7-06a2-4a2b-8bf9-80357bf2793c" continuedAt="_d751ccd6-3764-4a0d-a0fc-04d49972f109">Central net assets comprise intangible assets <span class="_ _2"></span>and plant and equipment £0.7m, other assets <span class="_ _2"></span>£5.3m, cash £60.7m, accruals and other p<span class="_ _2"></span>ayables </ix:continuation></div><div class="t m0 x18 h13 y18bb ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_d751ccd6-3764-4a0d-a0fc-04d49972f109" continuedAt="_e4fbc24e-fd9f-4111-a35a-88b7a1d471cc">£1.9m, deferred tax liabilities £1.6m, overdraft <span class="_ _2"></span>of £28.3m. Central result comprises costs relating <span class="_ _2"></span>to the Parent Company.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h8c y18bc ffd fs33 fc8 sc0 ls7e ws78"><ix:continuation id="_e4fbc24e-fd9f-4111-a35a-88b7a1d471cc">*See note 36 for restatement</ix:continuation></div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   113<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   113<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
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" class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">114<span class="_ _1b6"> </span>115</div><div class="t m0 x8 he y1f ff49 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x19 he y1e ff49 fs6 fc4 sc0 ls37 ws36">OVERVIEW</div><div class="t m0 x6 h10 y21 ffc fs4 fc6 sc0 ls9e ws12">Notes<span class="_ _1"></span> to<span class="_ _1"></span> the<span class="_ _7"></span> Group<span class="_ _1"></span> Finan<span class="_ _1"></span>cial<span class="_ _1"></span> S<span class="_ _2"></span>t<span class="_ _1"></span>atement<span class="_ _1"></span>s<span class="_ _1"></span> <span class="fs41 lsa0 wsa1">conti<span class="_ _2"></span>nued</span></div><div class="t m0 x6 hbf y13bf ff16 fs24 fc10 sc0 ls2e ws2d"><ix:nonNumeric name="ifrs-full:DisclosureOfProfitLossFromOperatingActivitiesExplanatory" id="fact-5" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_b1e88e18-9952-42c9-a5d5-af2352785c8a">5. <span class="_ _1b3"> </span> <span class="_ _18"></span>Gro<span class="_ _1"></span>up and Div<span class="_ _1"></span>isio<span class="_ _1"></span>nal Unde<span class="_ _1"></span>rlyi<span class="_ _1"></span>ng Oper<span class="_ _1"></span>ating Pr<span class="_ _1"></span>ofit<span class="_ _2d2"> </span></ix:nonNumeric></div><div class="t m0 x6 h13 y1412 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_b1e88e18-9952-42c9-a5d5-af2352785c8a" continuedAt="_e577ccef-7584-4f39-84a6-93b5e2588111">Group and Divisional Underlying Operating Profit <span class="_ _2"></span>are alternative performance measures (APMs) used by <span class="_ _2"></span>the Directors and Group Management to </ix:continuation></div><div class="t m0 x6 h13 y1413 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_e577ccef-7584-4f39-84a6-93b5e2588111" continuedAt="_32108faa-a2a3-4cd7-9668-cf95e4d66ae6">monitor performance of operating segments against <span class="_ _2"></span>budget. It is calculated as profit/(loss) before <span class="_ _2"></span>tax adjusted for the items set out <span class="_ _2"></span>below. The </ix:continuation></div><div class="t m0 x6 h13 y16a9 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_32108faa-a2a3-4cd7-9668-cf95e4d66ae6" continuedAt="_e350fdaa-7d0b-4fac-b988-d53fbcf92b3c">Group’s APMs are defined, explained, and <span class="_ _2"></span>reconciled to their closest statutory measures in<span class="_ _2"></span> note 34.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h6f y18bd ffb fs24 fc6 sc0 ls70 ws6b"><ix:continuation id="_e350fdaa-7d0b-4fac-b988-d53fbcf92b3c" continuedAt="_41c8106d-c1c6-479a-babb-c315448b84b5">Y<span class="_ _2"></span>ear ended<span class="_ _2"></span> 31<span class="_ _2"></span> December 2025<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x142 h4a y18be ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x142 h4a y18bf ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="x1fc z8 gs1"><ix:continuation id="_41c8106d-c1c6-479a-babb-c315448b84b5" continuedAt="_43ebe3e9-e4e6-46f8-8032-25f133ad9147"><table id="_83bba364-fe4f-48dc-b80f-5e229d9a0def" class="s wf7 hfa"><tr><td /><td /><td /><td /><td /><td class="t m0 x4a6 h8b y21da ffb fs11 fc7 sc0 ls1 ws0">IFRS reported </td></tr><tr><td /><td /><td /><td /><td /><td class="t m0 x4a7 h8b y21db ffb fs11 fc7 sc0 ls1 ws0">total from </td></tr><tr><td /><td class="t m0 x3f1 h8b y21dc ffb fs11 fc7 sc0 ls1 ws0">Financial  </td><td class="t m0 x3f2 h8b y21dc ffb fs11 fc7 sc0 ls1 ws0">Surveying  </td><td /><td /><td class="t m0 x4a8 h86 y21dd ff16 fs11 fc7 sc0 ls1 ws0">continuing </td></tr><tr><td /><td class="t m0 x39a h8b y21de ffb fs11 fc7 sc0 ls1 ws0">Services </td><td class="t m0 x3f3 h86 y21de ff16 fs11 fc7 sc0 ls1 ws0">&amp; V<span class="_ _2"></span>aluation<span class="ffb"> </span></td><td class="t m0 x39b h8b y21df ffb fs11 fc7 sc0 ls1 ws0">Estat<span class="_ _2"></span>e Agency </td><td class="t m0 x3f5 h8b y21df ffb fs11 fc7 sc0 ls1 ws0">Central </td><td class="t m0 x4a9 h86 y21e0 ff16 fs11 fc7 sc0 ls1 ws0">operations<span class="ffb"> </span></td></tr><tr><td /><td class="t m0 x3f6 h8b y21e1 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x3f7 h8b y21e1 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x203 h8b y21e2 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x204 h8b y21e2 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x205 h8b y21e3 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y21e4 wf8 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Pr<span class="_ _2"></span>ofit/(loss) befor<span class="_ _2"></span>e ta<span class="_ _2"></span>x<span class="_ _2d2"> </span></div></td><td class="c n x4aa y21e4 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">7,997<span class="_ _2d2"> </span></div></td><td class="c n x4ab y21e4 w3d he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">20,645<span class="_ _2d2"> </span></div></td><td class="c n x4ac y21e4 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">6,051<span class="_ _2d2"> </span></div></td><td class="c n x2d9 y21e4 w24 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(11,617)<span class="_ _2d2"> </span></div></td><td class="c n x4ad y21e4 w3d he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">23,076<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21e5 wf9 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Net finance (cost)/inc<span class="_ _2"></span>ome<span class="_ _2d2"> </span></div></td><td class="c n x4ae y21e5 w21 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(1,703)<span class="_ _2d2"> </span></div></td><td class="c n x4af y21e5 w3a he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">161<span class="_ _2d2"> </span></div></td><td class="c n x4b0 y21e5 w3a he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">353<span class="_ _2d2"> </span></div></td><td class="c n x4b1 y21e5 w3a he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">675<span class="_ _2d2"> </span></div></td><td class="c n x4b2 y21e5 w7e he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">(514)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21bf wfa he7"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">Opera<span class="_ _2"></span>ting profit/(loss) per income st<span class="_ _2"></span>atement<span class="_ _2d2"> </span></div></td><td class="c n x4b3 y21bf w26 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">6,294<span class="_ _2d2"> </span></div></td><td class="c n x4b4 y21bf wce he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">20,806<span class="_ _2d2"> </span></div></td><td class="c n x4b5 y21bf w26 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">6,404<span class="_ _2d2"> </span></div></td><td class="c n x4b6 y21bf w65 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws9b">(10,942)<span class="_ _2d2"> </span></div></td><td class="c n x4b7 y21bf w3c he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">22,562<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20ae wfb he7"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">Opera<span class="_ _2"></span>ting Margin<span class="_ _2d2"> </span></div></td><td class="c n x4b8 y20ae wfc he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">12.9%<span class="_ _2d2"> </span></div></td><td class="c n x4b9 y20ae wfc he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">19.3%<span class="_ _2d2"> </span></div></td><td class="c n x4ba y20ae wfd he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">24.2%<span class="_ _2d2"> </span></div></td><td class="c n x4bb y20ae w4f he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x4bc y20ae wfe he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">12.3%<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x206 h11 y21e6 ffb fs8 fc3 sc0 ls1 ws0">Adjustments:<span class="_ _1d4"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></td><td /><td /><td /><td /><td /></tr><tr><td class="c n x1b7 y21e7 w7a he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Share-based pa<span class="_ _2"></span>yments<span class="_ _2d2"> </span></div></td><td class="c n x4bd y21e7 wa5 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">184<span class="_ _2d2"> </span></div></td><td class="c n x4be y21e7 w27 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">437<span class="_ _2d2"> </span></div></td><td class="c n x4bf y21e7 w3a he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">300<span class="_ _2d2"> </span></div></td><td class="c n x226 y21e7 w27 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">676<span class="_ _2d2"> </span></div></td><td class="c n x4c0 y21e7 w26 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">1,597<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21e8 w2d heb"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Amortisation of int<span class="_ _2"></span>angible assets<span class="_ _2d2"> </span></div></td><td class="c n x4c1 y21e8 w30 heb"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1,866<span class="_ _2d2"> </span></div></td><td class="c n x4c2 y21e8 w3a heb"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">311<span class="_ _2d2"> </span></div></td><td class="c n x4c3 y21e8 w27 heb"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">855<span class="_ _2d2"> </span></div></td><td class="c n x4c4 y21e8 w4f heb"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x4c5 y21e8 w6b heb"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">3,032<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21e9 w2e he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Exceptional g<span class="_ _2"></span>ains<span class="_ _2d2"> </span></div></td><td class="c n x4c6 y21e9 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x4c7 y21e9 w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x1dd y21e9 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x4c8 y21e9 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(571)<span class="_ _2d2"> </span></div></td><td class="c n x4c9 y21e9 w70 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(571)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21ea w31 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Exceptional c<span class="_ _2"></span>osts<span class="_ _2d2"> </span></div></td><td class="c n x4ca y21ea w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1,680<span class="_ _2d2"> </span></div></td><td class="c n x4cb y21ea w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2,000<span class="_ _2d2"> </span></div></td><td class="c n x4cc y21ea w27 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">701<span class="_ _2d2"> </span></div></td><td class="c n x4cd y21ea w27 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">685<span class="_ _2d2"> </span></div></td><td class="c n x4ce y21ea w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">5,066<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21a7 wff he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Other sources of earnings fr<span class="_ _2"></span>om JV<span class="_ _2d2"> </span></div></td><td class="c n x4cf y21a7 w27 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">932<span class="_ _2d2"> </span></div></td><td class="c n x4d0 y21a7 w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x4d1 y21a7 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x4d2 y21a7 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x4d3 y21a7 w3a he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">932<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2179 w100 he4"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">Underlying Opera<span class="_ _2"></span>ting Profit/(Loss)<span class="_ _2d2"> </span></div></td><td class="c n x4d4 y2179 wce he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">10,956<span class="_ _2d2"> </span></div></td><td class="c n x4d5 y2179 wce he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">23,554<span class="_ _2d2"> </span></div></td><td class="c n x4d6 y2179 w26 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">8,260<span class="_ _2d2"> </span></div></td><td class="c n x4d7 y2179 w23 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws9b">(10,152)<span class="_ _2d2"> </span></div></td><td class="c n x4d8 y2179 w3c he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">32,618<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b6 w101 he4"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">Underlying Opera<span class="_ _2"></span>ting Margin<span class="_ _2d2"> </span></div></td><td class="c n x4d9 y20b6 wfc he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">22.4%<span class="_ _2d2"> </span></div></td><td class="c n x4da y20b6 wfe he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">21.9%<span class="_ _2d2"> </span></div></td><td class="c n x4db y20b6 wfe he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">31.2%<span class="_ _2d2"> </span></div></td><td class="c n x499 y20b6 w4f he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x4dc y20b6 wfe he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">17.8%<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 x6 h6f y18d4 ffb fs24 fc6 sc0 ls2e ws0"><ix:continuation id="_43ebe3e9-e4e6-46f8-8032-25f133ad9147" continuedAt="_08630e67-abf2-4814-863b-d34275a4dacd">Y<span class="_ _2"></span>ear en<span class="_ _1"></span>ded 31 Dece<span class="_ _1"></span>mber 2<span class="_ _1"></span>024 (rest<span class="_ _1"></span>ated*)<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x142 h4a y18d5 ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x142 h4a y18d6 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="x1fc z9 gs1"><ix:continuation id="_08630e67-abf2-4814-863b-d34275a4dacd" continuedAt="_c9fa80e3-4255-40db-88a8-e8e567f43fb6"><table id="_64dae356-e825-4dc3-89ff-315396320603" class="s w102 hfb"><tr><td /><td /><td /><td /><td /><td class="t m0 x4a6 h8b y21eb ffb fs11 fc7 sc0 ls1 ws0">IFRS reported </td></tr><tr><td /><td /><td /><td /><td /><td class="t m0 x4a7 h8b y21ec ffb fs11 fc7 sc0 ls1 ws0">total from </td></tr><tr><td /><td class="t m0 x3f1 h8b y21ed ffb fs11 fc7 sc0 ls1 ws0">Financial  </td><td class="t m0 x3f2 h8b y21ed ffb fs11 fc7 sc0 ls1 ws0">Surveying  </td><td /><td /><td class="t m0 x4a9 h86 y21ee ff16 fs11 fc7 sc0 ls1 ws0">continuing </td></tr><tr><td /><td class="t m0 x39a h8b y21ef ffb fs11 fc7 sc0 ls1 ws0">Services </td><td class="t m0 x3f3 h86 y21ef ff16 fs11 fc7 sc0 ls1 ws0">&amp; V<span class="_ _2"></span>aluation<span class="ffb"> </span></td><td class="t m0 x39b h8b y21f0 ffb fs11 fc7 sc0 ls1 ws0">Estat<span class="_ _2"></span>e Agency </td><td class="t m0 x3f5 h8b y21f0 ffb fs11 fc7 sc0 ls1 ws0">Central </td><td class="t m0 x4a9 h86 y21f1 ff16 fs11 fc7 sc0 ls1 ws0">operations<span class="ffb"> </span></td></tr><tr><td /><td class="t m0 x3f6 h8b y21f2 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x3f7 h8b y21f2 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x203 h8b y21f3 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x204 h8b y21f3 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x205 h8b y21f4 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y21e4 wf8 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Pr<span class="_ _2"></span>ofit/(loss) befor<span class="_ _2"></span>e ta<span class="_ _2"></span>x<span class="_ _2d2"> </span></div></td><td class="c n x4aa y21e4 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">6,682<span class="_ _2d2"> </span></div></td><td class="c n x4ab y21e4 w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">22,805<span class="_ _2d2"> </span></div></td><td class="c n x4ac y21e4 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">6,121<span class="_ _2d2"> </span></div></td><td class="c n x2d9 y21e4 w24 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(12,542)<span class="_ _2d2"> </span></div></td><td class="c n x4ad y21e4 w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">23,066<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21f5 w103 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Net finance (cost)/<span class="ffc">inc<span class="_ _2"></span>ome<span class="_ _2d2"> </span></span></div></td><td class="c n x4dd y21f5 wac he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(2,089)<span class="_ _2d2"> </span></div></td><td class="c n x4de y21f5 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(722)<span class="_ _2d2"> </span></div></td><td class="c n x4df y21f5 w27 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">478<span class="_ _2d2"> </span></div></td><td class="c n x4e0 y21f5 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1,206<span class="_ _2d2"> </span></div></td><td class="c n x4e1 y21f5 w1d he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(1,127)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21f6 wfa he4"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">Opera<span class="_ _2"></span>ting profit/(loss) per income st<span class="_ _2"></span>atement<span class="_ _2d2"> </span></div></td><td class="c n x4b3 y21f6 w26 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">4,593<span class="_ _2d2"> </span></div></td><td class="c n x4b4 y21f6 wce he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">22,083<span class="_ _2d2"> </span></div></td><td class="c n x4b5 y21f6 w26 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">6,599<span class="_ _2d2"> </span></div></td><td class="c n x4b6 y21f6 w65 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws9b">(11,336)<span class="_ _2d2"> </span></div></td><td class="c n x4b7 y21f6 w3c he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">21,939<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21f7 wfb he4"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">Opera<span class="_ _2"></span>ting Margin<span class="_ _2d2"> </span></div></td><td class="c n x4e2 y21f7 w104 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">9.6%<span class="_ _2d2"> </span></div></td><td class="c n x4e3 y21f7 wfe he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">22.6%<span class="_ _2d2"> </span></div></td><td class="c n x4e4 y21f7 wfe he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">24.4%<span class="_ _2d2"> </span></div></td><td class="c n x4e5 y21f7 w4f he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x4e6 y21f7 wfe he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">12.7%<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x206 h11 y21f8 ffb fs8 fc3 sc0 ls1 ws0">Adjustments:<span class="_ _1d4"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></td><td /><td /><td /><td /><td /></tr><tr><td class="c n x1b7 y21a3 w7a he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Share-based pa<span class="_ _2"></span>yments<span class="_ _2d2"> </span></div></td><td class="c n x4bd y21a3 wa5 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">199<span class="_ _2d2"> </span></div></td><td class="c n x4be y21a3 w27 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">228<span class="_ _2d2"> </span></div></td><td class="c n x4bf y21a3 w3a he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">242<span class="_ _2d2"> </span></div></td><td class="c n x226 y21a3 w27 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">251<span class="_ _2d2"> </span></div></td><td class="c n x239 y21a3 w3a he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">920<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21f9 w2d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Amortisation of int<span class="_ _2"></span>angible assets<span class="_ _2d2"> </span></div></td><td class="c n x4c1 y21f9 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1,806<span class="_ _2d2"> </span></div></td><td class="c n x4c2 y21f9 w3a he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">230<span class="_ _2d2"> </span></div></td><td class="c n x4c3 y21f9 w27 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">916<span class="_ _2d2"> </span></div></td><td class="c n x4e7 y21f9 w19 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">36<span class="_ _2d2"> </span></div></td><td class="c n x268 y21f9 w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">2,988<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21a5 w2e he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Exceptional g<span class="_ _2"></span>ains<span class="_ _2d2"> </span></div></td><td class="c n x4e8 y21a5 wac he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(1,705)<span class="_ _2d2"> </span></div></td><td class="c n x4e9 y21a5 w8d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(40)<span class="_ _2d2"> </span></div></td><td class="c n x4ea y21a5 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x4eb y21a5 w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x4ec y21a5 w1d he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(1,745)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21a6 w31 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Exceptional c<span class="_ _2"></span>osts<span class="_ _2d2"> </span></div></td><td class="c n x4ca y21a6 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">4,109<span class="_ _2d2"> </span></div></td><td class="c n x4ed y21a6 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x2b0 y21a6 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x4ee y21a6 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x4ef y21a6 w6b he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">4,109<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21a7 w105 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Contingent c<span class="_ _2"></span>onsidera<span class="_ _2"></span>tion<span class="_ _2d2"> </span></div></td><td class="c n x4f0 y21a7 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(426)<span class="_ _2d2"> </span></div></td><td class="c n x4c7 y21a7 w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x1dd y21a7 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x4f1 y21a7 w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x4f2 y21a7 w70 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(426)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2179 w100 he4"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">Underlying Opera<span class="_ _2"></span>ting Profit/(Loss)<span class="_ _2d2"> </span></div></td><td class="c n x4f3 y2179 wa6 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">8,576<span class="_ _2d2"> </span></div></td><td class="c n x4d5 y2179 wce he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">22,501<span class="_ _2d2"> </span></div></td><td class="c n x4d6 y2179 w26 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">7,757<span class="_ _2d2"> </span></div></td><td class="c n x4d7 y2179 w23 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws9b">(11,049)<span class="_ _2d2"> </span></div></td><td class="c n x4d8 y2179 w3c he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">27,785<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b6 w101 he4"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">Underlying Opera<span class="_ _2"></span>ting Margin<span class="_ _2d2"> </span></div></td><td class="c n x4d9 y20b6 wfc he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">17.7%<span class="_ _2d2"> </span></div></td><td class="c n x4da y20b6 wfe he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">23.0%<span class="_ _2d2"> </span></div></td><td class="c n x4db y20b6 wfe he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">28.6%<span class="_ _2d2"> </span></div></td><td class="c n x499 y20b6 w4f he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x4dc y20b6 wfe he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">16.0%<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 x6 h8c y18eb ffd fs33 fc8 sc0 ls7e ws78"><ix:continuation id="_c9fa80e3-4255-40db-88a8-e8e567f43fb6" continuedAt="_b02a4514-bb28-42b1-aa64-bb7c995153ee">* <span class="_ _b3"> </span> <span class="_ _18"></span>See note 36 for restatement<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   114<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   114<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
<div id="pf75" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc75 w4 h0"><img 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" class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">114<span class="_ _1b6"> </span>115</div><div class="t m0 xf he y1f ff4b fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 xe he y1e ff4b fs6 fc4 sc0 ls9c ws9c">OTHER INFORMATION<span class="_ _182"></span><span class="fc0">FINANCIAL STATEMENTS<span class="_ _183"></span><span class="fc4">CORPORATE GOVERNANCE<span class="_ _13e"></span>STRATEGIC<span class="_ _2"></span> REPORT<span class="_ _184"></span><span class="ls37 ws36">OVERVIEW</span></span></span></div><div class="t m0 x18 h10 y21 ff4c fs4 fc6 sc0 ls1 ws0"> </div><div class="-ixh-highlight-region gs1c8"><ix:nonNumeric name="ifrs-full:DisclosureOfDiscontinuedOperationsExplanatory" id="fact-557" contextRef="c-1" escape="true" xml:lang="en"><div class="t m0 hbf ff16 fs24 fc10 sc0 ls92 ws9a gs1c9"><ix:nonNumeric name="ifrs-full:DisclosureOfNoncurrentAssetsHeldForSaleAndDiscontinuedOperationsExplanatory" id="fact-6" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_fe475b5a-a12d-42f6-845f-5deb82b7c19b">6. <span class="_ _1b3"> </span> <span class="_ _18"></span>Discontinued<span class="_ _2"></span> operations<span class="_ _2d2"> </span></ix:nonNumeric></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1ca"><ix:continuation id="_fe475b5a-a12d-42f6-845f-5deb82b7c19b" continuedAt="_cfdacca3-62a8-4d5a-978a-b89b0e1393f8">In 2023, the Group franchised its <span class="_ _2"></span>entire owned estate agency network of 183 <span class="_ _2"></span>branches, with the operations of the previously <span class="_ _2"></span>owned network </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1cb"><ix:continuation id="_cfdacca3-62a8-4d5a-978a-b89b0e1393f8" continuedAt="_2e543d7e-b1c3-4a0f-824a-a30316cb6519">disposed to a combination of new <span class="_ _2"></span>and existing franchisees between 3 May and<span class="_ _2"></span> 31 May 2023. The operations of the <span class="_ _2"></span>branches were sold to the </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1cc"><ix:continuation id="_2e543d7e-b1c3-4a0f-824a-a30316cb6519" continuedAt="_24327d7b-2d05-4c73-a792-84eb7d0224a9">franchisees through either asset or share <span class="_ _2"></span>sales. The operations of the owned branch <span class="_ _2"></span>network were classified as a discontinued operation<span class="_ _2"></span> and </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1cd"><ix:continuation id="_24327d7b-2d05-4c73-a792-84eb7d0224a9" continuedAt="_49ddba6d-4ca7-46f8-a479-eb0b149e6c6b">presented as such in the Group <span class="_ _2"></span>Financial Statements for the year ended <span class="_ _2"></span>31 December 2025 and 31 December 2024.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1ce"><ix:continuation id="_49ddba6d-4ca7-46f8-a479-eb0b149e6c6b" continuedAt="_1d877f5c-3ca6-453f-b7fa-7df041f54e13">During 2025 the Group recognised post <span class="_ _2"></span>tax loss from discontinued operations of £0.04m <span class="_ _2"></span>(2024: loss of £0.4m) due to follow <span class="_ _2"></span>on administrative </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1cf"><ix:continuation id="_1d877f5c-3ca6-453f-b7fa-7df041f54e13" continuedAt="_e20a3662-d33f-45ea-9ec6-f5de9a839ab0">costs from the restructuring and increase <span class="_ _2"></span>in dilapidation and restructuring provisions recognised <span class="_ _2"></span>as part of the original asset and <span class="_ _2"></span>share sales, as </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1d0"><ix:continuation id="_e20a3662-d33f-45ea-9ec6-f5de9a839ab0" continuedAt="_84e778fd-97d6-45f5-9620-d4fec2f8f0f1">per note 25.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 hbf ff16 fs24 fc6 sc0 ls2e ws2d gs1d1"><ix:continuation id="_84e778fd-97d6-45f5-9620-d4fec2f8f0f1" continuedAt="_d1d170d2-c8f7-4bf3-b508-1d58fac24a32">Fina<span class="_ _1"></span>ncial p<span class="_ _1"></span>er<span class="_ _1"></span>form<span class="_ _1"></span>ance and c<span class="_ _1"></span>ash flow info<span class="_ _1"></span>rmati<span class="_ _1"></span>on<span class="_ _2d2"> </span></ix:continuation></div><div class="gs1d2"><ix:continuation id="_d1d170d2-c8f7-4bf3-b508-1d58fac24a32" continuedAt="_58e5fa6f-6524-48bc-bd10-073c1afad472"><table id="_af75fdcd-4f0e-479e-9d18-406997d7ba4a" class="s w106 hfc"><tr><td /><td class="t m0 x1b0 h8b y21fa ffb fs11 fc7 sc0 ls1 ws0">2025 </td><td class="t m0 x1b1 h1d y21fa ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x1b3 h8b y21fb ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x1b4 h1d y21fb ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y21f9 w107 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Other opera<span class="_ _2"></span>ting credit/(cos<span class="_ _2"></span>ts)<span class="_ _2d2"> </span></div></td><td class="c n x1d3 y21f9 w27 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">312<span class="_ _2d2"> </span></div></td><td class="c n x4f4 y21f9 w2c he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(440)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21a5 w31 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Exceptional c<span class="_ _2"></span>osts<span class="_ _2d2"> </span></div></td><td class="c n x4f5 y21a5 w70 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws9b">(320)<span class="_ _2d2"> </span></div></td><td class="c n x4f6 y21a5 w8d he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(78)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21a6 w108 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Group oper<span class="_ _2"></span>ating loss<span class="_ _2d2"> </span></div></td><td class="c n x4f7 y21a6 wdf he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">(8)<span class="_ _2d2"> </span></div></td><td class="c n x4f8 y21a6 w2c he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(518)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21a7 w109 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Loss bef<span class="_ _2"></span>ore ta<span class="_ _2"></span>x<span class="_ _2d2"> </span></div></td><td class="c n x4f9 y21a7 wdf he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws9b">(8)<span class="_ _2d2"> </span></div></td><td class="c n x4fa y21a7 w2c he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(518)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21fc w10a he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">T<span class="_ _0"></span>axa<span class="_ _2"></span>tion (charge)/<span class="_ _2"></span>credit<span class="_ _2d2"> </span></div></td><td class="c n x4fb y21fc w41 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">(34)<span class="_ _2d2"> </span></div></td><td class="c n x4d3 y21fc w3a he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">141<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b6 w10b he4"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">Loss after ta<span class="_ _2"></span>x for the year fr<span class="_ _2"></span>om discontinued oper<span class="_ _2"></span>ation<span class="_ _2d2"> </span></div></td><td class="c n x4fc y20b6 w10c he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws9b">(42)<span class="_ _2d2"> </span></div></td><td class="c n x4fd y20b6 w2c he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0">(377)<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1d3"><ix:continuation id="_58e5fa6f-6524-48bc-bd10-073c1afad472" continuedAt="_3de68391-f8d3-4ac6-a19a-34789e1479a2">The net cash flows incurred by <span class="_ _2"></span>discontinued operations are, as follows:<span class="_ _2d2"> </span></ix:continuation></div><div class="gs1d4"><ix:continuation id="_3de68391-f8d3-4ac6-a19a-34789e1479a2" continuedAt="_5829fd43-9245-478e-9024-ea9403cc49a9"><table id="_093cf67d-c52e-493e-93ff-d4cb87f02fec" class="s w10d hfd"><tr><td /><td class="t m0 x1b0 h8b y21fd ffb fs11 fc7 sc0 ls1 ws0">2025 </td><td class="t m0 x1b1 h1d y21fd ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x1b3 h8b y21fe ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x1b4 h1d y21fe ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y21a6 w10e he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Opera<span class="_ _2"></span>ting<span class="_ _2d2"> </span></div></td><td class="c n x4fe y21a6 w7e he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(775)<span class="_ _2d2"> </span></div></td><td class="c n x4ff y21a6 w21 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(1,622)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21a7 w10f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Inves<span class="_ _2"></span>ting<span class="_ _2d2"> </span></div></td><td class="c n x500 y21a7 w4f he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x501 y21a7 w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21fc w110 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Financing<span class="_ _2d2"> </span></div></td><td class="c n x502 y21fc w4f he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x503 y21fc w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b6 w111 he4"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">Net cash outflow<span class="_ _2d2"> </span></div></td><td class="c n x504 y20b6 w70 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws9b">(775)<span class="_ _2d2"> </span></div></td><td class="c n x505 y20b6 w1e he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0">(1,622)<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 hbf ff16 fs24 fc6 sc0 ls2e ws2d gs1d5"><ix:continuation id="_5829fd43-9245-478e-9024-ea9403cc49a9" continuedAt="_f10ad623-e22c-44b7-b179-5038397f7a33">Exc<span class="_ _1"></span>eptio<span class="_ _1"></span>nal cos<span class="_ _1"></span>ts<span class="_ _2d2"> </span></ix:continuation></div><div class="gs1d6"><ix:continuation id="_f10ad623-e22c-44b7-b179-5038397f7a33" continuedAt="_fc18b60e-3674-48e4-9690-020bf7155774"><table id="_dd10e72f-bb2d-481c-b531-22f08faf067b" class="s w112 hfe"><tr><td /><td class="t m0 x1b0 h8b y21ff ffb fs11 fc7 sc0 ls1 ws0">2025 </td><td class="t m0 x1b1 h1d y21ff ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x1b3 h8b y2200 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x1b4 h1d y2200 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y2179 w113 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Increase in dilapidation and r<span class="_ _2"></span>estructuring pr<span class="_ _2"></span>ovisions<span class="_ _2d2"> </span></div></td><td class="c n x506 y2179 w27 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">320<span class="_ _2d2"> </span></div></td><td class="c n x507 y2179 w19 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">78<span class="_ _2d2"> </span></div></td></tr><tr><td /><td class="c n x508 y20b6 w3a he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">320<span class="_ _2d2"> </span></div></td><td class="c n x509 y20b6 w20 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">78<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 h14 ff1e fs8 fc8 sc0 ls4c ws4b gs1d7"><ix:continuation id="_fc18b60e-3674-48e4-9690-020bf7155774" continuedAt="_6050f607-31f6-4f3b-a25b-b09ceac47220">Increase in dil<span class="_ _1"></span>apidati<span class="_ _1"></span>on and restruc<span class="_ _1"></span>turi<span class="_ _1"></span>ng provisions<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1d8"><ix:continuation id="_6050f607-31f6-4f3b-a25b-b09ceac47220" continuedAt="_5b787cea-8902-45cf-9c64-3d7c9d31356b">During the year, the Group recognised <span class="_ _2"></span>exceptional costs from discontinued operations of £0.3m <span class="_ _2"></span>(2024: £0.1m) due to increases in dilapid<span class="_ _2"></span>ation and </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1d9"><ix:continuation id="_5b787cea-8902-45cf-9c64-3d7c9d31356b">restructuring provisions recognised as part of <span class="_ _2"></span>the original asset and share sales, as <span class="_ _2"></span>per note 25 of the Group Finan<span class="_ _2"></span>cial Statements.</ix:continuation></div></ix:nonNumeric></div><div class="t m0 x7c h4a y18ed ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x7c h4a y18ee ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x7c h4a y18f6 ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x7c h4a y18f7 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x7c h4a y18fd ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x7c h4a y18fe ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="-ixh-highlight-region gs1da"><ix:nonNumeric name="ifrs-full:DisclosureOfFinanceIncomeExplanatory" id="fact-558" contextRef="c-1" escape="true" xml:lang="en"><div class="t m0 h6f ffb fs24 fc10 sc0 ls92 wsa6 gs1db"><ix:nonNumeric name="ifrs-full:DisclosureOfInterestIncomeExplanatory" id="fact-620" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_35dbaea9-4fd4-402f-9faf-1f850eb16035"><ix:nonNumeric name="ifrs-full:DisclosureOfInterestIncomeExpenseExplanatory" id="fact-602" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_017ca28b-6599-4421-8cb8-1c70d34a0cc7"><ix:nonNumeric name="ifrs-full:DisclosureOfFinanceIncomeExpenseExplanatory" id="fact-7" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_fd50c434-9bf5-442c-a29d-b18768556f0d">7<span class="_ _6"></span>. <span class="_ _fb"> </span> Finance <span class="_ _1b5"> </span>income<span class="_ _2d2"> </span></ix:nonNumeric></ix:nonNumeric></ix:nonNumeric></div><div class="gs1dc"><ix:continuation id="_fd50c434-9bf5-442c-a29d-b18768556f0d" continuedAt="_2dadd8c8-3bfa-4e6d-8429-6c559873732b"><ix:continuation id="_017ca28b-6599-4421-8cb8-1c70d34a0cc7" continuedAt="_f0c0a11d-89ca-46cc-9dee-88f4adc15741"><ix:continuation id="_35dbaea9-4fd4-402f-9faf-1f850eb16035"><table id="_331ebbb7-9a4a-4cf4-8171-663be07f07a7" class="s w114 hff"><tr><td /><td class="t m0 x1b0 h8b y2201 ffb fs11 fc7 sc0 ls1 ws0">2025 </td><td class="t m0 x1b1 h1d y2201 ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x1b3 h8b y2202 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x1b4 h1d y2202 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y2203 w115 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Finance income on subleased assets<span class="_ _2d2"> </span></div></td><td class="c n x50a y2203 w20 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">29<span class="_ _2d2"> </span></div></td><td class="c n x50b y2203 w19 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">96<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21a4 w116 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Discounting on c<span class="_ _2"></span>ontingent c<span class="_ _2"></span>onsideration pa<span class="_ _2"></span>yable<span class="_ _2d2"> </span></div></td><td class="c n x50c y21a4 w20 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">47<span class="_ _2d2"> </span></div></td><td class="c n x50d y21a4 w27 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">738<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2176 w117 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Inter<span class="_ _2"></span>est fr<span class="_ _2"></span>om loans to franchisees and appoin<span class="_ _2"></span>ted repr<span class="_ _2"></span>esent<span class="_ _2"></span>atives<span class="_ _2d2"> </span></div></td><td class="c n x50e y2176 w3a he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">330<span class="_ _2d2"> </span></div></td><td class="c n x50f y2176 w3a he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">225<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2177 w118 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Bank inter<span class="_ _2"></span>est<span class="_ _2d2"> </span></div></td><td class="c n x510 y2177 w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">1,023<span class="_ _2d2"> </span></div></td><td class="c n x238 y2177 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1,752<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2178 w119 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Inter<span class="_ _2"></span>est fr<span class="_ _2"></span>om loan notes receiv<span class="_ _2"></span>able<span class="_ _2d2"> </span></div></td><td class="c n x511 y2178 w3a he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">932<span class="_ _2d2"> </span></div></td><td class="c n x512 y2178 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2179 w11a he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Other inter<span class="_ _2"></span>est receiv<span class="_ _2"></span>able<span class="_ _2d2"> </span></div></td><td class="c n x513 y2179 w19 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">90<span class="_ _2d2"> </span></div></td><td class="c n x514 y2179 w19 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">57<span class="_ _2d2"> </span></div></td></tr><tr><td /><td class="c n x515 y20b6 w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">2,451<span class="_ _2d2"> </span></div></td><td class="c n x516 y20b6 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2,868<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></ix:continuation></ix:continuation></div></ix:nonNumeric></div><div class="t m0 x7c h4a y1905 ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x7c h4a y1906 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   115<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   115<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
<div id="pf76" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc76 w4 h0"><img 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class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">116<span class="_ _1b6"> </span>117</div><div class="t m0 x8 he y1f ff49 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x19 he y1e ff49 fs6 fc4 sc0 ls37 ws36">OVERVIEW</div><div class="t m0 x6 h10 y21 ffc fs4 fc6 sc0 ls9e ws12">Notes<span class="_ _1"></span> to<span class="_ _1"></span> the<span class="_ _7"></span> Group<span class="_ _1"></span> Finan<span class="_ _1"></span>cial<span class="_ _1"></span> S<span class="_ _2"></span>t<span class="_ _1"></span>atement<span class="_ _1"></span>s<span class="_ _1"></span> <span class="fs41 lsa0 wsa1">conti<span class="_ _2"></span>nued</span></div><div class="-ixh-highlight-region gs1dd"><ix:nonNumeric name="ifrs-full:DisclosureOfFinanceCostExplanatory" id="fact-559" contextRef="c-1" escape="true" xml:lang="en"><div class="t m0 h6f ffb fs24 fc10 sc0 ls2e wsaa gs1de"><ix:nonNumeric name="ifrs-full:DisclosureOfInterestExpenseExplanatory" id="fact-621" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_cbaedf05-241b-4b82-92f7-1a533f885579"><ix:continuation id="_f0c0a11d-89ca-46cc-9dee-88f4adc15741" continuedAt="_aae7769b-85c8-463f-b92b-a6ff6f220385"><ix:continuation id="_2dadd8c8-3bfa-4e6d-8429-6c559873732b" continuedAt="_de7c1f01-7f59-4b5c-b8db-6d706ba93267">8. <span class="_ _de"> </span> Fina<span class="_ _1"></span>nce <span class="_ _1b5"> </span>c<span class="_ _1"></span>osts<span class="_ _2d2"> </span></ix:continuation></ix:continuation></ix:nonNumeric></div><div class="gs1df"><ix:continuation id="_de7c1f01-7f59-4b5c-b8db-6d706ba93267"><ix:continuation id="_aae7769b-85c8-463f-b92b-a6ff6f220385"><ix:continuation id="_cbaedf05-241b-4b82-92f7-1a533f885579"><table id="_89548cd9-2f88-40f5-bdd4-47e77868ad49" class="s w11b hff"><tr><td /><td class="t m0 x200 h8b y2204 ffb fs11 fc7 sc0 ls1 ws0">2025 </td><td class="t m0 x3af h1d y2204 ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x204 h8b y2205 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x205 h1d y2205 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y20b0 w11c he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Commitment and non-utilisation f<span class="_ _0"></span>ees on RCF<span class="_ _2d2"> </span></div></td><td class="c n x517 y20b0 w27 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">709<span class="_ _2d2"> </span></div></td><td class="c n x29d y20b0 w3a he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">632<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y211e w11d he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Unwinding of discount on lease liabilities<span class="_ _2d2"> </span></div></td><td class="c n x518 y211e w3a he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">534<span class="_ _2d2"> </span></div></td><td class="c n x4d3 y211e w3a he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">455<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b2 w11e he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Unwinding of discount on c<span class="_ _2"></span>ontingen<span class="_ _2"></span>t considera<span class="_ _2"></span>tion pay<span class="_ _2"></span>able<span class="_ _2d2"> </span></div></td><td class="c n x495 y20b2 w4f he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x2ca y20b2 w3a he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">132<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b3 w11f he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Unwinding of discount on dilapida<span class="_ _2"></span>tions pro<span class="_ _2"></span>vision<span class="_ _2d2"> </span></div></td><td class="c n x519 y20b3 w27 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">245<span class="_ _2d2"> </span></div></td><td class="c n x51a y20b3 w3a he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">192<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2178 w120 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Finance cost on loans t<span class="_ _2"></span>o franchisees and appoin<span class="_ _2"></span>ted repr<span class="_ _2"></span>esenta<span class="_ _2"></span>tives<span class="_ _2d2"> </span></div></td><td class="c n x51b y2178 w27 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">449<span class="_ _2d2"> </span></div></td><td class="c n x51c y2178 w27 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">321<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2179 w121 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Other inter<span class="_ _2"></span>est pa<span class="_ _2"></span>yable<span class="_ _2d2"> </span></div></td><td class="c n x51d y2179 w4f he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x51e y2179 w15 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">9<span class="_ _2d2"> </span></div></td></tr><tr><td /><td class="c n x515 y20b6 w26 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">1,937<span class="_ _2d2"> </span></div></td><td class="c n x516 y20b6 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">1,741</div></td></tr></table></ix:continuation></ix:continuation></ix:continuation></div></ix:nonNumeric></div><div class="t m0 x15b h4a y1884 ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x15b h4a y1885 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x6 hbf y1915 ff16 fs24 fc10 sc0 ls92 ws9a"><ix:nonNumeric name="lsl:DisclosureOfExceptionalItemsExplanatory" id="fact-8" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_09d42ee8-3f30-4738-b01b-5d3f9076c215">9.<span class="_ _2"></span> <span class="_ _f"> </span> <span class="_ _1ef"></span>Exceptional <span class="_ _2"></span>items<span class="_ _2d2"> </span></ix:nonNumeric></div><div class="t m0 x6 h13 y1916 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_09d42ee8-3f30-4738-b01b-5d3f9076c215" continuedAt="_635448cf-4b75-4598-b94b-a6224b114185">Exceptional items are those which are <span class="_ _2"></span>material by size and are both non-recurring <span class="_ _2"></span>and unusual in nature, see note <span class="_ _2"></span>2.8 for the Group’s accounting </ix:continuation></div><div class="t m0 x6 h13 y1917 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_635448cf-4b75-4598-b94b-a6224b114185" continuedAt="_6f78f096-f1d7-4776-a568-168dfa843031">policy for exceptional items.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x15b h4a y1918 ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x15b h4a y1919 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="x1fc zf gs1"><ix:continuation id="_6f78f096-f1d7-4776-a568-168dfa843031" continuedAt="_3893b64b-c534-4e2f-8937-f6fabe9503c9"><table id="_3fa33000-d2a6-4dd0-bd23-41ea2a21d8bb" class="s w122 h100"><tr><td /><td class="t m0 x200 h8b y2206 ffb fs11 fc7 sc0 ls1 ws0">2025 </td><td class="t m0 x3af h1d y2206 ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x204 h8b y2207 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x205 h1d y2207 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="t m0 x206 h2e y2208 ff16 fs8 fc3 sc0 ls1 ws0">Exceptional c<span class="_ _2"></span>osts:<span class="_ _137"> </span><span class="ffc"> <span class="_ _ac"> </span> </span></td><td /><td /></tr><tr><td class="c n x1b7 y2209 w123 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Financial Services appointed r<span class="_ _2"></span>epresent<span class="_ _2"></span>ative cos<span class="_ _2"></span>ts<span class="_ _2d2"> </span></div></td><td class="c n x51f y2209 w19 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">31<span class="_ _2d2"> </span></div></td><td class="c n x520 y2209 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1,880<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21bd w124 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Financial Services post<span class="_ _2"></span>-acquisition support costs<span class="_ _2d2"> </span></div></td><td class="c n x21c y21bd w27 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">584<span class="_ _2d2"> </span></div></td><td class="c n x521 y21bd w3a he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">543<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20ab w125 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Esta<span class="_ _2"></span>te Agency r<span class="_ _2"></span>estructuring cos<span class="_ _2"></span>ts<span class="_ _2d2"> </span></div></td><td class="c n x522 y20ab w3a he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">701<span class="_ _2d2"> </span></div></td><td class="c n x523 y20ab w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21be w126 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Reduction in c<span class="_ _2"></span>ontingent c<span class="_ _2"></span>onsideration r<span class="_ _2"></span>eceivable<span class="_ _2d2"> </span></div></td><td class="c n x524 y21be w27 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">230<span class="_ _2d2"> </span></div></td><td class="c n x4c5 y21be w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1,542<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21bf w127 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Financial Services acquisition costs<span class="_ _2d2"> </span></div></td><td class="c n x453 y21bf w33 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x525 y21bf w3a he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">144<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20ae w128 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Centr<span class="_ _2"></span>al CEO and CFO change c<span class="_ _2"></span>osts<span class="_ _2d2"> </span></div></td><td class="c n x526 y20ae w27 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">685<span class="_ _2d2"> </span></div></td><td class="c n x527 y20ae w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20af w129 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Surveying prof<span class="_ _0"></span>essional indemnity provision<span class="_ _2d2"> </span></div></td><td class="c n x2bf y20af w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">2,000<span class="_ _2d2"> </span></div></td><td class="c n x528 y20af w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b0 w12a he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Financial Services restructuring c<span class="_ _2"></span>osts<span class="_ _2d2"> </span></div></td><td class="c n x529 y20b0 w3a he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">835<span class="_ _2d2"> </span></div></td><td class="c n x52a y20b0 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td></tr><tr><td /><td class="c n x515 y21a4 w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">5,066<span class="_ _2d2"> </span></div></td><td class="c n x516 y21a4 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">4,109<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x206 h2e y220a ff16 fs8 fc3 sc0 ls1 ws0">Exceptional g<span class="_ _2"></span>ains:<span class="_ _1f0"> </span><span class="ffc"> <span class="_ _ac"> </span> </span></td><td /><td /></tr><tr><td class="c n x1b7 y2177 w12b he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Surveying &amp; V<span class="_ _0"></span>aluation restructuring g<span class="_ _2"></span>ains<span class="_ _2d2"> </span></div></td><td class="c n x52b y2177 w4f he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x52c y2177 w19 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">40<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2178 w12c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Increase in con<span class="_ _2"></span>tingent consider<span class="_ _2"></span>ation r<span class="_ _2"></span>eceivable<span class="_ _2d2"> </span></div></td><td class="c n x52d y2178 w4f he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x52e y2178 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1,705<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2179 w12d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Release of claims indemnity pr<span class="_ _2"></span>ovision<span class="_ _2d2"> </span></div></td><td class="c n x52f y2179 w27 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">571<span class="_ _2d2"> </span></div></td><td class="c n x530 y2179 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td></tr><tr><td /><td class="c n x508 y20b6 w3a he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">571<span class="_ _2d2"> </span></div></td><td class="c n x516 y20b6 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1,745<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 x6 hbf y1929 ff16 fs24 fc6 sc0 ls2e ws2d"><ix:continuation id="_3893b64b-c534-4e2f-8937-f6fabe9503c9" continuedAt="_c08a858f-fc53-4f81-9366-7d6119383891">Exc<span class="_ _1"></span>eptio<span class="_ _1"></span>nal cos<span class="_ _1"></span>ts<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 hd4 y192a ff13 fs24 fc6 sc0 ls2e ws2d"><ix:continuation id="_c08a858f-fc53-4f81-9366-7d6119383891" continuedAt="_9cc3e244-d9f4-491d-a2f6-1728e6567d13">Financ<span class="_ _1"></span>ial Ser<span class="_ _1"></span>vi<span class="_ _1"></span>ces post-ac<span class="_ _1"></span>quisiti<span class="_ _1"></span>on suppo<span class="_ _1"></span>rt co<span class="_ _1"></span>sts<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h13 y192b ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_9cc3e244-d9f4-491d-a2f6-1728e6567d13" continuedAt="_2d51a7ed-4619-4a5b-86bb-d2d3c66b8274">On 2 February 2024, the Group <span class="_ _2"></span>acquired the entire issued share capital of <span class="_ _2"></span>TenetLime Limited (TenetLime), a subsidiary of Tenet <span class="_ _2"></span>Group Limited </ix:continuation></div><div class="t m0 x6 h13 y192c ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_2d51a7ed-4619-4a5b-86bb-d2d3c66b8274" continuedAt="_5eb0116f-8f42-4069-a787-17a94aaddfde">(Tenet Group). As part of the <span class="_ _2"></span>purchase agreement, Tenet Group agreed to provide <span class="_ _2"></span>a number of services to LSL after <span class="_ _2"></span>the transaction. Subsequent to </ix:continuation></div><div class="t m0 x6 h13 y192d ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_5eb0116f-8f42-4069-a787-17a94aaddfde" continuedAt="_437474cb-7013-428e-b0c5-f411821766c6">the purchase, LSL was notified that <span class="_ _2"></span>Tenet Group Limited entered administration on 5 <span class="_ _2"></span>June 2024, see note 24 for further <span class="_ _2"></span>detail. Additional costs to </ix:continuation></div><div class="t m0 x6 h13 y192e ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_437474cb-7013-428e-b0c5-f411821766c6" continuedAt="_48ae54da-569c-4ff6-b028-6d9d9c7f910a">the Group as a consequence of <span class="_ _2"></span>the administration of £0.6m (2024: £0.5m) are <span class="_ _2"></span>recognised as exceptional costs.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 hd4 y192f ff13 fs24 fc6 sc0 ls2e ws2d"><ix:continuation id="_48ae54da-569c-4ff6-b028-6d9d9c7f910a" continuedAt="_9511c868-2a2e-46c0-934a-c282e2610613">Es<span class="_ _1"></span>tate Age<span class="_ _1"></span>ncy res<span class="_ _1"></span>truc<span class="_ _1"></span>tur<span class="_ _1"></span>ing cost<span class="_ _1"></span>s<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h13 y1930 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_9511c868-2a2e-46c0-934a-c282e2610613" continuedAt="_b2991150-ecab-4b26-9c61-5b3cc1c33d6c">During 2025, LSL Land and New <span class="_ _2"></span>Homes Limited (LNH) underwent a significant business <span class="_ _2"></span>restructure. The restructure resulted in redundancy <span class="_ _2"></span>and </ix:continuation></div><div class="t m0 x6 h13 y1931 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_b2991150-ecab-4b26-9c61-5b3cc1c33d6c" continuedAt="_9a558e36-7a5a-411a-9962-aa63f6548d7f">staff-related costs of £0.6m and £0.1m <span class="_ _2"></span>premises dilapidation costs following the decision to <span class="_ _2"></span>exit the existing office due to the <span class="_ _2"></span>reduced workforce.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 hd4 y1932 ff13 fs24 fc6 sc0 ls2e ws2d"><ix:continuation id="_9a558e36-7a5a-411a-9962-aa63f6548d7f" continuedAt="_0e755e42-e424-4758-b9b8-86a7f86ad8fa">Reduc<span class="_ _1"></span>tio<span class="_ _1"></span>n in contingent co<span class="_ _1"></span>nsider<span class="_ _1"></span>ation rec<span class="_ _1"></span>eivab<span class="_ _1"></span>le<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h13 y1933 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_0e755e42-e424-4758-b9b8-86a7f86ad8fa" continuedAt="_66c9c73e-bd3e-4de5-9307-101e0d3599e8">The reduction in contingent consideration receivable <span class="_ _2"></span>relates to contingent consideration assets recognised on<span class="_ _2"></span> the disposal of Group First, EFS <span class="_ _2"></span>and </ix:continuation></div><div class="t m0 x6 h13 y1934 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_66c9c73e-bd3e-4de5-9307-101e0d3599e8" continuedAt="_1139fa43-9b65-4cbd-abde-23cb32210827">RSC. The charge included in exceptionals <span class="_ _2"></span>is the result of reduction in the <span class="_ _2"></span>amounts receivable after working capital adjustments. Th<span class="_ _2"></span>e Group has </ix:continuation></div><div class="t m0 x6 h13 y1935 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_1139fa43-9b65-4cbd-abde-23cb32210827" continuedAt="_42e985a3-5ab8-4cb0-8ddd-c3a4b4a50905">included movements in the contingent <span class="_ _2"></span>consideration for these disposals in exceptional items, <span class="_ _2"></span>because the original gain/loss on disposal was <span class="_ _2"></span>taken </ix:continuation></div><div class="t m0 x6 h13 y1936 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_42e985a3-5ab8-4cb0-8ddd-c3a4b4a50905" continuedAt="_92c18de3-9ce0-459e-b4e8-c7f47c9c8534">to exceptional items.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   116<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   116<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
<div id="pf77" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc77 w4 h0"><img 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" class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">116<span class="_ _1b6"> </span>117</div><div class="t m0 xf he y1f ff4b fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 xe he y1e ff4b fs6 fc4 sc0 ls9c ws9c">OTHER INFORMATION<span class="_ _182"></span><span class="fc0">FINANCIAL STATEMENTS<span class="_ _183"></span><span class="fc4">CORPORATE GOVERNANCE<span class="_ _13e"></span>STRATEGIC<span class="_ _2"></span> REPORT<span class="_ _184"></span><span class="ls37 ws36">OVERVIEW</span></span></span></div><div class="t m0 x18 h10 y21 ff4c fs4 fc6 sc0 ls1 ws0"> </div><div class="t m0 x18 hd4 y13bf ff13 fs24 fc6 sc0 ls2e ws2d"><ix:continuation id="_92c18de3-9ce0-459e-b4e8-c7f47c9c8534" continuedAt="_13a4e503-f786-48e7-afde-d49510aa2f7e">Centr<span class="_ _1"></span>al CEO and CFO change co<span class="_ _1"></span>sts<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h13 y1412 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_13a4e503-f786-48e7-afde-d49510aa2f7e" continuedAt="_5f2deaf4-bfd1-451d-9ccf-a907af1d51da">In 2025 there were £0.7m of <span class="_ _2"></span>non-recurring exceptional costs in relation to Group’s <span class="_ _2"></span>CEO and CFO change.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 hd4 y1937 ff13 fs24 fc6 sc0 ls9f ws9f"><ix:continuation id="_5f2deaf4-bfd1-451d-9ccf-a907af1d51da" continuedAt="_e2f97f02-85a4-4e11-a22a-f18e7d42d0d5">Sur<span class="_ _1"></span>veying professional indemnit<span class="_ _1"></span>y provision<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h13 y1938 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_e2f97f02-85a4-4e11-a22a-f18e7d42d0d5" continuedAt="_b0edd02d-3d4d-45a1-a868-1eb84cc5a274">Refer to note 25 for further <span class="_ _2"></span>detail.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 hd4 y1939 ff13 fs24 fc6 sc0 ls2e ws2d"><ix:continuation id="_b0edd02d-3d4d-45a1-a868-1eb84cc5a274" continuedAt="_7c3d31bc-6b94-409b-b134-369c0d25fc8b">Financ<span class="_ _1"></span>ial Ser<span class="_ _1"></span>vi<span class="_ _1"></span>ces restr<span class="_ _1"></span>uc<span class="_ _1"></span>turing cos<span class="_ _1"></span>ts<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h13 y193a ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_7c3d31bc-6b94-409b-b134-369c0d25fc8b" continuedAt="_45abcfb8-4b62-403e-aed1-25ab08718e1f">The Group initiated a restructuring programme <span class="_ _2"></span>in 2025, during which the Financial <span class="_ _2"></span>Services Division incurred non-recurring restructuring costs. In </ix:continuation></div><div class="t m0 x18 h13 y193b ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_45abcfb8-4b62-403e-aed1-25ab08718e1f" continuedAt="_0eb5d532-0d7b-48f6-9d55-da88cd1f8993">addition, the Division incurred exceptional consultancy <span class="_ _2"></span>and outsourcing expenses following the unexpected <span class="_ _2"></span>departure of a senior executive due </ix:continuation></div><div class="t m0 x18 h13 y193c ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_0eb5d532-0d7b-48f6-9d55-da88cd1f8993" continuedAt="_c977bdc3-e759-4c65-b615-573833167e76">to medical reasons. These costs were <span class="_ _2"></span>necessary to ensure continuity of leadership and <span class="_ _2"></span>operational oversight through interim support and <span class="_ _2"></span>external </ix:continuation></div><div class="t m0 x18 h13 y193d ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_c977bdc3-e759-4c65-b615-573833167e76" continuedAt="_53e19015-4541-43b0-979d-eddea9b45682">consultancy arrangements.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 hbf y193e ff16 fs24 fc6 sc0 ls70 ws9e"><ix:continuation id="_53e19015-4541-43b0-979d-eddea9b45682" continuedAt="_9bce62e5-684b-485b-9ae3-a0b59594cca2">Exceptional gains<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 hd4 y193f ff13 fs24 fc6 sc0 ls2e ws2d"><ix:continuation id="_9bce62e5-684b-485b-9ae3-a0b59594cca2" continuedAt="_9654e6d9-10e4-4cc0-a2db-b22704a07920">Release of cl<span class="_ _1"></span>aims indemni<span class="_ _1"></span>ty pr<span class="_ _1"></span>ovisio<span class="_ _1"></span>n<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h13 y1940 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_9654e6d9-10e4-4cc0-a2db-b22704a07920" continuedAt="_f130bda5-b3f2-4adc-84ed-54546ec1e467">The release relates to a claims <span class="_ _2"></span>indemnity provision which was provided for in <span class="_ _2"></span>May 2021 when the Group sold its <span class="_ _2"></span>49.6% interest in LMS, a joint </ix:continuation></div><div class="t m0 x18 h13 y1941 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_f130bda5-b3f2-4adc-84ed-54546ec1e467" continuedAt="_59128a2f-0c0b-4e1a-bb79-91bdc45ca283">venture whose principal activity was to <span class="_ _2"></span>provide conveyancing panel management services. The Group <span class="_ _2"></span>included movements in claims indemnity </ix:continuation></div><div class="t m0 x18 h13 y1942 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_59128a2f-0c0b-4e1a-bb79-91bdc45ca283" continuedAt="_a47f3bde-6b1b-4f63-a766-adf352088c12">provisions in exceptional items, as the <span class="_ _2"></span>original provision was included as an exceptional <span class="_ _2"></span>cost in 2021. The provision was timebound <span class="_ _2"></span>for a fixed </ix:continuation></div><div class="t m0 x18 h13 y1943 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_a47f3bde-6b1b-4f63-a766-adf352088c12" continuedAt="_c437159b-a4c5-44cc-bbed-7a85dfcef4cf">period of four years commencing on <span class="_ _2"></span>the completion date of the sales purchase <span class="_ _2"></span>agreement, which has now elapsed, therefore <span class="_ _2"></span>the provision has </ix:continuation></div><div class="t m0 x18 h13 y1944 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_c437159b-a4c5-44cc-bbed-7a85dfcef4cf">been released in 2025.</ix:continuation></div><div class="t m0 x18 hbf y1945 ff16 fs24 fc10 sc0 ls2e ws2d"><ix:continuation id="_b02a4514-bb28-42b1-aa64-bb7c995153ee" continuedAt="_e6c8c0c7-8f72-4b9a-aa7e-b46530f78174">10. <span class="_ _b6"> </span> <span class="_ _1ef"></span>Pro<span class="_ _1"></span>fit bef<span class="_ _1"></span>ore tax<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 hd4 y1946 ff13 fs24 fc6 sc0 ls2e ws2d"><ix:continuation id="_e6c8c0c7-8f72-4b9a-aa7e-b46530f78174" continuedAt="_dbc54eed-3eec-456f-9468-47eff8f029c5">Profi<span class="_ _1"></span>t before ta<span class="_ _1"></span>x is stated after ch<span class="_ _1"></span>arging:<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x7c h4a y1947 ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x7c h4a y1948 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="x1ae z10 gs1"><ix:continuation id="_dbc54eed-3eec-456f-9468-47eff8f029c5" continuedAt="_d6411904-bf6e-4cd1-96b9-486a62401430"><table id="_e902b173-8626-40a5-ac57-dc1f66fc5d9c" class="s w12e h101"><tr><td /><td class="t m0 x1b0 h8b y220b ffb fs11 fc7 sc0 ls1 ws0">2025 </td><td class="t m0 x1b1 h1d y220b ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x1b3 h8b y220c ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x1b4 h1d y220c ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y2176 w12f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Auditor<span class="_ _1"></span>’<span class="_ _0"></span>s remunera<span class="_ _2"></span>tion (Note 11)<span class="_ _2d2"> </span></div></td><td class="c n x531 y2176 w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">1,035<span class="_ _2d2"> </span></div></td><td class="c n x532 y2176 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1,525<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2177 w130 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Short<span class="_ _2"></span>-term leases<span class="_ _2d2"> </span></div></td><td class="c n x533 y2177 w6b he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">1,546<span class="_ _2d2"> </span></div></td><td class="c n x534 y2177 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1,796<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2178 w131 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Low value leases<span class="_ _2d2"> </span></div></td><td class="c n x21c y2178 w27 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">201<span class="_ _2d2"> </span></div></td><td class="c n x521 y2178 w3a he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">196<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2179 w132 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Depreciation – o<span class="_ _2"></span>wned assets<span class="_ _2d2"> </span></div></td><td class="c n x535 y2179 w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">1,124<span class="_ _2d2"> </span></div></td><td class="c n x536 y2179 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1,179<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b6 w133 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Depreciation – righ<span class="_ _2"></span>t<span class="_ _2"></span>-of-use asse<span class="_ _2"></span>ts<span class="_ _2d2"> </span></div></td><td class="c n x537 y20b6 w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">2,245<span class="_ _2d2"> </span></div></td><td class="c n x538 y20b6 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1,981<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="-ixh-highlight-region gs1e0"><ix:nonNumeric name="ifrs-full:DisclosureOfAuditorsRemunerationExplanatory" id="fact-560" contextRef="c-1" escape="true" xml:lang="en"><div class="t m0 hbf ff16 fs24 fc10 sc0 ls92 ws9a gs1e1"><ix:continuation id="_d6411904-bf6e-4cd1-96b9-486a62401430" continuedAt="_ab02140a-cb62-4d56-8dd3-cddb00e260a3">11. <span class="_ _bc"> </span> <span class="_ _1ef"></span>Auditor<span class="_ _1"></span>’<span class="_ _0"></span>s remuneration<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1e2"><ix:continuation id="_ab02140a-cb62-4d56-8dd3-cddb00e260a3" continuedAt="_c51e9f9f-c541-4961-a2b5-db2695beeffd">The remuneration of the auditors is <span class="_ _2"></span>further analysed as follows:<span class="_ _2d2"> </span></ix:continuation></div><div class="gs1e3"><ix:continuation id="_c51e9f9f-c541-4961-a2b5-db2695beeffd"><table id="_fcba6bb1-4353-45c2-a36d-e9ea27a81b5a" class="s w134 h102"><tr><td /><td class="t m0 x1b0 h8b y220d ffb fs11 fc7 sc0 ls1 ws0">2025 </td><td class="t m0 x1b1 h1d y220d ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x1b3 h8b y220e ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x1b4 h1d y220e ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y21a4 w135 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Audit of the Financial Stat<span class="_ _2"></span>ements<span class="_ _2d2"> </span></div></td><td class="c n x539 y21a4 w3a he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">275<span class="_ _2d2"> </span></div></td><td class="c n x53a y21a4 w3a he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">584<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x1b5 h14 y220f ff1e fs8 fc3 sc0 ls1 ws0">Fees payable t<span class="_ _2"></span>o company’<span class="_ _0"></span>s auditors and its associates for other services:<span class="_ _148"> </span><span class="ffc"> <span class="_ _ac"> </span> </span></td><td /><td /></tr><tr><td class="c n x1b7 y2177 w136 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Audit of subsidiaries<span class="_ _2d2"> </span></div></td><td class="c n x53b y2177 w27 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">650<span class="_ _2d2"> </span></div></td><td class="c n x53c y2177 w27 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">701<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2178 w137 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal audit<span class="_ _2d2"> </span></div></td><td class="c n x21c y2178 w27 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">925<span class="_ _2d2"> </span></div></td><td class="c n x21d y2178 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1,285<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2179 w138 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Audit<span class="_ _2"></span>-relat<span class="_ _2"></span>ed assurance services (including int<span class="_ _2"></span>erim results re<span class="_ _2"></span>view)<span class="_ _2d2"> </span></div></td><td class="c n x3e8 y2179 w3a he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">110<span class="_ _2d2"> </span></div></td><td class="c n x3e9 y2179 w27 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">240<span class="_ _2d2"> </span></div></td></tr><tr><td /><td class="c n x515 y20b6 w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">1,035<span class="_ _2d2"> </span></div></td><td class="c n x516 y20b6 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1,525</div></td></tr></table></ix:continuation></div></ix:nonNumeric></div><div class="t m0 x7c h4a y1950 ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x7c h4a y1951 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   117<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   117<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
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class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">118<span class="_ _1b6"> </span>119</div><div class="t m0 x8 he y1f ff49 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x19 he y1e ff49 fs6 fc4 sc0 ls37 ws36">OVERVIEW</div><div class="t m0 x6 h10 y21 ffc fs4 fc6 sc0 ls9e ws12">Notes<span class="_ _1"></span> to<span class="_ _1"></span> the<span class="_ _7"></span> Group<span class="_ _1"></span> Finan<span class="_ _1"></span>cial<span class="_ _1"></span> S<span class="_ _2"></span>t<span class="_ _1"></span>atement<span class="_ _1"></span>s<span class="_ _1"></span> <span class="fs41 lsa0 wsa1">conti<span class="_ _2"></span>nued</span></div><div class="t m0 x6 h6f y13bf ffb fs24 fc10 sc0 ls2e ws0"><ix:nonNumeric name="ifrs-full:DisclosureOfEarningsPerShareExplanatory" id="fact-9" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_1f2a7de4-992f-452d-8046-2a0c50b22cee">12<span class="_ _1"></span>. <span class="_ _bc"> </span> <span class="_ _1ef"></span>E<span class="_ _1"></span>arnin<span class="_ _1"></span>gs pe<span class="_ _1"></span>r Share (EP<span class="_ _1"></span>S)<span class="_ _2d2"> </span></ix:nonNumeric></div><div class="t m0 x6 h13 y1958 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_1f2a7de4-992f-452d-8046-2a0c50b22cee" continuedAt="_6e11ec32-a26a-4787-bb17-36f353ff78d8">Basic EPS amounts are calculated by <span class="_ _2"></span>dividing net profit for the year attributable <span class="_ _2"></span>to ordinary equity holders of the paren<span class="_ _2"></span>t by the weighted average </ix:continuation></div><div class="t m0 x6 h13 y1959 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_6e11ec32-a26a-4787-bb17-36f353ff78d8" continuedAt="_a24bc01a-7d2b-4e68-932d-3771abe60fa8">number of ordinary shares outstanding du<span class="_ _2"></span>ring the year.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h13 y195a ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_a24bc01a-7d2b-4e68-932d-3771abe60fa8" continuedAt="_5b436262-9ea9-48e9-b609-0f65cd201afe">Diluted EPS amounts are calculated by <span class="_ _2"></span>dividing the net profit attributable to ordinary <span class="_ _2"></span>equity holders of the parent by <span class="_ _2"></span>the weighted average number </ix:continuation></div><div class="t m0 x6 h13 y195b ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_5b436262-9ea9-48e9-b609-0f65cd201afe" continuedAt="_42fa6b47-45ea-44b4-a171-f1de3dc93ef7">of ordinary shares outstanding during the <span class="_ _2"></span>year, plus the weighted average number of <span class="_ _2"></span>ordinary shares that would be issued <span class="_ _2"></span>on the conversion of all </ix:continuation></div><div class="t m0 x6 h13 y195c ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_42fa6b47-45ea-44b4-a171-f1de3dc93ef7" continuedAt="_ef236209-28cd-45c4-852c-0c7f39581f19">the dilutive potential ordinary shares into <span class="_ _2"></span>ordinary shares.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h13 y195d ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_ef236209-28cd-45c4-852c-0c7f39581f19" continuedAt="_19120927-57b8-4cc0-975f-1dca37cb0142">As the Group reported a profit <span class="_ _2"></span>from continuing operations in 2025 (2024: profit <span class="_ _2"></span>from continuing operations), the effect of dilu<span class="_ _2"></span>tive share options </ix:continuation></div><div class="t m0 x6 h13 y195e ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_19120927-57b8-4cc0-975f-1dca37cb0142" continuedAt="_6562802e-2930-4e2d-a285-89a98b64758f">has been included in the calculation <span class="_ _2"></span>of diluted earnings per share for <span class="_ _2"></span>continuing operations, discontinued operations and the overall <span class="_ _2"></span>result:<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h6f y1566 ffb fs24 fc6 sc0 lsa3 wsab"><ix:continuation id="_6562802e-2930-4e2d-a285-89a98b64758f" continuedAt="_20e63fe1-e3f5-44e4-84b6-1fbd9ecdca04">To<span class="_ _1"></span>t<span class="_ _1"></span>a<span class="_ _7"></span>l<span class="_ _1"></span> E<span class="_ _1"></span>P<span class="_ _1"></span>S<span class="_ _1"></span>:<span class="_ _2d2"> </span></ix:continuation></div><div class="x1fc z12 gs1"><ix:continuation id="_20e63fe1-e3f5-44e4-84b6-1fbd9ecdca04" continuedAt="_79602653-464b-480e-b6b2-b62cdc5d5f49"><table id="_a73d016b-c47a-470d-860b-611fd6adc1f6" class="s w139 h103"><tr><td /><td /><td class="c n x53d y2211 w13a h104"><div class="t m0 x1b6 h1d y2210 ffb fs11 fc7 sc0 ls1 ws0">2025<span class="_ _2d2"> </span></div></td><td /><td /><td class="c x540 y2211 w13b h105"><div class="t m0 x1b6 h1d y2210 ffd fs11 fc7 sc0 ls88 ws84">Restated</div><div class="t m0 x53e h87 y2212 ffd fs31 fc7 sc0 ls1 ws0">1<span class="_ _2d2"> </span></div><div class="t m0 x53f h1d y2210 ffd fs11 fc7 sc0 ls1 ws0">2024<span class="_ _2d2"> </span></div></td><td /></tr><tr><td /><td class="t m0 x541 h86 y2213 ff16 fs11 fc7 sc0 ls1 ws0">Profit after<span class="ffb"> </span></td><td class="t m0 x542 h8b y2213 ffb fs11 fc7 sc0 ls1 ws0">Weigh<span class="_ _2"></span>ted </td><td class="t m0 x543 h8b y2213 ffb fs11 fc7 sc0 ls1 ws0">Per share </td><td class="t m0 x544 h1d y2213 ffd fs11 fc7 sc0 ls1 ws0">Profit aft<span class="_ _2"></span>er <span class="ffc"> </span></td><td class="t m0 x1fd h4a y2213 ffc fs11 fc7 sc0 ls1 ws0">W<span class="_ _2"></span>eighted  </td><td class="t m0 x545 h4a y2213 ffc fs11 fc7 sc0 ls1 ws0">Per shar<span class="_ _2"></span>e  </td></tr><tr><td /><td class="t m0 x3d1 h8b y2214 ffb fs11 fc7 sc0 ls88 ws84"> tax<span class="ffc ls1 ws0"> </span></td><td class="t m0 x546 h8b y2214 ffb fs11 fc7 sc0 ls1 ws0">aver<span class="_ _2"></span>age number </td><td class="t m0 x547 h8b y2214 ffb fs11 fc7 sc0 ls1 ws0">amount<span class="ffc"> </span></td><td class="t m0 x548 h4a y2214 ffc fs11 fc7 sc0 ls87 ws83">tax <span class="ls1 ws0"> </span></td><td class="t m0 x3b5 h4a y2214 ffc fs11 fc7 sc0 ls1 ws0">aver<span class="_ _2"></span>age number </td><td class="t m0 x549 h4a y2214 ffc fs11 fc7 sc0 ls1 ws0">amount  </td></tr><tr><td /><td class="t m0 x54a h8b y2215 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x3f1 h8b y2215 ffb fs11 fc7 sc0 ls1 ws0">of shares<span class="_ _2d2"> </span></td><td class="t m0 x54b h8b y2215 ffb fs11 fc7 sc0 ls1 ws0">pence<span class="_ _2d2"> </span></td><td class="t m0 x203 h1d y2215 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x54c h4a y2215 ffc fs11 fc7 sc0 ls1 ws0">of shares<span class="_ _2d2"> </span></td><td class="t m0 x54d h4a y2215 ffc fs11 fc7 sc0 ls1 ws0">pence<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y2178 w13c he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">Basic EPS<span class="_ _2d2"> </span></div></td><td class="c n x54e y2178 w35 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">16,960</div></td><td class="c n x54f y2178 w13d he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">102,322,435<span class="_ _2d2"> </span></div></td><td class="c n x550 y2178 w46 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">16.6<span class="_ _2d2"> </span></div></td><td class="c n x551 y2178 w36 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">17,409</div></td><td class="c n x552 y2178 w13e he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">102,645,789<span class="_ _2d2"> </span></div></td><td class="c n x1f8 y2178 w47 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">17.0<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2179 w13f he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">E<span class="_ _2"></span>ffect of dilutiv<span class="_ _2"></span>e share options<span class="_ _2d2"> </span></div></td><td class="c n x553 y2179 wa9 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">–</div></td><td class="c n x554 y2179 w140 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">2,404,841<span class="_ _2d2"> </span></div></td><td class="c n x555 y2179 w33 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x556 y2179 w4f he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x557 y2179 w5c he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">957,578<span class="_ _2d2"> </span></div></td><td class="c n x558 y2179 w33 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b6 w141 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">Diluted EPS<span class="_ _2d2"> </span></div></td><td class="c n x559 y20b6 wce he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">16,960</div></td><td class="c n x55a y20b6 w142 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">104,727,276<span class="_ _2d2"> </span></div></td><td class="c n x55b y20b6 w46 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">16.2<span class="_ _2d2"> </span></div></td><td class="c n x55c y20b6 w3d he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">17,409</div></td><td class="c n x55d y20b6 w143 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">103,603,367<span class="_ _2d2"> </span></div></td><td class="c n x55e y20b6 w6d he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">16.8<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 x6c h8b y1961 ffb fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x6 hbf y1968 ff16 fs24 fc6 sc0 ls92 ws9a"><ix:continuation id="_79602653-464b-480e-b6b2-b62cdc5d5f49" continuedAt="_8b0c4b4e-869d-4f1d-b50d-b6eff5c06a21">EPS from<span class="_ _2"></span> continuing<span class="_ _2"></span> operations:<span class="_ _2d2"> </span></ix:continuation></div><div class="x1fc z13 gs1"><ix:continuation id="_8b0c4b4e-869d-4f1d-b50d-b6eff5c06a21" continuedAt="_055b96a2-c657-46a5-b4f9-8746c49fd31e"><table id="_da118ccf-8d0d-4e71-aa19-9c7fce9149fd" class="s w144 h106"><tr><td /><td /><td class="c n x53d y2211 w13a h104"><div class="t m0 x1b6 h1d y2197 ffb fs11 fc7 sc0 ls1 ws0">2025<span class="_ _2d2"> </span></div></td><td /><td /><td class="c x540 y2211 w13b h107"><div class="t m0 x1b6 h1d y2197 ffd fs11 fc7 sc0 ls88 ws84">Restated</div><div class="t m0 x53e h87 y2216 ffd fs31 fc7 sc0 ls1 ws0">1<span class="_ _2d2"> </span></div><div class="t m0 x53f h1d y2197 ffd fs11 fc7 sc0 ls1 ws0">2024<span class="_ _2d2"> </span></div></td><td /></tr><tr><td /><td /><td class="t m0 x542 h8b y2217 ffb fs11 fc7 sc0 ls1 ws0">Weigh<span class="_ _2"></span>ted </td><td class="t m0 x543 h8b y2217 ffb fs11 fc7 sc0 ls1 ws0">Per share </td><td class="t m0 x544 h1d y2217 ffd fs11 fc7 sc0 ls1 ws0">Profit aft<span class="_ _2"></span>er <span class="ffc"> </span></td><td /><td /></tr><tr><td /><td class="t m0 x55f h86 y2218 ff16 fs11 fc7 sc0 ls1 ws0">Profit after t<span class="_ _2"></span>ax <span class="ffb"> </span></td><td class="t m0 x546 h8b y2219 ffb fs11 fc7 sc0 ls1 ws0">aver<span class="_ _2"></span>age number </td><td class="t m0 x547 h8b y2219 ffb fs11 fc7 sc0 ls1 ws0">amount  </td><td class="t m0 x548 h4a y2219 ffc fs11 fc7 sc0 ls87 ws83">tax <span class="ls1 ws0"> </span></td><td class="t m0 x560 h4a y2218 ffc fs11 fc7 sc0 ls1 ws0">W<span class="_ _2"></span>eighted av<span class="_ _2"></span>erage </td><td class="t m0 x561 h4a y2218 ffc fs11 fc7 sc0 ls1 ws0">Per shar<span class="_ _2"></span>e amount  </td></tr><tr><td /><td class="t m0 x54a h8b y221a ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x3f1 h8b y221b ffb fs11 fc7 sc0 ls1 ws0">of shares<span class="_ _2d2"> </span></td><td class="t m0 x54b h8b y221b ffb fs11 fc7 sc0 ls1 ws0">pence<span class="_ _2d2"> </span></td><td class="t m0 x203 h1d y221b ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x562 h4a y221a ffc fs11 fc7 sc0 ls1 ws0">number of shares<span class="_ _2d2"> </span></td><td class="t m0 x54d h4a y221a ffc fs11 fc7 sc0 ls1 ws0">pence<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y2178 w13c he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">Basic EPS<span class="_ _2d2"> </span></div></td><td class="c n x54e y2178 w35 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">17,002</div></td><td class="c n x54f y2178 w13d he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">102,322,435<span class="_ _2d2"> </span></div></td><td class="c n x550 y2178 w46 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">16.6<span class="_ _2d2"> </span></div></td><td class="c n x551 y2178 w36 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">17,819</div></td><td class="c n x552 y2178 w13e he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">102,645,789<span class="_ _2d2"> </span></div></td><td class="c n x1f8 y2178 w47 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">17.4<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2179 w13f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">E<span class="_ _2"></span>ffect of dilutiv<span class="_ _2"></span>e share options<span class="_ _2d2"> </span></div></td><td class="c n x553 y2179 wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–</div></td><td class="c n x554 y2179 w140 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">2,404,841<span class="_ _2d2"> </span></div></td><td class="c n x555 y2179 w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x556 y2179 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x557 y2179 w5c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">957,578<span class="_ _2d2"> </span></div></td><td class="c n x558 y2179 w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b6 w141 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">Diluted EPS<span class="_ _2d2"> </span></div></td><td class="c n x559 y20b6 wce he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">17,002</div></td><td class="c n x55a y20b6 w142 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">104,727,276<span class="_ _2d2"> </span></div></td><td class="c n x55b y20b6 w46 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">16.2<span class="_ _2d2"> </span></div></td><td class="c n x55c y20b6 w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">17,819</div></td><td class="c n x55d y20b6 w143 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">103,603,367<span class="_ _2d2"> </span></div></td><td class="c n x55e y20b6 w6d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">17.2<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 x6c h4a y196b ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x6 hbf y1974 ff16 fs24 fc6 sc0 ls92 ws9a"><ix:continuation id="_055b96a2-c657-46a5-b4f9-8746c49fd31e" continuedAt="_342449bf-e888-4bb4-a6b8-f8de77e7643e">EPS from<span class="_ _2"></span> discontinued<span class="_ _2"></span> operations:<span class="_ _2d2"> </span></ix:continuation></div><div class="x1fc z14 gs1"><ix:continuation id="_342449bf-e888-4bb4-a6b8-f8de77e7643e" continuedAt="_6852415d-2bb4-4141-aeda-4b138551783d"><table id="_a204e12e-5b7b-4c61-9509-f0fad16387a8" class="s w145 h108"><tr><td /><td /><td class="c n x53d y221c w13a h104"><div class="t m0 x1b6 h1d y2197 ffb fs11 fc7 sc0 ls1 ws0">2025<span class="_ _2d2"> </span></div></td><td /><td /><td class="c n x563 y221c w13a h104"><div class="t m0 x1b6 h1d y2197 ffd fs11 fc7 sc0 ls1 ws0">2024<span class="_ _2d2"> </span></div></td><td /></tr><tr><td /><td /><td class="t m0 x542 h8b y221d ffb fs11 fc7 sc0 ls1 ws0">Weigh<span class="_ _2"></span>ted </td><td class="t m0 x543 h8b y221d ffb fs11 fc7 sc0 ls1 ws0">Per share </td><td /><td /><td /></tr><tr><td /><td class="t m0 x564 h86 y221e ff16 fs11 fc7 sc0 ls1 ws0">Loss after ta<span class="_ _2"></span>x <span class="ffb"> </span></td><td class="t m0 x546 h8b y221f ffb fs11 fc7 sc0 ls1 ws0">aver<span class="_ _2"></span>age number </td><td class="t m0 x547 h8b y221f ffb fs11 fc7 sc0 ls1 ws0">amount  </td><td class="t m0 x399 h1d y221e ffd fs11 fc7 sc0 ls1 ws0">Loss after ta<span class="_ _2"></span>x <span class="ffc"> </span></td><td class="t m0 x560 h4a y221e ffc fs11 fc7 sc0 ls1 ws0">W<span class="_ _2"></span>eighted av<span class="_ _2"></span>erage </td><td class="t m0 x561 h4a y221e ffc fs11 fc7 sc0 ls1 ws0">Per shar<span class="_ _2"></span>e amount  </td></tr><tr><td /><td class="t m0 x54a h8b y2220 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x3f1 h8b y2221 ffb fs11 fc7 sc0 ls1 ws0">of shares<span class="_ _2d2"> </span></td><td class="t m0 x54b h8b y2221 ffb fs11 fc7 sc0 ls1 ws0">pence<span class="_ _2d2"> </span></td><td class="t m0 x203 h1d y2220 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x562 h4a y2220 ffc fs11 fc7 sc0 ls1 ws0">number of shares<span class="_ _2d2"> </span></td><td class="t m0 x54d h4a y2220 ffc fs11 fc7 sc0 ls1 ws0">pence<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y2178 w13c he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">Basic EPS<span class="_ _2d2"> </span></div></td><td class="c n x565 y2178 w10c he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(42)</div></td><td class="c n x566 y2178 w13d he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">102,322,435<span class="_ _2d2"> </span></div></td><td class="c n x567 y2178 w146 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(0.0)<span class="_ _2d2"> </span></div></td><td class="c n x568 y2178 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(377)</div></td><td class="c n x569 y2178 w13e he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">102,645,789<span class="_ _2d2"> </span></div></td><td class="c n x56a y2178 w147 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(0.4)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2179 w13f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">E<span class="_ _2"></span>ffect of dilutiv<span class="_ _2"></span>e share options<span class="_ _2d2"> </span></div></td><td class="c n x553 y2179 wa9 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">–</div></td><td class="c n x554 y2179 w140 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">2,404,841<span class="_ _2d2"> </span></div></td><td class="c n x555 y2179 w33 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x556 y2179 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x557 y2179 w5c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">957,578<span class="_ _2d2"> </span></div></td><td class="c n x558 y2179 w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b6 w141 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">Diluted EPS<span class="_ _2d2"> </span></div></td><td class="c n x56b y20b6 w148 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(42)</div></td><td class="c n x56c y20b6 w142 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">104,727,276<span class="_ _2d2"> </span></div></td><td class="c n x56d y20b6 w146 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(0.0)<span class="_ _2d2"> </span></div></td><td class="c n x27c y20b6 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(377)</div></td><td class="c n x56e y20b6 w143 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">103,603,367<span class="_ _2d2"> </span></div></td><td class="c n x56f y20b6 w147 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(0.4)<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 x6c h4a y1976 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x6 h8c y197f ffd fs33 fc8 sc0 ls7e ws78"><ix:continuation id="_6852415d-2bb4-4141-aeda-4b138551783d" continuedAt="_07a7faa1-52a2-40fb-9801-d4e597591e55">1 <span class="_ _b3"> </span>Refer to note 36 to <span class="_ _2"></span>the financial statements<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h13 y1980 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_07a7faa1-52a2-40fb-9801-d4e597591e55" continuedAt="_0b795fc0-95cb-4fd2-b952-5c03db791086">There have been no other transactions <span class="_ _2"></span>involving ordinary shares or potential ordinary sh<span class="_ _2"></span>ares between the reporting date and the <span class="_ _2"></span>date of </ix:continuation></div><div class="t m0 x6 h13 y1981 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_0b795fc0-95cb-4fd2-b952-5c03db791086" continuedAt="_0e26cc61-f719-43db-9d87-7b3859f68918">completion of these Financial Statements.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h6f y1982 ffb fs24 fc6 sc0 ls2e ws0"><ix:continuation id="_0e26cc61-f719-43db-9d87-7b3859f68918" continuedAt="_3cd02389-6ec3-4128-bbeb-4b6f471a57bb">Adjus<span class="_ _1"></span>ted ba<span class="_ _1"></span>sic an<span class="_ _1"></span>d dilute<span class="_ _1"></span>d EPS<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h13 y1983 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_3cd02389-6ec3-4128-bbeb-4b6f471a57bb" continuedAt="_fe84e684-65b0-47c6-bfba-086f81494cf8">The Directors (who were members of <span class="_ _2"></span>the Board at 31 December 2025) consider <span class="_ _2"></span>that the adjusted earnings shown below give <span class="_ _2"></span>a consistent </ix:continuation></div><div class="t m0 x6 h13 y1984 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_fe84e684-65b0-47c6-bfba-086f81494cf8" continuedAt="_c15d0a84-6aea-4e03-a7a1-cc8bb0f04d7d">indication of the Group’s underlying performan<span class="_ _2"></span>ce:<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x8e h4a y1985 ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x8e h4a y1986 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="x1fc z15 gs1"><ix:continuation id="_c15d0a84-6aea-4e03-a7a1-cc8bb0f04d7d" continuedAt="_0c52a7c9-1dc1-4b35-b3dc-fa09ed6ae555"><table id="_1445aef8-e893-4afb-96eb-d195f0d0a933" class="s w149 h109"><tr><td /><td /><td class="t m0 x570 h1d y2222 ffd fs11 fc7 sc0 ls1 ws0">Rest<span class="_ _2"></span>ated <span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x571 h8b y2223 ffb fs11 fc7 sc0 ls1 ws0">2025 </td><td class="t m0 x3af h1d y2224 ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x572 h8b y2225 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x205 h1d y2226 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y2227 w14a he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Group Underlying Oper<span class="_ _2"></span>ating Pr<span class="_ _2"></span>ofit (See note 5 f<span class="_ _2"></span>or the rec<span class="_ _2"></span>onciliation from Gr<span class="_ _2"></span>oup Opera<span class="_ _2"></span>ting Pr<span class="_ _2"></span>ofit)<span class="_ _2d2"> </span></div></td><td class="c n x573 y2227 w3c he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">32,618<span class="_ _2d2"> </span></div></td><td class="c n x574 y2227 w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">27,785<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2228 w14b he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Pr<span class="_ _2"></span>ofit attributable t<span class="_ _2"></span>o non-contr<span class="_ _2"></span>olling inter<span class="_ _2"></span>est<span class="_ _2d2"> </span></div></td><td class="c n x575 y2228 w10c he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(80)<span class="_ _2d2"> </span></div></td><td class="c n x576 y2228 w8d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(33)<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x206 h13 y2229 ffd fs8 fc3 sc0 ls1 ws0">Finance income (ex<span class="_ _2"></span>cluding ex<span class="_ _2"></span>ceptional and con<span class="_ _2"></span>tingent consider<span class="_ _2"></span>ation it<span class="_ _2"></span>ems, fair v<span class="_ _2"></span>alue adjustment t<span class="_ _2"></span>o loans </td><td /><td /></tr><tr><td class="t m0 x206 h13 y222a ffd fs8 fc3 sc0 ls1 ws0">receivables and disc<span class="_ _2"></span>ounting on lease liabilities)<span class="_ _2d2"> </span></td><td class="c n x577 y2177 w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">1,666<span class="_ _2d2"> </span></div></td><td class="c n x578 y2177 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1,169<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2178 w14c he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Other sources of earnings fr<span class="_ _2"></span>om joint ven<span class="_ _2"></span>ture<span class="_ _2d2"> </span></div></td><td class="c n x579 y2178 w7e he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(932)<span class="_ _2d2"> </span></div></td><td class="c n x57a y2178 w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2179 w14d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Normalised tax<span class="_ _2"></span>ation (t<span class="_ _2"></span>ax ra<span class="_ _2"></span>te 25.0%, 2024: 25.0%)*<span class="_ _2d2"> </span></div></td><td class="c n x57b y2179 w2b he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(8,318)<span class="_ _2d2"> </span></div></td><td class="c n x57c y2179 w21 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(7,230)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b6 w14e he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Adjusted pr<span class="_ _2"></span>ofit after t<span class="_ _2"></span>ax attribut<span class="_ _2"></span>able to owner<span class="_ _2"></span>s of the parent<span class="_ _2d2"> </span></div></td><td class="c n x57d y20b6 w3c he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">24,954<span class="_ _2d2"> </span></div></td><td class="c n x57e y20b6 w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">21,691<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 x6 h8c y1992 ffd fs33 fc8 sc0 ls7e ws78"><ix:continuation id="_0c52a7c9-1dc1-4b35-b3dc-fa09ed6ae555" continuedAt="_4c051abd-6e63-467c-aff0-e18d026c7705">* <span class="_ _b3"> </span> <span class="_ _18"></span>The headline UK rate of corporation tax for the period is 25.0%. <span class="_ _2"></span>(2024:25.0%).<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   118<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   118<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
<div id="pf79" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc79 w4 h0"><img 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" class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">118<span class="_ _1b6"> </span>119</div><div class="t m0 xf he y1f ff4b fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 xe he y1e ff4b fs6 fc4 sc0 ls9c ws9c">OTHER INFORMATION<span class="_ _182"></span><span class="fc0">FINANCIAL STATEMENTS<span class="_ _183"></span><span class="fc4">CORPORATE GOVERNANCE<span class="_ _13e"></span>STRATEGIC<span class="_ _2"></span> REPORT<span class="_ _184"></span><span class="ls37 ws36">OVERVIEW</span></span></span></div><div class="t m0 x18 h10 y21 ff4c fs4 fc6 sc0 ls1 ws0"> </div><div class="t m0 x18 h6f y13bf ffb fs24 fc6 sc0 ls2e ws0"><ix:continuation id="_4c051abd-6e63-467c-aff0-e18d026c7705" continuedAt="_c5003c5a-02a1-4dea-ad73-a1126bf962a0">Adjus<span class="_ _1"></span>ted ba<span class="_ _1"></span>sic an<span class="_ _1"></span>d dilute<span class="_ _1"></span>d EPS<span class="_ _2d2"> </span></ix:continuation></div><div class="x1ae ze gs1"><ix:continuation id="_c5003c5a-02a1-4dea-ad73-a1126bf962a0" continuedAt="_517e03e8-90b3-46bd-b9b1-6976261edb34"><table id="_d6b34108-accc-4ea9-a054-422619d0055d" class="s w14f h10a"><tr><td /><td /><td class="c n x57f y2211 w13a h104"><div class="t m0 x1b6 h1d y2210 ffb fs11 fc7 sc0 ls1 ws0">2025<span class="_ _2d2"> </span></div></td><td /><td /><td class="c n x580 y2211 w13a h104"><div class="t m0 x1b6 h1d y2210 ffd fs11 fc7 sc0 ls1 ws0">2024<span class="_ _2d2"> </span></div></td><td /></tr><tr><td /><td /><td class="t m0 x581 h8b y222b ffb fs11 fc7 sc0 ls1 ws0">Weigh<span class="_ _2"></span>ted </td><td class="t m0 x582 h8b y222b ffb fs11 fc7 sc0 ls1 ws0">Per share </td><td /><td /><td /></tr><tr><td /><td class="t m0 x583 h86 y222c ff16 fs11 fc7 sc0 ls1 ws0">Profit after t<span class="_ _2"></span>ax <span class="ffb"> </span></td><td class="t m0 x584 h8b y222d ffb fs11 fc7 sc0 ls1 ws0">aver<span class="_ _2"></span>age number </td><td class="t m0 x585 h8b y222d ffb fs11 fc7 sc0 ls1 ws0">amount  </td><td class="t m0 x464 h1d y222c ffd fs11 fc7 sc0 ls1 ws0">Profit aft<span class="_ _2"></span>er tax <span class="ffc"> </span></td><td class="t m0 x586 h4a y222c ffc fs11 fc7 sc0 ls1 ws0">W<span class="_ _2"></span>eighted av<span class="_ _2"></span>erage </td><td class="t m0 x587 h4a y222c ffc fs11 fc7 sc0 ls1 ws0">Per shar<span class="_ _2"></span>e amount  </td></tr><tr><td /><td class="t m0 x588 h8b y222e ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x589 h8b y222f ffb fs11 fc7 sc0 ls1 ws0">of shares<span class="_ _2d2"> </span></td><td class="t m0 x58a h8b y222f ffb fs11 fc7 sc0 ls1 ws0">pence<span class="_ _2d2"> </span></td><td class="t m0 x46b h1d y222e ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x586 h4a y222e ffc fs11 fc7 sc0 ls1 ws0">number of shares<span class="_ _2d2"> </span></td><td class="t m0 x58b h4a y222e ffc fs11 fc7 sc0 ls1 ws0">pence<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y2178 w150 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">Adjusted basic EPS<span class="_ _2d2"> </span></div></td><td class="c n x58c y2178 wce he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">24,954</div></td><td class="c n x58d y2178 w13d he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">102,322,435<span class="_ _2d2"> </span></div></td><td class="c n x58e y2178 w46 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">24.4<span class="_ _2d2"> </span></div></td><td class="c n x58f y2178 w3d he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">21,690</div></td><td class="c n x590 y2178 w143 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">102,645,789<span class="_ _2d2"> </span></div></td><td class="c n x591 y2178 w47 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">21.1<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2179 w13f he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">E<span class="_ _2"></span>ffect of dilutiv<span class="_ _2"></span>e share options<span class="_ _2d2"> </span></div></td><td /><td class="c n x592 y2179 w151 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">2,404,841<span class="_ _2d2"> </span></div></td><td /><td /><td class="c n x593 y2179 w17 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">957,578<span class="_ _2d2"> </span></div></td><td /></tr><tr><td class="c n x1b7 y20b6 w43 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">Adjusted dilut<span class="_ _2"></span>ed EPS<span class="_ _2d2"> </span></div></td><td class="c n x594 y20b6 wce he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">24,954</div></td><td class="c n x595 y20b6 w13d he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">104,727,276<span class="_ _2d2"> </span></div></td><td class="c n x596 y20b6 w46 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">23.8<span class="_ _2d2"> </span></div></td><td class="c n x597 y20b6 w36 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">21,690</div></td><td class="c n x598 y20b6 w143 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">103,603,367<span class="_ _2d2"> </span></div></td><td class="c n x599 y20b6 w47 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">20.9<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 xd8 h4a y1993 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x18 h13 y199c ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_517e03e8-90b3-46bd-b9b1-6976261edb34" continuedAt="_d662fdce-de52-4239-8c1c-82a87bf4ea1c">This represents adjusted profit after tax <span class="_ _2"></span>attributable to equity holders of the parent. <span class="_ _2"></span>Tax has been adjusted to exclude <span class="_ _2"></span>the prior year tax </ix:continuation></div><div class="t m0 x18 h13 y199d ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_d662fdce-de52-4239-8c1c-82a87bf4ea1c" continuedAt="_560ee608-1f9b-4166-951b-4eb2e093e7dd">adjustments, and the tax impact of <span class="_ _2"></span>exceptional items, amortisation, and share-based payments. The <span class="_ _2"></span>effective tax rate used is 25.0% (31 <span class="_ _2"></span>December </ix:continuation></div><div class="t m0 x18 h13 y199e ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_560ee608-1f9b-4166-951b-4eb2e093e7dd">2024: 25.0%).</ix:continuation></div><div class="t m0 x18 h6f y199f ffb fs24 fc10 sc0 ls92 ws8f"><ix:nonNumeric name="ifrs-full:DisclosureOfDividendsExplanatory" id="fact-10" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_1d00724e-5690-4b82-ae36-60048e532823">13. <span class="_ _bc"> </span> <span class="_ _18"></span>Dividends paid<span class="_ _2"></span> and proposed<span class="_ _2d2"> </span></ix:nonNumeric></div><div class="t m0 x7c h4a y19a0 ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x7c h4a y19a1 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="x1ae z16 gs1"><ix:continuation id="_1d00724e-5690-4b82-ae36-60048e532823"><table id="_e4c905fc-8689-4c59-ab5d-680300fbb8af" class="s w152 h10b"><tr><td /><td /><td class="t m0 x1b0 h8b y2230 ffb fs11 fc7 sc0 ls1 ws0">2025 </td><td class="t m0 x1b1 h1d y2230 ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></td></tr><tr><td /><td /><td class="t m0 x1b3 h8b y2231 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x1b4 h1d y2231 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="t m0 x1b5 h11 y2232 ffb fs8 fc3 sc0 ls1 ws0">Declared and paid during the year:<span class="_ _1f4"> </span><span class="ffc"> <span class="_ _ac"> </span> </span></td><td /><td /><td /></tr><tr><td class="c n x1b7 y2177 w153 heb"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2025<span class="_ _2d2"> </span></div></td><td class="c n x59a y2177 w154 heb"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Interim: 4.0 pence per shar<span class="_ _2"></span>e (2024 Interim: 4.0 pence)<span class="_ _2d2"> </span></div></td><td class="c n x59b y2177 w26 heb"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">4,154<span class="_ _2d2"> </span></div></td><td class="c n x59c y2177 w30 heb"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">4,069<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x1b5 h11 y2233 ffb fs8 fc3 sc0 ls1 ws0">Dividends on shares proposed (not r<span class="_ _2"></span>ecognised as a liability as at 31 December):<span class="_ _68"> </span><span class="ffc"> <span class="_ _ac"> </span> </span></td><td /><td /><td /></tr><tr><td class="t m0 x1b5 h14 y2234 ff1e fs8 fc3 sc0 ls1 ws0">Equity dividends on shares:<span class="_ _200"> </span><span class="ffc"> <span class="_ _ac"> </span> </span></td><td /><td /><td /></tr><tr><td class="c n x1b7 y20b6 w155 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Dividend: <span><ix:nonFraction name="ifrs-full:DividendsProposedOrDeclaredBeforeFinancialStatementsAuthorisedForIssueButNotRecognisedAsDistributionToOwnersPerShare" id="fact-561" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-2" decimals="3" scale="-2">7.4</ix:nonFraction></span> pence per share (2024: <span><ix:nonFraction name="ifrs-full:DividendsProposedOrDeclaredBeforeFinancialStatementsAuthorisedForIssueButNotRecognisedAsDistributionToOwnersPerShare" id="fact-562" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-2" decimals="3" scale="-2">7.4</ix:nonFraction></span> pence)<span class="_ _2d2"> </span></div></td><td /><td class="c n x59d y20b6 w6b he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span><ix:nonFraction name="ifrs-full:DividendsProposedOrDeclaredBeforeFinancialStatementsAuthorisedForIssueButNotRecognisedAsDistributionToOwners" id="fact-564" format="ixt5:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="-3" scale="3">7,572</ix:nonFraction><span class="_ _2d2"> </span></span></div></td><td class="c n x59e y20b6 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0"><span><ix:nonFraction name="ifrs-full:DividendsProposedOrDeclaredBeforeFinancialStatementsAuthorisedForIssueButNotRecognisedAsDistributionToOwners" id="fact-563" format="ixt5:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="-3" scale="3">7,596</ix:nonFraction></span></div></td></tr></table></ix:continuation></div><div class="t m0 x18 hbf y19a7 ff16 fs24 fc10 sc0 ls2e ws2d">1<ix:nonNumeric name="ifrs-full:DisclosureOfCashFlowStatementExplanatory" id="fact-11" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_f78d2307-3339-44e3-af6a-5bdca8db754f">4. <span class="_ _b6"> </span> <span class="_ _1ef"></span>C<span class="_ _1"></span>ash flow fr<span class="_ _1"></span>om financ<span class="_ _1"></span>ing ac<span class="_ _1"></span>tivi<span class="_ _1"></span>ties<span class="_ _2d2"> </span></ix:nonNumeric></div><div class="t m0 x18 h13 y19a8 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_f78d2307-3339-44e3-af6a-5bdca8db754f" continuedAt="_c687c7eb-8ff5-44f6-862e-75d7abb74110">Set out below are the movements <span class="_ _2"></span>in the Group’s lease liabilities and long-term <span class="_ _2"></span>debt during the year.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x184 h4a y19a9 ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x184 h4a y19aa ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="x1ae z17 gs1"><ix:continuation id="_c687c7eb-8ff5-44f6-862e-75d7abb74110" continuedAt="_74eecb2f-25ed-4cdf-8042-25e464ec68e1"><table id="_a4685496-c4cc-4e51-a97d-075123384016" class="s w156 h10c"><tr><td /><td class="t m0 x59f h8b y2235 ffb fs11 fc7 sc0 ls1 ws0">At 1 January </td><td /><td /><td /><td class="t m0 x5a0 h8b y2235 ffb fs11 fc7 sc0 ls1 ws0">At 31 December </td></tr><tr><td /><td class="t m0 x5a1 h8b y2236 ffb fs11 fc7 sc0 ls1 ws0">2025 </td><td class="t m0 x582 h1d y2237 ffd fs11 fc7 sc0 ls1 ws0">Cash flow<span class="ffc"> </span></td><td class="t m0 x5a2 h1d y2237 ffd fs11 fc7 sc0 ls1 ws0">Additions<span class="ffc"> </span></td><td class="t m0 x5a3 h4a y2237 ffc fs11 fc7 sc0 ls1 ws0">Disposals </td><td class="t m0 x1b1 h8b y2236 ffb fs11 fc7 sc0 ls1 ws0">2025 </td></tr><tr><td /><td class="t m0 x469 h8b y2238 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x46a h1d y2239 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x46b h1d y2239 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x1b3 h1d y2239 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x1b4 h8b y2238 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y223a w157 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Lease liabilities<span class="_ _2d2"> </span></div></td><td class="c n x5a4 y223a w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">5,782<span class="_ _2d2"> </span></div></td><td class="c n x5a5 y223a w1e he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(2,486)<span class="_ _2d2"> </span></div></td><td class="c n x5a6 y223a w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">3,543<span class="_ _2d2"> </span></div></td><td class="c n x5a7 y223a w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(335)<span class="_ _2d2"> </span></div></td><td class="c n x5a8 y223a w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">6,504<span class="_ _2d2"> </span></div></td></tr><tr><td /><td class="c n x5a9 y223b wa6 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">5,782<span class="_ _2d2"> </span></div></td><td class="c n x429 y223b w21 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(2,486)<span class="_ _2d2"> </span></div></td><td class="c n x5aa y223b w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">3,543<span class="_ _2d2"> </span></div></td><td class="c n x5ab y223b w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(335)<span class="_ _2d2"> </span></div></td><td class="c n x268 y223b w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">6,504<span class="_ _2d2"> </span></div></td></tr><tr><td /><td class="t m0 x59f h8b y223c ffb fs11 fc7 sc0 ls1 ws0">At 1 January </td><td /><td /><td /><td class="t m0 x5a0 h8b y223c ffb fs11 fc7 sc0 ls1 ws0">At 31 December </td></tr><tr><td /><td class="t m0 x5a1 h8b y223d ffb fs11 fc7 sc0 ls1 ws0">2024 </td><td class="t m0 x582 h1d y223e ffd fs11 fc7 sc0 ls1 ws0">Cash flow<span class="ffc"> </span></td><td class="t m0 x5a2 h1d y223e ffd fs11 fc7 sc0 ls1 ws0">Additions<span class="ffc"> </span></td><td class="t m0 x5a3 h4a y223e ffc fs11 fc7 sc0 ls1 ws0">Disposals </td><td class="t m0 x1b1 h8b y223d ffb fs11 fc7 sc0 ls1 ws0">2024 </td></tr><tr><td /><td class="t m0 x469 h8b y223f ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x46a h1d y2240 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x46b h1d y2240 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x1b3 h1d y2240 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x1b4 h8b y223f ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y2179 w157 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Lease liabilities<span class="_ _2d2"> </span></div></td><td class="c n x5a4 y2179 w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">8,340<span class="_ _2d2"> </span></div></td><td class="c n x5a5 y2179 w1e he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(2,895)<span class="_ _2d2"> </span></div></td><td class="c n x5a6 y2179 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1,855<span class="_ _2d2"> </span></div></td><td class="c n x5ac y2179 w21 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(1,518)<span class="_ _2d2"> </span></div></td><td class="c n x520 y2179 w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">5,782<span class="_ _2d2"> </span></div></td></tr><tr><td /><td class="c n x5a9 y20b6 wa6 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">8,340<span class="_ _2d2"> </span></div></td><td class="c n x429 y20b6 w21 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(2,895)<span class="_ _2d2"> </span></div></td><td class="c n x5aa y20b6 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1,855<span class="_ _2d2"> </span></div></td><td class="c n x2bc y20b6 w1e he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(1,518)<span class="_ _2d2"> </span></div></td><td class="c n x5ad y20b6 w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">5,782<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 x184 h4a y19b0 ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x184 h4a y19b1 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x7c h4a y19b7 ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x7c h4a y19b8 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="x1ae z18 gs1"><ix:continuation id="_74eecb2f-25ed-4cdf-8042-25e464ec68e1" continuedAt="_563957a1-d1b7-4496-a011-a8b564932b76"><table id="_701cd297-7e88-42d4-9f13-329f649dfb45" class="s w158 h10d"><tr><td /><td class="t m0 x1b0 h8b y2241 ffb fs11 fc7 sc0 ls1 ws0">2025 </td><td class="t m0 x1b1 h1d y2241 ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x1b3 h8b y2242 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x1b4 h1d y2242 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y2178 w159 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Non-current liabilities<span class="_ _2d2"> </span></div></td><td class="c n x5ae y2178 w6b he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">4,148<span class="_ _2d2"> </span></div></td><td class="c n x4c5 y2178 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">3,493<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2179 w15a he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Current liabilities<span class="_ _2d2"> </span></div></td><td class="c n x5ae y2179 w6b he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">2,356<span class="_ _2d2"> </span></div></td><td class="c n x4c5 y2179 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2,289<span class="_ _2d2"> </span></div></td></tr><tr><td /><td class="c n x515 y20b6 w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">6,504<span class="_ _2d2"> </span></div></td><td class="c n x516 y20b6 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">5,782<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 x18 h13 y19bc ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_563957a1-d1b7-4496-a011-a8b564932b76" continuedAt="_1de730a5-a0eb-4475-b459-d24a43abefeb">Lease liability movements comprise new leases <span class="_ _2"></span>entered into during the year, cancellation of <span class="_ _2"></span>leases and movements between current and </ix:continuation></div><div class="t m0 x18 h13 y19bd ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_1de730a5-a0eb-4475-b459-d24a43abefeb" continuedAt="_c2766a30-1832-4b29-986e-76ad951214b9">non-current liabilities, this also includes interest <span class="_ _2"></span>paid during the year of £0.5m (2024: <span class="_ _2"></span>£0.5m). The Group holds no other long-term <span class="_ _2"></span>debt at </ix:continuation></div><div class="t m0 x18 h13 y19be ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_c2766a30-1832-4b29-986e-76ad951214b9">31 December 2025.</ix:continuation></div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   119<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   119<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
<div id="pf7a" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc7a w4 h0"><img 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class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">120<span class="_ _1b6"> </span>121</div><div class="t m0 x8 he y1f ff49 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x19 he y1e ff49 fs6 fc4 sc0 ls37 ws36">OVERVIEW</div><div class="t m0 x6 h10 y21 ffc fs4 fc6 sc0 ls9e ws12">Notes<span class="_ _1"></span> to<span class="_ _1"></span> the<span class="_ _7"></span> Group<span class="_ _1"></span> Finan<span class="_ _1"></span>cial<span class="_ _1"></span> S<span class="_ _2"></span>t<span class="_ _1"></span>atement<span class="_ _1"></span>s<span class="_ _1"></span> <span class="fs41 lsa0 wsa1">conti<span class="_ _2"></span>nued</span></div><div class="-ixh-highlight-region gs1e4"><ix:nonNumeric name="ifrs-full:DisclosureOfEmployeeBenefitsExplanatory" id="fact-565" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_7f374228-6724-48e1-8ef0-4c218c4596ff"><div class="t m0 h6f ffb fs24 fc10 sc0 ls70 ws6b gs1e5"><ix:nonNumeric name="ifrs-full:DisclosureOfInformationAboutEmployeesExplanatory" id="fact-12" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_07a66b65-5bb6-4496-bd3b-e303bd9d10db">15. <span class="_ _bc"> </span> <span class="_ _18"></span>Direc<span class="_ _1"></span>tors and employees<span class="_ _2d2"> </span></ix:nonNumeric></div><div class="t m0 hbf ff16 fs24 fc6 sc0 ls70 ws9e gs1e6"><ix:nonNumeric name="ifrs-full:DisclosureOfInformationAboutKeyManagementPersonnelExplanatory" id="fact-603" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_511350ee-975b-4a77-9784-bef845031be3"><ix:continuation id="_07a66b65-5bb6-4496-bd3b-e303bd9d10db" continuedAt="_0c36a6c1-06a7-4df9-ba56-4aad4458e9c3">Remuneration of<span class="_ _2"></span> Director<span class="_ _1"></span>s<span class="_ _2d2"> </span></ix:continuation></ix:nonNumeric></div><div class="gs1e7"><ix:continuation id="_0c36a6c1-06a7-4df9-ba56-4aad4458e9c3" continuedAt="_c24c483a-6a33-49d6-b6da-7fb4ea0c2259"><ix:continuation id="_511350ee-975b-4a77-9784-bef845031be3" continuedAt="_7d9ef3e5-19cd-4f90-9e49-9aa94c4f5f2e"><table id="_c4dbfaf3-0c44-48f8-be2b-e78fa33e376d" class="s w15b h10e"><tr><td /><td /><td class="t m0 x570 h1d y2243 ffd fs11 fc7 sc0 ls88 ws84">Restated<span class="ffc ls1 ws0"> </span></td></tr><tr><td /><td class="t m0 x200 h8b y2244 ffb fs11 fc7 sc0 ls1 ws0">2025 </td><td class="t m0 x3af h1d y2245 ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x204 h8b y2246 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x205 h1d y2247 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="c x1b7 y2177 w15c h10f"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Director<span class="_ _2"></span>s’ remuner<span class="_ _2"></span>ation (short<span class="_ _2"></span>-term bene<span class="_ _2"></span>fits)</div><div class="t m0 x5af h3a y2248 ffd fs19 fc3 sc0 ls1 ws0">1<span class="_ _2d2"> </span></div></td><td class="c n x5b0 y2177 w26 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">1,769<span class="_ _2d2"> </span></div></td><td class="c n x5b1 y2177 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">1,728<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2178 w15d he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Contributions to money pur<span class="_ _2"></span>chase pensions schemes (post<span class="_ _0"></span>-employment benefits)<span class="_ _2d2"> </span></div></td><td class="c n x40f y2178 w15 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x5b2 y2178 w15 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2179 w15e he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Aggrega<span class="_ _2"></span>te gains on e<span class="_ _2"></span>x<span class="_ _2"></span>ercise of share-based pa<span class="_ _2"></span>yment aw<span class="_ _2"></span>ards<span class="_ _2d2"> </span></div></td><td class="c n x5b3 y2179 w15f he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">-<span class="_ _2d2"> </span></div></td><td class="c n x5b4 y2179 w27 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">155<span class="_ _2d2"> </span></div></td></tr><tr><td /><td class="c n x515 y20b6 w26 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">1,771<span class="_ _2d2"> </span></div></td><td class="c n x516 y20b6 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">1,885<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></ix:continuation></div><div class="t m0 h8c ffd fs33 fc8 sc0 ls7e ws78 gs1e8"><ix:continuation id="_7d9ef3e5-19cd-4f90-9e49-9aa94c4f5f2e" continuedAt="_d215ed31-0402-4715-98bd-e4e7f841a4f1"><ix:continuation id="_c24c483a-6a33-49d6-b6da-7fb4ea0c2259" continuedAt="_bf89d189-f700-4774-b9d3-258ede4111be">1 <span class="_ _b3"> </span> <span class="_ _18"></span>Directors’ remuneration (short-term benefits) excludes the value of share awards (inclu<span class="_ _2"></span>ding the value of matching shares, dividend shares <span class="_ _2"></span>and free share awards) </ix:continuation></ix:continuation></div><div class="t m0 h8c ffd fs33 fc8 sc0 ls7e ws78 gs1e9"><ix:continuation id="_d215ed31-0402-4715-98bd-e4e7f841a4f1" continuedAt="_cdf36642-0e4e-40f2-9d13-9917e83e8826"><ix:continuation id="_bf89d189-f700-4774-b9d3-258ede4111be" continuedAt="_5b4bb28b-705d-464e-8caa-03f64543f6cf">that vested in the year amounting to <span class="_ _2"></span>£nil (2024: £nil). Included within this amount <span class="_ _2"></span>are accrued bonuses of £0.2m (2024: £0.6m).<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1ea"><ix:continuation id="_cdf36642-0e4e-40f2-9d13-9917e83e8826" continuedAt="_ca891367-ef91-438e-97f8-e72d50f0a20f"><ix:continuation id="_5b4bb28b-705d-464e-8caa-03f64543f6cf" continuedAt="_ad9a3490-c69f-4e81-b813-3df901a7a2eb">The number of Directors who were <span class="_ _2"></span>members of Group money purchase pension schemes <span class="_ _2"></span>during the year totalled 2 (2024: 2).<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1eb"><ix:continuation id="_ca891367-ef91-438e-97f8-e72d50f0a20f" continuedAt="_786a1f5c-377e-40e9-9664-92b5a9be2c3f"><ix:continuation id="_ad9a3490-c69f-4e81-b813-3df901a7a2eb" continuedAt="_e960367f-7d8c-40fa-ac7c-239c492da05a">The remuneration of the highest paid <span class="_ _2"></span>Director is disclosed within the Directors’ Remuneration <span class="_ _2"></span>Report.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 hbf ff16 fs24 fc6 sc0 ls70 ws9e gs1ec"><ix:continuation id="_786a1f5c-377e-40e9-9664-92b5a9be2c3f" continuedAt="_18a0b588-5bef-48a4-8a3c-41927edb11b2"><ix:continuation id="_e960367f-7d8c-40fa-ac7c-239c492da05a" continuedAt="_81413e45-2070-4fa7-9b25-b575a9812d22">Remuneration of<span class="_ _2"></span> Key<span class="_ _2"></span> Management <span class="_ _2"></span>Personnel<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="gs1ed"><ix:continuation id="_81413e45-2070-4fa7-9b25-b575a9812d22" continuedAt="_5e1473dd-52b8-49b4-9617-392f96d437e0"><ix:continuation id="_18a0b588-5bef-48a4-8a3c-41927edb11b2" continuedAt="_062d1c17-7435-4d70-8467-55bb8c8ff64a"><table id="_30158546-14c1-4f7a-b39d-8fef276acb9a" class="s w15b h10b"><tr><td /><td class="t m0 x200 h8b y2249 ffb fs11 fc7 sc0 ls1 ws0">2025 </td><td class="t m0 x3af h1d y2249 ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x204 h8b y224a ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x205 h1d y224a ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="c x1b7 y2176 w160 h110"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Key manag<span class="_ _2"></span>ement personnel r<span class="_ _2"></span>emunera<span class="_ _2"></span>tion (short<span class="_ _2"></span>-term benefits)</div><div class="t m0 x5b5 h3a y224b ffd fs19 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x5b0 y2176 w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">3,264<span class="_ _2d2"> </span></div></td><td class="c n x5b1 y2176 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">3,618<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2177 w15d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Contributions to money pur<span class="_ _2"></span>chase pensions schemes (post<span class="_ _0"></span>-employment benefits)<span class="_ _2d2"> </span></div></td><td class="c n x5b6 y2177 w19 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">45<span class="_ _2d2"> </span></div></td><td class="c n x5b7 y2177 w19 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">57<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2178 w161 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>ermination benefits<span class="_ _2d2"> </span></div></td><td class="c n x5b8 y2178 w15 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">9<span class="_ _2d2"> </span></div></td><td class="c n x5b9 y2178 w27 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">178<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2179 w162 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Share-based pa<span class="_ _2"></span>yments charg<span class="_ _2"></span>e on current incen<span class="_ _2"></span>tive schemes<span class="_ _2d2"> </span></div></td><td class="c n x5ba y2179 w27 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">820<span class="_ _2d2"> </span></div></td><td class="c n x5bb y2179 w19 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">59<span class="_ _2d2"> </span></div></td></tr><tr><td /><td class="c n x515 y20b6 w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">4,138<span class="_ _2d2"> </span></div></td><td class="c n x516 y20b6 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">3,912<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></ix:continuation></div><div class="t m0 h8c ffd fs33 fc8 sc0 ls7e ws78 gs1ee"><ix:continuation id="_062d1c17-7435-4d70-8467-55bb8c8ff64a" continuedAt="_3ca59427-dfa0-4bc6-bf36-046bb67fb606"><ix:continuation id="_5e1473dd-52b8-49b4-9617-392f96d437e0" continuedAt="_162f043f-ee53-4ddd-be44-7bb766887067">2 <span class="_ _b3"> </span> <span class="_ _18"></span>Included within this amount are accrued bonuses of £0.9m (2024: £1.4m).<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1ef"><ix:continuation id="_3ca59427-dfa0-4bc6-bf36-046bb67fb606" continuedAt="_0e1b9d1b-21a8-4d26-9144-6234096edbc3"><ix:continuation id="_162f043f-ee53-4ddd-be44-7bb766887067" continuedAt="_d65817e2-2b95-472c-b377-02a78ea79d3b">Remuneration of Key Management Personnel represents <span class="_ _2"></span>the charge to the income statement in <span class="_ _2"></span>respect of the remuneration of the Group<span class="_ _2"></span> Board, </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1f0"><ix:continuation id="_0e1b9d1b-21a8-4d26-9144-6234096edbc3"><ix:continuation id="_d65817e2-2b95-472c-b377-02a78ea79d3b" continuedAt="_2e168fbc-cdd6-4bb0-9f38-a6b853d3711f">Group Executive Committee members and Company <span class="_ _2"></span>Secretary.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 h6f ffb fs24 fc10 sc0 ls70 ws6b gs1f1"><ix:continuation id="_2e168fbc-cdd6-4bb0-9f38-a6b853d3711f" continuedAt="_4f64e289-f1ca-438f-b861-26def7d8a3c8">Employee nu<span class="_ _2"></span>mbers and costs<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1f2"><ix:continuation id="_4f64e289-f1ca-438f-b861-26def7d8a3c8" continuedAt="_c4b5c7b6-a11a-4c39-9e12-476e281227f7">The Group employs staff in divisional <span class="_ _2"></span>offices and head office. Aggregate payroll costs <span class="_ _2"></span>of these employees, including Directors were:<span class="_ _2d2"> </span></ix:continuation></div><div class="gs1f3"><ix:continuation id="_c4b5c7b6-a11a-4c39-9e12-476e281227f7" continuedAt="_60a99a74-1617-46ff-a414-9cb88d047d44"><table id="_d44395d3-9376-4dc1-8c38-711bac3a8650" class="s w11b h111"><tr><td /><td class="t m0 x200 h8b y224c ffb fs11 fc7 sc0 ls1 ws0">2025 </td><td class="t m0 x3af h1d y224c ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x204 h8b y224d ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x205 h1d y224d ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y211e w163 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">W<span class="_ _2"></span>ages and salaries<span class="_ _2d2"> </span></div></td><td class="c n x5bc y211e w3c he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">89,567<span class="_ _2d2"> </span></div></td><td class="c n x5bd y211e w36 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">87,914<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b2 w164 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Social security costs<span class="_ _2d2"> </span></div></td><td class="c n x5be y20b2 w3c he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">14,162<span class="_ _2d2"> </span></div></td><td class="c n x5bf y20b2 w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">12,437<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b3 w165 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Pension c<span class="_ _2"></span>osts<span class="_ _2d2"> </span></div></td><td class="c n x59d y20b3 w6b he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">4,677<span class="_ _2d2"> </span></div></td><td class="c n x59e y20b3 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">4,406<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21d9 w166 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Subcontr<span class="_ _2"></span>actor cos<span class="_ _2"></span>ts<span class="_ _2d2"> </span></div></td><td class="c n x5c0 y21d9 w27 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">682<span class="_ _2d2"> </span></div></td><td class="c n x5c1 y21d9 w27 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">443<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2179 w167 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal employee costs<span class="_ _2d2"> </span></div></td><td class="c n x5c2 y2179 w5a he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">109,088<span class="_ _2d2"> </span></div></td><td class="c n x5c3 y2179 w5c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">105,200<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b6 w168 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">Share-based pa<span class="_ _2"></span>yment charge<span class="_ _2d2"> </span></div></td><td class="c n x233 y20b6 w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">1,597<span class="_ _2d2"> </span></div></td><td class="c n x5c1 y20b6 w27 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">920<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1f4"><ix:continuation id="_60a99a74-1617-46ff-a414-9cb88d047d44" continuedAt="_4715cb05-e600-4fc0-9be9-9e05743b78e7">The average monthly headcount (including Directors <span class="_ _2"></span>but excluding subcontractors) during the year <span class="_ _2"></span>were:<span class="_ _2d2"> </span></ix:continuation></div><div class="gs1f5"><ix:continuation id="_4715cb05-e600-4fc0-9be9-9e05743b78e7" continuedAt="_49789f96-e463-4af9-8a3b-20b4e5a94144"><table id="_d4c4a556-57e3-4488-971f-df544f0efe7e" class="s w169 h101"><tr><td /><td /><td class="t m0 x570 h1d y224e ffd fs11 fc7 sc0 ls88 ws84">Restated<span class="ffc ls1 ws0"> </span></td></tr><tr><td /><td class="t m0 x5c4 h8b y224f ffc fs11 fc7 sc0 ls1 ws0"> <span class="_ _6b"> </span><span class="ffb">2025<span class="_ _2d2"> </span></span></td><td class="t m0 x3af h1d y2250 ffd fs11 fc7 sc0 ls1 ws0">2024<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y20b2 w16a he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Financial Services<span class="_ _2d2"> </span></div></td><td class="c n x21c y20b2 w27 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">389<span class="_ _2d2"> </span></div></td><td class="c n x521 y20b2 w3a he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">434<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b3 w16b he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Surveying &amp; V<span class="_ _0"></span>aluation<span class="_ _2d2"> </span></div></td><td class="c n x267 y20b3 w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">1,098<span class="_ _2d2"> </span></div></td><td class="c n x1e3 y20b3 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1,016<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2178 w16c he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Esta<span class="_ _2"></span>te Agency Fr<span class="_ _2"></span>anchising<span class="_ _2d2"> </span></div></td><td class="c n x539 y2178 w3a he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">183<span class="_ _2d2"> </span></div></td><td class="c n x53a y2178 w3a he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">224<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2179 w16d he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Centr<span class="_ _2"></span>al<span class="_ _2d2"> </span></div></td><td class="c n x21c y2179 w27 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">106<span class="_ _2d2"> </span></div></td><td class="c n x521 y2179 w3a he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">103<span class="_ _2d2"> </span></div></td></tr><tr><td /><td class="c n x515 y20b6 w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">1,776<span class="_ _2d2"> </span></div></td><td class="c n x516 y20b6 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1,777<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div></ix:nonNumeric></div><div class="t m0 x15b h4a y19c0 ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x15b h4a y19c1 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 xc1 h4a y19cf ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x15b h4a y19dd ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x15b h4a y19de ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   120<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   120<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
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AAABggAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAABggAAAABggAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAABggAAAABggAAIABAgAAYIAAAAAYIAAAgAECAABggAAAABggAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAABggAAAABggAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAABggAAAABggAAIABAgAAYIAAAAAGCAAAgAECAABggAAAABggAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAABggAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAABggAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAABggAAAABggAAIABAgAAYIAAAAAGCAAAgAECAABggAAAABggAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAABggAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAABggAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAABggAAAABggAAIABAgAAYIAAAAAGCAAAgAECAABggAAAABggAAAABggAAIABAgAAYIAAAAAYIIdgsHwAAAdFSURBVAAAAAYIAACAAQIAABggAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAABggAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAABggAAAABggAAIABAgAAYIAAAAAGCAAAgAECAABggAAAABggAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAABggAAAABggAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAABggAAAABggAAIABAgAAGCAAAAAGCAAAgAECAABggAAAABggAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAABggAAAABggAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAABggAAAABggAAIABAgAAGCAAAAAGCAAAgAECAABggAAAABggAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAABggAAAABggAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAABggAAAABggAAIABAgAAGCAAAAAGCAAAgAECAABggAAAABggAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAABggAAAABggAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAABggAAAABggAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAABggAAAABggAAIABAgAAYIAAAAAYIAAAgAECAABggAAAABggAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAABggAAAABggAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAABggAAAABggAAIABAgAAYIAAAAAYIAAAgAECAABggAAAABggAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAABggAAAABggAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAABggAAAABggAAIABAgAAYIAAAAAYIAAAgAECAABggAAAABggAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAABggAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAABggAAAABggAAIABAgAAYIAAAAAGCAAAgAECAABggAAAABggAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAABggAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAABggAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAABggAAAABggAAIABAgAAYIAAAAAGCAAAgAECAABggAAAABggAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAABggAAAABggAAIABAgAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAYIAAAAAYIAAAAAYIAACAAQIAAGCAAAAAGCAAAAAGCAAAgAECAABggAAAABggAACAAQIAAGCAAAAAGCAAAAB3ASXzq0xqoEpLAAAAAElFTkSuQmCC" class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">120<span class="_ _1b6"> </span>121</div><div class="t m0 xf he y1f ff4b fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 xe he y1e ff4b fs6 fc4 sc0 ls9c ws9c">OTHER INFORMATION<span class="_ _182"></span><span class="fc0">FINANCIAL STATEMENTS<span class="_ _183"></span><span class="fc4">CORPORATE GOVERNANCE<span class="_ _13e"></span>STRATEGIC<span class="_ _2"></span> REPORT<span class="_ _184"></span><span class="ls37 ws36">OVERVIEW</span></span></span></div><div class="t m0 x18 h10 y21 ff4c fs4 fc6 sc0 ls1 ws0"> </div><div class="-ixh-highlight-region gs1f6"><ix:continuation id="_7f374228-6724-48e1-8ef0-4c218c4596ff" continuedAt="_ab6614fa-76af-4d9d-a7dc-58a780b54bb9"><div class="t m0 h6f ffb fs24 fc6 sc0 ls70 ws6b gs1f7"><ix:nonNumeric name="ifrs-full:DisclosureOfSharebasedPaymentArrangementsExplanatory" id="fact-604" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_ebe42894-be15-4e90-9960-8afa5adfed36"><ix:continuation id="_49789f96-e463-4af9-8a3b-20b4e5a94144" continuedAt="_5519ee6a-439d-4193-af2d-d60bee407df1">Share-<span class="_ _1"></span>based payments<span class="_ _2d2"> </span></ix:continuation></ix:nonNumeric></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1f8"><ix:continuation id="_ebe42894-be15-4e90-9960-8afa5adfed36" continuedAt="_d72d1fbf-ed4e-4d01-ade0-5c0d5c199d6c"><ix:continuation id="_5519ee6a-439d-4193-af2d-d60bee407df1" continuedAt="_b113ce59-a10f-4edd-986a-d8e536a2bcee">The Group operates the following equity-settled <span class="_ _2"></span>share-based remuneration schemes:<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 hbf ff16 fs24 fc6 sc0 ls2e ws2d gs1f9"><ix:continuation id="_d72d1fbf-ed4e-4d01-ade0-5c0d5c199d6c" continuedAt="_939c50fe-c07e-49f6-824a-290b13c8bf86"><ix:continuation id="_b113ce59-a10f-4edd-986a-d8e536a2bcee" continuedAt="_d11f92ed-336e-43ac-bc61-f43ac1021d0b">Lon<span class="_ _1"></span>g-ter<span class="_ _1"></span>m incen<span class="_ _1"></span>tive plan (L<span class="_ _2"></span>TIP)<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1fa"><ix:continuation id="_939c50fe-c07e-49f6-824a-290b13c8bf86" continuedAt="_9c408744-1336-496e-995b-5295ffe9770b"><ix:continuation id="_d11f92ed-336e-43ac-bc61-f43ac1021d0b" continuedAt="_c85ed2ce-1f17-4e2f-ae56-59da4bb9a162">The Group operates a LTIP (an <span class="_ _2"></span>equity-settled share-based remuneration scheme) for certain employees. <span class="_ _2"></span>Under the LTIP, the options vest <span class="_ _2"></span>if the </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1fb"><ix:continuation id="_9c408744-1336-496e-995b-5295ffe9770b" continuedAt="_fe7d5b98-d735-43f2-a523-bb73ad931d27"><ix:continuation id="_c85ed2ce-1f17-4e2f-ae56-59da4bb9a162" continuedAt="_588a95c3-4a22-4832-988d-ccffe92288d6">individual remains an employee of the <span class="_ _2"></span>Group after a three-year period, unless the <span class="_ _2"></span>individual has left under certain ‘good <span class="_ _2"></span>leaver’ terms in which </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1fc"><ix:continuation id="_fe7d5b98-d735-43f2-a523-bb73ad931d27" continuedAt="_01f19648-290d-45ce-82d1-2d3a7768732a"><ix:continuation id="_588a95c3-4a22-4832-988d-ccffe92288d6" continuedAt="_340e9b15-909e-43b4-84aa-001d4fe25d3d">case the options may vest earlier <span class="_ _2"></span>providing the performance conditions are met. There <span class="_ _2"></span>are no cash settlement alternatives.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 hd4 ff13 fs24 fc6 sc0 ls70 ws9e gs1fd"><ix:continuation id="_01f19648-290d-45ce-82d1-2d3a7768732a" continuedAt="_bffbec87-ede1-45bc-a690-bfdf1e5525f1"><ix:continuation id="_340e9b15-909e-43b4-84aa-001d4fe25d3d" continuedAt="_1e080cf3-5577-47b6-89d3-4b70c36e4a74">V<span class="_ _2"></span>esting conditions<span class="_ _2"></span>:<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1fe"><ix:continuation id="_bffbec87-ede1-45bc-a690-bfdf1e5525f1" continuedAt="_72486a7f-e020-4e84-91e4-b81a75823f76"><ix:continuation id="_1e080cf3-5577-47b6-89d3-4b70c36e4a74" continuedAt="_2e0f9a51-57c8-444e-b3a2-17aedd001c76">For all LTIP options granted between <span class="_ _2"></span>2022 and 2025, 50% of each award <span class="_ _2"></span>is subject to a market-based performance condition, <span class="_ _2"></span>based on the </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs1ff"><ix:continuation id="_72486a7f-e020-4e84-91e4-b81a75823f76" continuedAt="_e0dea46b-03f0-409d-821f-d8613b5d46cc"><ix:continuation id="_2e0f9a51-57c8-444e-b3a2-17aedd001c76" continuedAt="_ef50e09e-973c-49f4-9ae9-9c82f0506289">total shareholder return (TSR) of LSL <span class="_ _2"></span>as compared to a comparator group of <span class="_ _2"></span>FTSE Small Cap, excluding investment trusts, over <span class="_ _2"></span>the three-year </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs200"><ix:continuation id="_e0dea46b-03f0-409d-821f-d8613b5d46cc" continuedAt="_bd61e324-6074-4a28-ac3c-26ac1925fe00"><ix:continuation id="_ef50e09e-973c-49f4-9ae9-9c82f0506289" continuedAt="_423c95ac-e7b3-46bc-b811-4dfaad6f70c1">performance period (for LTIP 2025 this <span class="_ _2"></span>is 1 January 2025 to 31 December <span class="_ _2"></span>2027):<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffc fs8 fca sc0 ls14 ws11 gs201"><ix:continuation id="_bd61e324-6074-4a28-ac3c-26ac1925fe00" continuedAt="_0b1919f6-7286-4a55-a78b-ddec7b8af15c"><ix:continuation id="_423c95ac-e7b3-46bc-b811-4dfaad6f70c1" continuedAt="_fa71d7f8-03d3-4488-9de4-ea4bee47c7b1">• <span class="_ _16"> </span><span class="ffd fc8">if the Group is in the <span class="_ _2"></span>top 25% percentile, all of these options <span class="_ _2"></span>will vest;<span class="_ _2d2"> </span></span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffc fs8 fca sc0 ls14 ws11 gs202"><ix:continuation id="_0b1919f6-7286-4a55-a78b-ddec7b8af15c" continuedAt="_bbad6fe0-631f-46d9-accc-5ff374ac9a27"><ix:continuation id="_fa71d7f8-03d3-4488-9de4-ea4bee47c7b1" continuedAt="_4f09ec32-6326-4c01-a3fd-0fe785bd709a">• <span class="_ _16"> </span><span class="ffd fc8">if the Group is at the <span class="_ _2"></span>median, 25% will vest;<span class="_ _2d2"> </span></span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffc fs8 fca sc0 ls14 ws11 gs203"><ix:continuation id="_bbad6fe0-631f-46d9-accc-5ff374ac9a27" continuedAt="_3b7f193f-ffed-4a9e-a0ab-a2d328283339"><ix:continuation id="_4f09ec32-6326-4c01-a3fd-0fe785bd709a" continuedAt="_5594cc6a-fb19-4a72-b41f-252d2522ba84">• <span class="_ _16"> </span><span class="ffd fc8">straight-line vesting between median and top <span class="_ _2"></span>25% percentile; and<span class="_ _2d2"> </span></span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffc fs8 fca sc0 ls14 ws11 gs204"><ix:continuation id="_3b7f193f-ffed-4a9e-a0ab-a2d328283339" continuedAt="_95627c11-76ee-440d-b211-49b8b280eae4"><ix:continuation id="_5594cc6a-fb19-4a72-b41f-252d2522ba84" continuedAt="_969f09ce-ba59-49aa-bd58-6e7c5781c853">• <span class="_ _16"> </span><span class="ffd fc8">below the median, no options vest.<span class="_ _2d2"> </span></span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs205"><ix:continuation id="_95627c11-76ee-440d-b211-49b8b280eae4" continuedAt="_9cd47335-8e04-4aef-a11c-499ea2f54205"><ix:continuation id="_969f09ce-ba59-49aa-bd58-6e7c5781c853" continuedAt="_9573a819-af13-4642-85a6-f1b28bef2acc">The remaining 50% of each award <span class="_ _2"></span>is subject to a non-market-based performance <span class="_ _2"></span>condition, based on LSL’s Adjusted Basic EPS <span class="_ _2"></span>performance in the </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs206"><ix:continuation id="_9cd47335-8e04-4aef-a11c-499ea2f54205" continuedAt="_53a6d636-af36-4e18-a50b-814d8acc676a"><ix:continuation id="_9573a819-af13-4642-85a6-f1b28bef2acc" continuedAt="_73340b7d-8721-4300-9c8d-c9c29eafcd89">financial year which they become exercisable:<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="gs207"><ix:continuation id="_73340b7d-8721-4300-9c8d-c9c29eafcd89" continuedAt="_2ba05fc4-41a6-4ec0-b73d-1932298f704f"><ix:continuation id="_53a6d636-af36-4e18-a50b-814d8acc676a" continuedAt="_bf7fb671-1a10-4bf0-969d-6587c8ff2b10"><table id="_d9938615-7f55-48ed-b4e5-7a8d9ee480c9" class="s w16e h112"><tr><td /><td /><td class="t m0 x582 h8b y2251 ffb fs11 fc7 sc0 ls1 ws0">L<span class="_ _0"></span>TIP 2025 </td><td class="t m0 x5c5 h1d y2251 ffd fs11 fc7 sc0 ls1 ws0">L<span class="_ _0"></span>TIP 2024<span class="ffc"> </span></td><td class="t m0 x5c6 h1d y2251 ffd fs11 fc7 sc0 ls1 ws0">L<span class="_ _0"></span>TIP 2023<span class="ffc"> </span></td><td class="t m0 x5c7 h1d y2251 ffd fs11 fc7 sc0 ls1 ws0">L<span class="_ _0"></span>TIP 2022<span class="ffc"> </span></td></tr><tr><td /><td /><td class="t m0 x466 h8b y2252 ffb fs11 fc7 sc0 ls1 ws0">EPS (pence)<span class="_ _2d2"> </span></td><td class="t m0 x467 h1d y2252 ffd fs11 fc7 sc0 ls1 ws0">EPS (pence)<span class="_ _2d2"> </span></td><td class="t m0 x5c8 h1d y2252 ffd fs11 fc7 sc0 ls1 ws0">EPS (pence)<span class="_ _2d2"> </span></td><td class="t m0 x5c9 h1d y2252 ffd fs11 fc7 sc0 ls1 ws0">EPS (pence)<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y20b3 w16f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100% vest<span class="_ _2d2"> </span></div></td><td class="c n x5ca y20b3 w170 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(more than or equal to)<span class="_ _2d2"> </span></div></td><td class="c n x5cb y20b3 w46 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">34.0<span class="_ _2d2"> </span></div></td><td class="c n x5cc y20b3 w6d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">32.5<span class="_ _2d2"> </span></div></td><td class="c n x5cd y20b3 w47 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">24.0<span class="_ _2d2"> </span></div></td><td class="c n x5ce y20b3 w47 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">52.8<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21d9 w171 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">25% vest<span class="_ _2d2"> </span></div></td><td class="c n x5cf y21d9 w172 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(equal to)<span class="_ _2d2"> </span></div></td><td class="c n x5d0 y21d9 w46 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">28.0<span class="_ _2d2"> </span></div></td><td class="c n x5d1 y21d9 w47 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">26.5<span class="_ _2d2"> </span></div></td><td class="c n x5d2 y21d9 w47 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">16.0<span class="_ _2d2"> </span></div></td><td class="c n x5d3 y21d9 w47 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">46.9<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b5 w173 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Straigh<span class="_ _2"></span>t<span class="_ _2"></span>-line vesting<span class="_ _2d2"> </span></div></td><td class="c n x5d4 y20b5 w174 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(be<span class="_ _2"></span>tween)<span class="_ _2d2"> </span></div></td><td class="c n x5d5 y20b5 w175 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">28.0-34.0<span class="_ _2d2"> </span></div></td><td class="c n x5d6 y20b5 w176 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">26.5-32.5<span class="_ _2d2"> </span></div></td><td class="c n x5d7 y20b5 w177 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">16.0 – 24.0<span class="_ _2d2"> </span></div></td><td class="c n x5d8 y20b5 w177 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">46.9 – 52.8<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b6 w178 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">No options vest<span class="_ _2d2"> </span></div></td><td class="c n x5d9 y20b6 w179 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(less than)<span class="_ _2d2"> </span></div></td><td class="c n x5da y20b6 w46 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">28.0<span class="_ _2d2"> </span></div></td><td class="c n x5db y20b6 w47 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">26.5<span class="_ _2d2"> </span></div></td><td class="c n x5dc y20b6 w47 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">16.0<span class="_ _2d2"> </span></div></td><td class="c n x5dd y20b6 w47 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">46.9<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs208"><ix:continuation id="_bf7fb671-1a10-4bf0-969d-6587c8ff2b10" continuedAt="_1d35bc58-48f9-4b55-9e1c-5c840d0e618b"><ix:continuation id="_2ba05fc4-41a6-4ec0-b73d-1932298f704f" continuedAt="_0a31f49d-0f29-4fe0-8c6b-c8c025e20f11">In 2025, the Group has introduced <span class="_ _2"></span>a second LTIP scheme. Under this plan, <span class="_ _2"></span>participants receive nil-cost options over the Grou<span class="_ _2"></span>p’s ordinary shares </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs209"><ix:continuation id="_1d35bc58-48f9-4b55-9e1c-5c840d0e618b" continuedAt="_27bf885e-09b6-4867-8a70-f1d309689e3d"><ix:continuation id="_0a31f49d-0f29-4fe0-8c6b-c8c025e20f11" continuedAt="_46534336-2463-4f28-99bf-92d6ab28a510">which may vest in two tranches, <span class="_ _2"></span>subject to continued service to the relevant <span class="_ _2"></span>vesting date and achievement of share-price <span class="_ _2"></span>based performance </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs20a"><ix:continuation id="_27bf885e-09b6-4867-8a70-f1d309689e3d" continuedAt="_cc9366be-80a0-4535-bded-b34534811758"><ix:continuation id="_46534336-2463-4f28-99bf-92d6ab28a510" continuedAt="_d1fbc210-aea0-4ee7-b824-0588e88da0eb">conditions measured over the three and <span class="_ _2"></span>five year periods to 31 December 2027 <span class="_ _2"></span>(the First Vesting Date) and 31 December <span class="_ _2"></span>2029 (the Second </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs20b"><ix:continuation id="_cc9366be-80a0-4535-bded-b34534811758" continuedAt="_d2e681c1-515e-4727-9e32-20f58c6e3078"><ix:continuation id="_d1fbc210-aea0-4ee7-b824-0588e88da0eb" continuedAt="_3eb866ef-eaa4-43c1-b882-c92d2614489d">Vesting Date). The Board has discretion, <span class="_ _2"></span>but not an obligation, to settle in <span class="_ _2"></span>cash. The awards are accounted for as <span class="_ _2"></span>equity-settled share-based </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs20c"><ix:continuation id="_d2e681c1-515e-4727-9e32-20f58c6e3078" continuedAt="_fe38f4dd-8ea5-4d0c-9970-f10e966a8fce"><ix:continuation id="_3eb866ef-eaa4-43c1-b882-c92d2614489d" continuedAt="_8c944072-551d-4e18-9f24-cee7fb63af44">payments under IFRS 2.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 hd4 ff13 fs24 fc6 sc0 ls70 ws9e gs20d"><ix:continuation id="_fe38f4dd-8ea5-4d0c-9970-f10e966a8fce" continuedAt="_dc4e6d90-6b7d-430a-863b-8d90b3bf2e6c"><ix:continuation id="_8c944072-551d-4e18-9f24-cee7fb63af44" continuedAt="_0ccd31e7-f062-4671-ad87-e31648baf88b">V<span class="_ _2"></span>esting conditions<span class="_ _2"></span>:<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs20e"><ix:continuation id="_dc4e6d90-6b7d-430a-863b-8d90b3bf2e6c" continuedAt="_4c9db6d4-1ebb-412e-b24f-694a0fafa14f"><ix:continuation id="_0ccd31e7-f062-4671-ad87-e31648baf88b" continuedAt="_4ddf0302-c800-4ef3-b78f-7b5d5a7664c7">For the second LTIP options granted, <span class="_ _2"></span>the options will vest based on the <span class="_ _2"></span>average market value of a share over <span class="_ _2"></span>the 60-day period ending on the </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs20f"><ix:continuation id="_4c9db6d4-1ebb-412e-b24f-694a0fafa14f" continuedAt="_326b3021-2eea-452c-ac9c-e825eda68818"><ix:continuation id="_4ddf0302-c800-4ef3-b78f-7b5d5a7664c7" continuedAt="_11dd280e-8988-4e6e-aa10-240a10faec69">respective vesting dates. For the 2025 <span class="_ _2"></span>LTIP grant, these vesting dates are 31 <span class="_ _2"></span>December 2027 and 31 December 2029. Vesting <span class="_ _2"></span>condition are as </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs210"><ix:continuation id="_326b3021-2eea-452c-ac9c-e825eda68818" continuedAt="_749431c0-9328-4b5a-89e6-c5b0eeb44508"><ix:continuation id="_11dd280e-8988-4e6e-aa10-240a10faec69" continuedAt="_07941335-cd85-4387-ae5a-7838a14a9317">follows:<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffc fs8 fca sc0 ls14 ws11 gs211"><ix:continuation id="_749431c0-9328-4b5a-89e6-c5b0eeb44508" continuedAt="_d40b9eaf-19ec-4735-a3c1-85782daf5633"><ix:continuation id="_07941335-cd85-4387-ae5a-7838a14a9317" continuedAt="_6a1258c1-82fd-4c17-adc8-1d0c0d82dd49">• <span class="_ _16"> </span><span class="ffd fc8">First Vesting Date (31 December 2027)</span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffc fs8 fc8 sc0 ls1 ws0 gs212"><ix:continuation id="_d40b9eaf-19ec-4735-a3c1-85782daf5633" continuedAt="_57150cf3-4ac8-4c0b-869e-21e68053083f"><ix:continuation id="_6a1258c1-82fd-4c17-adc8-1d0c0d82dd49" continuedAt="_35aa49d9-373d-4b17-a8ef-9330ce3788a5"> <span class="_ _211"></span><span class="ff50">—<span class="_ _1b7"> </span><span class="ffd ls14 ws11">12.5% vesting at an average share price of £3.70;</span></span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffc fs8 fc8 sc0 ls1 ws0 gs213"><ix:continuation id="_57150cf3-4ac8-4c0b-869e-21e68053083f" continuedAt="_fe2f26b8-70d8-4551-87b3-f9559dade974"><ix:continuation id="_35aa49d9-373d-4b17-a8ef-9330ce3788a5" continuedAt="_974dfe18-5fef-417b-9615-edf6edb4f38c"> <span class="_ _211"></span><span class="ff50">—<span class="_ _1b7"> </span><span class="ffd ls14 ws11">50% vesting at an average share price of £4.23;</span></span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffc fs8 fc8 sc0 ls1 ws0 gs214"><ix:continuation id="_fe2f26b8-70d8-4551-87b3-f9559dade974" continuedAt="_885c41f3-d9fb-4606-86bb-046a9d818d15"><ix:continuation id="_974dfe18-5fef-417b-9615-edf6edb4f38c" continuedAt="_8ef6af6c-4fbf-4230-a42b-81a11b2bc8c3"> <span class="_ _211"></span><span class="ff50">—<span class="_ _1b7"> </span><span class="ffd ls14 ws11">between these values, vesting increases on a straight-line basis;</span></span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffc fs8 fc8 sc0 ls1 ws0 gs215"><ix:continuation id="_885c41f3-d9fb-4606-86bb-046a9d818d15" continuedAt="_d568de62-df3a-402d-8d1d-aa84447308e0"><ix:continuation id="_8ef6af6c-4fbf-4230-a42b-81a11b2bc8c3" continuedAt="_5d5dc750-97b2-4d54-a9b1-6cf5e744bd20"> <span class="_ _211"></span><span class="ff50">—<span class="_ _1b7"> </span><span class="ffd ls14 ws11">below £3.70, no awards vest on the First Vesting Date.<span class="_ _2d2"> </span></span></span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffc fs8 fca sc0 ls14 ws11 gs216"><ix:continuation id="_d568de62-df3a-402d-8d1d-aa84447308e0" continuedAt="_65474cc8-ffc0-4826-a56e-8ef70601f6e0"><ix:continuation id="_5d5dc750-97b2-4d54-a9b1-6cf5e744bd20" continuedAt="_4305010a-31d5-4707-a9bf-34d25f2a8240">• <span class="_ _16"> </span><span class="ffd fc8">Second Vesting Date (31 December 2029)</span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffc fs8 fc8 sc0 ls1 ws0 gs217"><ix:continuation id="_65474cc8-ffc0-4826-a56e-8ef70601f6e0" continuedAt="_80d322ed-e049-4b8f-a44d-097fc0725da2"><ix:continuation id="_4305010a-31d5-4707-a9bf-34d25f2a8240" continuedAt="_4fc9cc45-50be-4d4f-be0c-88ba8cfe7e9d"> <span class="_ _211"></span><span class="ff50">—<span class="_ _1b7"> </span><span class="ffd ls14 ws11">25% vesting at an average share price of £4.48;</span></span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffc fs8 fc8 sc0 ls1 ws0 gs218"><ix:continuation id="_80d322ed-e049-4b8f-a44d-097fc0725da2" continuedAt="_48adf3b5-adc4-43eb-9f20-e018b806f993"><ix:continuation id="_4fc9cc45-50be-4d4f-be0c-88ba8cfe7e9d" continuedAt="_dbb9556a-9cc5-44c3-b96b-b615124946fb"> <span class="_ _211"></span><span class="ff50">—<span class="_ _1b7"> </span><span class="ffd ls14 ws11">100% vesting at an average share price of £5.59;</span></span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffc fs8 fc8 sc0 ls1 ws0 gs219"><ix:continuation id="_48adf3b5-adc4-43eb-9f20-e018b806f993" continuedAt="_497828d5-b15a-47c0-b737-96ab82b0976c"><ix:continuation id="_dbb9556a-9cc5-44c3-b96b-b615124946fb" continuedAt="_df679e06-67d9-41c3-affc-06422b96b832"> <span class="_ _211"></span><span class="ff50">—<span class="_ _1b7"> </span><span class="ffd ls14 ws11">between these values, vesting increases on a straight-line basis;</span></span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffc fs8 fc8 sc0 ls1 ws0 gs21a"><ix:continuation id="_497828d5-b15a-47c0-b737-96ab82b0976c" continuedAt="_03ba2d23-05e1-4c48-81ad-765d5c1adbfd"><ix:continuation id="_df679e06-67d9-41c3-affc-06422b96b832" continuedAt="_d07df172-b220-40aa-9c27-d7818f9ac134"> <span class="_ _211"></span><span class="ff50">—<span class="_ _1b7"> </span><span class="ffd ls14 ws11">below £4.48, no additional awards vest on the Second Vesting <span class="_ _2"></span>Date.<span class="_ _2d2"> </span></span></span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs21b"><ix:continuation id="_03ba2d23-05e1-4c48-81ad-765d5c1adbfd" continuedAt="_100f9cdf-571c-4fb1-bbdd-79ae90c72eba"><ix:continuation id="_d07df172-b220-40aa-9c27-d7818f9ac134" continuedAt="_cf56adde-190d-407c-94a6-126292647163">The second tranche uses the remaining <span class="_ _2"></span>portion of the award, being 1 minus <span class="_ _2"></span>the first vesting percentage. If the second <span class="_ _2"></span>vesting hurdle is not </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs21c"><ix:continuation id="_100f9cdf-571c-4fb1-bbdd-79ae90c72eba" continuedAt="_31de5dd7-7c0f-4e8f-a752-cc6c744ce077"><ix:continuation id="_cf56adde-190d-407c-94a6-126292647163" continuedAt="_6a26541b-1a1b-4bc7-b020-3d729fbfd220">achieved, no further vesting occurs on <span class="_ _2"></span>the second vesting date, but any shares <span class="_ _2"></span>already vested at the first vesting date <span class="_ _2"></span>are unaffected.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div></ix:continuation></div><div class="t m0 x19c h4a y19fd ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x19c h4a y19fe ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x34 h4a y19fd ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x34 h4a y19fe ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   121<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   121<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
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class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">122<span class="_ _1b6"> </span>123</div><div class="t m0 x8 he y1f ff49 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x19 he y1e ff49 fs6 fc4 sc0 ls37 ws36">OVERVIEW</div><div class="t m0 x6 h10 y21 ffc fs4 fc6 sc0 ls9e ws12">Notes<span class="_ _1"></span> to<span class="_ _1"></span> the<span class="_ _7"></span> Group<span class="_ _1"></span> Finan<span class="_ _1"></span>cial<span class="_ _1"></span> S<span class="_ _2"></span>t<span class="_ _1"></span>atement<span class="_ _1"></span>s<span class="_ _1"></span> <span class="fs41 lsa0 wsa1">conti<span class="_ _2"></span>nued</span></div><div class="-ixh-highlight-region gs21d"><ix:continuation id="_ab6614fa-76af-4d9d-a7dc-58a780b54bb9" continuedAt="_8182ada7-2176-496e-ae56-d0b66b19444c"><div class="t m0 hbf ff16 fs24 fc6 sc0 ls2e ws2d gs21e"><ix:continuation id="_31de5dd7-7c0f-4e8f-a752-cc6c744ce077" continuedAt="_4e26d64b-0534-4f1f-92ca-194a6b77b529"><ix:continuation id="_6a26541b-1a1b-4bc7-b020-3d729fbfd220" continuedAt="_5d360cb2-b7a9-4ae9-b044-1cd3d9c1a53d">Com<span class="_ _1"></span>pany sto<span class="_ _1"></span>ck opti<span class="_ _1"></span>on plan (CSO<span class="_ _1"></span>P)<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs21f"><ix:continuation id="_4e26d64b-0534-4f1f-92ca-194a6b77b529" continuedAt="_0502aeb3-76ba-45b4-a7e8-55987693237b"><ix:continuation id="_5d360cb2-b7a9-4ae9-b044-1cd3d9c1a53d" continuedAt="_0ba4f737-bcd2-4186-a6a3-6a4d71046ce7">The Group operates a CSOP (an <span class="_ _2"></span>equity-settled share-based remuneration scheme) for certain employees. <span class="_ _2"></span>Under the CSOP the options vest if <span class="_ _2"></span>the </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs220"><ix:continuation id="_0502aeb3-76ba-45b4-a7e8-55987693237b" continuedAt="_013c9379-03f2-4f2e-a7eb-f4d8c5fe6c48"><ix:continuation id="_0ba4f737-bcd2-4186-a6a3-6a4d71046ce7" continuedAt="_6b43ff51-06b6-4c25-a103-4b087ebbddd1">individual remains an employee of the <span class="_ _2"></span>Group after a three-year period, unless the <span class="_ _2"></span>individual has left under certain ‘good <span class="_ _2"></span>leaver’ terms in which </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs221"><ix:continuation id="_013c9379-03f2-4f2e-a7eb-f4d8c5fe6c48" continuedAt="_c2f96079-b316-42ec-8230-f1cdbfca05ce"><ix:continuation id="_6b43ff51-06b6-4c25-a103-4b087ebbddd1" continuedAt="_76eec64b-d7d3-4286-8a09-0dac33325af8">case the options may vest earlier. <span class="_ _2"></span>There are no cash settlement alternatives.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 h6f ffb fs24 fc6 sc0 ls70 ws6b gs222"><ix:continuation id="_c2f96079-b316-42ec-8230-f1cdbfca05ce" continuedAt="_07cd44ef-dc17-418c-87c5-5999594b5b7a"><ix:continuation id="_76eec64b-d7d3-4286-8a09-0dac33325af8" continuedAt="_f7958539-d4dc-4d2e-9171-445b48f17cf3">SA<span class="_ _2"></span>YE (<span class="_ _2"></span>save-as-you-<span class="_ _1"></span>earn<span class="_ _2"></span>) scheme<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs223"><ix:continuation id="_07cd44ef-dc17-418c-87c5-5999594b5b7a" continuedAt="_5f4d37f7-cec7-45b3-be9c-b40cf436133e"><ix:continuation id="_f7958539-d4dc-4d2e-9171-445b48f17cf3" continuedAt="_a3043489-0fad-4be5-930a-26ba0c1897fa">The Group has offered options under <span class="_ _2"></span>the SAYE scheme (an equity-settled share-based <span class="_ _2"></span>remuneration scheme) in each of 2021, 2023, <span class="_ _2"></span>2024 and </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs224"><ix:continuation id="_5f4d37f7-cec7-45b3-be9c-b40cf436133e" continuedAt="_f3efd346-c6f2-44b8-9d44-e95744d43343"><ix:continuation id="_a3043489-0fad-4be5-930a-26ba0c1897fa" continuedAt="_91868de9-7849-4cf0-980b-6cd64ce1d935">2025 years. All these offers were <span class="_ _2"></span>open to all qualifying employees and provide <span class="_ _2"></span>for an exercise price equal to the <span class="_ _2"></span>daily average market price on the </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs225"><ix:continuation id="_f3efd346-c6f2-44b8-9d44-e95744d43343" continuedAt="_ab678991-79cb-4687-9998-e21aaafea073"><ix:continuation id="_91868de9-7849-4cf0-980b-6cd64ce1d935" continuedAt="_0cd672a9-20cf-4d66-81b8-f933af5278a0">date of grant. The options will <span class="_ _2"></span>vest if the employee remains in service <span class="_ _2"></span>for the full duration of the option <span class="_ _2"></span>scheme (three years). There are no cash </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs226"><ix:continuation id="_ab678991-79cb-4687-9998-e21aaafea073" continuedAt="_e24451c4-574b-4976-9c8e-0c83e9c6c473"><ix:continuation id="_0cd672a9-20cf-4d66-81b8-f933af5278a0" continuedAt="_573978cd-574f-41d6-9860-4f2de69a554d">settlement alternatives.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 h6f ffb fs24 fc6 sc0 ls99 wsac gs227"><ix:continuation id="_e24451c4-574b-4976-9c8e-0c83e9c6c473" continuedAt="_70661d96-21eb-47e4-8c32-d8d3c0da1aef"><ix:continuation id="_573978cd-574f-41d6-9860-4f2de69a554d" continuedAt="_6dc1df5c-7142-4e90-8baf-9c70c806389e">All employee share award<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs228"><ix:continuation id="_70661d96-21eb-47e4-8c32-d8d3c0da1aef" continuedAt="_08ab1544-9b91-4731-abc5-d7e22cf147e5"><ix:continuation id="_6dc1df5c-7142-4e90-8baf-9c70c806389e" continuedAt="_e19d58f3-3b51-4142-85e0-b820d39b2720">The Group launched its second free <span class="_ _2"></span>share award (an equity-settled share-based remuneration <span class="_ _2"></span>scheme) under its SIP Plan in 2022. <span class="_ _2"></span>The award was </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs229"><ix:continuation id="_08ab1544-9b91-4731-abc5-d7e22cf147e5" continuedAt="_f78d752e-b65d-4771-a9d5-4a87786d0505"><ix:continuation id="_e19d58f3-3b51-4142-85e0-b820d39b2720" continuedAt="_11af08cb-8485-4f7b-a61d-768924fa565b">£500 worth of shares per full-time <span class="_ _2"></span>employee and a pro-rated award for all <span class="_ _2"></span>part-time employees. This award offer was made <span class="_ _2"></span>to LSL employees </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs22a"><ix:continuation id="_f78d752e-b65d-4771-a9d5-4a87786d0505" continuedAt="_d55137cc-f543-4c70-92de-c787f3dcfe86"><ix:continuation id="_11af08cb-8485-4f7b-a61d-768924fa565b" continuedAt="_08cd97e1-478f-4d6b-8d98-1f0ba5f23749">who had joined the Group on <span class="_ _2"></span>or before 28 February 2022 and remain <span class="_ _2"></span>employed and not serving notice at <span class="_ _2"></span>the date the shares are awarded in </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs22b"><ix:continuation id="_d55137cc-f543-4c70-92de-c787f3dcfe86" continuedAt="_98d13145-cdc7-4b53-b01c-da0a782edbbb"><ix:continuation id="_08cd97e1-478f-4d6b-8d98-1f0ba5f23749" continuedAt="_c2a557d2-bb71-4ba4-96d7-a6bba4238a8d">April 2022. The awards will normally <span class="_ _2"></span>become available for employees once they have <span class="_ _2"></span>been held in the SIP for three <span class="_ _2"></span>years or more. There are no </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs22c"><ix:continuation id="_98d13145-cdc7-4b53-b01c-da0a782edbbb" continuedAt="_084b4b9d-48fa-4d20-b20b-9e4a2ba40b0d"><ix:continuation id="_c2a557d2-bb71-4ba4-96d7-a6bba4238a8d" continuedAt="_86e903b2-ce7a-4f8c-81b1-736b0623db9a">cash settlement alternatives.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs22d"><ix:continuation id="_084b4b9d-48fa-4d20-b20b-9e4a2ba40b0d" continuedAt="_50030862-4a08-4280-b229-6fea43bca26c"><ix:continuation id="_86e903b2-ce7a-4f8c-81b1-736b0623db9a" continuedAt="_b96f7a80-1171-4d3a-8b29-d2d4d1b579af">The Group’s first free share scheme <span class="_ _2"></span>(an equity-settled share-based remuneration scheme) awarded £500 <span class="_ _2"></span>worth of shares per full-time employee </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs22e"><ix:continuation id="_50030862-4a08-4280-b229-6fea43bca26c" continuedAt="_c16494b0-b4e9-434e-9370-18fdcbe394ad"><ix:continuation id="_b96f7a80-1171-4d3a-8b29-d2d4d1b579af" continuedAt="_4a3f3406-7f0e-46f0-bae8-54c4c0d44d33">and a pro-rated award for all <span class="_ _2"></span>part-time employees who had joined the Group <span class="_ _2"></span>on or before 31 March 2020 and <span class="_ _2"></span>were still employed and not serving </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs22f"><ix:continuation id="_c16494b0-b4e9-434e-9370-18fdcbe394ad" continuedAt="_d4833bad-2e26-45b0-8ec0-db9e1667d37b"><ix:continuation id="_4a3f3406-7f0e-46f0-bae8-54c4c0d44d33" continuedAt="_8e549a23-5129-40df-9e3e-78d9bc5fa373">notice at the time the grant <span class="_ _2"></span>was made on 1 October 2020. The <span class="_ _2"></span>awards will normally become available for employees <span class="_ _2"></span>once they have been held in </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs230"><ix:continuation id="_d4833bad-2e26-45b0-8ec0-db9e1667d37b" continuedAt="_0730a84e-1556-4f1f-a2c4-c06ea0511e85"><ix:continuation id="_8e549a23-5129-40df-9e3e-78d9bc5fa373" continuedAt="_6f091e7f-ab5e-409a-8cb0-950dde1509ab">the SIP plan for three years <span class="_ _2"></span>or more. There are no cash settlement <span class="_ _2"></span>alternatives.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 h6f ffb fs24 fc6 sc0 ls70 ws6b gs231"><ix:continuation id="_0730a84e-1556-4f1f-a2c4-c06ea0511e85" continuedAt="_26c5419b-815a-45fb-807e-37864ebc1f98"><ix:continuation id="_6f091e7f-ab5e-409a-8cb0-950dde1509ab" continuedAt="_d7865bd1-7567-4d63-970e-32f2d6bf6598">Movements during the y<span class="_ _2"></span>ear<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs232"><ix:continuation id="_26c5419b-815a-45fb-807e-37864ebc1f98" continuedAt="_bcda772b-a2c3-496e-a693-7e59071ad475"><ix:continuation id="_d7865bd1-7567-4d63-970e-32f2d6bf6598" continuedAt="_f3e54739-6ae6-457d-980c-73b98d8f2038">The following table illustrates the number <span class="_ _2"></span>and weighted average exercise prices of, and <span class="_ _2"></span>movements in, share options during the <span class="_ _2"></span>year:<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="gs233"><ix:continuation id="_f3e54739-6ae6-457d-980c-73b98d8f2038" continuedAt="_53a4a5ec-e712-4f24-9496-b0b7d5dc7ede"><ix:continuation id="_bcda772b-a2c3-496e-a693-7e59071ad475" continuedAt="_b4e471a3-f677-4ea5-9a78-70f07114261f"><table id="_9003015f-da13-4e9d-9c6e-4c7cd3354b45" class="s w17a h113"><tr><td /><td class="c n x5de y2253 w13a h104"><div class="t m0 x1b6 h1d y2197 ffb fs11 fc7 sc0 ls1 ws0">2025<span class="_ _2d2"> </span></div></td><td /><td class="c n x5df y2253 w13a h104"><div class="t m0 x1b6 h1d y2197 ffd fs11 fc7 sc0 ls1 ws0">2024<span class="_ _2d2"> </span></div></td><td /></tr><tr><td /><td class="t m0 x3f2 h8b y2254 ffb fs11 fc7 sc0 ls1 ws0">Weigh<span class="_ _2"></span>ted  </td><td /><td class="t m0 x1fd h4a y2254 ffc fs11 fc7 sc0 ls1 ws0">W<span class="_ _2"></span>eighted  </td><td /></tr><tr><td /><td class="t m0 x5e0 h8b y2255 ffb fs11 fc7 sc0 ls1 ws0">aver<span class="_ _2"></span>age ex<span class="_ _2"></span>ercise  </td><td /><td class="t m0 x5e1 h4a y2255 ffc fs11 fc7 sc0 ls1 ws0">aver<span class="_ _2"></span>age ex<span class="_ _2"></span>ercise  </td><td /></tr><tr><td /><td class="t m0 x5e2 h8b y2256 ffb fs11 fc7 sc0 ls1 ws0">price<span class="_ _2d2"> </span></td><td class="t m0 x5e3 h8b y2257 ffb fs11 fc7 sc0 ls1 ws0">Number<span class="_ _2d2"> </span></td><td class="t m0 x200 h4a y2256 ffc fs11 fc7 sc0 ls1 ws0">price<span class="_ _2d2"> </span></td><td class="t m0 x5e4 h4a y2257 ffc fs11 fc7 sc0 ls1 ws0">Number<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y2176 w17b he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Outstanding a<span class="_ _2"></span>t 1 January<span class="_ _2d2"> </span></div></td><td class="c n x5e5 y2176 w46 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">0.85<span class="_ _2d2"> </span></div></td><td class="c n x5e6 y2176 w140 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">4,003,768<span class="_ _2d2"> </span></div></td><td class="c n x5e7 y2176 w6d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">0.87<span class="_ _2d2"> </span></div></td><td class="c n x5e8 y2176 w17c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">4,065,279<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2177 w17d he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Gran<span class="_ _2"></span>ted during the year<span class="_ _2d2"> </span></div></td><td class="c n x5e9 y2177 w46 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">0.99<span class="_ _2d2"> </span></div></td><td class="c n x5ea y2177 w140 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">1,062,798<span class="_ _2d2"> </span></div></td><td class="c n x5eb y2177 w6d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">0.77<span class="_ _2d2"> </span></div></td><td class="c n x5ec y2177 w17c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1,283,552<span class="_ _2d2"> </span></div></td></tr><tr><td class="c x1b7 y2259 w17e h114"><div class="t m0 x1b6 h14 y216a ffc fs8 fc3 sc0 ls1 ws0">Exer<span class="_ _2"></span>cised during the year</div><div class="t m0 x5ed h3a y2258 ffd fs19 fc3 sc0 ls1 ws0">1<span class="_ _2d2"> </span></div></td><td class="c n x5ee y2178 w46 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">0.38<span class="_ _2d2"> </span></div></td><td class="c n x5ef y2178 w1a he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(103,505)<span class="_ _2d2"> </span></div></td><td class="c n x5f0 y2178 w47 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">0.37<span class="_ _2d2"> </span></div></td><td class="c n x5f1 y2178 w1b he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(383,216)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2179 w17f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Lapsed during the year<span class="_ _2d2"> </span></div></td><td class="c n x5f2 y2179 w46 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">0.83<span class="_ _2d2"> </span></div></td><td class="c n x5f3 y2179 w180 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(1,453,192)<span class="_ _2d2"> </span></div></td><td class="c n x5f4 y2179 w47 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1.04<span class="_ _2d2"> </span></div></td><td class="c n x5f5 y2179 w181 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(961,847)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b6 w182 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Outstanding a<span class="_ _2"></span>t 31 December<span class="_ _2d2"> </span></div></td><td class="c n x5f6 y20b6 w46 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">0.91<span class="_ _2d2"> </span></div></td><td class="c n x5f7 y20b6 w183 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">3,509,869<span class="_ _2d2"> </span></div></td><td class="c n x5f8 y20b6 w47 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">0.85<span class="_ _2d2"> </span></div></td><td class="c n x5f9 y20b6 w17c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">4,003,768<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></ix:continuation></div><div class="t m0 h3a ffd fs19 fc3 sc0 ls1 ws0 gs234"><ix:continuation id="_b4e471a3-f677-4ea5-9a78-70f07114261f" continuedAt="_f3f40747-0543-4bd8-a57c-9d3c5d4bb0fa"><ix:continuation id="_53a4a5ec-e712-4f24-9496-b0b7d5dc7ede" continuedAt="_55beaf45-473b-410f-acfa-a47af35baea0">1</ix:continuation></ix:continuation></div><div class="t m0 h8c ffd fs33 fc8 sc0 ls7e ws78 gs235"><ix:continuation id="_f3f40747-0543-4bd8-a57c-9d3c5d4bb0fa" continuedAt="_cd5d1b40-af2b-4e4e-a467-80d63838b9ed"><ix:continuation id="_55beaf45-473b-410f-acfa-a47af35baea0" continuedAt="_2b3d4ccb-7dbc-45fe-b62c-ef81eaa64377"> The weighted average share price at <span class="_ _2"></span>the date of exercise of these options was <span class="_ _2"></span>£2.82 in 2025 (2024: £2.73)<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffc fs8 fca sc0 ls14 ws11 gs236"><ix:continuation id="_cd5d1b40-af2b-4e4e-a467-80d63838b9ed" continuedAt="_6423d32a-cb0a-4f7c-8dc1-d072df9fcd5d"><ix:continuation id="_2b3d4ccb-7dbc-45fe-b62c-ef81eaa64377" continuedAt="_aa233455-15ef-4c89-b2bf-8917e21cf50a">• <span class="_ _16"> </span><span class="ffd fc8">There were no cancellations or modifications <span class="_ _2"></span>to the awards in 2025 or 2024.<span class="_ _2d2"> </span></span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffc fs8 fca sc0 ls14 ws11 gs237"><ix:continuation id="_6423d32a-cb0a-4f7c-8dc1-d072df9fcd5d" continuedAt="_3d2d0394-ead8-407e-9807-6708ebceff4f"><ix:continuation id="_aa233455-15ef-4c89-b2bf-8917e21cf50a" continuedAt="_d8322123-0637-4773-9bfa-fc1d20e35a95">• <span class="_ _16"> </span><span class="ffd fc8">The weighted average remaining contractual life <span class="_ _2"></span>for the share options outstanding as <span class="_ _2"></span>at 31 December 2025 was 1.55 years <span class="_ _2"></span>(2024: 1.53 years).<span class="_ _2d2"> </span></span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffc fs8 fca sc0 ls14 ws11 gs238"><ix:continuation id="_3d2d0394-ead8-407e-9807-6708ebceff4f" continuedAt="_313cf461-ae7e-4e04-8073-711f37137486"><ix:continuation id="_d8322123-0637-4773-9bfa-fc1d20e35a95" continuedAt="_c7fd75af-7e44-48b5-bbb8-1dc70e8a2d97">• <span class="_ _16"> </span><span class="ffd fc8">The weighted average fair value of <span class="_ _2"></span>options granted during the year was £1.33 <span class="_ _2"></span>(2024: £2.39).<span class="_ _2d2"> </span></span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffc fs8 fca sc0 ls14 ws11 gs239"><ix:continuation id="_313cf461-ae7e-4e04-8073-711f37137486" continuedAt="_f205018b-4cc1-4aab-aa71-e814484e7cc2"><ix:continuation id="_c7fd75af-7e44-48b5-bbb8-1dc70e8a2d97" continuedAt="_e75d43de-c9ff-46de-a030-7f3d70122872">• <span class="_ _16"> </span><span class="ffd fc8">The range of exercise prices for <span class="_ _2"></span>options outstanding at the end of the <span class="_ _2"></span>year was £nil to £3.64 (2024: £nil <span class="_ _2"></span>to £3.64).<span class="_ _2d2"> </span></span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffc fs8 fca sc0 ls14 ws11 gs23a"><ix:continuation id="_f205018b-4cc1-4aab-aa71-e814484e7cc2" continuedAt="_437b3ea5-9ea7-4059-a450-8148e63f035f"><ix:continuation id="_e75d43de-c9ff-46de-a030-7f3d70122872" continuedAt="_86e1461b-6293-4cc2-b013-f3b5898da774">• <span class="_ _16"> </span><span class="ffd fc8">335,235 share options were exercisable as <span class="_ _2"></span>at 31 December 2025.<span class="_ _2d2"> </span></span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs23b"><ix:continuation id="_437b3ea5-9ea7-4059-a450-8148e63f035f" continuedAt="_4f528688-ab1e-4ea4-ae1d-ea3a50f5eafa"><ix:continuation id="_86e1461b-6293-4cc2-b013-f3b5898da774" continuedAt="_d75e0381-7ad3-42e1-bbfc-19f8f32350aa">The following tables list the inputs <span class="_ _2"></span>to the models used for the new <span class="_ _2"></span>plans for the years ended 31 December <span class="_ _2"></span>2025 and 2024, respectively:<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="gs23c"><ix:continuation id="_d75e0381-7ad3-42e1-bbfc-19f8f32350aa" continuedAt="_3a383e47-9fd1-497b-ad9e-8cd84b9e70df"><ix:continuation id="_4f528688-ab1e-4ea4-ae1d-ea3a50f5eafa" continuedAt="_70bacd78-46a9-49e2-a037-2563b425b22c"><table id="_30ba59cb-cc54-46f3-9d55-ed511ebab2e2" class="s w184 hff"><tr><td /><td class="t m0 x5fa h8b y225a ffb fs11 fc7 sc0 ls1 ws0">L<span class="_ _0"></span>TIP  </td><td class="t m0 x5e2 h8b y225a ffb fs11 fc7 sc0 ls1 ws0">L<span class="_ _0"></span>TIP  </td><td class="t m0 x1ff h8b y225a ffb fs11 fc7 sc0 ls1 ws0">SA<span class="_ _0"></span>YE  </td><td class="t m0 x5fb h1d y225a ffd fs11 fc7 sc0 ls1 ws0">L<span class="_ _0"></span>TIP <span class="ffc"> </span></td><td class="t m0 x3d5 h1d y225a ffd fs11 fc7 sc0 ls1 ws0">SA<span class="_ _0"></span>YE <span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x5fc h8b y225b ffb fs11 fc7 sc0 ls1 ws0">2025<span class="_ _2d2"> </span></td><td class="t m0 x54b h8b y225b ffb fs11 fc7 sc0 ls1 ws0">2025<span class="_ _2d2"> </span></td><td class="t m0 x1ff h8b y225b ffb fs11 fc7 sc0 ls1 ws0">2025<span class="_ _2d2"> </span></td><td class="t m0 x200 h1d y225b ffd fs11 fc7 sc0 ls1 ws0">2024<span class="_ _2d2"> </span></td><td class="t m0 x3af h1d y225b ffd fs11 fc7 sc0 ls1 ws0">2024<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y20b0 w185 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Option pricing model used<span class="_ _2d2"> </span></div></td><td class="c n x5fd y20b0 w186 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">Monte Carlo<span class="_ _2d2"> </span></div></td><td class="c n x5fe y20b0 w186 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">Monte Carlo<span class="_ _2d2"> </span></div></td><td class="c n x5ff y20b0 w187 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">Black Scholes<span class="_ _2d2"> </span></div></td><td class="c n x600 y20b0 w188 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Black Scholes<span class="_ _2d2"> </span></div></td><td class="c n x601 y20b0 w188 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Black Scholes<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y211e w189 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">W<span class="_ _2"></span>eighted a<span class="_ _2"></span>ver<span class="_ _2"></span>age share price at gr<span class="_ _2"></span>ant da<span class="_ _2"></span>te (£)<span class="_ _2d2"> </span></div></td><td class="c n x602 y211e w46 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">3.26<span class="_ _2d2"> </span></div></td><td class="c n x603 y211e w46 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">2.67<span class="_ _2d2"> </span></div></td><td class="c n x604 y211e w46 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">2.48<span class="_ _2d2"> </span></div></td><td class="c n x605 y211e w6d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2.98<span class="_ _2d2"> </span></div></td><td class="c n x591 y211e w47 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2.82<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2176 w18a he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Exer<span class="_ _2"></span>cise price (£)<span class="_ _2d2"> </span></div></td><td class="c n x606 y2176 wa9 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x607 y2176 w4f he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x608 y2176 w46 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">2.04<span class="_ _2d2"> </span></div></td><td class="c n x609 y2176 w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x60a y2176 w47 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2.46<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2177 w18b he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Expected lif<span class="_ _2"></span>e of options (year<span class="_ _2"></span>s)<span class="_ _2d2"> </span></div></td><td class="c n x60b y2177 w18c he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">4.5<span class="_ _2d2"> </span></div></td><td class="c n x60c y2177 w15 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">3<span class="_ _2d2"> </span></div></td><td class="c n x48d y2177 w15 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">3<span class="_ _2d2"> </span></div></td><td class="c n x60d y2177 w2f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">3<span class="_ _2d2"> </span></div></td><td class="c n x60e y2177 w15 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">3<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2178 w18d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Expected vola<span class="_ _2"></span>tility (%)<span class="_ _2d2"> </span></div></td><td class="c n x60f y2178 wb0 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">86<span class="_ _2d2"> </span></div></td><td class="c n x610 y2178 w20 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">62<span class="_ _2d2"> </span></div></td><td class="c n x611 y2178 w27 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">100<span class="_ _2d2"> </span></div></td><td class="c n x612 y2178 w27 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100<span class="_ _2d2"> </span></div></td><td class="c n x613 y2178 w27 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2179 w18e he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Expected dividend yield (%)<span class="_ _2d2"> </span></div></td><td class="c n x614 y2179 w46 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">3.50<span class="_ _2d2"> </span></div></td><td class="c n x615 y2179 w18f he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">3.60<span class="_ _2d2"> </span></div></td><td class="c n x616 y2179 w46 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">3.40<span class="_ _2d2"> </span></div></td><td class="c n x617 y2179 w47 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">3.69<span class="_ _2d2"> </span></div></td><td class="c n x618 y2179 w47 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1.06<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b6 w190 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Risk free int<span class="_ _2"></span>erest r<span class="_ _2"></span>at<span class="_ _2"></span>e (%)<span class="_ _2d2"> </span></div></td><td class="c n x619 y20b6 w46 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">3.66<span class="_ _2d2"> </span></div></td><td class="c n x61a y20b6 w46 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">3.82<span class="_ _2d2"> </span></div></td><td class="c n x61b y20b6 w46 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">3.62<span class="_ _2d2"> </span></div></td><td class="c n x61c y20b6 w6d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">4.54<span class="_ _2d2"> </span></div></td><td class="c n x61d y20b6 w47 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">4.36<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></ix:continuation></div></ix:continuation></div><div class="t m0 x13d h4a y1a2a ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 xb3 h4a y1a3c ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   122<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   122<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
<div id="pf7d" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc7d w4 h0"><img 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QAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAIBNVRnBioyPRt/3vhvmAAAAa+Lm7p4hpG5vaAqr0KqKnU7LHACATXAwmBnCcu1sRWurNIclH6j9kSHYBQoAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAA4OFURrAid3qH169dNQcAAFgTN3f3DCF1e0NTAAAA2AR2gQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACwXiojWFVbp1SVyRwAgE0wnjaGsOTFZBFVYTG59AO1NgQFuCqT8ei55581BwAAWBM3d/cMIXV7Q1NYhVZV7HRa5gAAbIKDwcwQlqtdxna7NIclH6j9kSG4DxAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAIBlqYxgReq63r+1bw4AALAmLl66Ygip2xuawiq0qmKn0zIHAGATHAxmhrBc7TK226U5LPlA7Y8MwS5QAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAPpzKCFRkOh9evXTUHAABYEzd39wwhdXtDU1iFVlXsdFrmAABsgoPBzBCWq13Gdrs0hyUfqP2RIdgFCgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAADg4VRGsCJ1Xe/f2jcHAABYExcvXTGE1O0NTWEVWlWx02mZAwCwCQ4GM0NYrnYZ2+3SHJZ8oPZHhmAXKAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAACAh1MZwYoMh8Pr166aAwAArImbu3uGkLq9oSmsQqsqdjotcwAANsHBYGYIy9UuY7tdmsOSD9T+yBDsAgUAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAGBZKiNYkbqu92/tmwMAAKyJi5euGELq9oamsAqtqtjptMwBANgEB4OZISxXu4ztdmkOSz5Q+yNDsAsUAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAMDDqYxgReq63r+1bw4AALAmLl66Ygip2xuawiq0qmKn0zIHAGATHAxmhrBc7TK226U5LPlA7Y8MwS5QAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAPpzKCFRkOh9evXTUHAABYEzd39wwhdXtDU1iFVlXsdFrmAABsgoPBzBCWq13Gdrs0hyUfqP2RIdgFCgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAADg4VRGsCLD4fD6tavmAAAAa+Lm7p4hpG5vaAqr0KqKnU7LHACATXAwmBnCcrXL2G6X5rDkA7U/MgS7QAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFiWyghWZFY348nMHACAjdDUZrBcdRPjiTGgAPPRPxzceOE5cwAAgDVxc3fPEFK3NzQFAACATeA+QAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAAAgB5URrKqtU6rKZA4AwCYYTxtDWPJisoiqsJhc+oFaG4ICXJXJePTc88+aAwAArImbu3uGkLq9oSmsQqsqdjotcwAANsHBYGYIy9UuY7tdmsOSD9T+yBDcBwgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAMCyVEawInX9X+3aTQqCYBSG0fxBxfbQoElTwUH7p1EToRZihObnxGgNgYLwnbOElzt54H4fz4cdAABgJ07nixGSfghW2EKRp8eqsAMAEIPXtBhhXWV2qMvMDisf6jgbwRcoAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAID/5CbYSAjh2jZ2AACAnbjdOyMk/RCssIUiT49VYQcAIAavaTHCusrsUJeZHVY+1HE2gi9QAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAD/yU2wkffwubaNHQAAYCdu984IST8EKwAAAMTAFygAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQNeYkVoAAAmzSURBVAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAACI1w8TdEsUoZykRgAAAABJRU5ErkJggg==" class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">122<span class="_ _1b6"> </span>123</div><div class="t m0 xf he y1f ff4b fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 xe he y1e ff4b fs6 fc4 sc0 ls9c ws9c">OTHER INFORMATION<span class="_ _182"></span><span class="fc0">FINANCIAL STATEMENTS<span class="_ _183"></span><span class="fc4">CORPORATE GOVERNANCE<span class="_ _13e"></span>STRATEGIC<span class="_ _2"></span> REPORT<span class="_ _184"></span><span class="ls37 ws36">OVERVIEW</span></span></span></div><div class="t m0 x18 h10 y21 ff4c fs4 fc6 sc0 ls1 ws0"> </div><div class="-ixh-highlight-region gs23d"><ix:continuation id="_8182ada7-2176-496e-ae56-d0b66b19444c" continuedAt="_ad3497b0-fdbe-4556-83f1-ccfff1193e69"><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs23e"><ix:continuation id="_70bacd78-46a9-49e2-a037-2563b425b22c" continuedAt="_206ca2fa-7f26-4ad8-8afe-7464b598d38b"><ix:continuation id="_3a383e47-9fd1-497b-ad9e-8cd84b9e70df" continuedAt="_8c54939e-6ef3-46a9-9b66-876548d98bf5">The volatility assumption, measured at the <span class="_ _2"></span>standard deviation of expected share price returns, <span class="_ _2"></span>is based on statistical analysis of historical <span class="_ _2"></span>share </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs23f"><ix:continuation id="_206ca2fa-7f26-4ad8-8afe-7464b598d38b" continuedAt="_9049fdb1-cd92-45a1-8054-e07f773071ac"><ix:continuation id="_8c54939e-6ef3-46a9-9b66-876548d98bf5" continuedAt="_b403c381-230d-4786-8fb2-dcd25c238c8f">price. The dividend yield assumption is <span class="_ _2"></span>based on the fact that the shares <span class="_ _2"></span>awarded are not eligible to receive dividend<span class="_ _2"></span>s until the end of the </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs240"><ix:continuation id="_9049fdb1-cd92-45a1-8054-e07f773071ac" continuedAt="_f4c62b7b-fde4-43ad-bdca-93be93a4fd67"><ix:continuation id="_b403c381-230d-4786-8fb2-dcd25c238c8f" continuedAt="_258c15ba-4e82-4908-bd3c-0f220258abf7">vesting period. The total cost recognised <span class="_ _2"></span>for equity-settled transactions is as follows:<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="gs241"><ix:continuation id="_258c15ba-4e82-4908-bd3c-0f220258abf7" continuedAt="_ee90a0a8-3b49-4e6c-bc6f-53b99e9503f8"><ix:continuation id="_f4c62b7b-fde4-43ad-bdca-93be93a4fd67" continuedAt="_45040c13-4b9b-490c-af97-f251c4117fb4"><table id="_590fda60-6b9c-4871-a154-ec03ec72a673" class="s w191 h115"><tr><td /><td class="t m0 x1b0 h8b y225c ffb fs11 fc7 sc0 ls1 ws0">2025 </td><td class="t m0 x1b1 h1d y225c ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x1b3 h8b y225d ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x1b4 h1d y225d ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y20b6 w192 he3"><div class="t m0 x1b6 h11 y2137 ffc fs8 fc3 sc0 ls1 ws0">Share-based pa<span class="_ _2"></span>yment charg<span class="_ _2"></span>e during the year<span class="_ _2d2"> </span></div></td><td class="c n x533 y20b6 w6b he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">1,597<span class="_ _2d2"> </span></div></td><td class="c n x61e y20b6 w27 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">920<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs242"><ix:continuation id="_45040c13-4b9b-490c-af97-f251c4117fb4"><ix:continuation id="_ee90a0a8-3b49-4e6c-bc6f-53b99e9503f8">A charge of £1.6m (2024: charge <span class="_ _2"></span>of £0.9m) relates to employees of the <span class="_ _2"></span>Group.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div></ix:continuation></div><div class="t m0 x19d h4a y1a46 ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x19d h4a y1a47 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x18 hbf y1a4a ff16 fs24 fc10 sc0 ls70 ws9e"><ix:nonNumeric name="ifrs-full:DisclosureOfIncomeTaxExplanatory" id="fact-13" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_75964ac0-1174-4ed3-a50e-8c9fd59e53f7">16. <span class="_ _bc"> </span> <span class="_ _1ef"></span>T<span class="_ _2"></span>axation<span class="_ _2d2"> </span></ix:nonNumeric></div><div class="t m0 x18 hbf y1a4b ff16 fs24 fc6 sc0 ls2e ws2d"><ix:continuation id="_75964ac0-1174-4ed3-a50e-8c9fd59e53f7" continuedAt="_6294e60b-f37d-4d2f-809c-171b8ec98471">(a<span class="_ _2"></span>) <span class="_ _1b7"> </span> <span class="_ _1ef"></span>Taxation ch<span class="_ _1"></span>arge<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h13 y1a4c ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_6294e60b-f37d-4d2f-809c-171b8ec98471" continuedAt="_b7efe5ae-2716-4ae3-a9ba-2df4fbeb392c">The major components of income tax <span class="_ _2"></span>charge in the Group Income Statement are:<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x19d h4a y1a4d ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x19d h4a y1a4e ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="x1ae z21 gs1"><ix:continuation id="_b7efe5ae-2716-4ae3-a9ba-2df4fbeb392c" continuedAt="_0272e6b1-6cae-4be3-8f6c-b340539ce02c"><table id="_600f98be-a2f0-4ebb-b014-3dc650721f80" class="s w193 h116"><tr><td /><td class="t m0 x1b0 h8b y225e ffb fs11 fc7 sc0 ls1 ws0">2025 </td><td class="t m0 x1b1 h1d y225e ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x1b3 h8b y225f ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x1b4 h1d y225f ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y20ae w194 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">UK corpora<span class="_ _2"></span>tion tax – curr<span class="_ _2"></span>ent year<span class="_ _2d2"> </span></div></td><td class="c n x61f y20ae w26 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">6,059<span class="_ _2d2"> </span></div></td><td class="c n x620 y20ae w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">3,417<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20af w195 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">– adjustment in r<span class="_ _2"></span>espect of prior year<span class="_ _2"></span>s<span class="_ _2d2"> </span></div></td><td class="c n x621 y20af w70 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws9b">(356)<span class="_ _2d2"> </span></div></td><td class="c n x622 y20af w2c he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(208)<span class="_ _2d2"> </span></div></td></tr><tr><td /><td class="c n x515 y20b0 w26 heb"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">5,703<span class="_ _2d2"> </span></div></td><td class="c n x516 y20b0 w30 heb"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">3,209<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x1b5 h13 y2260 ffd fs8 fc3 sc0 ls1 ws0">Def<span class="_ _2"></span>erred t<span class="_ _2"></span>ax:<span class="_ _21b"> </span><span class="ffc"> <span class="_ _ac"> </span> </span></td><td /><td /></tr><tr><td class="c n x1b7 y2176 w196 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Origination and re<span class="_ _2"></span>versal of t<span class="_ _2"></span>emporary diff<span class="_ _2"></span>erences<span class="_ _2d2"> </span></div></td><td class="c n x623 y2176 w70 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(198)<span class="_ _2d2"> </span></div></td><td class="c n x624 y2176 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2,446<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2177 w197 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Adjustment in r<span class="_ _2"></span>espect of prior year<span class="_ _2d2"> </span></div></td><td class="c n x539 y2177 w3a he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">523<span class="_ _2d2"> </span></div></td><td class="c n x625 y2177 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(549)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2178 w198 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Def<span class="_ _2"></span>erred t<span class="_ _2"></span>ax balances written back on disposal of subsidiaries<span class="_ _2d2"> </span></div></td><td class="c n x626 y2178 w4f he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x627 y2178 w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2179 w199 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal deferred ta<span class="_ _2"></span>x charge<span class="_ _2d2"> </span></div></td><td class="c n x5c0 y2179 w27 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">325<span class="_ _2d2"> </span></div></td><td class="c n x628 y2179 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1,897<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b6 w19a he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal tax charge in the inc<span class="_ _2"></span>ome stat<span class="_ _2"></span>ement<span class="_ _2d2"> </span></div></td><td class="c n x629 y20b6 w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">6,028<span class="_ _2d2"> </span></div></td><td class="c n x62a y20b6 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">5,106<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 x18 h13 y1a58 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_0272e6b1-6cae-4be3-8f6c-b340539ce02c" continuedAt="_e05aea47-5b3f-429b-b8e7-9a13d8e4f552">Continuing and discontinued operations:<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x19d h4a y1a59 ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x19d h4a y1a5a ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="x1ae z22 gs1"><ix:continuation id="_e05aea47-5b3f-429b-b8e7-9a13d8e4f552" continuedAt="_d1561466-4350-4c03-aea1-380843e2c08b"><table id="_d1f652b5-cbfd-471b-9b9f-b6de75c7b3a6" class="s w19b h117"><tr><td /><td class="t m0 x1b0 h8b y2261 ffb fs11 fc7 sc0 ls1 ws0">2025 </td><td class="t m0 x1b1 h1d y2261 ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x1b3 h8b y2262 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x1b4 h1d y2262 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y2178 w19c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal tax char<span class="_ _2"></span>ge from c<span class="_ _2"></span>ontinuing opera<span class="_ _2"></span>tions<span class="_ _2d2"> </span></div></td><td class="c n x267 y2178 w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">5,994<span class="_ _2d2"> </span></div></td><td class="c n x1e3 y2178 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">5,247<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2179 w19d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal tax (cr<span class="_ _2"></span>edit)/charg<span class="_ _2"></span>e from discon<span class="_ _2"></span>tinued opera<span class="_ _2"></span>tions<span class="_ _2d2"> </span></div></td><td class="c n x62b y2179 w19 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">34<span class="_ _2d2"> </span></div></td><td class="c n x62c y2179 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(141)<span class="_ _2d2"> </span></div></td></tr><tr><td /><td class="c n x515 y20b6 w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">6,028<span class="_ _2d2"> </span></div></td><td class="c n x516 y20b6 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">5,106<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 x18 h13 y1a5e ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_d1561466-4350-4c03-aea1-380843e2c08b" continuedAt="_e71c6527-bc2e-4eb4-a979-a893ec591682">Corporation tax is recognised at the <span class="_ _2"></span>headline UK corporation tax rate of 25.0% <span class="_ _2"></span>(2024: 25.0%).<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h13 y1a5f ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_e71c6527-bc2e-4eb4-a979-a893ec591682" continuedAt="_2c1fea1b-54d2-4e9c-960a-af0e47eb9926">The opening and closing deferred tax <span class="_ _2"></span>balances in the Financial Statements were measured <span class="_ _2"></span>at 25%. This is in accordance with <span class="_ _2"></span>rates included in the </ix:continuation></div><div class="t m0 x18 h13 y1a60 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_2c1fea1b-54d2-4e9c-960a-af0e47eb9926" continuedAt="_e535bf9f-9093-4fb4-8055-57abf896be10">Finance Act 2021 which was enacted <span class="_ _2"></span>on 10 June 2021 and came into <span class="_ _2"></span>effect from 1 April 2023.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h13 y1a61 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_e535bf9f-9093-4fb4-8055-57abf896be10" continuedAt="_fb5ac413-3028-4445-841c-31e0464aaf0b">The effective rate of tax for <span class="_ _2"></span>the year was 26.1% (2024: 22.7%). The effective <span class="_ _2"></span>tax rate for 2025 is lower than <span class="_ _2"></span>the headline UK tax rate of 25.0% </ix:continuation></div><div class="t m0 x18 h13 y1a62 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_fb5ac413-3028-4445-841c-31e0464aaf0b" continuedAt="_f1087782-b75f-4efc-8fa8-90c4d189ad45">largely as a result of the <span class="_ _2"></span>calculated adjustments arising in respect of prior <span class="_ _2"></span>periods.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h13 y1a63 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_f1087782-b75f-4efc-8fa8-90c4d189ad45" continuedAt="_a2fc4cf5-5eb8-480b-b33a-6f8d43225562">Income tax credited directly to the <span class="_ _2"></span>share-based payment reserve is £0.1m (2024: credit <span class="_ _2"></span>of £0.1m).<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   123<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   123<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
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AAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAADu05gghHA6vRkBAABW4un5xQiFxK4frLDftpu2tgMA8PAuYxqTGTI77Kq6inbI6HydpnmxQwmuQAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAA3KcxQQjhdHozAgAArMTT84sRColdP1hhv203bW0HAODhXcY0JjNkdthVdRXtkNH5Ok3zYocSXIECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAALhPY4IQwvHDOyMAAMBKvH7/ZYRCYtcPVthv201b2wEAeHiXMY3JDJkddlVdRTtkdL5O07zYoQRXoAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAOTSmCCEMC9L+G0GAODxLbcl3MyQ+zE5hxTNkFNafKYKsKSPx/dGAACAlfjy+sMIhcSuH6wAAADwP/AfIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAWpTgEAAASQSURBVABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAA8G9/AEdPlIpnzrNPAAAAAElFTkSuQmCC" class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">124<span class="_ _1b6"> </span>125</div><div class="t m0 x8 he y1f ff49 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x19 he y1e ff49 fs6 fc4 sc0 ls37 ws36">OVERVIEW</div><div class="t m0 x6 h10 y21 ffc fs4 fc6 sc0 ls9e ws12">Notes<span class="_ _1"></span> to<span class="_ _1"></span> the<span class="_ _7"></span> Group<span class="_ _1"></span> Finan<span class="_ _1"></span>cial<span class="_ _1"></span> S<span class="_ _2"></span>t<span class="_ _1"></span>atement<span class="_ _1"></span>s<span class="_ _1"></span> <span class="fs41 lsa0 wsa1">conti<span class="_ _2"></span>nued</span></div><div class="t m0 x6 hbf y13bf ff16 fs24 fc6 sc0 ls2e ws2d"><ix:continuation id="_a2fc4cf5-5eb8-480b-b33a-6f8d43225562" continuedAt="_ef914866-c5c2-463b-a1dd-89ecc9369c64">(b) <span class="_ _220"> </span> <span class="_ _1ef"></span>Fac<span class="_ _1"></span>tor<span class="_ _1"></span>s affec<span class="_ _1"></span>ting t<span class="_ _1"></span>ax char<span class="_ _1"></span>ge for the year<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h13 y1412 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_ef914866-c5c2-463b-a1dd-89ecc9369c64" continuedAt="_03eb1091-860f-4581-80f0-49f3ad37182f">The tax assessed in the profit <span class="_ _2"></span>and loss account is lower than (2024: <span class="_ _2"></span>lower than) the standard UK corporation tax <span class="_ _2"></span>(CT) rate, because of the following </ix:continuation></div><div class="t m0 x6 h13 y1413 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_03eb1091-860f-4581-80f0-49f3ad37182f" continuedAt="_04e6b7c5-d8db-4e78-a78f-81a01a4627bf">factors:<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x15b h4a y1a64 ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x15b h4a y1a65 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="x1fc z23 gs1"><ix:continuation id="_04e6b7c5-d8db-4e78-a78f-81a01a4627bf" continuedAt="_49eaffdb-087e-49d3-8fe3-80a40908cd25"><table id="_11707bb0-ae54-4e1a-8a45-ef56c8d1ec4e" class="s w19e h118"><tr><td /><td /><td class="t m0 x570 h1d y2263 ffd fs11 fc7 sc0 ls88 ws84">Restated<span class="ffc ls1 ws0"> </span></td></tr><tr><td /><td class="t m0 x200 h8b y2264 ffb fs11 fc7 sc0 ls1 ws0">2025 </td><td class="t m0 x3af h1d y2265 ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x204 h8b y2266 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x205 h1d y2267 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y2268 w75 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Pr<span class="_ _2"></span>ofit befor<span class="_ _2"></span>e ta<span class="_ _2"></span>x from con<span class="_ _2"></span>tinuing operations<span class="_ _2d2"> </span></div></td><td class="c n x62d y2268 w3c he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">23,076<span class="_ _2d2"> </span></div></td><td class="c n x278 y2268 w3d he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">23,066<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2269 w76 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Loss bef<span class="_ _2"></span>ore ta<span class="_ _2"></span>x from disc<span class="_ _2"></span>ontinued opera<span class="_ _2"></span>tions<span class="_ _2d2"> </span></div></td><td class="c n x62e y2269 wdf he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws9b">(8)<span class="_ _2d2"> </span></div></td><td class="c n x28f y2269 w2c he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(518)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y226a wde he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Pr<span class="_ _2"></span>ofit befor<span class="_ _2"></span>e ta<span class="_ _2"></span>x<span class="_ _2d2"> </span></div></td><td class="c n x62f y226a w3c he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">23,068<span class="_ _2d2"> </span></div></td><td class="c n x630 y226a w3d he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">22,548<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y226b w19f he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">T<span class="_ _0"></span>ax calculat<span class="_ _2"></span>ed at UK st<span class="_ _2"></span>andard CT r<span class="_ _2"></span>ate of 25% (2024: 25%)<span class="_ _2d2"> </span></div></td><td class="c n x631 y226b w26 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">5,767<span class="_ _2d2"> </span></div></td><td class="c n x5ad y226b w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">5,635<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21e4 w1a0 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Non-deductible expenditur<span class="_ _2"></span>e from joint v<span class="_ _2"></span>enture<span class="_ _2d2"> </span></div></td><td class="c n x632 y21e4 w70 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws9b">(199)<span class="_ _2d2"> </span></div></td><td class="c n x633 y21e4 w15 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">1<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21e5 w1a1 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Income not ta<span class="_ _2"></span>xable<span class="_ _2d2"> </span></div></td><td class="c n x634 y21e5 w70 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws9b">(376)<span class="_ _2d2"> </span></div></td><td class="c n x635 y21e5 w8d he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(11)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y226c w1a2 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Other disallowable e<span class="_ _2"></span>xpenses<span class="_ _2d2"> </span></div></td><td class="c n x636 y226c w6b he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">1,028<span class="_ _2d2"> </span></div></td><td class="c n x637 y226c w27 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">592<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y226d w1a3 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Impact of movement in c<span class="_ _2"></span>ontingent c<span class="_ _2"></span>onsidera<span class="_ _2"></span>tion credited t<span class="_ _2"></span>o the income st<span class="_ _2"></span>atement<span class="_ _2d2"> </span></div></td><td class="c n x638 y226d w33 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x639 y226d w3a he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">119<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y226e w1a4 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Share-based pa<span class="_ _2"></span>yment relie<span class="_ _2"></span>f<span class="_ _2d2"> </span></div></td><td class="c n x63a y226e w27 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">185<span class="_ _2d2"> </span></div></td><td class="c n x63b y226e w8d he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(60)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21a3 w1a5 heb"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Movement in de<span class="_ _2"></span>ferr<span class="_ _2"></span>ed ta<span class="_ _2"></span>x previously not r<span class="_ _2"></span>ecognised on ta<span class="_ _2"></span>x losses<span class="_ _2d2"> </span></div></td><td class="c n x4fe y21a3 w7e heb"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(543)<span class="_ _2d2"> </span></div></td><td class="c n x63c y21a3 w2c heb"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(413)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21f9 w1a6 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Prior period adjustmen<span class="_ _2"></span>ts – current t<span class="_ _2"></span>ax<span class="_ _2d2"> </span></div></td><td class="c n x504 y21f9 w70 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(357)<span class="_ _2d2"> </span></div></td><td class="c n x63d y21f9 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(208)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21a5 w1a7 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Prior period adjustmen<span class="_ _2"></span>t – def<span class="_ _2"></span>erred t<span class="_ _2"></span>ax<span class="_ _2d2"> </span></div></td><td class="c n x63e y21a5 w27 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">523<span class="_ _2d2"> </span></div></td><td class="c n x63d y21a5 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(549)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2177 w1a8 he4"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal taxation char<span class="_ _2"></span>ge<span class="_ _2d2"> </span></div></td><td class="c n x63f y2177 w26 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">6,028<span class="_ _2d2"> </span></div></td><td class="c n x640 y2177 w30 he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0">5,106<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21a7 w19c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal tax char<span class="_ _2"></span>ge from c<span class="_ _2"></span>ontinuing opera<span class="_ _2"></span>tions<span class="_ _2d2"> </span></div></td><td class="c n x267 y21a7 w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">5,994<span class="_ _2d2"> </span></div></td><td class="c n x1e3 y21a7 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">5,247<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21fc w19d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal tax (cr<span class="_ _2"></span>edit)/charg<span class="_ _2"></span>e from discon<span class="_ _2"></span>tinued opera<span class="_ _2"></span>tions<span class="_ _2d2"> </span></div></td><td class="c n x62b y21fc w19 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 wsad">34<span class="_ _2d2"> </span></div></td><td class="c n x641 y21fc w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(141)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b6 w1a8 he4"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal taxation char<span class="_ _2"></span>ge<span class="_ _2d2"> </span></div></td><td class="c n x63f y20b6 w26 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">6,028<span class="_ _2d2"> </span></div></td><td class="c n x640 y20b6 w30 he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0">5,106<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 x6 h13 y1a79 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_49eaffdb-087e-49d3-8fe3-80a40908cd25" continuedAt="_23523071-7d5f-402c-a8b4-19573dfb318c">Other disallowable expenses of £1.0m (2024: <span class="_ _2"></span>£0.6m) includes the tax impact of exceptional <span class="_ _2"></span>costs of £0.1m (2024: £0.1m), which are <span class="_ _2"></span>not taxable/<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h13 y1a7a ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_23523071-7d5f-402c-a8b4-19573dfb318c" continuedAt="_5f97b59e-da89-402b-8b7e-ff7fa701daba">deductible for tax purposes. This item <span class="_ _2"></span>also includes other permanent items which <span class="_ _2"></span>are not eligible for tax relief.  </ix:continuation></div><div class="t m0 x6 h13 y1a7b ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_5f97b59e-da89-402b-8b7e-ff7fa701daba" continuedAt="_cc338172-a2f6-4ee2-b794-ce18e79513b3">Income not taxable of £0.3m (2024: <span class="_ _2"></span>£nil) includes the non-taxable impact of Research <span class="_ _2"></span>&amp; Development Expenditure Credits (RDEC) of £0.2m <span class="_ _2"></span>(2024: </ix:continuation></div><div class="t m0 x6 h13 y1a7c ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_cc338172-a2f6-4ee2-b794-ce18e79513b3" continuedAt="_5aa538e5-d675-4e8e-9033-5ddfa720b036">£nil) and non-taxable exceptional items of <span class="_ _2"></span>£0.1m (2024: £nil). This item also includes <span class="_ _2"></span>other minor permanent items which are not <span class="_ _2"></span>taxable.  </ix:continuation></div><div class="t m0 x6 h13 y1a7d ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_5aa538e5-d675-4e8e-9033-5ddfa720b036" continuedAt="_5e7593c8-9c93-4b2f-b77c-e1c4afff06a0">A tax credit of £0.4m <span class="_ _2"></span>has been recognised for corporation tax <span class="_ _2"></span>prior period adjustments, reflecting refinements to <span class="_ _2"></span>prior estimates following changes </ix:continuation></div><div class="t m0 x6 h13 y1a7e ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_5e7593c8-9c93-4b2f-b77c-e1c4afff06a0" continuedAt="_c92175f7-f98b-4668-a559-708d61aa61e5">in reported results in standalone statutory <span class="_ _2"></span>accounts and the finalisation of permanent <span class="_ _2"></span>disallowable expenditure. A key driver is the <span class="_ _2"></span>submission of </ix:continuation></div><div class="t m0 x6 h13 y1a7f ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_c92175f7-f98b-4668-a559-708d61aa61e5" continuedAt="_3d432451-9a4b-4b45-8f29-f22e40db2376">RDEC claims to HMRC for the <span class="_ _2"></span>years ended 31 December 2023 and 31 <span class="_ _2"></span>December 2024, noting an RDEC credit of <span class="_ _2"></span>£0.8m has been recognised in the </ix:continuation></div><div class="t m0 x6 h13 y1a80 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_3d432451-9a4b-4b45-8f29-f22e40db2376" continuedAt="_d29ff86f-0b76-457c-815d-180b6687c6f1">Group’s other operating income. </ix:continuation></div><div class="t m0 x6 h13 y1a81 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_d29ff86f-0b76-457c-815d-180b6687c6f1" continuedAt="_5abfcbc6-faf4-4046-8a0b-826373727dd6">A tax debit of £0.5m has <span class="_ _2"></span>been recognised for deferred tax prior period <span class="_ _2"></span>adjustments, mainly reflecting refinements to the qualifying <span class="_ _2"></span>tax base of </ix:continuation></div><div class="t m0 x6 h13 y1a82 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_5abfcbc6-faf4-4046-8a0b-826373727dd6" continuedAt="_5af7de18-4173-48fa-8adf-74d51c96a120">intangible fixed assets (following RDEC claims) <span class="_ _2"></span>and deferred tax not recognised on tax <span class="_ _2"></span>losses. </ix:continuation></div><div class="-ixh-highlight-region gs243"><ix:nonNumeric name="ifrs-full:DisclosureOfDeferredTaxesExplanatory" id="fact-566" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_120a60a4-e829-4e7c-9d4f-e0119401e40a"><div class="t m0 hbf ff16 fs24 fc6 sc0 ls2e ws2d gs244"><ix:continuation id="_5af7de18-4173-48fa-8adf-74d51c96a120" continuedAt="_0563d76c-b7f3-4dcb-a703-9e4b0173ba07">(c<span class="_ _2"></span>) <span class="_ _13f"> </span> <span class="_ _1ef"></span>Fac<span class="_ _1"></span>tor<span class="_ _1"></span>s that may affe<span class="_ _1"></span>ct fut<span class="_ _1"></span>ure tax c<span class="_ _1"></span>harge<span class="_ _1"></span>s (<span class="_ _2"></span>unre<span class="_ _1"></span>cogn<span class="_ _1"></span>ised)<span class="_ _2d2"> </span></ix:continuation></div><div class="gs245"><ix:continuation id="_0563d76c-b7f3-4dcb-a703-9e4b0173ba07" continuedAt="_c4e3b4c9-5f79-49af-946e-41f136dfb23c"><table id="_3614dbb5-d205-4d3b-b60c-940ec754ff43" class="s wd3 h119"><tr><td /><td /><td class="t m0 x3af h1d y226f ffd fs11 fc7 sc0 ls1 ws0">2024 <span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x200 h8b y2270 ffb fs11 fc7 sc0 ls1 ws0">2025 </td><td class="t m0 x1fe h1d y2271 ffd fs11 fc7 sc0 ls1 ws0">Rest<span class="_ _2"></span>ated*<span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x204 h8b y2272 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x205 h1d y2273 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="t m0 x206 h2e y2274 ff16 fs8 fc3 sc0 ls1 ws0">Unrecognised def<span class="_ _2"></span>erred ta<span class="_ _2"></span>x asset relating t<span class="_ _2"></span>o:<span class="_ _150"> </span><span class="ffc"> <span class="_ _ac"> </span> </span></td><td /><td /></tr><tr><td class="c n x1b7 y2275 w1a9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Losses<span class="_ _2d2"> </span></div></td><td class="c n x63f y2275 w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">2,632<span class="_ _2d2"> </span></div></td><td class="c n x642 y2275 w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">2,108<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b5 w1aa he3"><div class="t m0 x1b6 h11 y2137 ffc fs8 fc3 sc0 ls1 ws0">Share based pa<span class="_ _2"></span>yments<span class="_ _2d2"> </span></div></td><td class="c n x539 y20b5 w3a he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">251<span class="_ _2d2"> </span></div></td><td class="c n x53a y20b5 w3a he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">490<span class="_ _2d2"> </span></div></td></tr><tr><td /><td class="c n x515 y20b6 w26 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">2,883<span class="_ _2d2"> </span></div></td><td class="c n x643 y20b6 w26 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">2,598<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 h8c ffd fs33 fc8 sc0 ls7e ws78 gs246"><ix:continuation id="_c4e3b4c9-5f79-49af-946e-41f136dfb23c" continuedAt="_ce20213b-f731-4785-9f5b-52815b7f6677">* <span class="_ _b3"> </span> <span class="_ _18"></span>The prior period has been represented to include the balance relating to <span class="_ _2"></span>deferred tax not recognised on share based payments. <span class="_ _2"></span>No Profit or Loss debit or credit </ix:continuation></div><div class="t m0 hb1 ffc fs33 fc8 sc0 ls7e ws0 gs247"><ix:continuation id="_ce20213b-f731-4785-9f5b-52815b7f6677" continuedAt="_f0dce45f-2612-4b88-ab79-17bd23d2e560">arises in respect of this representation<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs248"><ix:continuation id="_f0dce45f-2612-4b88-ab79-17bd23d2e560" continuedAt="_da925d7a-718e-49c2-a4c9-8c4c930a465b">No deferred tax asset is recognised <span class="_ _2"></span>in respect of trading losses of £6.9m <span class="_ _2"></span>(2024: £6.7m). The losses may be recoverable <span class="_ _2"></span>in the future, and this </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs249"><ix:continuation id="_da925d7a-718e-49c2-a4c9-8c4c930a465b" continuedAt="_dccdaa17-e208-40c2-bc30-eb865755ac01">is dependent on subsidiary companies gen<span class="_ _2"></span>erating taxable profits sufficient to allow the u<span class="_ _2"></span>tilisation of these amounts. These deferred tax <span class="_ _2"></span>assets </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs24a"><ix:continuation id="_dccdaa17-e208-40c2-bc30-eb865755ac01" continuedAt="_5a03bba7-f2ca-461f-b3a6-fb62c4e634bb">cannot be offset against profits elsewhere <span class="_ _2"></span>in the Group as they relate to <span class="_ _2"></span>losses brought forward which can only be <span class="_ _2"></span>offset against taxable profits </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs24b"><ix:continuation id="_5a03bba7-f2ca-461f-b3a6-fb62c4e634bb" continuedAt="_2bb138a5-f292-405b-ba5a-fa59b6191b44">arising from the same trade in <span class="_ _2"></span>which the losses arose. There is no <span class="_ _2"></span>time limit for utilisation of these tax <span class="_ _2"></span>losses.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs24c"><ix:continuation id="_2bb138a5-f292-405b-ba5a-fa59b6191b44" continuedAt="_76b81a4e-049c-4837-8959-eaed68c341d7">No deferred tax asset is recognised <span class="_ _2"></span>in respect of capital losses of £3.7m <span class="_ _2"></span>(2024: £1.8m) as there are no capital <span class="_ _2"></span>profits forecast against which these </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs24d"><ix:continuation id="_76b81a4e-049c-4837-8959-eaed68c341d7" continuedAt="_334357e7-6ef6-41f8-af05-83760ab7abb6">losses can be utilised. There is <span class="_ _2"></span>no time limit for utilisation of these <span class="_ _2"></span>tax losses.<span class="_ _2d2"> </span></ix:continuation></div></ix:nonNumeric></div><div class="t m0 x15b h4a y1a84 ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x15b h4a y1a85 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   124<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   124<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
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AAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAC+sSojWJHZ5OiF5581BwAAWBM3bt4yhHTQG5rCKrSqYqfTMgcAYBMcDmaGsFztMrbbpTks+UDtjwzBLlAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAGdTGcGK1HXd3e+aAwAArInLu3uGkA56Q1NYhVZV7HRa5gAAbILDwcwQlqtdxna7NIclH6j9kSHYBQoAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAA4GwqI1iRuq67+11zAACANXF5d88Q0kFvaAqr0KqKnU7LHACATXA4mBnCcrXL2G6X5rDkA7U/MgS7QAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFiWyghWpK7r7n7XHAAAYE1c3t0zhHTQG5rCKrSqYqfTMgcAYBMcDmaGsFztMrbbpTks+UDtjwzBLlAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAGdTGcGKDIfD69eumgMAAKyJGzdvGUI66A1NYRVaVbHTaZkDALAJDgczQ1iudhnb7dIclnyg9keGYBcoAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAICzqYxgRe707l6/dtUcAABgTdy4ecsQ0kFvaAoAAACbwC5QAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAsD4qI1iR2eToheefNQcAAFgTN27eMoR00Buawiq0qmKn0zIHAGATHA5mhrBc7TK226U5LPlA7Y8MwS5QAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAABnUxnBitR13d3vmgMAAKyJy7t7hpAOekNTWIVWVex0WuYAAGyCw8HMEJarXcZ2uzSHJR+o/ZEh2AUKAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAOBsKiNYkbquu/tdcwAAgDVxeXfPENJBb2gKq9Cqip1OyxwAgE1wOJgZwnK1y9hul+aw5AO1PzIEu0ABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABYlsoIVqSu6+5+1xwAAGBNXN7dM4R00Buawiq0qmKn0zIHAGATHA5mhrBc7TK226U5LPlA7Y8MwS5QAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAABnUxnBitR13d3vmgMAAKyJy7t7hpAOekNTWIVWVex0WuYAAGyCw8HMEJarXcZ2uzSHJR+o/ZEh2AUKAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAOBsKiNYkbquu/tdcwAAgDVxeXfPENJBb2gKq9Cqip1OyxwAgE1wOJgZwnK1y9hul+aw5AO1PzIEu0ABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAHqYyghWp67q73zUHAABYE5d39wwhHfSGprAKrarY6bTMAQDYBIeDmSEsV7uM7XZpDks+UPsjQ7ALFAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAgGWpjGBFhsPh9WtXzQEAANbEjZu3DCEd9IamsAqtqtjptMwBANgEh4OZISxXu4ztdmkOSz5Q+yNDsAsUAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAMDZVEawIr3+4Pq1q+YAAABr4sbNW4aQDnpDUwAAANgEdoECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECwH+3bwcpjhthGIYlVSEJ+w5eGII3WTT0ohkyOX2vetMgH0RmkMfSzEQ1OYNDFYjoeY7w8S/0QgkAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAMqKJiiY13VtBABgD9Lv30bwMelQFeCurb9+/P31ix0AAGAj3j8+jVCP02yFEtrYHPvWDgDAHtweqxHy6kJ16IIdMh/qfTGC/wABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAANAzkRMAAAuDSURBVChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAADwnmqCQlNJwHewAAAAbcTpfjFCP02yFEtrYHPvWDgDAHtweqxHy6kJ16IIdMh/qfTGCV6AAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAADkEk1QSEppuA52AACAjTidL0aox2m2QgltbI59awcAYA9uj9UIeXWhOnTBDpkP9b4YwStQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAADPiSYoJKU0XAc7AADARpzOFyPU4zRboYQ2Nse+tQMAsAe3x2qEvLpQHbpgh8yHel+M4BUoAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAIDnRBMUklIaroMdAABgI07nixHqcZqtUEIbm2Pf2gEA2IPbYzVCXl2oDl2wQ+ZDvS9G8AoUAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAMBzogkKSSkN18EOAACwEafzxQj1OM1WKKGNzbFv7QAA7MHtsRohry5Uhy7YIfOh3hcjeAUKAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAABALtEEhaSUhutgBwAA/oM/Ln8agRLqcZqtUEIbm2Pf2gEA2IPbYzVCXl2oDl2wQ+ZDvS9G8AoUAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAMBzogkKmef57fXFDgAAsBHvH59GqMdptkIJbWyOfWsHAGAPbo/VCHl1oTp0wQ6ZD/W+GMErUAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAz4kmKOTb9P3t9cUOAACwEe8fn0aox2m2AgAAwB54BQoAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAACA/4NoglJtXdcx1HYAAPbg5z+/jZD5Y7KpYuNjMvuhJiMowFJ+/Vz++vrFDgAAsBHvH59GqMdptkIJbWyOfWsHAGAPbo/VCHl1oTp0wQ6ZD/W+GMF/gAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAOQSTVBISmm4DnYAAICNOJ0vRqjHabZCCW1sjn1rBwBgD26P1Qh5daE6dMEOmQ/1vhjBK1AAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAM+JJigkpTRcBzsAAMBGnM4XI9TjNFuhhDY2x761AwCwB7fHaoS8ulAdumCHzId6X4zgFSgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAgOdEExTybfr+9vpiBwAA2Ij3j08j1OM0WwEAAGAPvAIFAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAQD7/AnQY6XQYjHeIAAAAAElFTkSuQmCC" class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">124<span class="_ _1b6"> </span>125</div><div class="t m0 xf he y1f ff4b fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 xe he y1e ff4b fs6 fc4 sc0 ls9c ws9c">OTHER INFORMATION<span class="_ _182"></span><span class="fc0">FINANCIAL STATEMENTS<span class="_ _183"></span><span class="fc4">CORPORATE GOVERNANCE<span class="_ _13e"></span>STRATEGIC<span class="_ _2"></span> REPORT<span class="_ _184"></span><span class="ls37 ws36">OVERVIEW</span></span></span></div><div class="t m0 x18 h10 y21 ff4c fs4 fc6 sc0 ls1 ws0"> </div><div class="-ixh-highlight-region gs24e"><ix:continuation id="_120a60a4-e829-4e7c-9d4f-e0119401e40a"><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs24f"><ix:continuation id="_334357e7-6ef6-41f8-af05-83760ab7abb6" continuedAt="_59e60479-768d-47d3-9abd-aef284bdf57e">No deferred tax asset is recognised <span class="_ _2"></span>in respect of share based payments of <span class="_ _2"></span>£1.0m (2024: £2.0m). The deferred tax asset <span class="_ _2"></span>may be recoverable in the </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs250"><ix:continuation id="_59e60479-768d-47d3-9abd-aef284bdf57e" continuedAt="_e76078f7-6eae-4bd2-ad79-a06753ad52c6">future, and this is dependent on <span class="_ _2"></span>whether the applicable shares options held <span class="_ _2"></span>vest in a future period.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h6f ffb fs24 fc6 sc0 ls70 wsa0 gs251"><ix:continuation id="_e76078f7-6eae-4bd2-ad79-a06753ad52c6" continuedAt="_740ce1cc-9c30-402c-8846-834cb3fe0455">(d<span class="_ _2"></span>) <span class="_ _1ab"> </span> Deferred <span class="_ _1b5"> </span>tax<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs252"><ix:continuation id="_740ce1cc-9c30-402c-8846-834cb3fe0455" continuedAt="_13d7219a-b6f6-4996-a33a-8e0705e31323">An analysis of the balance sheet <span class="_ _2"></span>movements in deferred tax is as follows:<span class="_ _2d2"> </span></ix:continuation></div><div class="gs253"><ix:continuation id="_13d7219a-b6f6-4996-a33a-8e0705e31323" continuedAt="_87bea061-26ca-455e-8d3c-f89a691ea6fe"><table id="_0b95e859-9866-4779-92b7-5a63016f1257" class="s w1ab h11a"><tr><td /><td class="t m0 x1b0 h8b y2276 ffb fs11 fc7 sc0 ls1 ws0">2025 </td><td class="t m0 x1b1 h1d y2276 ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x1b3 h8b y2277 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x1b4 h1d y2277 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y2176 w1ac he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Net def<span class="_ _2"></span>erred t<span class="_ _2"></span>ax liability at 1 January<span class="_ _2d2"> </span></div></td><td class="c n x644 y2176 w26 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">1,642<span class="_ _2d2"> </span></div></td><td class="c n x645 y2176 w2c he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(166)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2177 w1ad he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Resear<span class="_ _2"></span>ch and development t<span class="_ _2"></span>ax credits<span class="_ _2d2"> </span></div></td><td class="c n x646 y2177 w10c he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws9b">(26)<span class="_ _2d2"> </span></div></td><td class="c n x647 y2177 w4f he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2178 w1ae he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Def<span class="_ _2"></span>erred t<span class="_ _2"></span>ax liability rec<span class="_ _2"></span>ognised directly in equity<span class="_ _2d2"> </span></div></td><td class="c n x648 y2178 w19 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">58<span class="_ _2d2"> </span></div></td><td class="c n x4f6 y2178 w8d he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(88)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2179 w1af he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Def<span class="_ _2"></span>erred t<span class="_ _2"></span>ax charge in inc<span class="_ _2"></span>ome sta<span class="_ _2"></span>tement f<span class="_ _2"></span>or the year fr<span class="_ _2"></span>om continuing oper<span class="_ _2"></span>ations<span class="_ _2d2"> </span></div></td><td class="c n x649 y2179 w27 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">325<span class="_ _2d2"> </span></div></td><td class="c n x64a y2179 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">1,897<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b6 w1b0 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Net def<span class="_ _2"></span>erred t<span class="_ _2"></span>ax liability/(asset) a<span class="_ _2"></span>t 31 December<span class="_ _2d2"> </span></div></td><td class="c n x64b y20b6 w26 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">1,999<span class="_ _2d2"> </span></div></td><td class="c n x64c y20b6 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">1,642<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs254"><ix:continuation id="_87bea061-26ca-455e-8d3c-f89a691ea6fe" continuedAt="_864b9180-3455-48d5-a7eb-90517d39ccf4">Net deferred tax liability analysed as:<span class="_ _2d2"> </span></ix:continuation></div><div class="gs255"><ix:continuation id="_864b9180-3455-48d5-a7eb-90517d39ccf4" continuedAt="_e4aad922-0932-4675-957b-ba68bbe31276"><table id="_b5c23d4b-cef2-4d14-9b31-608b0fb35501" class="s w1b1 h11b"><tr><td /><td class="t m0 x1b0 h8b y2278 ffb fs11 fc7 sc0 ls1 ws0">2025 </td><td class="t m0 x1b1 h1d y2278 ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x1b3 h8b y2279 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x1b4 h1d y2279 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y227a w1b2 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Accelerat<span class="_ _2"></span>ed capital allo<span class="_ _2"></span>wances<span class="_ _2d2"> </span></div></td><td class="c n x1cd y227a w2b he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws9b">(1,159)<span class="_ _2d2"> </span></div></td><td class="c n x64d y227a w21 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(1,433)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y227b w1b3 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Def<span class="_ _2"></span>erred t<span class="_ _2"></span>ax liability on separa<span class="_ _2"></span>tely identifiable in<span class="_ _2"></span>tangible assets<span class="_ _2d2"> </span></div></td><td class="c n x64e y227b w6b he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">4,455<span class="_ _2d2"> </span></div></td><td class="c n x52e y227b w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">4,410<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y227c w1b4 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Def<span class="_ _2"></span>erred t<span class="_ _2"></span>ax on financial assets<span class="_ _2d2"> </span></div></td><td class="c n x64f y227c w3a he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">234<span class="_ _2d2"> </span></div></td><td class="c n x650 y227c w3a he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">184<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y227d w1b5 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Def<span class="_ _2"></span>erred t<span class="_ _2"></span>ax on share options<span class="_ _2d2"> </span></div></td><td class="c n x651 y227d w70 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(618)<span class="_ _2d2"> </span></div></td><td class="c n x652 y227d w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(616)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y227e w1b6 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Other short<span class="_ _2"></span>-term tempor<span class="_ _2"></span>ary differ<span class="_ _2"></span>ences<span class="_ _2d2"> </span></div></td><td class="c n x2cf y227e w70 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(330)<span class="_ _2d2"> </span></div></td><td class="c n x653 y227e w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(221)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2178 w1b7 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>emporary differ<span class="_ _2"></span>ences <span class="_ _1c"></span>- FRS 102 to IFR<span class="_ _2"></span>S alignment<span class="_ _2d2"> </span></div></td><td class="c n x654 y2178 w27 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">216<span class="_ _2d2"> </span></div></td><td class="c n x655 y2178 w15f he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">-<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2179 w1b8 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal losses recognised<span class="_ _2d2"> </span></div></td><td class="c n x656 y2179 w70 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(799)<span class="_ _2d2"> </span></div></td><td class="c n x657 y2179 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(682)<span class="_ _2d2"> </span></div></td></tr><tr><td /><td class="c n x515 y20b6 w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">1,999<span class="_ _2d2"> </span></div></td><td class="c n x516 y20b6 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1,642<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs256"><ix:continuation id="_e4aad922-0932-4675-957b-ba68bbe31276" continuedAt="_b3702772-080c-461e-b7e9-93e087ca4027">At 31 December 2025, the Group <span class="_ _2"></span>has unused trading tax losses of £3.2m <span class="_ _2"></span>available for offset against future profits. See <span class="_ _2"></span>note 16c for commentary </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs257"><ix:continuation id="_b3702772-080c-461e-b7e9-93e087ca4027" continuedAt="_8df1ed2f-9321-43e0-87ef-404354987c7b">on those balances for which no <span class="_ _2"></span>deferred tax asset is recognised.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs258"><ix:continuation id="_8df1ed2f-9321-43e0-87ef-404354987c7b" continuedAt="_12d3615a-4f78-41fe-ade4-ae3c07ed7b61">At the end of either year <span class="_ _2"></span>there was no unrecognised deferred tax liability <span class="_ _2"></span>for taxes that would be payable on <span class="_ _2"></span>the unremitted earnings of the </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs259"><ix:continuation id="_12d3615a-4f78-41fe-ade4-ae3c07ed7b61" continuedAt="_57d01bcf-39f5-46d9-9ba7-2e9e605cc215">Group’s subsidiaries.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs25a"><ix:continuation id="_57d01bcf-39f5-46d9-9ba7-2e9e605cc215" continuedAt="_1e7f5df7-8610-4faf-bb43-9ff85a4dbdf7">Deferred tax charge in income statement <span class="_ _2"></span>relates to the following:<span class="_ _2d2"> </span></ix:continuation></div><div class="gs25b"><ix:continuation id="_1e7f5df7-8610-4faf-bb43-9ff85a4dbdf7" continuedAt="_0b79ef1f-1a34-413e-bbd4-f45a552e418a"><table id="_a46d2b8b-3d8e-4533-93f0-a248884a3901" class="s w1b9 h11c"><tr><td /><td class="t m0 x1b0 h8b y227f ffb fs11 fc7 sc0 ls1 ws0">2025 </td><td class="t m0 x1b1 h1d y227f ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x1b3 h8b y2280 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x1b4 h1d y2280 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y2281 w1ba he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Intangible asse<span class="_ _2"></span>ts recognised on business c<span class="_ _2"></span>ombinations<span class="_ _2d2"> </span></div></td><td class="c n x658 y2281 w41 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(45)<span class="_ _2d2"> </span></div></td><td class="c n x659 y2281 w3a he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">790<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2203 w1bb he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Accelerat<span class="_ _2"></span>ed capital allo<span class="_ _2"></span>wance<span class="_ _2d2"> </span></div></td><td class="c n x65a y2203 w70 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(274)<span class="_ _2d2"> </span></div></td><td class="c n x65b y2203 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(149)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21a4 w1b4 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Def<span class="_ _2"></span>erred t<span class="_ _2"></span>ax on financial assets<span class="_ _2d2"> </span></div></td><td class="c n x65c y21a4 w1bc he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(<span class="ffb ws9b">(50)<span class="_ _2d2"> </span></span></div></td><td class="c n x65d y21a4 w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2176 w1b5 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Def<span class="_ _2"></span>erred t<span class="_ _2"></span>ax on share options<span class="_ _2d2"> </span></div></td><td class="c n x65e y2176 w19 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">60<span class="_ _2d2"> </span></div></td><td class="c n x65f y2176 w19 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">40<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2177 w1bd he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Other tempor<span class="_ _2"></span>ary differ<span class="_ _2"></span>ences<span class="_ _2d2"> </span></div></td><td class="c n x660 y2177 w1be he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 lsa4 wsae">8<span class="_ _55"> </span>3<span class="_ _2d2"> </span></div></td><td class="c n x661 y2177 w10c he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(30)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2178 w1b7 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>emporary differ<span class="_ _2"></span>ences <span class="_ _1c"></span>- FRS 102 to IFR<span class="_ _2"></span>S alignment<span class="_ _2d2"> </span></div></td><td class="c n x634 y2178 w70 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(216)<span class="_ _2d2"> </span></div></td><td /></tr><tr><td class="c n x1b7 y2179 w1bf he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">T<span class="_ _0"></span>rading losses rec<span class="_ _2"></span>ognised<span class="_ _2d2"> </span></div></td><td class="c n x662 y2179 w27 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">117<span class="_ _2d2"> </span></div></td><td class="c n x663 y2179 w1e he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(2,548)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b6 w1c0 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal deferred ta<span class="_ _2"></span>x charged in inc<span class="_ _2"></span>ome stat<span class="_ _2"></span>ement<span class="_ _2d2"> </span></div></td><td class="c n x664 y20b6 w70 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(325)<span class="_ _2d2"> </span></div></td><td class="c n x665 y20b6 w1e he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(1,897)<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="gs25c"><ix:continuation id="_0b79ef1f-1a34-413e-bbd4-f45a552e418a"><table id="_9d5c40d0-cf6e-44bf-8e50-4eafc10a0bc7" class="s w1c1 h117"><tr><td /><td class="t m0 x1b0 h8b y2282 ffb fs11 fc7 sc0 ls1 ws0">2025 </td><td class="t m0 x1b1 h1d y2282 ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x1b3 h8b y2283 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x1b4 h1d y2283 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y2178 w1af he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Def<span class="_ _2"></span>erred t<span class="_ _2"></span>ax charge in inc<span class="_ _2"></span>ome sta<span class="_ _2"></span>tement f<span class="_ _2"></span>or the year fr<span class="_ _2"></span>om continuing oper<span class="_ _2"></span>ations<span class="_ _2d2"> </span></div></td><td class="c n x666 y2178 w70 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(325)<span class="_ _2d2"> </span></div></td><td class="c n x667 y2178 w21 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(1,897)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2179 w1c2 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Def<span class="_ _2"></span>erred t<span class="_ _2"></span>ax charge in inc<span class="_ _2"></span>ome sta<span class="_ _2"></span>tement f<span class="_ _2"></span>or the year fr<span class="_ _2"></span>om discontinued oper<span class="_ _2"></span>ations<span class="_ _2d2"> </span></div></td><td class="c n x668 y2179 w4f he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x669 y2179 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b6 w1c0 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal deferred ta<span class="_ _2"></span>x charged in inc<span class="_ _2"></span>ome stat<span class="_ _2"></span>ement<span class="_ _2d2"> </span></div></td><td class="c n x664 y20b6 w70 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(325)<span class="_ _2d2"> </span></div></td><td class="c n x665 y20b6 w1e he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(1,897)</div></td></tr></table></ix:continuation></div></ix:continuation></div><div class="t m0 x19d h4a y1a97 ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x19d h4a y1a98 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x19d h4a y1a9f ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x19d h4a y1aa0 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x19d h4a y1aae ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x19d h4a y1aaf ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x19d h4a y1ab8 ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x19d h4a y1ab9 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   125<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   125<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
<div id="pf80" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc80 w4 h0"><img 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class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">126<span class="_ _1b6"> </span>127</div><div class="t m0 x8 he y1f ff49 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x19 he y1e ff49 fs6 fc4 sc0 ls37 ws36">OVERVIEW</div><div class="t m0 x6 h10 y21 ffc fs4 fc6 sc0 ls9e ws12">Notes<span class="_ _1"></span> to<span class="_ _1"></span> the<span class="_ _7"></span> Group<span class="_ _1"></span> Finan<span class="_ _1"></span>cial<span class="_ _1"></span> S<span class="_ _2"></span>t<span class="_ _1"></span>atement<span class="_ _1"></span>s<span class="_ _1"></span> <span class="fs41 lsa0 wsa1">conti<span class="_ _2"></span>nued</span></div><div class="-ixh-highlight-region gs25d"><ix:nonNumeric name="ifrs-full:DisclosureOfGoodwillExplanatory" id="fact-567" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_885fa7e2-2bde-45eb-9e64-e3b58d8a7cd0"><div class="t m0 h6f ffb fs24 fc10 sc0 ls9a wsa7 gs25e"><ix:nonNumeric name="ifrs-full:DisclosureOfIntangibleAssetsExplanatory" id="fact-605" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_c80c79ff-57fa-4eb3-84ba-d7a19f3da76b"><ix:nonNumeric name="ifrs-full:DisclosureOfIntangibleAssetsAndGoodwillExplanatory" id="fact-14" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_01e75694-69fb-42f6-983a-b3d0dc400c62">1<span class="_ _2"></span>7<span class="_ _0"></span>. <span class="_ _13f"> </span> Intangible <span class="_ _1a4"> </span>assets<span class="_ _2d2"> </span></ix:nonNumeric></ix:nonNumeric></div><div class="t m0 h6f ffb fs24 fc6 sc0 ls99 wsac gs25f"><ix:continuation id="_c80c79ff-57fa-4eb3-84ba-d7a19f3da76b" continuedAt="_19b16f8c-a4a7-4d62-8100-a072f48086a5"><ix:continuation id="_01e75694-69fb-42f6-983a-b3d0dc400c62" continuedAt="_34c5c535-36b1-4ca3-8054-6e25d333b854">Goodwill and brand<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="gs1e7"><ix:continuation id="_34c5c535-36b1-4ca3-8054-6e25d333b854" continuedAt="_57354bfd-bb78-455b-90e6-ce5a138c950d"><ix:continuation id="_19b16f8c-a4a7-4d62-8100-a072f48086a5" continuedAt="_08b32e31-7507-461a-b84c-8f80d375552f"><table id="_59950b2f-5f8a-4bc7-829a-bb60ab2f9fa7" class="s w11b h11d"><tr><td /><td class="t m0 x66a h1d y2284 ffd fs11 fc7 sc0 ls1 ws0">Goodwill<span class="ffc"> </span></td><td class="t m0 x204 h4a y2284 ffc fs11 fc7 sc0 ls1 ws0">Brand </td><td class="t m0 x3d5 h4a y2284 ffc fs11 fc7 sc0 ls1 ws0">T<span class="_ _0"></span>otal </td></tr><tr><td /><td class="t m0 x203 h1d y2285 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x204 h1d y2285 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x205 h1d y2285 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="t m0 x206 h11 y2286 ffb fs8 fc3 sc0 ls1 ws0">Cost<span class="_ _237"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></td><td /><td /><td /></tr><tr><td class="c n x1b7 y2287 w1c3 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">At 31 December 2024<span class="_ _2d2"> </span></div></td><td class="c n x66b y2287 w36 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">16,855<span class="_ _2d2"> </span></div></td><td class="c n x66c y2287 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">6,911<span class="_ _2d2"> </span></div></td><td class="c n x66d y2287 w3c he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">23,766<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2288 wb1 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">A<span class="_ _2"></span>t 31 December 2025<span class="_ _2d2"> </span></div></td><td class="c n x25e y2288 w3c he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">16,855<span class="_ _2d2"> </span></div></td><td class="c n x66e y2288 w6b he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">6,911<span class="_ _2d2"> </span></div></td><td class="c n x22e y2288 w35 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">23,766<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x206 h11 y2289 ffb fs8 fc3 sc0 ls1 ws0">Net book value<span class="_ _2d2"> </span></td><td /><td /><td /></tr><tr><td class="c n x1b7 y228a wb1 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">A<span class="_ _2"></span>t 31 December 2025<span class="_ _2d2"> </span></div></td><td class="c n x25e y228a w3c he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">16,855<span class="_ _2d2"> </span></div></td><td class="c n x66e y228a w6b he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">6,911<span class="_ _2d2"> </span></div></td><td class="c n x22e y228a w35 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">23,766<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b6 w1c3 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">At 31 December 2024<span class="_ _2d2"> </span></div></td><td class="c n x66b y20b6 w36 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">16,855<span class="_ _2d2"> </span></div></td><td class="c n x66c y20b6 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">6,911<span class="_ _2d2"> </span></div></td><td class="c n x66d y20b6 w3d he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">23,766<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs260"><ix:continuation id="_08b32e31-7507-461a-b84c-8f80d375552f" continuedAt="_64dd5bbd-467a-42b2-b726-12203921e505"><ix:continuation id="_57354bfd-bb78-455b-90e6-ce5a138c950d" continuedAt="_32146f18-8417-4357-a2e6-dbf2634afc1a">The carrying amount of goodwill and <span class="_ _2"></span>brand by CGU is summarised below:<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="gs261"><ix:continuation id="_32146f18-8417-4357-a2e6-dbf2634afc1a" continuedAt="_7de6cf9d-d254-48b4-b8de-98325454a9c7"><ix:continuation id="_64dd5bbd-467a-42b2-b726-12203921e505" continuedAt="_c1c4f415-a035-4e11-9e7d-f00cdc56860c"><table id="_c5850594-7a1d-4200-868e-e7c9bf71e56e" class="s w11b h11e"><tr><td /><td class="t m0 x66f h8b y228b ffb fs11 fc7 sc0 ls1 ws0">Goodwill </td><td class="t m0 x670 h8b y228b ffb fs11 fc7 sc0 ls1 ws0">Brand </td><td class="t m0 x54c h1d y228b ffd fs11 fc7 sc0 ls1 ws0">Goodwill<span class="ffc"> </span></td><td class="t m0 x54d h4a y228b ffc fs11 fc7 sc0 ls1 ws0">Brand </td></tr><tr><td /><td class="t m0 x5e2 h8b y228c ffb fs11 fc7 sc0 ls1 ws0">2025 </td><td class="t m0 x1ff h8b y228c ffb fs11 fc7 sc0 ls1 ws0">2025 </td><td class="t m0 x200 h1d y228c ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></td><td class="t m0 x3af h1d y228c ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x3f7 h8b y228d ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x203 h8b y228d ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x204 h1d y228d ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x205 h1d y228d ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="t m0 x206 h11 y228e ffb fs8 fc3 sc0 ls1 ws0">CGUs<span class="_ _194"> </span> <span class="_ _ac"> </span> </td><td /><td /><td /><td /></tr><tr><td class="c n x1b7 y20ae w1c4 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">PRIMIS network<span class="_ _2d2"> </span></div></td><td class="c n x671 y20ae w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">6,950<span class="_ _2d2"> </span></div></td><td class="c n x672 y20ae w3a he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">180<span class="_ _2d2"> </span></div></td><td class="c n x211 y20ae w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">6,950<span class="_ _2d2"> </span></div></td><td class="c n x673 y20ae w27 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">180<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x674 y228f w1c5 he4"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">Financial Services segment total<span class="_ _2d2"> </span></div></td><td class="c n x675 y228f wa6 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">6,950<span class="_ _2d2"> </span></div></td><td class="c n x676 y228f w27 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">180<span class="_ _2d2"> </span></div></td><td class="c n x5ae y228f w30 he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0">6,950<span class="_ _2d2"> </span></div></td><td class="c n x677 y228f w27 he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0">180<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b0 w1c6 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">e.surv<span class="_ _2d2"> </span></div></td><td class="c n x678 y20b0 w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">9,569<span class="_ _2d2"> </span></div></td><td class="c n x679 y20b0 w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">1,305<span class="_ _2d2"> </span></div></td><td class="c n x67a y20b0 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">9,569<span class="_ _2d2"> </span></div></td><td class="c n x67b y20b0 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1,305<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y211e w1c7 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>empleton LP<span class="_ _0"></span>A<span class="_ _2d2"> </span></div></td><td class="c n x4c2 y211e w3a he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">336<span class="_ _2d2"> </span></div></td><td class="c n x67c y211e w4f he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x67d y211e w27 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">336<span class="_ _2d2"> </span></div></td><td class="c n x67e y211e w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x674 y2290 w1c8 he4"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">Surveying &amp; V<span class="_ _0"></span>aluation segment total<span class="_ _2d2"> </span></div></td><td class="c n x67f y2290 wa6 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">9,905<span class="_ _2d2"> </span></div></td><td class="c n x680 y2290 w6b he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">1,305<span class="_ _2d2"> </span></div></td><td class="c n x681 y2290 w30 he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0">9,905<span class="_ _2d2"> </span></div></td><td class="c n x238 y2290 w30 he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0">1,305<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b3 w1c9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Y<span class="_ _0"></span>our Move and Reeds Rains<span class="_ _2d2"> </span></div></td><td class="c n x682 y20b3 w4f he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x683 y20b3 w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">3,751<span class="_ _2d2"> </span></div></td><td class="c n x684 y20b3 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x685 y20b3 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">3,751<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21d9 w1ca he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">LSLi<span class="_ _2d2"> </span></div></td><td class="c n x686 y21d9 w4f he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x687 y21d9 w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">1,675<span class="_ _2d2"> </span></div></td><td class="c n x48e y21d9 w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x640 y21d9 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1,675<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x674 y2291 w1cb he4"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">Esta<span class="_ _2"></span>te Agency Fr<span class="_ _2"></span>anchising segment tot<span class="_ _2"></span>al<span class="_ _2d2"> </span></div></td><td class="c n x688 y2291 w4f he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x689 y2291 w26 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">5,426<span class="_ _2d2"> </span></div></td><td class="c n x68a y2291 w33 he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x2b2 y2291 w30 he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0">5,426<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b6 w1cc he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal<span class="_ _2d2"> </span></div></td><td class="c n x68b y20b6 w35 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">16,855<span class="_ _2d2"> </span></div></td><td class="c n x68c y20b6 w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">6,911<span class="_ _2d2"> </span></div></td><td class="c n x68d y20b6 w36 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">16,855<span class="_ _2d2"> </span></div></td><td class="c n x59e y20b6 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">6,911<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></ix:continuation></div><div class="t m0 hbf ff16 fs24 fc6 sc0 ls2e ws2d gs262"><ix:nonNumeric name="ifrs-full:DisclosureOfImpairmentOfAssetsExplanatory" id="fact-622" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_f8ee039d-ac84-4fd0-beab-8a72fcc97bdb"><ix:continuation id="_c1c4f415-a035-4e11-9e7d-f00cdc56860c" continuedAt="_6bab7275-7356-4be5-abb6-1bc4c6e6bb56"><ix:continuation id="_7de6cf9d-d254-48b4-b8de-98325454a9c7" continuedAt="_9e6a7eea-c9f9-4358-8397-e8b5c75aab3d">Impa<span class="_ _1"></span>irmen<span class="_ _1"></span>t of goodwi<span class="_ _1"></span>ll and othe<span class="_ _1"></span>r intan<span class="_ _1"></span>gible<span class="_ _1"></span>s with ind<span class="_ _1"></span>efini<span class="_ _1"></span>te usef<span class="_ _1"></span>ul lives<span class="_ _2d2"> </span></ix:continuation></ix:continuation></ix:nonNumeric></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs263"><ix:continuation id="_f8ee039d-ac84-4fd0-beab-8a72fcc97bdb" continuedAt="_525f130a-9895-401a-aa50-e8f8acd811da"><ix:continuation id="_6bab7275-7356-4be5-abb6-1bc4c6e6bb56" continuedAt="_99f392fd-6545-49c1-9906-549fa2497b9f"><ix:continuation id="_9e6a7eea-c9f9-4358-8397-e8b5c75aab3d" continuedAt="_2a9c719a-5706-4f85-a68b-cbe95074770c">The Group tests goodwill and the <span class="_ _2"></span>indefinite life intangible assets annually for impairment, <span class="_ _2"></span>or more frequently if there are indicators <span class="_ _2"></span>of impairment. </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs264"><ix:continuation id="_525f130a-9895-401a-aa50-e8f8acd811da" continuedAt="_39169403-d255-4c8d-9af5-c1b5ee6f7ad1"><ix:continuation id="_99f392fd-6545-49c1-9906-549fa2497b9f" continuedAt="_7082fade-3b8a-4bef-8154-a97d76e3c44d"><ix:continuation id="_2a9c719a-5706-4f85-a68b-cbe95074770c" continuedAt="_dbf4fb8b-2feb-4688-ba88-34f74ffe2862">Goodwill and brands acquired through busin<span class="_ _2"></span>ess combinations have been allocated for impairment <span class="_ _2"></span>testing purposes to statutory companies or </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs265"><ix:continuation id="_39169403-d255-4c8d-9af5-c1b5ee6f7ad1" continuedAt="_5b7df295-5aef-47a2-9582-945f2de1db21"><ix:continuation id="_7082fade-3b8a-4bef-8154-a97d76e3c44d" continuedAt="_cf22bf62-46f8-4848-b54f-9525a6984082"><ix:continuation id="_dbf4fb8b-2feb-4688-ba88-34f74ffe2862" continuedAt="_b5c0b916-70e9-47a2-8c3b-f26d1f1a7f1d">groups of statutory companies which are <span class="_ _2"></span>managed as individual CGUs as disclosed in <span class="_ _2"></span>the table above.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 hd4 ff13 fs24 fc6 sc0 ls2e ws2d gs266"><ix:continuation id="_5b7df295-5aef-47a2-9582-945f2de1db21" continuedAt="_52d4b9fc-731a-496c-85b9-02ff1552eae7"><ix:continuation id="_cf22bf62-46f8-4848-b54f-9525a6984082" continuedAt="_0869cab8-3b38-44e5-8229-4637f2bb9b90"><ix:continuation id="_b5c0b916-70e9-47a2-8c3b-f26d1f1a7f1d" continuedAt="_409f512b-ba60-4d2c-a873-f7ea7fce26ae">Recove<span class="_ _1"></span>rable amo<span class="_ _1"></span>unt of CGUs<span class="_ _2d2"> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs267"><ix:continuation id="_52d4b9fc-731a-496c-85b9-02ff1552eae7" continuedAt="_c42902fe-f26a-493a-a8d6-83717b359368"><ix:continuation id="_0869cab8-3b38-44e5-8229-4637f2bb9b90" continuedAt="_1461c13f-f923-4b13-8a16-2e291066bf3e"><ix:continuation id="_409f512b-ba60-4d2c-a873-f7ea7fce26ae" continuedAt="_50432cc9-3691-4037-ad06-c190d9cb37af">The recoverable amounts of the Financial <span class="_ _2"></span>Services, Surveying &amp; Valuation and Estate Agency <span class="_ _2"></span>Franchising companies have been determined based </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs268"><ix:continuation id="_c42902fe-f26a-493a-a8d6-83717b359368" continuedAt="_877e00cd-65d4-4243-aa1e-d26ec268075e"><ix:continuation id="_1461c13f-f923-4b13-8a16-2e291066bf3e" continuedAt="_d229157d-d10f-4a34-9a26-6f97838a50b2"><ix:continuation id="_50432cc9-3691-4037-ad06-c190d9cb37af" continuedAt="_5dd94fb0-451a-478a-9a50-32949b4c29d0">on a value-in-use (VIU) calculation using <span class="_ _2"></span>cash flow projections based on financial <span class="_ _2"></span>budgets and forecasts approved by the Board <span class="_ _2"></span>and in the three-<span class="_ _2d2"> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs269"><ix:continuation id="_877e00cd-65d4-4243-aa1e-d26ec268075e" continuedAt="_ad677707-60ba-4921-bc95-5dd4edf41025"><ix:continuation id="_d229157d-d10f-4a34-9a26-6f97838a50b2" continuedAt="_4a760e97-9929-404e-b489-3e47a8d1bd66"><ix:continuation id="_5dd94fb0-451a-478a-9a50-32949b4c29d0" continuedAt="_7017be64-b86f-4d64-a349-0834f219b841">year plan.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs26a"><ix:continuation id="_ad677707-60ba-4921-bc95-5dd4edf41025" continuedAt="_13a76a83-2ef8-414c-a4d5-fba74a71cfa5"><ix:continuation id="_4a760e97-9929-404e-b489-3e47a8d1bd66" continuedAt="_bbc35a7f-46ba-47ca-ab1d-e327d639ca53"><ix:continuation id="_7017be64-b86f-4d64-a349-0834f219b841" continuedAt="_f97e204e-ed5a-4077-ba77-c2c2ff81a48b">Cash flow projections are based on <span class="_ _2"></span>the Group’s three-year plan covering the p<span class="_ _2"></span>eriod 2026 to 2028. Cash flows beyond th<span class="_ _2"></span>is period are extrapolated </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs26b"><ix:continuation id="_13a76a83-2ef8-414c-a4d5-fba74a71cfa5" continuedAt="_3f61baef-9c4f-4122-afdd-8e2d5775698e"><ix:continuation id="_bbc35a7f-46ba-47ca-ab1d-e327d639ca53" continuedAt="_1c8ed371-e948-4faa-a5cf-bca62157ec79"><ix:continuation id="_f97e204e-ed5a-4077-ba77-c2c2ff81a48b" continuedAt="_7e16a53a-65b7-4bfd-b003-076d014906b2">using a terminal growth rate of <span class="_ _2"></span>2.0%.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs26c"><ix:continuation id="_3f61baef-9c4f-4122-afdd-8e2d5775698e" continuedAt="_9b8e0646-9bc6-4d1a-b022-a7f4c1cc5869"><ix:continuation id="_1c8ed371-e948-4faa-a5cf-bca62157ec79" continuedAt="_17a47b8c-7280-4edf-a9dc-7a20f7749017"><ix:continuation id="_7e16a53a-65b7-4bfd-b003-076d014906b2" continuedAt="_bcf1f4ad-6e5c-4672-9d6a-c57d42c476d6">The calculation of value-in-use for each <span class="_ _2"></span>of the Financial Services, Surveying &amp; Valuation <span class="_ _2"></span>and Estate Agency companies is most sensitive <span class="_ _2"></span>to the </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs26d"><ix:continuation id="_9b8e0646-9bc6-4d1a-b022-a7f4c1cc5869" continuedAt="_1c6fee4a-234e-4838-9283-c6ed9baae419"><ix:continuation id="_17a47b8c-7280-4edf-a9dc-7a20f7749017" continuedAt="_be2807d8-4928-4804-944b-125e828eb230"><ix:continuation id="_bcf1f4ad-6e5c-4672-9d6a-c57d42c476d6" continuedAt="_786bba8d-4713-4a75-ba5a-4fc87c3af3fd">following assumptions:<span class="_ _2d2"> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h14 ffc fs8 fca sc0 ls14 ws11 gs26e"><ix:continuation id="_1c6fee4a-234e-4838-9283-c6ed9baae419" continuedAt="_d99babdc-d04c-4827-98c3-208553b9e140"><ix:continuation id="_be2807d8-4928-4804-944b-125e828eb230" continuedAt="_cc42a8e9-893e-4b06-a908-15c95d409bfe"><ix:continuation id="_786bba8d-4713-4a75-ba5a-4fc87c3af3fd" continuedAt="_a5611b8e-bafa-4f06-abd4-8cec8536b903">• <span class="_ _16"> </span><span class="fc8 ws0">Discount rates<span class="_ _2d2"> </span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffc fs8 fca sc0 ls14 ws11 gs26f"><ix:continuation id="_d99babdc-d04c-4827-98c3-208553b9e140" continuedAt="_6df7c76e-2ee3-4d00-a633-cc4d30c70615"><ix:continuation id="_cc42a8e9-893e-4b06-a908-15c95d409bfe" continuedAt="_18e00e03-0a11-4060-80be-8115001a5dd2"><ix:continuation id="_a5611b8e-bafa-4f06-abd4-8cec8536b903" continuedAt="_776c37dd-98b6-4095-b695-b9cd0940b314">• <span class="_ _16"> </span><span class="ffd fc8">Performance in the market<span class="_ _2d2"> </span></span></ix:continuation></ix:continuation></ix:continuation></div></ix:nonNumeric></div><div class="t m0 x17 h4a y19c2 ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x17 h4a y19c3 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 xc3 h11 y1ac1 ffb fs8 fc3 sc0 ls1 ws0"> </div><div class="t m0 xc1 h14 y1ac3 ffc fs8 fc3 sc0 ls1 ws0"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </div><div class="t m0 x13d h4a y1ac7 ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x13d h4a y1ac8 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 xec hda y1acd ffc fs19 fc3 sc0 ls1 ws0"> <span class="_ _13c"> </span> </div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   126<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   126<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
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" class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">126<span class="_ _1b6"> </span>127</div><div class="t m0 xf he y1f ff4b fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 xe he y1e ff4b fs6 fc4 sc0 ls9c ws9c">OTHER INFORMATION<span class="_ _182"></span><span class="fc0">FINANCIAL STATEMENTS<span class="_ _183"></span><span class="fc4">CORPORATE GOVERNANCE<span class="_ _13e"></span>STRATEGIC<span class="_ _2"></span> REPORT<span class="_ _184"></span><span class="ls37 ws36">OVERVIEW</span></span></span></div><div class="t m0 x18 h10 y21 ff4c fs4 fc6 sc0 ls1 ws0"> </div><div class="-ixh-highlight-region gs270"><ix:continuation id="_885fa7e2-2bde-45eb-9e64-e3b58d8a7cd0"><div class="t m0 h6f ffb fs24 fc6 sc0 ls9b ws99 gs271"><ix:continuation id="_6df7c76e-2ee3-4d00-a633-cc4d30c70615" continuedAt="_f8ad92a5-3cb5-4209-9244-29cd3353a4f5"><ix:continuation id="_18e00e03-0a11-4060-80be-8115001a5dd2" continuedAt="_9a7eb2a1-4b98-4d6a-af31-2e7d1c1aa917"><ix:continuation id="_776c37dd-98b6-4095-b695-b9cd0940b314" continuedAt="_b9104f3c-ff51-4f2d-84b4-c746cf7753a7">Discount rates<span class="_ _2d2"> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs272"><ix:continuation id="_f8ad92a5-3cb5-4209-9244-29cd3353a4f5" continuedAt="_d07cde22-cc39-4cd7-b7e4-eb0061ae37aa"><ix:continuation id="_9a7eb2a1-4b98-4d6a-af31-2e7d1c1aa917" continuedAt="_c3493a34-2858-436d-887c-55d367ce78b2"><ix:continuation id="_b9104f3c-ff51-4f2d-84b4-c746cf7753a7" continuedAt="_12f584ec-d410-40b9-b91c-5cc7bf3bded9">The pre-tax discount rate applied to <span class="_ _2"></span>cash flow projections used in the VIU <span class="_ _2"></span>models is as follows:<span class="_ _2d2"> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="gs273"><ix:continuation id="_12f584ec-d410-40b9-b91c-5cc7bf3bded9" continuedAt="_b820f428-edec-4d9b-983c-24051cef88ac"><ix:continuation id="_c3493a34-2858-436d-887c-55d367ce78b2" continuedAt="_05d60bd3-686a-4593-ab31-b7fcdbd287d3"><ix:continuation id="_d07cde22-cc39-4cd7-b7e4-eb0061ae37aa" continuedAt="_d0e63fb7-85f7-433e-ac4c-f2c88f0e22ad"><table id="_d5e6a677-7af7-488b-aa4b-376c092f1ef0" class="s w1cd h11f"><tr><td /><td class="c n x68e y2292 w13a h104"><div class="t m0 x1b6 h1d y2210 ffb fs11 fc7 sc0 ls1 ws0">2025<span class="_ _2d2"> </span></div></td><td class="c n x68f y2292 w13a h104"><div class="t m0 x1b6 h1d y2210 ffd fs11 fc7 sc0 ls1 ws0">2024<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2178 w16a he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Financial Services<span class="_ _2d2"> </span></div></td><td class="c n x690 y2178 wfd he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">16.4%<span class="_ _2d2"> </span></div></td><td class="c n x691 y2178 w1ce he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">16.3%<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2179 w16b he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Surveying &amp; V<span class="_ _0"></span>aluation<span class="_ _2d2"> </span></div></td><td class="c n x692 y2179 wfe he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">16.5%<span class="_ _2d2"> </span></div></td><td class="c n x693 y2179 w1ce he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">17.3%<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b6 w16c he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Esta<span class="_ _2"></span>te Agency Fr<span class="_ _2"></span>anchising<span class="_ _2d2"> </span></div></td><td class="c n x694 y20b6 wfe he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">15.7%<span class="_ _2d2"> </span></div></td><td class="c n x695 y20b6 w1ce he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">15.9%<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs274"><ix:continuation id="_d0e63fb7-85f7-433e-ac4c-f2c88f0e22ad" continuedAt="_e070e9fa-3b9d-4020-8cec-971e348389a0"><ix:continuation id="_05d60bd3-686a-4593-ab31-b7fcdbd287d3" continuedAt="_d273a81b-7334-4c70-baa4-3032693cde5f"><ix:continuation id="_b820f428-edec-4d9b-983c-24051cef88ac" continuedAt="_304ea764-3660-4166-98c9-0535a84184d2">Cash flows beyond the three-year plan <span class="_ _2"></span>are extrapolated using a 2.0% growth rate <span class="_ _2"></span>(2024: 2.0%). The terminal growth rate of <span class="_ _2"></span>does not exceed </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs275"><ix:continuation id="_e070e9fa-3b9d-4020-8cec-971e348389a0" continuedAt="_076024c3-a22a-4123-9302-0bae9859aaeb"><ix:continuation id="_d273a81b-7334-4c70-baa4-3032693cde5f" continuedAt="_f4cc8c73-25b2-421e-af8e-63a378e656cc"><ix:continuation id="_304ea764-3660-4166-98c9-0535a84184d2" continuedAt="_a0f850d5-7d92-476f-88fc-4d81497bab7a">the long-term average growth rate for <span class="_ _2"></span>the UK economy and reflects management’s expectation <span class="_ _2"></span>of long-term sustainable growth in the </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs276"><ix:continuation id="_076024c3-a22a-4123-9302-0bae9859aaeb" continuedAt="_4a6459d6-5100-402f-aead-2ebaa7c15b14"><ix:continuation id="_f4cc8c73-25b2-421e-af8e-63a378e656cc" continuedAt="_2f6bd486-ec74-41e9-a797-e8bb5359ffee"><ix:continuation id="_a0f850d5-7d92-476f-88fc-4d81497bab7a" continuedAt="_b550aa91-51f3-4e72-911d-1e3bcefaa78e">relevant markets.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 hd4 ff13 fs24 fc6 sc0 ls2e ws2d gs277"><ix:continuation id="_4a6459d6-5100-402f-aead-2ebaa7c15b14" continuedAt="_2c9650d2-2b71-42bb-bbb8-d2e8df5dbfaa"><ix:continuation id="_2f6bd486-ec74-41e9-a797-e8bb5359ffee" continuedAt="_b2ead7e8-cc66-47c4-bac1-37a227a41c45"><ix:continuation id="_b550aa91-51f3-4e72-911d-1e3bcefaa78e" continuedAt="_4d3fcd35-8570-4b61-8468-07bbd270146e">Per<span class="_ _1"></span>forman<span class="_ _1"></span>ce in the market<span class="_ _2d2"> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs278"><ix:continuation id="_2c9650d2-2b71-42bb-bbb8-d2e8df5dbfaa" continuedAt="_2d0a2992-db9a-4dad-be40-50d6f9e6eb7e"><ix:continuation id="_b2ead7e8-cc66-47c4-bac1-37a227a41c45" continuedAt="_1b10013d-ddef-4079-b63c-1eb2e623e42c"><ix:continuation id="_4d3fcd35-8570-4b61-8468-07bbd270146e" continuedAt="_69ec9027-ee56-4cc6-a93f-b22ee2e835d1">Management’s impairment assessment incorporates key assumptions <span class="_ _2"></span>reflecting the performance of the market, such <span class="_ _2"></span>as housing transaction </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs279"><ix:continuation id="_2d0a2992-db9a-4dad-be40-50d6f9e6eb7e" continuedAt="_bdc3811d-8a67-48dd-96f3-80edb19d2dc9"><ix:continuation id="_1b10013d-ddef-4079-b63c-1eb2e623e42c" continuedAt="_6457ecfd-31e0-43e1-9851-cffe4ef63b09"><ix:continuation id="_69ec9027-ee56-4cc6-a93f-b22ee2e835d1" continuedAt="_9735a907-ebcc-4f18-8a49-2931b046e1b8">volumes, house price forecasts, mortgage lending <span class="_ _2"></span>trends, market interest rates, and broader economic, <span class="_ _2"></span>legal and technological factors affecting </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs27a"><ix:continuation id="_bdc3811d-8a67-48dd-96f3-80edb19d2dc9" continuedAt="_bd55baf0-e008-495e-9ea2-ec66c32a5ca3"><ix:continuation id="_6457ecfd-31e0-43e1-9851-cffe4ef63b09" continuedAt="_47d39257-3141-44eb-a64b-bb94f28e7ce0"><ix:continuation id="_9735a907-ebcc-4f18-8a49-2931b046e1b8" continuedAt="_64ad5c76-f9b7-4434-998f-5febd6900c5a">operations. These assumptions are derived from <span class="_ _2"></span>a combination of internal forecasts and external <span class="_ _2"></span>market data, and are reflected in the <span class="_ _2"></span>revenue </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs27b"><ix:continuation id="_bd55baf0-e008-495e-9ea2-ec66c32a5ca3" continuedAt="_b22c7b11-33d9-4649-ab61-13c0b42b7e0f"><ix:continuation id="_47d39257-3141-44eb-a64b-bb94f28e7ce0" continuedAt="_eae97d1e-51d1-40ec-bcd5-10a2bfab61e8"><ix:continuation id="_64ad5c76-f9b7-4434-998f-5febd6900c5a" continuedAt="_1637c588-878b-4ad1-8d46-65d58b787c4f">growth, margin and cost projections for <span class="_ _2"></span>each cash-generating unit (CGU).<span class="_ _2d2"> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs27c"><ix:continuation id="_b22c7b11-33d9-4649-ab61-13c0b42b7e0f" continuedAt="_491523fb-dfdd-4aee-ae90-0270f9487955"><ix:continuation id="_eae97d1e-51d1-40ec-bcd5-10a2bfab61e8" continuedAt="_aa4dec37-bfc4-4178-97b8-112ee970155d"><ix:continuation id="_1637c588-878b-4ad1-8d46-65d58b787c4f" continuedAt="_00e4d69f-75f9-4e25-ad33-6312980f5749">These assumptions reflect management’s expectations of <span class="_ _2"></span>how each CGU will perform over the <span class="_ _2"></span>three-year forecast period (2026 to 2028) and </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs27d"><ix:continuation id="_491523fb-dfdd-4aee-ae90-0270f9487955" continuedAt="_4b3303ae-83d7-450c-aceb-51816f0ba217"><ix:continuation id="_aa4dec37-bfc4-4178-97b8-112ee970155d" continuedAt="_073d6816-666e-47ab-aa0a-50a17d468077"><ix:continuation id="_00e4d69f-75f9-4e25-ad33-6312980f5749" continuedAt="_485bc5a3-ad13-46b3-9ac9-d7e6d1b819ef">are used to calculate the value-in-use <span class="_ _2"></span>of the CGUs. CGU-specific operating assumptions are <span class="_ _2"></span>applied to forecast cash flows and relate <span class="_ _2"></span>to revenue </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs27e"><ix:continuation id="_4b3303ae-83d7-450c-aceb-51816f0ba217" continuedAt="_d2f06629-7405-4741-84df-195dbf21abf6"><ix:continuation id="_073d6816-666e-47ab-aa0a-50a17d468077" continuedAt="_108bd943-5e69-456a-a88e-7bbf63cf7f24"><ix:continuation id="_485bc5a3-ad13-46b3-9ac9-d7e6d1b819ef" continuedAt="_b2b54b20-4161-498c-a46d-81fd194ab6eb">forecasts and underlying profit margins within <span class="_ _2"></span>each of the operating CGUs. The values <span class="_ _2"></span>ascribed to each assumption vary between CGUs, </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs27f"><ix:continuation id="_d2f06629-7405-4741-84df-195dbf21abf6" continuedAt="_280ed591-f5f9-4907-8781-d8624735f30b"><ix:continuation id="_108bd943-5e69-456a-a88e-7bbf63cf7f24" continuedAt="_f307e3a1-2058-4809-9a83-78020e76a831"><ix:continuation id="_b2b54b20-4161-498c-a46d-81fd194ab6eb" continuedAt="_be2c7b48-5b15-42fe-b0b2-216f75c47a8c">as forecasts are built from the <span class="_ _2"></span>underlying business units within each CGU group. <span class="_ _2"></span>The assumptions are based on a comb<span class="_ _2"></span>ination of historical </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs280"><ix:continuation id="_280ed591-f5f9-4907-8781-d8624735f30b" continuedAt="_d69ac001-7495-454c-890c-e208a5d9ef07"><ix:continuation id="_f307e3a1-2058-4809-9a83-78020e76a831" continuedAt="_12855a27-48b7-43ca-993f-83b09b93bca5"><ix:continuation id="_be2c7b48-5b15-42fe-b0b2-216f75c47a8c" continuedAt="_25f292dd-27cb-4e06-9442-f2f5767aacd1">performance, observable market trends, and managemen<span class="_ _2"></span>t’s expectations of future market developments.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 hbf ff16 fs24 fc6 sc0 ls2e ws2d gs281"><ix:continuation id="_d69ac001-7495-454c-890c-e208a5d9ef07" continuedAt="_ccce62d8-c35c-4570-96ef-33647ce26e57"><ix:continuation id="_12855a27-48b7-43ca-993f-83b09b93bca5" continuedAt="_cb23f91f-e892-4936-9e7f-94081f9b6951"><ix:continuation id="_25f292dd-27cb-4e06-9442-f2f5767aacd1" continuedAt="_2969f305-9648-42df-9ba5-b7c72dc37781">Sen<span class="_ _1"></span>siti<span class="_ _1"></span>vit<span class="_ _1"></span>y to change<span class="_ _1"></span>s in assum<span class="_ _1"></span>ption<span class="_ _1"></span>s<span class="_ _2d2"> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs282"><ix:continuation id="_ccce62d8-c35c-4570-96ef-33647ce26e57" continuedAt="_08a31c35-1f82-4df6-b358-7070ff7e53ac"><ix:continuation id="_cb23f91f-e892-4936-9e7f-94081f9b6951" continuedAt="_77a79b42-5c1a-4fc4-9b07-ffb1efa7322b"><ix:continuation id="_2969f305-9648-42df-9ba5-b7c72dc37781" continuedAt="_c4e434b7-9ca6-454f-80f4-3eeb1fd25c6c">The Group performed sensitivity analysis on <span class="_ _2"></span>key assumptions, including discount rates (±1.5%) <span class="_ _2"></span>and terminal growth rates (±1%). Under these </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs283"><ix:continuation id="_08a31c35-1f82-4df6-b358-7070ff7e53ac" continuedAt="_86894049-6478-4e89-b656-c6edc2f21da6"><ix:continuation id="_77a79b42-5c1a-4fc4-9b07-ffb1efa7322b" continuedAt="_8d1c5efa-9ab0-4b16-877d-320be8c639ca"><ix:continuation id="_c4e434b7-9ca6-454f-80f4-3eeb1fd25c6c" continuedAt="_2c12949a-d9c2-4545-99c7-08e62183a2d1">scenarios, all CGUs retained sufficient headroom <span class="_ _2"></span>and therefore no impairment required. The most <span class="_ _2"></span>sensitive CGU is e.surv, where a 1.5% <span class="_ _2"></span>increase </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs284"><ix:continuation id="_86894049-6478-4e89-b656-c6edc2f21da6"><ix:continuation id="_8d1c5efa-9ab0-4b16-877d-320be8c639ca" continuedAt="_aaa60d9e-3158-48b6-829b-b6e49308132a"><ix:continuation id="_2c12949a-d9c2-4545-99c7-08e62183a2d1" continuedAt="_5357d4dc-14c0-428a-a2fa-34ec9602bb78">in discount rate would reduce headroom <span class="_ _2"></span>by £10.2m but not result in <span class="_ _2"></span>impairment.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></ix:continuation></div></ix:continuation></div><div class="t m0 x18 h6f y1afa ffb fs24 fc6 sc0 ls70 ws6b"><ix:continuation id="_aaa60d9e-3158-48b6-829b-b6e49308132a" continuedAt="_ae704ada-3938-41f2-987f-319308024efd"><ix:continuation id="_5357d4dc-14c0-428a-a2fa-34ec9602bb78" continuedAt="_ab342c9b-1bd3-4d35-bfc3-b312f524989e">Other intangible assets<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 x184 h4a y1afb ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x184 h4a y1afc ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="x1ae z2b gs1"><ix:continuation id="_ab342c9b-1bd3-4d35-bfc3-b312f524989e" continuedAt="_23ee4289-4616-43e3-bace-aedb2e742d68"><ix:continuation id="_ae704ada-3938-41f2-987f-319308024efd" continuedAt="_7e3399ef-c07e-4bea-83c2-3b2b5910de80"><table id="_542ff281-af53-46bd-b3d0-81ff12930e8c" class="s w1cf h120"><tr><td /><td class="t m0 x696 h4a y2293 ffc fs11 fc7 sc0 ls1 ws0">Customer </td><td class="t m0 x582 h4a y2293 ffc fs11 fc7 sc0 ls1 ws0">Franchise </td><td /><td class="t m0 x697 h1d y2293 ffd fs11 fc7 sc0 ls1 ws0">Relationship <span class="ffc"> </span></td><td /></tr><tr><td /><td class="t m0 x589 h4a y2294 ffc fs11 fc7 sc0 ls1 ws0">contr<span class="_ _2"></span>acts </td><td class="t m0 x466 h4a y2294 ffc fs11 fc7 sc0 ls1 ws0">agreements </td><td class="t m0 x698 h1d y2295 ffd fs11 fc7 sc0 ls1 ws0">Software<span class="ffc"> </span></td><td class="t m0 x699 h4a y2294 ffc fs11 fc7 sc0 ls1 ws0">Asset </td><td class="t m0 x1b1 h8b y2295 ffb fs11 fc7 sc0 ls1 ws0">T<span class="_ _0"></span>otal </td></tr><tr><td /><td class="t m0 x469 h1d y2296 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x46a h1d y2296 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x46b h1d y2297 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x1b3 h1d y2296 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x1b4 h8b y2297 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="t m0 x1b5 h11 y2298 ffb fs8 fc3 sc0 ls1 ws0">Cost<span class="_ _1e6"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></td><td /><td /><td /><td /><td /></tr><tr><td class="c n x1b7 y21ba w1d0 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">At 1 January 2024<span class="_ _2d2"> </span></div></td><td class="c n x69a y21ba wa5 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">625<span class="_ _2d2"> </span></div></td><td class="c n x69b y21ba w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">12,766<span class="_ _2d2"> </span></div></td><td class="c n x69c y21ba w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">19,397<span class="_ _2d2"> </span></div></td><td class="c n x69d y21ba w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x69e y21ba w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">32,788<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2299 w1d1 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Additions<span class="_ _2d2"> </span></div></td><td class="c n x69f y2299 wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x6a0 y2299 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x6a1 y2299 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2,093<span class="_ _2d2"> </span></div></td><td class="c n x5ae y2299 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">9,295<span class="_ _2d2"> </span></div></td><td class="c n x6a2 y2299 w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">11,388<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y229a wb1 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">A<span class="_ _2"></span>t 31 December 2024<span class="_ _2d2"> </span></div></td><td class="c n x6a3 y229a wa5 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">625<span class="_ _2d2"> </span></div></td><td class="c n x6a4 y229a w35 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">12,766<span class="_ _2d2"> </span></div></td><td class="c n x6a5 y229a w3c he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">21,490<span class="_ _2d2"> </span></div></td><td class="c n x6a6 y229a w26 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">9,295<span class="_ _2d2"> </span></div></td><td class="c n x6a7 y229a w35 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">44,176<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21bd w1d1 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Additions<span class="_ _2d2"> </span></div></td><td class="c n x69f y21bd wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x6a0 y21bd w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x6a1 y21bd w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">3,052<span class="_ _2d2"> </span></div></td><td class="c n x6a8 y21bd w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x64c y21bd w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">3,052<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20ab w1d2 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Disposals<span class="_ _2d2"> </span></div></td><td class="c n x6a9 y20ab w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(625)<span class="_ _2d2"> </span></div></td><td class="c n x6aa y20ab w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x6ab y20ab w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x609 y20ab w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x6ac y20ab w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(625)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y229b wb1 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">A<span class="_ _2"></span>t 31 December 2025<span class="_ _2d2"> </span></div></td><td class="c n x6ad y229b wa9 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x6ae y229b w35 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">12,766<span class="_ _2d2"> </span></div></td><td class="c n x6af y229b w35 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">24,542<span class="_ _2d2"> </span></div></td><td class="c n x6b0 y229b w26 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">9,295<span class="_ _2d2"> </span></div></td><td class="c n x6b1 y229b w3c he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">46,603<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x1b5 h2e y229c ff16 fs8 fc3 sc0 ls1 ws0">Amortisation and impairment<span class="_ _242"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></td><td /><td /><td /><td /><td /></tr><tr><td class="c n x1b7 y20ae w1d0 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">At 1 January 2024<span class="_ _2d2"> </span></div></td><td class="c n x69a y20ae wa5 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">625<span class="_ _2d2"> </span></div></td><td class="c n x6b2 y20ae w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1,020<span class="_ _2d2"> </span></div></td><td class="c n x418 y20ae w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">16,593<span class="_ _2d2"> </span></div></td><td class="c n x6b3 y20ae w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x6b4 y20ae w36 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">18,238<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20af w1d3 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Amortisation<span class="_ _2d2"> </span></div></td><td class="c n x6b5 y20af wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x6b6 y20af w27 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">879<span class="_ _2d2"> </span></div></td><td class="c n x6a1 y20af w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1,335<span class="_ _2d2"> </span></div></td><td class="c n x511 y20af w3a he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">774<span class="_ _2d2"> </span></div></td><td class="c n x6b7 y20af w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2,988<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y229d wb1 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">A<span class="_ _2"></span>t 31 December 2024<span class="_ _2d2"> </span></div></td><td class="c n x6a3 y229d wa5 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">625<span class="_ _2d2"> </span></div></td><td class="c n x6b8 y229d w26 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">1,899<span class="_ _2d2"> </span></div></td><td class="c n x6b9 y229d w35 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">17,928<span class="_ _2d2"> </span></div></td><td class="c n x6ba y229d w27 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">774<span class="_ _2d2"> </span></div></td><td class="c n x1f5 y229d w35 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">21,226<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21a4 w1d3 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Amortisation<span class="_ _2d2"> </span></div></td><td class="c n x6b5 y21a4 wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x6b6 y21a4 w27 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">850<span class="_ _2d2"> </span></div></td><td class="c n x6a1 y21a4 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1,408<span class="_ _2d2"> </span></div></td><td class="c n x511 y21a4 w3a he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">774<span class="_ _2d2"> </span></div></td><td class="c n x6b7 y21a4 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">3,032<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2176 w1d4 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Disposal<span class="_ _2d2"> </span></div></td><td class="c n x441 y2176 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(625)<span class="_ _2d2"> </span></div></td><td class="c n x6bb y2176 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x6bc y2176 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x2c8 y2176 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x6bd y2176 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(625)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y229e wb1 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">A<span class="_ _2"></span>t 31 December 2025<span class="_ _2d2"> </span></div></td><td class="c n x6ad y229e wa9 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x6be y229e w26 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">2,749<span class="_ _2d2"> </span></div></td><td class="c n x6bf y229e w3c he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">19,336<span class="_ _2d2"> </span></div></td><td class="c n x6b0 y229e w26 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">1,548<span class="_ _2d2"> </span></div></td><td class="c n x6b1 y229e w3c he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">23,633<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x1b5 h11 y229f ffb fs8 fc3 sc0 ls1 ws0">Net book value<span class="_ _1c1"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></td><td /><td /><td /><td /><td /></tr><tr><td class="c n x1b7 y228a wb1 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">A<span class="_ _2"></span>t 31 December 2025<span class="_ _2d2"> </span></div></td><td class="c n x6ad y228a wa9 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x6ae y228a w35 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">10,017<span class="_ _2d2"> </span></div></td><td class="c n x6c0 y228a w26 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">5,206<span class="_ _2d2"> </span></div></td><td class="c n x6c1 y228a w26 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">7,747<span class="_ _2d2"> </span></div></td><td class="c n x6c2 y228a w3c he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">22,970<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b6 w1c3 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">At 31 December 2024<span class="_ _2d2"> </span></div></td><td class="c n x6c3 y20b6 wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x69b y20b6 w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">10,867<span class="_ _2d2"> </span></div></td><td class="c n x6c4 y20b6 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">3,562<span class="_ _2d2"> </span></div></td><td class="c n x6c5 y20b6 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">8,521<span class="_ _2d2"> </span></div></td><td class="c n x6c6 y20b6 w36 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">22,950<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></ix:continuation></div><div class="t m0 x18 h13 y1b11 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_7e3399ef-c07e-4bea-83c2-3b2b5910de80" continuedAt="_e024c495-8b7a-437e-b9cf-9e50fca1fdf5"><ix:continuation id="_23ee4289-4616-43e3-bace-aedb2e742d68" continuedAt="_71efe7c9-a546-4116-bc8c-0dd7420da6f9">At 31 December 2025, the Group’s <span class="_ _2"></span>Relationship Asset has a remaining amortisation period <span class="_ _2"></span>of 10 years.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   127<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   127<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
<div id="pf82" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc82 w4 h0"><img src="data:image/png;base64,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class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">128<span class="_ _1b6"> </span>129</div><div class="t m0 x8 he y1f ff49 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x19 he y1e ff49 fs6 fc4 sc0 ls37 ws36">OVERVIEW</div><div class="t m0 x6 h10 y21 ffc fs4 fc6 sc0 ls9e ws12">Notes<span class="_ _1"></span> to<span class="_ _1"></span> the<span class="_ _7"></span> Group<span class="_ _1"></span> Finan<span class="_ _1"></span>cial<span class="_ _1"></span> S<span class="_ _2"></span>t<span class="_ _1"></span>atement<span class="_ _1"></span>s<span class="_ _1"></span> <span class="fs41 lsa0 wsa1">conti<span class="_ _2"></span>nued</span></div><div class="-ixh-highlight-region gs285"><ix:continuation id="_e024c495-8b7a-437e-b9cf-9e50fca1fdf5"><div class="t m0 h6f ffb fs24 fc10 sc0 ls99 wsac gs286"><ix:continuation id="_71efe7c9-a546-4116-bc8c-0dd7420da6f9" continuedAt="_349dc8e4-0095-4207-9d12-35f32736cd31">Research and development expenditure<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs287"><ix:continuation id="_349dc8e4-0095-4207-9d12-35f32736cd31" continuedAt="_7c7cac9f-1d30-43a5-8934-e42d951acce6">During the year, the Group incurred <span class="_ _2"></span>total research and development expenditure of £1.3m <span class="_ _2"></span>(2024: £1.2m) recognised as an expense in <span class="_ _2"></span>the  Group </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs288"><ix:continuation id="_7c7cac9f-1d30-43a5-8934-e42d951acce6">Statement of Profit or Loss and <span class="_ _2"></span>other Comprehensive Income.</ix:continuation> </div></ix:continuation></div><div class="t m0 x6 h6f y1b13 ffb fs24 fc10 sc0 ls2e ws0"><ix:nonNumeric name="ifrs-full:DisclosureOfPropertyPlantAndEquipmentExplanatory" id="fact-15" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_a959733e-d5d7-41ea-bfef-8fc24689bcf2">18. <span class="_ _b6"> </span> <span class="_ _18"></span>Prop<span class="_ _1"></span>er<span class="_ _1"></span>ty, plant a<span class="_ _1"></span>nd equ<span class="_ _1"></span>ipmen<span class="_ _1"></span>t and ri<span class="_ _1"></span>ght-<span class="_ _1"></span>of-<span class="_ _1"></span>use as<span class="_ _1"></span>set<span class="_ _1"></span>s<span class="_ _2d2"> </span></ix:nonNumeric></div><div class="t m0 x142 h4a y1b14 ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x142 h4a y1b15 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="x1fc z2c gs1"><ix:continuation id="_a959733e-d5d7-41ea-bfef-8fc24689bcf2" continuedAt="_386273db-0fd9-466f-b564-ab97b087aea8"><table id="_8abad98d-7cb9-4bcf-afde-f094998762c4" class="s w1d5 h121"><tr><td /><td /><td /><td /><td class="t m0 x3b5 h1d y22a0 ffd fs11 fc7 sc0 ls1 ws0">Fixtures, fittings </td><td /></tr><tr><td /><td class="t m0 x3f1 h1d y22a1 ffd fs11 fc7 sc0 ls1 ws0">Land and </td><td class="t m0 x3f2 h1d y22a1 ffd fs11 fc7 sc0 ls1 ws0">Leasehold <span class="ffc"> </span></td><td class="t m0 x6c7 h4a y22a1 ffc fs11 fc7 sc0 ls1 ws0">Motor  </td><td class="t m0 x6c8 h4a y22a2 ffc fs11 fc7 sc0 ls1 ws0">and computer </td><td /></tr><tr><td /><td class="t m0 x6c9 h4a y22a3 ffc fs11 fc7 sc0 ls1 ws0">buildings </td><td class="t m0 x6ca h4a y22a3 ffc fs11 fc7 sc0 ls1 ws0">improvemen<span class="_ _2"></span>ts </td><td class="t m0 x6cb h4a y22a3 ffc fs11 fc7 sc0 ls1 ws0">vehicles </td><td class="t m0 x6cc h4a y22a4 ffc fs11 fc7 sc0 ls1 ws0">equipment </td><td class="t m0 x3af h8b y22a5 ffb fs11 fc7 sc0 ls1 ws0">T<span class="_ _0"></span>otal </td></tr><tr><td /><td class="t m0 x3f6 h1d y22a6 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x3f7 h1d y22a6 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x203 h1d y22a6 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x204 h1d y22a7 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x205 h8b y22a8 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="t m0 x206 h11 y22a9 ffb fs8 fc3 sc0 ls1 ws0">Cost<span class="_ _1e6"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></td><td /><td /><td /><td /><td /></tr><tr><td class="c x1b7 y22aa w1d6 h10f"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">At 1 January 2024 (r<span class="_ _2"></span>esta<span class="_ _2"></span>ted</div><div class="t m0 x6cd h3a y2248 ffd fs19 fc3 sc0 ls1 ws0">1<span class="_ _2d2"> </span></div><div class="t m0 x6ce h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">)<span class="_ _2d2"> </span></div></td><td class="c n x6cf y22aa w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">9,018<span class="_ _2d2"> </span></div></td><td class="c n x6d0 y22aa w27 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">966<span class="_ _2d2"> </span></div></td><td class="c n x6d1 y22aa w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">7,226<span class="_ _2d2"> </span></div></td><td class="c n x6d2 y22aa w36 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">10,782<span class="_ _2d2"> </span></div></td><td class="c n x6d3 y22aa w3d he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">27,992<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21b7 w1d1 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Additions<span class="_ _2d2"> </span></div></td><td class="c n x6d4 y21b7 wa5 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">424<span class="_ _2d2"> </span></div></td><td class="c n x6d5 y21b7 w4f he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x6d6 y21b7 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">1,431<span class="_ _2d2"> </span></div></td><td class="c n x52f y21b7 w27 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">939<span class="_ _2d2"> </span></div></td><td class="c n x6d7 y21b7 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">2,794<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21b8 w1d2 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Disposals<span class="_ _2d2"> </span></div></td><td class="c n x6d8 y21b8 wac he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(5,935)<span class="_ _2d2"> </span></div></td><td class="c n x6d9 y21b8 w4f he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x6da y21b8 w1e he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(2,446)<span class="_ _2d2"> </span></div></td><td class="c n x6db y21b8 w2c he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(271)<span class="_ _2d2"> </span></div></td><td class="c n x6dc y21b8 w21 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(8,651)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y22ab wb1 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">A<span class="_ _2"></span>t 31 December 2024<span class="_ _2d2"> </span></div></td><td class="c n x6dd y22ab w26 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">3,507<span class="_ _2d2"> </span></div></td><td class="c n x6de y22ab w27 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">966<span class="_ _2d2"> </span></div></td><td class="c n x6df y22ab w6b he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">6,211<span class="_ _2d2"> </span></div></td><td class="c n x6e0 y22ab w35 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">11,450<span class="_ _2d2"> </span></div></td><td class="c n x6e1 y22ab w3c he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">22,134<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21ba w1d1 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Additions<span class="_ _2d2"> </span></div></td><td class="c n x6e2 y21ba w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">1,692<span class="_ _2d2"> </span></div></td><td class="c n x6e3 y21ba w4f he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x413 y21ba w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">1,878<span class="_ _2d2"> </span></div></td><td class="c n x6e4 y21ba w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">1,241<span class="_ _2d2"> </span></div></td><td class="c n x62a y21ba w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">4,811<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2299 w1d2 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Disposals<span class="_ _2d2"> </span></div></td><td class="c n x6a9 y2299 w2c he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(406)<span class="_ _2d2"> </span></div></td><td class="c n x6aa y2299 w33 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x6e5 y2299 w21 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(1,129)<span class="_ _2d2"> </span></div></td><td class="c n x6e6 y2299 w21 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(1,073)<span class="_ _2d2"> </span></div></td><td class="c n x6e7 y2299 w1d7 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(2,608<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y229a wb1 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">A<span class="_ _2"></span>t 31 December 2025<span class="_ _2d2"> </span></div></td><td class="c n x6dd y229a w26 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">4,793<span class="_ _2d2"> </span></div></td><td class="c n x6de y229a w27 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">966<span class="_ _2d2"> </span></div></td><td class="c n x6df y229a w6b he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">6,960<span class="_ _2d2"> </span></div></td><td class="c n x6e0 y229a w35 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">11,618<span class="_ _2d2"> </span></div></td><td class="c n x6e1 y229a w3c he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">24,337<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x206 h2e y22ac ff16 fs8 fc3 sc0 ls1 ws0">Depreciation and impairmen<span class="_ _2"></span>t<span class="_ _4f"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></td><td /><td /><td /><td /><td /></tr><tr><td class="c n x1b7 y20ab w1d0 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">At 1 January 2024<span class="_ _2d2"> </span></div></td><td class="c n x6e8 y20ab w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">7,334<span class="_ _2d2"> </span></div></td><td class="c n x6e9 y20ab w27 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">966<span class="_ _2d2"> </span></div></td><td class="c n x6ea y20ab w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">3,947<span class="_ _2d2"> </span></div></td><td class="c n x6eb y20ab w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">8,828<span class="_ _2d2"> </span></div></td><td class="c n x6ec y20ab w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">21,075<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21be w1d8 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Charge f<span class="_ _2"></span>or the year<span class="_ _2d2"> </span></div></td><td class="c n x6ed y21be w27 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">539<span class="_ _2d2"> </span></div></td><td class="c n x6ee y21be w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x6ef y21be w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1,442<span class="_ _2d2"> </span></div></td><td class="c n x67a y21be w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1,179<span class="_ _2d2"> </span></div></td><td class="c n x67b y21be w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">3,160<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21bf w1d2 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Disposals<span class="_ _2d2"> </span></div></td><td class="c n x6d8 y21bf wac he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(5,902)<span class="_ _2d2"> </span></div></td><td class="c n x6d9 y21bf w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x6da y21bf w1e he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(2,378)<span class="_ _2d2"> </span></div></td><td class="c n x6db y21bf w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(221)<span class="_ _2d2"> </span></div></td><td class="c n x6dc y21bf w21 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(8,501)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y22ad wb1 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">A<span class="_ _2"></span>t 31 December 2024<span class="_ _2d2"> </span></div></td><td class="c n x6dd y22ad w26 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">1,971<span class="_ _2d2"> </span></div></td><td class="c n x6de y22ad w27 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">966<span class="_ _2d2"> </span></div></td><td class="c n x6df y22ad w6b he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">3,011<span class="_ _2d2"> </span></div></td><td class="c n x6f0 y22ad w6b he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">9,786<span class="_ _2d2"> </span></div></td><td class="c n x6f1 y22ad w3c he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">15,734<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2281 w1d8 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Charge f<span class="_ _2"></span>or the year<span class="_ _2d2"> </span></div></td><td class="c n x6ed y2281 w27 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">710<span class="_ _2d2"> </span></div></td><td class="c n x6ee y2281 w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x6ef y2281 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1,535<span class="_ _2d2"> </span></div></td><td class="c n x67a y2281 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1,124<span class="_ _2d2"> </span></div></td><td class="c n x67b y2281 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">3,369<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2203 w1d2 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Disposals<span class="_ _2d2"> </span></div></td><td class="c n x6a9 y2203 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(406)<span class="_ _2d2"> </span></div></td><td class="c n x6aa y2203 w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x6f2 y2203 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(988)<span class="_ _2d2"> </span></div></td><td class="c n x6f3 y2203 w21 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(1,072)<span class="_ _2d2"> </span></div></td><td class="c n x6f4 y2203 w1e he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(2,466)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y22ae wb1 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">A<span class="_ _2"></span>t 31 December 2025<span class="_ _2d2"> </span></div></td><td class="c n x6dd y22ae w26 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">2,275<span class="_ _2d2"> </span></div></td><td class="c n x6de y22ae w27 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">966<span class="_ _2d2"> </span></div></td><td class="c n x6df y22ae w6b he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">3,558<span class="_ _2d2"> </span></div></td><td class="c n x6f0 y22ae w6b he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">9,838<span class="_ _2d2"> </span></div></td><td class="c n x6f1 y22ae w3c he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">16,637<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x206 h11 y22af ffb fs8 fc3 sc0 ls1 ws0">Net book value<span class="_ _1c1"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></td><td /><td /><td /><td /><td /></tr><tr><td class="c n x1b7 y229e wb1 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">A<span class="_ _2"></span>t 31 December 2025<span class="_ _2d2"> </span></div></td><td class="c n x6dd y229e w26 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">2,518<span class="_ _2d2"> </span></div></td><td class="c n x6f5 y229e w4f he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x6f6 y229e w6b he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">3,402<span class="_ _2d2"> </span></div></td><td class="c n x6f7 y229e w6b he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">1,780<span class="_ _2d2"> </span></div></td><td class="c n x6f8 y229e w26 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">7,700<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2178 w1c3 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">At 31 December 2024<span class="_ _2d2"> </span></div></td><td class="c n x6f9 y2178 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1,536<span class="_ _2d2"> </span></div></td><td class="c n x6fa y2178 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x6fb y2178 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">3,200<span class="_ _2d2"> </span></div></td><td class="c n x211 y2178 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1,664<span class="_ _2d2"> </span></div></td><td class="c n x212 y2178 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">6,400<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2179 w1d9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Pr<span class="_ _2"></span>operty<span class="_ _0"></span>, plant and equipment<span class="_ _2d2"> </span></div></td><td class="c n x6fc y2179 wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x6d5 y2179 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x6fd y2179 w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x6fe y2179 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1,780<span class="_ _2d2"> </span></div></td><td class="c n x216 y2179 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1,780<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b6 w1da he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Right<span class="_ _2"></span>-of<span class="_ _2"></span>-use assets<span class="_ _2d2"> </span></div></td><td class="c n x6ff y20b6 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2,518<span class="_ _2d2"> </span></div></td><td class="c n x700 y20b6 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x701 y20b6 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">3,402<span class="_ _2d2"> </span></div></td><td class="c n x218 y20b6 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x702 y20b6 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">5,920<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 x6 h8c y1b33 ffd fs33 fc8 sc0 ls7e ws78"><ix:continuation id="_386273db-0fd9-466f-b564-ab97b087aea8">1 <span class="_ _b3"> </span>Refer to note 36 to <span class="_ _2"></span>the financial statements</ix:continuation></div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   128<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   128<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
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" class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">128<span class="_ _1b6"> </span>129</div><div class="t m0 xf he y1f ff4b fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 xe he y1e ff4b fs6 fc4 sc0 ls9c ws9c">OTHER INFORMATION<span class="_ _182"></span><span class="fc0">FINANCIAL STATEMENTS<span class="_ _183"></span><span class="fc4">CORPORATE GOVERNANCE<span class="_ _13e"></span>STRATEGIC<span class="_ _2"></span> REPORT<span class="_ _184"></span><span class="ls37 ws36">OVERVIEW</span></span></span></div><div class="t m0 x18 h10 y21 ff4c fs4 fc6 sc0 ls1 ws0"> </div><div class="-ixh-highlight-region gs289"><ix:nonNumeric name="ifrs-full:DisclosureOfFinancialAssetsExplanatory" id="fact-568" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_1e0aa775-7c16-455e-b746-458cd9c359d4"><div class="t m0 h6f ffb fs24 fc10 sc0 ls99 wsa5 gs28a"><ix:nonNumeric name="ifrs-full:DisclosureOfInvestmentsOtherThanInvestmentsAccountedForUsingEquityMethodExplanatory" id="fact-623" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_f854e877-1df0-4516-b20b-78e4ca76972d"><ix:nonNumeric name="ifrs-full:DisclosureOfFinancialInstrumentsAtFairValueThroughProfitOrLossExplanatory" id="fact-606" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_ec72aea3-f414-476c-ae8e-2c25528ac15a"><ix:nonNumeric name="ifrs-full:DisclosureOfFinancialInstrumentsExplanatory" id="fact-16" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_ed11e817-18cc-4aaf-a897-a4f64b942c72">19.<span class="_ _2"></span> <span class="_ _24b"> </span> Financial <span class="_ _1b5"> </span>assets<span class="_ _2d2"> </span></ix:nonNumeric></ix:nonNumeric></ix:nonNumeric></div><div class="gs28b"><ix:continuation id="_ed11e817-18cc-4aaf-a897-a4f64b942c72" continuedAt="_7ac08dfa-7cb9-4eff-a24f-f3f3f9b2e18e"><ix:continuation id="_ec72aea3-f414-476c-ae8e-2c25528ac15a" continuedAt="_49ade87e-37f5-459d-9686-0673a9291151"><ix:continuation id="_f854e877-1df0-4516-b20b-78e4ca76972d" continuedAt="_a534611a-cfc2-4ccc-8ca4-a5da32508752"><table id="_68b9310b-5b91-4211-860d-d9eb1a5b2a1c" class="s w1db h122"><tr><td /><td /><td class="c x704 y22b0 w1dc h105"><div class="t m0 x1b6 h1d y2210 ffd fs11 fc7 sc0 ls88 ws84">Restated</div><div class="t m0 x703 h87 y2212 ffd fs31 fc7 sc0 ls1 ws0">1<span class="_ _2d2"> </span></div></td></tr><tr><td /><td class="t m0 x1b0 h8b y22b1 ffb fs11 fc7 sc0 ls1 ws0">2025 </td><td class="t m0 x1b1 h1d y22b2 ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x1b3 h8b y22b3 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x1b4 h1d y22b4 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="t m0 x1b5 h11 y22b5 ffb fs8 fc3 sc0 ls1 ws0">(a)  <span class="_ _18"></span>Financial assets at f<span class="_ _2"></span>air value through other c<span class="_ _2"></span>omprehensive income (FV<span class="_ _2"></span>OCI)<span class="_ _24c"> </span><span class="ffc"> <span class="_ _ac"> </span> </span></td><td /><td /></tr><tr><td class="c n x1b7 y20ab w1dd he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Unquoted shares a<span class="_ _2"></span>t fair v<span class="_ _2"></span>alue<span class="_ _2d2"> </span></div></td><td class="c n x705 y20ab w33 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x706 y20ab w4f he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x1b5 h11 y22b6 ffb fs8 fc3 sc0 ls1 ws0">(b)  <span class="_ _18"></span>Financial assets at f<span class="_ _2"></span>air value through inc<span class="_ _2"></span>ome stat<span class="_ _2"></span>ement (FVPL)<span class="_ _22d"> </span><span class="ffc"> <span class="_ _ac"> </span> </span></td><td /><td /></tr><tr><td class="c n x1b7 y21bf w1de he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Unquoted shares a<span class="_ _2"></span>t fair v<span class="_ _2"></span>alue (Openwork units and T<span class="_ _0"></span>wenty7T<span class="_ _6"></span>ec)<span class="_ _2d2"> </span></div></td><td class="c n x707 y21bf w27 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">963<span class="_ _2d2"> </span></div></td><td class="c n x708 y21bf w3a he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">762<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20ae w1df he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Contingent c<span class="_ _2"></span>onsidera<span class="_ _2"></span>tion receivable<span class="_ _2d2"> </span></div></td><td class="c n x2b4 y20ae w4f he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x532 y20ae w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">5,772<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x1b5 h2e y22b7 ff16 fs8 fc3 sc0 ls1 ws0">(c)  <span class="_ _18"></span>Financial assets at amortised cos<span class="_ _2"></span>t<span class="_ _21d"> </span><span class="ffc"> <span class="_ _cc"> </span> </span></td><td /><td /></tr><tr><td class="c n x1b7 y20b0 w1e0 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Inves<span class="_ _2"></span>tment in sublease<span class="_ _2d2"> </span></div></td><td class="c n x5c0 y20b0 w27 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">295<span class="_ _2d2"> </span></div></td><td class="c n x5c1 y20b0 w27 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">832<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y211e w1e1 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Loan to joint v<span class="_ _2"></span>enture<span class="_ _2d2"> </span></div></td><td class="c n x709 y211e w35 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">13,840<span class="_ _2d2"> </span></div></td><td class="c n x427 y211e w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">7,607<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b2 w53 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Loans to fr<span class="_ _2"></span>anchisees and appointed r<span class="_ _2"></span>epresent<span class="_ _2"></span>atives<span class="_ _2d2"> </span></div></td><td class="c n x70a y20b2 w26 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">3,650<span class="_ _2d2"> </span></div></td><td class="c n x520 y20b2 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">1,769<span class="_ _2d2"> </span></div></td></tr><tr><td /><td class="c n x70b y20b3 w35 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">18,748<span class="_ _2d2"> </span></div></td><td class="c n x66d y20b3 w3d he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">16,742<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21d9 w1e2 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Non-current asse<span class="_ _2"></span>ts<span class="_ _2d2"> </span></div></td><td class="c n x233 y21d9 w26 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">2,917<span class="_ _2d2"> </span></div></td><td class="c n x628 y21d9 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">2,111<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b5 w52 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Current asse<span class="_ _2"></span>ts<span class="_ _2d2"> </span></div></td><td class="c n x70c y20b5 w3c he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">15,831<span class="_ _2d2"> </span></div></td><td class="c n x70d y20b5 w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">14,631<span class="_ _2d2"> </span></div></td></tr><tr><td /><td class="c n x70b y20b6 w35 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">18,748<span class="_ _2d2"> </span></div></td><td class="c n x66d y20b6 w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">16,742<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h8c ffd fs33 fc8 sc0 ls7e ws78 gs28c"><ix:continuation id="_a534611a-cfc2-4ccc-8ca4-a5da32508752" continuedAt="_ec8a4277-d3e9-4cca-aa0b-3e0f65625d4a"><ix:continuation id="_49ade87e-37f5-459d-9686-0673a9291151" continuedAt="_d402a3b2-69b3-4a4e-af50-4abfa96a8388"><ix:continuation id="_7ac08dfa-7cb9-4eff-a24f-f3f3f9b2e18e" continuedAt="_c34a238b-dbf4-4ede-a0d2-895d3ecb5e68">1 <span class="_ _b3"> </span>Refer to note 36 to <span class="_ _2"></span>the financial statements<span class="_ _2d2"> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h6f ffb fs24 fc6 sc0 ls70 ws6b gs28d"><ix:continuation id="_ec8a4277-d3e9-4cca-aa0b-3e0f65625d4a" continuedAt="_135d9ab3-81e5-4dff-99e2-5fca157eecf4"><ix:continuation id="_d402a3b2-69b3-4a4e-af50-4abfa96a8388" continuedAt="_0124bab0-6e44-4241-bc64-91ae7ee90efe"><ix:continuation id="_c34a238b-dbf4-4ede-a0d2-895d3ecb5e68" continuedAt="_52b5ca79-c20a-45b2-a15a-1294831eb5ec">(<span class="_ _2"></span>a)<span class="_ _2"></span> <span class="_ _1b7"> </span> <span class="_ _18"></span>Financial assets at fair value through other comprehensive income<span class="_ _2d2"> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs28e"><ix:continuation id="_135d9ab3-81e5-4dff-99e2-5fca157eecf4" continuedAt="_01a0b8f8-1fdb-4cd1-a76a-932cbc220ed0"><ix:continuation id="_0124bab0-6e44-4241-bc64-91ae7ee90efe" continuedAt="_54e800bc-0212-4071-a9a8-1854b50ea410"><ix:continuation id="_52b5ca79-c20a-45b2-a15a-1294831eb5ec" continuedAt="_f5199e08-98e3-46bf-b932-df15e399c2e8">Financial assets at fair value through <span class="_ _2"></span>other comprehensive income (FVOCI) include unlisted equ<span class="_ _2"></span>ity instruments which are carried at fair <span class="_ _2"></span>value and </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs28f"><ix:continuation id="_01a0b8f8-1fdb-4cd1-a76a-932cbc220ed0" continuedAt="_2e51cc02-c2ce-4ec3-8ed5-8a5fb8ae791d"><ix:continuation id="_54e800bc-0212-4071-a9a8-1854b50ea410" continuedAt="_14c9b6cc-611b-4e4e-8e2b-05559a31ff22"><ix:continuation id="_f5199e08-98e3-46bf-b932-df15e399c2e8" continuedAt="_2ba41434-205b-4340-9fe6-c491debe90b8">measured using level 3 valuation techniques. <span class="_ _2"></span>The Group holds an equity instrument in <span class="_ _2"></span>Global Property Ventures and NBC Property <span class="_ _2"></span>Master Limited </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs290"><ix:continuation id="_2e51cc02-c2ce-4ec3-8ed5-8a5fb8ae791d" continuedAt="_d0da93c2-bc15-492a-8b89-a7a0b56c976f"><ix:continuation id="_14c9b6cc-611b-4e4e-8e2b-05559a31ff22" continuedAt="_5b6980ca-7358-4884-b0e2-8b876a0781b0"><ix:continuation id="_2ba41434-205b-4340-9fe6-c491debe90b8" continuedAt="_d29945e0-3984-4178-b256-c8fa599d1446">which is carried at £nil value.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h6f ffb fs24 fc6 sc0 ls70 ws6b gs291"><ix:continuation id="_d0da93c2-bc15-492a-8b89-a7a0b56c976f" continuedAt="_d053f8f2-453a-499b-88b3-e61fbf555547"><ix:continuation id="_5b6980ca-7358-4884-b0e2-8b876a0781b0" continuedAt="_c6b46905-4ccf-42ba-be01-5bd1a16ed68f"><ix:continuation id="_d29945e0-3984-4178-b256-c8fa599d1446" continuedAt="_82ef4e18-7195-4a7b-a0d8-e3916910b021">(b<span class="_ _2"></span>) <span class="_ _220"> </span> <span class="_ _18"></span>Financial assets at fair value through income statement<span class="_ _2d2"> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs292"><ix:continuation id="_d053f8f2-453a-499b-88b3-e61fbf555547" continuedAt="_2b74488a-1c20-46fc-bd0c-2db3a9ac6617"><ix:continuation id="_c6b46905-4ccf-42ba-be01-5bd1a16ed68f" continuedAt="_26da4ea6-0d59-49c0-a7b1-74ccbb027a03"><ix:continuation id="_82ef4e18-7195-4a7b-a0d8-e3916910b021" continuedAt="_d15fbb8f-97a8-4466-9430-0123178186ac">Financial assets through profit or loss <span class="_ _2"></span>(FVPL) include unquoted units in Twenty7Tec Group <span class="_ _2"></span>Limited and Openwork Partnership LLP, and <span class="_ _2"></span>contingent </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs293"><ix:continuation id="_2b74488a-1c20-46fc-bd0c-2db3a9ac6617" continuedAt="_79048717-45bb-43f6-a102-9b8653067bd0"><ix:continuation id="_26da4ea6-0d59-49c0-a7b1-74ccbb027a03" continuedAt="_a8ef61bb-12d9-4214-aed7-0e0e35b21668"><ix:continuation id="_d15fbb8f-97a8-4466-9430-0123178186ac" continuedAt="_313f53d9-9ec7-4f26-b927-71bb37e47399">consideration receivable which are carried at <span class="_ _2"></span>fair value and measured using level 2 <span class="_ _2"></span>valuation technique. During the period, the <span class="_ _2"></span>following gains </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs294"><ix:continuation id="_79048717-45bb-43f6-a102-9b8653067bd0" continuedAt="_9e8ddd9d-70c7-4fc2-907a-713288734f7e"><ix:continuation id="_a8ef61bb-12d9-4214-aed7-0e0e35b21668" continuedAt="_17bfc272-a80d-479d-975c-dc1f58214de3"><ix:continuation id="_313f53d9-9ec7-4f26-b927-71bb37e47399" continuedAt="_3dad985c-8507-4f08-bf02-764ce53ba125">were recognised in the income statement:<span class="_ _2d2"> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="gs295"><ix:continuation id="_3dad985c-8507-4f08-bf02-764ce53ba125" continuedAt="_c4fc1b99-eb56-437a-bd5d-8612b3177298"><ix:continuation id="_17bfc272-a80d-479d-975c-dc1f58214de3" continuedAt="_7ccf6884-03b7-4da9-909d-87035fc3707e"><ix:continuation id="_9e8ddd9d-70c7-4fc2-907a-713288734f7e" continuedAt="_e0bd4ea9-14c0-407e-a8e6-42796f2b0c8f"><table id="_78454c73-28d3-4475-92d1-fc85caf731e0" class="s w1e3 h117"><tr><td /><td class="t m0 x1b0 h8b y2261 ffb fs11 fc7 sc0 ls1 ws0">2025 </td><td class="t m0 x1b1 h1d y2261 ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x1b3 h8b y2262 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x1b4 h1d y2262 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y2178 w1e4 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Fair v<span class="_ _2"></span>alue gains on equity in<span class="_ _2"></span>ves<span class="_ _2"></span>tments at FVPL r<span class="_ _2"></span>ecognised in other opera<span class="_ _2"></span>ting costs<span class="_ _2d2"> </span></div></td><td class="c n x524 y2178 w27 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">201<span class="_ _2d2"> </span></div></td><td class="c n x70e y2178 w27 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">482<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2179 w1e5 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Fair v<span class="_ _2"></span>alue (losses)/g<span class="_ _2"></span>ains on conting<span class="_ _2"></span>ent consider<span class="_ _2"></span>ation rec<span class="_ _2"></span>ognised as ex<span class="_ _2"></span>ceptional<span class="_ _2d2"> </span></div></td><td class="c n x2cd y2179 w7e he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(230)<span class="_ _2d2"> </span></div></td><td class="c n x70f y2179 w27 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">163<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b6 w1e6 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Finance income rec<span class="_ _2"></span>ognised on contingen<span class="_ _2"></span>t consider<span class="_ _2"></span>ation receiv<span class="_ _2"></span>able<span class="_ _2d2"> </span></div></td><td class="c n x710 y20b6 w4f he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x711 y20b6 w27 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">738<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 hd4 ff13 fs24 fc6 sc0 ls2e ws2d gs296"><ix:continuation id="_e0bd4ea9-14c0-407e-a8e6-42796f2b0c8f" continuedAt="_0291d28a-1d45-41f6-a93e-938d01d5554b"><ix:continuation id="_7ccf6884-03b7-4da9-909d-87035fc3707e" continuedAt="_48ca8424-66b3-48e5-9024-80f121e6e0a7"><ix:continuation id="_c4fc1b99-eb56-437a-bd5d-8612b3177298" continuedAt="_83fa2ef2-a105-43d5-b9f2-f58ee0c02d7d">Ope<span class="_ _1"></span>nwork Unit<span class="_ _1"></span>s<span class="_ _2d2"> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs297"><ix:continuation id="_0291d28a-1d45-41f6-a93e-938d01d5554b" continuedAt="_9f3e4eae-2e27-4f02-87bb-17c448e69e15"><ix:continuation id="_48ca8424-66b3-48e5-9024-80f121e6e0a7" continuedAt="_78eb06bf-ec66-4783-9449-6d0ebb946dfc"><ix:continuation id="_83fa2ef2-a105-43d5-b9f2-f58ee0c02d7d" continuedAt="_58b1da8e-aaeb-4bc2-99db-1c7465292242">As at 31 December 2025, the <span class="_ _2"></span>fair value of the Group’s investment in <span class="_ _2"></span>units held in The Openwork Partnership<span class="_ _2"></span> LLP increased to £0.6m (31 December </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs298"><ix:continuation id="_9f3e4eae-2e27-4f02-87bb-17c448e69e15" continuedAt="_da9e30c2-3a2b-46cf-a4fa-9f19f2eb1408"><ix:continuation id="_78eb06bf-ec66-4783-9449-6d0ebb946dfc" continuedAt="_dca12f8e-7b26-4656-b287-0bca0cc4a2c7"><ix:continuation id="_58b1da8e-aaeb-4bc2-99db-1c7465292242" continuedAt="_e2645d5a-ea9b-4343-be51-bd42f098bfdc">2024: £0.4m) due to a fair <span class="_ _2"></span>value adjustment of £0.2m recognised in the <span class="_ _2"></span>year. Our valuation is based on the <span class="_ _2"></span>actual strike price in the most recent </ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs299"><ix:continuation id="_da9e30c2-3a2b-46cf-a4fa-9f19f2eb1408" continuedAt="_171bf495-7a9b-4758-b1a0-68ed48a8ad65"><ix:continuation id="_dca12f8e-7b26-4656-b287-0bca0cc4a2c7" continuedAt="_0abd71f6-dce5-4395-8b24-11a07cbd6b60"><ix:continuation id="_e2645d5a-ea9b-4343-be51-bd42f098bfdc" continuedAt="_403e6905-07f3-4fd0-9a0f-a6f295b173d7">trading window.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 hd4 ff13 fs24 fc6 sc0 lsa5 wsaf gs29a"><ix:continuation id="_171bf495-7a9b-4758-b1a0-68ed48a8ad65" continuedAt="_961ebe6d-7b39-4657-82cf-400fbdd3b219"><ix:continuation id="_0abd71f6-dce5-4395-8b24-11a07cbd6b60" continuedAt="_635dfed4-9c7b-4139-9070-154bff08cd83"><ix:continuation id="_403e6905-07f3-4fd0-9a0f-a6f295b173d7" continuedAt="_22b112e6-350f-4def-942a-142b5957c4bb">Tw<span class="_ _7"></span>e<span class="_ _1"></span>n<span class="_ _7"></span>t<span class="_ _14"> </span>y7<span class="_ _7"></span>Te<span class="_ _7"></span>c<span class="_ _2d2"> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs29b"><ix:continuation id="_961ebe6d-7b39-4657-82cf-400fbdd3b219" continuedAt="_d4cf8c81-a573-44a1-803d-ee4075ba51f0"><ix:continuation id="_635dfed4-9c7b-4139-9070-154bff08cd83" continuedAt="_a82d83c3-2013-4a16-8600-df5a1a6975be"><ix:continuation id="_22b112e6-350f-4def-942a-142b5957c4bb" continuedAt="_79e23295-439f-42eb-9f64-e9362e7940d8">The Group’s holdings in equity instrument <span class="_ _2"></span>in Twenty7Tec Group Limited remained at £0.<span class="_ _2"></span><span class="ls1 ws0">4<span class="ls14 ws11">m (31 December 2024: £0.3m). Th<span class="_ _2"></span>is is based on an </span></span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs29c"><ix:continuation id="_d4cf8c81-a573-44a1-803d-ee4075ba51f0" continuedAt="_c32e1f56-e25f-4bf4-abc2-0029e14ebb28"><ix:continuation id="_a82d83c3-2013-4a16-8600-df5a1a6975be" continuedAt="_dd49315c-423d-4391-b5d0-9dca480339c1"><ix:continuation id="_79e23295-439f-42eb-9f64-e9362e7940d8" continuedAt="_9ba2fcd1-c5f0-459d-a1b8-068dfd7ac615">external valuation of the business and <span class="_ _2"></span>is therefore indicative of a fair value.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 hd4 ff13 fs24 fc6 sc0 ls70 ws9e gs29d"><ix:continuation id="_c32e1f56-e25f-4bf4-abc2-0029e14ebb28" continuedAt="_e3b1d03f-71d1-4d59-93b4-60f4edf8d1f2"><ix:continuation id="_dd49315c-423d-4391-b5d0-9dca480339c1" continuedAt="_4040f0d3-29d7-47cc-8b44-7096a703d73b"><ix:continuation id="_9ba2fcd1-c5f0-459d-a1b8-068dfd7ac615" continuedAt="_b24c2b8b-7d9d-48d8-a788-aad10bd8abf6">Contingent <span class="_ _2"></span>Consideration R<span class="_ _2"></span>eceivable<span class="_ _2d2"> </span></ix:continuation></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs29e"><ix:continuation id="_e3b1d03f-71d1-4d59-93b4-60f4edf8d1f2"><ix:continuation id="_4040f0d3-29d7-47cc-8b44-7096a703d73b"><ix:continuation id="_b24c2b8b-7d9d-48d8-a788-aad10bd8abf6" continuedAt="_3bce3faa-3c8f-481c-8caa-46c8a7f8d1b8">Contingent consideration of £5.5m in relation <span class="_ _2"></span>to the disposals of EFS, Group First <span class="_ _2"></span>and RSC in H1 2023, was fully <span class="_ _2"></span>repaid in 2025.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></ix:continuation></div></ix:nonNumeric></div><div class="t m0 x19d h4a y1887 ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x19d h4a y1888 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x1a2 h4a y1884 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x19d h4a y1b47 ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x19d h4a y1b48 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   129<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   129<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
<div id="pf84" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc84 w4 h0"><img 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ABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAA4P9WmCAiPn18NAIAAIzE+vmlPZ7sMIRUbWsrLOflrMztAABM3r7pms4MPVstsjxLdujR7tAqwIH4AgUAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAcJnCBBGx2bwaAQAARuLm9s4IA0nVtrbCcl7OytwOAMDk7Zuu6czQs9Uiy7Nkhx7tDm17PNlhCL5AAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAABcpjBBRGw2r0YAAICRuLm9M8JAUrWtrbCcl7MytwMAMHn7pms6M/RstcjyLNmhR7tD2x5PdhiCL1AAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAD6UpggIjabVyMAAMBI3NzeGWEgqdrWVljOy1mZ2wEAmLx90zWdGXq2WmR5luzQo92hbY8nOwzBFygAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAgMsUJoiIx4d7IwAAwEisn1+MMJBUbWsrLOflrMztAABM3r7pms4MPVstsjxLdujR7tC2x5MdhuALFAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAADAZQoTRMTjw70RAABgJH6ufxlhIKna1v/atWMaAAAAhGH+XeNjtBL4lmAFAACAB16gAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACB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class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">130<span class="_ _1b6"> </span>131</div><div class="t m0 x8 he y1f ff49 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x19 he y1e ff49 fs6 fc4 sc0 ls37 ws36">OVERVIEW</div><div class="t m0 x6 h10 y21 ffc fs4 fc6 sc0 ls9e ws12">Notes<span class="_ _1"></span> to<span class="_ _1"></span> the<span class="_ _7"></span> Group<span class="_ _1"></span> Finan<span class="_ _1"></span>cial<span class="_ _1"></span> S<span class="_ _2"></span>t<span class="_ _1"></span>atement<span class="_ _1"></span>s<span class="_ _1"></span> <span class="fs41 lsa0 wsa1">conti<span class="_ _2"></span>nued</span></div><div class="-ixh-highlight-region gs29f"><ix:continuation id="_1e0aa775-7c16-455e-b746-458cd9c359d4"><div class="t m0 hbf ff16 fs24 fc6 sc0 ls2e ws2d gs2a0"><ix:continuation id="_3bce3faa-3c8f-481c-8caa-46c8a7f8d1b8" continuedAt="_151fc4c8-d67c-43be-be10-224c9cb4b024">(c<span class="_ _2"></span>) <span class="_ _13f"> </span> <span class="_ _1ef"></span>Fin<span class="_ _1"></span>anci<span class="_ _1"></span>al asse<span class="_ _1"></span>ts meas<span class="_ _1"></span>ured at amo<span class="_ _1"></span>r<span class="_ _1"></span>tised co<span class="_ _1"></span>st<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2a1"><ix:continuation id="_151fc4c8-d67c-43be-be10-224c9cb4b024" continuedAt="_5b136a0d-7c78-4bd9-88ec-69d47e44e1dd">Financial assets measured at amortised cost <span class="_ _2"></span>include investment in subleases, loan notes <span class="_ _2"></span>receivable and loans to franchisees and </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2a2"><ix:continuation id="_5b136a0d-7c78-4bd9-88ec-69d47e44e1dd" continuedAt="_6e84c779-3330-40bc-b0d8-50a12a714e3b">appointed representatives.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 hd4 ff13 fs24 fc6 sc0 ls2e ws2d gs2a3"><ix:continuation id="_6e84c779-3330-40bc-b0d8-50a12a714e3b" continuedAt="_cc344bef-ab43-441b-a2bc-1754c9c10bde">Invest<span class="_ _1"></span>ment in sublease<span class="_ _1"></span>s<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2a4"><ix:continuation id="_cc344bef-ab43-441b-a2bc-1754c9c10bde" continuedAt="_83a9828b-f0d9-4562-ab35-37139dee94eb">The Group recognises an investment in <span class="_ _2"></span>sublease in scenarios where it is an <span class="_ _2"></span>intermediate lessor, and the sublease is classified <span class="_ _2"></span>as finance lease. On </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2a5"><ix:continuation id="_83a9828b-f0d9-4562-ab35-37139dee94eb" continuedAt="_9a537258-acdb-44b0-ada9-23cbb258bb92">recognition, the investment in sublease is <span class="_ _2"></span>valued as the remaining fixed payments due <span class="_ _2"></span>from the sublessor, discounted at the <span class="_ _2"></span>discount rate implicit </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2a6"><ix:continuation id="_9a537258-acdb-44b0-ada9-23cbb258bb92" continuedAt="_a3149856-6dc8-48cf-b128-02c672c1ad24">in the headlease. The Group recognises <span class="_ _2"></span>finance income over the remaining life of <span class="_ _2"></span>the leases. An expected credit loss has <span class="_ _2"></span>been provided against the </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2a7"><ix:continuation id="_a3149856-6dc8-48cf-b128-02c672c1ad24" continuedAt="_50d2ffdf-3aa4-4330-bd7e-f84598be17d9">investment in sublease of £0.1m (2024: <span class="_ _2"></span>£0.1m), applying a 12-month expected credit loss <span class="_ _2"></span>model.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 hd4 ff13 fs24 fc6 sc0 ls2e ws2d gs2a8"><ix:continuation id="_50d2ffdf-3aa4-4330-bd7e-f84598be17d9" continuedAt="_0a5e776d-47d5-4a1a-95ba-c5f2bc9c7f3b">Loan<span class="_ _1"></span>s to <span class="_ _2"></span>fr<span class="_ _1"></span>anchis<span class="_ _1"></span>ees and appo<span class="_ _1"></span>inted repre<span class="_ _1"></span>sentati<span class="_ _1"></span>ves<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h14 ffc fs8 fc8 sc0 ls14 ws0 gs2a9"><ix:continuation id="_0a5e776d-47d5-4a1a-95ba-c5f2bc9c7f3b" continuedAt="_34849641-b3bb-4acf-bd59-f9ad83f1de5b">The loans to franchisees and appointed representatives balance includes loans to franchisees in the Estate Agency Franchising segment and loans </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2aa"><ix:continuation id="_34849641-b3bb-4acf-bd59-f9ad83f1de5b" continuedAt="_06ec0752-2329-4a38-80b0-e81714a9177c">to appointed representatives in Financial Services.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2ab"><ix:continuation id="_06ec0752-2329-4a38-80b0-e81714a9177c" continuedAt="_c067b4d8-22b0-4a10-b0fb-c37398697f50">The franchisee loans reflect drawdowns on <span class="_ _2"></span>agreed facilities which have availability over a <span class="_ _2"></span>range of periods from 31 December 2024 <span class="_ _2"></span>to </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2ac"><ix:continuation id="_c067b4d8-22b0-4a10-b0fb-c37398697f50" continuedAt="_606dd937-d025-4971-b356-13321767c7a1">31 December 2025, are repayable in <span class="_ _2"></span>full over an agreed period and may <span class="_ _2"></span>bear fixed rate interest. The Group has <span class="_ _2"></span>issued franchisee loans of £2.7m </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2ad"><ix:continuation id="_606dd937-d025-4971-b356-13321767c7a1" continuedAt="_2f6043ef-03cc-4261-9fd5-d1f1aab1d455">(2024: £1.1m) during the period, received <span class="_ _2"></span>principal repayments of £1.3m (2024: £0.4m) and <span class="_ _2"></span>recognised finance income of £0.3m (2024: £0.1m). </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2ae"><ix:continuation id="_2f6043ef-03cc-4261-9fd5-d1f1aab1d455" continuedAt="_5cc76693-1c08-48ac-b16f-243f9c8441bb">An expected credit loss has been <span class="_ _2"></span>provided against the facility of £0.01m (2024: <span class="_ _2"></span>£0.1m) applying a 12-month expected credit <span class="_ _2"></span>loss model.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2af"><ix:continuation id="_5cc76693-1c08-48ac-b16f-243f9c8441bb" continuedAt="_b513e8eb-d62a-4438-8390-98d64b2d643c">The Group issues loans to appointed <span class="_ _2"></span>representatives in the normal course of business <span class="_ _2"></span>and on standard terms, the duration <span class="_ _2"></span>is typically three years, </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2b0"><ix:continuation id="_b513e8eb-d62a-4438-8390-98d64b2d643c" continuedAt="_00e2c1d3-05ef-4c4c-8fe7-3dd22ea95b64">and the loans are offered on <span class="_ _2"></span>an interest-free basis. The Group has issued <span class="_ _2"></span>loans to appointed representatives of £0.6m <span class="_ _2"></span>(2024: £0.4m) during the </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2b1"><ix:continuation id="_00e2c1d3-05ef-4c4c-8fe7-3dd22ea95b64" continuedAt="_c87a3a8f-75d3-429a-9281-c37128202ed2">year and received principal repayments of <span class="_ _2"></span>£0.5m (2024: £1.3m) and recognised finance income <span class="_ _2"></span>of £0.1m (2024: £0.1m). An expected credit <span class="_ _2"></span>loss </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2b2"><ix:continuation id="_c87a3a8f-75d3-429a-9281-c37128202ed2" continuedAt="_74eec1ec-c8e7-4acc-995e-4e43ae4041d4">has been provided against the remaining <span class="_ _2"></span>facility of £0.1m (2024: £0.1m), applying a <span class="_ _2"></span>12-month expected credit loss model.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 hd4 ff13 fs24 fc6 sc0 ls2e ws2d gs2b3"><ix:continuation id="_74eec1ec-c8e7-4acc-995e-4e43ae4041d4" continuedAt="_f1410cfe-0849-4b33-9d19-e59c1f5ff978">Loan<span class="_ _1"></span>s notes recei<span class="_ _1"></span>vables<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2b4"><ix:continuation id="_f1410cfe-0849-4b33-9d19-e59c1f5ff978" continuedAt="_ce1e5339-c066-4b59-aa7a-974df1f3d2c1">In 2025, the Group provided further <span class="_ _2"></span>funding of £5.3m (2024: £7.6m) to its <span class="_ _2"></span>joint venture Mottram TopCo Limited in the <span class="_ _2"></span>form of 10% unsecured </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2b5"><ix:continuation id="_ce1e5339-c066-4b59-aa7a-974df1f3d2c1" continuedAt="_f84ad4bf-b3c6-4bce-bb32-c2f1a889a844">loan notes. Finance income of £0.9m <span class="_ _2"></span>(2024: £nil) was recognised in 2025. The <span class="_ _2"></span>loan notes are fully repaid in January <span class="_ _2"></span>2026, see note 33 for </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2b6"><ix:continuation id="_f84ad4bf-b3c6-4bce-bb32-c2f1a889a844" continuedAt="_0788360a-0087-4fa4-a51c-8849a7bdaa96">further detail.<span class="_ _2d2"> </span></ix:continuation></div></ix:continuation></div><div class="-ixh-highlight-region gs2b7"><ix:nonNumeric name="ifrs-full:DisclosureOfJointVenturesExplanatory" id="fact-569" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_c4f6f7e4-4a8c-4942-ac0e-276702b42df9"><div class="t m0 h6f ffb fs24 fc10 sc0 ls70 ws6b gs2b8"><ix:nonNumeric name="ifrs-full:DisclosureOfInvestmentsAccountedForUsingEquityMethodExplanatory" id="fact-17" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_d6a5fb19-faed-497b-a521-e12990a6c34c">20. <span class="_ _bc"> </span> <span class="_ _18"></span>Investment in joint v<span class="_ _2"></span>enture<span class="_ _2d2"> </span></ix:nonNumeric></div><div class="gs2b9"><ix:continuation id="_d6a5fb19-faed-497b-a521-e12990a6c34c" continuedAt="_62c06c90-f9ae-4d98-a8e5-f3d6822356d1"><table id="_46fb79cd-d421-41ba-9b60-89d7791dcba5" class="s w1e7 h101"><tr><td /><td class="t m0 x200 h8b y22b8 ffb fs11 fc7 sc0 ls1 ws0">2025 </td><td class="t m0 x3af h1d y22b8 ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x204 h8b y22b9 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x205 h1d y22b9 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y2176 w1e8 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Opening balance<span class="_ _2d2"> </span></div></td><td class="c n x712 y2176 w35 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">11,585<span class="_ _2d2"> </span></div></td><td class="c n x713 y2176 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">9,359<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2177 w1e9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Equity in<span class="_ _2"></span>vestmen<span class="_ _2"></span>t in Pivotal Gr<span class="_ _2"></span>owth<span class="_ _2d2"> </span></div></td><td class="c n x6b0 y2177 w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">2,605<span class="_ _2d2"> </span></div></td><td class="c n x714 y2177 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2,232<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2178 w1ea he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Equity accoun<span class="_ _2"></span>ted pr<span class="_ _2"></span>ofit<span class="_ _2d2"> </span></div></td><td class="c n x533 y2178 w6b he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">1,195<span class="_ _2d2"> </span></div></td><td class="c n x61e y2178 w27 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">107<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2179 w1eb he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Adjustment f<span class="_ _2"></span>or non-con<span class="_ _2"></span>trolling int<span class="_ _2"></span>erests<span class="_ _2d2"> </span></div></td><td class="c n x715 y2179 w7e he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(397)<span class="_ _2d2"> </span></div></td><td class="c n x28f y2179 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(113)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b6 w1ec he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">Closing balance<span class="_ _2d2"> </span></div></td><td class="c n x716 y20b6 w35 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">14,988<span class="_ _2d2"> </span></div></td><td class="c n x717 y20b6 w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">11,585<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 h6f ffb fs24 fc6 sc0 lsa6 wsb0 gs2ba"><ix:continuation id="_62c06c90-f9ae-4d98-a8e5-f3d6822356d1" continuedAt="_dc2f03cc-b6e6-4249-a182-1f1f8de6774d">Pivota<span class="_ _1"></span>l Grow<span class="_ _1"></span>th<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2bb"><ix:continuation id="_dc2f03cc-b6e6-4249-a182-1f1f8de6774d" continuedAt="_5544d7e4-94b4-48b5-8722-a35d3af22403">The Group is party to one <span class="_ _2"></span>joint venture, Mottram TopCo Limited. As at <span class="_ _2"></span>31 December 2025, the Group holds a <span class="_ _2"></span>46.8% (2024: 46.5%) shareholding </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2bc"><ix:continuation id="_5544d7e4-94b4-48b5-8722-a35d3af22403" continuedAt="_996961e0-6522-490f-a3ae-674253109749">in Mottram TopCo Limited and has <span class="_ _2"></span>joint control by virtue of its holding <span class="_ _2"></span>of 50% of the voting shares in <span class="_ _2"></span>Mottram TopCo Limited and through rights </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2bd"><ix:continuation id="_996961e0-6522-490f-a3ae-674253109749" continuedAt="_66817911-a28e-4936-94df-e8e2502e070c">granted to it under a joint <span class="_ _2"></span>venture agreement.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2be"><ix:continuation id="_66817911-a28e-4936-94df-e8e2502e070c" continuedAt="_a075a6b8-8b3e-4dc1-b409-278efa31af34">Mottram TopCo Limited holds a 100% <span class="_ _2"></span>shareholding in Mottram MidCo Limited which in <span class="_ _2"></span>turn holds a 87.1% shareholding in Pivotal <span class="_ _2"></span>Growth Limited </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2bf"><ix:continuation id="_a075a6b8-8b3e-4dc1-b409-278efa31af34" continuedAt="_9310b6d4-c6ef-46ff-b1a9-2d6657fbc497">(Pivotal) (2024: 85.1%). Mottram TopCo and <span class="_ _2"></span>Mottram MidCo are both holding companies. Pivotal <span class="_ _2"></span>invests in direct-to-consumer (D2C) financial </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2c0"><ix:continuation id="_9310b6d4-c6ef-46ff-b1a9-2d6657fbc497" continuedAt="_3bd3c3ae-9bcc-46e6-8c60-1c99aecb84e4">services advice (mortgage and protection) brokerages <span class="_ _2"></span>to help them build long-term sustainable value. <span class="_ _2"></span>Pivotal’s principal place of business is th<span class="_ _2"></span>e </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2c1"><ix:continuation id="_3bd3c3ae-9bcc-46e6-8c60-1c99aecb84e4" continuedAt="_1e750417-e2e7-4013-9e19-02e4affb9c8d">United Kingdom.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2c2"><ix:continuation id="_1e750417-e2e7-4013-9e19-02e4affb9c8d" continuedAt="_29789aff-506e-4e80-b389-26cd5636f4d6">As at 31 December 2025, the <span class="_ _2"></span>Group did not have any commitments or <span class="_ _2"></span>contingent liabilities relating to Pivotal.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2c3"><ix:continuation id="_29789aff-506e-4e80-b389-26cd5636f4d6" continuedAt="_684ab0d9-5d62-47fd-9ce4-b2898b0f9d19">A further £2.6m equity investment was <span class="_ _2"></span>made by the Group during the year <span class="_ _2"></span>(2024: £2.2m). In September 2025, the Group <span class="_ _2"></span>provided £5.3m (2024: </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2c4"><ix:continuation id="_684ab0d9-5d62-47fd-9ce4-b2898b0f9d19" continuedAt="_036b73f5-87fe-439e-b9c4-604d595e24f0">£7.6m) funding by means of loan <span class="_ _2"></span>notes, which are repayable in 2026 (refer <span class="_ _2"></span>to note 19 for further details).<span class="_ _2d2"> </span></ix:continuation></div></ix:nonNumeric></div><div class="t m0 x15b h4a y1b6a ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x15b h4a y1b6b ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   130<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   130<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
<div id="pf85" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc85 w4 h0"><img 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" class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">130<span class="_ _1b6"> </span>131</div><div class="t m0 xf he y1f ff4b fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 xe he y1e ff4b fs6 fc4 sc0 ls9c ws9c">OTHER INFORMATION<span class="_ _182"></span><span class="fc0">FINANCIAL STATEMENTS<span class="_ _183"></span><span class="fc4">CORPORATE GOVERNANCE<span class="_ _13e"></span>STRATEGIC<span class="_ _2"></span> REPORT<span class="_ _184"></span><span class="ls37 ws36">OVERVIEW</span></span></span></div><div class="t m0 x18 h10 y21 ff4c fs4 fc6 sc0 ls1 ws0"> </div><div class="-ixh-highlight-region gs2c5"><ix:continuation id="_c4f6f7e4-4a8c-4942-ac0e-276702b42df9"><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2c6"><ix:continuation id="_036b73f5-87fe-439e-b9c4-604d595e24f0" continuedAt="_912fc352-7886-4b8c-88ab-da766efe830f">The summarised financial information of Pivotal, <span class="_ _2"></span>which is accounted for using the equity <span class="_ _2"></span>method, is presented below:<span class="_ _2d2"> </span></ix:continuation></div><div class="gs2c7"><ix:continuation id="_912fc352-7886-4b8c-88ab-da766efe830f" continuedAt="_999f368f-6296-4a2f-9dcb-093fad0f8a83"><table id="_60f7eaca-8751-49e3-9a9c-f33f401feef6" class="s w1ed h123"><tr><td /><td class="t m0 x1b0 h8b y22ba ffb fs11 fc7 sc0 ls1 ws0">2025 </td><td class="t m0 x1b1 h1d y22ba ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x1b3 h8b y22bb ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x1b4 h1d y22bb ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="c x1b7 y21f6 w1ee h124"><div class="t m0 x1b6 h2e y2137 ff16 fs8 fc3 sc0 ls1 ws0">Mottram T<span class="_ _6"></span>opCo balance sheet</div><div class="t m0 x718 h3a y22bc ffd fs19 fc3 sc0 ls1 ws0">1<span class="_ _2d2"> </span></div><div class="t m0 x719 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">:<span class="_ _2d2"> </span></div></td><td /><td /></tr><tr><td class="c n x1b7 y22bd w1e2 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Non-current asse<span class="_ _2"></span>ts<span class="_ _2d2"> </span></div></td><td class="c n x286 y22bd w35 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">96,341<span class="_ _2d2"> </span></div></td><td class="c n x287 y22bd w3d he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">55,002<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y22be w1ef he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Current asse<span class="_ _2"></span>ts (ex<span class="_ _2"></span>cluding cash and cash equiv<span class="_ _2"></span>alents)<span class="_ _2d2"> </span></div></td><td class="c n x71a y22be w26 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">9,744<span class="_ _2d2"> </span></div></td><td class="c n x71b y22be w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">4,757<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y22bf w58 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Cash and cash equivalen<span class="_ _2"></span>ts<span class="_ _2d2"> </span></div></td><td class="c n x6fe y22bf w26 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">8,641<span class="_ _2d2"> </span></div></td><td class="c n x71c y22bf w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">7,641<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y22c0 w15a he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Current liabilities<span class="_ _2d2"> </span></div></td><td class="c n x71d y22c0 w23 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws9b">(46,348)<span class="_ _2d2"> </span></div></td><td class="c n x71e y22c0 w24 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(26,513)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y22c1 w159 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Non-current liabilities<span class="_ _2d2"> </span></div></td><td class="c n x71d y22c1 w23 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws9b">(27,332)<span class="_ _2d2"> </span></div></td><td class="c n x71e y22c1 w24 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(10,647)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y22c2 w67 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">Net assets<span class="_ _2d2"> </span></div></td><td class="c n x71f y22c2 w35 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">41,046<span class="_ _2d2"> </span></div></td><td class="c n x720 y22c2 w3d he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">30,240<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y22c3 w1f0 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Less: net assets attribut<span class="_ _2"></span>able to non-con<span class="_ _2"></span>trolling int<span class="_ _2"></span>erests<span class="_ _2d2"> </span></div></td><td class="c n x632 y22c3 w70 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws9b">(313)<span class="_ _2d2"> </span></div></td><td class="c n x721 y22c3 w19 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">84<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y22c4 w1f1 he7"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">Net assets attribut<span class="_ _2"></span>able to Pivotal<span class="_ _2d2"> </span></div></td><td class="c n x722 y22c4 w3c he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">40,733<span class="_ _2d2"> </span></div></td><td class="c n x23f y22c4 w3d he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0">30,324<span class="_ _2d2"> </span></div></td></tr><tr><td class="c x1b7 y20b6 w1f2 h125"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">LSL share of Pivot<span class="_ _2"></span>al’<span class="_ _2"></span>s net assets</div><div class="t m0 x723 h3a y22c5 ffd fs19 fc3 sc0 ls1 ws0">1<span class="_ _2d2"> </span></div></td><td class="c n x724 y22c6 w35 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">14,988<span class="_ _2d2"> </span></div></td><td class="c n x725 y22c6 w3d he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">11,585<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 h8c ffd fs33 fc8 sc0 ls7e ws78 gs2c8"><ix:continuation id="_999f368f-6296-4a2f-9dcb-093fad0f8a83" continuedAt="_8b4b6ea6-5af4-413e-b4a7-84e7cdf85a4f">1. <span class="_ _14"> </span> <span class="_ _18"></span>Mottram TopCo Limited prepares its financial statements in accordance with FRS102. In accordance <span class="_ _2"></span>with IAS 28, LSL’s share of the joint <span class="_ _2"></span>venture’s assets is adjusted </ix:continuation></div><div class="t m0 h8c ffd fs33 fc8 sc0 ls7e ws78 gs2c9"><ix:continuation id="_8b4b6ea6-5af4-413e-b4a7-84e7cdf85a4f" continuedAt="_e7a9e45b-8407-49c1-a501-9b1a4d6dcc0e">to reflect LSL’s accounting policies. The adjustments <span class="_ _2"></span>primarily relate to the changes in accounting <span class="_ _2"></span>policy regarding goodwill and share-based payments.<span class="_ _2d2"> </span></ix:continuation></div><div class="gs2ca"><ix:continuation id="_e7a9e45b-8407-49c1-a501-9b1a4d6dcc0e" continuedAt="_866adb65-2b0c-47e5-b9f1-bc6b6bbcc82d"><table id="_3a86909b-37d5-4b12-95fd-b3908a6985d3" class="s w1f3 h126"><tr><td /><td /><td class="t m0 x726 h1d y22c7 ffd fs11 fc7 sc0 ls88 ws84">Restated<span class="ffc ls1 ws0"> </span></td></tr><tr><td /><td class="t m0 x1b0 h8b y22c8 ffb fs11 fc7 sc0 ls1 ws0">2025 </td><td class="t m0 x1b1 h1d y22c9 ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x1b3 h8b y22ca ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x1b4 h1d y22cb ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="t m0 x1b5 h11 y22cc ffb fs8 fc3 sc0 ls1 ws0">Pivotal r<span class="_ _2"></span>esults:<span class="_ _25a"> </span> <span class="_ _ac"> </span><span class="ffc"> </span></td><td /><td /></tr><tr><td class="c n x1b7 y21f5 w1f4 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Rev<span class="_ _2"></span>enue<span class="_ _2d2"> </span></div></td><td class="c n x727 y21f5 w3c he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">95,129<span class="_ _2d2"> </span></div></td><td class="c n x728 y21f5 w36 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">60,290<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y22cd w1f5 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Opera<span class="_ _2"></span>ting expenses<span class="_ _2d2"> </span></div></td><td class="c n x729 y22cd w23 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(89,383)<span class="_ _2d2"> </span></div></td><td class="c n x72a y22cd w5f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(60,153)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21f7 w1f6 he4"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">Opera<span class="_ _2"></span>ting profit<span class="_ _2d2"> </span></div></td><td class="c n x510 y21f7 w26 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">5,746<span class="_ _2d2"> </span></div></td><td class="c n x72b y21f7 w3a he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0">137<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y226e w37 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Finance income<span class="_ _2d2"> </span></div></td><td class="c n x72c y226e w19 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">94<span class="_ _2d2"> </span></div></td><td class="c n x72d y226e w19 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">16<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y22ce w80 he3"><div class="t m0 x1b6 h11 y2137 ffc fs8 fc3 sc0 ls1 ws0">Finance costs<span class="_ _2d2"> </span></div></td><td class="c n x72e y22ce w2b he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws9b">(1,996)<span class="_ _2d2"> </span></div></td><td class="c n x72f y22ce w1f7 he3"><div class="t m0 x1b6 h11 y2137 ffc fs8 fc3 sc0 ls1 ws0">-<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21a4 w3b he4"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">Profit bef<span class="_ _2"></span>ore tax<span class="_ _2d2"> </span></div></td><td class="c n x730 y21a4 w26 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">3,844<span class="_ _2d2"> </span></div></td><td class="c n x525 y21a4 w3a he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0">152<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21a5 we0 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls4c ws4b">T<span class="_ _0"></span>axation<span class="_ _2d2"> </span></div></td><td class="c n x731 y21a5 w2b he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(1,731)<span class="_ _2d2"> </span></div></td><td class="c n x732 y21a5 w7c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(52)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2177 w1f8 he4"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">Profit aft<span class="_ _2"></span>er tax<span class="_ _2d2"> </span></div></td><td class="c n x733 y2177 w26 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">2,113<span class="_ _2d2"> </span></div></td><td class="c n x734 y2177 w27 he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0">100<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21a7 w1f9 he3"><div class="t m0 x1b6 h13 y209f ff13 fs8 fc3 sc0 ls1 ws0">Attribut<span class="_ _2"></span>able to NCI of Pivot<span class="_ _2"></span>al<span class="_ _2d2"> </span></div></td><td class="c n x735 y21a7 w3a he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">397<span class="_ _2d2"> </span></div></td><td class="c n x736 y21a7 w3a he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">113<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21fc w1fa he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Attribut<span class="_ _2"></span>able to Mottr<span class="_ _2"></span>am T<span class="_ _6"></span>opCo<span class="_ _2d2"> </span></div></td><td class="c n x737 y21fc w1fb he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">1.716<span class="_ _2d2"> </span></div></td><td class="c n x5c1 y21fc w8d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(13)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b6 w1fc he4"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">LSL share of post<span class="_ _2"></span>-ta<span class="_ _2"></span>x profit/(loss) from join<span class="_ _2"></span>t venture<span class="_ _2d2"> </span></div></td><td class="c n x738 y20b6 w27 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">798<span class="_ _2d2"> </span></div></td><td class="c n x739 y20b6 w29 he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0">(6)<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2cb"><ix:continuation id="_866adb65-2b0c-47e5-b9f1-bc6b6bbcc82d" continuedAt="_534c9ab9-ac84-4181-9b46-3772aede1773">The above Pivotal results for the <span class="_ _2"></span>period ended 31 December 2025 includes the <span class="_ _2"></span>following:<span class="_ _2d2"> </span></ix:continuation></div><div class="gs2cc"><ix:continuation id="_534c9ab9-ac84-4181-9b46-3772aede1773" continuedAt="_ba8e35c4-4fb9-4f40-984c-d1e6ecfd28f7"><table id="_2aee2d2b-7e03-41cd-a079-2dae48581e4e" class="s w1fd h127"><tr><td /><td class="t m0 x1b0 h8b y22cf ffb fs11 fc7 sc0 ls1 ws0">2025 </td><td class="t m0 x1b1 h1d y22cf ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x1b3 h8b y22d0 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x1b4 h1d y22d0 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y2179 we8 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Depreciation<span class="_ _2d2"> </span></div></td><td class="c n x43a y2179 w7e he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(559)<span class="_ _2d2"> </span></div></td><td class="c n x1ce y2179 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(297)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b6 w1d3 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Amortisation<span class="_ _2d2"> </span></div></td><td class="c n x73a y20b6 w70 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(452)<span class="_ _2d2"> </span></div></td><td class="c n x1ed y20b6 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(434)<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2cd"><ix:continuation id="_ba8e35c4-4fb9-4f40-984c-d1e6ecfd28f7">There was no other comprehensive income <span class="_ _2"></span>recognised in Pivotal during the year.</ix:continuation></div></ix:continuation></div><div class="t m0 x1a3 h4a y1b7c ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x19d h4a y1b8d ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x19d h4a y1ba0 ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x19d h4a y1ba1 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   131<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   131<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
<div id="pf86" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc86 w4 h0"><img 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class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">132<span class="_ _1b6"> </span>133</div><div class="t m0 x8 he y1f ff49 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x19 he y1e ff49 fs6 fc4 sc0 ls37 ws36">OVERVIEW</div><div class="t m0 x6 h10 y21 ffc fs4 fc6 sc0 ls9e ws12">Notes<span class="_ _1"></span> to<span class="_ _1"></span> the<span class="_ _7"></span> Group<span class="_ _1"></span> Finan<span class="_ _1"></span>cial<span class="_ _1"></span> S<span class="_ _2"></span>t<span class="_ _1"></span>atement<span class="_ _1"></span>s<span class="_ _1"></span> <span class="fs41 lsa0 wsa1">conti<span class="_ _2"></span>nued</span></div><div class="t m0 x6 h6f y13bf ffb fs24 fc10 sc0 ls92 ws8f"><ix:nonNumeric name="ifrs-full:DisclosureOfTradeAndOtherReceivablesExplanatory" id="fact-18" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_6b248c79-d566-45e9-b5bd-83d9193837e7">21. <span class="_ _bc"> </span> <span class="_ _18"></span>T<span class="_ _0"></span>rade and other receivables<span class="_ _2d2"> </span></ix:nonNumeric></div><div class="t m0 x15b h4a y1887 ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x15b h4a y1888 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="x1fc z2d gs1"><ix:continuation id="_6b248c79-d566-45e9-b5bd-83d9193837e7" continuedAt="_4c30063e-6c35-4c5b-8519-a10af05c6ec6"><table id="_a787d224-1aa5-4772-b022-d62ca0c57e13" class="s w11b h128"><tr><td /><td /><td class="c x73c y22d1 w1fe h105"><div class="t m0 x1b6 h1d y2210 ffd fs11 fc7 sc0 ls88 ws84">Restated</div><div class="t m0 x73b h87 y2212 ffd fs31 fc7 sc0 ls1 ws0">1<span class="_ _2d2"> </span></div></td></tr><tr><td /><td class="t m0 x200 h8b y22d2 ffb fs11 fc7 sc0 ls1 ws0">2025 </td><td class="t m0 x3af h1d y22d3 ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x204 h8b y22d4 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x205 h1d y22d5 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="t m0 x206 h11 y22d6 ffb fs8 fc3 sc0 ls1 ws0">Current<span class="_ _263"> </span><span class="ffc"> <span class="_ _ac"> </span> </span></td><td /><td /></tr><tr><td class="c n x1b7 y2176 w1ff he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">T<span class="_ _0"></span>rade receiv<span class="_ _2"></span>ables<span class="_ _2d2"> </span></div></td><td class="c n x73d y2176 w26 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">5,693<span class="_ _2d2"> </span></div></td><td class="c n x73e y2176 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">5,012<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2177 w200 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Prepa<span class="_ _2"></span>yments<span class="_ _2d2"> </span></div></td><td class="c n x6f0 y2177 w6b he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">6,795<span class="_ _2d2"> </span></div></td><td class="c n x73f y2177 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">6,135<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2178 w201 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Accrued income<span class="_ _2d2"> </span></div></td><td class="c n x740 y2178 w3c he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">10,060<span class="_ _2d2"> </span></div></td><td class="c n x741 y2178 w3d he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">10,850<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2179 w202 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Other debtor<span class="_ _2"></span>s<span class="_ _2d2"> </span></div></td><td class="c n x510 y2179 w26 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">2,478<span class="_ _2d2"> </span></div></td><td class="c n x238 y2179 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">2,164<span class="_ _2d2"> </span></div></td></tr><tr><td /><td class="c n x70b y20b6 w35 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">25,026<span class="_ _2d2"> </span></div></td><td class="c n x66d y20b6 w3d he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">24,161<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 x154 h4a y1884 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x6 h13 y1ba5 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_4c30063e-6c35-4c5b-8519-a10af05c6ec6" continuedAt="_0ecf5a7d-a4d0-4be0-b11e-83cd5d44548f">The accrued income balance is expected <span class="_ _2"></span>to be settled within three months of <span class="_ _2"></span>the year<span class="ffc ls1 ws0"> </span></ix:continuation></div><div class="t m0 xfe h13 y1ba6 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_0ecf5a7d-a4d0-4be0-b11e-83cd5d44548f" continuedAt="_164da870-2d6f-46f5-a75d-75641e50ffd6">end date.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h13 y1ba7 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_164da870-2d6f-46f5-a75d-75641e50ffd6" continuedAt="_c5849819-d5e2-4130-ad4d-58f75eb0e184">Accrued income of £10.1m primarily relates <span class="_ _2"></span>to valuation services performed but not yet <span class="_ _2"></span>invoiced at year end and franchise fees <span class="_ _2"></span>earned under </ix:continuation></div><div class="t m0 x6 h13 y1ba8 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_c5849819-d5e2-4130-ad4d-58f75eb0e184" continuedAt="_531b52f0-c3bd-4119-9ee2-4c344d4e3ef6">contractual arrangements. These amounts are expected<span class="_ _2"></span> to be billed and settled within <span class="_ _2"></span>three months. Accrued income represents amounts for </ix:continuation></div><div class="t m0 x6 h13 y1ba9 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_531b52f0-c3bd-4119-9ee2-4c344d4e3ef6" continuedAt="_06a7928d-e206-49a4-a51a-f17b248a87f3">which the Group has an unconditional <span class="_ _2"></span>right to payment and therefore is classified <span class="_ _2"></span>as a receivable rather than a contract <span class="_ _2"></span>asset under IFRS 15.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h13 y1baa ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_06a7928d-e206-49a4-a51a-f17b248a87f3" continuedAt="_9618aff4-6f82-461d-82b1-5403e596b7b0">Other debtors of £2.5m include PI <span class="_ _2"></span>insurance recoveries (£0.3m) and operational receivables from <span class="_ _2"></span>franchisees and appointed representatives </ix:continuation></div><div class="t m0 x6 h13 y1bab ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_9618aff4-6f82-461d-82b1-5403e596b7b0" continuedAt="_b0a6e2eb-bf31-485b-af68-9ddc91161f04">(£2.2m).<span class="_ _2d2"> </span></ix:continuation></div><div class="-ixh-highlight-region gs2ce"><ix:nonNumeric name="ifrs-full:DisclosureOfAllowanceForCreditLossesExplanatory" id="fact-570" contextRef="c-1" escape="true" xml:lang="en"><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2cf"><ix:continuation id="_b0a6e2eb-bf31-485b-af68-9ddc91161f04" continuedAt="_2b52de57-437e-4628-81ae-114a07827e09">Trade receivables are non-interest-bearing and are <span class="_ _2"></span>generally on 4 to 30 day terms <span class="_ _2"></span>depending on the services to which they <span class="_ _2"></span>relate. As at </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2d0"><ix:continuation id="_2b52de57-437e-4628-81ae-114a07827e09" continuedAt="_bb08af7f-14da-46a1-a898-47661b787279">31 December 2025, trade receivables and <span class="_ _2"></span>accrued income with a nominal value of <span class="_ _2"></span>£5.6m (2024: £4.6m) were provided for. Set <span class="_ _2"></span>out below is the </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2d1"><ix:continuation id="_bb08af7f-14da-46a1-a898-47661b787279" continuedAt="_9c79abf5-1ac0-48d1-a32a-ce72801dfe10">movement in the allowance for expected <span class="_ _2"></span>credit losses of trade receivables and accrued <span class="_ _2"></span>income:<span class="_ _2d2"> </span></ix:continuation></div><div class="gs2d2"><ix:continuation id="_9c79abf5-1ac0-48d1-a32a-ce72801dfe10" continuedAt="_24871924-d7d8-42a6-be53-22fa88cfeeda"><table id="_1c73d34c-4092-4b0b-9aa3-74ca3458ecb6" class="s w203 h129"><tr><td /><td /><td class="c x73c y22d7 w1fe hf6"><div class="t m0 x1b6 h1d y2197 ffd fs11 fc7 sc0 ls88 ws84">Restated</div><div class="t m0 x73b h87 y2198 ffd fs31 fc7 sc0 ls1 ws0">1<span class="_ _2d2"> </span></div></td></tr><tr><td /><td class="t m0 x200 h8b y22d8 ffb fs11 fc7 sc0 ls1 ws0">2025 </td><td class="t m0 x3af h1d y22d9 ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x204 h8b y22da ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x205 h1d y22db ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y2177 w204 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">At 1 January<span class="_ _2d2"> </span></div></td><td class="c n x63f y2177 w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">4,574<span class="_ _2d2"> </span></div></td><td class="c n x640 y2177 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">3,658<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2178 w205 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Pr<span class="_ _2"></span>ovision for e<span class="_ _2"></span>xpected credit losses<span class="_ _2d2"> </span></div></td><td class="c n x59d y2178 w6b he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">3,543<span class="_ _2d2"> </span></div></td><td class="c n x59e y2178 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2,061<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2179 w206 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Amounts written off<span class="_ _2d2"> </span></div></td><td class="c n x742 y2179 w1d he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(2,468)<span class="_ _2d2"> </span></div></td><td class="c n x743 y2179 w21 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(1,146)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b6 w207 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">At 31 December<span class="_ _2d2"> </span></div></td><td class="c n x744 y20b6 w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">5,649<span class="_ _2d2"> </span></div></td><td class="c n x212 y20b6 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">4,574<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2d3"><ix:continuation id="_24871924-d7d8-42a6-be53-22fa88cfeeda" continuedAt="_9134a715-7d06-4c45-87cf-06b814d9ee6a">The Group applies the IFRS 9 <span class="_ _2"></span>expected credit loss model using the simplified <span class="_ _2"></span>approach, whereby a provision matrix is applied<span class="_ _2"></span> based on the ageing </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2d4"><ix:continuation id="_9134a715-7d06-4c45-87cf-06b814d9ee6a" continuedAt="_69ffeba3-6413-4108-b3dd-bb2c82a53225">of trade receivables, historical default rates, <span class="_ _2"></span>and forward-looking information. The ECL provision increased <span class="_ _2"></span>to £5.6m (2024: £4.6m), reflecting </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2d5"><ix:continuation id="_69ffeba3-6413-4108-b3dd-bb2c82a53225" continuedAt="_30cc6c98-01b1-45a0-a806-b0224f553fe2">higher exposure to overdue balances, particularly <span class="_ _2"></span>those greater than 120 days past due, <span class="_ _2"></span>and management’s updated assessment of the cu<span class="_ _2"></span>rrent </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2d6"><ix:continuation id="_30cc6c98-01b1-45a0-a806-b0224f553fe2" continuedAt="_0a8bdc20-4f83-4edb-8ab0-69d86ec153a0">economic environment.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2d7"><ix:continuation id="_0a8bdc20-4f83-4edb-8ab0-69d86ec153a0" continuedAt="_1a905fad-662d-444a-b6ec-e0809189aa7e">As at 31 December, an analysis <span class="_ _2"></span>of gross trade receivables and accrued income <span class="_ _2"></span>by credit risk rating grades is as <span class="_ _2"></span>follows:<span class="_ _2d2"> </span></ix:continuation></div><div class="gs2d8"><ix:continuation id="_1a905fad-662d-444a-b6ec-e0809189aa7e" continuedAt="_3379581a-2643-4980-85c1-8a81c9646dec"><table id="_546cd862-f10c-45ad-aadf-b93a0a0b71ca" class="s w11b h12a"><tr><td /><td /><td class="t m0 x745 h4a y22dc ffc fs11 fc7 sc0 ls1 ws0">Neither past due </td><td /><td /><td class="t m0 x746 h1d y22dc ffd fs11 fc7 sc0 ls1 ws0">60 – 90 <span class="ffc"> </span></td><td class="t m0 x747 h1d y22dc ffd fs11 fc7 sc0 ls1 ws0">90 – 120 <span class="ffc"> </span></td><td /></tr><tr><td /><td class="t m0 x748 h4a y22dd ffc fs11 fc7 sc0 ls1 ws0">T<span class="_ _0"></span>otal </td><td class="t m0 x3b0 h4a y22de ffc fs11 fc7 sc0 ls1 ws0">nor impaired </td><td class="t m0 x6c9 h1d y22dd ffd fs11 fc7 sc0 ls1 ws0">&lt;30 days<span class="ffc"> </span></td><td class="t m0 x749 h1d y22dd ffd fs11 fc7 sc0 ls1 ws0">30-60 days<span class="ffc"> </span></td><td class="t m0 x74a h4a y22de ffc fs11 fc7 sc0 ls84 ws80">days<span class="_ _1"></span><span class="ls1 ws0"> </span></td><td class="t m0 x74b h4a y22de ffc fs11 fc7 sc0 ls84 ws80">days<span class="_ _1"></span><span class="ls1 ws0"> </span></td><td class="t m0 x4a8 h1d y22dd ffd fs11 fc7 sc0 ls1 ws0">&gt; 120 days<span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x74c h1d y22df ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x74d h1d y22e0 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x3f6 h1d y22df ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x3f7 h1d y22df ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x203 h1d y22e0 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x204 h1d y22e0 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x205 h1d y22df ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y228a w153 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">2025<span class="_ _2d2"> </span></div></td><td class="c n x74e y228a w35 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">21,402<span class="_ _2d2"> </span></div></td><td class="c n x74f y228a wce he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">10,573<span class="_ _2d2"> </span></div></td><td class="c n x5a9 y228a wa6 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">3,895<span class="_ _2d2"> </span></div></td><td class="c n x750 y228a w27 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">849<span class="_ _2d2"> </span></div></td><td class="c n x751 y228a w3a he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">544<span class="_ _2d2"> </span></div></td><td class="c n x52f y228a w27 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">669<span class="_ _2d2"> </span></div></td><td class="c n x6d7 y228a w6b he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">4,872<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b6 w153 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2024<span class="_ _2d2"> </span></div></td><td class="c n x74e y20b6 w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">20,436<span class="_ _2d2"> </span></div></td><td class="c n x752 y20b6 w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">10,220<span class="_ _2d2"> </span></div></td><td class="c n x753 y20b6 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">3,588<span class="_ _2d2"> </span></div></td><td class="c n x754 y20b6 w27 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">706<span class="_ _2d2"> </span></div></td><td class="c n x755 y20b6 w3a he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">414<span class="_ _2d2"> </span></div></td><td class="c n x215 y20b6 w27 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">223<span class="_ _2d2"> </span></div></td><td class="c n x216 y20b6 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">5,285<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2d9"><ix:continuation id="_3379581a-2643-4980-85c1-8a81c9646dec" continuedAt="_fb9aa6dc-9b1a-4bfc-9749-8c78c9bebedb">The expected credit loss rate applied <span class="_ _2"></span>by ageing bracket has been disclosed <span class="_ _2"></span>below:<span class="_ _2d2"> </span></ix:continuation></div><div class="gs2da"><ix:continuation id="_fb9aa6dc-9b1a-4bfc-9749-8c78c9bebedb" continuedAt="_8e47218c-1a94-498f-b61a-fb2fd88685b2"><table id="_5ff5abe9-4f12-4855-a8a0-076836b345af" class="s w208 hfe"><tr><td /><td class="t m0 x745 h4a y22e1 ffc fs11 fc7 sc0 ls1 ws0">Neither past due </td><td /><td /><td class="t m0 x746 h1d y22e1 ffd fs11 fc7 sc0 ls1 ws0">60 – 90 <span class="ffc"> </span></td><td class="t m0 x747 h1d y22e1 ffd fs11 fc7 sc0 ls1 ws0">90 – 120 <span class="ffc"> </span></td><td /></tr><tr><td /><td class="t m0 x3b0 h4a y22e2 ffc fs11 fc7 sc0 ls1 ws0">nor impaired<span class="_ _2d2"> </span></td><td class="c n x756 y22e3 w209 h104"><div class="t m0 x1b6 h1d y2197 ffd fs11 fc7 sc0 ls1 ws0">&lt;30 days<span class="_ _2d2"> </span></div></td><td class="c n x757 y22e3 w20a h104"><div class="t m0 x1b6 h1d y2197 ffd fs11 fc7 sc0 ls1 ws0">30-60 days<span class="_ _2d2"> </span></div></td><td class="t m0 x74a h4a y22e2 ffc fs11 fc7 sc0 ls84 ws80">days<span class="_ _2d2"> </span></td><td class="t m0 x74b h4a y22e2 ffc fs11 fc7 sc0 ls84 ws80">days<span class="_ _2d2"> </span></td><td class="t m0 x4a8 h1d y22e4 ffd fs11 fc7 sc0 ls1 ws0">&gt; 120 days<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y228a w153 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">2025<span class="_ _2d2"> </span></div></td><td class="c n x758 y228a wfc he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">0.00%<span class="_ _2d2"> </span></div></td><td class="c n x759 y228a w20b he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">10.06%<span class="_ _2d2"> </span></div></td><td class="c n x75a y228a w20c he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">14.53%<span class="_ _2d2"> </span></div></td><td class="c n x75b y228a w20c he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">22.22%<span class="_ _2d2"> </span></div></td><td class="c n x75c y228a w20c he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">19.20%<span class="_ _2d2"> </span></div></td><td class="c n x75d y228a w20d he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">67.24%<span class="_ _2d2"> </span></div></td></tr><tr><td class="c x1b7 y20b6 w20e h110"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls4c ws4b">Restated<span class="_ _2d2"> </span></div><div class="t m0 x75e h3a y224b ffd fs19 fc3 sc0 ls1 ws0">1<span class="_ _2d2"> </span></div><div class="t m0 x75f h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2024<span class="_ _2d2"> </span></div></td><td class="c n x760 y20b6 w20f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">0.02%<span class="_ _2d2"> </span></div></td><td class="c n x761 y20b6 w210 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">13.11%<span class="_ _2d2"> </span></div></td><td class="c n x762 y20b6 w210 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">17.51%<span class="_ _2d2"> </span></div></td><td class="c n x763 y20b6 w211 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">34.21%<span class="_ _2d2"> </span></div></td><td class="c n x764 y20b6 w211 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">37.14%<span class="_ _2d2"> </span></div></td><td class="c n x765 y20b6 w211 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">69.75%<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 h8c ffd fs33 fc8 sc0 ls7e ws78 gs2db"><ix:continuation id="_8e47218c-1a94-498f-b61a-fb2fd88685b2">1 <span class="_ _b3"> </span>Refer to note 36 to <span class="_ _2"></span>the financial statements</ix:continuation></div></ix:nonNumeric></div><div class="t m0 x15b h4a y1baf ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x15b h4a y1bb0 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x154 h4a y1bb1 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x6e h4a y1bbe ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x6c h4a y1bc6 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   132<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   132<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
<div id="pf87" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc87 w4 h0"><img 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" class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">132<span class="_ _1b6"> </span>133</div><div class="t m0 xf he y1f ff4b fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 xe he y1e ff4b fs6 fc4 sc0 ls9c ws9c">OTHER INFORMATION<span class="_ _182"></span><span class="fc0">FINANCIAL STATEMENTS<span class="_ _183"></span><span class="fc4">CORPORATE GOVERNANCE<span class="_ _13e"></span>STRATEGIC<span class="_ _2"></span> REPORT<span class="_ _184"></span><span class="ls37 ws36">OVERVIEW</span></span></span></div><div class="t m0 x18 h10 y21 ff4c fs4 fc6 sc0 ls1 ws0"> </div><div class="-ixh-highlight-region gs2dc"><ix:nonNumeric name="ifrs-full:DisclosureOfBorrowingsExplanatory" id="fact-607" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_eb218cbb-ee88-4b2e-8196-80cb37cb951a"><div class="t m0 h6f ffb fs24 fc10 sc0 ls92 ws8f gs2dd"><ix:nonNumeric name="ifrs-full:DisclosureOfCashAndCashEquivalentsExplanatory" id="fact-19" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_e69d477e-2531-40a2-a45c-8e6b4294d5ca">22. <span class="_ _bc"> </span> <span class="_ _18"></span>Cash and cash equiva<span class="_ _2"></span>lents<span class="_ _2d2"> </span></ix:nonNumeric></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2de"><ix:continuation id="_e69d477e-2531-40a2-a45c-8e6b4294d5ca" continuedAt="_ebe57e10-d3f2-4f89-a34d-63bfc3803730">Bank overdrafts reflect the aggregate overdrawn <span class="_ _2"></span>balances of Group companies (even if those <span class="_ _2"></span>companies have other positive cash balances). The </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2df"><ix:continuation id="_ebe57e10-d3f2-4f89-a34d-63bfc3803730" continuedAt="_01d3b5cd-75d3-4b3c-8777-210a22df364e">overdrafts are held with the Group’s <span class="_ _2"></span>relationship banks.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2e0"><ix:continuation id="_01d3b5cd-75d3-4b3c-8777-210a22df364e" continuedAt="_797c1d60-7d45-42db-939d-e51d226c81fc">For the purpose of the statement <span class="_ _2"></span>of cash flows, cash and cash equivalents <span class="_ _2"></span>comprise the following at 31 December:<span class="_ _2d2"> </span></ix:continuation></div><div class="gs2e1"><ix:continuation id="_797c1d60-7d45-42db-939d-e51d226c81fc"><table id="_2a86e962-70da-4e49-88fd-d8dbec5592fb" class="s w212 h117"><tr><td /><td class="t m0 x1b0 h8b y22e5 ffb fs11 fc7 sc0 ls1 ws0">2025 </td><td class="t m0 x1b1 h1d y22e5 ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x1b3 h8b y22e6 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x1b4 h1d y22e6 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y2178 w58 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Cash and cash equivalen<span class="_ _2"></span>ts<span class="_ _2d2"> </span></div></td><td class="c n x766 y2178 w35 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">67,050<span class="_ _2d2"> </span></div></td><td class="c n x767 y2178 w3d he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">60,663<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2179 w61 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Bank over<span class="_ _2"></span>drafts<span class="_ _2d2"> </span></div></td><td class="c n x768 y2179 w65 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws9b">(39,253)<span class="_ _2d2"> </span></div></td><td class="c n x769 y2179 w24 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(28,264)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b6 w213 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">Cash and cash equivalen<span class="_ _2"></span>ts<span class="_ _2d2"> </span></div></td><td class="c n x71f y20b6 w35 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">27,797<span class="_ _2d2"> </span></div></td><td class="c n x720 y20b6 w3d he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">32,399<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div></ix:nonNumeric></div><div class="t m0 x19d h4a y1bcc ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x19d h4a y1bcd ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x18 h6f y1bd1 ffb fs24 fc10 sc0 ls2e ws0"><ix:nonNumeric name="ifrs-full:DisclosureOfTradeAndOtherPayablesExplanatory" id="fact-20" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_09a2aa68-1e7c-4a0e-a8fb-ec9273a676fa">23. <span class="_ _b6"> </span> <span class="_ _18"></span>T<span class="_ _2"></span>rade a<span class="_ _1"></span>nd oth<span class="_ _1"></span>er payab<span class="_ _1"></span>les<span class="_ _2d2"> </span></ix:nonNumeric></div><div class="t m0 x19d h4a y1bd2 ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x19d h4a y1bd3 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="x1ae z37 gs1"><ix:continuation id="_09a2aa68-1e7c-4a0e-a8fb-ec9273a676fa" continuedAt="_66bfa24f-3f38-47b3-aea4-3ef29408fa6b"><table id="_40dc55b9-6349-4012-a66a-c8031a0e5e97" class="s w214 h12b"><tr><td /><td /><td class="c x704 y22e7 w1dc h105"><div class="t m0 x1b6 h1d y2210 ffd fs11 fc7 sc0 ls88 ws84">Restated</div><div class="t m0 x703 h87 y2212 ffd fs31 fc7 sc0 ls1 ws0">1<span class="_ _2d2"> </span></div></td></tr><tr><td /><td class="t m0 x1b0 h8b y22e8 ffb fs11 fc7 sc0 ls1 ws0">2025 </td><td class="t m0 x1b1 h1d y22e9 ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x1b3 h8b y22ea ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x1b4 h1d y22eb ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="t m0 x1b5 h11 y22ec ffb fs8 fc3 sc0 ls1 ws0">Current<span class="_ _263"> </span><span class="ffc"> <span class="_ _ac"> </span> </span></td><td /><td /></tr><tr><td class="c n x1b7 y211e w215 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">T<span class="_ _0"></span>rade pay<span class="_ _2"></span>ables<span class="_ _2d2"> </span></div></td><td class="c n x76a y211e w26 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">9,665<span class="_ _2d2"> </span></div></td><td class="c n x76b y211e w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">9,793<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b2 w216 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Other tax<span class="_ _2"></span>es and social security pa<span class="_ _2"></span>yable<span class="_ _2d2"> </span></div></td><td class="c n x76c y20b2 w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">7,687<span class="_ _2d2"> </span></div></td><td class="c n x221 y20b2 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">6,120<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2177 w217 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Other pay<span class="_ _2"></span>ables<span class="_ _2d2"> </span></div></td><td class="c n x76d y2177 w6b he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">2,866<span class="_ _2d2"> </span></div></td><td class="c n x2c0 y2177 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2,981<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2178 w218 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Accruals<span class="_ _2d2"> </span></div></td><td class="c n x76e y2178 w35 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">13,791<span class="_ _2d2"> </span></div></td><td class="c n x76f y2178 w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">15,185<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2179 w219 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Commission refund liability<span class="_ _2d2"> </span></div></td><td class="c n x1c7 y2179 w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">2,801<span class="_ _2d2"> </span></div></td><td class="c n x4ce y2179 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">3,414<span class="_ _2d2"> </span></div></td></tr><tr><td /><td class="c n x70b y20b6 w35 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">36,810<span class="_ _2d2"> </span></div></td><td class="c n x66d y20b6 w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">37,493<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 x1a2 h4a y1bd4 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x18 h8c y1bdf ffd fs33 fc8 sc0 ls7e ws78"><ix:continuation id="_66bfa24f-3f38-47b3-aea4-3ef29408fa6b" continuedAt="_53a87b03-46e0-4399-b462-db12859fb239">1 <span class="_ _b3"> </span>Refer to note 36 to <span class="_ _2"></span>the financial statements<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 hd4 y1be0 ff13 fs24 fc6 sc0 ls9f ws9f"><ix:continuation id="_53a87b03-46e0-4399-b462-db12859fb239" continuedAt="_74472b41-d8fd-4d85-a66c-20e5cb957e61">Commis<span class="_ _1"></span>sion refund liabilit<span class="_ _1"></span>y<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h13 y1be1 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_74472b41-d8fd-4d85-a66c-20e5cb957e61" continuedAt="_fc4fb154-e8dd-4d1a-9389-3fdb40356b0f">Certain subsidiaries earn commissions on the <span class="_ _2"></span>sale of life assurance and general insurance <span class="_ _2"></span>products with terms from one to four <span class="_ _2"></span>years which are </ix:continuation></div><div class="t m0 x18 h13 y1be2 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_fc4fb154-e8dd-4d1a-9389-3fdb40356b0f" continuedAt="_bcb240b3-8628-496e-bd26-41aa99fb8c87">cancellable without a notice period, and <span class="_ _2"></span>if cancelled within a set period, require <span class="_ _2"></span>that a portion of the commission earned<span class="_ _2"></span> must be repaid. The </ix:continuation></div><div class="t m0 x18 h13 y1be3 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_bcb240b3-8628-496e-bd26-41aa99fb8c87" continuedAt="_8e4f8465-e07b-4198-9617-68aad27d1df5">subsidiaries do not hold insurance risk <span class="_ _2"></span>on the life assurance and general insurance <span class="_ _2"></span>products sold.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h13 y1be4 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_8e4f8465-e07b-4198-9617-68aad27d1df5" continuedAt="_8aca765d-eaa1-4e08-bc60-49e38a18a817">Commission income is recognised in accordance <span class="_ _2"></span>with IFRS 15 Revenue from Contracts with <span class="_ _2"></span>Customers. The potential obligation to repay </ix:continuation></div><div class="t m0 x18 h13 y1be5 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_8aca765d-eaa1-4e08-bc60-49e38a18a817" continuedAt="_bbf71b61-f6e9-4a3a-ba96-5104baace56a">commission gives rise to variable consideration, <span class="_ _2"></span>which is constrained to the extent that <span class="_ _2"></span>it is highly probable that a significant <span class="_ _2"></span>reversal of recognised </ix:continuation></div><div class="t m0 x18 h13 y1be6 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_bbf71b61-f6e9-4a3a-ba96-5104baace56a" continuedAt="_c2f9180f-8f74-4b36-8906-ecadadf7f169">revenue will not occur.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h13 y1be7 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_c2f9180f-8f74-4b36-8906-ecadadf7f169" continuedAt="_7c467ad0-1896-4ef2-bfb4-663e6f5e9389">The commission refund liability is recognised <span class="_ _2"></span>as a reduction in revenue at the <span class="_ _2"></span>point commission income is recognised. The <span class="_ _2"></span>liability represents </ix:continuation></div><div class="t m0 x18 h13 y1be8 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_7c467ad0-1896-4ef2-bfb4-663e6f5e9389" continuedAt="_68e4907e-92b1-442d-9a05-44e1e5d76396">management’s best estimate of commissions that <span class="_ _2"></span>will be clawed back for insurance products <span class="_ _2"></span>sold that may be cancelled in future <span class="_ _2"></span>periods and </ix:continuation></div><div class="t m0 x18 h13 y1be9 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_68e4907e-92b1-442d-9a05-44e1e5d76396" continuedAt="_ef1b4dbc-543d-495c-a429-7b8171be8a2b">is calculated based on historic cancellation <span class="_ _2"></span>experience. If average lapse rates across all <span class="_ _2"></span>products sold were to increase by 1.0%, <span class="_ _2"></span>the total liability </ix:continuation></div><div class="t m0 x18 h13 y1bea ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_ef1b4dbc-543d-495c-a429-7b8171be8a2b">would increase by £0.2m.</ix:continuation></div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   133<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   133<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
<div id="pf88" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc88 w4 h0"><img 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ABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAEzaqZ0AAANuSURBVAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAADwd793gSm1fmu0NgAAAABJRU5ErkJggg==" class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">134<span class="_ _1b6"> </span>135</div><div class="t m0 x8 he y1f ff49 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x19 he y1e ff49 fs6 fc4 sc0 ls37 ws36">OVERVIEW</div><div class="t m0 x6 h10 y21 ffc fs4 fc6 sc0 ls9e ws12">Notes<span class="_ _1"></span> to<span class="_ _1"></span> the<span class="_ _7"></span> Group<span class="_ _1"></span> Finan<span class="_ _1"></span>cial<span class="_ _1"></span> S<span class="_ _2"></span>t<span class="_ _1"></span>atement<span class="_ _1"></span>s<span class="_ _1"></span> <span class="fs41 lsa0 wsa1">conti<span class="_ _2"></span>nued</span></div><div class="-ixh-highlight-region gs2e2"><ix:nonNumeric name="ifrs-full:DisclosureOfFinancialLiabilitiesExplanatory" id="fact-571" contextRef="c-1" escape="true" xml:lang="en"><div class="t m0 hbf ff16 fs24 fc10 sc0 ls99 ws97 gs2e3"><ix:continuation id="_0788360a-0087-4fa4-a51c-8849a7bdaa96" continuedAt="_b3136999-0a05-4149-83fa-4fd384096c2a">24. <span class="_ _bc"> </span> <span class="_ _1ef"></span>Financ<span class="_ _1"></span>ial <span class="_ _2"></span>liabilities<span class="_ _2d2"> </span></ix:continuation></div><div class="gs2e4"><ix:continuation id="_b3136999-0a05-4149-83fa-4fd384096c2a" continuedAt="_716deec3-5bb9-4794-b1dc-382dea3147a8"><table id="_ebc14416-2671-45de-bab8-5d5697fb1a48" class="s w11b h12c"><tr><td /><td /><td class="c x73c y22ed w1fe h105"><div class="t m0 x1b6 h1d y2210 ffd fs11 fc7 sc0 ls88 ws84">Restated</div><div class="t m0 x73b h87 y2212 ffd fs31 fc7 sc0 ls1 ws0">1<span class="_ _2d2"> </span></div></td></tr><tr><td /><td class="t m0 x200 h8b y22ee ffb fs11 fc7 sc0 ls1 ws0">2025 </td><td class="t m0 x3af h1d y22ef ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x204 h8b y22f0 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x205 h1d y22f1 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="t m0 x206 h11 y22f2 ffb fs8 fc3 sc0 ls1 ws0">Current<span class="_ _263"> </span><span class="ffc"> <span class="_ _ac"> </span> </span></td><td /><td /></tr><tr><td class="c n x1b7 y21a4 w21a he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">IFRS 16 lessee financial liabilities<span class="_ _2d2"> </span></div></td><td class="c n x770 y21a4 w26 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">2,354<span class="_ _2d2"> </span></div></td><td class="c n x6b7 y21a4 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">2,289<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2176 w105 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Contingent c<span class="_ _2"></span>onsidera<span class="_ _2"></span>tion<span class="_ _2d2"> </span></div></td><td class="c n x771 y2176 w26 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">3,259<span class="_ _2d2"> </span></div></td><td class="c n x59e y2176 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">3,306<span class="_ _2d2"> </span></div></td></tr><tr><td /><td class="c n x515 y2177 w26 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">5,613<span class="_ _2d2"> </span></div></td><td class="c n x516 y2177 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">5,595<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x206 h11 y22f3 ffb fs8 fc3 sc0 ls1 ws0">Non-current<span class="_ _26a"> </span><span class="ffc"> <span class="_ _ac"> </span> </span></td><td /><td /></tr><tr><td class="c n x1b7 y2179 w21a he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">IFRS 16 lessee financial liabilities<span class="_ _2d2"> </span></div></td><td class="c n x770 y2179 w26 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">4,148<span class="_ _2d2"> </span></div></td><td class="c n x6b7 y2179 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">3,493<span class="_ _2d2"> </span></div></td></tr><tr><td /><td class="c n x515 y20b6 w26 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">4,148<span class="_ _2d2"> </span></div></td><td class="c n x516 y20b6 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">3,493<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 h8c ffd fs33 fc8 sc0 ls7e ws78 gs2e5"><ix:continuation id="_716deec3-5bb9-4794-b1dc-382dea3147a8" continuedAt="_021dc18a-1187-4fca-9b08-3bdd9dbe0bf1">1 <span class="_ _b3"> </span>Refer to note 36 to <span class="_ _2"></span>the financial statements<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 hd4 ff13 fs24 fc6 sc0 ls2e ws2d gs2e6"><ix:continuation id="_eb218cbb-ee88-4b2e-8196-80cb37cb951a" continuedAt="_482a304c-f2a7-49fc-af91-3661bbff6d36"><ix:continuation id="_021dc18a-1187-4fca-9b08-3bdd9dbe0bf1" continuedAt="_8d577acc-9b1e-4c3e-b6bf-5b75ff312c59">Bank lo<span class="_ _1"></span>ans – RCF and overdraft<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2e7"><ix:continuation id="_482a304c-f2a7-49fc-af91-3661bbff6d36" continuedAt="_e4548825-cc29-41b8-a772-6e6328e9135a"><ix:continuation id="_8d577acc-9b1e-4c3e-b6bf-5b75ff312c59" continuedAt="_ed4beac6-d8ad-4cc5-a511-0749846e5fa1">In accordance with the terms at <span class="_ _2"></span>31 December 2025, the utilisation of the <span class="_ _2"></span>RCF may vary each month as long <span class="_ _2"></span>as this does not exceed the maximum </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2e8"><ix:continuation id="_e4548825-cc29-41b8-a772-6e6328e9135a" continuedAt="_2608fdaa-5e21-41bb-880d-236a95d26e0a"><ix:continuation id="_ed4beac6-d8ad-4cc5-a511-0749846e5fa1" continuedAt="_4dbc74bf-2207-43c2-a519-f2a7932b98ba">£60.0m facility (2024: £60.0m). The Group’s <span class="_ _2"></span>overdraft is also secured on the same <span class="_ _2"></span>facility, and the combined overdraft and RCF <span class="_ _2"></span>cannot exceed </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2e9"><ix:continuation id="_2608fdaa-5e21-41bb-880d-236a95d26e0a" continuedAt="_1c7f7ec9-6efe-4688-a4b9-a12407f3cf47"><ix:continuation id="_4dbc74bf-2207-43c2-a519-f2a7932b98ba" continuedAt="_dc215038-edd7-47b9-8617-14d03741b5b4">£60.0m (2024: £60.0m).<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2ea"><ix:continuation id="_1c7f7ec9-6efe-4688-a4b9-a12407f3cf47" continuedAt="_66b89f3e-3f57-4572-802f-47056d9e0782"><ix:continuation id="_dc215038-edd7-47b9-8617-14d03741b5b4" continuedAt="_0e8d7325-6dc1-4878-960a-4680291c8f9e">In January 2025, LSL amended and <span class="_ _2"></span>restated the RCF facility, the renewed facility <span class="_ _2"></span>now runs to January 2030 with <span class="_ _2"></span>the same limit of £60.0m.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2eb"><ix:continuation id="_66b89f3e-3f57-4572-802f-47056d9e0782" continuedAt="_45958e67-0d1f-4a7b-9252-26d38be60d62"><ix:continuation id="_0e8d7325-6dc1-4878-960a-4680291c8f9e" continuedAt="_b709d405-7f7b-42f3-9eea-abd4529e51b2">The Group’s revolving credit facility (RCF) <span class="_ _2"></span>was undrawn as at the year<span class="ffc ls1 ws0"> <span class="_ _2"></span><span class="ffd ls14 ws11">end (2024: undrawn). Any amounts drawn <span class="_ _2"></span>under the RCF are secured via </span></span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2ec"><ix:continuation id="_45958e67-0d1f-4a7b-9252-26d38be60d62" continuedAt="_bdb86d89-e4ce-47f7-b457-6a819f945143"><ix:continuation id="_b709d405-7f7b-42f3-9eea-abd4529e51b2" continuedAt="_d49caf9c-94b0-4360-b14b-2b91434c24dd">cross guarantees issued from the following <span class="_ _2"></span>businesses: LSL Property Services plc, Your-Move.co.uk Limited, <span class="_ _2"></span>Reeds Rains Limited, e.surv Limited, </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2ed"><ix:continuation id="_bdb86d89-e4ce-47f7-b457-6a819f945143" continuedAt="_fd954e3a-c6a3-44b9-8e7a-dda646d569e3"><ix:continuation id="_d49caf9c-94b0-4360-b14b-2b91434c24dd" continuedAt="_974504db-3b8f-44b2-b3cd-4cd9495ebe7b">Lending Solutions Holdings Limited, First Complete <span class="_ _2"></span>Limited, New Daffodil Limited, St Trinity Limited, <span class="_ _2"></span>LSL Corporate Client Services Limited, Advance </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2ee"><ix:continuation id="_fd954e3a-c6a3-44b9-8e7a-dda646d569e3" continuedAt="_5f786270-6ca3-4462-a704-6a3923fa0840"><ix:continuation id="_974504db-3b8f-44b2-b3cd-4cd9495ebe7b" continuedAt="_617ea838-1ffb-447b-a3f3-8a58adcfc469">Mortgage Funding Limited, Personal Touch Financial <span class="_ _2"></span>Services Limited, Personal Touch Administration Services <span class="_ _2"></span>Limited, LSLi Limited and Vitalhandy </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2ef"><ix:continuation id="_5f786270-6ca3-4462-a704-6a3923fa0840" continuedAt="_c88d552a-9ba1-471d-93e2-3bc07d2d8df4"><ix:continuation id="_617ea838-1ffb-447b-a3f3-8a58adcfc469" continuedAt="_395b057d-448f-4661-9a77-9397cb89b1d5">Enterprises Limited.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2f0"><ix:continuation id="_c88d552a-9ba1-471d-93e2-3bc07d2d8df4"><ix:continuation id="_395b057d-448f-4661-9a77-9397cb89b1d5" continuedAt="_d0a6f56e-68c6-4e44-a510-097dee7df5f2">Fees payable on the RCF amounted <span class="_ _2"></span>to £0.7m during the year (2024: £0.6m) <span class="_ _2"></span>including amortisation of arrangement fees and non-utilisation <span class="_ _2"></span>fees.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 hbf ff16 fs24 fc6 sc0 ls92 ws9a gs2f1"><ix:nonNumeric name="ifrs-full:DisclosureOfBusinessCombinationsExplanatory" id="fact-608" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_a714d7ad-4016-4275-a1a2-eda9eb60bbbe"><ix:continuation id="_d0a6f56e-68c6-4e44-a510-097dee7df5f2" continuedAt="_81c2f661-9fa0-49a8-abde-4fbd38e17f68">Contingent <span class="_ _2"></span>consideration<span class="_ _2d2"> </span></ix:continuation></ix:nonNumeric></div><div class="gs2f2"><ix:continuation id="_81c2f661-9fa0-49a8-abde-4fbd38e17f68" continuedAt="_f5c3750f-b078-49f8-a3ad-09c364dafe0c"><ix:continuation id="_a714d7ad-4016-4275-a1a2-eda9eb60bbbe" continuedAt="_951f56d0-a3bb-47d3-82ef-049ebd9164e9"><table id="_eae5a403-d7da-444a-83c7-11f6656ac9d4" class="s w1e7 hff"><tr><td /><td class="t m0 x200 h8b y22f4 ffb fs11 fc7 sc0 ls1 ws0">2025 </td><td class="t m0 x3af h1d y22f4 ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x204 h8b y22f5 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x205 h1d y22f5 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y20b0 w21b he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>enetLime<span class="_ _2d2"> </span></div></td><td class="c n x59d y20b0 w6b he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">3,259<span class="_ _2d2"> </span></div></td><td class="c n x59e y20b0 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">3,306<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y22f6 w21c he4"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal contingent consider<span class="_ _2"></span>ation<span class="_ _2d2"> </span></div></td><td class="c n x772 y22f6 w6b he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">3,259<span class="_ _2d2"> </span></div></td><td class="c n x773 y22f6 w30 he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0">3,306<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b2 w1e8 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Opening balance<span class="_ _2d2"> </span></div></td><td class="c n x59d y20b2 w6b he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">3,306<span class="_ _2d2"> </span></div></td><td class="c n x774 y20b2 w19 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">65<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b3 w21d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Acquisition<span class="_ _2d2"> </span></div></td><td class="c n x775 y20b3 w4f he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x227 y20b3 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">3,600<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21d9 w21e he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Cash paid<span class="_ _2d2"> </span></div></td><td class="c n x776 y21d9 w4f he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x777 y21d9 w7c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(65)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2179 w21f he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Amounts rec<span class="_ _2"></span>orded thr<span class="_ _2"></span>ough income st<span class="_ _2"></span>atement<span class="_ _2d2"> </span></div></td><td class="c n x778 y2179 w41 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(47)<span class="_ _2d2"> </span></div></td><td class="c n x28f y2179 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(294)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b6 w1ec he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">Closing balance<span class="_ _2d2"> </span></div></td><td class="c n x63f y20b6 w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">3,259<span class="_ _2d2"> </span></div></td><td class="c n x640 y20b6 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">3,306<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2f3"><ix:continuation id="_951f56d0-a3bb-47d3-82ef-049ebd9164e9" continuedAt="_a3b5a14c-aa4d-430f-a2d1-1eeb5008b0c5"><ix:continuation id="_f5c3750f-b078-49f8-a3ad-09c364dafe0c" continuedAt="_2966c5ac-8ec3-4816-970e-8dc79988fba5">Contingent consideration payable is measured <span class="_ _2"></span>at fair value using a discounted cash <span class="_ _2"></span>flow approach. The most significant unobservable inputs <span class="_ _2"></span>are </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2f4"><ix:continuation id="_a3b5a14c-aa4d-430f-a2d1-1eeb5008b0c5" continuedAt="_aa7f3f67-07de-404d-a43c-b2c5add6a3b3"><ix:continuation id="_2966c5ac-8ec3-4816-970e-8dc79988fba5" continuedAt="_78be5b6f-ce9d-42e8-b1c4-05d62a53c2b5">adviser retention levels, forecast profitability and <span class="_ _2"></span>the discount rate applied to expected futu<span class="_ _2"></span>re payments.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 hd4 ff13 fs24 fc6 sc0 ls2e ws2d gs2f5"><ix:continuation id="_aa7f3f67-07de-404d-a43c-b2c5add6a3b3" continuedAt="_4d214975-0ca8-414e-b989-0e88b2597961"><ix:continuation id="_78be5b6f-ce9d-42e8-b1c4-05d62a53c2b5" continuedAt="_24a8d427-4c5e-4b2b-8098-09061bc4747d">T<span class="_ _2"></span>enetLi<span class="_ _1"></span>me Limite<span class="_ _1"></span>d<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2f6"><ix:continuation id="_4d214975-0ca8-414e-b989-0e88b2597961" continuedAt="_1eb4a381-0fed-413e-85ef-aae4c2bf5f33"><ix:continuation id="_24a8d427-4c5e-4b2b-8098-09061bc4747d" continuedAt="_4d567f91-169f-44d8-8dff-9e8422ac0396">On 2 February 2024, the Group <span class="_ _2"></span>acquired the entire issued share capital of <span class="_ _2"></span>TenetLime Limited (TenetLime), a subsidiary of Tenet <span class="_ _2"></span>Group Limited </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2f7"><ix:continuation id="_1eb4a381-0fed-413e-85ef-aae4c2bf5f33" continuedAt="_131bf910-2c88-4b24-9130-3c8c8ff9694b"><ix:continuation id="_4d567f91-169f-44d8-8dff-9e8422ac0396" continuedAt="_fecf9321-9f35-4581-873a-4be2c4f417e7">(Tenet Group). The value of the <span class="_ _2"></span>company was concentrated in the contracts with <span class="_ _2"></span>the appointed representative firms. Consequently, the </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2f8"><ix:continuation id="_131bf910-2c88-4b24-9130-3c8c8ff9694b" continuedAt="_9899e959-30bd-480e-ba89-088c4ffe6f59"><ix:continuation id="_fecf9321-9f35-4581-873a-4be2c4f417e7" continuedAt="_227b09c6-f23b-4293-9e4a-26433da19495">transaction has been accounted for as <span class="_ _2"></span>an asset acquisition. A relationship intangible <span class="_ _2"></span>asset of £9.3m has been recognised, please <span class="_ _2"></span>refer to note 17. </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2f9"><ix:continuation id="_9899e959-30bd-480e-ba89-088c4ffe6f59" continuedAt="_a56d0673-b276-4df1-8ae7-a200686ce32c"><ix:continuation id="_227b09c6-f23b-4293-9e4a-26433da19495" continuedAt="_67a14a6f-86e4-4bcc-a94b-24ee575a9829">The cost paid for the relationship <span class="_ _2"></span>intangible asset represents initial consideration of £5.7m <span class="_ _2"></span>and contingent consideration of £3.6m. The <span class="_ _2"></span>contingent </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2fa"><ix:continuation id="_a56d0673-b276-4df1-8ae7-a200686ce32c" continuedAt="_4d652595-5f9d-4365-b3be-6d3e6c6c862e"><ix:continuation id="_67a14a6f-86e4-4bcc-a94b-24ee575a9829" continuedAt="_2bb0768a-669e-47eb-a39e-0317ae201cad">consideration is based on the retention <span class="_ _2"></span>rate of firms within LSL’s PRIMIS network <span class="_ _2"></span>12 months after the transaction <span class="_ _2"></span>completed.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2fb"><ix:continuation id="_4d652595-5f9d-4365-b3be-6d3e6c6c862e" continuedAt="_94e0ea7d-371e-42bb-b3ed-479bb0f53116"><ix:continuation id="_2bb0768a-669e-47eb-a39e-0317ae201cad" continuedAt="_3ca33c69-5ad3-48cd-96d9-02759adcc67e">As part of the purchase agreement, <span class="_ _2"></span>Tenet Group agreed to provide a number <span class="_ _2"></span>of services to LSL after the transaction. <span class="_ _2"></span>Subsequent to the purchase, </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2fc"><ix:continuation id="_94e0ea7d-371e-42bb-b3ed-479bb0f53116" continuedAt="_f937dfbf-454f-41f5-a422-19bf3a472990"><ix:continuation id="_3ca33c69-5ad3-48cd-96d9-02759adcc67e" continuedAt="_dba508eb-93b9-4989-9c31-b2bbf68424c9">LSL was notified that Tenet Group <span class="_ _2"></span>Limited entered administration on 5 June 2024. <span class="_ _2"></span>As at the 31 December 2025, there <span class="_ _2"></span>are no additional liabilities </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2fd"><ix:continuation id="_f937dfbf-454f-41f5-a422-19bf3a472990" continuedAt="_379acf58-5a8e-4a03-bbf7-3a7faa516c90"><ix:continuation id="_dba508eb-93b9-4989-9c31-b2bbf68424c9" continuedAt="_a52d3bc6-60d4-4bd0-bf26-2212e028d64e">recognised as a result of the <span class="_ _2"></span>administration, though £0.6m of exceptional costs were <span class="_ _2"></span>incurred during the year (2024: £0.5m, see <span class="_ _2"></span>note 9). </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2fe"><ix:continuation id="_379acf58-5a8e-4a03-bbf7-3a7faa516c90" continuedAt="_48e544e4-f09b-40c8-91ed-92439ec152bc"><ix:continuation id="_a52d3bc6-60d4-4bd0-bf26-2212e028d64e" continuedAt="_bdfe18a8-3c44-4fd8-b3d8-5ece800bdef3">Management have assessed the potential future <span class="_ _2"></span>costs that may arise for LSL due <span class="_ _2"></span>to Tenet Group Limited’s administration and is <span class="_ _2"></span>currently in </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs2ff"><ix:continuation id="_48e544e4-f09b-40c8-91ed-92439ec152bc" continuedAt="_fafef602-045b-407b-8431-21273bb04434"><ix:continuation id="_bdfe18a8-3c44-4fd8-b3d8-5ece800bdef3" continuedAt="_83001d53-2b16-4287-bc64-ab5a15f8a330">discussions with the administrators regarding these <span class="_ _2"></span>costs. As at the reporting date, the <span class="_ _2"></span>Group had no legal or constructive ob<span class="_ _2"></span>ligation for any future </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs300"><ix:continuation id="_fafef602-045b-407b-8431-21273bb04434" continuedAt="_31941141-8727-4132-ae0d-ae73e9bb60a4"><ix:continuation id="_83001d53-2b16-4287-bc64-ab5a15f8a330" continuedAt="_7fac6487-99ef-4ad0-a840-5e3844feb0d2">costs that may arise. Additionally, discussions <span class="_ _2"></span>are ongoing with the administrators to offset <span class="_ _2"></span>these amounts against the contingent consideration </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs301"><ix:continuation id="_31941141-8727-4132-ae0d-ae73e9bb60a4"><ix:continuation id="_7fac6487-99ef-4ad0-a840-5e3844feb0d2">payable, which was originally due in <span class="_ _2"></span>H1 2025 but has been delayed due <span class="_ _2"></span>to an extension of the administration process <span class="_ _2"></span>to June 2026.</ix:continuation></ix:continuation></div></ix:nonNumeric></div><div class="t m0 x15b h4a y1887 ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x15b h4a y1888 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x154 h4a y1884 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x15b h4a y1bf8 ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x15b h4a y1bf9 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   134<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   134<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
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QAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAJFgqBQAAAgHSURBVAEAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAADBAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAADBAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAADBAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAD4BPGf/YYlH6NYAAAAASUVORK5CYII=" class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">134<span class="_ _1b6"> </span>135</div><div class="t m0 xf he y1f ff4b fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 xe he y1e ff4b fs6 fc4 sc0 ls9c ws9c">OTHER INFORMATION<span class="_ _182"></span><span class="fc0">FINANCIAL STATEMENTS<span class="_ _183"></span><span class="fc4">CORPORATE GOVERNANCE<span class="_ _13e"></span>STRATEGIC<span class="_ _2"></span> REPORT<span class="_ _184"></span><span class="ls37 ws36">OVERVIEW</span></span></span></div><div class="t m0 x18 h10 y21 ff4c fs4 fc6 sc0 ls1 ws0"> </div><div class="t m0 x18 hbf y13bf ff16 fs24 fc10 sc0 ls92 ws9a"><ix:nonNumeric name="ifrs-full:DisclosureOfProvisionsExplanatory" id="fact-21" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_56def091-8e15-44bd-8210-f9436cfa659a">25. <span class="_ _bc"> </span> <span class="_ _1ef"></span>Provisions for<span class="_ _2"></span> liabil<span class="_ _2"></span>ities<span class="_ _2d2"> </span></ix:nonNumeric></div><div class="t m0 xd8 h4a y1883 ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 xd8 h4a y1c10 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="x1ae z7 gs1"><ix:continuation id="_56def091-8e15-44bd-8210-f9436cfa659a" continuedAt="_273e6ed4-d227-422b-bc6c-b99561b9e434"><table id="_32b96fb9-3151-426a-8bb5-b7bf0ecbba9a" class="s w220 h12d"><tr><td /><td /><td /><td /><td class="t m0 x779 h8b y22f7 ffb fs11 fc7 sc0 ls1 ws0">Appointed </td><td /><td /></tr><tr><td /><td class="t m0 x77a h8b y22f8 ffb fs11 fc7 sc0 ls1 ws0">PI claim </td><td class="t m0 x59f h86 y22f8 ff16 fs11 fc7 sc0 ls1 ws0">Dilapidation <span class="ffb"> </span></td><td class="t m0 x77b h8b y22f8 ffb fs11 fc7 sc0 ls1 ws0">Restructuring </td><td class="t m0 x77c h86 y22f9 ff16 fs11 fc7 sc0 ls1 ws0">represent<span class="_ _2"></span>ative </td><td /><td /></tr><tr><td /><td class="t m0 x77d h8b y22fa ffb fs11 fc7 sc0 ls1 ws0">provisions </td><td class="t m0 x696 h8b y22fa ffb fs11 fc7 sc0 ls1 ws0">provision </td><td class="t m0 x582 h8b y22fa ffb fs11 fc7 sc0 ls1 ws0">provision </td><td class="t m0 x5c5 h8b y22fb ffb fs11 fc7 sc0 ls1 ws0">provision </td><td class="t m0 x77e h8b y22fc ffb fs11 fc7 sc0 ls1 ws0">Other </td><td class="t m0 x1b1 h8b y22fc ffb fs11 fc7 sc0 ls1 ws0">T<span class="_ _0"></span>otal </td></tr><tr><td /><td class="t m0 x588 h8b y22fd ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x469 h8b y22fd ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x46a h8b y22fd ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x46b h8b y22fe ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x1b3 h8b y22ff ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x1b4 h8b y22ff ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="c x1b7 y2301 w221 h12e"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Balance at 1 January 2025 (res<span class="_ _2"></span>tat<span class="_ _2"></span>ed</div><div class="t m0 x77f h3a y2300 ffd fs19 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div><div class="t m0 x780 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">)<span class="_ _2d2"> </span></div></td><td class="c n x781 y2301 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">2,575<span class="_ _2d2"> </span></div></td><td class="c n x782 y2301 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">5,110<span class="_ _2d2"> </span></div></td><td class="c n x783 y2301 w27 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">918<span class="_ _2d2"> </span></div></td><td class="c n x784 y2301 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">1,247<span class="_ _2d2"> </span></div></td><td class="c n x785 y2301 w27 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">571<span class="_ _2d2"> </span></div></td><td class="c n x786 y2301 w35 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">10,421<span class="_ _2d2"> </span></div></td></tr><tr><td class="c x1b7 y2303 w222 hea"><div class="t m0 x1b6 h14 y213f ffc fs8 fc3 sc0 ls1 ws0">T<span class="_ _0"></span>ransf<span class="_ _2"></span>erred fr<span class="_ _2"></span>om trade and other<span class="_ _2d2"> </span></div><div class="t m0 x1b6 h14 y2140 ffc fs8 fc3 sc0 ls1 ws0">pay<span class="_ _2"></span>ables<span class="_ _2d2"> </span></div><div class="t m0 x787 h3a y2302 ffd fs19 fc3 sc0 ls1 ws0">1<span class="_ _2d2"> </span></div></td><td class="c n x788 y2304 wa9 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x789 y2304 wa9 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x78a y2304 w4f he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x78b y2304 w27 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">543<span class="_ _2d2"> </span></div></td><td class="c n x78c y2304 w33 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x78d y2304 w3a he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">543<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2305 w223 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Pr<span class="_ _2"></span>ovided in financial year<span class="_ _2d2"> </span></div></td><td class="c n x78e y2305 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">2,650<span class="_ _2d2"> </span></div></td><td class="c n x78f y2305 wb0 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">16<span class="_ _2d2"> </span></div></td><td class="c n x4c2 y2305 w3a he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">549<span class="_ _2d2"> </span></div></td><td class="c n x6ef y2305 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">1,615<span class="_ _2d2"> </span></div></td><td class="c n x485 y2305 w4f he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x486 y2305 w6b he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">4,830<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2306 w224 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Amount utilised<span class="_ _2d2"> </span></div></td><td class="c n x790 y2306 w2c he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(153)<span class="_ _2d2"> </span></div></td><td class="c n x791 y2306 w2c he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(383)<span class="_ _2d2"> </span></div></td><td class="c n x792 y2306 w2c he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(441)<span class="_ _2d2"> </span></div></td><td class="c n x793 y2306 w21 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(1,790)<span class="_ _2d2"> </span></div></td><td class="c n x794 y2306 w4f he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x43b y2306 w2b he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws9b">(2,767)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2307 w225 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Amount released<span class="_ _2d2"> </span></div></td><td class="c n x795 y2307 w2c he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(751)<span class="_ _2d2"> </span></div></td><td class="c n x796 y2307 w2c he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(652)<span class="_ _2d2"> </span></div></td><td class="c n x797 y2307 w7c he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(30)<span class="_ _2d2"> </span></div></td><td class="c n x798 y2307 w33 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x799 y2307 w2c he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(571)<span class="_ _2d2"> </span></div></td><td class="c n x79a y2307 w1d he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws9b">(2,004)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2308 w226 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Unwinding of discount<span class="_ _2d2"> </span></div></td><td class="c n x79b y2308 wa9 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x79c y2308 wa5 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">245<span class="_ _2d2"> </span></div></td><td class="c n x79d y2308 w33 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x79e y2308 w4f he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x6a8 y2308 w33 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x79f y2308 w27 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">245<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b3 w227 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">Balance at 31 December 2025<span class="_ _2d2"> </span></div></td><td class="c n x7a0 y20b3 w26 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">4,321<span class="_ _2d2"> </span></div></td><td class="c n x7a1 y20b3 w26 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">4,336<span class="_ _2d2"> </span></div></td><td class="c n x7a2 y20b3 w27 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">996<span class="_ _2d2"> </span></div></td><td class="c n x7a3 y20b3 w6b he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">1,615<span class="_ _2d2"> </span></div></td><td class="c n x7a4 y20b3 w4f he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x7a5 y20b3 w35 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">11,268<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2309 w228 he7"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">Current liabilities<span class="_ _2d2"> </span></div></td><td class="c n x7a6 y2309 wa6 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">1,030<span class="_ _2d2"> </span></div></td><td class="c n x7a7 y2309 w26 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">3,396<span class="_ _2d2"> </span></div></td><td class="c n x7a8 y2309 w3a he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">996<span class="_ _2d2"> </span></div></td><td class="c n x236 y2309 w27 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">844<span class="_ _2d2"> </span></div></td><td class="c n x775 y2309 w4f he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x4c0 y2309 w26 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">6,266<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y22c4 w229 he7"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">Non-current liabilities<span class="_ _2d2"> </span></div></td><td class="c n x7a9 y22c4 wa6 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">3,291<span class="_ _2d2"> </span></div></td><td class="c n x7aa y22c4 wa5 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">940<span class="_ _2d2"> </span></div></td><td class="c n x7ab y22c4 w4f he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x7ac y22c4 w27 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">771<span class="_ _2d2"> </span></div></td><td class="c n x48e y22c4 w33 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x640 y22c4 w26 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">5,002<span class="_ _2d2"> </span></div></td></tr><tr><td /><td class="c n x7ad y20b6 wa6 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">4,321<span class="_ _2d2"> </span></div></td><td class="c n x7ae y20b6 w26 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">4,336<span class="_ _2d2"> </span></div></td><td class="c n x7af y20b6 w27 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">996<span class="_ _2d2"> </span></div></td><td class="c n x679 y20b6 w26 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">1,615<span class="_ _2d2"> </span></div></td><td class="c n x485 y20b6 w4f he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x7b0 y20b6 w3c he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">11,268<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 x18 h8c y1c21 ffd fs33 fc8 sc0 ls1 ws0"><ix:continuation id="_273e6ed4-d227-422b-bc6c-b99561b9e434" continuedAt="_492b0c87-e5fe-4aac-8b5a-72cc1551888f">1<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x86 hdb y1c22 ffc fs34 fc8 sc0 ls1 wsb1">  </div><div class="t m0 xce h8c y1c21 ffd fs33 fc8 sc0 ls7e ws78"><ix:continuation id="_492b0c87-e5fe-4aac-8b5a-72cc1551888f" continuedAt="_dd71bbd9-6258-45d7-80db-e6c12453d4b7">During the period, the Group has reclassified <span class="_ _2"></span>£0.5m of opening balances from commission refund <span class="_ _2"></span>liability within trade and other payables to appointed </ix:continuation></div><div class="t m0 xce h8c y1c23 ffd fs33 fc8 sc0 ls7e ws78"><ix:continuation id="_dd71bbd9-6258-45d7-80db-e6c12453d4b7" continuedAt="_75906822-2028-49c5-9eb8-762fc7a53428">representative provision. This reclassification reflects a more <span class="_ _2"></span>appropriate presentation of the balance, which relates <span class="_ _2"></span>to obligations that are uncertain in timing or </ix:continuation></div><div class="t m0 xce h8c y1c24 ffd fs33 fc8 sc0 ls7e ws78"><ix:continuation id="_75906822-2028-49c5-9eb8-762fc7a53428" continuedAt="_d383ea70-0d85-40b6-a713-f4a5561f2f65">amount and meet the definition of a <span class="_ _2"></span>provision under IAS 37<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h8c y1c25 ffd fs33 fc8 sc0 ls7e ws78"><ix:continuation id="_d383ea70-0d85-40b6-a713-f4a5561f2f65" continuedAt="_73ae1b6c-1a41-4ca0-825b-66271050e59a">2 <span class="_ _b3"> </span>Refer to note 36 to <span class="_ _2"></span>the financial statements<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 hd4 y1c26 ff13 fs24 fc6 sc0 ls2e ws2d"><ix:continuation id="_73ae1b6c-1a41-4ca0-825b-66271050e59a" continuedAt="_bf7f43a1-38f2-4038-9485-4b7dbf634ebc">PI claim prov<span class="_ _1"></span>isions<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h13 y1c27 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_bf7f43a1-38f2-4038-9485-4b7dbf634ebc" continuedAt="_052bf4ae-9735-41c9-b1d5-fc650d08fa56">PI claim provisions of £4.3m relate <span class="_ _2"></span>to the Surveying &amp; Valuation Division (£3.6m) <span class="_ _2"></span>and Financial Services Division (£0.7m).<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 hd4 y1c28 ff13 fs24 fc6 sc0 ls2e ws2d"><ix:continuation id="_052bf4ae-9735-41c9-b1d5-fc650d08fa56" continuedAt="_01ddea31-cd57-4977-a6bf-34265fbd7a3e">PI claim prov<span class="_ _1"></span>ision – Sur<span class="_ _1"></span>veyin<span class="_ _1"></span>g &amp; V<span class="_ _2"></span>aluatio<span class="_ _1"></span>n<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h13 y1c29 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_01ddea31-cd57-4977-a6bf-34265fbd7a3e" continuedAt="_13e96865-bb5f-47d1-8b8e-d696ccaddf0e">The PI claim provision is to <span class="_ _2"></span>cover the costs of claims that arise <span class="_ _2"></span>during the normal course of business. The <span class="_ _2"></span>PI claim provision includes both valuation </ix:continuation></div><div class="t m0 x18 h13 y1c2a ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_13e96865-bb5f-47d1-8b8e-d696ccaddf0e" continuedAt="_fc72be49-7d9a-40a9-b7ce-f2637d3d4b4d">and defect claims and provides for <span class="_ _2"></span>claims already received from clients and claims <span class="_ _2"></span>yet to be received. The provision is <span class="_ _2"></span>management’s best estimate </ix:continuation></div><div class="t m0 x18 h13 y1c2b ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_fc72be49-7d9a-40a9-b7ce-f2637d3d4b4d" continuedAt="_dba976a8-b4f1-4c39-957f-ec6a91718969">of the likely outcome of such <span class="_ _2"></span>claims, taking account of the incidence of <span class="_ _2"></span>such claims and the size of the <span class="_ _2"></span>loss that may be borne by the <span class="_ _2"></span>claimant, </ix:continuation></div><div class="t m0 x18 h13 y1c2c ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_dba976a8-b4f1-4c39-957f-ec6a91718969" continuedAt="_8780b311-3039-4b21-a1fa-3b6001d4cb03">after taking account of actions that <span class="_ _2"></span>can be taken to mitigate losses.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h13 y1c2d ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_8780b311-3039-4b21-a1fa-3b6001d4cb03" continuedAt="_9c587a20-288e-4939-b2aa-a654254e47c7">The PI claim provision will be <span class="_ _2"></span>utilised as individual claims are settled, and <span class="_ _2"></span>the settlement amount may vary from the <span class="_ _2"></span>amount provided depending </ix:continuation></div><div class="t m0 x18 h13 y1c2e ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_9c587a20-288e-4939-b2aa-a654254e47c7" continuedAt="_9305e398-c490-4584-8563-f9846854f577">on the outcome of each claim. <span class="_ _2"></span>PI claim provisions are not discounted as <span class="_ _2"></span>the timing of settlement is uncertain and <span class="_ _2"></span>the effect of discounting is not </ix:continuation></div><div class="t m0 x18 h13 y1c2f ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_9305e398-c490-4584-8563-f9846854f577" continuedAt="_19978d38-cbce-4bc6-8897-9fa3e1040eb2">considered material. Based on past experience, <span class="_ _2"></span>a significant proportion of the provision has <span class="_ _2"></span>historically been settled after more than 12 <span class="_ _2"></span>months. </ix:continuation></div><div class="t m0 x18 h13 y1c30 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_19978d38-cbce-4bc6-8897-9fa3e1040eb2" continuedAt="_3d35a668-b3ee-4da1-a2ee-dd4e9186fa46">As a result, a substantial portion <span class="_ _2"></span>of the provision has been classified as <span class="_ _2"></span>non-current. As of 31 December 2025, the <span class="_ _2"></span>total provision for PI claim was </ix:continuation></div><div class="t m0 x18 h13 y1c31 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_3d35a668-b3ee-4da1-a2ee-dd4e9186fa46" continuedAt="_c6902e97-a53e-448f-81b9-c4654eafd4b7">£3.6m. The Directors have considered the <span class="_ _2"></span>sensitivity analysis on the key risks and <span class="_ _2"></span>uncertainties discussed above.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h13 y1c32 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_c6902e97-a53e-448f-81b9-c4654eafd4b7" continuedAt="_69681a53-8b03-49d8-9c36-a6bc570f285b">The increase in the provision during <span class="_ _2"></span>the year was due to professional indemnity <span class="_ _2"></span>claims being notified to the Group’s Surveyin<span class="_ _2"></span>g &amp; Valuation Division </ix:continuation></div><div class="t m0 x18 h13 y1c33 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_69681a53-8b03-49d8-9c36-a6bc570f285b" continuedAt="_da1d0507-f37b-4844-a95d-214b8c657885">in relation to historic valuation engagements. <span class="_ _2"></span>Currently, these matters are at an early <span class="_ _2"></span>stage of investigation and in accordance with <span class="_ _2"></span>IAS 37, further </ix:continuation></div><div class="t m0 x18 h14 y1c34 ffc fs8 fc8 sc0 ls14 ws0"><ix:continuation id="_da1d0507-f37b-4844-a95d-214b8c657885" continuedAt="_3b33aff3-02a2-4e0e-b88e-bfd5276aca90">information about the potential financial effect and related uncertainties has not been disclosed because it could prejudice the Group’s position in </ix:continuation></div><div class="t m0 x18 h13 y1c35 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_3b33aff3-02a2-4e0e-b88e-bfd5276aca90" continuedAt="_7e9d0197-6321-48a6-a505-6cc5d537b9ed">any dispute.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 hbf y1c36 ff16 fs24 fc6 sc0 ls70 ws9e"><ix:continuation id="_7e9d0197-6321-48a6-a505-6cc5d537b9ed" continuedAt="_9cb9ecff-8e89-4ce4-b2f9-2af7bd520578">Valuation<span class="_ _2"></span> claims:<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h14 y1c37 ff1e fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_9cb9ecff-8e89-4ce4-b2f9-2af7bd520578" continuedAt="_05a85afb-3b8a-4016-a55a-2ed61acfafeb">Cost per claim<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h13 y1c38 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_05a85afb-3b8a-4016-a55a-2ed61acfafeb" continuedAt="_e0581a5c-e31a-42b1-9adf-841e712b254a">A substantial element of the PI <span class="_ _2"></span>claim provision relates to specific claims where <span class="_ _2"></span>disputes are ongoing. These specific claims have <span class="_ _2"></span>been separately </ix:continuation></div><div class="t m0 x18 h13 y1c39 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_e0581a5c-e31a-42b1-9adf-841e712b254a" continuedAt="_a0322ec3-aa49-4def-92cf-d9576b53d6e6">assessed and specific provisions have been <span class="_ _2"></span>made. The average cost per claim has <span class="_ _2"></span>been used to calculate the claims incurred <span class="_ _2"></span>but not yet reported </ix:continuation></div><div class="t m0 x18 h13 y1c3a ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_a0322ec3-aa49-4def-92cf-d9576b53d6e6" continuedAt="_b3e9f4a5-69c9-435e-962f-dbdded0219cf">(IBNR). Should the costs to settle <span class="_ _2"></span>and resolve these specific claims and future <span class="_ _2"></span>claims increase by 10%, an additional £0.1m <span class="_ _2"></span>would be required.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h14 y1c3b ff1e fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_b3e9f4a5-69c9-435e-962f-dbdded0219cf" continuedAt="_6accbd40-ec3c-4f33-bfb9-92b2c30816ea">Rate of claim<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h13 y1c3c ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_6accbd40-ec3c-4f33-bfb9-92b2c30816ea" continuedAt="_a21f10ea-941e-4e70-a3ca-226cb5cb7626">The IBNR assumes that the rate <span class="_ _2"></span>of claim for the high-risk lending period <span class="_ _2"></span>reduces over time. Should the rate of <span class="_ _2"></span>reduction be lower than anticipated </ix:continuation></div><div class="t m0 x18 h13 y1c3d ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_a21f10ea-941e-4e70-a3ca-226cb5cb7626" continuedAt="_b51bf9a9-b7cd-4423-961c-928e758f6ddd">and the duration extended, further costs <span class="_ _2"></span>may arise. An increase of 30% in <span class="_ _2"></span>notifications more than that assumed in the <span class="_ _2"></span>IBNR calculations would </ix:continuation></div><div class="t m0 x18 h13 y1c3e ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_b51bf9a9-b7cd-4423-961c-928e758f6ddd" continuedAt="_637ba892-163f-4fde-a864-efbaacb08acd">increase the required provision by £0.2m.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h6f y1c3f ffb fs24 fc6 sc0 ls70 ws6b"><ix:continuation id="_637ba892-163f-4fde-a864-efbaacb08acd" continuedAt="_cc4d0f23-52d9-479a-9391-cacd9195fd75">Defect claims:<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h13 y1c40 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_cc4d0f23-52d9-479a-9391-cacd9195fd75" continuedAt="_30102b9e-cec6-4c64-bc8c-246045f16040">The Group also provides for defect <span class="_ _2"></span>claims, whereby it is found that a <span class="_ _2"></span>property has a defect which was not <span class="_ _2"></span>identified when the survey was </ix:continuation></div><div class="t m0 x18 h13 y1c41 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_30102b9e-cec6-4c64-bc8c-246045f16040" continuedAt="_fe741e9c-a91e-4162-88ac-2496408afc57">performed. The value provided for each <span class="_ _2"></span>received claim is the expected value of <span class="_ _2"></span>that claim. To assess the value of <span class="_ _2"></span>future claims incurred but not yet </ix:continuation></div><div class="t m0 x18 h13 y1c42 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_fe741e9c-a91e-4162-88ac-2496408afc57" continuedAt="_1fb5b44f-0c62-405f-b2e4-e33f695d9a1c">received (IBNR), analysis is performed on <span class="_ _2"></span>the number of surveys that lead to <span class="_ _2"></span>future claims and the average cost per <span class="_ _2"></span>claim.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   135<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   135<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
<div id="pf8a" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc8a w4 h0"><img src="data:image/png;base64,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" class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">136<span class="_ _1b6"> </span>137</div><div class="t m0 x8 he y1f ff49 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x19 he y1e ff49 fs6 fc4 sc0 ls37 ws36">OVERVIEW</div><div class="t m0 x6 h10 y21 ffc fs4 fc6 sc0 ls9e ws12">Notes<span class="_ _1"></span> to<span class="_ _1"></span> the<span class="_ _7"></span> Group<span class="_ _1"></span> Finan<span class="_ _1"></span>cial<span class="_ _1"></span> S<span class="_ _2"></span>t<span class="_ _1"></span>atement<span class="_ _1"></span>s<span class="_ _1"></span> <span class="fs41 lsa0 wsa1">conti<span class="_ _2"></span>nued</span></div><div class="t m0 x6 hd4 y13bf ff13 fs24 fc6 sc0 ls2e ws2d"><ix:continuation id="_1fb5b44f-0c62-405f-b2e4-e33f695d9a1c" continuedAt="_d531c688-0542-4431-84d0-a8a1534e1cec">PI claim prov<span class="_ _1"></span>ision – Financ<span class="_ _1"></span>ial Ser<span class="_ _1"></span>vi<span class="_ _1"></span>ces<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h13 y1412 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_d531c688-0542-4431-84d0-a8a1534e1cec" continuedAt="_99ed0264-8538-4b23-9677-8ae3d718688e">The PI claim provision is to <span class="_ _2"></span>cover the costs of claims that arise <span class="_ _2"></span>during the normal course of business. The <span class="_ _2"></span>PI provision provides for both claims </ix:continuation></div><div class="t m0 x6 h13 y1413 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_99ed0264-8538-4b23-9677-8ae3d718688e" continuedAt="_16c5c564-7cd8-4e55-9abd-2113bfbb253d">which have been received from customers <span class="_ _2"></span>and claims yet to be received (IBNR). <span class="_ _2"></span>The Group calculates a provision for claims <span class="_ _2"></span>expected to be </ix:continuation></div><div class="t m0 x6 h13 y1414 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_16c5c564-7cd8-4e55-9abd-2113bfbb253d" continuedAt="_76348987-9827-496f-802b-209f6e86b80f">received based on the historical rate <span class="_ _2"></span>of claims, average cost per claim and <span class="_ _2"></span>the time which elapses between the advice <span class="_ _2"></span>being provided and the </ix:continuation></div><div class="t m0 x6 h13 y1415 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_76348987-9827-496f-802b-209f6e86b80f" continuedAt="_376fe1be-ed77-497c-a6d9-841edfea16a5">claim being raised. In addition, an <span class="_ _2"></span>asset is recognised for the estimated recoveries <span class="_ _2"></span>from professional indemnity insurance. The provision is </ix:continuation></div><div class="t m0 x6 h13 y1c43 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_376fe1be-ed77-497c-a6d9-841edfea16a5" continuedAt="_3a142294-33df-452f-ad00-9e533aeef6e2">presented gross of amounts due from <span class="_ _2"></span>insurers which form part of other debtors <span class="_ _2"></span>included in note 21.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h13 y1c44 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_3a142294-33df-452f-ad00-9e533aeef6e2" continuedAt="_4184bd7b-a576-486d-aa38-cd30624549da">As at 31 December 2025, the <span class="_ _2"></span>total provision for Financial Services PI was <span class="_ _2"></span>£0.5m (2024: £0.4m), including a provision for <span class="_ _2"></span>received claims of £0.3m </ix:continuation></div><div class="t m0 x6 h13 y17c2 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_4184bd7b-a576-486d-aa38-cd30624549da" continuedAt="_c340cdf6-5c8b-4378-8832-24daa4210e69">(2024: £0.2m) and IBNR of £0.2m <span class="_ _2"></span>(2024: £0.2m). The Group has recognised an <span class="_ _2"></span>asset of £0.3m (2024: £0.3m) against received <span class="_ _2"></span>claims in other </ix:continuation></div><div class="t m0 x6 h13 y1c45 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_c340cdf6-5c8b-4378-8832-24daa4210e69" continuedAt="_9e21a2c2-61c1-4961-a84d-e56ab5e03ad9">debtors at 31 December 2025.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 hd4 y1c46 ff13 fs24 fc6 sc0 ls99 ws97"><ix:continuation id="_9e21a2c2-61c1-4961-a84d-e56ab5e03ad9" continuedAt="_c739f041-5d95-4197-866d-28c5a6b0b711">Dilapidation pro<span class="_ _2"></span>vision<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h13 y1c47 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_c739f041-5d95-4197-866d-28c5a6b0b711" continuedAt="_8667dece-7b69-4d5f-845f-e3c528376315">The Group recognises its obligation to <span class="_ _2"></span>make good its leased properties when it <span class="_ _2"></span>becomes probable that there will be an <span class="_ _2"></span>economic outflow and a </ix:continuation></div><div class="t m0 x6 h13 y1c48 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_8667dece-7b69-4d5f-845f-e3c528376315" continuedAt="_de0c92a0-9291-43c7-ad6d-6205cea183d5">reliable estimate can be made, this <span class="_ _2"></span>is typically where notice has been served <span class="_ _2"></span>to the landlord and there is an <span class="_ _2"></span>agreed exit date.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h13 y181c ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_de0c92a0-9291-43c7-ad6d-6205cea183d5" continuedAt="_9a948615-c661-489d-a5fa-7abccd87911b">During 2023, the Group  entered <span class="_ _2"></span>into a number of ‘right to occupy’ <span class="_ _2"></span>agreements with its estate agency franchisees. The <span class="_ _2"></span>right to occupy agreements </ix:continuation></div><div class="t m0 x6 h13 y1c49 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_9a948615-c661-489d-a5fa-7abccd87911b" continuedAt="_53687e04-2ef0-49c8-b6e9-8905f3967151">relate to leases held by the <span class="_ _2"></span>Group that are due to be novated <span class="_ _2"></span>to the franchisees. They set out the <span class="_ _2"></span>Group’s obligations to the franchisees, regarding </ix:continuation></div><div class="t m0 x6 h13 y1c4a ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_53687e04-2ef0-49c8-b6e9-8905f3967151" continuedAt="_775e2ad4-885d-4ce5-b862-83bd8e8fbd62">the making good of existing modifications <span class="_ _2"></span>to the leased properties incurred during the <span class="_ _2"></span>Group’s tenancy, which will be payable to <span class="_ _2"></span>the franchisees </ix:continuation></div><div class="t m0 x6 h13 y1c4b ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_775e2ad4-885d-4ce5-b862-83bd8e8fbd62" continuedAt="_99c434e2-386d-4bd4-847f-4e488e8e4ac1">at the point of novation. The <span class="_ _2"></span>calculation of the Group’s dilapidation settlement provision <span class="_ _2"></span>is based on an average cost rate <span class="_ _2"></span>per square foot, for </ix:continuation></div><div class="t m0 x6 h13 y1c4c ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_99c434e2-386d-4bd4-847f-4e488e8e4ac1" continuedAt="_061a812a-1a0d-421e-800d-6d69a7d418e1">damages already incurred during the Group’s <span class="_ _2"></span>occupancy. The average cost rate per square <span class="_ _2"></span>foot applied in 2025 was £19.83 (2024: <span class="_ _2"></span>£18.50).<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h13 y1c4d ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_061a812a-1a0d-421e-800d-6d69a7d418e1" continuedAt="_06fc1f73-61f4-489b-9dc9-83455c181290">The provision is discounted using a <span class="_ _2"></span>risk-free discount rate based on expected date <span class="_ _2"></span>of novation of the lease. The discount <span class="_ _2"></span>rate applied in 2025 was </ix:continuation></div><div class="t m0 x6 h13 y1c4e ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_06fc1f73-61f4-489b-9dc9-83455c181290" continuedAt="_4939c0c8-3a1f-4d89-8970-036d031dc124">3.8% (2024: 4.2%).<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h13 y1c4f ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_4939c0c8-3a1f-4d89-8970-036d031dc124" continuedAt="_ad0c83bf-74d9-49b4-b211-02724184e180">If the average rates applied were <span class="_ _2"></span>to increase by 10% this would result <span class="_ _2"></span>in an increase in the overall provision <span class="_ _2"></span>of £0.4m, if they were to decrease </ix:continuation></div><div class="t m0 x6 h13 y1c50 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_ad0c83bf-74d9-49b4-b211-02724184e180" continuedAt="_a452f69d-e68a-4064-8112-91b6a73977f8">by 10% this would result in <span class="_ _2"></span>a reduction of the same amount. If <span class="_ _2"></span>the discount rate was to increase by <span class="_ _2"></span>1.0% this would result in a decrease <span class="_ _2"></span>in the </ix:continuation></div><div class="t m0 x6 h13 y1c51 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_a452f69d-e68a-4064-8112-91b6a73977f8" continuedAt="_1e33bb24-10fa-4b2b-859e-8ce583322fc3">provision of £0.1m, if the discount <span class="_ _2"></span>rate was to decrease by 1.0% this <span class="_ _2"></span>would result in an increase in the <span class="_ _2"></span>provision of the same amount. Management </ix:continuation></div><div class="t m0 x6 h13 y1c52 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_1e33bb24-10fa-4b2b-859e-8ce583322fc3" continuedAt="_94b27664-0b41-45ab-9e2a-e8f0aec34bbd">has concluded the provision to be <span class="_ _2"></span>the best estimate of the expenditure required <span class="_ _2"></span>to settle present obligations at the en<span class="_ _2"></span>d of the reporting period.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 hd4 y1c53 ff13 fs24 fc6 sc0 lsa7 wsb2"><ix:continuation id="_94b27664-0b41-45ab-9e2a-e8f0aec34bbd" continuedAt="_c0e0860e-19c4-4fc4-80a6-8bef7d34f8b7">Appointed representative provision<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h13 y1827 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_c0e0860e-19c4-4fc4-80a6-8bef7d34f8b7" continuedAt="_bcc1b212-0a18-4d09-924d-dab705fee01e">The Group recognises an provision for <span class="_ _2"></span>expected cash outflows on commission clawbacks arising <span class="_ _2"></span>after the termination, suspension or resignation </ix:continuation></div><div class="t m0 x6 h13 y1828 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_bcc1b212-0a18-4d09-924d-dab705fee01e" continuedAt="_db20563d-cb8f-4008-a2db-6471c432387b">of appointed representatives (ARs) within the <span class="_ _2"></span>Financial Services Division, to the extent not <span class="_ _2"></span>recoverable from these ARs. This is separate <span class="_ _2"></span>from the </ix:continuation></div><div class="t m0 x6 h13 y1829 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_db20563d-cb8f-4008-a2db-6471c432387b" continuedAt="_f7d6ed19-01c5-4a74-8617-035e8ab57327">IFRS 15 commission refund liability recorded <span class="_ _2"></span>against revenue for expected clawbacks on the <span class="_ _2"></span>Group’s own commissions while AR relationships </ix:continuation></div><div class="t m0 x6 h13 y1c54 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_f7d6ed19-01c5-4a74-8617-035e8ab57327" continuedAt="_3adfb988-4b58-458c-964a-7b780452d9e9">remain active.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h13 y1c55 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_3adfb988-4b58-458c-964a-7b780452d9e9" continuedAt="_d465b0e1-21d3-4478-abae-26525062d242">The liability represents management’s best estimate <span class="_ _2"></span>of commissions that will be clawed back <span class="_ _2"></span>for insurance products sold that may be <span class="_ _2"></span>cancelled </ix:continuation></div><div class="t m0 x6 h13 y1c56 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_d465b0e1-21d3-4478-abae-26525062d242" continuedAt="_637f0013-e992-4392-8e50-e1feda609ee8">in future periods and is calculated <span class="_ _2"></span>based on historic cancellation experience. If <span class="_ _2"></span>average lapse rates increase by 1.0%, the <span class="_ _2"></span>total provision would </ix:continuation></div><div class="t m0 x6 h13 y1c57 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_637f0013-e992-4392-8e50-e1feda609ee8" continuedAt="_57de65b8-c3dd-48c7-a2f9-843e5799fab2">increase by £0.1m.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 hd4 y1c58 ff13 fs24 fc6 sc0 ls9f ws9f"><ix:continuation id="_57de65b8-c3dd-48c7-a2f9-843e5799fab2" continuedAt="_02215ca4-3e2c-4d4b-825a-f7dd52e2ea7b">Restruc<span class="_ _1"></span>turing provisio<span class="_ _1"></span>n<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h13 y1c59 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_02215ca4-3e2c-4d4b-825a-f7dd52e2ea7b" continuedAt="_5ec2a569-e02d-438f-8700-aa74bba1dc55">The restructuring provision recognised relates to <span class="_ _2"></span>costs associated with the disposal of the <span class="_ _2"></span>owned branch network (£0.9m), and restructuring <span class="_ _2"></span>of the </ix:continuation></div><div class="t m0 x6 h13 y1c5a ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_5ec2a569-e02d-438f-8700-aa74bba1dc55" continuedAt="_ece96c3d-594c-4540-ba0b-6a3e2ee3cd05">Land and New Homes business (£0.1m, <span class="_ _2"></span>refer to note 9).<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h13 y1c5b ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_ece96c3d-594c-4540-ba0b-6a3e2ee3cd05" continuedAt="_93404712-d072-4e91-ab7f-fceb04c4cb7b">The costs associated with the disposal <span class="_ _2"></span>of the owned branch network includes committed <span class="_ _2"></span>branch works (£0.6m) and legal costs <span class="_ _2"></span>for the novation of </ix:continuation></div><div class="t m0 x6 h13 y1c5c ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_93404712-d072-4e91-ab7f-fceb04c4cb7b" continuedAt="_b632f76f-1c19-4de9-b88d-2414215114c2">leases to franchisees (£0.3m).<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 hd4 y1c5d ff13 fs24 fc6 sc0 ls2e ws2d"><ix:continuation id="_b632f76f-1c19-4de9-b88d-2414215114c2" continuedAt="_d8daa875-aa20-4708-bdd2-54ccb935c67b">Oth<span class="_ _1"></span>er – claims indemn<span class="_ _1"></span>it<span class="_ _1"></span>y provisio<span class="_ _1"></span>n and continge<span class="_ _1"></span>ncy<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h13 y1c5e ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_d8daa875-aa20-4708-bdd2-54ccb935c67b" continuedAt="_6c8cd388-22c3-45f8-939b-c82240afd60f">Included in the sale agreement of <span class="_ _2"></span>LMS was a four year claims indemnity <span class="_ _2"></span>of £2.0m, for which the Group has <span class="_ _2"></span>previously provided £0.6m for certain </ix:continuation></div><div class="t m0 x6 h13 y1c5f ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_6c8cd388-22c3-45f8-939b-c82240afd60f">claims, which it considers to be <span class="_ _2"></span>the most likely outcome. The Group disposed <span class="_ _2"></span>of LMS in 2021, and therefore the <span class="_ _2"></span>four year limit has now elapsed.</ix:continuation></div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   136<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   136<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
<div id="pf8b" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc8b w4 h0"><img 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" class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">136<span class="_ _1b6"> </span>137</div><div class="t m0 xf he y1f ff4b fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 xe he y1e ff4b fs6 fc4 sc0 ls9c ws9c">OTHER INFORMATION<span class="_ _182"></span><span class="fc0">FINANCIAL STATEMENTS<span class="_ _183"></span><span class="fc4">CORPORATE GOVERNANCE<span class="_ _13e"></span>STRATEGIC<span class="_ _2"></span> REPORT<span class="_ _184"></span><span class="ls37 ws36">OVERVIEW</span></span></span></div><div class="t m0 x18 h10 y21 ff4c fs4 fc6 sc0 ls1 ws0"> </div><div class="t m0 x18 h6f y13bf ffb fs24 fc10 sc0 ls9a wsa7"><ix:nonNumeric name="ifrs-full:DisclosureOfLeasesExplanatory" id="fact-22" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_7e2796b1-b216-45c9-b0f5-600f1703e359">26. <span class="_ _1b7"> </span> Leases<span class="_ _2d2"> </span></ix:nonNumeric></div><div class="t m0 x18 h6f y19bf ffb fs24 fc6 sc0 ls2e ws0"><ix:continuation id="_7e2796b1-b216-45c9-b0f5-600f1703e359" continuedAt="_5e5a8861-2b5e-4adf-832c-c84adf4c499c">Gro<span class="_ _1"></span>up as a le<span class="_ _1"></span>ssee<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h13 y1c60 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_5e5a8861-2b5e-4adf-832c-c84adf4c499c" continuedAt="_acd5b2f5-e3ed-4fae-9856-6498ff82f953">At the year ended 31 December <span class="_ _2"></span>2025, the Group has the following in <span class="_ _2"></span>regards to leases in the Group Balance <span class="_ _2"></span>Sheet.<span class="_ _2d2"> </span></ix:continuation></div><div class="x1ae z39 gs1"><ix:continuation id="_acd5b2f5-e3ed-4fae-9856-6498ff82f953" continuedAt="_f7534102-1bda-4d97-ab59-57f5c9c37644"><table id="_0369d42e-f750-4d3a-b886-79a6c6c93e61" class="s w22a h12f"><tr><td /><td /><td class="c n x57f y230a w13a h104"><div class="t m0 x1b6 h1d y2210 ffb fs11 fc7 sc0 ls1 ws0">2025<span class="_ _2d2"> </span></div></td><td /><td /><td class="c n x580 y230a w13a h104"><div class="t m0 x1b6 h1d y2210 ffd fs11 fc7 sc0 ls1 ws0">2024<span class="_ _2d2"> </span></div></td><td /></tr><tr><td /><td class="t m0 x7b1 h8b y230b ffb fs11 fc7 sc0 ls1 ws0">Property <span class="ffc"> </span></td><td class="t m0 x7b2 h8b y230b ffb fs11 fc7 sc0 ls1 ws0">Motor vehicles <span class="ffc"> </span></td><td class="t m0 x7b3 h8b y230b ffb fs11 fc7 sc0 ls1 ws0">T<span class="_ _0"></span>otal <span class="ffc"> </span></td><td class="t m0 x7b4 h4a y230b ffc fs11 fc7 sc0 ls1 ws0">Property  </td><td class="t m0 x7b5 h4a y230b ffc fs11 fc7 sc0 ls1 ws0">Motor vehicles  </td><td class="t m0 x7b6 h4a y230b ffc fs11 fc7 sc0 ls1 ws0">T<span class="_ _0"></span>otal  </td></tr><tr><td class="t m0 x1b5 h8b y230c ffb fs11 fc7 sc0 ls1 ws0">Right-of<span class="_ _2"></span>-use assets<span class="_ _2d2"> </span></td><td class="t m0 x588 h8b y230d ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x469 h8b y230d ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x46a h8b y230d ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x46b h1d y230d ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x1b3 h1d y230d ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x1b4 h1d y230d ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y211e w22b he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">1 January<span class="_ _2d2"> </span></div></td><td class="c n x7b7 y211e w26 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">1,536<span class="_ _2d2"> </span></div></td><td class="c n x7b8 y211e wa6 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">3,201<span class="_ _2d2"> </span></div></td><td class="c n x7b9 y211e w26 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">4,737<span class="_ _2d2"> </span></div></td><td class="c n x7ba y211e w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">1,684<span class="_ _2d2"> </span></div></td><td class="c n x63f y211e w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">3,279<span class="_ _2d2"> </span></div></td><td class="c n x292 y211e w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">4,963<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b2 w1d1 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Additions<span class="_ _2d2"> </span></div></td><td class="c n x7a6 y20b2 wa6 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">1,692<span class="_ _2d2"> </span></div></td><td class="c n x7a7 y20b2 w26 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">1,878<span class="_ _2d2"> </span></div></td><td class="c n x47f y20b2 w6b he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">3,570<span class="_ _2d2"> </span></div></td><td class="c n x7bb y20b2 w27 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">424<span class="_ _2d2"> </span></div></td><td class="c n x4e0 y20b2 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">1,431<span class="_ _2d2"> </span></div></td><td class="c n x7bc y20b2 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">1,855<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2177 w1d2 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Disposals<span class="_ _2d2"> </span></div></td><td class="c n x7bd y2177 wa9 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x7be y2177 w22c he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws9b">(142)<span class="_ _2d2"> </span></div></td><td class="c n x7bf y2177 w70 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws9b">(142)<span class="_ _2d2"> </span></div></td><td class="c n x7c0 y2177 w41 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws9b">(33)<span class="_ _2d2"> </span></div></td><td class="c n x7c1 y2177 w8d he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(67)<span class="_ _2d2"> </span></div></td><td class="c n x63d y2177 w2c he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(100)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2178 we8 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Depreciation<span class="_ _2d2"> </span></div></td><td class="c n x7c2 y2178 w70 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws9b">(710)<span class="_ _2d2"> </span></div></td><td class="c n x7c3 y2178 wa7 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws9b">(1,535)<span class="_ _2d2"> </span></div></td><td class="c n x7c4 y2178 w1d he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws9b">(2,245)<span class="_ _2d2"> </span></div></td><td class="c n x27c y2178 w2c he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(539)<span class="_ _2d2"> </span></div></td><td class="c n x2a2 y2178 w21 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(1,442)<span class="_ _2d2"> </span></div></td><td class="c n x7c5 y2178 w1e he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(1,981)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2179 w22d he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">T<span class="_ _0"></span>ransf<span class="_ _2"></span>er to in<span class="_ _2"></span>vestmen<span class="_ _2"></span>t in sublease<span class="_ _2d2"> </span></div></td><td class="c n x7c6 y2179 wa9 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x7c7 y2179 wa9 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x7c8 y2179 w33 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x7c9 y2179 w4f he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x7ca y2179 w33 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x528 y2179 w4f he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b6 w22e he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">31 December<span class="_ _2d2"> </span></div></td><td class="c n x7cb y20b6 w26 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">2,518<span class="_ _2d2"> </span></div></td><td class="c n x7cc y20b6 w26 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">3,402<span class="_ _2d2"> </span></div></td><td class="c n x7cd y20b6 w26 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">5,920<span class="_ _2d2"> </span></div></td><td class="c n x683 y20b6 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">1,536<span class="_ _2d2"> </span></div></td><td class="c n x233 y20b6 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">3,201<span class="_ _2d2"> </span></div></td><td class="c n x73f y20b6 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">4,737<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 x18 h13 y1c6b ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_f7534102-1bda-4d97-ab59-57f5c9c37644" continuedAt="_26283348-c05e-4ca6-949a-b7f1523c5b75">These are included in the carrying <span class="_ _2"></span>amounts of property, plant and equipment <span class="_ _2"></span>on the face of the Group Balance <span class="_ _2"></span>Sheet and have been included </ix:continuation></div><div class="t m0 x18 h13 y1c6c ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_26283348-c05e-4ca6-949a-b7f1523c5b75" continuedAt="_313588f4-21b0-4692-94af-2b869e565a0e">in note 18.<span class="_ _2d2"> </span></ix:continuation></div><div class="x1ae z3a gs1"><ix:continuation id="_313588f4-21b0-4692-94af-2b869e565a0e" continuedAt="_36f40f52-f222-4bf4-a67f-81e864ba727b"><table id="_558e6656-8a35-4464-a012-acca2ef82cb0" class="s w22f h130"><tr><td /><td class="t m0 x1b0 h8b y230e ffb fs11 fc7 sc0 ls1 ws0">2025 </td><td class="t m0 x1b1 h1d y230e ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></td></tr><tr><td class="t m0 x1b5 h86 y230f ff16 fs11 fc7 sc0 ls1 ws0">Lease liabilities </td><td class="t m0 x1b3 h8b y2310 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x1b4 h1d y2310 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y21a4 w22b he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">1 January<span class="_ _2d2"> </span></div></td><td class="c n x7ce y21a4 w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">5,782<span class="_ _2d2"> </span></div></td><td class="c n x7cf y21a4 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">8,340<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2176 w1d1 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Additions<span class="_ _2d2"> </span></div></td><td class="c n x7d0 y2176 w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">3,543<span class="_ _2d2"> </span></div></td><td class="c n x227 y2176 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1,855<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2177 w230 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Inter<span class="_ _2"></span>est expense<span class="_ _2d2"> </span></div></td><td class="c n x237 y2177 w3a he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">534<span class="_ _2d2"> </span></div></td><td class="c n x7d1 y2177 w27 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">455<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2178 w1d2 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Disposals<span class="_ _2d2"> </span></div></td><td class="c n x7d2 y2178 w70 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(335)<span class="_ _2d2"> </span></div></td><td class="c n x7d3 y2178 w1e he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(1,518)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2179 wa4 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Repa<span class="_ _2"></span>yment of lease liabilities<span class="_ _2d2"> </span></div></td><td class="c n x7d4 y2179 w2b he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(3,020)<span class="_ _2d2"> </span></div></td><td class="c n x7d5 y2179 w1e he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(3,350)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b6 w22e he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">31 December<span class="_ _2d2"> </span></div></td><td class="c n x515 y20b6 w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">6,504<span class="_ _2d2"> </span></div></td><td class="c n x516 y20b6 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">5,782<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 x18 h13 y1c76 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_36f40f52-f222-4bf4-a67f-81e864ba727b" continuedAt="_3a59bf5d-ab03-43b4-9794-c5faf51aa61b">The Group added £3.5m (2024: £1.9m) <span class="_ _2"></span>of new lease liabilities in the year. <span class="_ _2"></span>The weighted average discount rate applied across <span class="_ _2"></span>the Group for these </ix:continuation></div><div class="t m0 x18 h13 y1c77 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_3a59bf5d-ab03-43b4-9794-c5faf51aa61b" continuedAt="_c66a02fa-31fc-4c90-b5da-be9ab4bdb4ed">additions was 9.9% (2024: 10.6%)<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h13 y1c78 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_c66a02fa-31fc-4c90-b5da-be9ab4bdb4ed" continuedAt="_1afb7041-05f6-4bcf-a916-9efe51d6c096">Maturity of these lease liabilities undiscounted <span class="_ _2"></span>is analysed as follows:<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x10a h4a y1c79 ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x10a h4a y1c7a ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="x1ae z3b gs1"><ix:continuation id="_1afb7041-05f6-4bcf-a916-9efe51d6c096" continuedAt="_4c074fab-2e7f-41d6-990e-cee96ec185d6"><table id="_e3cdf691-b38b-4610-929a-0672d9d20391" class="s w231 h131"><tr><td /><td class="t m0 x46b h1d y2311 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="ffc"> </span></td><td class="t m0 x1b3 h1d y2311 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="ffc"> </span></td><td class="t m0 x1b4 h1d y2311 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x7b4 h4a y2312 ffc fs11 fc7 sc0 ls1 ws0">Property<span class="_ _2d2"> </span></td><td class="t m0 x7d6 h4a y2312 ffc fs11 fc7 sc0 ls1 ws0">V<span class="_ _2"></span>ehicles<span class="_ _2d2"> </span></td><td class="t m0 x7b6 h4a y2312 ffc fs11 fc7 sc0 ls1 ws0">T<span class="_ _0"></span>otal<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y22c3 w232 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Current lease liabilities<span class="_ _2d2"> </span></div></td><td class="c n x7d7 y22c3 w3a he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">995<span class="_ _2d2"> </span></div></td><td class="c n x7d8 y22c3 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1,794<span class="_ _2d2"> </span></div></td><td class="c n x532 y22c3 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2,789<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2313 w233 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Non-current lease liabilities<span class="_ _2d2"> </span></div></td><td class="c n x7d9 y2313 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2,583<span class="_ _2d2"> </span></div></td><td class="c n x7da y2313 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2,265<span class="_ _2d2"> </span></div></td><td class="c n x536 y2313 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">4,848<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b6 w234 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">31 December 2025<span class="_ _2d2"> </span></div></td><td class="c n x7db y20b6 w26 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">3,578<span class="_ _2d2"> </span></div></td><td class="c n x7dc y20b6 w26 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">4,059<span class="_ _2d2"> </span></div></td><td class="c n x7dd y20b6 w6b he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">7,637<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 x18 h13 y1c7e ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_4c074fab-2e7f-41d6-990e-cee96ec185d6" continuedAt="_71da990c-b0b0-49ed-9710-113989f6dc52">These are included in non-current and <span class="_ _2"></span>current financial liabilities on the face of <span class="_ _2"></span>the Group Balance Sheet and have <span class="_ _2"></span>been included in note 24. </ix:continuation></div><div class="t m0 x18 h13 y1c7f ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_71da990c-b0b0-49ed-9710-113989f6dc52" continuedAt="_aaca70fb-bf74-4c72-84cf-4b93d5b62d42">Maturity analysis of the future cash <span class="_ _2"></span>flows of lease liabilities has been included <span class="_ _2"></span>in note 31.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   137<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   137<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
<div id="pf8c" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc8c w4 h0"><img 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class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">138<span class="_ _1b6"> </span>139</div><div class="t m0 x8 he y1f ff49 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x19 he y1e ff49 fs6 fc4 sc0 ls37 ws36">OVERVIEW</div><div class="t m0 x6 h10 y21 ffc fs4 fc6 sc0 ls9e ws12">Notes<span class="_ _1"></span> to<span class="_ _1"></span> the<span class="_ _7"></span> Group<span class="_ _1"></span> Finan<span class="_ _1"></span>cial<span class="_ _1"></span> S<span class="_ _2"></span>t<span class="_ _1"></span>atement<span class="_ _1"></span>s<span class="_ _1"></span> <span class="fs41 lsa0 wsa1">conti<span class="_ _2"></span>nued</span></div><div class="t m0 x6 h6f y13bf ffb fs24 fc6 sc0 ls92 ws8f"><ix:continuation id="_aaca70fb-bf74-4c72-84cf-4b93d5b62d42" continuedAt="_52a07f71-8178-471b-b86e-3af2d4c6e8e9">Group as<span class="_ _2"></span> a lessor<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h13 y1412 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_52a07f71-8178-471b-b86e-3af2d4c6e8e9" continuedAt="_2dffd527-068b-4c60-b7f1-854f7b252018">Following the transition of the Group’s <span class="_ _2"></span>entire owned Estate Agency network to franchises <span class="_ _2"></span>in 2023, the Group has become an <span class="_ _2"></span>intermediate lessor </ix:continuation></div><div class="t m0 x6 h13 y1413 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_2dffd527-068b-4c60-b7f1-854f7b252018" continuedAt="_7cd07aec-5119-4ef4-99b2-f302c086b406">on premises it leased whilst <span class="_ _2"></span>owning the estate agency network, that are <span class="_ _2"></span>now operated by franchisees. In such <span class="_ _2"></span>situations, the Group has maintained </ix:continuation></div><div class="t m0 x6 h13 y16a9 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_7cd07aec-5119-4ef4-99b2-f302c086b406" continuedAt="_5a9f9bf3-3e4c-4451-827d-3fc8a0a5b4ae">the head lease with the original <span class="_ _2"></span>lessor and has entered a sublease with <span class="_ _2"></span>the franchisee until the head lease transfers <span class="_ _2"></span>or expires.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h13 y17bf ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_5a9f9bf3-3e4c-4451-827d-3fc8a0a5b4ae" continuedAt="_b56c9ac5-7f43-468c-91cd-ba9eae120d63">The Group has determined that these <span class="_ _2"></span>subleases are finance leases, as substantially all <span class="_ _2"></span>the risks and rewards incidental to <span class="_ _2"></span>ownership of the </ix:continuation></div><div class="t m0 x6 h13 y1563 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_b56c9ac5-7f43-468c-91cd-ba9eae120d63" continuedAt="_fa77d75f-d883-49d0-aa48-309b2659dcc3">right-of-use assets are transferred to the <span class="_ _2"></span>franchisees. On commencement of the sublease, the <span class="_ _2"></span>Group derecognises the related right-of-use asset </ix:continuation></div><div class="t m0 x6 h13 y1c44 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_fa77d75f-d883-49d0-aa48-309b2659dcc3" continuedAt="_094218df-3d40-46b8-bb03-927069d7fa57">and recognises a net investment in <span class="_ _2"></span>the sublease. on its balance sheet. The <span class="_ _2"></span>Group in 2025 has received £0.5m (2024: <span class="_ _2"></span>£1.0m) of repayments from </ix:continuation></div><div class="t m0 x6 h13 y17c2 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_094218df-3d40-46b8-bb03-927069d7fa57" continuedAt="_06137f8a-5dfc-4b54-a82b-4541deae5fe5">the franchisees in relation to the <span class="_ _2"></span>subleases, with finance income of £0.1m (2024: <span class="_ _2"></span>£0.1m) being recognised.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h13 y1566 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_06137f8a-5dfc-4b54-a82b-4541deae5fe5" continuedAt="_1a1a3081-d9b9-4dac-80d5-5b1118b6d46c">These leases have a term of <span class="_ _2"></span>up to five years. Although the risks <span class="_ _2"></span>associated with rights that the Group retains <span class="_ _2"></span>in underlying assets are not </ix:continuation></div><div class="t m0 x6 h13 y17c3 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_1a1a3081-d9b9-4dac-80d5-5b1118b6d46c" continuedAt="_b84f5f36-6ad3-4a30-92e4-19e7c4c7b2de">considered to be significant, the Group <span class="_ _2"></span>employs strategies to further minimise these risks. <span class="_ _2"></span>For example, including clauses to enable period<span class="_ _2"></span>ic </ix:continuation></div><div class="t m0 x6 h13 y181a ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_b84f5f36-6ad3-4a30-92e4-19e7c4c7b2de" continuedAt="_cec12814-caa0-4a04-b1f5-cb3565953056">upward revision of the rental charge <span class="_ _2"></span>in line with the head lease.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h13 y1c80 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_cec12814-caa0-4a04-b1f5-cb3565953056" continuedAt="_6615ac7e-b28c-410f-ba21-c0a46c37fcfe">The maturity analysis of lease receivables, <span class="_ _2"></span>including the undiscounted lease payments to b<span class="_ _2"></span>e received are as follows:<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x15b h4a y1c81 ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x15b h4a y1c82 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="x1fc z3c gs1"><ix:continuation id="_6615ac7e-b28c-410f-ba21-c0a46c37fcfe" continuedAt="_ef48a70e-85c0-47c1-91fa-c95e4943b6de"><table id="_8fd82df8-e698-4bb3-8338-cdd5516cad0a" class="s w235 h132"><tr><td /><td class="t m0 x200 h8b y2314 ffb fs11 fc7 sc0 ls1 ws0">2025 </td><td class="t m0 x3af h1d y2314 ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x200 h8b y2315 ffb fs11 fc7 sc0 ls1 ws0">£000<span class="_ _2d2"> </span></td><td class="t m0 x3af h1d y2315 ffd fs11 fc7 sc0 ls1 ws0">£000<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y2281 w236 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Less than 1 year<span class="_ _2d2"> </span></div></td><td class="c n x7de y2281 w3a he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">159<span class="_ _2d2"> </span></div></td><td class="c n x7df y2281 w3a he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">527<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2203 w237 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">1-2 year<span class="_ _2"></span>s<span class="_ _2d2"> </span></div></td><td class="c n x7e0 y2203 w20 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">80<span class="_ _2d2"> </span></div></td><td class="c n x7e1 y2203 w27 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">306<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21a4 w237 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">2-3 year<span class="_ _2"></span>s<span class="_ _2d2"> </span></div></td><td class="c n x7e0 y21a4 w20 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">47<span class="_ _2d2"> </span></div></td><td class="c n x774 y21a4 w19 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">82<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2176 w237 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">3-4 year<span class="_ _2"></span>s<span class="_ _2d2"> </span></div></td><td class="c n x7e0 y2176 w20 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">23<span class="_ _2d2"> </span></div></td><td class="c n x774 y2176 w19 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">41<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2177 w237 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">4-5 year<span class="_ _2"></span>s<span class="_ _2d2"> </span></div></td><td class="c n x776 y2177 w4f he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x3ec y2177 w15 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">9<span class="_ _2d2"> </span></div></td></tr><tr><td /><td class="c n x508 y2178 w3a he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">309<span class="_ _2d2"> </span></div></td><td class="c n x7e2 y2178 w27 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">965<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2179 w238 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Unearned finance income<span class="_ _2d2"> </span></div></td><td class="c n x7e3 y2179 w41 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(14)<span class="_ _2d2"> </span></div></td><td class="c n x7e4 y2179 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(133)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b6 w239 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">Net inv<span class="_ _2"></span>estment in sublease (Not<span class="_ _2"></span>e 19)<span class="_ _2d2"> </span></div></td><td class="c n x5c0 y20b6 w27 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">295<span class="_ _2d2"> </span></div></td><td class="c n x5c1 y20b6 w27 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">832<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 x6 h13 y1c8b ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_ef48a70e-85c0-47c1-91fa-c95e4943b6de" continuedAt="_9992e675-9df2-4bc7-b1ed-2fcf5003e6c5">The following shows how lease income <span class="_ _2"></span>and expenses have been included in th<span class="_ _2"></span>e income statement and cash flow statement, <span class="_ _2"></span>broken down </ix:continuation></div><div class="t m0 x6 h13 y1c8c ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_9992e675-9df2-4bc7-b1ed-2fcf5003e6c5" continuedAt="_52c28437-f713-4a39-8609-f95f40ca39e3">between amounts charged to operating profit <span class="_ _2"></span>and amounts charged to finance costs:<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x15b h4a y1c8d ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x15b h4a y1c8e ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="x1fc z3d gs1"><ix:continuation id="_52c28437-f713-4a39-8609-f95f40ca39e3" continuedAt="_8258abda-f821-41fc-9764-4da849365ef6"><table id="_3028c60f-030a-4d39-b7f6-9df25045fe37" class="s w23a h133"><tr><td /><td class="t m0 x200 h8b y2316 ffb fs11 fc7 sc0 ls1 ws0">2025 </td><td class="t m0 x3af h1d y2316 ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x204 h8b y2317 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x205 h1d y2317 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="t m0 x206 h13 y2318 ffd fs8 fc3 sc0 ls1 ws0">Depreciation of righ<span class="_ _2"></span>t<span class="_ _2"></span>-of-use asse<span class="_ _2"></span>ts:<span class="_ _27e"> </span><span class="ffc"> <span class="_ _ac"> </span> </span></td><td /><td /></tr><tr><td class="c n x1b7 y21e4 w23b he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Pr<span class="_ _2"></span>operty<span class="_ _2d2"> </span></div></td><td class="c n x7e5 y21e4 w70 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(710)<span class="_ _2d2"> </span></div></td><td class="c n x7e6 y21e4 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(539)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21e5 w23c he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">V<span class="_ _2"></span>ehicles<span class="_ _2d2"> </span></div></td><td class="c n x7e7 y21e5 w2b he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(1,535)<span class="_ _2d2"> </span></div></td><td class="c n x43b y21e5 w1e he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(1,442)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y226c w23d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Short<span class="_ _2"></span>-term and low value lease e<span class="_ _2"></span>xpense (Note 10)<span class="_ _2d2"> </span></div></td><td class="c n x7e8 y226c w1d he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(1,747)<span class="_ _2d2"> </span></div></td><td class="c n x7e9 y226c w1e he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(1,992)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y226d w23e he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Sublease income<span class="_ _2d2"> </span></div></td><td class="c n x575 y226d w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">1,527<span class="_ _2d2"> </span></div></td><td class="c n x221 y226d w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1,992<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20af w23f he4"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">Charge t<span class="_ _2"></span>o operating pr<span class="_ _2"></span>ofit<span class="_ _2d2"> </span></div></td><td class="c n x7ea y20af w2b he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws9b">(2,465)<span class="_ _2d2"> </span></div></td><td class="c n x7eb y20af w21 he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0">(1,981)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21e7 w240 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Inter<span class="_ _2"></span>est expense r<span class="_ _2"></span>elated t<span class="_ _2"></span>o lease liabilities<span class="_ _2d2"> </span></div></td><td class="c n x7ec y21e7 w70 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(534)<span class="_ _2d2"> </span></div></td><td class="c n x7ed y21e7 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(455)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21e8 w241 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Inter<span class="_ _2"></span>est income r<span class="_ _2"></span>elated t<span class="_ _2"></span>o inves<span class="_ _2"></span>tment in sublease<span class="_ _2d2"> </span></div></td><td class="c n x7ee y21e8 w20 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">29<span class="_ _2d2"> </span></div></td><td class="c n x7ef y21e8 w19 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">96<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b2 w242 he4"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">Charge t<span class="_ _2"></span>o profit bef<span class="_ _2"></span>ore tax<span class="_ _2"></span>ation<span class="_ _2d2"> </span></div></td><td class="c n x7f0 y20b2 w70 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws9b">(505)<span class="_ _2d2"> </span></div></td><td class="c n x7f1 y20b2 w2c he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0">(359)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21ea w243 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Cash (outflow) rela<span class="_ _2"></span>ting to opera<span class="_ _2"></span>ting activities<span class="_ _2d2"> </span></div></td><td class="c n x7f2 y21ea w70 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(505)<span class="_ _2d2"> </span></div></td><td class="c n x7f3 y21ea w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(359)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21a7 w244 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Cash inflow rela<span class="_ _2"></span>ting to inv<span class="_ _2"></span>esting activities<span class="_ _2d2"> </span></div></td><td class="c n x7f4 y21a7 w27 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">489<span class="_ _2d2"> </span></div></td><td class="c n x7f5 y21a7 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1,046<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21fc w245 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Cash outflow rela<span class="_ _2"></span>ting to financing activities<span class="_ _2d2"> </span></div></td><td class="c n x7f6 y21fc w1d he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(2,487)<span class="_ _2d2"> </span></div></td><td class="c n x505 y21fc w1e he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(2,895)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b6 w246 he4"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal net cash (outflow) relating t<span class="_ _2"></span>o leases<span class="_ _2d2"> </span></div></td><td class="c n x7f7 y20b6 w1d he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws9b">(2,503)<span class="_ _2d2"> </span></div></td><td class="c n x7f8 y20b6 w21 he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0">(2,208)<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 x6 h13 y1c9c ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_8258abda-f821-41fc-9764-4da849365ef6">At the 31 December 2025, the <span class="_ _2"></span>Group had not entered into any leases <span class="_ _2"></span>to which it was committed but had <span class="_ _2"></span>not yet commenced.</ix:continuation></div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   138<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   138<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
<div id="pf8d" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc8d w4 h0"><img 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AEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAADBAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwJlBFOUAAAeSSURBVAABAAAwQAAAAAwQAAAAAwQAAMAAAQAADBAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAADBAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAADBAAAAADBAAAwAABAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAAAwQAAAAAwQAAAAAwQAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAMAAAQAAMEAAAAAMEAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAAMEAADAAAEAADBAAAAADBAAAAADBAAAwAABAAAwQAAAAJ4Alde/y7qkR2oAAAAASUVORK5CYII=" class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">138<span class="_ _1b6"> </span>139</div><div class="t m0 xf he y1f ff4b fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 xe he y1e ff4b fs6 fc4 sc0 ls9c ws9c">OTHER INFORMATION<span class="_ _182"></span><span class="fc0">FINANCIAL STATEMENTS<span class="_ _183"></span><span class="fc4">CORPORATE GOVERNANCE<span class="_ _13e"></span>STRATEGIC<span class="_ _2"></span> REPORT<span class="_ _184"></span><span class="ls37 ws36">OVERVIEW</span></span></span></div><div class="t m0 x18 h10 y21 ff4c fs4 fc6 sc0 ls1 ws0"> </div><div class="-ixh-highlight-region gs302"><ix:nonNumeric name="ifrs-full:DisclosureOfIssuedCapitalExplanatory" id="fact-572" contextRef="c-1" escape="true" xml:lang="en"><div class="t m0 h6f ffb fs24 fc10 sc0 ls99 wsa5 gs303"><ix:nonNumeric name="ifrs-full:DisclosureOfShareCapitalReservesAndOtherEquityInterestExplanatory" id="fact-23" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_ba1c1e2d-50e0-4ad3-90ce-edebb7b66885">27<span class="_ _6"></span>. <span class="_ _283"> </span> Share <span class="_ _1b5"> </span>capital<span class="_ _2d2"> </span></ix:nonNumeric></div><div class="gs304"><ix:continuation id="_ba1c1e2d-50e0-4ad3-90ce-edebb7b66885" continuedAt="_7d83725d-d88e-4624-b4ac-cbd0121bd3fd"><table id="_5d90f8c9-88fc-4388-987a-252a73a1aebf" class="s w247 h134"><tr><td /><td class="c n x7f9 y2319 w13a h104"><div class="t m0 x1b6 h1d y2210 ffb fs11 fc7 sc0 ls1 ws0">2025<span class="_ _2d2"> </span></div></td><td /><td class="c n x7fa y2319 w13a h104"><div class="t m0 x1b6 h1d y2210 ffd fs11 fc7 sc0 ls1 ws0">2024<span class="_ _2d2"> </span></div></td><td /></tr><tr><td /><td class="c n x7fb y221c w248 h104"><div class="t m0 x1b6 h1d y2210 ffb fs11 fc7 sc0 ls1 ws0">Shares<span class="_ _2d2"> </span></div></td><td class="c n x7fc y221c w249 h104"><div class="t m0 x1b6 h1d y2210 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></div></td><td class="c n x7fd y221c w24a h135"><div class="t m0 x1b6 h1d y2210 ffc fs11 fc7 sc0 ls1 ws0">Shares<span class="_ _2d2"> </span></div></td><td class="c n x7fe y221c w24b h104"><div class="t m0 x1b6 h1d y2210 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x1b5 h11 y231a ffb fs8 fc3 sc0 ls1 ws0">Authorised:<span class="_ _a1"> </span><span class="ffc"> <span class="_ _cc"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></td><td /><td /><td /><td /></tr><tr><td class="c x1b7 y231c w24c h136"><div class="t m0 x1b6 h13 y231b ffd fs8 fc3 sc0 ls1 ws0">Ordinary shares of 0.2 pence each<span class="_ _2d2"> </span></div><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">Issued and fully paid:<span class="_ _2d2"> </span></div></td><td class="c n x7ff y2177 w13d he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">500,000,000<span class="_ _2d2"> </span></div></td><td class="c n x800 y2177 w26 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">1,000<span class="_ _2d2"> </span></div></td><td class="c n x801 y2177 w143 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">500,000,000<span class="_ _2d2"> </span></div></td><td class="c n x702 y2177 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">1,000<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2179 w204 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">At 1 January<span class="_ _2d2"> </span></div></td><td class="c n x802 y2179 w13d he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">105,158,950<span class="_ _2d2"> </span></div></td><td class="c n x803 y2179 w3a he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">210<span class="_ _2d2"> </span></div></td><td class="c n x804 y2179 w13e he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">105,158,950<span class="_ _2d2"> </span></div></td><td class="c n x805 y2179 w27 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">210<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b6 w207 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">At 31 December<span class="_ _2d2"> </span></div></td><td class="c n x806 y20b6 w13d he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">105,158,950<span class="_ _2d2"> </span></div></td><td class="c n x807 y20b6 w3a he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">210<span class="_ _2d2"> </span></div></td><td class="c n x808 y20b6 w143 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">105,158,950<span class="_ _2d2"> </span></div></td><td class="c n x7d1 y20b6 w27 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">210<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs305"><ix:continuation id="_7d83725d-d88e-4624-b4ac-cbd0121bd3fd" continuedAt="_a2b6f57c-1262-4362-8624-884910d5e435">Each issued, called-up and fully paid <span class="_ _2"></span>ordinary share of 0.2p is a voting <span class="_ _2"></span>share in the capital of the Company, <span class="_ _2"></span>is entitled to participate in the p<span class="_ _2"></span>rofits of </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs146"><ix:continuation id="_a2b6f57c-1262-4362-8624-884910d5e435" continuedAt="_69d9e8e3-8922-4119-b401-2faf3979ac11">the Company.<span class="_ _2d2"> </span></ix:continuation></div></ix:nonNumeric></div><div class="-ixh-highlight-region gs306"><ix:nonNumeric name="ifrs-full:DisclosureOfReservesAndOtherEquityInterestExplanatory" id="fact-573" contextRef="c-1" escape="true" xml:lang="en"><div class="t m0 h6f ffb fs24 fc10 sc0 ls9a wsa7 gs307"><ix:continuation id="_69d9e8e3-8922-4119-b401-2faf3979ac11" continuedAt="_74c79810-e879-44bb-b415-82c979de97c3">28. <span class="_ _1b7"> </span> Reserves<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h6f ffb fs24 fc6 sc0 ls99 wsac gs308"><ix:continuation id="_74c79810-e879-44bb-b415-82c979de97c3" continuedAt="_633d214f-995a-425d-b1c5-783a87d43254">Share premium<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs309"><ix:continuation id="_633d214f-995a-425d-b1c5-783a87d43254" continuedAt="_d4f44442-5b92-4d65-9ea1-3c68ac74ff1a">The amount subscribed for share cap<span class="_ _2"></span>ital in excess of nominal value less any <span class="_ _2"></span>costs attributable to the issue of <span class="_ _2"></span>new shares.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h6f ffb fs24 fc6 sc0 ls70 ws6b gs30a"><ix:continuation id="_d4f44442-5b92-4d65-9ea1-3c68ac74ff1a" continuedAt="_e0c12cf9-ced8-4da6-b2fd-116e9ef4c208">Share-<span class="_ _1"></span>based payment<span class="_ _2"></span> reser<span class="_ _1"></span>ve<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs30b"><ix:continuation id="_e0c12cf9-ced8-4da6-b2fd-116e9ef4c208" continuedAt="_5aaf8f0c-091b-4286-b9fb-131d22f5b8a9">The share-based payment reserve is used <span class="_ _2"></span>to record the value of equity-settled share-based <span class="_ _2"></span>payment provided to the employees, as part <span class="_ _2"></span>of their </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs30c"><ix:continuation id="_5aaf8f0c-091b-4286-b9fb-131d22f5b8a9" continuedAt="_86b59c44-abf5-4644-9467-988471efdaf6">remuneration. Note 15 gives further details <span class="_ _2"></span>of these plans.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 hbf ff16 fs24 fc6 sc0 ls2e ws2d gs30d"><ix:continuation id="_86b59c44-abf5-4644-9467-988471efdaf6" continuedAt="_946c77c7-b782-45cb-9e7a-77a05fbef807">Shar<span class="_ _1"></span>es hel<span class="_ _1"></span>d by <span class="_ _2"></span>emp<span class="_ _1"></span>loyee be<span class="_ _1"></span>nefit tr<span class="_ _1"></span>ust (EBT) an<span class="_ _1"></span>d share inc<span class="_ _1"></span>entiv<span class="_ _1"></span>e plan (SIP)<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs30e"><ix:continuation id="_946c77c7-b782-45cb-9e7a-77a05fbef807" continuedAt="_2d29572d-7581-40ec-8593-f8a324a06b84">Shares held by EBT represent the <span class="_ _2"></span>cost of LSL shares purchased in the <span class="_ _2"></span>market and held by the Employee <span class="_ _2"></span>Benefit Trust and the Share Incentive Plan </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs30f"><ix:continuation id="_2d29572d-7581-40ec-8593-f8a324a06b84" continuedAt="_62d4602b-d13b-4048-b901-a584403d3376">(SIP) to satisfy future exercise of <span class="_ _2"></span>options under the Group’s employee share options <span class="_ _2"></span>schemes. The EBT and SIP are treated <span class="_ _2"></span>as an extension of </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs310"><ix:continuation id="_62d4602b-d13b-4048-b901-a584403d3376" continuedAt="_92664203-6284-4adb-8a23-65261396b947">the Group.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs311"><ix:continuation id="_92664203-6284-4adb-8a23-65261396b947" continuedAt="_82d38240-d756-46fa-8d2e-08699f3f93e8">At 31 December 2025, the Trust <span class="_ _2"></span>held 142,244 (2024: 174,248) LSL shares at <span class="_ _2"></span>an average cost of £3.86 (2024: £3.86), and <span class="_ _2"></span>the SIP held 871,803 </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs312"><ix:continuation id="_82d38240-d756-46fa-8d2e-08699f3f93e8" continuedAt="_4064d1e7-774b-4bf6-95e9-daa8a4610b4e">(2024: 951,904) LSL shares at an <span class="_ _2"></span>average cost of £0.88 (2024: £0.88). The market <span class="_ _2"></span>value of the LSL shares at 31 <span class="_ _2"></span>December 2025 was £2.7m (2024: </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs313"><ix:continuation id="_4064d1e7-774b-4bf6-95e9-daa8a4610b4e" continuedAt="_498c9910-bca0-442e-8d78-a563600b40c6">£3.4m). The nominal value of each <span class="_ _2"></span>share is 0.2 pence.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h6f ffb fs24 fc6 sc0 ls99 wsac gs314"><ix:nonNumeric name="ifrs-full:DisclosureOfTreasurySharesExplanatory" id="fact-609" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_5fe34fdc-b11c-4cfa-b749-aee8812df10d"><ix:continuation id="_498c9910-bca0-442e-8d78-a563600b40c6" continuedAt="_0683e24f-473d-4c0a-9e11-816212821018">T<span class="_ _0"></span>r<span class="_ _1"></span>easury shares<span class="_ _2d2"> </span></ix:continuation></ix:nonNumeric></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs315"><ix:continuation id="_5fe34fdc-b11c-4cfa-b749-aee8812df10d" continuedAt="_1f11109c-a3b6-423d-9954-8b639f8b0fc6"><ix:continuation id="_0683e24f-473d-4c0a-9e11-816212821018" continuedAt="_561a0a42-2557-42de-a87e-82edc1a4b55e">Treasury shares represent the cost of <span class="_ _2"></span>LSL shares purchased in the market under <span class="_ _2"></span>the Group’s share buy-back programmes, including <span class="_ _2"></span>the </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs316"><ix:continuation id="_1f11109c-a3b6-423d-9954-8b639f8b0fc6" continuedAt="_fbd0faad-9bfe-43bc-a5bc-885fa0da0754"><ix:continuation id="_561a0a42-2557-42de-a87e-82edc1a4b55e" continuedAt="_4873d96e-10e8-4cb3-96e8-026d8517d519">programme initiated in 2022 and the <span class="_ _2"></span>£7m programme announced in April 2024, wh<span class="_ _2"></span>ich completed in January 2026 following the <span class="_ _2"></span>repurchase of </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs317"><ix:continuation id="_fbd0faad-9bfe-43bc-a5bc-885fa0da0754" continuedAt="_361fa8b9-60de-4e05-a8a7-7ee2ee906209"><ix:continuation id="_4873d96e-10e8-4cb3-96e8-026d8517d519" continuedAt="_b2b370e7-c907-4161-9c9c-0871c6562762">ordinary shares up to the maximum <span class="_ _2"></span>consideration. In January 2026, the Board announced <span class="_ _2"></span>the launch of a new £12m share <span class="_ _2"></span>buy-back programme. </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs318"><ix:continuation id="_361fa8b9-60de-4e05-a8a7-7ee2ee906209" continuedAt="_b1b8d3da-f7ca-48db-bd4e-8d5842f3e3c8"><ix:continuation id="_b2b370e7-c907-4161-9c9c-0871c6562762" continuedAt="_862493bc-242b-4156-85ce-370181dfc3de">At 31 December 2025, LSL had <span class="_ _2"></span>repurchased 3,356,874 (2024: 1,458,933) LSL shares at <span class="_ _2"></span>an average cost of £2.94 (2024: £3.31). The <span class="_ _2"></span>market value of </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs319"><ix:continuation id="_b1b8d3da-f7ca-48db-bd4e-8d5842f3e3c8"><ix:continuation id="_862493bc-242b-4156-85ce-370181dfc3de" continuedAt="_be52bdef-fe74-466c-ac83-6f6021f81176">the LSL shares at 31 December <span class="_ _2"></span>2025 was £8.8m (2024: £4.4m). The nominal <span class="_ _2"></span>value of each share is 0.2 pence.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 h6f ffb fs24 fc6 sc0 ls70 ws6b gs31a"><ix:continuation id="_be52bdef-fe74-466c-ac83-6f6021f81176" continuedAt="_6381920e-0a4a-4ab7-89fa-4a0ce7c79d6d">Fair<span class="_ _2"></span> value reser<span class="_ _1"></span>ve<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs31b"><ix:continuation id="_6381920e-0a4a-4ab7-89fa-4a0ce7c79d6d">The fair value reserve is used <span class="_ _2"></span>to record the changes in fair value <span class="_ _2"></span>of equity financial assets that the Group <span class="_ _2"></span>has elected to recognise through OCI.</ix:continuation></div></ix:nonNumeric></div><div class="t m0 x18 h6f y1cb9 ffb fs24 fc10 sc0 ls2e ws0"><ix:continuation id="_ad3497b0-fdbe-4556-83f1-ccfff1193e69" continuedAt="_ed7b985d-781c-4cd9-bcf3-21aa20795891">29. <span class="_ _b6"> </span> <span class="_ _18"></span>Pens<span class="_ _1"></span>ion co<span class="_ _1"></span>sts an<span class="_ _1"></span>d comm<span class="_ _1"></span>itme<span class="_ _1"></span>nts<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h13 y1cba ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_ed7b985d-781c-4cd9-bcf3-21aa20795891" continuedAt="_a5299f61-d952-4f96-aa92-63ea2c358e7a">The Group operates defined contribution <span class="_ _2"></span>pension schemes for certain Executive Directors and <span class="_ _2"></span>certain employees. The assets of the schemes <span class="_ _2"></span>are </ix:continuation></div><div class="t m0 x18 h13 y1cbb ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_a5299f61-d952-4f96-aa92-63ea2c358e7a" continuedAt="_ef8a112b-d50b-4531-aacc-ed6a39641910">held separately from those of the <span class="_ _2"></span>Group in independently administered funds, the <span class="_ _2"></span>total contributions to the defined contribution schemes <span class="_ _2"></span>in the </ix:continuation></div><div class="t m0 x18 h13 y1cbc ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_ef8a112b-d50b-4531-aacc-ed6a39641910" continuedAt="_fe990015-23e3-4ddd-92d1-d2a9e3699e42">year were £4.7m (2024: £4.4m). At <span class="_ _2"></span>the 31 December 2025, there were outstanding <span class="_ _2"></span>pension contributions of £0.6m (2024: £0.6m) included <span class="_ _2"></span>in </ix:continuation></div><div class="t m0 x18 h13 y1cbd ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_fe990015-23e3-4ddd-92d1-d2a9e3699e42">trade and other payables</ix:continuation>.</div><div class="t m0 x18 h6f y1cbe ffb fs24 fc10 sc0 ls70 wsa0"><ix:nonNumeric name="ifrs-full:DisclosureOfDepositsFromCustomersExplanatory" id="fact-24" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_01cb75ff-ace4-4a0e-9571-5bcf220770a3">30. <span class="_ _1b7"> </span> Client <span class="_ _1a4"> </span>monies<span class="_ _2d2"> </span></ix:nonNumeric></div><div class="t m0 x18 h13 y1cbf ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_01cb75ff-ace4-4a0e-9571-5bcf220770a3" continuedAt="_7056db73-ffd9-4a3a-8df9-d25cc9d4b12a">As at 31 December 2025, monies <span class="_ _2"></span>held by the Group on behalf of <span class="_ _2"></span>franchisees in separate bank accounts in relation <span class="_ _2"></span>to client monies amounted to </ix:continuation></div><div class="t m0 x18 h13 y1cc0 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_7056db73-ffd9-4a3a-8df9-d25cc9d4b12a" continuedAt="_f4b81c9a-a789-4eda-a923-f306997426ff">£69.8m (2024: £68.4m). Neither this amount, <span class="_ _2"></span>nor the matching liabilities to the clients <span class="_ _2"></span>concerned are included in the Group Balance <span class="_ _2"></span>Sheet since </ix:continuation></div><div class="t m0 x18 h13 y1cc1 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_f4b81c9a-a789-4eda-a923-f306997426ff" continuedAt="_76012753-0c77-42d3-a568-37311f311595">these funds belong to clients.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h13 y1cc2 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_76012753-0c77-42d3-a568-37311f311595" continuedAt="_b404b6d4-b9cb-445a-a3b7-94c5e34eef0c">Client funds are protected by the <span class="_ _2"></span>Financial Services Compensation Scheme (FSCS) under which <span class="_ _2"></span>the Government guarantees amounts up to </ix:continuation></div><div class="t m0 x18 h13 y1cc3 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_b404b6d4-b9cb-445a-a3b7-94c5e34eef0c">£120,000. This guarantee applies to each <span class="_ _2"></span>individual client, not the total of deposits <span class="_ _2"></span>held by LSL.</ix:continuation></div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   139<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   139<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
<div id="pf8e" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc8e w4 h0"><img 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class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">140<span class="_ _1b6"> </span>141</div><div class="t m0 x8 he y1f ff49 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x19 he y1e ff49 fs6 fc4 sc0 ls37 ws36">OVERVIEW</div><div class="t m0 x6 h10 y21 ffc fs4 fc6 sc0 ls9e ws12">Notes<span class="_ _1"></span> to<span class="_ _1"></span> the<span class="_ _7"></span> Group<span class="_ _1"></span> Finan<span class="_ _1"></span>cial<span class="_ _1"></span> S<span class="_ _2"></span>t<span class="_ _1"></span>atement<span class="_ _1"></span>s<span class="_ _1"></span> <span class="fs41 lsa0 wsa1">conti<span class="_ _2"></span>nued</span></div><div class="t m0 x6 h6f y13bf ffb fs24 fc10 sc0 ls99 wsac"><ix:nonNumeric name="ifrs-full:DisclosureOfFinancialRiskManagementExplanatory" id="fact-25" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_0b6b2cfc-6fd3-45d9-b2d4-f8646af7659b">31. <span class="_ _bc"> </span> <span class="_ _18"></span>Financial instrume<span class="_ _1"></span>nts – risk management<span class="_ _2d2"> </span></ix:nonNumeric></div><div class="t m0 x6 h13 y1412 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_0b6b2cfc-6fd3-45d9-b2d4-f8646af7659b" continuedAt="_afa0b2fa-15c3-4a53-8b22-cd9ca4ef44a7">The Group’s principal financial instruments comprise <span class="_ _2"></span>of cash and cash equivalents with access <span class="_ _2"></span>to a further £60m revolving credit facility <span class="_ _2"></span>which is </ix:continuation></div><div class="t m0 x6 h13 y16a8 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_afa0b2fa-15c3-4a53-8b22-cd9ca4ef44a7" continuedAt="_f6209a9c-7612-4cdd-84b5-c36f0aa1d73e">undrawn at the balance sheet date, <span class="_ _2"></span>and in January 2025, it was extended <span class="_ _2"></span>to January 2030. The main purpose <span class="_ _2"></span>of these financial instruments is to </ix:continuation></div><div class="t m0 x6 h13 y16a9 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_f6209a9c-7612-4cdd-84b5-c36f0aa1d73e" continuedAt="_129ee02f-a259-43ee-9660-705c4f60b357">raise finance for the Group’s operations <span class="_ _2"></span>and support its capital allocation policy. The <span class="_ _2"></span>Group has various financial assets and liabilities <span class="_ _2"></span>such as trade </ix:continuation></div><div class="t m0 x6 h13 y1819 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_129ee02f-a259-43ee-9660-705c4f60b357" continuedAt="_2bb9880c-d918-4b1d-b5ef-74eb4b6fdaef">receivables, cash and short-term deposits and <span class="_ _2"></span>trade payables, which arise directly from its <span class="_ _2"></span>operations.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h13 y1563 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_2bb9880c-d918-4b1d-b5ef-74eb4b6fdaef" continuedAt="_94b1d2db-9932-4038-8fe3-100d3c24766c">The Group is exposed through its <span class="_ _2"></span>operations to the following financial risks:<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h13 y1875 ffc fs8 fca sc0 ls14 ws11"><ix:continuation id="_94b1d2db-9932-4038-8fe3-100d3c24766c" continuedAt="_167d50a3-41a4-404e-9ab3-d1bcdef0752d">• <span class="_ _16"> </span><span class="ffd fc8">interest rate risk;<span class="_ _2d2"> </span></span></ix:continuation></div><div class="t m0 x6 h13 y1cc4 ffc fs8 fca sc0 ls14 ws11"><ix:continuation id="_167d50a3-41a4-404e-9ab3-d1bcdef0752d" continuedAt="_1ddfcbe3-1493-46cb-8ba2-ccb9da308722">• <span class="_ _16"> </span><span class="ffd fc8">liquidity risk; and<span class="_ _2d2"> </span></span></ix:continuation></div><div class="t m0 x6 h13 y1cc5 ffc fs8 fca sc0 ls14 ws11"><ix:continuation id="_1ddfcbe3-1493-46cb-8ba2-ccb9da308722" continuedAt="_6af6bc3e-17f9-4125-b82d-1c94aba6b590">• <span class="_ _16"> </span><span class="ffd fc8">credit risk.<span class="_ _2d2"> </span></span></ix:continuation></div><div class="t m0 x6 h13 y1cc6 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_6af6bc3e-17f9-4125-b82d-1c94aba6b590" continuedAt="_9a523206-d319-44f0-bd67-93dad13dc208">Policy for managing these risks is <span class="_ _2"></span>set up by the Board following recommendations <span class="_ _2"></span>from the Group Chief Financial Officer. Certain <span class="_ _2"></span>risks are </ix:continuation></div><div class="t m0 x6 h13 y1cc7 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_9a523206-d319-44f0-bd67-93dad13dc208" continuedAt="_a2c29b4a-f3dd-4ba4-9845-8773da274dde">managed centrally, while others are managed <span class="_ _2"></span>locally following communications from the centre. The <span class="_ _2"></span>policy for each of the above risks <span class="_ _2"></span>is described </ix:continuation></div><div class="t m0 x6 h13 y1cc8 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_a2c29b4a-f3dd-4ba4-9845-8773da274dde" continuedAt="_4be2b389-6c84-43f5-96b5-7c46bee4e3ae">in more detail below.<span class="_ _2d2"> </span></ix:continuation></div><div class="-ixh-highlight-region gs31c"><ix:nonNumeric name="ifrs-full:DisclosureOfMarketRiskExplanatory" id="fact-574" contextRef="c-1" escape="true" xml:lang="en"><div class="t m0 hd4 ff13 fs24 fc6 sc0 ls2e ws2d gs31d"><ix:continuation id="_4be2b389-6c84-43f5-96b5-7c46bee4e3ae" continuedAt="_3c46bc8a-e4bc-4bf0-b72f-cc300404bf24">Interes<span class="_ _1"></span>t rate risk<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs31e"><ix:continuation id="_3c46bc8a-e4bc-4bf0-b72f-cc300404bf24" continuedAt="_39e07157-f9a1-4292-bd46-553c2dc1e872">The Group’s exposure to the risk <span class="_ _2"></span>of changes in market interest rates relates <span class="_ _2"></span>primarily to the use of the Group’s <span class="_ _2"></span>RCF. The RCF incurs interest on </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs31f"><ix:continuation id="_39e07157-f9a1-4292-bd46-553c2dc1e872" continuedAt="_690588f8-0ea2-4ca0-a7a9-bb087bde7e00">drawings at a variable rate, based <span class="_ _2"></span>on the Bank of England base rate <span class="_ _2"></span>plus a margin and this policy is <span class="_ _2"></span>managed centrally by the Group treasury </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs320"><ix:continuation id="_690588f8-0ea2-4ca0-a7a9-bb087bde7e00" continuedAt="_21467208-4ca5-4917-9429-ff141cc61eb5">function. The subsidiaries are not permitted <span class="_ _2"></span>to borrow from external sources directly without <span class="_ _2"></span>approval from the Group treasury function. <span class="_ _2"></span>The </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs321"><ix:continuation id="_21467208-4ca5-4917-9429-ff141cc61eb5" continuedAt="_9baf0322-7028-48c9-8d2a-fd58bcfb1620">Group does not currently have any <span class="_ _2"></span>derivatives in place for interest rate hedging <span class="_ _2"></span>and continues to monitor the market <span class="_ _2"></span>for any opportunities to do </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs322"><ix:continuation id="_9baf0322-7028-48c9-8d2a-fd58bcfb1620" continuedAt="_19f97222-7c53-46f4-bf10-883ff966272f">so that would be beneficial to <span class="_ _2"></span>the Group to put in place.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs323"><ix:continuation id="_19f97222-7c53-46f4-bf10-883ff966272f" continuedAt="_b6e400dc-cf2f-4ddf-8562-29e4c6eb5e45">The Group has not drawn down <span class="_ _2"></span>on its RCF during the year to <span class="_ _2"></span>31 December 2025 and therefore has incurred <span class="_ _2"></span>no interest, the amount shown in </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs324"><ix:continuation id="_b6e400dc-cf2f-4ddf-8562-29e4c6eb5e45" continuedAt="_61fcc6fa-e79c-4064-a376-e43854f9718c">finance costs relates to the amortisation <span class="_ _2"></span>of facility fees and non-utilisation fees.<span class="_ _2d2"> </span></ix:continuation></div></ix:nonNumeric></div><div class="-ixh-highlight-region gs325"><ix:nonNumeric name="ifrs-full:DisclosureOfLiquidityRiskExplanatory" id="fact-575" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_5411d454-d693-4efb-80ca-a74022c05c56"><div class="t m0 hd4 ff13 fs24 fc6 sc0 ls2e ws2d gs326"><ix:continuation id="_61fcc6fa-e79c-4064-a376-e43854f9718c" continuedAt="_60d120b5-828c-42c2-99f2-972687a4fcb2">Liq<span class="_ _1"></span>uidit<span class="_ _1"></span>y risk<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs327"><ix:continuation id="_60d120b5-828c-42c2-99f2-972687a4fcb2" continuedAt="_c12d6d74-eff5-4c61-8625-f44d4ccf237b">The Group aims to mitigate liquidity <span class="_ _2"></span>risk by managing cash generation by its <span class="_ _2"></span>operations and capital allocation policy. An Investment <span class="_ _2"></span>Committee is </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs328"><ix:continuation id="_c12d6d74-eff5-4c61-8625-f44d4ccf237b" continuedAt="_ac610805-dada-4df9-9f36-0d62848ac707">in place to review investment proposals <span class="_ _2"></span>and the performance of previous investments against <span class="_ _2"></span>the original business cases and Group h<span class="_ _2"></span>urdle rate, </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs329"><ix:continuation id="_ac610805-dada-4df9-9f36-0d62848ac707" continuedAt="_16cabb8a-4f41-4d61-a0da-2d261ce0ad7c">and to identify any learnings for <span class="_ _2"></span>future capital allocation decisions. The work of <span class="_ _2"></span>the Investment Committee allows the Board to <span class="_ _2"></span>assess the Group’s </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs32a"><ix:continuation id="_16cabb8a-4f41-4d61-a0da-2d261ce0ad7c" continuedAt="_114fd765-1f9c-4ad6-8e9b-5d59759d6003">projected near and medium-term capital requirements. <span class="_ _2"></span>This facilitates an appropriate capital structure <span class="_ _2"></span>and capital allocation policy, taking into </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs32b"><ix:continuation id="_114fd765-1f9c-4ad6-8e9b-5d59759d6003" continuedAt="_b1f2989b-cb83-4e56-bc93-5fb4ceaaa5f8">account economic conditions, the Group’s improved <span class="_ _2"></span>resilience to market cycles and organic an<span class="_ _2"></span>d inorganic opportunities. In this way the <span class="_ _2"></span>Group </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs32c"><ix:continuation id="_b1f2989b-cb83-4e56-bc93-5fb4ceaaa5f8" continuedAt="_ffd9ee7c-d572-4533-9d59-70b3dd1053e3">aims to maintain a good credit <span class="_ _2"></span>rating to facilitate fundraising. The Group has <span class="_ _2"></span>net current assets in the current year. <span class="_ _2"></span>The requirement to pay </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs32d"><ix:continuation id="_ffd9ee7c-d572-4533-9d59-70b3dd1053e3" continuedAt="_84ddfa18-f014-4cb5-8eb3-8f339865e9d4">creditors is managed through future cash <span class="_ _2"></span>generation and, if required, from the RCF.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs32e"><ix:continuation id="_84ddfa18-f014-4cb5-8eb3-8f339865e9d4" continuedAt="_c5a12a2d-0899-4490-801d-2be17db4f2e9">The Group manages liquidity risk by <span class="_ _2"></span>maintaining adequate reserves, via ongoing assessment <span class="_ _2"></span>of projected cash flows from operations and <span class="_ _2"></span>actual </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs32f"><ix:continuation id="_c5a12a2d-0899-4490-801d-2be17db4f2e9" continuedAt="_ae662271-da93-4c28-8d07-607ad3084ab9">cash flows. This includes consideration of <span class="_ _2"></span>the maturity of both its financial investments <span class="_ _2"></span>and financial assets (e.g. accounts receivable, <span class="_ _2"></span>and other </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs330"><ix:continuation id="_ae662271-da93-4c28-8d07-607ad3084ab9" continuedAt="_915f0d00-4f87-4adf-8e29-c08ce0737305">financial assets). The Group’s objective is <span class="_ _2"></span>to maintain a balance between continuity of <span class="_ _2"></span>funding and flexibility for its capital allocation<span class="_ _2"></span> policy.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs331"><ix:continuation id="_915f0d00-4f87-4adf-8e29-c08ce0737305" continuedAt="_0d3ab5ef-ce4d-42cb-9b01-8a4100275249">Cash at the bank earns interest <span class="_ _2"></span>at floating rates based on daily bank <span class="_ _2"></span>overnight deposit rates. Short term deposits are <span class="_ _2"></span>made for varying periods of </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs332"><ix:continuation id="_0d3ab5ef-ce4d-42cb-9b01-8a4100275249" continuedAt="_0f6a8143-d568-425c-9d9b-033b0127a1c4">time depending on the immediate cash <span class="_ _2"></span>requirements of the Group and earn <span class="_ _2"></span>varying interest rates. The fair value of n<span class="_ _2"></span>et cash and cash equivalents </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs333"><ix:continuation id="_0f6a8143-d568-425c-9d9b-033b0127a1c4" continuedAt="_1f7512b3-4a2c-48e9-acd5-b5b3f0fc7f72">is £27.8m (2024: £32.4m). At 31 <span class="_ _2"></span>December 2025, the Group had available £60.0m <span class="_ _2"></span>of undrawn committed borrowing facilities, of which <span class="_ _2"></span>the Group </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs334"><ix:continuation id="_1f7512b3-4a2c-48e9-acd5-b5b3f0fc7f72" continuedAt="_684b31fa-85ad-4cc2-88fb-12a1b81d07d9">could have drawn £60.0m under the <span class="_ _2"></span>terms of the facility (2024: the Group <span class="_ _2"></span>had available £60.0m of undrawn committed borrowing <span class="_ _2"></span>facilities, of </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs335"><ix:continuation id="_684b31fa-85ad-4cc2-88fb-12a1b81d07d9" continuedAt="_9e740cb4-e296-4f09-a3d6-2f43fe9ed3b7">which the Group could have drawn <span class="_ _2"></span>£33.0m).<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs336"><ix:continuation id="_9e740cb4-e296-4f09-a3d6-2f43fe9ed3b7" continuedAt="_c7f4ffa0-0da4-47f8-985b-326e1a62749a">The table below summarises the maturity <span class="_ _2"></span>profile of the Group’s financial liabilities at <span class="_ _2"></span>31 December 2025 based on contractual undiscou<span class="_ _2"></span>nted </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs337"><ix:continuation id="_c7f4ffa0-0da4-47f8-985b-326e1a62749a" continuedAt="_20ee7664-6498-409a-b5e3-f7027ac1c44f">payments:<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h11 ffb fs8 fc8 sc0 ls14 ws0 gs338"><ix:continuation id="_20ee7664-6498-409a-b5e3-f7027ac1c44f" continuedAt="_08dad804-cc67-4fad-8665-e5e81e076709">Year ended 31 December 2025<span class="_ _2d2"> </span></ix:continuation></div><div class="gs339"><ix:continuation id="_08dad804-cc67-4fad-8665-e5e81e076709" continuedAt="_ec9a0179-f58d-4b69-a327-9174afef8941"><table id="_53737ef8-a1b3-45b4-b5d3-37b3c6e78667" class="s w24d h137"><tr><td /><td /><td class="t m0 x809 h8b y231d ffb fs11 fc7 sc0 ls1 ws0">Less than </td><td /><td /><td /><td /></tr><tr><td /><td class="t m0 x80a h8b y231e ffb fs11 fc7 sc0 ls1 ws0">On demand </td><td class="t m0 x809 h8b y231e ffb fs11 fc7 sc0 ls1 ws0">3 months </td><td class="t m0 x80b h8b y231e ffb fs11 fc7 sc0 ls1 ws0">3 to 12 months </td><td class="t m0 x80c h8b y231e ffb fs11 fc7 sc0 ls1 ws0">1 to 5 years </td><td class="t m0 x54c h8b y231e ffb fs11 fc7 sc0 ls1 ws0">&gt; 5 years </td><td class="t m0 x3af h8b y231e ffb fs11 fc7 sc0 ls1 ws0">T<span class="_ _0"></span>otal </td></tr><tr><td /><td class="t m0 x54a h8b y231f ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x3f6 h8b y231f ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x3f7 h8b y231f ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x203 h8b y231f ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x204 h8b y231f ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x205 h8b y231f ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y22c0 w24e he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">T<span class="_ _2"></span>r<span class="_ _2"></span>ade pay<span class="_ _2"></span>ables<span class="_ _2d2"> </span></div></td><td class="c n x80d y22c0 wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x80e y22c0 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">9,665<span class="_ _2d2"> </span></div></td><td class="c n x80f y22c0 w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x810 y22c0 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x811 y22c0 w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x812 y22c0 w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">9,665<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y22c1 w24f he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">Other pay<span class="_ _2"></span>ables<span class="_ _2d2"> </span></div></td><td class="c n x813 y22c1 wa9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x814 y22c1 wca he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">24,343<span class="_ _2d2"> </span></div></td><td class="c n x815 y22c1 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x816 y22c1 w33 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x817 y22c1 w4f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x818 y22c1 w35 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">24,343<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2320 w250 he4"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">Overdr<span class="_ _2"></span>aft<span class="_ _2d2"> </span></div></td><td class="c n x819 y2320 wca he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0">39,253<span class="_ _2d2"> </span></div></td><td class="c n x81a y2320 wa9 he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x6d5 y2320 w4f he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x81b y2320 w4f he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x81c y2320 w4f he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x20e y2320 w3c he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">39,253<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2309 w251 he4"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">Contingen<span class="_ _2"></span>t considera<span class="_ _2"></span>tion<span class="_ _2d2"> </span></div></td><td class="c n x81d y2309 wa9 he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x4c6 y2309 w4f he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x81e y2309 w252 he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0">3,259<span class="_ _2d2"> </span></div></td><td class="c n x81f y2309 w33 he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x820 y2309 w4f he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x1d4 y2309 w26 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">3,259<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y22c4 w253 he4"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">Lease liabilities<span class="_ _2d2"> </span></div></td><td class="c n x821 y22c4 w4f he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x822 y22c4 wa5 he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0">588<span class="_ _2d2"> </span></div></td><td class="c n x823 y22c4 w30 he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0">1,765<span class="_ _2d2"> </span></div></td><td class="c n x824 y22c4 w30 he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0">3,553<span class="_ _2d2"> </span></div></td><td class="c n x825 y22c4 w27 he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0">595<span class="_ _2d2"> </span></div></td><td class="c n x826 y22c4 w26 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">6,501<span class="_ _2d2"> </span></div></td></tr><tr><td /><td class="c n x827 y20b6 w35 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">39,253<span class="_ _2d2"> </span></div></td><td class="c n x828 y20b6 wce he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">33,596<span class="_ _2d2"> </span></div></td><td class="c n x829 y20b6 w26 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">5,024<span class="_ _2d2"> </span></div></td><td class="c n x82a y20b6 w26 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">3,553<span class="_ _2d2"> </span></div></td><td class="c n x82b y20b6 w27 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">595<span class="_ _2d2"> </span></div></td><td class="c n x82c y20b6 w35 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">83,021<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div></ix:nonNumeric></div><div class="t m0 x6c h4a y1ce4 ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x6c h4a y1ce5 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   140<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   140<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
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class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">140<span class="_ _1b6"> </span>141</div><div class="t m0 xf he y1f ff4b fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 xe he y1e ff4b fs6 fc4 sc0 ls9c ws9c">OTHER INFORMATION<span class="_ _182"></span><span class="fc0">FINANCIAL STATEMENTS<span class="_ _183"></span><span class="fc4">CORPORATE GOVERNANCE<span class="_ _13e"></span>STRATEGIC<span class="_ _2"></span> REPORT<span class="_ _184"></span><span class="ls37 ws36">OVERVIEW</span></span></span></div><div class="t m0 x18 h10 y21 ff4c fs4 fc6 sc0 ls1 ws0"> </div><div class="-ixh-highlight-region gs33a"><ix:continuation id="_5411d454-d693-4efb-80ca-a74022c05c56"><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs33b"><ix:continuation id="_ec9a0179-f58d-4b69-a327-9174afef8941" continuedAt="_c86591a1-43d5-41ec-9506-c8df91f02782">Year ended 31 December 2024 (restated<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h3a ffd fs19 fc8 sc0 ls1 ws0 gs33c"><ix:continuation id="_c86591a1-43d5-41ec-9506-c8df91f02782" continuedAt="_88df61d0-450d-42f4-9b59-d0bac6862782">1<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls1 ws0 gs33d"><ix:continuation id="_88df61d0-450d-42f4-9b59-d0bac6862782" continuedAt="_78138357-0c8a-42c0-bf98-add860c89422">)<span class="_ _2d2"> </span></ix:continuation></div><div class="gs33e"><ix:continuation id="_78138357-0c8a-42c0-bf98-add860c89422" continuedAt="_a9bf9161-765a-428f-8d73-cd88f098b85c"><table id="_7414f9d5-666b-4eec-b78c-8ad34b28844b" class="s w231 h138"><tr><td /><td /><td class="t m0 x589 h1d y2321 ffd fs11 fc7 sc0 ls1 ws0">Less than </td><td /><td /><td /><td /></tr><tr><td /><td class="t m0 x82d h4a y2322 ffc fs11 fc7 sc0 ls1 ws0">On demand </td><td class="t m0 x696 h1d y2322 ffd fs11 fc7 sc0 ls1 ws0">3 months<span class="ffc"> </span></td><td class="t m0 x82e h1d y2322 ffd fs11 fc7 sc0 ls1 ws0">3 to 12 months<span class="ffc"> </span></td><td class="t m0 x467 h1d y2322 ffd fs11 fc7 sc0 ls1 ws0">1 to 5 year<span class="_ _2"></span>s<span class="ffc"> </span></td><td class="t m0 x82f h1d y2322 ffd fs11 fc7 sc0 ls1 ws0">&gt; 5 years<span class="ffc"> </span></td><td class="t m0 x7b6 h4a y2322 ffc fs11 fc7 sc0 ls1 ws0">T<span class="_ _0"></span>otal </td></tr><tr><td /><td class="t m0 x588 h1d y2323 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x469 h1d y2323 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x46a h1d y2323 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x46b h1d y2323 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x1b3 h1d y2323 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x1b4 h1d y2323 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y21a4 w215 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">T<span class="_ _0"></span>rade pay<span class="_ _2"></span>ables<span class="_ _2d2"> </span></div></td><td class="c n x830 y21a4 wa9 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x831 y21a4 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">9,793<span class="_ _2d2"> </span></div></td><td class="c n x6aa y21a4 w33 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x6ab y21a4 w4f he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x609 y21a4 w33 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x832 y21a4 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">9,793<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2176 w217 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Other pay<span class="_ _2"></span>ables<span class="_ _2d2"> </span></div></td><td class="c n x833 y2176 w4f he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x834 y2176 wca he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">24,286<span class="_ _2d2"> </span></div></td><td class="c n x835 y2176 w4f he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x836 y2176 w4f he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x837 y2176 w33 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x287 y2176 w3d he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">24,286<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2177 w254 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Overdr<span class="_ _2"></span>aft<span class="_ _2d2"> </span></div></td><td class="c n x838 y2177 wca he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">28,264<span class="_ _2d2"> </span></div></td><td class="c n x839 y2177 wa9 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x686 y2177 w4f he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x83a y2177 w33 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x83b y2177 w4f he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x83c y2177 w36 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">28,264<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2178 w105 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Contingent c<span class="_ _2"></span>onsidera<span class="_ _2"></span>tion<span class="_ _2d2"> </span></div></td><td class="c n x83d y2178 wa9 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x83e y2178 wa9 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x83f y2178 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">3,306<span class="_ _2d2"> </span></div></td><td class="c n x1d2 y2178 w4f he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x485 y2178 w4f he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x486 y2178 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">3,306<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2179 w157 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Lease liabilities<span class="_ _2d2"> </span></div></td><td class="c n x840 y2179 wa9 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x841 y2179 w27 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">573<span class="_ _2d2"> </span></div></td><td class="c n x842 y2179 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">1,716<span class="_ _2d2"> </span></div></td><td class="c n x843 y2179 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">3,406<span class="_ _2d2"> </span></div></td><td class="c n x844 y2179 w19 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">87<span class="_ _2d2"> </span></div></td><td class="c n x268 y2179 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">5,782<span class="_ _2d2"> </span></div></td></tr><tr><td /><td class="c n x827 y20b6 w3d he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">28,264<span class="_ _2d2"> </span></div></td><td class="c n x845 y20b6 w3d he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">34,652<span class="_ _2d2"> </span></div></td><td class="c n x846 y20b6 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">5,022<span class="_ _2d2"> </span></div></td><td class="c n x847 y20b6 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">3,406<span class="_ _2d2"> </span></div></td><td class="c n x848 y20b6 w19 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">87<span class="_ _2d2"> </span></div></td><td class="c n x717 y20b6 w3d he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">71,431<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 h8c ffd fs33 fc8 sc0 ls1 ws0 gs33f"><ix:continuation id="_a9bf9161-765a-428f-8d73-cd88f098b85c" continuedAt="_36e2456a-9939-4035-9fcf-a327896df313">1<span class="ls7e ws78"> <span class="_ _b3"> </span>Refer to note 36 <span class="_ _2"></span>to the financial statements<span class="_ _2d2"> </span></span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs340"><ix:continuation id="_36e2456a-9939-4035-9fcf-a327896df313" continuedAt="_c4b5201f-a2b0-4412-bab8-1e47cc5131c2">The liquidity risk of each Group <span class="_ _2"></span>entity is managed centrally by the Group <span class="_ _2"></span>Treasury function. The Group’s cash requirement <span class="_ _2"></span>is monitored closely. All </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs341"><ix:continuation id="_c4b5201f-a2b0-4412-bab8-1e47cc5131c2" continuedAt="_8b03cc30-f628-46e4-87b9-e57c407a8369">surplus cash is held centrally to <span class="_ _2"></span>achieve higher interest income. The type of <span class="_ _2"></span>cash instrument used and its maturity date <span class="_ _2"></span>will depend on the Group’s </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs342"><ix:continuation id="_8b03cc30-f628-46e4-87b9-e57c407a8369" continuedAt="_79c3d3c4-e1bf-4474-bf81-66bb0b29f99f">forecast cash requirements. The Group has <span class="_ _2"></span>a RCF with a syndicate of major <span class="_ _2"></span>banking corporations to manage longer term borrowing <span class="_ _2"></span>requirements.<span class="_ _2d2"> </span></ix:continuation></div></ix:continuation></div><div class="t m0 xd8 h4a y1b7c ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 xd8 h4a y1cee ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="-ixh-highlight-region gs343"><ix:nonNumeric name="ifrs-full:DisclosureOfObjectivesPoliciesAndProcessesForManagingCapitalExplanatory" id="fact-576" contextRef="c-1" escape="true" xml:lang="en"><div class="t m0 hd4 ff13 fs24 fc6 sc0 lsa8 wsb3 gs344"><ix:continuation id="_79c3d3c4-e1bf-4474-bf81-66bb0b29f99f" continuedAt="_146aad49-95e6-4155-b5d5-48ed7249bf9d">Capi<span class="_ _1"></span>tal management<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h14 ffc fs8 fc8 sc0 ls14 ws0 gs345"><ix:continuation id="_146aad49-95e6-4155-b5d5-48ed7249bf9d" continuedAt="_4bdbcd94-2517-4bda-b65d-b1dd7a49a8de">The primary objective of the Group’s capital management is to ensure that it maintains appropriate capital structure to support its business </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs346"><ix:continuation id="_4bdbcd94-2517-4bda-b65d-b1dd7a49a8de" continuedAt="_f1e2c3c9-68a0-4e21-9755-2fe74875332e">objectives, including any capital adequacy requirements, <span class="_ _2"></span>and maximise shareholder value. The capital structu<span class="_ _2"></span>re of the Group consists of cash </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs347"><ix:continuation id="_f1e2c3c9-68a0-4e21-9755-2fe74875332e" continuedAt="_bfeae915-5a77-4e85-a74a-90ad715a6d4e">and cash equivalents and equity attributable <span class="_ _2"></span>to the shareholders comprising issued capital, reserves <span class="_ _2"></span>and retained earnings as disclosed in <span class="_ _2"></span>the </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs348"><ix:continuation id="_bfeae915-5a77-4e85-a74a-90ad715a6d4e" continuedAt="_9c6ccff8-f7c4-4b61-b25f-09eb339c16e2">statement of changes in equity.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs349"><ix:continuation id="_9c6ccff8-f7c4-4b61-b25f-09eb339c16e2" continuedAt="_f7a5ac8d-c61c-468d-af80-a2ec96f90f90">The Group does not have a <span class="_ _2"></span>current ratio of Net Bank Debt to <span class="_ _2"></span>EBITDA (2024: nil) due to a net <span class="_ _2"></span>cash position of £27.8m (2024: net cash <span class="_ _2"></span>£32.4m) and </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs34a"><ix:continuation id="_f7a5ac8d-c61c-468d-af80-a2ec96f90f90" continuedAt="_c55cc832-7c45-4686-addd-61275f799a69">underlying operating profit of £32.6m (2024: <span class="_ _2"></span>£27.8m). The business is cash generative with <span class="_ _2"></span>a low capital expenditure requirement. The Grou<span class="_ _2"></span>p </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs34b"><ix:continuation id="_c55cc832-7c45-4686-addd-61275f799a69" continuedAt="_7b973c5c-6806-41c9-a70c-e46e47c27841">remains committed to its stated dividend <span class="_ _2"></span>policy of 30% of Group Underlying Operating <span class="_ _2"></span>Profit after interest and tax. The Board <span class="_ _2"></span>has reviewed the </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs34c"><ix:continuation id="_7b973c5c-6806-41c9-a70c-e46e47c27841" continuedAt="_4e4bd5a9-0a2a-437e-90fe-42c029c133ac">policy in line with the risks <span class="_ _2"></span>and capital management decisions facing the Group.<span class="_ _2d2"> </span></ix:continuation></div></ix:nonNumeric></div><div class="-ixh-highlight-region gs34d"><ix:nonNumeric name="ifrs-full:DisclosureOfCreditRiskExplanatory" id="fact-577" contextRef="c-1" escape="true" xml:lang="en"><div class="t m0 hd4 ff13 fs24 fc6 sc0 ls2e ws2d gs34e"><ix:continuation id="_4e4bd5a9-0a2a-437e-90fe-42c029c133ac" continuedAt="_4d8e438c-f970-4aed-934d-412eb462c1fa">Cred<span class="_ _1"></span>it risk<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs34f"><ix:continuation id="_4d8e438c-f970-4aed-934d-412eb462c1fa" continuedAt="_86e8620c-fcc1-4377-b9a4-b7d06b82c1d5">The Group is exposed to credit <span class="_ _2"></span>risk in respect of revenue transactions. It <span class="_ _2"></span>is Group policy, implemented locally, to obtain <span class="_ _2"></span>appropriate details of new </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs350"><ix:continuation id="_86e8620c-fcc1-4377-b9a4-b7d06b82c1d5" continuedAt="_9205a333-402b-4d89-be70-075015935cab">customers before entering into contracts.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs351"><ix:continuation id="_9205a333-402b-4d89-be70-075015935cab" continuedAt="_dbc9ae78-d32d-4b07-9f42-170f34ba1d02">Estate Agency Franchising’s and Financial Services’ <span class="_ _2"></span>highest risk exposure is in relation to <span class="_ _2"></span>loans to franchisees and appointed representatives <span class="_ _2"></span>and </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs352"><ix:continuation id="_dbc9ae78-d32d-4b07-9f42-170f34ba1d02" continuedAt="_5af0c782-a791-47bb-acf7-3fb1dcbd4e52">their ability to service their debt. <span class="_ _2"></span>The Directors have established a credit policy <span class="_ _2"></span>under which each new franchisee and <span class="_ _2"></span>appointed representative are </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs353"><ix:continuation id="_5af0c782-a791-47bb-acf7-3fb1dcbd4e52" continuedAt="_9b90e0e4-9852-4f58-9920-200967d19497">analysed individually for creditworthiness before a <span class="_ _2"></span>loan is offered. The Company’s review includ<span class="_ _2"></span>es external ratings, when available, and in <span class="_ _2"></span>some </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs354"><ix:continuation id="_9b90e0e4-9852-4f58-9920-200967d19497" continuedAt="_5ee2fa4d-48a4-4fb0-9ab4-d414c9ce354e">cases bank references.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs355"><ix:continuation id="_5ee2fa4d-48a4-4fb0-9ab4-d414c9ce354e" continuedAt="_1ded922a-a2a1-4a14-ac12-2688d7854329">Risk of exposure to non-return of <span class="_ _2"></span>cash on deposit is managed by placing <span class="_ _2"></span>funds with lenders who form part of <span class="_ _2"></span>the Group’s agreed banking facility </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs83"><ix:continuation id="_1ded922a-a2a1-4a14-ac12-2688d7854329" continuedAt="_42717215-7834-4a8e-8d50-34f042753bc2">syndicate, which comprises several leading UK <span class="_ _2"></span>banks.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs356"><ix:continuation id="_42717215-7834-4a8e-8d50-34f042753bc2" continuedAt="_da13f5f8-b02e-4630-9a4d-a76b9f8e557b">The majority of the Surveying &amp; <span class="_ _2"></span>Valuation customers and those of the asset <span class="_ _2"></span>management business are large financial institutions and <span class="_ _2"></span>as such, the </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs357"><ix:continuation id="_da13f5f8-b02e-4630-9a4d-a76b9f8e557b" continuedAt="_e7894171-ea1d-45e5-a75f-9cc965e63086">credit risk is not expected to <span class="_ _2"></span>be significant. The maximum credit risk exposure <span class="_ _2"></span>relating to financial assets is represented by <span class="_ _2"></span>the carrying value as at </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs86"><ix:continuation id="_e7894171-ea1d-45e5-a75f-9cc965e63086" continuedAt="_634a2652-c13a-446e-9ecd-c2b8d20c289e">the balance sheet date.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs358"><ix:continuation id="_634a2652-c13a-446e-9ecd-c2b8d20c289e" continuedAt="_50dc6a67-aae4-4fb1-9f84-529040a0477d">Financial instruments are grouped on a <span class="_ _2"></span>subsidiary basis to apply the expected <span class="_ _2"></span>credit loss model. The chosen method of <span class="_ _2"></span>recognising the expected </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs359"><ix:continuation id="_50dc6a67-aae4-4fb1-9f84-529040a0477d" continuedAt="_98fce86b-6fc4-435d-b984-343fef43a386">credit loss across the Group is <span class="_ _2"></span>the simplified approach allowing a provision matrix <span class="_ _2"></span>to be used, which is based on <span class="_ _2"></span>the expected credit life of trade </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs35a"><ix:continuation id="_98fce86b-6fc4-435d-b984-343fef43a386" continuedAt="_6af90019-57e1-41f8-a796-8e6a56593278">receivables, historic default rates and forward-looking <span class="_ _2"></span>information. Trade receivable balances are written off <span class="_ _2"></span>when the probability of recovery is </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs8a"><ix:continuation id="_6af90019-57e1-41f8-a796-8e6a56593278" continuedAt="_90e4c6a8-1872-4895-bb1d-bbf6b0d72d55">assessed as being remote.<span class="_ _2d2"> </span></ix:continuation></div></ix:nonNumeric></div><div class="-ixh-highlight-region gs35b"><ix:nonNumeric name="ifrs-full:DisclosureOfFairValueOfFinancialInstrumentsExplanatory" id="fact-578" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_6d551de1-c102-4187-b25a-3c3231f0863b"><div class="t m0 hd4 ff13 fs24 fc6 sc0 ls2e ws2d gs35c"><ix:continuation id="_90e4c6a8-1872-4895-bb1d-bbf6b0d72d55" continuedAt="_3d796bb7-4657-4dc5-b771-6bf4df673b55">Fair values of finan<span class="_ _1"></span>cial asse<span class="_ _1"></span>ts and financ<span class="_ _1"></span>ial liabili<span class="_ _1"></span>ties<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs35d"><ix:continuation id="_3d796bb7-4657-4dc5-b771-6bf4df673b55" continuedAt="_90737709-8112-4d2e-891b-1dbf2f23fd5f">There are no differences between the <span class="_ _2"></span>carrying amounts and fair values of all <span class="_ _2"></span>of the Group’s financial instruments that are <span class="_ _2"></span>carried in the </ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs35e"><ix:continuation id="_90737709-8112-4d2e-891b-1dbf2f23fd5f" continuedAt="_41002d45-4130-43d0-a14d-2ffebcab8179">Financial Statements.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 h6f ffb fs24 fc6 sc0 ls70 ws6b gs35f"><ix:nonNumeric name="ifrs-full:DisclosureOfFairValueMeasurementExplanatory" id="fact-610" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_1d374d2b-9b49-4137-b6db-18117ab91938"><ix:continuation id="_41002d45-4130-43d0-a14d-2ffebcab8179" continuedAt="_e94ef7a7-47a2-44c4-a5c8-b674f971859c">Fair<span class="_ _2"></span> value hierarchy<span class="_ _2d2"> </span></ix:continuation></ix:nonNumeric></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs360"><ix:continuation id="_1d374d2b-9b49-4137-b6db-18117ab91938" continuedAt="_d244550e-fab3-4b56-9c37-0a15f321b48e"><ix:continuation id="_e94ef7a7-47a2-44c4-a5c8-b674f971859c" continuedAt="_717c5bcb-5a38-4d0b-8b15-983c13f49c56">The Group uses the following hierarchy <span class="_ _2"></span>for determining and disclosing the fair valu<span class="_ _2"></span>e of the financial instruments by valuation <span class="_ _2"></span>technique:<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffc fs8 fca sc0 ls14 ws11 gs361"><ix:continuation id="_d244550e-fab3-4b56-9c37-0a15f321b48e" continuedAt="_f2dfb17e-aa26-42af-9618-afe24f48c8e6"><ix:continuation id="_717c5bcb-5a38-4d0b-8b15-983c13f49c56" continuedAt="_78acd5b6-088c-4ade-9db8-deaf1be10a37">• <span class="_ _16"> </span><span class="ffd fc8">Level 1: quoted (unadjusted) prices in <span class="_ _2"></span>active markets for identical assets or liabilities;<span class="_ _2d2"> </span></span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffc fs8 fca sc0 ls14 ws11 gs362"><ix:continuation id="_f2dfb17e-aa26-42af-9618-afe24f48c8e6" continuedAt="_af11703b-ccc9-4290-a398-8a40ad32989d"><ix:continuation id="_78acd5b6-088c-4ade-9db8-deaf1be10a37" continuedAt="_c5121e8f-004a-45b5-a708-d30c539e0c76">• <span class="_ _16"> </span><span class="ffd fc8">Level 2: other techniques for which <span class="_ _2"></span>all inputs which have a significant effect <span class="_ _2"></span>on the recorded fair value are observab<span class="_ _2"></span>le, either directly or </span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs363"><ix:continuation id="_af11703b-ccc9-4290-a398-8a40ad32989d" continuedAt="_357059c1-6843-4eaa-bb94-2aebc202e63d"><ix:continuation id="_c5121e8f-004a-45b5-a708-d30c539e0c76" continuedAt="_3de725ca-fbfd-4b06-951b-2ae392833660">indirectly; and<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffc fs8 fca sc0 ls14 ws11 gs364"><ix:continuation id="_357059c1-6843-4eaa-bb94-2aebc202e63d" continuedAt="_54ccdfc0-cba5-4dbc-bd39-8416db2e022b"><ix:continuation id="_3de725ca-fbfd-4b06-951b-2ae392833660" continuedAt="_0e573fdd-8f28-4548-8ada-fbb5d7abc439">• <span class="_ _16"> </span><span class="ffd fc8">Level 3: techniques which use inputs <span class="_ _2"></span>which have a significant effect on the <span class="_ _2"></span>recorded fair value that are not based <span class="_ _2"></span>on observable market data.<span class="_ _2d2"> </span></span></ix:continuation></ix:continuation></div></ix:nonNumeric></div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   141<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   141<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
<div id="pf90" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc90 w4 h0"><img src="data:image/png;base64,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" class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">142<span class="_ _1b6"> </span>143</div><div class="t m0 x8 he y1f ff49 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x19 he y1e ff49 fs6 fc4 sc0 ls37 ws36">OVERVIEW</div><div class="t m0 x6 h10 y21 ffc fs4 fc6 sc0 ls9e ws12">Notes<span class="_ _1"></span> to<span class="_ _1"></span> the<span class="_ _7"></span> Group<span class="_ _1"></span> Finan<span class="_ _1"></span>cial<span class="_ _1"></span> S<span class="_ _2"></span>t<span class="_ _1"></span>atement<span class="_ _1"></span>s<span class="_ _1"></span> <span class="fs41 lsa0 wsa1">conti<span class="_ _2"></span>nued</span></div><div class="-ixh-highlight-region gs365"><ix:continuation id="_6d551de1-c102-4187-b25a-3c3231f0863b"><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs366"><ix:continuation id="_54ccdfc0-cba5-4dbc-bd39-8416db2e022b" continuedAt="_eb093213-6043-4a30-b68c-e76bd5cf7a72"><ix:continuation id="_0e573fdd-8f28-4548-8ada-fbb5d7abc439" continuedAt="_8e08acda-6de4-450f-9e34-2d47a723925f">The following table provides the fair <span class="_ _2"></span>value measurement hierarchy of the Group’s assets <span class="_ _2"></span>and liabilities:<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="gs367"><ix:continuation id="_8e08acda-6de4-450f-9e34-2d47a723925f" continuedAt="_a792982c-5403-458f-9f70-c9bd5aa5bd4f"><ix:continuation id="_eb093213-6043-4a30-b68c-e76bd5cf7a72" continuedAt="_52d7d512-0c3f-45dc-b55b-cc2b227dedee"><table id="_55274d6e-2650-46a2-b958-60bfb325f1e5" class="s w24d h139"><tr><td /><td class="t m0 x5e2 h8b y2324 ffb fs11 fc7 sc0 ls1 ws0">T<span class="_ _0"></span>otal </td><td class="t m0 x849 h8b y2324 ffb fs11 fc7 sc0 ls1 ws0">Level 1 </td><td class="t m0 x3f5 h8b y2324 ffb fs11 fc7 sc0 ls1 ws0">Level 2 </td><td class="t m0 x84a h8b y2324 ffb fs11 fc7 sc0 ls1 ws0">Level 3 </td></tr><tr><td class="t m0 x206 h8b y2325 ffb fs11 fc7 sc0 ls1 ws0">2025 </td><td class="t m0 x3f7 h8b y2326 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x203 h8b y2326 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x204 h8b y2326 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x205 h8b y2326 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="t m0 x206 h11 y2327 ffb fs8 fc3 sc0 ls1 ws0">Assets measured at f<span class="_ _2"></span>air value<span class="_ _289"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></td><td /><td /><td /><td /></tr><tr><td class="c n x1b7 y231c w4d he3"><div class="t m0 x1b6 h11 y2137 ffc fs8 fc3 sc0 ls1 ws0">Financial assets<span class="_ _2d2"> </span></div></td><td class="c n x84b y231c w27 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">963<span class="_ _2d2"> </span></div></td><td class="c n x84c y231c w33 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x526 y231c w27 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">963<span class="_ _2d2"> </span></div></td><td class="c n x527 y231c w4f he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x206 h2e y2328 ff16 fs8 fc3 sc0 ls1 ws0">Liabilities measured at f<span class="_ _2"></span>air value<span class="_ _b2"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></td><td /><td /><td /><td /></tr><tr><td class="c n x1b7 y20b6 w32 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Contingent c<span class="_ _2"></span>onsidera<span class="_ _2"></span>tion pay<span class="_ _2"></span>able<span class="_ _2d2"> </span></div></td><td class="c n x84d y20b6 w26 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">3,259<span class="_ _2d2"> </span></div></td><td class="c n x84e y20b6 w4f he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x84f y20b6 w33 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x516 y20b6 w26 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">3,259<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></ix:continuation></div><div class="gs368"><ix:continuation id="_a792982c-5403-458f-9f70-c9bd5aa5bd4f" continuedAt="_ce8ce1fd-a10e-4d58-8976-d1553e99c609"><ix:continuation id="_52d7d512-0c3f-45dc-b55b-cc2b227dedee" continuedAt="_e4c6f8f4-2a26-4691-a3db-60f206808ae0"><table id="_b955ba08-5357-48eb-9562-70e5d600dfa9" class="s w11b h112"><tr><td /><td class="t m0 x850 h4a y2329 ffc fs11 fc7 sc0 ls1 ws0">T<span class="_ _0"></span>otal </td><td class="t m0 x849 h1d y2329 ffd fs11 fc7 sc0 ls1 ws0">Level 1<span class="ffc"> </span></td><td class="t m0 x851 h1d y2329 ffd fs11 fc7 sc0 ls1 ws0">Level 2<span class="ffc"> </span></td><td class="t m0 x84a h1d y2329 ffd fs11 fc7 sc0 ls1 ws0">Level 3<span class="ffc"> </span></td></tr><tr><td class="t m0 x206 h1d y232a ffd fs11 fc7 sc0 ls1 ws0">2024 </td><td class="t m0 x3f7 h1d y232b ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x203 h1d y232b ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x204 h1d y232b ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x205 h1d y232b ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="t m0 x206 h14 y232c ffc fs8 fc3 sc0 ls1 ws0">Assets measured a<span class="_ _2"></span>t fair v<span class="_ _2"></span>alue<span class="_ _104"> </span> <span class="_ _cc"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </td><td /><td /><td /><td /></tr><tr><td class="c n x1b7 y21d9 w4d he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Financial assets<span class="_ _2d2"> </span></div></td><td class="c n x84b y21d9 w27 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">762<span class="_ _2d2"> </span></div></td><td class="c n x84c y21d9 w33 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x526 y21d9 w27 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">762<span class="_ _2d2"> </span></div></td><td /></tr><tr><td class="t m0 x206 h13 y232d ffd fs8 fc3 sc0 ls1 ws0">Liabilities measured at f<span class="_ _2"></span>air v<span class="_ _2"></span>alue<span class="_ _28a"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></td><td /><td /><td /><td /></tr><tr><td class="c n x1b7 y20b6 w32 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Contingent c<span class="_ _2"></span>onsidera<span class="_ _2"></span>tion pay<span class="_ _2"></span>able<span class="_ _2d2"> </span></div></td><td class="c n x84d y20b6 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">3,306<span class="_ _2d2"> </span></div></td><td class="c n x852 y20b6 w4f he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x853 y20b6 w4f he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x854 y20b6 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">3,306<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs369"><ix:continuation id="_e4c6f8f4-2a26-4691-a3db-60f206808ae0" continuedAt="_d28fca64-d158-4455-9af4-582ee2036d60"><ix:continuation id="_ce8ce1fd-a10e-4d58-8976-d1553e99c609" continuedAt="_cae1f964-1df6-4706-adbd-2579ffe41f19">The reconciliation of the opening and <span class="_ _2"></span>closing balance for financial assets measured using <span class="_ _2"></span>level 3 technique is as follows:</ix:continuation></ix:continuation></div><div class="gs36a"><ix:continuation id="_cae1f964-1df6-4706-adbd-2579ffe41f19" continuedAt="_d9717f31-bc31-4586-99dd-1aefb255c464"><ix:continuation id="_d28fca64-d158-4455-9af4-582ee2036d60" continuedAt="_84a1f5b4-2839-4f06-bb60-38d10c937ed4"><table id="_bcacc36f-1f69-489a-bc1f-103d0361fc7e" class="s w255 h13a"><tr><td /><td class="t m0 x855 h8b y232e ffc fs11 fc7 sc0 ls1 ws0"> <span class="_ _100"> </span><span class="ffb">£’000<span class="_ _2d2"> </span></span></td></tr><tr><td class="c n x1b7 y22c2 w256 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">Opening balance as at 1 January 2025<span class="_ _2d2"> </span></div></td><td class="c n x628 y22c2 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">5,772<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y22c3 w257 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Fair v<span class="_ _2"></span>alue remeasur<span class="_ _2"></span>ement<span class="_ _2d2"> </span></div></td><td class="c n x856 y22c3 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(230)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2313 w258 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Receipts<span class="_ _2d2"> </span></div></td><td class="c n x857 y2313 w21 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(5,542)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b6 w259 he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">Closing balance as at 31 December 2025<span class="_ _2d2"> </span></div></td><td class="c n x858 y20b6 w4f he3"><div class="t m0 x1b6 h11 y2137 ffb fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs36b"><ix:continuation id="_84a1f5b4-2839-4f06-bb60-38d10c937ed4" continuedAt="_47671693-14fa-442d-9dca-23d76cd9b39b"><ix:continuation id="_d9717f31-bc31-4586-99dd-1aefb255c464" continuedAt="_397e2964-9f54-437b-8015-1bc827486a1e">The fair value of financial assets <span class="_ _2"></span>that are not traded in the open <span class="_ _2"></span>market is £1.0m (2024: £0.8m), these are <span class="_ _2"></span>valued using Level 2 technique in </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs36c"><ix:continuation id="_47671693-14fa-442d-9dca-23d76cd9b39b" continuedAt="_d87df9d6-c38b-4a9c-801a-e390e171094d"><ix:continuation id="_397e2964-9f54-437b-8015-1bc827486a1e" continuedAt="_5042b88a-faad-400e-8899-912d7e018bbc">accordance with the fair value hierarchy <span class="_ _2"></span>and management use all relevant and up<span class="_ _2"></span> to date information to arrive at their<span class="_ _2"></span> judgement.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs36d"><ix:continuation id="_d87df9d6-c38b-4a9c-801a-e390e171094d" continuedAt="_0990f571-3006-4629-a1d8-eb2fed1d0199"><ix:continuation id="_5042b88a-faad-400e-8899-912d7e018bbc" continuedAt="_79c32afc-dabb-4ea1-9ea5-3d2a15e3a85f">The contingent consideration payable relates to <span class="_ _2"></span>amounts payable in the future on the <span class="_ _2"></span>assets acquired from TenetLime in February <span class="_ _2"></span>2024. The </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs36e"><ix:continuation id="_0990f571-3006-4629-a1d8-eb2fed1d0199" continuedAt="_5bcb4b6c-4a72-4c6d-a84e-d0bc7a7f3b87"><ix:continuation id="_79c32afc-dabb-4ea1-9ea5-3d2a15e3a85f" continuedAt="_7870e6db-12aa-4645-850c-8f44628c527a">consideration calculated is based on the <span class="_ _2"></span>retention rate of firms within LSL’s PRIMIS <span class="_ _2"></span>network 12 months after the transaction completed<span class="_ _2"></span>. Further </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs36f"><ix:continuation id="_5bcb4b6c-4a72-4c6d-a84e-d0bc7a7f3b87" continuedAt="_962b4019-1a23-439c-b41f-6174c07b0618"><ix:continuation id="_7870e6db-12aa-4645-850c-8f44628c527a" continuedAt="_344f92ce-a008-4b89-bbe4-34340b4c9c6a">details of the contingent consideration payable <span class="_ _2"></span>are disclosed in note 24.<span class="_ _2d2"> </span></ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs370"><ix:continuation id="_962b4019-1a23-439c-b41f-6174c07b0618" continuedAt="_7f678409-c0fe-4e32-af31-e5dd1b6b6988"><ix:continuation id="_344f92ce-a008-4b89-bbe4-34340b4c9c6a" continuedAt="_6f0a399f-7d05-44d6-9a30-53cac74b5d63">The only unobservable input used in <span class="_ _2"></span>the valuation is the discount rate, which<span class="_ _2"></span> has been estimated at 4.3%. An <span class="_ _2"></span>increase in the discount rate of 1% </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs371"><ix:continuation id="_7f678409-c0fe-4e32-af31-e5dd1b6b6988" continuedAt="_bcad30ed-f1de-47fc-b6eb-f083829cab1d"><ix:continuation id="_6f0a399f-7d05-44d6-9a30-53cac74b5d63" continuedAt="_d0633607-e562-4dbe-9169-09b19ec9cf10">would result in a decrease in <span class="_ _2"></span>the fair value of the contingent consideration <span class="_ _2"></span>of £0.02m. A corresponding decrease in the <span class="_ _2"></span>discount rate would result </ix:continuation></ix:continuation></div><div class="t m0 h13 ffd fs8 fc8 sc0 ls14 ws11 gs372"><ix:continuation id="_bcad30ed-f1de-47fc-b6eb-f083829cab1d"><ix:continuation id="_d0633607-e562-4dbe-9169-09b19ec9cf10">in an increase in the fair <span class="_ _2"></span>value.</ix:continuation></ix:continuation></div></ix:continuation></div><div class="t m0 x6 hbf y1d30 ff16 fs24 fc10 sc0 ls2e ws2d"><ix:nonNumeric name="ifrs-full:DisclosureOfRelatedPartyExplanatory" id="fact-26" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_c88b7094-58b5-4b07-a281-7743a0e8eabe">32.     Related par<span class="_ _1"></span>t<span class="_ _1"></span>y tran<span class="_ _1"></span>sac<span class="_ _1"></span>tion<span class="_ _1"></span>s<span class="_ _2d2"> </span></ix:nonNumeric></div><div class="t m0 x6 h13 y1d31 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_c88b7094-58b5-4b07-a281-7743a0e8eabe" continuedAt="_938e6bce-db6c-485a-80b8-a63b3959e607">As disclosed in note 20, LSL <span class="_ _2"></span>have one joint venture partner, Mottram Topco.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 hbf y1d32 ff16 fs24 fc6 sc0 ls2e ws2d"><ix:continuation id="_938e6bce-db6c-485a-80b8-a63b3959e607" continuedAt="_7b15b70b-661e-4325-8772-8013ee6a50a3">T<span class="_ _2"></span>rans<span class="_ _1"></span>ac<span class="_ _1"></span>tions wit<span class="_ _1"></span>h Mott<span class="_ _1"></span>ram T<span class="_ _2"></span>opco (Pivo<span class="_ _1"></span>tal Grow<span class="_ _1"></span>th) and it<span class="_ _1"></span>s subsid<span class="_ _1"></span>iarie<span class="_ _1"></span>s<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x15b h4a y1d33 ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x15b h4a y1d34 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="x1fc z42 gs1"><ix:continuation id="_7b15b70b-661e-4325-8772-8013ee6a50a3" continuedAt="_413e9704-e909-4d38-8b0a-259ead1f5ac9"><table id="_e61d6492-3715-42f8-882b-312e31f29846" class="s w11b h10d"><tr><td /><td class="t m0 x200 h8b y232f ffb fs11 fc7 sc0 ls1 ws0">2025 </td><td class="t m0 x3af h1d y232f ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x204 h8b y2330 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x205 h1d y2330 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y2178 w25a he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">Revenue r<span class="_ _2"></span>ecognised<span class="_ _2d2"> </span></div></td><td class="c n x859 y2178 w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">3,509<span class="_ _2d2"> </span></div></td><td class="c n x85a y2178 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">3,551<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2179 w25b he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">T<span class="_ _2"></span>r<span class="_ _2"></span>ade receivables a<span class="_ _2"></span>t 31 December<span class="_ _2d2"> </span></div></td><td class="c n x85b y2179 w27 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">522<span class="_ _2d2"> </span></div></td><td class="c n x85c y2179 w27 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">676<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b6 w25c he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">Loan notes receiv<span class="_ _2"></span>able at 31 December<span class="_ _2d2"> </span></div></td><td class="c n x85d y20b6 w3c he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">13,840<span class="_ _2d2"> </span></div></td><td class="c n x85e y20b6 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">7,607<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 x6 h13 y1d38 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_413e9704-e909-4d38-8b0a-259ead1f5ac9">There are no transactions with Key <span class="_ _2"></span>Management Personnel other than those disclosed in<span class="_ _2"></span> note 15.</ix:continuation></div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   142<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   142<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
<div id="pf91" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc91 w4 h0"><img 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class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">142<span class="_ _1b6"> </span>143</div><div class="t m0 xf he y1f ff4b fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 xe he y1e ff4b fs6 fc4 sc0 ls9c ws9c">OTHER INFORMATION<span class="_ _182"></span><span class="fc0">FINANCIAL STATEMENTS<span class="_ _183"></span><span class="fc4">CORPORATE GOVERNANCE<span class="_ _13e"></span>STRATEGIC<span class="_ _2"></span> REPORT<span class="_ _184"></span><span class="ls37 ws36">OVERVIEW</span></span></span></div><div class="t m0 x18 h10 y21 ff4c fs4 fc6 sc0 ls1 ws0"> </div><div class="t m0 x18 hbf y13bf ff16 fs24 fc10 sc0 ls2e ws2d"><ix:nonNumeric name="ifrs-full:DisclosureOfEventsAfterReportingPeriodExplanatory" id="fact-27" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_b5adf021-ad4b-4288-8bac-b9c1abbefe84">33. <span class="_ _b6"> </span> <span class="_ _1ef"></span>Event<span class="_ _1"></span>s after the re<span class="_ _1"></span>por<span class="_ _1"></span>tin<span class="_ _1"></span>g perio<span class="_ _1"></span>d<span class="_ _2d2"> </span></ix:nonNumeric></div><div class="t m0 x18 h13 y1412 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_b5adf021-ad4b-4288-8bac-b9c1abbefe84" continuedAt="_a13b684e-cad2-4010-a0c7-19ecc2c60bfe">1. In January 2026, Mottram Topco <span class="_ _2"></span>repaid £10.6m out of the £13.8m loan <span class="_ _2"></span>notes outstanding in cash. £3.2m were converted <span class="_ _2"></span>to equity investment </ix:continuation></div><div class="t m0 x18 h13 y16a8 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_a13b684e-cad2-4010-a0c7-19ecc2c60bfe" continuedAt="_3712b15b-bc06-466b-90ce-a5f83abd7197">in Mottram Topco.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h13 y1874 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_3712b15b-bc06-466b-90ce-a5f83abd7197" continuedAt="_34fb3c90-cc2b-4ba0-bcd7-5166b9d3a641">2. On 22 January 2026, the <span class="_ _2"></span>Group acquired 100% of the equity of <span class="_ _2"></span>NSS Franchising Limited (NSS) for total consideration <span class="_ _2"></span>of £2.8m (cash £1.8m, </ix:continuation></div><div class="t m0 x18 h13 y17bf ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_34fb3c90-cc2b-4ba0-bcd7-5166b9d3a641" continuedAt="_d7a958c5-b0b3-4335-b23c-0064dbf0cb6a">contingent consideration at fair value £1.0m). <span class="_ _2"></span>The acquisition will be accounted for as <span class="_ _2"></span>a business combination in accordance with<span class="_ _2"></span> IFRS 3.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h13 y1d39 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_d7a958c5-b0b3-4335-b23c-0064dbf0cb6a" continuedAt="_200a2a28-22c1-49eb-aee6-3afc479ba36d">NSS is a property search business <span class="_ _2"></span>providing property search packs in England <span class="_ _2"></span>and Wales. NSS is considered a good <span class="_ _2"></span>strategic fit with the Group and </ix:continuation></div><div class="t m0 x18 h13 y1875 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_200a2a28-22c1-49eb-aee6-3afc479ba36d" continuedAt="_8eb50216-0e00-4668-9334-856bc4596007">is expected to enhance the Group’s <span class="_ _2"></span>Homefast conveyancing solution, which includes sourcing search<span class="_ _2"></span> packs for consumers.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h13 y1d3a ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_8eb50216-0e00-4668-9334-856bc4596007" continuedAt="_c872fbe3-58f1-46b3-a9ec-a08be1409c1a">No revenue or profit of NSS <span class="_ _2"></span>is included in the Group’s results for <span class="_ _2"></span>the year ended 31 December 2025 as <span class="_ _2"></span>the acquisition completed after the </ix:continuation></div><div class="t m0 x18 h13 y1cc5 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_c872fbe3-58f1-46b3-a9ec-a08be1409c1a" continuedAt="_b210fe61-1418-4810-9b53-1deb922215c4">reporting date.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h13 y1cc6 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_b210fe61-1418-4810-9b53-1deb922215c4" continuedAt="_efce1613-8256-4a47-81d0-37a42bc915da">As at the date these Financial <span class="_ _2"></span>Statements were authorised for issue, the initial <span class="_ _2"></span>accounting for the business combination is incomp<span class="_ _2"></span>lete. The </ix:continuation></div><div class="t m0 x18 h13 y1d3b ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_efce1613-8256-4a47-81d0-37a42bc915da" continuedAt="_6d800f49-54d6-4fb5-a7f5-40a4e37f9f33">amounts recognised in 2026 may be <span class="_ _2"></span>adjusted within the measurement period as valuations <span class="_ _2"></span>and assessments are finalised.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h13 y1d3c ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_6d800f49-54d6-4fb5-a7f5-40a4e37f9f33" continuedAt="_e26c27ea-611c-4536-8e07-af9beea4cb3a">3. Following the completion of its <span class="_ _2"></span>£7.0m share buyback programme in January 2026 <span class="_ _2"></span>which was announced on 25 April 2024, <span class="_ _2"></span>the Group announced </ix:continuation></div><div class="t m0 x18 h13 y1d3d ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_e26c27ea-611c-4536-8e07-af9beea4cb3a" continuedAt="_56224e1f-e327-4cd5-995a-8f312a12723a">the commencement of a new share <span class="_ _2"></span>buyback programme on 27 January 2026 in <span class="_ _2"></span>respect of its ordinary shares up to <span class="_ _2"></span>a maximum consideration of </ix:continuation></div><div class="t m0 x18 h13 y1d3e ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_56224e1f-e327-4cd5-995a-8f312a12723a" continuedAt="_fa6d71fd-9be2-42ea-9d56-9a50068b8c1e">£12.0m from the date of the <span class="_ _2"></span>announcement.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h13 y1d3f ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_fa6d71fd-9be2-42ea-9d56-9a50068b8c1e">4. The Group provided loans totalling <span class="_ _2"></span>£1.5m to franchisees to support the acquisition <span class="_ _2"></span>of additional lettings books.</ix:continuation></div><div class="t m0 x18 hbf y1d40 ff16 fs24 fc10 sc0 ls92 ws9a"><ix:nonNumeric name="lsl:DisclosureOfAlternativePerformanceMeasuresExplanatory" id="fact-28" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_d53a1466-b1a9-4139-b393-80e5408dbb7d">34. <span class="_ _bc"> </span> <span class="_ _1ef"></span>Alternative performance <span class="_ _2"></span>measures<span class="_ _2d2"> </span></ix:nonNumeric></div><div class="t m0 x18 h13 y1d41 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_d53a1466-b1a9-4139-b393-80e5408dbb7d" continuedAt="_70b7f1bc-0bee-49fa-850a-7cfd0991128f">In reporting financial information, the Group <span class="_ _2"></span>presents APMs which are not defined or <span class="_ _2"></span>specified under the requirements of IFRS. The <span class="_ _2"></span>Group </ix:continuation></div><div class="t m0 x18 h13 y1d42 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_70b7f1bc-0bee-49fa-850a-7cfd0991128f" continuedAt="_296fd43d-ad7a-4801-b1ad-a4592e5d321d">believes that the presentation of APMs <span class="_ _2"></span>provides stakeholders with additional helpful information on <span class="_ _2"></span>the performance of the business but d<span class="_ _2"></span>oes not </ix:continuation></div><div class="t m0 x18 h13 y1d43 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_296fd43d-ad7a-4801-b1ad-a4592e5d321d" continuedAt="_8d9b7fb7-3c2f-46bf-9594-33796ed760ea">consider them to be a substitute <span class="_ _2"></span>for or superior to IFRS measures. Definitions <span class="_ _2"></span>and reconciliations of the financial APMs used <span class="_ _2"></span>to IFRS measures, are </ix:continuation></div><div class="t m0 x18 h13 y1d44 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_8d9b7fb7-3c2f-46bf-9594-33796ed760ea" continuedAt="_dcff0eb5-8fe6-4551-a30c-360ef788eea4">included below.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h13 y1d45 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_dcff0eb5-8fe6-4551-a30c-360ef788eea4" continuedAt="_2fbd52b2-6492-4c19-a951-6075b528b89f">The Group reports the following APMs:<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 hbf y1d46 ff16 fs24 fc6 sc0 ls2e ws2d"><ix:continuation id="_2fbd52b2-6492-4c19-a951-6075b528b89f" continuedAt="_702ef98d-5ef0-4c09-bffa-09772de561ee">a) <span class="_ _1b3"> </span> <span class="_ _1ef"></span>Gro<span class="_ _1"></span>up and Div<span class="_ _1"></span>isio<span class="_ _1"></span>nal Unde<span class="_ _1"></span>rlyin<span class="_ _1"></span>g Oper<span class="_ _1"></span>ating Pr<span class="_ _1"></span>ofit<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h13 y1d47 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_702ef98d-5ef0-4c09-bffa-09772de561ee" continuedAt="_8f9bed0a-91e8-431b-b93d-dbf89c6ee08b">Underlying Operating Profit/(Loss) represents the profit/(loss) <span class="_ _2"></span>before tax for the period before net <span class="_ _2"></span>finance cost, share-based payments, </ix:continuation></div><div class="t m0 x18 h13 y1d48 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_8f9bed0a-91e8-431b-b93d-dbf89c6ee08b" continuedAt="_3f5b2ec7-ce38-4838-a7b5-1a265eefb701">amortisation of intangible assets, exceptional items <span class="_ _2"></span>and contingent consideration. From 2025 onwards, it <span class="_ _2"></span>also includes other sources of earnings </ix:continuation></div><div class="t m0 x18 h13 y1d49 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_3f5b2ec7-ce38-4838-a7b5-1a265eefb701" continuedAt="_e8e0188f-47da-40da-b9ec-b3a245c3e0b4">from joint ventures (JV), such as <span class="_ _2"></span>interest income from loan notes issued to <span class="_ _2"></span>JVs. This measure is reported to the <span class="_ _2"></span>Directors as it is considered to </ix:continuation></div><div class="t m0 x18 h13 y1577 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_e8e0188f-47da-40da-b9ec-b3a245c3e0b4" continuedAt="_8df5e9bb-1c6a-4ced-b257-c6ef06ae5e1e">provide a consistent indication of both <span class="_ _2"></span>Group and Divisional underlying performance.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h13 y1d4a ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_8df5e9bb-1c6a-4ced-b257-c6ef06ae5e1e" continuedAt="_8b92c6e7-6387-4efe-bbc3-f2c6ffdc09c6">During the year, the Group revised <span class="_ _2"></span>its definition of Underlying Operating Profit to <span class="_ _2"></span>also include other sources of earnings from <span class="_ _2"></span>its joint ventures </ix:continuation></div><div class="t m0 x18 h13 y1d4b ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_8b92c6e7-6387-4efe-bbc3-f2c6ffdc09c6" continuedAt="_efdc3688-6abb-4b97-a48b-43d5bfed8c38">(JVs), such as interest income from <span class="_ _2"></span>loan notes issued to JVs; in order <span class="_ _2"></span>to reflect the full economic benefit of <span class="_ _2"></span>the ownership of the JV which <span class="_ _2"></span>forms </ix:continuation></div><div class="t m0 x18 h13 y1d4c ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_efdc3688-6abb-4b97-a48b-43d5bfed8c38" continuedAt="_c7c85f0b-db90-4953-b522-9edf97312d09">part of the Group’s underlying operations. <span class="_ _2"></span>Comparative figures have not been restated, as <span class="_ _2"></span>no other sources of earnings other than <span class="_ _2"></span>the Group’s </ix:continuation></div><div class="t m0 x18 h13 y1d4d ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_c7c85f0b-db90-4953-b522-9edf97312d09" continuedAt="_20b25fa9-ea0f-4365-a115-fb25bcf727a1">share of the JV’s profit after <span class="_ _2"></span>tax were recognised prior to 2025.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h13 y1d4e ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_20b25fa9-ea0f-4365-a115-fb25bcf727a1" continuedAt="_a5973a16-0591-4b0d-8c94-88fde24886c4">The closest equivalent IFRS measure to <span class="_ _2"></span>Underlying Operating Profit is operating profit/(loss). Refer <span class="_ _2"></span>to note 5 for a reconciliation between <span class="_ _2"></span>profit/<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h13 y1d4f ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_a5973a16-0591-4b0d-8c94-88fde24886c4" continuedAt="_75d270a1-2e5d-4305-a420-96cf690ac2e0">(loss) before tax and Group and <span class="_ _2"></span>Divisional Underlying Operating Profit.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 hbf y1d50 ff16 fs24 fc6 sc0 ls2e ws2d"><ix:continuation id="_75d270a1-2e5d-4305-a420-96cf690ac2e0" continuedAt="_b5456087-9495-4492-a919-a9224c420d30">b) <span class="_ _cf"> </span> <span class="_ _18"></span>Gro<span class="_ _1"></span>up and Div<span class="_ _1"></span>ision<span class="_ _1"></span>al Under<span class="_ _1"></span>lyin<span class="_ _1"></span>g Oper<span class="_ _1"></span>ating Ma<span class="_ _1"></span>rgin<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h13 y1d51 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_b5456087-9495-4492-a919-a9224c420d30" continuedAt="_8e0fa958-5557-46fb-8a5e-983868756777">Underlying Operating Margin is defined as <span class="_ _2"></span>Underlying Operating Profit divided by revenue. <span class="_ _2"></span>Refer to note 5 for the calculation <span class="_ _2"></span>of both Group and </ix:continuation></div><div class="t m0 x18 h13 y1d52 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_8e0fa958-5557-46fb-8a5e-983868756777" continuedAt="_365749f6-96b7-4705-8a24-91b2f2d8bff0">Divisional Underlying Operating Margin. The closest <span class="_ _2"></span>equivalent IFRS measure to Underlying Operating Margin <span class="_ _2"></span>is operating margin, refer to note 5 </ix:continuation></div><div class="t m0 x18 h13 y1d53 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_365749f6-96b7-4705-8a24-91b2f2d8bff0" continuedAt="_01759e4e-0123-4ca3-bba3-68031841d33c">for a reconciliation between operating margin <span class="_ _2"></span>and Group Underlying Operating Margin.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 hbf y1d54 ff16 fs24 fc6 sc0 ls2e ws2d"><ix:continuation id="_01759e4e-0123-4ca3-bba3-68031841d33c" continuedAt="_5335dcbe-0817-47ba-b907-e21860ab9a00">c)  <span class="_ _1ef"></span>A<span class="_ _1"></span>djust<span class="_ _1"></span>ed basi<span class="_ _1"></span>c earnin<span class="_ _1"></span>gs per sha<span class="_ _1"></span>re, adjus<span class="_ _1"></span>ted dilu<span class="_ _1"></span>ted earn<span class="_ _1"></span>ings pe<span class="_ _1"></span>r share and adj<span class="_ _1"></span>uste<span class="_ _1"></span>d profi<span class="_ _1"></span>t after tax<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h13 y1d55 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_5335dcbe-0817-47ba-b907-e21860ab9a00" continuedAt="_334040e8-4bcb-48c0-860b-e5768933b74d">Adjusted basic earnings per share was <span class="_ _2"></span>defined as Group Underlying Operating Profit/(Loss) <span class="_ _2"></span>adjusted for profit/(loss) attributed to non-controlling </ix:continuation></div><div class="t m0 x18 h13 y1d56 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_334040e8-4bcb-48c0-860b-e5768933b74d" continuedAt="_5d62855c-f632-47de-8b64-49ea0e8205eb">interests, net finance cost (excluding exceptional <span class="_ _2"></span>and contingent consideration items, discounting on <span class="_ _2"></span>leases) less normalised tax (to arrive at </ix:continuation></div><div class="t m0 x18 h13 y1d57 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_5d62855c-f632-47de-8b64-49ea0e8205eb" continuedAt="_3c128f07-fc36-4ebf-a864-b03ab17788b5">adjusted profit after tax), divided by <span class="_ _2"></span>the weighted average number of shares in <span class="_ _2"></span>issue during the financial period. The <span class="_ _2"></span>effect of potentially dilutive </ix:continuation></div><div class="t m0 x18 h13 y1d58 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_3c128f07-fc36-4ebf-a864-b03ab17788b5" continuedAt="_47710e5f-5657-4187-9320-cb2e47bb00d4">ordinary shares is incorporated into the <span class="_ _2"></span>diluted measure. The closest equivalent IFRS measu<span class="_ _2"></span>res are basic and diluted earnings per <span class="_ _2"></span>share.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h13 y1d59 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_47710e5f-5657-4187-9320-cb2e47bb00d4" continuedAt="_e545c38f-d145-4966-9285-134c1e1e07bd">In line with the Group’s change <span class="_ _2"></span>in definition of Underlying Operating Profit/(Loss), the <span class="_ _2"></span>Group has also revised its calculation of <span class="_ _2"></span>adjusted profit </ix:continuation></div><div class="t m0 x18 h13 y1d5a ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_e545c38f-d145-4966-9285-134c1e1e07bd" continuedAt="_1c7e6162-3370-4e8a-b249-be34c8342e49">after tax used in determining adjusted <span class="_ _2"></span>earnings per share (EPS), to adjust for <span class="_ _2"></span>other sources of earnings from JVs. This <span class="_ _2"></span>change ensures consistency </ix:continuation></div><div class="t m0 x18 h13 y1d5b ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_1c7e6162-3370-4e8a-b249-be34c8342e49" continuedAt="_535fbc79-6dff-40c0-bfbd-1a2c1ef7aa68">between the Group’s underlying operating profit/(loss) <span class="_ _2"></span>and its adjusted EPS<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h13 y1d5c ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_535fbc79-6dff-40c0-bfbd-1a2c1ef7aa68" continuedAt="_e530118e-0a6d-4abd-96fb-04e52ef6aafd">The closest equivalent IFRS measures are <span class="_ _2"></span>basic and diluted earnings per share. Refer <span class="_ _2"></span>to note 12 for a reconciliation b<span class="_ _2"></span>etween earnings/(loss) per </ix:continuation></div><div class="t m0 x18 h13 y1d5d ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_e530118e-0a6d-4abd-96fb-04e52ef6aafd" continuedAt="_27b3247b-ce29-40f4-a106-f234d35367e9">share and adjusted earnings per share.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   143<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   143<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
<div id="pf92" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc92 w4 h0"><img 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" class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">144<span class="_ _1b6"> </span>145</div><div class="t m0 x8 he y1f ff49 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x19 he y1e ff49 fs6 fc4 sc0 ls37 ws36">OVERVIEW</div><div class="t m0 x6 h10 y21 ffc fs4 fc6 sc0 ls9e ws12">Notes<span class="_ _1"></span> to<span class="_ _1"></span> the<span class="_ _7"></span> Group<span class="_ _1"></span> Finan<span class="_ _1"></span>cial<span class="_ _1"></span> S<span class="_ _2"></span>t<span class="_ _1"></span>atement<span class="_ _1"></span>s<span class="_ _1"></span> <span class="fs41 lsa0 wsa1">conti<span class="_ _2"></span>nued</span></div><div class="t m0 x6 hbf y13bf ff16 fs24 fc6 sc0 ls2e ws2d"><ix:continuation id="_27b3247b-ce29-40f4-a106-f234d35367e9" continuedAt="_0d08c3a7-b618-488f-84e7-5a281b82944c">d) <span class="_ _cf"> </span> <span class="_ _18"></span>Adjus<span class="_ _1"></span>ted op<span class="_ _1"></span>eratin<span class="_ _1"></span>g expe<span class="_ _1"></span>nditu<span class="_ _1"></span>re<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h13 y1412 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_0d08c3a7-b618-488f-84e7-5a281b82944c" continuedAt="_61575986-5dda-489f-b612-db8d0e8174bc">Adjusted operating expenditure is defined as <span class="_ _2"></span>the total of employee costs, depreciation on <span class="_ _2"></span>property, plant and equipment and other <span class="_ _2"></span>operating </ix:continuation></div><div class="t m0 x6 h13 y16a8 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_61575986-5dda-489f-b612-db8d0e8174bc" continuedAt="_e8f9a959-dd69-4677-8397-b3a0903b34c7">costs and is considered to give <span class="_ _2"></span>a consistent indication of the Group’s underlying <span class="_ _2"></span>operating expenditure.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x15b h4a y1a64 ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x15b h4a y1a65 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="x1fc z43 gs1"><ix:continuation id="_e8f9a959-dd69-4677-8397-b3a0903b34c7" continuedAt="_a4b605ce-cbc3-4df9-a27a-8880806cc77a"><table id="_cb0b872f-db3f-4635-9b3d-4700115203b9" class="s w1e7 h13b"><tr><td /><td /><td class="c x73c y2331 w1fe h105"><div class="t m0 x1b6 h1d y2210 ffd fs11 fc7 sc0 ls88 ws84">Restated</div><div class="t m0 x73b h87 y2212 ffd fs31 fc7 sc0 ls1 ws0">1<span class="_ _2d2"> </span></div></td></tr><tr><td /><td class="t m0 x200 h8b y2332 ffb fs11 fc7 sc0 ls1 ws0">2025 </td><td class="t m0 x3af h1d y2333 ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x204 h8b y2334 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x205 h1d y2335 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y226c w25d he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal operating e<span class="_ _2"></span>xpenditure<span class="_ _2d2"> </span></div></td><td class="c n x85f y226c w1a he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws9b">(160,383)</div></td><td class="c n x860 y226c w181 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(151,379)<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x206 h14 y2336 ff1e fs8 fc3 sc0 ls1 ws0">Add back:<span class="_ _20e"> </span><span class="ffc"> <span class="_ _ac"> </span> </span></td><td /><td /></tr><tr><td class="c n x1b7 y2337 w25 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Other gains<span class="_ _2d2"> </span></div></td><td class="c n x861 y2337 w2b he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws9b">(1,116)<span class="_ _2d2"> </span></div></td><td class="c n x6bd y2337 w2c he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(533)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21e7 w25e he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Share of post<span class="_ _0"></span>-tax (profit) /loss fr<span class="_ _2"></span>om joint ven<span class="_ _2"></span>ture<span class="_ _2d2"> </span></div></td><td class="c n x862 y21e7 w70 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws9b">(798)<span class="_ _2d2"> </span></div></td><td class="c n x67e y21e7 w15 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">6<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21e8 w7a he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Share-based pa<span class="_ _2"></span>yments<span class="_ _2d2"> </span></div></td><td class="c n x6fe y21e8 w26 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">1,597<span class="_ _2d2"> </span></div></td><td class="c n x53a y21e8 w3a he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">920<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21e9 w2d he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Amortisation of int<span class="_ _2"></span>angible assets<span class="_ _2d2"> </span></div></td><td class="c n x76a y21e9 w26 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">3,032<span class="_ _2d2"> </span></div></td><td class="c n x854 y21e9 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">2,988<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21ea w2e he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Exceptional g<span class="_ _2"></span>ains<span class="_ _2d2"> </span></div></td><td class="c n x651 y21ea w70 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws9b">(571)<span class="_ _2d2"> </span></div></td><td class="c n x863 y21ea w21 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(1,745)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2338 w31 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Exceptional c<span class="_ _2"></span>osts<span class="_ _2d2"> </span></div></td><td class="c n x864 y2338 w26 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">5,066<span class="_ _2d2"> </span></div></td><td class="c n x538 y2338 w30 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">4,109<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21fc w105 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Contingent c<span class="_ _2"></span>onsidera<span class="_ _2"></span>tion<span class="_ _2d2"> </span></div></td><td class="c n x28e y21fc w4f he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x28f y21fc w2c he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(426)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b6 w25f he7"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">Adjusted oper<span class="_ _2"></span>ating e<span class="_ _2"></span>xpenditure<span class="_ _2d2"> </span></div></td><td class="c n x865 y20b6 wf5 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws9b">(153,173)</div></td><td class="c n x866 y20b6 w1b he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0">(146,060)<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 x154 h4a y1a66 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x6 h8c y1d5f ffd fs33 fc8 sc0 ls1 ws0"><ix:continuation id="_a4b605ce-cbc3-4df9-a27a-8880806cc77a" continuedAt="_958355cd-caf3-44a7-9fb1-2cc00b22bc18">1<span class="ls7e ws78"> <span class="_ _b3"> </span>Refer to note 36 <span class="_ _2"></span>to the financial statements<span class="_ _2d2"> </span></span></ix:continuation></div><div class="t m0 x6 hbf y1d60 ff16 fs24 fc6 sc0 ls2e ws2d"><ix:continuation id="_958355cd-caf3-44a7-9fb1-2cc00b22bc18" continuedAt="_2fde9e5b-a191-4f4a-a80a-d3c643a6aa1a">e) <span class="_ _1b3"> </span> <span class="_ _1ef"></span>Net ca<span class="_ _1"></span>sh/<span class="_ _2"></span>deb<span class="_ _1"></span>t<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h13 y1d61 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_2fde9e5b-a191-4f4a-a80a-d3c643a6aa1a" continuedAt="_b28a1909-22f5-458a-8372-5cd2061b531c">Net cash/debt is defined as cash <span class="_ _2"></span>and short-term deposits less current and n<span class="_ _2"></span>on-current borrowings, add IFRS 16 financial liabilities, <span class="_ _2"></span>deferred and </ix:continuation></div><div class="t m0 x6 h13 y1d62 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_b28a1909-22f5-458a-8372-5cd2061b531c" continuedAt="_24e8e179-9d9d-42c9-a462-11747e88a55b">contingent consideration and where applicable <span class="_ _2"></span>cash held for sale.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x15b h4a y1d63 ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x15b h4a y1d64 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="x1fc z44 gs1"><ix:continuation id="_24e8e179-9d9d-42c9-a462-11747e88a55b" continuedAt="_83fa3b56-f229-4807-8d2f-12c7afb42315"><table id="_282f387c-5175-4ccd-b810-356fb9165083" class="s w260 h13c"><tr><td /><td class="t m0 x200 h8b y2339 ffb fs11 fc7 sc0 ls1 ws0">2025 </td><td class="t m0 x3af h1d y2339 ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x204 h8b y233a ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x205 h1d y233a ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y233b w261 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Cash and short<span class="_ _2"></span>-term deposits<span class="_ _2d2"> </span></div></td><td class="c n x867 y233b w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">67,050<span class="_ _2d2"> </span></div></td><td class="c n x868 y233b w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">60,663<span class="_ _2d2"> </span></div></td></tr><tr><td class="c x1b7 y233c w262 hea"><div class="t m0 x1b6 h14 y2169 ff1e fs8 fc3 sc0 ls1 ws0">Less: Interes<span class="_ _2"></span>t<span class="_ _2"></span>-bearing loans and borrowings (including loan notes, overdraft, IFR<span class="_ _2"></span>S 16 Leases, contingen<span class="_ _2"></span>t and<span class="_ _2d2"> </span></div><div class="t m0 x1b6 h14 y216a ff1e fs8 fc3 sc0 ls1 ws0">deferred consideration)<span class="_ _2d2"> </span></div></td><td /><td /></tr><tr><td class="c n x1b7 y211e w263 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Current<span class="_ _2d2"> </span></div></td><td class="c n x869 y211e w65 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(44,865)<span class="_ _2d2"> </span></div></td><td class="c n x86a y211e w24 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(33,859)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b2 w264 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Non-current<span class="_ _2d2"> </span></div></td><td class="c n x86b y20b2 w1d he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(4,148)<span class="_ _2d2"> </span></div></td><td class="c n x86c y20b2 w1e he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(3,490)<span class="_ _2d2"> </span></div></td></tr><tr><td /><td class="c n x70b y2177 w35 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">18,037<span class="_ _2d2"> </span></div></td><td class="c n x66d y2177 w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">23,314<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2178 w265 he3"><div class="t m0 x1b6 h13 y209f ff1e fs8 fc3 sc0 ls1 ws0">Add: IFRS 16 lease financial liabilities<span class="_ _2d2"> </span></div></td><td class="c n x86d y2178 w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">6,501<span class="_ _2d2"> </span></div></td><td class="c n x702 y2178 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">5,779<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2179 w266 he3"><div class="t m0 x1b6 h13 y209f ff1e fs8 fc3 sc0 ls1 ws0">Add: deferred and con<span class="_ _2"></span>tingent consideration<span class="_ _2d2"> </span></div></td><td class="c n x86e y2179 w6b he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">3,259<span class="_ _2d2"> </span></div></td><td class="c n x86f y2179 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">3,306<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b6 w267 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">Net cash<span class="_ _2d2"> </span></div></td><td class="c n x71f y20b6 w35 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">27,797<span class="_ _2d2"> </span></div></td><td class="c n x720 y20b6 w3d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">32,399<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 x6 hbf y1d6e ff16 fs24 fc6 sc0 ls2e ws2d"><ix:continuation id="_83fa3b56-f229-4807-8d2f-12c7afb42315" continuedAt="_af43ec8e-7836-4fb4-b332-7d0566500eed">f) <span class="_ _1ac"> </span> <span class="_ _1ef"></span>Adju<span class="_ _1"></span>sted ca<span class="_ _1"></span>sh flow fro<span class="_ _1"></span>m opera<span class="_ _1"></span>tions<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h13 y1d6f ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_af43ec8e-7836-4fb4-b332-7d0566500eed" continuedAt="_1ae1686c-b190-4942-8fdb-4a9d7c182473">Adjusted cash flow from operations is <span class="_ _2"></span>defined as cash generated from operations before <span class="_ _2"></span>exceptional items, less the repayment of lease <span class="_ _2"></span>liabilities, </ix:continuation></div><div class="t m0 x6 h13 y1d70 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_1ae1686c-b190-4942-8fdb-4a9d7c182473" continuedAt="_1a168e3d-48cb-4cb0-8983-05d26b97f403">plus the utilisation of PI provisions.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x15b h4a y1d71 ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x15b h4a y1d72 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="x1fc z45 gs1"><ix:continuation id="_1a168e3d-48cb-4cb0-8983-05d26b97f403" continuedAt="_aecdc061-240a-4196-bf1d-36811e79e276"><table id="_f8787ad1-c03f-4572-a004-3af12bc76c79" class="s w268 h13d"><tr><td /><td class="t m0 x200 h8b y233d ffb fs11 fc7 sc0 ls1 ws0">2025 </td><td class="t m0 x3af h1d y233d ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x204 h8b y233e ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x205 h1d y233e ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y233f w8a he4"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">Net cash gener<span class="_ _2"></span>at<span class="_ _2"></span>ed from opera<span class="_ _2"></span>ting activities<span class="_ _2d2"> </span></div></td><td class="c n x870 y233f w3c he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">22,730<span class="_ _2d2"> </span></div></td><td class="c n x871 y233f w36 he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0">27,793<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2340 w89 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Exceptional c<span class="_ _2"></span>osts paid<span class="_ _2d2"> </span></div></td><td class="c n x872 y2340 w26 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">3,910<span class="_ _2d2"> </span></div></td><td class="c n x873 y2340 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">3,066<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2341 w88 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Income ta<span class="_ _2"></span>xes paid<span class="_ _2d2"> </span></div></td><td class="c n x874 y2341 w6b he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">4,968<span class="_ _2d2"> </span></div></td><td class="c n x4ef y2341 w30 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1,799<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2342 w87 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Inter<span class="_ _2"></span>est receiv<span class="_ _2"></span>ed (leases)<span class="_ _2d2"> </span></div></td><td class="c n x875 y2342 w41 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(29)<span class="_ _2d2"> </span></div></td><td class="c n x876 y2342 w7c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(96)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2343 w86 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Inter<span class="_ _2"></span>est paid (leases)<span class="_ _2d2"> </span></div></td><td class="c n x539 y2343 w3a he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">534<span class="_ _2d2"> </span></div></td><td class="c n x53a y2343 w3a he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">455<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2344 w269 he4"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">Cash gener<span class="_ _2"></span>ated from oper<span class="_ _2"></span>ations<span class="_ _2d2"> </span></div></td><td class="c n x85d y2344 w3c he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">32,113<span class="_ _2d2"> </span></div></td><td class="c n x877 y2344 w36 he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0">33,017<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2345 w26a he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Pa<span class="_ _2"></span>yment of principal portion of lease liabilities<span class="_ _2d2"> </span></div></td><td class="c n x878 y2345 w2b he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(2,486)<span class="_ _2d2"> </span></div></td><td class="c n x879 y2345 w21 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(2,895)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2346 w89 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">PI provision utilisa<span class="_ _2"></span>tion<span class="_ _2d2"> </span></div></td><td class="c n x654 y2346 w27 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">153<span class="_ _2d2"> </span></div></td><td class="c n x673 y2346 w27 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">950<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b6 w26b h13e"><div class="t m0 x1b6 h2e y2347 ff16 fs8 fc3 sc0 ls1 ws0">Adjusted c<span class="_ _2"></span>ash flow from opera<span class="_ _2"></span>tions<span class="_ _2d2"> </span></div></td><td class="c n x87a y20b6 w3c he3"><div class="t m0 x1b6 h2e y2347 ffb fs8 fc3 sc0 ls1 ws0">29,780<span class="_ _2d2"> </span></div></td><td class="c n x20e y20b6 w36 he3"><div class="t m0 x1b6 h2e y2347 ffd fs8 fc3 sc0 ls1 ws0">31,072<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   144<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   144<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
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" class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">144<span class="_ _1b6"> </span>145</div><div class="t m0 xf he y1f ff4b fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 xe he y1e ff4b fs6 fc4 sc0 ls9c ws9c">OTHER INFORMATION<span class="_ _182"></span><span class="fc0">FINANCIAL STATEMENTS<span class="_ _183"></span><span class="fc4">CORPORATE GOVERNANCE<span class="_ _13e"></span>STRATEGIC<span class="_ _2"></span> REPORT<span class="_ _184"></span><span class="ls37 ws36">OVERVIEW</span></span></span></div><div class="t m0 x18 h10 y21 ff4c fs4 fc6 sc0 ls1 ws0"> </div><div class="t m0 x18 hbf y13bf ff16 fs24 fc6 sc0 ls2e ws2d"><ix:continuation id="_aecdc061-240a-4196-bf1d-36811e79e276" continuedAt="_4c6cb261-c3e4-43e3-a104-2397376f5829">g) <span class="_ _1b3"> </span> <span class="_ _1ef"></span>C<span class="_ _1"></span>ash flo<span class="_ _1"></span>w conver<span class="_ _1"></span>sion ra<span class="_ _1"></span>te<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h13 y1412 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_4c6cb261-c3e4-43e3-a104-2397376f5829" continuedAt="_8a23fed3-f22b-4d2b-ab79-e9653bacdc44">Cash flow conversion rate is defined <span class="_ _2"></span>as cash generated from operations (pre-PI Costs <span class="_ _2"></span>and post-lease liabilities, divided by Group Underlying </ix:continuation></div><div class="t m0 x18 h13 y16a8 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_8a23fed3-f22b-4d2b-ab79-e9653bacdc44" continuedAt="_4be59011-a86a-4d23-8362-db39e80d4fe3">Operating Profit.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x19d h4a y1a66 ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x19d h4a y1a67 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="x1ae z23 gs1"><ix:continuation id="_4be59011-a86a-4d23-8362-db39e80d4fe3"><table id="_a78df4e9-3fae-4d7c-ab3d-4c168a1a746f" class="s w26c h13f"><tr><td /><td class="t m0 x1b0 h8b y2348 ffb fs11 fc7 sc0 ls1 ws0">2025 </td><td class="t m0 x1b1 h1d y2348 ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></td></tr><tr><td /><td class="t m0 x1b3 h8b y2349 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x1b4 h1d y2349 ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y21a7 w26d he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Adjusted c<span class="_ _2"></span>ash flow from oper<span class="_ _2"></span>ations<span class="_ _2d2"> </span></div></td><td class="c n x87b y21a7 w3c he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">29,780<span class="_ _2d2"> </span></div></td><td class="c n x87c y21a7 w3d he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">31,072<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21fc w26e he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Group Underlying Oper<span class="_ _2"></span>ating Pr<span class="_ _2"></span>ofit fr<span class="_ _2"></span>om continuing oper<span class="_ _2"></span>ations<span class="_ _2d2"> </span></div></td><td class="c n x87d y21fc w35 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">32,618<span class="_ _2d2"> </span></div></td><td class="c n x87e y21fc w3d he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">27,784<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b6 w26f he7"><div class="t m0 x1b6 h2e y20a2 ff16 fs8 fc3 sc0 ls1 ws0">Cash flow conv<span class="_ _2"></span>ersion ra<span class="_ _2"></span>te<span class="_ _2d2"> </span></div></td><td class="c n x87f y20b6 w270 he3"><div class="t m0 x1b6 h2e y20a2 ffb fs8 fc3 sc0 ls1 ws0">91%<span class="_ _2d2"> </span></div></td><td class="c n x880 y20b6 w271 he3"><div class="t m0 x1b6 h2e y20a2 ffd fs8 fc3 sc0 ls1 ws0">112%</div></td></tr></table></ix:continuation></div><div class="t m0 x18 h6f y1d7f ffb fs24 fc10 sc0 ls99 wsa5"><ix:nonNumeric name="ifrs-full:DisclosureOfSignificantInvestmentsInSubsidiariesExplanatory" id="fact-29" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_392a96aa-8b0f-4c35-b697-fb22d6457ea6">35. <span class="_ _1b7"> </span> Subsidiar<span class="_ _1"></span>y <span class="_ _1a4"> </span>comp<span class="_ _1"></span>anies<span class="_ _2d2"> </span></ix:nonNumeric></div><div class="t m0 x18 h13 y1d80 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_392a96aa-8b0f-4c35-b697-fb22d6457ea6" continuedAt="_08dd3287-bb11-4629-b5fb-9643122d5ac4">As at 31 December 2025, the <span class="_ _2"></span>Group control directly or indirectly the following <span class="_ _2"></span>issued and fully paid ordinary and preference <span class="_ _2"></span>share capital of its </ix:continuation></div><div class="t m0 x18 h13 y1d81 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_08dd3287-bb11-4629-b5fb-9643122d5ac4" continuedAt="_d2008c73-3721-48df-98d7-806ed0e6aace">subsidiary undertakings, all of which are <span class="_ _2"></span>incorporated in Great Britain, with the exception <span class="_ _2"></span>of Albany Insurance Company (Guernsey) Limited, wh<span class="_ _2"></span>ich </ix:continuation></div><div class="t m0 x18 h13 y1d82 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_d2008c73-3721-48df-98d7-806ed0e6aace" continuedAt="_870991ef-1bb8-4e57-b1f9-8d702d6f22dc">is incorporated in Guernsey, and whose <span class="_ _2"></span>operations are conducted mainly in the <span class="_ _2"></span>UK. The results for all the subsidiaries <span class="_ _2"></span>have been consolidated </ix:continuation></div><div class="t m0 x18 h13 y1d83 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_870991ef-1bb8-4e57-b1f9-8d702d6f22dc" continuedAt="_a562e927-95ad-407f-8ed4-1f6088b59761">within these Financial Statements:<span class="_ _2d2"> </span></ix:continuation></div><div class="x1ae z46 gs1"><ix:continuation id="_a562e927-95ad-407f-8ed4-1f6088b59761" continuedAt="_5a3ccee1-ea10-43c7-9ed0-34d9aec90aaf"><table id="_ac046b12-a9ae-4233-bec6-20094599b617" class="s w272 h140"><tr><td /><td class="t m0 x881 h8b y234a ffb fs11 fc7 sc0 ls1 ws0">Regist<span class="_ _2"></span>ered </td><td /><td /><td class="t m0 x882 h86 y234b ff16 fs11 fc7 sc0 ls1 ws0">Proportion of </td><td /></tr><tr><td /><td class="t m0 x881 h86 y234c ff16 fs11 fc7 sc0 ls1 ws0">office </td><td /><td /><td class="t m0 x882 h8b y234d ffb fs11 fc7 sc0 ls1 ws0">nominal value </td><td /></tr><tr><td class="t m0 x1b5 h8b y234e ffb fs11 fc7 sc0 ls1 ws0">Name of subsidiary company<span class="_ _2d2"> </span></td><td class="c n x883 y234f w273 h104"><div class="t m0 x1b6 h8b y2180 ffb fs11 fc7 sc0 ls1 ws0">address<span class="_ _2d2"> </span></div></td><td class="c n x884 y234f w274 h104"><div class="t m0 x1b6 h8b y2180 ffb fs11 fc7 sc0 ls1 ws0">LSL holding<span class="_ _2d2"> </span></div></td><td class="c n x885 y234f w275 h104"><div class="t m0 x1b6 h8b y2180 ffb fs11 fc7 sc0 ls1 ws0">LSL Shareholder<span class="_ _2d2"> </span></div></td><td class="c n x886 y234f w276 h104"><div class="t m0 x1b6 h8b y2180 ffb fs11 fc7 sc0 ls1 ws0">of shares held<span class="_ _2d2"> </span></div></td><td class="c n x887 y234f w277 h104"><div class="t m0 x1b6 h8b y2180 ffb fs11 fc7 sc0 ls1 ws0">Nature of business<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2350 w278 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Lending Solutions Holdings Limited<span class="_ _2d2"> </span></div></td><td class="c n x888 y2350 w279 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1<span class="_ _2d2"> </span></div></td><td class="c n x889 y2350 w27a he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Direct<span class="_ _2d2"> </span></div></td><td class="c n x88a y2350 w27b he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">LSL Property Services plc<span class="_ _2d2"> </span></div></td><td class="c n x88b y2350 w27c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x88c y2350 w27d he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Holding Company<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2351 w27e he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Lending Solutions Limited<span class="_ _2d2"> </span></div></td><td class="c n x88d y2351 w15 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1<span class="_ _2d2"> </span></div></td><td class="c n x88e y2351 w27f he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Indir<span class="_ _2"></span>ect<span class="_ _2d2"> </span></div></td><td class="c n x88f y2351 w278 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Lending Solutions Holdings Limited<span class="_ _2d2"> </span></div></td><td class="c n x890 y2351 w271 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x891 y2351 w280 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Non T<span class="_ _0"></span>rading<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x1b5 h11 y2352 ffb fs8 fc3 sc0 ls1 ws0">Financial Services<span class="_ _2d2"> </span></td><td /><td /><td /><td /><td /></tr><tr><td class="c n x1b7 y2353 w281 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Advance Mortg<span class="_ _2"></span>age Funding Limited<span class="_ _2d2"> </span></div></td><td class="c n x892 y2353 w15 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1<span class="_ _2d2"> </span></div></td><td class="c n x893 y2353 w27a he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Direct<span class="_ _2d2"> </span></div></td><td class="c n x894 y2353 w27b he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">LSL Property Services plc<span class="_ _2d2"> </span></div></td><td class="c n x895 y2353 w27c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x896 y2353 w282 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Financial Services<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x1b5 h13 y2354 ffd fs8 fc3 sc0 ls1 ws0">Direct Lif<span class="_ _2"></span>e and P<span class="_ _2"></span>ensions Services </td><td class="c n x883 y2355 w15 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x897 y2355 w283 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Indirect<span class="_ _2d2"> </span></div></td><td class="c n x898 y2355 w284 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Direct Lif<span class="_ _0"></span>e Quote Holdings Ltd<span class="_ _2d2"> </span></div></td><td class="c n x899 y2355 w271 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x89a y2355 w285 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Financial Services<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x1b5 h13 y2356 ffd fs8 fc3 sc0 ls1 ws0">Limited<span class="_ _2d2"> </span></td><td /><td /><td /><td /><td /></tr><tr><td class="c n x1b7 y2357 w286 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Direct Lif<span class="_ _2"></span>e Limited<span class="_ _2d2"> </span></div></td><td class="c n x89b y2357 w279 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x89c y2357 w283 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Indirect<span class="_ _2d2"> </span></div></td><td class="c n x89d y2357 w287 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Direct Lif<span class="_ _2"></span>e and Pensions Services<span class="_ _2d2"> </span></div></td><td class="c n x886 y2357 w271 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x89e y2357 w288 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Non T<span class="_ _2"></span>rading<span class="_ _2d2"> </span></div></td></tr><tr><td /><td /><td /><td class="t m0 x89f h13 y2358 ffd fs8 fc3 sc0 ls1 ws0">Limited<span class="_ _2d2"> </span></td><td /><td /></tr><tr><td class="c n x1b7 y2359 w289 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Direct Lif<span class="_ _2"></span>e Quote Holdings Limit<span class="_ _2"></span>ed<span class="_ _2d2"> </span></div></td><td class="c n x8a0 y2359 w15 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x8a1 y2359 w27a he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Direct<span class="_ _2d2"> </span></div></td><td class="c n x450 y2359 w28a he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">LSL Pr<span class="_ _2"></span>operty Services plc<span class="_ _2d2"> </span></div></td><td class="c n x8a2 y2359 w271 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x8a3 y2359 w27d he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Holding Company<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y235a w28b he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Lif<span class="_ _2"></span>eQuote Limited<span class="_ _2d2"> </span></div></td><td class="c n x8a0 y235a w15 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x8a4 y235a w28c he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Indirect<span class="_ _2d2"> </span></div></td><td class="c n x8a5 y235a w28d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Direct Life and P<span class="_ _2"></span>ensions Services<span class="_ _2d2"> </span></div></td><td class="c n x886 y235a w271 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x89e y235a w288 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Non T<span class="_ _2"></span>rading<span class="_ _2d2"> </span></div></td></tr><tr><td /><td /><td /><td class="t m0 x89f h13 y235b ffd fs8 fc3 sc0 ls1 ws0">Limited<span class="_ _2d2"> </span></td><td /><td /></tr><tr><td class="c n x1b7 y235c w28e he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Reeds Rains Financial Services Limited<span class="_ _2d2"> </span></div></td><td class="c n x8a6 y235c w15 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x8a7 y235c w28c he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Indirect<span class="_ _2d2"> </span></div></td><td class="c n x8a8 y235c w28f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Reeds Rains Limited<span class="_ _2d2"> </span></div></td><td class="c n x8a9 y235c w271 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x8aa y235c w285 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Financial Services<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x1b5 h13 y235d ffd fs8 fc3 sc0 ls1 ws0">Firs<span class="_ _2"></span>t Complete Limited<span class="ffc"> </span></td><td class="t m0 x881 h13 y235d ffd fs8 fc3 sc0 ls1 ws0">1<span class="ffc"> </span></td><td class="t m0 x8ab h14 y235d ffc fs8 fc3 sc0 ls1 ws0">Indirect </td><td class="t m0 x89f h13 y235d ffd fs8 fc3 sc0 ls1 ws0">Lending Solutions Holdings Limited<span class="ffc"> </span></td><td class="t m0 x882 h13 y235d ffd fs8 fc3 sc0 ls1 ws0">100%<span class="ffc"> </span></td><td class="t m0 x8ac h14 y235d ffc fs8 fc3 sc0 ls1 ws0">Financial Services </td></tr><tr><td /><td /><td /><td /><td /><td class="t m0 x8ac h14 y235e ffc fs8 fc3 sc0 ls1 ws0">and Holding </td></tr><tr><td /><td /><td /><td /><td /><td class="t m0 x8ac h14 y235f ffc fs8 fc3 sc0 ls1 ws0">Company<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y2360 w290 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Linear W<span class="_ _2"></span>ealth Management Limit<span class="_ _2"></span>ed<span class="_ _2d2"> </span></div></td><td class="c n x8ad y2360 w279 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x8ae y2360 w283 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Indirect<span class="_ _2d2"> </span></div></td><td class="c n x8af y2360 w291 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Linear Financial Services Holdings<span class="_ _2d2"> </span></div></td><td class="c n x886 y2360 w271 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x8b0 y2360 w292 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Non T<span class="_ _0"></span>rading<span class="_ _2d2"> </span></div></td></tr><tr><td /><td /><td /><td class="t m0 x89f h13 y2361 ffd fs8 fc3 sc0 ls1 ws0">Limited<span class="_ _2d2"> </span></td><td /><td /></tr><tr><td class="t m0 x1b5 h13 y2362 ffd fs8 fc3 sc0 ls1 ws0">Linear Financial Services Holdings </td><td class="c n x883 y2363 w15 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x8b1 y2363 w28c he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Indirect<span class="_ _2d2"> </span></div></td><td class="c n x8b2 y2363 w293 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">First Complete Limited<span class="_ _2d2"> </span></div></td><td class="c n x8b3 y2363 w271 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x8b4 y2363 w27d he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Holding Company<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x1b5 h13 y2364 ffd fs8 fc3 sc0 ls1 ws0">Limited<span class="_ _2d2"> </span></td><td /><td /><td /><td /><td /></tr><tr><td class="t m0 x1b5 h13 y2365 ffd fs8 fc3 sc0 ls1 ws0">Linear Mortgage Ne<span class="_ _2"></span>twork Holdings </td><td class="c n x883 y2366 w15 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x8b1 y2366 w28c he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Indirect<span class="_ _2d2"> </span></div></td><td class="c n x8b2 y2366 w293 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">First Complete Limited<span class="_ _2d2"> </span></div></td><td class="c n x8b3 y2366 w271 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x8b4 y2366 w27d he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Holding Company<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x1b5 h13 y2367 ffd fs8 fc3 sc0 ls1 ws0">Limited<span class="_ _2d2"> </span></td><td /><td /><td /><td /><td /></tr><tr><td class="c n x1b7 y2368 w294 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Linear Mortgage Ne<span class="_ _2"></span>twork Limited<span class="_ _2d2"> </span></div></td><td class="c n x8b5 y2368 w15 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x8b6 y2368 w283 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Indirect<span class="_ _2d2"> </span></div></td><td class="c n x8b7 y2368 w295 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Linear Mortgage Network Holdings<span class="_ _2d2"> </span></div></td><td class="c n x886 y2368 w271 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x8b0 y2368 w282 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Financial Services<span class="_ _2d2"> </span></div></td></tr><tr><td /><td /><td /><td class="t m0 x89f h13 y2369 ffd fs8 fc3 sc0 ls1 ws0">Limited<span class="_ _2d2"> </span></td><td /><td /></tr><tr><td class="c n x1b7 y236a w296 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Mortgage G<span class="_ _2"></span>ym Solutions Lt<span class="_ _2"></span>d.<span class="_ _2d2"> </span></div></td><td class="c n x8b8 y236a w279 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x8b9 y236a w27a he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Direct<span class="_ _2d2"> </span></div></td><td class="c n x8ba y236a w27b he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">LSL Property Services plc<span class="_ _2d2"> </span></div></td><td class="c n x8bb y236a w27c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x8bc y236a w297 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Non T<span class="_ _2"></span>r<span class="_ _2"></span>ading<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x1b5 h13 y236b ffd fs8 fc3 sc0 ls1 ws0">Per<span class="_ _2"></span>sonal T<span class="_ _6"></span>ouch Administration Services </td><td class="c n x883 y236c w15 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x8b1 y236c w28c he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Indirect<span class="_ _2d2"> </span></div></td><td class="c n x8b2 y236c w298 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Personal T<span class="_ _6"></span>ouch Financial Services<span class="_ _2d2"> </span></div></td><td class="c n x886 y236c w271 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x8b0 y236c w282 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Financial Services<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x1b5 h13 y236d ffd fs8 fc3 sc0 ls1 ws0">Limited<span class="_ _2d2"> </span></td><td /><td /><td class="t m0 x89f h13 y236d ffd fs8 fc3 sc0 ls1 ws0">Limited<span class="_ _2d2"> </span></td><td /><td /></tr><tr><td class="t m0 x1b5 h14 y236e ffc fs8 fc3 sc0 ls1 ws0">Per<span class="_ _2"></span>sonal T<span class="_ _6"></span>ouch Financial Services </td><td class="c n x883 y236f w15 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x8b1 y236f w27a he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Direct<span class="_ _2d2"> </span></div></td><td class="c n x8bd y236f w299 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">LSL Pr<span class="_ _2"></span>operty Services plc<span class="_ _2d2"> </span></div></td><td class="c n x8be y236f w271 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x8bf y236f w285 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Financial Services<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x1b5 h13 y2370 ffd fs8 fc3 sc0 ls1 ws0">Limited<span class="_ _2d2"> </span></td><td /><td /><td /><td /><td class="t m0 x8ac h14 y2371 ffc fs8 fc3 sc0 ls1 ws0">and Holding </td></tr><tr><td /><td /><td /><td /><td /><td class="t m0 x8ac h14 y2372 ffc fs8 fc3 sc0 ls1 ws0">Company<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y2373 w29a he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Qualis W<span class="_ _2"></span>ealth Limited<span class="_ _2d2"> </span></div></td><td class="c n x8c0 y2373 w279 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x8c1 y2373 w27a he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Direct<span class="_ _2d2"> </span></div></td><td class="c n x8bd y2345 w299 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">LSL Pr<span class="_ _2"></span>operty Services plc<span class="_ _2d2"> </span></div></td><td class="c n x8be y2345 w271 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x8bf y2345 w29b he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Non T<span class="_ _2"></span>r<span class="_ _2"></span>ading<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2374 w29c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>enetLime Limited<span class="_ _2d2"> </span></div></td><td class="c n x8c2 y2374 w279 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x8c3 y2374 w29d he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Direct<span class="_ _2d2"> </span></div></td><td class="c n x8bd y2346 w299 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">LSL Pr<span class="_ _2"></span>operty Services plc<span class="_ _2d2"> </span></div></td><td class="c n x8be y2346 w271 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x8bf y2346 w285 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Financial Services<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x1b5 h2e y2375 ff16 fs8 fc3 sc0 ls1 ws0">Surveying &amp; V<span class="_ _0"></span>aluation<span class="_ _2d2"> </span></td><td /><td /><td /><td /><td /></tr></table></ix:continuation></div><div class="t m0 x41 h14 y1d97 ffc fs8 fc3 sc0 ls1 ws0"> </div><div class="t m0 xa9 h14 y1d97 ffc fs8 fc3 sc0 ls1 ws0"> </div><div class="t m0 xfa h14 y1d97 ffc fs8 fc3 sc0 ls1 ws0"> </div><div class="t m0 x1a5 h14 y1d97 ffc fs8 fc3 sc0 ls1 ws0"> </div><div class="t m0 x1a3 h14 y1d97 ffc fs8 fc3 sc0 ls1 ws0"> </div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   145<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   145<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
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" class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">146<span class="_ _1b6"> </span>147</div><div class="t m0 x8 he y1f ff49 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x19 he y1e ff49 fs6 fc4 sc0 ls37 ws36">OVERVIEW</div><div class="t m0 x6 h10 y21 ffc fs4 fc6 sc0 ls9e ws12">Notes<span class="_ _1"></span> to<span class="_ _1"></span> the<span class="_ _7"></span> Group<span class="_ _1"></span> Finan<span class="_ _1"></span>cial<span class="_ _1"></span> S<span class="_ _2"></span>t<span class="_ _1"></span>atement<span class="_ _1"></span>s<span class="_ _1"></span> <span class="fs41 lsa0 wsa1">conti<span class="_ _2"></span>nued</span></div><div class="x1fc z47 gs1"><ix:continuation id="_5a3ccee1-ea10-43c7-9ed0-34d9aec90aaf" continuedAt="_d49810c9-6fa6-4c92-8e2a-f64464191f95"><table id="_f2a0b95b-5d7b-4997-866a-05127d79171c" class="s w29e h141"><tr><td /><td class="t m0 x8c4 h8b y2376 ffb fs11 fc7 sc0 ls1 ws0">Regist<span class="_ _2"></span>ered </td><td /><td /><td class="t m0 x8c5 h86 y2377 ff16 fs11 fc7 sc0 ls1 ws0">Proportion of </td><td /></tr><tr><td /><td class="t m0 x8c4 h86 y2378 ff16 fs11 fc7 sc0 ls1 ws0">office </td><td /><td /><td class="t m0 x8c5 h8b y2379 ffb fs11 fc7 sc0 ls1 ws0">nominal value </td><td /></tr><tr><td class="t m0 x206 h8b y237a ffb fs11 fc7 sc0 ls1 ws0">Name of subsidiary company<span class="_ _2d2"> </span></td><td class="c n x8c6 y237b w273 h104"><div class="t m0 x1b6 h8b y2180 ffb fs11 fc7 sc0 ls1 ws0">address</div></td><td class="c n x8c7 y237b w274 h104"><div class="t m0 x1b6 h8b y2180 ffb fs11 fc7 sc0 ls1 ws0">LSL holding</div></td><td class="c n x8c8 y237b w275 h104"><div class="t m0 x1b6 h8b y2180 ffb fs11 fc7 sc0 ls1 ws0">LSL Shareholder<span class="_ _2d2"> </span></div></td><td class="c n x8c9 y237c w276 h104"><div class="t m0 x1b6 h8b y2180 ffb fs11 fc7 sc0 ls1 ws0">of shares held</div></td><td class="c n x8ca y237c w277 h104"><div class="t m0 x1b6 h8b y2180 ffb fs11 fc7 sc0 ls1 ws0">Nature of business<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x206 h14 y237d ffc fs8 fc3 sc0 ls1 ws0">Albany Insur<span class="_ _2"></span>ance Company<span class="_ _2d2"> </span></td><td class="c n x8c6 y237e w15 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">5<span class="_ _2d2"> </span></div></td><td class="c n x8cb y237e w27a he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Direct</div></td><td class="c n x8cc y237e w299 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">LSL Pr<span class="_ _2"></span>operty Services plc<span class="_ _2d2"> </span></div></td><td class="c n x8cd y237e w27c he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x8ce y237e w29f he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Captive Insurer<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x206 h13 y237f ffd fs8 fc3 sc0 ls1 ws0">(Guernsey) <span class="_ _43"> </span> <span class="_ _18"></span>Limited<span class="_ _2d2"> </span></td><td /><td /><td /><td /><td /></tr><tr><td class="c n x1b7 y2380 w2a0 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">e.surv Limited<span class="_ _2d2"> </span></div></td><td class="c n x8cf y2380 w15 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">4<span class="_ _2d2"> </span></div></td><td class="c n x8d0 y2380 w27a he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Direct</div></td><td class="c n x8d1 y2380 w299 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">LSL Pr<span class="_ _2"></span>operty Services plc<span class="_ _2d2"> </span></div></td><td class="c n x8d2 y2380 w271 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x8d3 y2380 w2a1 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Chartered<span class="_ _2d2"> </span></div></td></tr><tr><td /><td /><td /><td /><td /><td class="t m0 x8d4 h14 y2381 ffc fs8 fc3 sc0 ls1 ws0">Surveyor<span class="_ _2"></span>s<span class="_ _2d2"> </span></td></tr><tr><td class="t m0 x206 h2e y2382 ff16 fs8 fc3 sc0 ls1 ws0">Surveying &amp; V<span class="_ _0"></span>aluation – Asset Management<span class="_ _2d2"> </span></td><td /><td /><td /><td /><td /></tr><tr><td class="c n x1b7 y2383 w2a2 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">LSL Corpora<span class="_ _2"></span>te Client Services Limited</div></td><td class="c n x8d5 y2383 w279 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">1<span class="_ _2d2"> </span></div></td><td class="c n x8d6 y2383 w2a3 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Dir<span class="_ _2"></span>ect</div></td><td class="c n x8d7 y2383 w2a4 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">LSL Property Services plc<span class="_ _2d2"> </span></div></td><td class="c n x8d8 y2383 w271 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x8d9 y2383 w2a5 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Asset<span class="_ _2d2"> </span></div></td></tr><tr><td /><td /><td /><td /><td /><td class="t m0 x8d4 h14 y2384 ffc fs8 fc3 sc0 ls1 ws0">Management<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y2385 w2a6 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">St T<span class="_ _0"></span>rinity Limited<span class="_ _2d2"> </span></div></td><td class="c n x8c0 y2385 w279 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">1<span class="_ _2d2"> </span></div></td><td class="c n x8c1 y2385 w27a he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Direct</div></td><td class="c n x8d1 y2386 w299 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">LSL Pr<span class="_ _2"></span>operty Services plc<span class="_ _2d2"> </span></div></td><td class="c n x8d2 y2386 w271 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x8d3 y2386 w29b he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Non T<span class="_ _2"></span>r<span class="_ _2"></span>ading<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2387 w2a7 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>empleton LP<span class="_ _0"></span>A Limited<span class="_ _2d2"> </span></div></td><td class="c n x8da y2387 w279 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">1<span class="_ _2d2"> </span></div></td><td class="c n x8db y2387 w283 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Indirect<span class="_ _2d2"> </span></div></td><td class="c n x8dc y2387 w2a8 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">First Complete Limit<span class="_ _2"></span>ed<span class="_ _2d2"> </span></div></td><td class="c n x8dd y2387 w271 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x8de y2387 w2a5 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Asset<span class="_ _2d2"> </span></div></td></tr><tr><td /><td /><td /><td /><td /><td class="t m0 x8d4 h14 y2388 ffc fs8 fc3 sc0 ls1 ws0">Management<span class="_ _2d2"> </span></td></tr><tr><td class="t m0 x206 h2e y2389 ff16 fs8 fc3 sc0 ls1 ws0">Esta<span class="_ _2"></span>te Agency Fr<span class="_ _2"></span>anchise – Residential Sales and Le<span class="_ _2"></span>ttings<span class="_ _2d2"> </span></td><td /><td /><td /><td /><td /></tr><tr><td class="c n x1b7 y238a w2a9 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Airport Lettings Stans<span class="_ _2"></span>ted Limited<span class="_ _2d2"> </span></div></td><td class="c n x8df y238a w279 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x8e0 y238a w283 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Indirect<span class="_ _2d2"> </span></div></td><td class="c n x8e1 y238a w2aa he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">JNP (Sur<span class="_ _1"></span>vey<span class="_ _2"></span>ors) Limited<span class="_ _2d2"> </span></div></td><td class="c n x8e2 y238a w27c he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x8e3 y238a w288 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Non T<span class="_ _2"></span>rading<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y238b w2ab he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Bawtry Lettings and Sales Limited<span class="_ _2d2"> </span></div></td><td class="c n x8e4 y238b w15 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x8e5 y238b w28c he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Indirect</div></td><td class="c n x8e6 y238b w2ac he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">your<span class="_ _2"></span>-move.co.uk Limit<span class="_ _2"></span>ed<span class="_ _2d2"> </span></div></td><td class="c n x8e7 y238b w271 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x8e8 y238b w280 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Non T<span class="_ _0"></span>rading<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y238c w2ad he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Brown North E<span class="_ _2"></span>ast Lettings L<span class="_ _2"></span>td<span class="_ _2d2"> </span></div></td><td class="c n x8e9 y238c w15 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x8ea y238c w28c he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Indirect</div></td><td class="c n x8eb y238c w2ac he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">your<span class="_ _2"></span>-move.c<span class="_ _2"></span>o.uk Limited<span class="_ _2d2"> </span></div></td><td class="c n x8ec y238c w271 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x8ed y238c w29b he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Non T<span class="_ _2"></span>r<span class="_ _2"></span>ading<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x206 h13 y238d ffd fs8 fc3 sc0 ls1 ws0">Charterhouse Managemen<span class="_ _2"></span>t (UK) </td><td class="c n x8c6 y238e w15 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x8cb y238e w28c he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Indirect</div></td><td class="c n x8ee y238e w2ae he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">your-mov<span class="_ _2"></span>e.co.uk Limited<span class="_ _2d2"> </span></div></td><td class="c n x8ef y238e w271 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x8f0 y238e w292 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Non T<span class="_ _0"></span>rading<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x206 h13 y238f ffd fs8 fc3 sc0 ls1 ws0">Limited<span class="_ _2d2"> </span></td><td /><td /><td /><td /><td /></tr><tr><td class="c n x1b7 y2390 w2af he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">David Fr<span class="_ _2"></span>ost Est<span class="_ _2"></span>ate Ag<span class="_ _2"></span>ents Limited<span class="_ _2d2"> </span></div></td><td class="c n x8f1 y2390 w15 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x8f2 y2390 w28c he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Indirect<span class="_ _2d2"> </span></div></td><td class="c n x8f3 y2390 w2b0 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Vitalhandy Enterprises Limit<span class="_ _2"></span>ed<span class="_ _2d2"> </span></div></td><td class="c n x8f4 y2390 w27c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x8f5 y2390 w292 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Non T<span class="_ _0"></span>rading<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2391 w2b1 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Davis T<span class="_ _6"></span>ate Lt<span class="_ _2"></span>d<span class="_ _2d2"> </span></div></td><td class="c n x8c0 y2391 w279 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x8c1 y2391 w283 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Indirect<span class="_ _2d2"> </span></div></td><td class="c n x8f6 y2391 w2b2 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">JNP (Sur<span class="_ _1"></span>vey<span class="_ _2"></span>ors) Limited<span class="_ _2d2"> </span></div></td><td class="c n x8f7 y2391 w271 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x8f8 y2391 w288 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Non T<span class="_ _2"></span>rading<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2392 w2b3 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">EA Student Lettings L<span class="_ _2"></span>td<span class="_ _2d2"> </span></div></td><td class="c n x8f9 y2392 w15 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x8fa y2392 w28c he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Indirect</div></td><td class="c n x8fb y2392 w2ac he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">your<span class="_ _2"></span>-move.c<span class="_ _2"></span>o.uk Limited<span class="_ _2d2"> </span></div></td><td class="c n x8fc y2392 w271 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x8fd y2392 w29b he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Non T<span class="_ _2"></span>r<span class="_ _2"></span>ading<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2393 w2b4 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Eas<span class="_ _2"></span>tside Property De<span class="_ _2"></span>velopments L<span class="_ _2"></span>td</div></td><td class="c n x8fe y2393 w15 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x8ff y2393 w27f he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Indir<span class="_ _2"></span>ect</div></td><td class="c n x900 y2393 w2b5 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">your-mov<span class="_ _2"></span>e.co.uk Limited<span class="_ _2d2"> </span></div></td><td class="c n x901 y2393 w271 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x902 y2393 w280 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Non T<span class="_ _0"></span>rading<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2394 w2b6 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Fourlet (Y<span class="_ _6"></span>ork) Limited<span class="_ _2d2"> </span></div></td><td class="c n x8c0 y2394 w279 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x8c1 y2394 w283 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Indirect</div></td><td class="c n x8f6 y2394 w2b7 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Reeds Rains Limited<span class="_ _2d2"> </span></div></td><td class="c n x903 y2394 w271 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x904 y2394 w288 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Non T<span class="_ _2"></span>rading<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2395 w2b8 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">GFEA Limited<span class="_ _2d2"> </span></div></td><td class="c n x905 y2395 w15 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x906 y2395 w28c he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Indirect<span class="_ _2d2"> </span></div></td><td class="c n x907 y2395 w2b9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">JNP (Surveyor<span class="_ _2"></span>s) Limited<span class="_ _2d2"> </span></div></td><td class="c n x908 y2395 w271 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x909 y2395 w280 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Non T<span class="_ _0"></span>rading<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2396 w119 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Guardian Pr<span class="_ _2"></span>operty Lettings Limited<span class="_ _2d2"> </span></div></td><td class="c n x90a y2396 w15 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x90b y2396 w28c he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Indirect</div></td><td class="c n x90c y2396 w2b7 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Reeds Rains Limited<span class="_ _2d2"> </span></div></td><td class="c n x90d y2396 w27c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x90e y2396 w288 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Non T<span class="_ _2"></span>rading<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2397 w2ba he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Hawes &amp; Co Limited<span class="_ _2d2"> </span></div></td><td class="c n x90f y2397 w15 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x910 y2397 w28c he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Indirect<span class="_ _2d2"> </span></div></td><td class="c n x89d y2397 w2bb he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">JNP (Surveyors) Limit<span class="_ _2"></span>ed<span class="_ _2d2"> </span></div></td><td class="c n x911 y2397 w271 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x912 y2397 w288 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Non T<span class="_ _2"></span>rading<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x913 y2398 w2bc he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Hawes &amp; Co (Thames Ditton) Limit<span class="_ _2"></span>ed</div></td><td class="c n x914 y2398 w279 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x915 y2398 w283 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Indirect<span class="_ _2d2"> </span></div></td><td class="c n x916 y2398 w2bd he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">JNP (Sur<span class="_ _1"></span>vey<span class="_ _2"></span>ors) Limit<span class="_ _2"></span>ed<span class="_ _2d2"> </span></div></td><td class="c n x917 y2398 w271 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x8de y2398 w288 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Non T<span class="_ _2"></span>rading<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x206 h13 y2399 ffd fs8 fc3 sc0 ls1 ws0">Headwa<span class="_ _2"></span>y Property Manag<span class="_ _2"></span>ement </td><td class="c n x8c6 y239a w15 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x8cb y239a w28c he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Indirect</div></td><td class="c n x8ee y239a w28f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Reeds Rains Limited<span class="_ _2d2"> </span></div></td><td class="c n x918 y239a w27c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x919 y239a w288 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Non T<span class="_ _2"></span>rading<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x206 h13 y239b ffd fs8 fc3 sc0 ls1 ws0">Limited<span class="_ _2d2"> </span></td><td /><td /><td /><td /><td /></tr><tr><td class="c n x1b7 y239c w2be he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Hollowa<span class="_ _2"></span>ys R<span class="_ _2"></span>esidential Lt<span class="_ _2"></span>d<span class="_ _2d2"> </span></div></td><td class="c n x91a y239c w15 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x91b y239c w28c he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Indirect</div></td><td class="c n x91c y239c w2bf he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">your-mo<span class="_ _2"></span>ve.co.uk Limited<span class="_ _2d2"> </span></div></td><td class="c n x91d y239c w27c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x91e y239c w292 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Non T<span class="_ _0"></span>rading<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y239d w2c0 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Home and Student Link Limited<span class="_ _2d2"> </span></div></td><td class="c n x91f y239d w15 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x920 y239d w28c he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Indirect</div></td><td class="c n x921 y239d w2ac he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">your<span class="_ _2"></span>-move.c<span class="_ _2"></span>o.uk Limited<span class="_ _2d2"> </span></div></td><td class="c n x922 y239d w271 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x923 y239d w29b he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Non T<span class="_ _2"></span>r<span class="_ _2"></span>ading<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y239e w2c1 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Homef<span class="_ _2"></span>ast Pr<span class="_ _2"></span>operty Services Limited</div></td><td class="c n x924 y239e w279 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x925 y239e w27f he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Indir<span class="_ _2"></span>ect</div></td><td class="c n x926 y239e w278 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Lending Solutions Holdings Limited</div></td><td class="c n x927 y239e w1ce he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">77.5%<span class="_ _2d2"> </span></div></td><td class="c n x928 y239e w2c2 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Conv<span class="_ _2"></span>eyancing<span class="_ _2d2"> </span></div></td></tr><tr><td /><td /><td /><td /><td /><td class="t m0 x8d4 h13 y239f ffd fs8 fc3 sc0 ls1 ws0">Pack<span class="_ _2"></span>aging<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y23a0 w2c3 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Hydeg<span class="_ _2"></span>ate Limited<span class="_ _2d2"> </span></div></td><td class="c n x929 y23a0 w15 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x92a y23a0 w28c he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Indirect<span class="_ _2d2"> </span></div></td><td class="c n x92b y23a0 w2aa he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">JNP (Sur<span class="_ _1"></span>vey<span class="_ _2"></span>ors) Limited<span class="_ _2d2"> </span></div></td><td class="c n x92c y23a0 w271 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x92d y23a0 w288 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Non T<span class="_ _2"></span>rading<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y23a1 w2c4 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">ICIEA Limited<span class="_ _2d2"> </span></div></td><td class="c n x92e y23a1 w15 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x92f y23a1 w28c he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Indirect</div></td><td class="c n x930 y23a1 w2c5 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">LSLi Limited<span class="_ _2d2"> </span></div></td><td class="c n x931 y23a1 w27c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x932 y23a1 w2c6 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Non-T<span class="_ _2"></span>rading<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y23a2 w2c7 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Inter Coun<span class="_ _2"></span>ty Lettings Limited<span class="_ _2d2"> </span></div></td><td class="c n x933 y23a2 w15 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x934 y23a2 w28c he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Indirect<span class="_ _2d2"> </span></div></td><td class="c n x935 y23a2 w2c8 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">JNP (Surveyors) Limit<span class="_ _2"></span>ed<span class="_ _2d2"> </span></div></td><td class="c n x936 y23a2 w271 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x937 y23a2 w288 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Non T<span class="_ _2"></span>rading<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y23a3 w2c9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">IQ Pr<span class="_ _2"></span>operty (Hull) Limited<span class="_ _2d2"> </span></div></td><td class="c n x8c0 y23a3 w279 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x8c1 y23a3 w283 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Indirect</div></td><td class="c n x8f6 y23a3 w2b7 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Reeds Rains Limited<span class="_ _2d2"> </span></div></td><td class="c n x903 y23a3 w271 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x904 y23a3 w288 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Non T<span class="_ _2"></span>rading<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y23a4 w2ca he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">JNP Esta<span class="_ _2"></span>te Agents Limit<span class="_ _2"></span>ed<span class="_ _2d2"> </span></div></td><td class="c n x938 y23a4 w279 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x939 y23a4 w283 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Indirect</div></td><td class="c n x93a y23a4 w2c5 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">LSLi Limited<span class="_ _2d2"> </span></div></td><td class="c n x93b y23a4 w27c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x93c y23a4 w292 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Non T<span class="_ _0"></span>rading<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x206 h13 y23a5 ffd fs8 fc3 sc0 ls1 ws0">JNP Esta<span class="_ _2"></span>te Agents (P<span class="_ _2"></span>rinces Risborough) </td><td class="c n x8c6 y23a6 w15 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x8cb y23a6 w28c he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Indirect<span class="_ _2d2"> </span></div></td><td class="c n x8ee y23a6 w2aa he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">JNP (Sur<span class="_ _1"></span>vey<span class="_ _2"></span>ors) Limited<span class="_ _2d2"> </span></div></td><td class="c n x93d y23a6 w271 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x93e y23a6 w288 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Non T<span class="_ _2"></span>rading<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x206 h13 y23a7 ffd fs8 fc3 sc0 ls1 ws0">Limited<span class="_ _2d2"> </span></td><td /><td /><td /><td /><td /></tr><tr><td class="c n x1b7 y23a8 w2cb he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">JNP (Residen<span class="_ _2"></span>tial Lettings) Limited<span class="_ _2d2"> </span></div></td><td class="c n x93f y23a8 w279 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x940 y23a8 w283 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Indirect<span class="_ _2d2"> </span></div></td><td class="c n x941 y23a8 w2cc he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">JNP (Surveyor<span class="_ _2"></span>s) Limited<span class="_ _2d2"> </span></div></td><td class="c n x942 y23a8 w271 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x943 y23a8 w297 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Non T<span class="_ _2"></span>r<span class="_ _2"></span>ading<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y23a9 w2b9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">JNP (Surveyor<span class="_ _2"></span>s) Limited<span class="_ _2d2"> </span></div></td><td class="c n x944 y23a9 w279 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x945 y23a9 w283 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Indirect</div></td><td class="c n x946 y23a9 w2c5 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">LSLi Limited<span class="_ _2d2"> </span></div></td><td class="c n x947 y23a9 w27c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x948 y23a9 w2cd he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Non T<span class="_ _0"></span>rading and<span class="_ _2d2"> </span></div></td></tr><tr><td /><td /><td /><td /><td /><td class="t m0 x8d4 h14 y23aa ffc fs8 fc3 sc0 ls1 ws0">Holding Company<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y23ab w2ce he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Kent P<span class="_ _2"></span>roperty Solutions Limit<span class="_ _2"></span>ed<span class="_ _2d2"> </span></div></td><td class="c n x8cf y23ab w15 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x8d0 y23ab w28c he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Indirect</div></td><td class="c n x949 y23ab w2ac he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">your<span class="_ _2"></span>-move.c<span class="_ _2"></span>o.uk Limited<span class="_ _2d2"> </span></div></td><td class="c n x94a y23ab w271 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x94b y23ab w288 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Non T<span class="_ _2"></span>rading<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b6 w2cf he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">LSL Land &amp; New Homes Lt<span class="_ _2"></span>d<span class="_ _2d2"> </span></div></td><td class="c n x94c y20b6 w279 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x94d y20b6 w283 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Indirect</div></td><td class="c n x94e y20b6 w2bf he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">your<span class="_ _2"></span>-move.co.uk Limited<span class="_ _2d2"> </span></div></td><td class="c n x94f y20b6 w271 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x950 y20b6 w2d0 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Residen<span class="_ _2"></span>tial Sales<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   146<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   146<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
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" class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">146<span class="_ _1b6"> </span>147</div><div class="t m0 xf he y1f ff4b fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 xe he y1e ff4b fs6 fc4 sc0 ls9c ws9c">OTHER INFORMATION<span class="_ _182"></span><span class="fc0">FINANCIAL STATEMENTS<span class="_ _183"></span><span class="fc4">CORPORATE GOVERNANCE<span class="_ _13e"></span>STRATEGIC<span class="_ _2"></span> REPORT<span class="_ _184"></span><span class="ls37 ws36">OVERVIEW</span></span></span></div><div class="t m0 x18 h10 y21 ff4c fs4 fc6 sc0 ls1 ws0"> </div><div class="x1ae z47 gs1"><ix:continuation id="_d49810c9-6fa6-4c92-8e2a-f64464191f95" continuedAt="_b5323b23-301a-4803-9b19-84ff39c20072"><table id="_1c31cc64-9762-4cd2-84db-bc0b667d4238" class="s w2d1 h142"><tr><td /><td class="t m0 x881 h8b y23ac ffb fs11 fc7 sc0 ls1 ws0">Regist<span class="_ _2"></span>ered </td><td /><td /><td class="t m0 x882 h86 y23ad ff16 fs11 fc7 sc0 ls1 ws0">Proportion of </td><td /></tr><tr><td /><td class="t m0 x881 h86 y23ae ff16 fs11 fc7 sc0 ls1 ws0">office </td><td /><td /><td class="t m0 x882 h8b y23af ffb fs11 fc7 sc0 ls1 ws0">nominal value </td><td /></tr><tr><td class="t m0 x1b5 h8b y23b0 ffb fs11 fc7 sc0 ls1 ws0">Name of subsidiary company<span class="_ _2d2"> </span></td><td class="c n x883 y23b1 w273 h104"><div class="t m0 x1b6 h8b y2180 ffb fs11 fc7 sc0 ls1 ws0">address</div></td><td class="c n x884 y23b1 w274 h104"><div class="t m0 x1b6 h8b y2180 ffb fs11 fc7 sc0 ls1 ws0">LSL holding</div></td><td class="c n x885 y23b1 w275 h104"><div class="t m0 x1b6 h8b y2180 ffb fs11 fc7 sc0 ls1 ws0">LSL Shareholder<span class="_ _2d2"> </span></div></td><td class="c n x886 y23b2 w276 h104"><div class="t m0 x1b6 h8b y2180 ffb fs11 fc7 sc0 ls1 ws0">of shares held</div></td><td class="c n x887 y23b2 w277 h104"><div class="t m0 x1b6 h8b y2180 ffb fs11 fc7 sc0 ls1 ws0">Nature of business<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y23b3 w2d2 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Lauristons Es<span class="_ _2"></span>tat<span class="_ _2"></span>e Agents Limited<span class="_ _2d2"> </span></div></td><td class="c n x951 y23b3 w15 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x952 y23b3 w28c he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Indirect<span class="_ _2d2"> </span></div></td><td class="c n x42d y23b3 w2c8 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">JNP (Surveyors) Limit<span class="_ _2"></span>ed<span class="_ _2d2"> </span></div></td><td class="c n x953 y23b3 w271 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x954 y23b3 w2d3 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Non-T<span class="_ _2"></span>rading<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y23b4 w2d4 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Lawlors P<span class="_ _2"></span>roperty Services Limited<span class="_ _2d2"> </span></div></td><td class="c n x955 y23b4 w279 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x956 y23b4 w283 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Indirect<span class="_ _2d2"> </span></div></td><td class="c n x957 y23b4 w2bb he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">JNP (Surveyors) Limit<span class="_ _2"></span>ed<span class="_ _2d2"> </span></div></td><td class="c n x958 y23b4 w271 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x92d y23b4 w288 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Non T<span class="_ _2"></span>rading<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y23b5 w2d5 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">LetCo Group Limit<span class="_ _2"></span>ed<span class="_ _2d2"> </span></div></td><td class="c n x959 y23b5 w279 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x95a y23b5 w283 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Indirect</div></td><td class="c n x95b y23b5 w2ae he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">your-mov<span class="_ _2"></span>e.co.uk Limited<span class="_ _2d2"> </span></div></td><td class="c n x95c y23b5 w271 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x95d y23b5 w27d he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Holding Company<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y23b6 w2d6 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">LetCo Limited<span class="_ _2d2"> </span></div></td><td class="c n x95e y23b6 w15 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x95f y23b6 w28c he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Indirect</div></td><td class="c n x960 y23b6 w2d7 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">LetCo Group Limited<span class="_ _2d2"> </span></div></td><td class="c n x961 y23b6 w271 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x962 y23b6 w280 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Non T<span class="_ _0"></span>rading<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y23b7 w2d8 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Lets Move P<span class="_ _2"></span>roperty Limited<span class="_ _2d2"> </span></div></td><td class="c n x94c y23b7 w279 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x94d y23b7 w283 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Indirect</div></td><td class="c n x94e y23b7 w2bf he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">your<span class="_ _2"></span>-move.co.uk Limited<span class="_ _2d2"> </span></div></td><td class="c n x94f y23b7 w271 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x950 y23b7 w292 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Non T<span class="_ _0"></span>rading<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y23b8 w2d9 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Longshoot Pr<span class="_ _2"></span>operties Limited<span class="_ _2d2"> </span></div></td><td class="c n x963 y23b8 w279 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x964 y23b8 w283 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Indirect</div></td><td class="c n x965 y23b8 w2b5 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">your-mov<span class="_ _2"></span>e.co.uk Limited<span class="_ _2d2"> </span></div></td><td class="c n x93b y23b8 w27c he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x93c y23b8 w292 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Non T<span class="_ _0"></span>rading<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y23b9 w2c5 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">LSLi Limited<span class="_ _2d2"> </span></div></td><td class="c n x966 y23b9 w279 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">1<span class="_ _2d2"> </span></div></td><td class="c n x967 y23b9 w27a he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Direct</div></td><td class="c n x8bd y23ba w299 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">LSL Pr<span class="_ _2"></span>operty Services plc<span class="_ _2d2"> </span></div></td><td class="c n x8be y23ba w271 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x8bf y23ba w2da he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Estat<span class="_ _2"></span>e Agency<span class="_ _2d2"> </span></div></td></tr><tr><td /><td /><td /><td /><td /><td class="t m0 x8ac h14 y23bb ffc fs8 fc3 sc0 ls1 ws0">Franchising and </td></tr><tr><td /><td /><td /><td /><td /><td class="t m0 x8ac h14 y23bc ffc fs8 fc3 sc0 ls1 ws0">Holding Company<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y23bd w2db he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">New Daff<span class="_ _2"></span>odil Limited<span class="_ _2d2"> </span></div></td><td class="c n x90a y23bd w15 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x90b y23bd w27a he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Direct</div></td><td class="c n x8bd y23be w299 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">LSL Pr<span class="_ _2"></span>operty Services plc<span class="_ _2d2"> </span></div></td><td class="c n x8be y23be w271 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x8bf y23be w29b he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Non T<span class="_ _2"></span>r<span class="_ _2"></span>ading<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y23bf w2dc he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">New Let Limited<span class="_ _2d2"> </span></div></td><td class="c n x968 y23bf w15 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x969 y23bf w28c he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Indirect</div></td><td class="c n x496 y23bf w2dd he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">your<span class="_ _2"></span>-move.co.uk Limit<span class="_ _2"></span>ed<span class="_ _2d2"> </span></div></td><td class="c n x961 y23bf w271 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x962 y23bf w280 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Non T<span class="_ _0"></span>rading<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y23c0 w2de he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Oakley Lettings Limited<span class="_ _2d2"> </span></div></td><td class="c n x96a y23c0 w15 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x96b y23c0 w28c he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Indirect<span class="_ _2d2"> </span></div></td><td class="c n x96c y23c0 w2aa he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">JNP (Sur<span class="_ _1"></span>vey<span class="_ _2"></span>ors) Limited<span class="_ _2d2"> </span></div></td><td class="c n x96d y23c0 w27c he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x96e y23c0 w288 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Non T<span class="_ _2"></span>rading<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x1b5 h13 y23c1 ffd fs8 fc3 sc0 ls1 ws0">Paul Gr<span class="_ _2"></span>aham Lettings &amp; </td><td class="c n x883 y23c2 w15 heb"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x8b1 y23c2 w28c heb"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Indirect<span class="_ _2d2"> </span></div></td><td class="c n x8b2 y23c2 w2aa heb"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">JNP (Sur<span class="_ _1"></span>vey<span class="_ _2"></span>ors) Limited<span class="_ _2d2"> </span></div></td><td class="c n x96f y23c2 w271 heb"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x970 y23c2 w288 heb"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Non T<span class="_ _2"></span>rading<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x1b5 h13 y23c3 ffd fs8 fc3 sc0 ls1 ws0">Management L<span class="_ _2"></span>td<span class="_ _2d2"> </span></td><td /><td /><td /><td /><td /></tr><tr><td class="c n x1b7 y23c4 w2df he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Philip Green Lettings Limit<span class="_ _2"></span>ed<span class="_ _2d2"> </span></div></td><td class="c n x971 y23c4 w279 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x972 y23c4 w28c he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Indirect<span class="_ _2d2"> </span></div></td><td class="c n x973 y23c4 w2bd he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">JNP (Sur<span class="_ _1"></span>vey<span class="_ _2"></span>ors) Limit<span class="_ _2"></span>ed<span class="_ _2d2"> </span></div></td><td class="c n x974 y23c4 w271 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x975 y23c4 w288 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Non T<span class="_ _2"></span>rading<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y23c5 w2e0 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">PHP Lettings Scotland Limited<span class="_ _2d2"> </span></div></td><td class="c n x976 y23c5 w15 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">3<span class="_ _2d2"> </span></div></td><td class="c n x977 y23c5 w283 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Indirect</div></td><td class="c n x978 y23c5 w2b5 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">your-mov<span class="_ _2"></span>e.co.uk Limited<span class="_ _2d2"> </span></div></td><td class="c n x979 y23c5 w271 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x97a y23c5 w280 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Non T<span class="_ _0"></span>rading<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y23c6 w2e1 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Pres<span class="_ _2"></span>tons Lettings L<span class="_ _2"></span>td<span class="_ _2d2"> </span></div></td><td class="c n x97b y23c6 w279 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x97c y23c6 w283 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Indirect</div></td><td class="c n x97d y23c6 w2b7 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Reeds Rains Limited<span class="_ _2d2"> </span></div></td><td class="c n x97e y23c6 w271 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x97f y23c6 w288 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Non T<span class="_ _2"></span>rading<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y23c7 w2e2 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Pyg<span class="_ _2"></span>ott &amp; Crone Lincoln Lettings Limit<span class="_ _2"></span>ed</div></td><td class="c n x980 y23c7 w15 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x981 y23c7 w28c he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Indirect</div></td><td class="c n x982 y23c7 w2ac he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">your<span class="_ _2"></span>-move.c<span class="_ _2"></span>o.uk Limited<span class="_ _2d2"> </span></div></td><td class="c n x983 y23c7 w271 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x984 y23c7 w29b he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Non T<span class="_ _2"></span>r<span class="_ _2"></span>ading<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y23c8 w2e3 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Reeds Rains Limit<span class="_ _2"></span>ed<span class="_ _2d2"> </span></div></td><td class="c n x985 y23c8 w15 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x986 y23c8 w27a he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Direct</div></td><td class="c n x8bd y23c8 w299 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">LSL Pr<span class="_ _2"></span>operty Services plc<span class="_ _2d2"> </span></div></td><td class="c n x8be y23c8 w271 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x8bf y23c8 w2da he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Estat<span class="_ _2"></span>e Agency<span class="_ _2d2"> </span></div></td></tr><tr><td /><td /><td /><td /><td /><td class="t m0 x8ac h14 y23c9 ffc fs8 fc3 sc0 ls1 ws0">Franchising and </td></tr><tr><td /><td /><td /><td /><td /><td class="t m0 x8ac h14 y23ca ffc fs8 fc3 sc0 ls1 ws0">Holding Company<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y23cb w2e4 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Reeds Rains Cleckhea<span class="_ _2"></span>ton Limited<span class="_ _2d2"> </span></div></td><td class="c n x987 y23cb w15 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x988 y23cb w28c he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Indirect</div></td><td class="c n x989 y23cb w28f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Reeds Rains Limited<span class="_ _2d2"> </span></div></td><td class="c n x98a y23cb w271 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x98b y23cb w297 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Non T<span class="_ _2"></span>r<span class="_ _2"></span>ading<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y23cc w2e5 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Simply Let Lt<span class="_ _2"></span>d.<span class="_ _2d2"> </span></div></td><td class="c n x98c y23cc w279 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">3<span class="_ _2d2"> </span></div></td><td class="c n x98d y23cc w283 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Indirect</div></td><td class="c n x98e y23cc w2ac he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">your<span class="_ _2"></span>-move.co.uk Limit<span class="_ _2"></span>ed<span class="_ _2d2"> </span></div></td><td class="c n x98f y23cc w27c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x990 y23cc w288 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Non T<span class="_ _2"></span>rading<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y23cd w2e6 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Thomas Morris Limited<span class="_ _2d2"> </span></div></td><td class="c n x991 y23cd w15 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1<span class="_ _2d2"> </span></div></td><td class="c n x992 y23cd w28c he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Indirect</div></td><td class="c n x993 y23cd w2c5 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">LSLi Limited<span class="_ _2d2"> </span></div></td><td class="c n x994 y23cd w271 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x995 y23cd w292 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Non T<span class="_ _0"></span>rading<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y23ce w2e7 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>op-Let Limited<span class="_ _2d2"> </span></div></td><td class="c n x95e y23ce w15 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x95f y23ce w28c he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Indirect</div></td><td class="c n x960 y23ce w2d7 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">LetCo Group Limited<span class="_ _2d2"> </span></div></td><td class="c n x961 y23ce w271 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x962 y23ce w280 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Non T<span class="_ _0"></span>rading<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y23cf w2e8 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Vitalhandy Ent<span class="_ _2"></span>erprises Limited<span class="_ _2d2"> </span></div></td><td class="c n x996 y23cf w279 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x997 y23cf w283 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Indirect</div></td><td class="c n x88a y23cf w2c5 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">LSLi Limited<span class="_ _2d2"> </span></div></td><td class="c n x998 y23cf w271 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x999 y23cf w27d he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Holding Company<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y23d0 w2e9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">W<span class="_ _2"></span>arners Letting Ag<span class="_ _2"></span>ency Limited<span class="_ _2d2"> </span></div></td><td class="c n x99a y23d0 w15 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x99b y23d0 w28c he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Indirect<span class="_ _2d2"> </span></div></td><td class="c n x99c y23d0 w2b9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">JNP (Surveyor<span class="_ _2"></span>s) Limited<span class="_ _2d2"> </span></div></td><td class="c n x99d y23d0 w271 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x99e y23d0 w292 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Non T<span class="_ _0"></span>rading<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y23d1 w2ea he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Y<span class="_ _0"></span>ates Lettings Limited<span class="_ _2d2"> </span></div></td><td class="c n x914 y23d1 w279 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td class="c n x915 y23d1 w283 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Indirect<span class="_ _2d2"> </span></div></td><td class="c n x99f y23d1 w2b9 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">JNP (Surveyor<span class="_ _2"></span>s) Limited<span class="_ _2d2"> </span></div></td><td class="c n x9a0 y23d1 w27c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x9a1 y23d1 w292 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Non T<span class="_ _0"></span>rading<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y23d2 w2ac he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">your<span class="_ _2"></span>-move.c<span class="_ _2"></span>o.uk Limited<span class="_ _2d2"> </span></div></td><td class="c n x8d5 y23d2 w279 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">1<span class="_ _2d2"> </span></div></td><td class="c n x8d6 y23d2 w27f he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Indir<span class="_ _2"></span>ect</div></td><td class="c n x9a2 y23d2 w278 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Lending Solutions Holdings Limited</div></td><td class="c n x9a3 y23d2 w271 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">100%<span class="_ _2d2"> </span></div></td><td class="c n x9a4 y23d2 w2eb he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Est<span class="_ _2"></span>ate Agency<span class="_ _2d2"> </span></div></td></tr><tr><td /><td /><td /><td /><td /><td class="t m0 x8ac h14 y23d3 ffc fs8 fc3 sc0 ls1 ws0">Franchising and </td></tr><tr><td /><td /><td /><td /><td /><td class="t m0 x8ac h14 y23d4 ffc fs8 fc3 sc0 ls1 ws0">Holding Company<span class="_ _2d2"> </span></td></tr></table></ix:continuation></div><div class="t m0 x18 hbf y1e02 ff16 fs24 fc6 sc0 ls92 ws9a"><ix:continuation id="_b5323b23-301a-4803-9b19-84ff39c20072" continuedAt="_9229f08d-b897-48e5-bf74-063e3307c5a3">Registered <span class="_ _2"></span>office addresses<span class="_ _2"></span>:<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h13 y1e03 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_9229f08d-b897-48e5-bf74-063e3307c5a3" continuedAt="_40599346-35b4-421b-b5c1-67c671051b43">1. Victoria House Hampshire Court, Scotswood <span class="_ _2"></span>Road, Newcastle Upon Tyne, England, NE4 7YJ<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h13 y1e04 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_40599346-35b4-421b-b5c1-67c671051b43" continuedAt="_1190567d-ddf6-4b3d-9bac-4be6da13d95b">2. Howard House, 3 St Mary’s <span class="_ _2"></span>Court, Blossom Street, York, YO24 1AH<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h13 y1e05 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_1190567d-ddf6-4b3d-9bac-4be6da13d95b" continuedAt="_c10f19ff-80ea-44e9-9c77-bade2a7e29f8">3. 13 Queens Road, Aberdeen, Scotland, <span class="_ _2"></span>AB15 4YL<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h13 y1e06 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_c10f19ff-80ea-44e9-9c77-bade2a7e29f8" continuedAt="_bdafea9e-cc24-4570-a783-ea3ce3dcf89c">4. Unit 1, Orion Park, Kettering, <span class="_ _2"></span>Northamptonshire, England, NN15 6PP<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x18 h13 y1e07 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_bdafea9e-cc24-4570-a783-ea3ce3dcf89c" continuedAt="_f7fe878f-7e8c-4f28-9f5a-152c7927be68">5. The Albany, South Esplanade, St <span class="_ _2"></span>Peters Port, Guernsey, GY1 4NF<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   147<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   147<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
<div id="pf96" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc96 w4 h0"><img 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class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">148<span class="_ _1b6"> </span>149</div><div class="t m0 x8 he y1f ff49 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x19 he y1e ff49 fs6 fc4 sc0 ls37 ws36">OVERVIEW</div><div class="t m0 x6 h10 y21 ffc fs4 fc6 sc0 ls9e ws12">Notes<span class="_ _1"></span> to<span class="_ _1"></span> the<span class="_ _7"></span> Group<span class="_ _1"></span> Finan<span class="_ _1"></span>cial<span class="_ _1"></span> S<span class="_ _2"></span>t<span class="_ _1"></span>atement<span class="_ _1"></span>s<span class="_ _1"></span> <span class="fs41 lsa0 wsa1">conti<span class="_ _2"></span>nued</span></div><div class="t m0 x6 hbf y13bf ff16 fs24 fc6 sc0 ls2e ws2d"><ix:continuation id="_f7fe878f-7e8c-4f28-9f5a-152c7927be68" continuedAt="_c0598a41-f207-434b-9ce8-2a8d755f06c1">Audi<span class="_ _1"></span>t exempti<span class="_ _1"></span>ons unde<span class="_ _1"></span>r sec<span class="_ _1"></span>tion 479a of the Co<span class="_ _1"></span>mpani<span class="_ _1"></span>es Act<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h13 y1412 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_c0598a41-f207-434b-9ce8-2a8d755f06c1" continuedAt="_23250d13-6cbe-4622-83a4-f0839596bbae">The following sixteen subsidiaries are exempt <span class="_ _2"></span>from audit of individual accounts under section <span class="_ _2"></span>479a of the Companies Act 2006:<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h13 y183a ffc fs8 fca sc0 ls14 ws11"><ix:continuation id="_23250d13-6cbe-4622-83a4-f0839596bbae" continuedAt="_52d9918c-2df1-4f9f-acbc-995e23bad511">• <span class="_ _16"> </span><span class="ffd fc8">David Frost Estate Agents Limited (02685937)<span class="_ _2d2"> </span></span></ix:continuation></div><div class="t m0 x6 h13 y1e08 ffc fs8 fca sc0 ls14 ws11"><ix:continuation id="_52d9918c-2df1-4f9f-acbc-995e23bad511" continuedAt="_8aafa215-0101-46b5-b12c-baceef5e4f9d">• <span class="_ _16"> </span><span class="ffd fc8">Direct Life Quote Holdings Limited (10283300)<span class="_ _2d2"> </span></span></ix:continuation></div><div class="t m0 x6 h13 y1e09 ffc fs8 fca sc0 ls14 ws11"><ix:continuation id="_8aafa215-0101-46b5-b12c-baceef5e4f9d" continuedAt="_7093f4cf-bd29-4d0c-8f83-363122da50ca">• <span class="_ _16"> </span><span class="ffd fc8">ICIEA Limited (04842186)<span class="_ _2d2"> </span></span></ix:continuation></div><div class="t m0 x6 h13 y1e0a ffc fs8 fca sc0 ls14 ws11"><ix:continuation id="_7093f4cf-bd29-4d0c-8f83-363122da50ca" continuedAt="_4167e113-fe9f-4d0e-97b9-3ac868c65596">• <span class="_ _16"> </span><span class="ffd fc8">JNP Estate Agents Limited (03764697)<span class="_ _2d2"> </span></span></ix:continuation></div><div class="t m0 x6 h13 y1e0b ffc fs8 fca sc0 ls14 ws11"><ix:continuation id="_4167e113-fe9f-4d0e-97b9-3ac868c65596" continuedAt="_a9d9999d-1c2a-451a-9d10-7bbbb579764f">• <span class="_ _16"> </span><span class="ffd fc8">Lending Solutions Holdings Limited (05095079)<span class="_ _2d2"> </span></span></ix:continuation></div><div class="t m0 x6 h13 y1e0c ffc fs8 fca sc0 ls14 ws11"><ix:continuation id="_a9d9999d-1c2a-451a-9d10-7bbbb579764f" continuedAt="_38700af5-7648-4867-a9f1-76597a79f753">• <span class="_ _16"> </span><span class="ffd fc8">Linear Mortgage Network Limited (05198588)<span class="_ _2d2"> </span></span></ix:continuation></div><div class="t m0 x6 h13 y1e0d ffc fs8 fca sc0 ls14 ws11"><ix:continuation id="_38700af5-7648-4867-a9f1-76597a79f753" continuedAt="_69a4a954-b051-41f2-8ecd-efb6a5461e76">• <span class="_ _16"> </span><span class="ffd fc8">LSL Corporate Client Services Limited (07299192)<span class="_ _2d2"> </span></span></ix:continuation></div><div class="t m0 x6 h13 y1e0e ffc fs8 fca sc0 ls14 ws11"><ix:continuation id="_69a4a954-b051-41f2-8ecd-efb6a5461e76" continuedAt="_f8e973bf-bbcf-455d-b1af-170dd85cfd15">• <span class="_ _16"> </span><span class="ffd fc8">LSL Land &amp; New Homes Ltd <span class="_ _2"></span>(09018581)<span class="_ _2d2"> </span></span></ix:continuation></div><div class="t m0 x6 h13 y1e0f ffc fs8 fca sc0 ls14 ws11"><ix:continuation id="_f8e973bf-bbcf-455d-b1af-170dd85cfd15" continuedAt="_689dea9d-ee11-453f-8326-43c03672e87d">• <span class="_ _16"> </span><span class="ffd fc8">Mortgage Gym Solutions Ltd. (12460735)<span class="_ _2d2"> </span></span></ix:continuation></div><div class="t m0 x6 h13 y1e10 ffc fs8 fca sc0 ls14 ws11"><ix:continuation id="_689dea9d-ee11-453f-8326-43c03672e87d" continuedAt="_b8478d04-8b67-4d29-a6a2-8e2931930991">• <span class="_ _16"> </span><span class="ffd fc8">New Daffodil Limited (02045933)<span class="_ _2d2"> </span></span></ix:continuation></div><div class="t m0 x6 h13 y1e11 ffc fs8 fca sc0 ls14 ws11"><ix:continuation id="_b8478d04-8b67-4d29-a6a2-8e2931930991" continuedAt="_7b5e8a8d-f2a5-4429-9901-1d16209b55eb">• <span class="_ _16"> </span><span class="ffd fc8">Personal Touch Administration Services Limited (03456365)<span class="_ _2d2"> </span></span></ix:continuation></div><div class="t m0 x6 h13 y1e12 ffc fs8 fca sc0 ls14 ws11"><ix:continuation id="_7b5e8a8d-f2a5-4429-9901-1d16209b55eb" continuedAt="_c71531fa-ed4d-4c4b-86de-f8156daf1a57">• <span class="_ _16"> </span><span class="ffd fc8">Qualis Wealth Limited (11784115)<span class="_ _2d2"> </span></span></ix:continuation></div><div class="t m0 x6 h13 y1e13 ffc fs8 fca sc0 ls14 ws11"><ix:continuation id="_c71531fa-ed4d-4c4b-86de-f8156daf1a57" continuedAt="_ab575b7b-db82-425d-92e4-0af931dfd059">• <span class="_ _16"> </span><span class="ffd fc8">Reeds Rains Financial Services Limited (08130339)<span class="_ _2d2"> </span></span></ix:continuation></div><div class="t m0 x6 h13 y1e14 ffc fs8 fca sc0 ls14 ws11"><ix:continuation id="_ab575b7b-db82-425d-92e4-0af931dfd059" continuedAt="_ead45919-f47f-49c9-a9e2-04c979b6ec02">• <span class="_ _16"> </span><span class="ffd fc8">St Trinity Limited (07092652)<span class="_ _2d2"> </span></span></ix:continuation></div><div class="t m0 x6 h13 y1e15 ffc fs8 fca sc0 ls14 ws11"><ix:continuation id="_ead45919-f47f-49c9-a9e2-04c979b6ec02" continuedAt="_c8913cbb-cdc5-43fb-baaf-e37b2bfac93e">• <span class="_ _16"> </span><span class="ffd fc8">Templeton LPA Limited (06507759)<span class="_ _2d2"> </span></span></ix:continuation></div><div class="t m0 x6 h13 y1e16 ffc fs8 fca sc0 ls14 ws11"><ix:continuation id="_c8913cbb-cdc5-43fb-baaf-e37b2bfac93e" continuedAt="_ee966160-ecd8-41fd-a257-71cac470ee72">• <span class="_ _16"> </span><span class="ffd fc8">Thomas Morris Limited (04377568)<span class="_ _2d2"> </span></span></ix:continuation></div><div class="t m0 x6 h13 y1e17 ffc fs8 fca sc0 ls14 ws11"><ix:continuation id="_ee966160-ecd8-41fd-a257-71cac470ee72" continuedAt="_80a6038a-0ec3-4ed3-aaa5-d475ba2880e6">• <span class="_ _16"> </span><span class="ffd fc8">Linear Wealth Management Limited<span class="_ _2d2"> </span></span></ix:continuation></div><div class="t m0 x6 h13 y1e18 ffc fs8 fca sc0 ls14 ws11"><ix:continuation id="_80a6038a-0ec3-4ed3-aaa5-d475ba2880e6">• <span class="_ _16"> </span><span class="ffd fc8">Vitalhandy Enterprises Limited</span></ix:continuation></div><div class="t m0 x6 h6f y1e19 ffb fs24 fc10 sc0 ls70 ws6b"><ix:nonNumeric name="ifrs-full:DisclosureOfChangesInAccountingPoliciesAccountingEstimatesAndErrorsExplanatory" id="fact-30" contextRef="c-1" escape="true" xml:lang="en" continuedAt="_c674aecd-a41b-4dea-9c43-ecabdc739d6a">36. <span class="_ _bc"> </span> <span class="_ _18"></span>Prior year restatements<span class="_ _2d2"> </span></ix:nonNumeric></div><div class="t m0 x6 h13 y1e1a ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_c674aecd-a41b-4dea-9c43-ecabdc739d6a" continuedAt="_60a49bc2-1daa-4f3e-a1eb-4ff6067ad5a9">During the year ended 31 December <span class="_ _2"></span>2025, management performed an enhanced review of <span class="_ _2"></span>the Group’s consolidation processes and supporting </ix:continuation></div><div class="t m0 x6 h13 y1e1b ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_60a49bc2-1daa-4f3e-a1eb-4ff6067ad5a9" continuedAt="_52e623be-c441-4694-8ecc-3f9c46b1295d">journals, including consolidation entries recorded in <span class="_ _2"></span>connection with disposals completed in 2023 <span class="_ _2"></span>and the processing of subsidiary statutory audit </ix:continuation></div><div class="t m0 x6 h13 y1e1c ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_52e623be-c441-4694-8ecc-3f9c46b1295d" continuedAt="_6ca09556-047f-477d-83f8-aca5bbbec625">adjustments within the Group consolidation.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h13 y1e1d ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_6ca09556-047f-477d-83f8-aca5bbbec625" continuedAt="_2d20a91e-9be8-4afe-9bf3-54f7d4997de9">As a result of this review, <span class="_ _2"></span>the Group has identified certain legacy consolidation <span class="_ _2"></span>items which require a retrospective restatement of <span class="_ _2"></span>comparative </ix:continuation></div><div class="t m0 x6 h13 y1e1e ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_2d20a91e-9be8-4afe-9bf3-54f7d4997de9" continuedAt="_5faa35d2-f722-4e1e-b69c-7165b182507f">information in accordance with IAS 8.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 hbf y1e1f ff16 fs24 fc6 sc0 ls92 ws9a"><ix:continuation id="_5faa35d2-f722-4e1e-b69c-7165b182507f" continuedAt="_c434d5d4-d000-48aa-8c39-316e3f23151f">Disposal-related consolidation<span class="_ _2"></span> entries <span class="_ _2"></span>(<span class="_ _2"></span>2023<span class="_ _2"></span>)<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h13 y1e20 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_c434d5d4-d000-48aa-8c39-316e3f23151f" continuedAt="_edff46fc-21a3-4f91-878b-d0bda81e77a0">In respect of disposals completed in <span class="_ _2"></span>2023, certain consolidation journals used to derecognise <span class="_ _2"></span>the disposed entities’ net assets were not <span class="_ _2"></span>fully </ix:continuation></div><div class="t m0 x6 h13 y1e21 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_edff46fc-21a3-4f91-878b-d0bda81e77a0" continuedAt="_af73385e-50e1-4d4e-ac8b-284bcbe23378">aligned to the agreed completion Balance <span class="_ _2"></span>Sheet inputs. As a result, a lower <span class="_ _2"></span>level of Net Assets was derecognised at <span class="_ _2"></span>the disposal date than the </ix:continuation></div><div class="t m0 x6 h13 y1e22 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_af73385e-50e1-4d4e-ac8b-284bcbe23378" continuedAt="_73f14139-e0c8-42bd-9f83-17edd2154191">completion Balance Sheet position, with residual <span class="_ _2"></span>balances continuing to be reflected within certain <span class="_ _2"></span>working capital balances and <span class="_ _2"></span>equity.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h6f y1e23 ffb fs24 fc6 sc0 ls99 wsac"><ix:continuation id="_73f14139-e0c8-42bd-9f83-17edd2154191" continuedAt="_39df1175-5371-4097-924f-b09cfbd83638">Subsidiar<span class="_ _1"></span>y statutory audit adjustment<span class="_ _1"></span>s<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h13 y1e24 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_39df1175-5371-4097-924f-b09cfbd83638" continuedAt="_edb4c6d5-d189-45de-906e-a744236bf5f4">In addition, following completion of certain <span class="_ _2"></span>subsidiary statutory audits, statutory audit adjustments <span class="_ _2"></span>were posted within subsidiary trial balances. </ix:continuation></div><div class="t m0 x6 h13 y1e25 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_edb4c6d5-d189-45de-906e-a744236bf5f4" continuedAt="_34d10ed9-789b-42c9-a701-e0d346d3f31c">These adjustments were assessed as not <span class="_ _2"></span>material at Group level in the period <span class="_ _2"></span>recorded and therefore were not reflected consistently <span class="_ _2"></span>in the Group </ix:continuation></div><div class="t m0 x6 h13 y1e26 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_34d10ed9-789b-42c9-a701-e0d346d3f31c" continuedAt="_6eb900ce-53b4-4514-a675-ebfba488647d">consolidation in the corresponding period. Over <span class="_ _2"></span>time, in excess of ten years, the <span class="_ _2"></span>cumulative effect resulted in misalignment between sub<span class="_ _2"></span>sidiary </ix:continuation></div><div class="t m0 x6 h13 y1e27 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_6eb900ce-53b4-4514-a675-ebfba488647d" continuedAt="_55b32cea-9e44-4941-b518-379aead4450f">statutory balances and the Group consolidation <span class="_ _2"></span>opening positions, impacting retained earnings and <span class="_ _2"></span>certain working capital balances. </ix:continuation></div><div class="t m0 x6 h14 y1e28 ffc fs8 fc8 sc0 ls14 ws0"><ix:continuation id="_55b32cea-9e44-4941-b518-379aead4450f" continuedAt="_5906c0ec-0b76-4d13-a986-6b7d43d7a674">The matters identified relate to consolidation-level entries and did not arise from changes to the underlying accounting records of the Group’s </ix:continuation></div><div class="t m0 x6 h13 y1e29 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_5906c0ec-0b76-4d13-a986-6b7d43d7a674" continuedAt="_dfd9bfd7-4272-467b-b562-332e04dae489">continuing subsidiaries in the current year.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h13 y1e2a ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_dfd9bfd7-4272-467b-b562-332e04dae489" continuedAt="_50379ebc-0680-41c8-8ef0-7e4bac6fe170">Accordingly, the Group has restated comparative <span class="_ _2"></span>information presented, including the consolidated income <span class="_ _2"></span>statement for the year ended </ix:continuation></div><div class="t m0 x6 h13 y1e2b ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_50379ebc-0680-41c8-8ef0-7e4bac6fe170" continuedAt="_999dd291-9754-4251-afe3-32a1ddf85de6">31 December 2024, and adjusted the <span class="_ _2"></span>opening balance of equity at 1 Janu<span class="_ _2"></span>ary 2024.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h13 y1e2c ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_999dd291-9754-4251-afe3-32a1ddf85de6" continuedAt="_d85d4e4d-215e-4283-bd65-5e3bc2122d1f">The restatement has no impact on <span class="_ _2"></span>the Group’s consolidated cash and cash eq<span class="_ _2"></span>uivalents.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h13 y1e2d ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_d85d4e4d-215e-4283-bd65-5e3bc2122d1f" continuedAt="_ce5ab89a-2c61-43bd-8dae-23e0f8528bbe">Basic and diluted earnings per share <span class="_ _2"></span>for prior periods have also been restated, <span class="_ _2"></span>as a result of the items above. <span class="_ _2"></span>For the year to 31 December 2024, </ix:continuation></div><div class="t m0 x6 h13 y1e2e ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_ce5ab89a-2c61-43bd-8dae-23e0f8528bbe" continuedAt="_3a7dde6d-e64c-4673-840a-be681b43fd01">the amount of the correction for <span class="_ _2"></span>basic earnings per share was an increase <span class="_ _2"></span>of 0.1 pence<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h14 y1e2f ffc fs8 fc8 sc0 ls14 ws0"><ix:continuation id="_3a7dde6d-e64c-4673-840a-be681b43fd01" continuedAt="_11cf7497-5d78-4489-9d2f-2f3135ac2167">As the adjustment has a material effect on the information in the statement of financial position at the beginning of the comparative period </ix:continuation></div><div class="t m0 x6 h13 y1e30 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_11cf7497-5d78-4489-9d2f-2f3135ac2167" continuedAt="_25aff55f-3f4a-4351-a54f-4964a6b48f72">presented, the Group has presented an <span class="_ _2"></span>additional statement of financial position as <span class="_ _2"></span>at 1 January 2024.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x6 h13 y1e31 ffd fs8 fc8 sc0 ls14 ws11"><ix:continuation id="_25aff55f-3f4a-4351-a54f-4964a6b48f72" continuedAt="_0d235d71-c76a-4e86-987c-5cc031f9b4c8">The following tables summarise the impact <span class="_ _2"></span>of the restatement on the consolidated financial <span class="_ _2"></span>statements.<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   148<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   148<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
<div id="pf97" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc97 w4 h0"><img 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" class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">148<span class="_ _1b6"> </span>149</div><div class="t m0 xf he y1f ff4b fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 xe he y1e ff4b fs6 fc4 sc0 ls9c ws9c">OTHER INFORMATION<span class="_ _182"></span><span class="fc0">FINANCIAL STATEMENTS<span class="_ _183"></span><span class="fc4">CORPORATE GOVERNANCE<span class="_ _13e"></span>STRATEGIC<span class="_ _2"></span> REPORT<span class="_ _184"></span><span class="ls37 ws36">OVERVIEW</span></span></span></div><div class="t m0 x18 h10 y21 ff4c fs4 fc6 sc0 ls1 ws0"> </div><div class="t m0 x18 h6f y13bf ffb fs24 fc10 sc0 ls70 ws6b"><ix:continuation id="_0d235d71-c76a-4e86-987c-5cc031f9b4c8" continuedAt="_0217ddcf-6863-4848-a811-12d64a7ae01f">Group balance sheet (<span class="_ _2"></span>extrac<span class="_ _1"></span>ts)<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x34 h4a y1e32 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="x1ae z48 gs1"><ix:continuation id="_0217ddcf-6863-4848-a811-12d64a7ae01f" continuedAt="_434261ac-19a0-4827-b2a3-615fa1fcbe77"><table id="_e7869637-3846-4848-a25c-cb6e9a33678f" class="s w2ec h143"><tr><td /><td class="t m0 x582 h8b y23d5 ffb fs11 fc7 sc0 ls1 ws0">Reported </td><td /><td /><td class="t m0 x9a5 h8b y23d5 ffb fs11 fc7 sc0 ls1 ws0">Resta<span class="_ _2"></span>ted </td></tr><tr><td /><td class="t m0 x9a6 h8b y23d6 ffb fs11 fc7 sc0 ls1 ws0">year ended </td><td class="t m0 x9a7 h4a y23d7 ffc fs11 fc7 sc0 ls1 ws0">Subsidiary </td><td class="t m0 x9a8 h4a y23d7 ffc fs11 fc7 sc0 ls1 ws0">Disposal-relat<span class="_ _2"></span>ed </td><td class="t m0 x9a9 h8b y23d6 ffb fs11 fc7 sc0 ls1 ws0">year ended </td></tr><tr><td /><td class="t m0 x77b h8b y23d8 ffb fs11 fc7 sc0 ls1 ws0">31 December </td><td class="t m0 x77c h4a y23d9 ffc fs11 fc7 sc0 ls1 ws0">sta<span class="_ _2"></span>tutory audit </td><td class="t m0 x9aa h1d y23d9 ffd fs11 fc7 sc0 ls1 ws0">consolidation </td><td class="t m0 x9ab h8b y23d8 ffb fs11 fc7 sc0 ls1 ws0">31 December </td></tr><tr><td /><td class="t m0 x7b3 h8b y23da ffb fs11 fc7 sc0 ls1 ws0">2023 </td><td class="t m0 x9ac h4a y23db ffc fs11 fc7 sc0 ls1 ws0">adjustments </td><td class="t m0 x9ad h4a y23db ffc fs11 fc7 sc0 ls1 ws0">entries </td><td class="t m0 x1b1 h8b y23da ffb fs11 fc7 sc0 ls1 ws0">2023 </td></tr><tr><td /><td class="t m0 x46a h8b y23dc ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x46b h1d y23dd ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x1b3 h1d y23dd ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x1b4 h8b y23dc ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="t m0 x1b5 h11 y23de ffb fs8 fc3 sc0 ls1 ws0">Non-current assets<span class="_ _167"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></td><td /><td /><td /><td /></tr><tr><td class="c n x1b7 y23df w4c he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Pr<span class="_ _2"></span>operty<span class="_ _0"></span>, plant and equipment and right<span class="_ _0"></span>-of-use assets<span class="_ _2d2"> </span></div></td><td class="c n x9ae y23df w6b he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">6,917<span class="_ _2d2"> </span></div></td><td class="c n x9af y23df w15 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">1<span class="_ _2d2"> </span></div></td><td class="c n x609 y23df w33 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x832 y23df w26 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">6,918<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y23e0 w1e0 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Inves<span class="_ _2"></span>tment in sublease<span class="_ _2d2"> </span></div></td><td class="c n x9b0 y23e0 w26 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">1,756<span class="_ _2d2"> </span></div></td><td class="c n x9b1 y23e0 w15 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">1<span class="_ _2d2"> </span></div></td><td class="c n x9b2 y23e0 w4f he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x7bc y23e0 w6b he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">1,757<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x1b5 h11 y23e1 ffb fs8 fc3 sc0 ls1 ws0">Current assets<span class="_ _154"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></td><td /><td /><td /><td /></tr><tr><td class="c n x1b7 y21f7 w55 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">T<span class="_ _0"></span>rade and other receiv<span class="_ _2"></span>ables<span class="_ _2d2"> </span></div></td><td class="c n x9b3 y21f7 w35 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">23,206<span class="_ _2d2"> </span></div></td><td class="c n x9b4 y21f7 w2c he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(760)<span class="_ _2d2"> </span></div></td><td class="c n x68a y21f7 w33 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x9b5 y21f7 w3c he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">22,446<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x1b5 h2e y23e2 ff16 fs8 fc3 sc0 ls1 ws0">Current liabilities<span class="_ _173"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></td><td /><td /><td /><td /></tr><tr><td class="c n x1b7 y2203 w5e he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">T<span class="_ _0"></span>rade and other pay<span class="_ _2"></span>ables<span class="_ _2d2"> </span></div></td><td class="c n x9b6 y2203 w23 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws9b">(30,485)<span class="_ _2d2"> </span></div></td><td class="c n x9b7 y2203 w29 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(6)<span class="_ _2d2"> </span></div></td><td class="c n x456 y2203 w2c he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(741)<span class="_ _2d2"> </span></div></td><td class="c n x9b8 y2203 w23 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws9b">(31,232)<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x1b5 h2e y23e3 ff16 fs8 fc3 sc0 ls1 ws0">Non-current liabilities<span class="_ _176"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></td><td /><td /><td /><td /></tr><tr><td class="c n x1b7 y2176 w60 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Pr<span class="_ _2"></span>ovisions for liabilities<span class="_ _2d2"> </span></div></td><td class="c n x9b9 y2176 w1d he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws9b">(5,647)<span class="_ _2d2"> </span></div></td><td class="c n x9ba y2176 w2c he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(225)<span class="_ _2d2"> </span></div></td><td class="c n x485 y2176 w4f he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _2d2"> </span></div></td><td class="c n x79a y2176 w1d he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws9b">(5,872)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2177 w67 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">Net assets<span class="_ _2d2"> </span></div></td><td class="c n x6ae y2177 w35 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">75,945<span class="_ _2d2"> </span></div></td><td class="c n x9bb y2177 w2c he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(989)<span class="_ _2d2"> </span></div></td><td class="c n x9bc y2177 w2c he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(741)<span class="_ _2d2"> </span></div></td><td class="c n x9bd y2177 w35 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">74,215<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x1b5 h11 y23e4 ffb fs8 fc3 sc0 ls1 ws0">Equity<span class="_ _13a"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></td><td /><td /><td /><td /></tr><tr><td class="c n x1b7 y2179 w2ed he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Ret<span class="_ _2"></span>ained Earnings<span class="_ _2d2"> </span></div></td><td class="c n x9be y2179 w35 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">74,087<span class="_ _2d2"> </span></div></td><td class="c n x9bf y2179 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(989)<span class="_ _2d2"> </span></div></td><td class="c n x7ec y2179 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(741)<span class="_ _2d2"> </span></div></td><td class="c n x9c0 y2179 w35 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">72,357<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b6 w2ee he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal Equity<span class="_ _2d2"> </span></div></td><td class="c n x9c1 y20b6 w35 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">75,945<span class="_ _2d2"> </span></div></td><td class="c n x9c2 y20b6 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(989)<span class="_ _2d2"> </span></div></td><td class="c n x9c3 y20b6 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(741)<span class="_ _2d2"> </span></div></td><td class="c n x22e y20b6 w35 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">74,215<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 x34 h4a y1e49 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="x1ae z49 gs1"><ix:continuation id="_434261ac-19a0-4827-b2a3-615fa1fcbe77" continuedAt="_d150d783-3815-48d0-ab9e-717560ad18be"><table id="_0e0324d2-5dc5-4027-a18a-e45f9f6caf9f" class="s w49 h144"><tr><td /><td class="t m0 x582 h8b y23e5 ffb fs11 fc7 sc0 ls1 ws0">Reported </td><td /><td /><td class="t m0 x9a5 h8b y23e5 ffb fs11 fc7 sc0 ls1 ws0">Resta<span class="_ _2"></span>ted </td></tr><tr><td /><td class="t m0 x9a6 h8b y23e6 ffb fs11 fc7 sc0 ls1 ws0">year ended </td><td class="t m0 x9a7 h4a y23e7 ffc fs11 fc7 sc0 ls1 ws0">Subsidiary </td><td class="t m0 x9a8 h4a y23e7 ffc fs11 fc7 sc0 ls1 ws0">Disposal-relat<span class="_ _2"></span>ed </td><td class="t m0 x9a9 h8b y23e6 ffb fs11 fc7 sc0 ls1 ws0">year ended </td></tr><tr><td /><td class="t m0 x77b h8b y23e8 ffb fs11 fc7 sc0 ls1 ws0">31 December </td><td class="t m0 x77c h4a y23e9 ffc fs11 fc7 sc0 ls1 ws0">sta<span class="_ _2"></span>tutory audit </td><td class="t m0 x9aa h1d y23e9 ffd fs11 fc7 sc0 ls1 ws0">consolidation </td><td class="t m0 x9ab h8b y23e8 ffb fs11 fc7 sc0 ls1 ws0">31 December </td></tr><tr><td /><td class="t m0 x7b3 h8b y23ea ffb fs11 fc7 sc0 ls1 ws0">2024 </td><td class="t m0 x9ac h4a y23eb ffc fs11 fc7 sc0 ls1 ws0">adjustments </td><td class="t m0 x9ad h4a y23eb ffc fs11 fc7 sc0 ls1 ws0">entries </td><td class="t m0 x1b1 h8b y23ea ffb fs11 fc7 sc0 ls1 ws0">2024 </td></tr><tr><td /><td class="t m0 x46a h8b y23ec ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x46b h1d y23ed ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x1b3 h1d y23ed ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x1b4 h8b y23ec ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="t m0 x1b5 h11 y23ee ffb fs8 fc3 sc0 ls1 ws0">Non-current assets<span class="_ _167"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></td><td /><td /><td /><td /></tr><tr><td class="c n x1b7 y20ab w53 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Loans to fr<span class="_ _2"></span>anchisees and appointed r<span class="_ _2"></span>epresent<span class="_ _2"></span>atives<span class="_ _2d2"> </span></div></td><td class="c n x9c4 y20ab w27 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">979<span class="_ _2d2"> </span></div></td><td class="c n x9c5 y20ab w7c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(77)<span class="_ _2d2"> </span></div></td><td /><td class="c n x9c6 y20ab w27 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">902<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x1b5 h11 y23ef ffb fs8 fc3 sc0 ls1 ws0">Current assets<span class="_ _154"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></td><td /><td /><td /><td /></tr><tr><td class="c n x1b7 y21bf w55 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">T<span class="_ _0"></span>rade and other receiv<span class="_ _2"></span>ables<span class="_ _2d2"> </span></div></td><td class="c n x9b3 y21bf w35 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">24,811<span class="_ _2d2"> </span></div></td><td class="c n x9b4 y21bf w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(650)<span class="_ _2d2"> </span></div></td><td /><td class="c n x6b4 y21bf w3c he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">24,161<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x1b5 h2e y23f0 ff16 fs8 fc3 sc0 ls1 ws0">Current liabilities<span class="_ _173"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></td><td /><td /><td /><td /></tr><tr><td class="c n x1b7 y2281 w5d he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Financial liabilities<span class="_ _2d2"> </span></div></td><td class="c n x9c7 y2281 w1d he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(5,597)<span class="_ _2d2"> </span></div></td><td class="c n x9c8 y2281 w2f he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">2<span class="_ _2d2"> </span></div></td><td /><td class="c n x28c y2281 w1d he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(5,595)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2203 w5e he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">T<span class="_ _0"></span>rade and other pay<span class="_ _2"></span>ables<span class="_ _2d2"> </span></div></td><td class="c n x9b6 y2203 w23 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(36,778)<span class="_ _2d2"> </span></div></td><td class="c n x9c9 y2203 w19 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">26<span class="_ _2d2"> </span></div></td><td class="c n x651 y2203 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(741)<span class="_ _2d2"> </span></div></td><td class="c n x9ca y2203 w23 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(37,493)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21a4 w60 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Pr<span class="_ _2"></span>ovisions for liabilities<span class="_ _2d2"> </span></div></td><td class="c n x9b9 y21a4 w1d he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(6,316)<span class="_ _2d2"> </span></div></td><td class="c n x9ba y21a4 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(236)<span class="_ _2d2"> </span></div></td><td /><td class="c n x9cb y21a4 w2b he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(6,552)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2176 w67 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">Net assets<span class="_ _2d2"> </span></div></td><td class="c n x6ae y2176 w35 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">81,884<span class="_ _2d2"> </span></div></td><td class="c n x9bb y2176 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(936)<span class="_ _2d2"> </span></div></td><td class="c n x9bc y2176 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(741)<span class="_ _2d2"> </span></div></td><td class="c n x9bd y2176 w35 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">80,207<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x1b5 h11 y23f1 ffb fs8 fc3 sc0 ls1 ws0">Equity<span class="_ _13a"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></td><td /><td /><td /><td /></tr><tr><td class="c n x1b7 y2178 w2ed he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">Ret<span class="_ _2"></span>ained Earnings<span class="_ _2d2"> </span></div></td><td class="c n x9be y2178 w35 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">80,417<span class="_ _2d2"> </span></div></td><td class="c n x9bf y2178 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(943)<span class="_ _2d2"> </span></div></td><td class="c n x7ec y2178 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(741)<span class="_ _2d2"> </span></div></td><td class="c n x9c0 y2178 w35 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">78,733<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2179 w44 he3"><div class="t m0 x1b6 h13 y209f ffc fs8 fc3 sc0 ls1 ws0">Non-contr<span class="_ _2"></span>olling inter<span class="_ _2"></span>est<span class="_ _2d2"> </span></div></td><td class="c n x9cc y2179 w7e he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(280)<span class="_ _2d2"> </span></div></td><td class="c n x6fd y2179 w15 he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">7<span class="_ _2d2"> </span></div></td><td /><td class="c n x9cd y2179 w70 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws9b">(273)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b6 w2ee he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal Equity<span class="_ _2d2"> </span></div></td><td class="c n x9c1 y20b6 w35 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">81,884<span class="_ _2d2"> </span></div></td><td class="c n x9c2 y20b6 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(936)<span class="_ _2d2"> </span></div></td><td class="c n x9c3 y20b6 w2c he3"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">(741)<span class="_ _2d2"> </span></div></td><td class="c n x22e y20b6 w35 he3"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">80,207<span class="_ _2d2"> </span></div></td></tr></table></ix:continuation></div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   149<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   149<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
<div id="pf98" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc98 w4 h0"><img 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" class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">150</div><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 h10 y21 ffc fs4 fc6 sc0 ls9e ws12">Notes<span class="_ _1"></span> to<span class="_ _1"></span> the<span class="_ _7"></span> Group<span class="_ _1"></span> Finan<span class="_ _1"></span>cial<span class="_ _1"></span> S<span class="_ _2"></span>t<span class="_ _1"></span>atement<span class="_ _1"></span>s<span class="_ _1"></span> <span class="fs41 lsa0 wsa1">conti<span class="_ _2"></span>nued</span></div><div class="t m0 x6 h6f y13bf ffb fs24 fc10 sc0 ls70 ws6b"><ix:continuation id="_d150d783-3815-48d0-ab9e-717560ad18be" continuedAt="_c0ae8485-5b22-41f6-9931-d3f690867613">Group Income Statement<span class="ls1 ws0"> </span></ix:continuation></div><div class="t m0 x6 h6f y1e60 ffb fs24 fc10 sc0 ls70 ws6b"><ix:continuation id="_c0ae8485-5b22-41f6-9931-d3f690867613" continuedAt="_28a0a94c-63f5-4d59-b45d-58ed5e7b2516">Y<span class="_ _2"></span>ear ended<span class="_ _2"></span> 31<span class="_ _2"></span> December 2024<span class="_ _2d2"> </span></ix:continuation></div><div class="t m0 x17 h4a y1e61 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="x1fc z4a gs1"><ix:continuation id="_28a0a94c-63f5-4d59-b45d-58ed5e7b2516"><table id="_a4889a02-e1a1-4bc5-8ab7-dff350b67926" class="s w24d h145"><tr><td /><td class="t m0 x9ce h8b y23f2 ffb fs11 fc7 sc0 ls1 ws0">Reported </td><td /><td class="t m0 x9cf h8b y23f2 ffb fs11 fc7 sc0 ls1 ws0">Resta<span class="_ _2"></span>ted </td></tr><tr><td /><td class="t m0 x3f4 h8b y23f3 ffb fs11 fc7 sc0 ls1 ws0">year ended </td><td class="t m0 x9d0 h4a y23f4 ffc fs11 fc7 sc0 ls1 ws0">Subsidiary </td><td class="t m0 x9d1 h8b y23f3 ffb fs11 fc7 sc0 ls1 ws0">year ended </td></tr><tr><td /><td class="t m0 x9d2 h8b y23f5 ffb fs11 fc7 sc0 ls1 ws0">31 December </td><td class="t m0 x9d3 h4a y23f6 ffc fs11 fc7 sc0 ls1 ws0">sta<span class="_ _2"></span>tutory audit </td><td class="t m0 x4a6 h8b y23f5 ffb fs11 fc7 sc0 ls1 ws0">31 December </td></tr><tr><td /><td class="t m0 x1ff h8b y23f7 ffb fs11 fc7 sc0 ls1 ws0">2024 </td><td class="t m0 x9d4 h4a y23f8 ffc fs11 fc7 sc0 ls1 ws0">adjustments </td><td class="t m0 x3af h8b y23f7 ffb fs11 fc7 sc0 ls1 ws0">2024 </td></tr><tr><td /><td class="t m0 x203 h8b y23f9 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x204 h1d y23fa ffd fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td><td class="t m0 x205 h8b y23f9 ffb fs11 fc7 sc0 ls1 ws0">£’000<span class="_ _2d2"> </span></td></tr><tr><td class="c n x1b7 y21bf w1f4 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Rev<span class="_ _2"></span>enue<span class="_ _2d2"> </span></div></td><td class="c n x9d5 y21bf w16 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">173,175<span class="_ _2d2"> </span></div></td><td class="c n x9d6 y21bf w27 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">143<span class="_ _2d2"> </span></div></td><td class="c n x242 y21bf w16 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">173,318<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20ae w22 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Other opera<span class="_ _2"></span>ting costs<span class="_ _2d2"> </span></div></td><td class="c n x9d7 y20ae w23 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws9b">(35,548)<span class="_ _2d2"> </span></div></td><td class="c n x9d8 y20ae w7c he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">(90)<span class="_ _2d2"> </span></div></td><td class="c n x9d9 y20ae w23 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">(35,638)<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20af w2ef he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Group oper<span class="_ _2"></span>ating pr<span class="_ _2"></span>ofit<span class="_ _2d2"> </span></div></td><td class="c n x9da y20af w35 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">21,886<span class="_ _2d2"> </span></div></td><td class="c n x9db y20af w19 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">53<span class="_ _2d2"> </span></div></td><td class="c n x9dc y20af w3c he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">21,939<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y20b0 wde he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Pr<span class="_ _2"></span>ofit befor<span class="_ _2"></span>e ta<span class="_ _2"></span>x<span class="_ _2d2"> </span></div></td><td class="c n x6b9 y20b0 w35 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">23,013<span class="_ _2d2"> </span></div></td><td class="c n x9dd y20b0 w19 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">53<span class="_ _2d2"> </span></div></td><td class="c n x9de y20b0 w35 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">23,066<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y21a4 w2f0 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Pr<span class="_ _2"></span>ofit for the period fr<span class="_ _2"></span>om continuing oper<span class="_ _2"></span>ations<span class="_ _2d2"> </span></div></td><td class="c n x9df y21a4 w35 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">17,766<span class="_ _2d2"> </span></div></td><td class="c n x9e0 y21a4 w20 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">53<span class="_ _2d2"> </span></div></td><td class="c n x9e1 y21a4 w3c he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">17,819<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2176 w2f1 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Pr<span class="_ _2"></span>ofit for the period<span class="_ _2d2"> </span></div></td><td class="c n x9e2 y2176 w35 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">17,389<span class="_ _2d2"> </span></div></td><td class="c n x9e3 y2176 w19 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">53<span class="_ _2d2"> </span></div></td><td class="c n x287 y2176 w35 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">17,442<span class="_ _2d2"> </span></div></td></tr><tr><td class="t m0 x206 h2e y23fb ff16 fs8 fc3 sc0 ls1 ws0">A<span class="_ _2"></span>ttributable to:<span class="_ _161"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></td><td /><td /><td /></tr><tr><td class="c n x1b7 y2178 w43 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">Owners of the par<span class="_ _2"></span>ent<span class="_ _2d2"> </span></div></td><td class="c n x9e4 y2178 w35 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">17,363<span class="_ _2d2"> </span></div></td><td class="c n x9e5 y2178 w20 he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">46<span class="_ _2d2"> </span></div></td><td class="c n x9e6 y2178 w35 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">17,409<span class="_ _2d2"> </span></div></td></tr><tr><td class="c n x1b7 y2179 w44 he3"><div class="t m0 x1b6 h13 y2093 ffc fs8 fc3 sc0 ls1 ws0">Non-contr<span class="_ _2"></span>olling inter<span class="_ _2"></span>est<span class="_ _2d2"> </span></div></td><td class="c n x1c9 y2179 w19 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">26<span class="_ _2d2"> </span></div></td><td class="c n x42b y2179 w2f he3"><div class="t m0 x1b6 h13 y2093 ffd fs8 fc3 sc0 ls1 ws0">7<span class="_ _2d2"> </span></div></td><td class="c n x9e7 y2179 w19 he3"><div class="t m0 x1b6 h13 y2093 ffb fs8 fc3 sc0 ls1 ws0">33<span class="_ _2d2"> </span></div></td></tr><tr><td /><td class="c n x9e8 y20b6 w35 heb"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">17,389<span class="_ _2d2"> </span></div></td><td class="c n x9e9 y20b6 w20 heb"><div class="t m0 x1b6 h13 y209f ffd fs8 fc3 sc0 ls1 ws0">53<span class="_ _2d2"> </span></div></td><td class="c n x9ea y20b6 w3c heb"><div class="t m0 x1b6 h13 y209f ffb fs8 fc3 sc0 ls1 ws0">17,442</div></td></tr></table></ix:continuation></div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   150<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   150<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
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" class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x155 hf y20 ffb fs2 fc5 sc0 ls6 ws4">151</div><div class="t m0 xf he y1f ff4a fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 xe he y1e ff4a fs6 fc4 sc0 ls9c ws9c">OTHER INFORMATION<span class="_ _182"></span><span class="fc0">FINANCIAL STATEMENTS<span class="_ _183"></span><span class="fc4">CORPORATE GOVERNANCE<span class="_ _13e"></span>STRATEGIC<span class="_ _2"></span> REPORT<span class="_ _184"></span><span class="ls37 ws36">OVERVIEW</span></span></span></div><div class="t m0 x18 h10 y21 ffc fs4 fc6 sc0 ls9e ws12">Parent<span class="_ _1"></span> C<span class="_ _1"></span>omp<span class="_ _1"></span>an<span class="_ _2"></span>y<span class="_ _1"></span> B<span class="_ _1"></span>alanc<span class="_ _1"></span>e<span class="_ _1"></span> She<span class="_ _1"></span>et<span class="_ _14"></span> <span class="_ _6"></span><span class="fs41 ls1 ws0"> </span></div><div class="t m0 x18 h46 y2ca ffd fs1 fc6 sc0 ls1 ws0">as at 3<span class="_ _0"></span>1 December 2025</div><div class="t m0 x10a h4a y15c4 ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x10a h4a y15c5 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x7c h4a y15c4 ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x11c h4a y15c5 ffc fs11 fc7 sc0 ls1 ws0">Note</div><div class="t m0 x78 h8b y15c4 ffb fs11 fc7 sc0 ls1 ws0">2025 </div><div class="t m0 x45 h8b y15c5 ffb fs11 fc7 sc0 ls1 ws0">£’000</div><div class="t m0 x1a7 h1d y15c4 ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></div><div class="t m0 x154 h1d y15c5 ffd fs11 fc7 sc0 ls1 ws0">£’000</div><div class="t m0 x41 h11 y1e75 ffb fs8 fc3 sc0 ls1 ws0">Non-current assets<span class="_ _2ad"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></div><div class="t m0 x41 h13 y1e76 ffd fs8 fc3 sc0 ls1 ws0">Pr<span class="_ _2"></span>operty<span class="_ _0"></span>, plant and equipment and right<span class="_ _0"></span>-of-use assets<span class="_ _23f"> </span>2<span class="_ _a2"> </span><span class="ffb">465<span class="_ _a2"> </span></span>735</div><div class="t m0 x41 h13 y1e77 ffc fs8 fc3 sc0 ls1 ws0">Inves<span class="_ _2"></span>tment in subsidiaries<span class="_ _2ae"> </span><span class="ffd">3<span class="_ _1b"> </span><span class="ffb">123,182<span class="_ _1b"> </span></span>122,432</span></div><div class="t m0 x41 h13 y1e78 ffc fs8 fc3 sc0 ls1 ws0">Inves<span class="_ _2"></span>tment in joint v<span class="_ _2"></span>enture<span class="_ _254"> </span><span class="ffd">5<span class="_ _a0"> </span><span class="ffb">14,988<span class="_ _a7"> </span></span>11,585</span></div><div class="t m0 x41 h13 y1e79 ffc fs8 fc3 sc0 ls1 ws0">Def<span class="_ _2"></span>erred t<span class="_ _2"></span>ax asset<span class="_ _22c"> </span><span class="ffd">11<span class="_ _a2"> </span><span class="ffb">818<span class="_ _75"> </span></span>1,108</span></div><div class="t m0 x41 h13 y1e7a ffc fs8 fc3 sc0 ls1 ws0"> <span class="_ _164"> </span> <span class="_ _130"> </span><span class="ffb">139,453<span class="_ _cb"> </span><span class="ffd">135,860</span></span></div><div class="t m0 x41 h11 y1e7b ffb fs8 fc3 sc0 ls1 ws0">Current assets<span class="_ _2af"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></div><div class="t m0 x41 h13 y1e7c ffc fs8 fc3 sc0 ls1 ws0">T<span class="_ _0"></span>rade and other receiv<span class="_ _2"></span>ables<span class="_ _2f"> </span><span class="ffd">6<span class="_ _a0"> </span><span class="ffb">19,634<span class="_ _a0"> </span></span>10,445</span></div><div class="t m0 x41 h13 y1e7d ffc fs8 fc3 sc0 ls1 ws0">Financial assets<span class="_ _2b0"> </span><span class="ffd">4<span class="_ _82"> </span><span class="ffb">–<span class="_ _a2"> </span></span>432</span></div><div class="t m0 x41 h13 y1e7e ffc fs8 fc3 sc0 ls1 ws0">Cash and cash equivalen<span class="_ _2"></span>ts<span class="_ _195"> </span><span class="ffd">7<span class="_ _6b"> </span><span class="ffb">474<span class="_ _79"> </span></span>32</span></div><div class="t m0 x41 h13 y1e7f ffd fs8 fc3 sc0 ls1 ws0">Loans to joint v<span class="_ _2"></span>enture<span class="_ _196"> </span>4<span class="_ _a0"> </span><span class="ffb">13,840<span class="_ _75"> </span></span>7,607</div><div class="t m0 x41 h13 y1e80 ffc fs8 fc3 sc0 ls1 ws0"> <span class="_ _164"> </span> <span class="_ _6d"> </span><span class="ffb">33,948<span class="_ _a0"> </span><span class="ffd">18,516</span></span></div><div class="t m0 x41 h13 y1e81 ffb fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal assets<span class="_ _258"> </span><span class="ffc"> <span class="_ _117"> </span></span>173,401<span class="_ _1b"> </span><span class="ffd">154,376</span></div><div class="t m0 x41 h2e y1e82 ff16 fs8 fc3 sc0 ls1 ws0">Current liabilities<span class="_ _230"> </span><span class="ffc"> <span class="_ _cc"> </span> <span class="_ _ac"> </span> </span></div><div class="t m0 x41 h13 y1e83 ffc fs8 fc3 sc0 ls1 ws0">T<span class="_ _0"></span>rade and other pay<span class="_ _2"></span>ables<span class="_ _279"> </span><span class="ffd">8<span class="_ _71"> </span><span class="ffb ws9b">(68,117)<span class="_ _18"></span>  <span class="_ _12a"> </span><span class="ffd ws0">(56,813)<span class="_ _18"></span> <span class="_ _6"></span> </span></span></span></div><div class="t m0 x41 h13 y1e84 ffd fs8 fc3 sc0 ls1 ws0">Bank over<span class="_ _2"></span>drafts<span class="_ _159"> </span>7<span class="_ _71"> </span><span class="ffb ws9b">(36,701)<span class="_ _18"></span>  <span class="_ _12a"> </span><span class="ffd ws0">(26,607)<span class="_ _18"></span> <span class="_ _6"></span> </span></span></div><div class="t m0 x41 h13 y1e85 ffd fs8 fc3 sc0 ls1 ws0">Financial liabilities<span class="_ _27e"> </span>9<span class="_ _151"> </span><span class="ffb ws9b">(3,598)<span class="_ _18"></span>  <span class="_ _33"> </span><span class="ffd ws0">(3,380)<span class="_ _1c"></span> <span class="_ _6"></span> </span></span></div><div class="t m0 x41 h13 y1e86 ffd fs8 fc3 sc0 ls1 ws0">Pr<span class="_ _2"></span>ovision for liabilities<span class="_ _1a0"> </span>10<span class="_ _82"> </span><span class="ffb">–<span class="_ _2b"> </span></span>(571)<span class="_ _1c"></span> <span class="_ _e"></span> </div><div class="t m0 x41 h13 y1e87 ffc fs8 fc3 sc0 ls1 ws0"> <span class="_ _164"> </span> <span class="_ _9c"> </span><span class="ffb ws9b">(108,416)<span class="_ _18"></span>  <span class="_ _12a"> </span><span class="ffd ws0">(87,371)<span class="_ _1c"></span> <span class="_ _6"></span> </span></span></div><div class="t m0 x41 h2e y1e88 ff16 fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal liabilities<span class="_ _2b1"> </span><span class="ffc"> <span class="_ _9c"> </span><span class="ffb ws9b">(108,416)<span class="_ _18"></span>  <span class="_ _12a"> </span><span class="ffd ws0">(87,371)<span class="_ _1c"></span> <span class="_ _6"></span> </span></span></span></div><div class="t m0 x41 h13 y1e89 ffb fs8 fc3 sc0 ls1 ws0">Net assets<span class="_ _28d"> </span><span class="ffc"> <span class="_ _6d"> </span></span>64,985<span class="_ _a7"> </span><span class="ffd">67,005</span></div><div class="t m0 x41 h11 y1e8a ffb fs8 fc3 sc0 ls1 ws0">Equity<span class="_ _135"> </span><span class="ffc"> <span class="_ _cc"> </span> <span class="_ _ac"> </span> </span></div><div class="t m0 x41 h13 y1e8b ffc fs8 fc3 sc0 ls1 ws0">Share capit<span class="_ _2"></span>al<span class="_ _2b2"> </span><span class="ffd">12<span class="_ _a2"> </span><span class="ffb">210<span class="_ _6b"> </span></span>210</span></div><div class="t m0 x41 h13 y1e8c ffc fs8 fc3 sc0 ls1 ws0">Share pr<span class="_ _2"></span>emium account<span class="_ _2ab"> </span><span class="ffd">13<span class="_ _f4"> </span><span class="ffb">5,629<span class="_ _75"> </span></span>5,629</span></div><div class="t m0 x41 h13 y1e8d ffc fs8 fc3 sc0 ls1 ws0">Share-based pa<span class="_ _2"></span>yment reserve<span class="_ _d"> </span><span class="ffd">13<span class="_ _f4"> </span><span class="ffb">3,355<span class="_ _75"> </span></span>2,634</span></div><div class="t m0 x41 h13 y1e8e ffd fs8 fc3 sc0 ls1 ws0">Shares held by employ<span class="_ _2"></span>ee benefit trust &amp; shar<span class="_ _2"></span>e incentive plan<span class="_ _8d"> </span>13<span class="_ _151"> </span><span class="ffb ws9b">(1,316)<span class="_ _1c"></span>  <span class="_ _33"> </span><span class="ffd ws0">(1,510)<span class="_ _1c"></span> <span class="_ _6"></span> </span></span></div><div class="t m0 x41 h13 y1e8f ffc fs8 fc3 sc0 ls1 ws0">T<span class="_ _0"></span>reasury shares<span class="_ _15c"> </span><span class="ffd">13<span class="_ _151"> </span><span class="ffb ws9b">(9,876)<span class="_ _1c"></span>  <span class="_ _33"> </span><span class="ffd ws0">(4,831)<span class="_ _1c"></span> <span class="_ _6"></span> </span></span></span></div><div class="t m0 x41 h13 y1e90 ffc fs8 fc3 sc0 ls1 ws0">Fair v<span class="_ _2"></span>alue reserve<span class="_ _2b3"> </span><span class="ffd">13<span class="_ _2b"> </span><span class="ffb ws9b">(306)<span class="_ _18"></span>  <span class="_ _9b"> </span><span class="ffd ws0">(306)<span class="_ _1c"></span> <span class="_ _6"></span> </span></span></span></div><div class="t m0 x41 h13 y1e91 ffd fs8 fc3 sc0 ls1 ws0">Ret<span class="_ _2"></span>ained earnings<span class="_ _20b"> </span><span class="ffc"> <span class="_ _6d"> </span><span class="ffb">67,289<span class="_ _a7"> </span></span></span>65,179</div><div class="t m0 x41 h13 y74c ffb fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal equity<span class="_ _2b4"> </span><span class="ffc"> <span class="_ _6d"> </span></span>64,985<span class="_ _a0"> </span><span class="ffd">67,005</span></div><div class="t m0 x18 h13 y1e92 ffd fs8 fc8 sc0 ls14 ws11">As permitted by Section 408 (3) <span class="_ _2"></span>of the Companies Act 2006, no profit <span class="_ _2"></span>and loss account of the Company is <span class="_ _2"></span>presented. The profit after tax for the </div><div class="t m0 x18 h13 y1e93 ffd fs8 fc8 sc0 ls14 ws11">financial year of the Company was <span class="_ _2"></span>£13.3m (2024: £0.6m profit after tax). The <span class="_ _2"></span>notes on pages 153 to 158 form <span class="_ _2"></span>part of these Financial Statements.</div><div class="t m0 x18 h13 y1e94 ffd fs8 fc8 sc0 ls14 ws11">The Financial Statements were approved by <span class="_ _2"></span>and signed on behalf of the Board <span class="_ _2"></span>by:</div><div class="t m0 x18 h11 y1e95 ffb fs8 fc8 sc0 ls14 ws0">Adam Castleton<span class="ls1"> </span></div><div class="t m0 x18 h14 y1e96 ffc fs8 fc8 sc0 ls14 ws0">Group Chief Executive Officer</div><div class="t m0 x144 h11 y1e95 ffb fs8 fc8 sc0 ls14 ws0">David Tilak<span class="ls1"> </span></div><div class="t m0 x144 h14 y1e96 ffc fs8 fc8 sc0 ls14 ws0">Group Chief Financial Officer</div><div class="t m0 x18 h13 y1e97 ffd fs8 fc8 sc0 ls14 ws11">18 March 2026<span class="_ _23f"> </span>18 March 2026</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   151<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   151<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
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class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">152<span class="_ _1b6"> </span>153</div><div class="t m0 x8 he y1f ff49 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x19 he y1e ff49 fs6 fc4 sc0 ls37 ws36">OVERVIEW</div><div class="t m0 x6 h10 y1e98 ffc fs4 fc6 sc0 ls9e ws12">Parent<span class="_ _1"></span> C<span class="_ _1"></span>omp<span class="_ _1"></span>an<span class="_ _2"></span>y<span class="_ _1"></span> Statement<span class="_ _14"></span> </div><div class="t m0 x6 h10 y1e99 ffc fs4 fc6 sc0 ls9e ws12">of<span class="_ _1"></span> Chan<span class="_ _1"></span>g<span class="_ _2"></span>es<span class="_ _1"></span> in<span class="_ _7"></span> E<span class="_ _0"></span>qui<span class="_ _1"></span>t<span class="_ _7"></span>y<span class="_ _14"></span> </div><div class="t m0 xcb hdc y21 ffc fs41 fc6 sc0 ls1 ws0"> </div><div class="t m0 x6 h46 y2ca ffd fs1 fc6 sc0 ls1 ws0">For the ye<span class="_ _2"></span>ar ended 3<span class="_ _0"></span>1 December 20<span class="_ _2"></span>25</div><div class="t m0 xd5 h4a y15c1 ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 xd5 h4a y165d ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 xd1 h8b y15c1 ffb fs11 fc7 sc0 ls1 ws0">Share capital </div><div class="t m0 xac h8b y165d ffb fs11 fc7 sc0 ls1 ws0">£’000</div><div class="t m0 xdc h8b y15c2 ffb fs11 fc7 sc0 ls1 ws0">Share </div><div class="t m0 x3e h8b y15c3 ffb fs11 fc7 sc0 ls1 ws0">premium </div><div class="t m0 x190 h8b y1660 ffb fs11 fc7 sc0 ls1 ws0">£’000</div><div class="t m0 x185 h8b y15c4 ffb fs11 fc7 sc0 ls1 ws0">Share- based </div><div class="t m0 x85 h8b y15c5 ffb fs11 fc7 sc0 ls1 ws0">payment </div><div class="t m0 x192 h8b y15c6 ffb fs11 fc7 sc0 ls1 ws0">reserve </div><div class="t m0 x181 h8b y1663 ffb fs11 fc7 sc0 ls1 ws0">£’000</div><div class="t m0 x1a5 h8b y15c2 ffb fs11 fc7 sc0 ls1 ws0">Shares held by </div><div class="t m0 x26 h8b y15c1 ffb fs11 fc7 sc0 ls1 ws0">EBT &amp; SIP </div><div class="t m0 x11b h8b y165d ffb fs11 fc7 sc0 ls1 ws0">£’000</div><div class="t m0 x73 h8b y15c2 ffb fs11 fc7 sc0 ls1 ws0">T<span class="_ _2"></span>reasury </div><div class="t m0 x80 h8b y15c3 ffb fs11 fc7 sc0 ls1 ws0">shares </div><div class="t m0 x77 h8b y1660 ffb fs11 fc7 sc0 ls1 ws0">£’000</div><div class="t m0 x8e h8b y15c2 ffb fs11 fc7 sc0 ls1 ws0">Fair v<span class="_ _2"></span>alue </div><div class="t m0 xc1 h8b y15c3 ffb fs11 fc7 sc0 ls1 ws0">reserve </div><div class="t m0 x11c h8b y1660 ffb fs11 fc7 sc0 ls1 ws0">£’000</div><div class="t m0 x75 h8b y15c2 ffb fs11 fc7 sc0 ls1 ws0">Retained </div><div class="t m0 x10f h8b y15c3 ffb fs11 fc7 sc0 ls1 ws0">earnings </div><div class="t m0 xb7 h8b y1660 ffb fs11 fc7 sc0 ls1 ws0">£’000</div><div class="t m0 xbf h8b y15c1 ffb fs11 fc7 sc0 ls1 ws0">T<span class="_ _0"></span>otal </div><div class="t m0 x173 h8b y165d ffb fs11 fc7 sc0 ls1 ws0">£’000</div><div class="t m0 xc3 h11 y1e9a ffb fs8 fc3 sc0 ls1 ws0">As at 1 January 2025<span class="_ _d1"> </span>210<span class="_ _1b"> </span>5,629<span class="_ _1b"> </span>2,634<span class="_ _87"> </span><span class="ws9b">(1,510)<span class="_ _18"></span>  <span class="_ _1af"> </span>(4,831)<span class="_ _1c"></span>  <span class="_ _71"> </span>(306)<span class="_ _1c"></span>  <span class="_ _c5"> </span><span class="ws0">65,179<span class="_ _3c"> </span>67,005</span></span></div><div class="t m0 xc3 h13 y1e9b ffd fs8 fc3 sc0 ls1 ws0">Pr<span class="_ _2"></span>ofit for the y<span class="_ _2"></span>ear<span class="_ _2b5"> </span>–<span class="_ _6b"> </span>–<span class="_ _6b"> </span>–<span class="_ _6b"> </span>–<span class="_ _6b"> </span>–<span class="_ _6b"> </span>–<span class="_ _65"> </span>13,345<span class="_ _3c"> </span><span class="ffb">13,345</span></div><div class="t m0 xc3 h11 y1e9c ffb fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal comprehensive </div><div class="t m0 xc3 h11 y1e9d ffb fs8 fc3 sc0 ls1 ws0">income for the y<span class="_ _2"></span>ear</div><div class="t m0 x189 h11 y1e9e ffb fs8 fc3 sc0 ls1 ws0">–<span class="_ _6b"> </span>–<span class="_ _6b"> </span>–<span class="_ _6b"> </span>–<span class="_ _6b"> </span>–<span class="_ _6b"> </span>–<span class="_ _3c"> </span>13,345<span class="_ _65"> </span>13,345</div><div class="t m0 xc3 h2e y1e9f ff16 fs8 fc3 sc0 ls1 ws0">T<span class="_ _2"></span>r<span class="_ _2"></span>ansactions with owners in </div><div class="t m0 xc3 h11 y1ea0 ffb fs8 fc3 sc0 ls1 ws0">their capacity:</div><div class="t m0 x189 h14 y1ea1 ffc fs8 fc3 sc0 ls1 ws0"> <span class="_ _ae"> </span> <span class="_ _299"> </span> <span class="_ _ae"> </span> <span class="_ _299"> </span> <span class="_ _ae"> </span> <span class="_ _299"> </span> <span class="_ _ae"> </span> </div><div class="t m0 xc3 h14 y1ea2 ffc fs8 fc3 sc0 ls1 ws0">Shares r<span class="_ _2"></span>epurchased int<span class="_ _2"></span>o </div><div class="t m0 xc3 h14 y1ea3 ffc fs8 fc3 sc0 ls1 ws0">treasury</div><div class="t m0 x189 h13 y1ea4 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _6b"> </span>–<span class="_ _6b"> </span>–<span class="_ _6b"> </span>–<span class="_ _87"> </span>(5,045)<span class="_ _1c"></span> <span class="_ _e"></span> <span class="_ _9a"> </span>–<span class="_ _6b"> </span>–<span class="_ _87"> </span><span class="ffb ws9b">(5,045)<span class="_ _18"></span>  </span></div><div class="t m0 xc3 h13 y1ea5 ffd fs8 fc3 sc0 ls1 ws0">Exer<span class="_ _2"></span>cise of options<span class="_ _41"> </span>–<span class="_ _6b"> </span>–<span class="_ _22"> </span>(183)<span class="_ _1c"></span> <span class="_ _6"></span> <span class="_ _c9"> </span>194<span class="_ _6b"> </span><span class="ffb">–<span class="_ _6b"> </span></span>–<span class="_ _2e"> </span>107<span class="_ _2e"> </span><span class="ffb">118</span></div><div class="t m0 xc3 h13 y1ea6 ffd fs8 fc3 sc0 ls1 ws0">V<span class="_ _2"></span>est<span class="_ _2"></span>ed share options lapsed </div><div class="t m0 xc3 h14 y1ea7 ffc fs8 fc3 sc0 ls1 ws0">during the year</div><div class="t m0 x189 h13 y1ea8 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _6b"> </span>–<span class="_ _22"> </span>(408)<span class="_ _1c"></span> <span class="_ _6"></span> <span class="_ _116"> </span>–<span class="_ _6b"> </span><span class="ffb">–<span class="_ _6b"> </span></span>–<span class="_ _2e"> </span>408<span class="_ _6b"> </span><span class="ffb">–</span></div><div class="t m0 xc3 h14 y1ea9 ffc fs8 fc3 sc0 ls1 ws0">Share-based pa<span class="_ _2"></span>yment </div><div class="t m0 xc3 h13 y1eaa ffd fs8 fc3 sc0 ls1 ws0">transactions</div><div class="t m0 x189 h13 y1eab ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _6b"> </span>–<span class="_ _cb"> </span>1,255<span class="_ _6b"> </span>–<span class="_ _6b"> </span><span class="ffb">–<span class="_ _6b"> </span></span>–<span class="_ _6b"> </span>–<span class="_ _cb"> </span><span class="ffb">1,255</span></div><div class="t m0 xc3 h14 y1eac ffc fs8 fc3 sc0 ls1 ws0">T<span class="_ _0"></span>ax on share-based </div><div class="t m0 xc3 h14 y1ead ffc fs8 fc3 sc0 ls1 ws0">paymen<span class="_ _2"></span>ts</div><div class="t m0 x189 h13 y1eae ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _6b"> </span>–<span class="_ _45"> </span>57<span class="_ _a2"> </span>–<span class="_ _6b"> </span><span class="ffb">–<span class="_ _6b"> </span></span>–<span class="_ _6b"> </span>–<span class="_ _45"> </span><span class="ffb">57</span></div><div class="t m0 xc3 h13 y1eaf ffc fs8 fc3 sc0 ls1 ws0">Dividends paid<span class="_ _2b6"> </span><span class="ffd">–<span class="_ _6b"> </span>–<span class="_ _6b"> </span>–<span class="_ _6b"> </span>–<span class="_ _6b"> </span><span class="ffb">–<span class="_ _6b"> </span></span>–<span class="_ _1a"> </span>(11,750)<span class="_ _18"></span> <span class="_ _6"></span> <span class="_ _2b7"> </span><span class="ffb ws9b">(11,750)<span class="_ _18"></span>  </span></span></div><div class="t m0 xc3 h11 y1eb0 ffb fs8 fc3 sc0 ls1 ws0">As at 31 December 2025<span class="_ _69"> </span>210<span class="_ _1b"> </span>5,629<span class="_ _1b"> </span>3,355<span class="_ _ca"> </span><span class="ws9b">(1,316)<span class="_ _1c"></span>  <span class="_ _1af"> </span>(9,876)<span class="_ _1c"></span>  <span class="_ _71"> </span>(306)<span class="_ _1c"></span>  <span class="_ _c5"> </span><span class="ws0">67,289<span class="_ _3c"> </span>64,985</span></span></div><div class="t m0 x6 h13 y1eb1 ffd fs8 fc8 sc0 ls14 ws11">During the period, 103,505 share options <span class="_ _2"></span>were exercised relating to LSL’s various share <span class="_ _2"></span>option schemes resulting in the shares bein<span class="_ _2"></span>g sold by the </div><div class="t m0 x6 h13 y1eb2 ffd fs8 fc8 sc0 ls14 ws11">Employee Benefit Trust. LSL received £0.1m <span class="_ _2"></span>on exercise of these options.</div><div class="t m0 x6 h13 y167b ffd fs8 fc8 sc0 ls14 ws11">The notes on pages 153 to <span class="_ _2"></span>158  form part of these Financial <span class="_ _2"></span>Statements.</div><div class="t m0 x6 h46 y1eb3 ffd fs1 fc6 sc0 ls1 ws0">For the ye<span class="_ _2"></span>ar ended 3<span class="_ _0"></span>1 December 20<span class="_ _2"></span>2<span class="_ _2"></span>4</div><div class="t m0 xd5 h4a y1eb4 ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 xd5 h4a y1eb5 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 xd1 h8b y1eb4 ffb fs11 fc7 sc0 ls1 ws0">Share capital </div><div class="t m0 xac h8b y1eb5 ffb fs11 fc7 sc0 ls1 ws0">£’000</div><div class="t m0 xdc h8b y1eb6 ffb fs11 fc7 sc0 ls1 ws0">Share </div><div class="t m0 x3e h8b y1eb7 ffb fs11 fc7 sc0 ls1 ws0">premium </div><div class="t m0 x190 h8b y1eb8 ffb fs11 fc7 sc0 ls1 ws0">£’000</div><div class="t m0 x185 h8b y1eb9 ffb fs11 fc7 sc0 ls1 ws0">Share- based </div><div class="t m0 x85 h8b y1eba ffb fs11 fc7 sc0 ls1 ws0">payment </div><div class="t m0 x192 h8b y1ebb ffb fs11 fc7 sc0 ls1 ws0">reserve </div><div class="t m0 x181 h8b y1ebc ffb fs11 fc7 sc0 ls1 ws0">£’000</div><div class="t m0 x1a5 h8b y1eb6 ffb fs11 fc7 sc0 ls1 ws0">Shares held by </div><div class="t m0 x26 h8b y1eb4 ffb fs11 fc7 sc0 ls1 ws0">EBT &amp; SIP </div><div class="t m0 x11b h8b y1eb5 ffb fs11 fc7 sc0 ls1 ws0">£’000</div><div class="t m0 x73 h8b y1eb6 ffb fs11 fc7 sc0 ls1 ws0">T<span class="_ _2"></span>reasury </div><div class="t m0 x80 h8b y1eb7 ffb fs11 fc7 sc0 ls1 ws0">shares </div><div class="t m0 x77 h8b y1eb8 ffb fs11 fc7 sc0 ls1 ws0">£’000</div><div class="t m0 x8e h8b y1eb6 ffb fs11 fc7 sc0 ls1 ws0">Fair v<span class="_ _2"></span>alue </div><div class="t m0 xc1 h8b y1eb7 ffb fs11 fc7 sc0 ls1 ws0">reserve </div><div class="t m0 x11c h8b y1eb8 ffb fs11 fc7 sc0 ls1 ws0">£’000</div><div class="t m0 x75 h8b y1eb6 ffb fs11 fc7 sc0 ls1 ws0">Retained </div><div class="t m0 x10f h8b y1eb7 ffb fs11 fc7 sc0 ls1 ws0">earnings </div><div class="t m0 xb7 h8b y1eb8 ffb fs11 fc7 sc0 ls1 ws0">£’000</div><div class="t m0 xbf h8b y1eb4 ffb fs11 fc7 sc0 ls1 ws0">T<span class="_ _0"></span>otal </div><div class="t m0 x173 h8b y1eb5 ffb fs11 fc7 sc0 ls1 ws0">£’000</div><div class="t m0 xc3 h11 y1ebd ffb fs8 fc3 sc0 ls1 ws0">As at 1 January 2024<span class="_ _d1"> </span>210<span class="_ _1b"> </span>5,629<span class="_ _1b"> </span>3,564<span class="_ _87"> </span><span class="ws9b">(2,871)<span class="_ _18"></span>  <span class="_ _1af"> </span>(3,983)<span class="_ _1c"></span>  <span class="_ _71"> </span>(306)<span class="_ _1c"></span>  <span class="_ _c5"> </span><span class="ws0">75,655<span class="_ _3c"> </span>77,898</span></span></div><div class="t m0 xc3 h13 y1ebe ffd fs8 fc3 sc0 ls1 ws0">Pr<span class="_ _2"></span>ofit for the y<span class="_ _2"></span>ear<span class="_ _2b5"> </span>–<span class="_ _6b"> </span>–<span class="_ _6b"> </span>–<span class="_ _6b"> </span>–<span class="_ _6b"> </span>–<span class="_ _6b"> </span>–<span class="_ _2e"> </span>557<span class="_ _2e"> </span><span class="ffb">557</span></div><div class="t m0 xc3 h11 y1ebf ffb fs8 fc3 sc0 ls1 ws0">T<span class="_ _6"></span>otal comprehensive </div><div class="t m0 xc3 h11 y1ec0 ffb fs8 fc3 sc0 ls1 ws0">income for the y<span class="_ _2"></span>ear</div><div class="t m0 x189 h11 y1ec1 ffb fs8 fc3 sc0 ls1 ws0">–<span class="_ _6b"> </span>–<span class="_ _6b"> </span>–<span class="_ _6b"> </span>–<span class="_ _6b"> </span>–<span class="_ _6b"> </span>–<span class="_ _2e"> </span>557<span class="_ _2e"> </span>557</div><div class="t m0 xc3 h2e y1ec2 ff16 fs8 fc3 sc0 ls1 ws0">T<span class="_ _2"></span>r<span class="_ _2"></span>ansactions with owners in </div><div class="t m0 xc3 h11 y1ec3 ffb fs8 fc3 sc0 ls1 ws0">their capacity:</div><div class="t m0 x189 h14 y1ec4 ffc fs8 fc3 sc0 ls1 ws0"> <span class="_ _ae"> </span> <span class="_ _299"> </span> <span class="_ _ae"> </span> <span class="_ _299"> </span> <span class="_ _ae"> </span> <span class="_ _299"> </span> <span class="_ _ae"> </span> </div><div class="t m0 xc3 h14 y1ec5 ffc fs8 fc3 sc0 ls1 ws0">Shares r<span class="_ _2"></span>epurchased int<span class="_ _2"></span>o </div><div class="t m0 xc3 h14 y1ec6 ffc fs8 fc3 sc0 ls1 ws0">treasury</div><div class="t m0 x189 h13 y1ec7 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _6b"> </span>–<span class="_ _6b"> </span>–<span class="_ _6b"> </span>–<span class="_ _33"> </span>(848)<span class="_ _18"></span> <span class="_ _6"></span> <span class="_ _116"> </span>–<span class="_ _6b"> </span>–<span class="_ _22"> </span><span class="ffb ws9b">(848)<span class="_ _1c"></span>  </span></div><div class="t m0 xc3 h13 y1ec8 ffd fs8 fc3 sc0 ls1 ws0">Exer<span class="_ _2"></span>cise of options<span class="_ _41"> </span>–<span class="_ _6b"> </span>–<span class="_ _22"> </span>(943)<span class="_ _1c"></span> <span class="_ _6"></span> <span class="_ _28"> </span>1,361<span class="_ _6b"> </span><span class="ffb">–<span class="_ _6b"> </span></span>–<span class="_ _33"> </span>(245)<span class="_ _18"></span> <span class="_ _6"></span> <span class="_ _c9"> </span><span class="ffb">173</span></div><div class="t m0 xc3 h13 y1ec9 ffd fs8 fc3 sc0 ls1 ws0">V<span class="_ _2"></span>est<span class="_ _2"></span>ed share options lapsed </div><div class="t m0 xc3 h14 y1eca ffc fs8 fc3 sc0 ls1 ws0">during the year</div><div class="t m0 x189 h13 y1ecb ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _6b"> </span>–<span class="_ _22"> </span>(995)<span class="_ _1c"></span> <span class="_ _6"></span> <span class="_ _116"> </span>–<span class="_ _6b"> </span><span class="ffb">–<span class="_ _6b"> </span></span>–<span class="_ _2e"> </span>995<span class="_ _6b"> </span><span class="ffb">–</span></div><div class="t m0 xc3 h14 y1ecc ffc fs8 fc3 sc0 ls1 ws0">Share-based pa<span class="_ _2"></span>yment </div><div class="t m0 xc3 h13 y1ecd ffd fs8 fc3 sc0 ls1 ws0">transactions</div><div class="t m0 x189 h13 y1ece ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _6b"> </span>–<span class="_ _2e"> </span>920<span class="_ _6b"> </span>–<span class="_ _6b"> </span><span class="ffb">–<span class="_ _6b"> </span></span>–<span class="_ _6b"> </span>–<span class="_ _2e"> </span><span class="ffb">920</span></div><div class="t m0 xc3 h14 y1ecf ffc fs8 fc3 sc0 ls1 ws0">T<span class="_ _0"></span>ax on share-based </div><div class="t m0 xc3 h14 y1ed0 ffc fs8 fc3 sc0 ls1 ws0">paymen<span class="_ _2"></span>ts</div><div class="t m0 x189 h13 y1ed1 ffd fs8 fc3 sc0 ls1 ws0">–<span class="_ _6b"> </span>–<span class="_ _45"> </span>88<span class="_ _a2"> </span>–<span class="_ _6b"> </span><span class="ffb">–<span class="_ _6b"> </span></span>–<span class="_ _6b"> </span>–<span class="_ _45"> </span><span class="ffb">88</span></div><div class="t m0 xc3 h13 y1ed2 ffc fs8 fc3 sc0 ls1 ws0">Dividends paid<span class="_ _2b6"> </span><span class="ffd">–<span class="_ _6b"> </span>–<span class="_ _6b"> </span>–<span class="_ _6b"> </span>–<span class="_ _6b"> </span><span class="ffb">–<span class="_ _6b"> </span></span>–<span class="_ _1a"> </span>(11,783)<span class="_ _18"></span> <span class="_ _6"></span> <span class="_ _2b7"> </span><span class="ffb ws9b">(11,783)<span class="_ _18"></span>  </span></span></div><div class="t m0 xc3 h11 y1ed3 ffb fs8 fc3 sc0 ls1 ws0">As at 31 December 2024<span class="_ _69"> </span>210<span class="_ _1b"> </span>5,629<span class="_ _1b"> </span>2,634<span class="_ _ca"> </span><span class="ws9b">(1,510)<span class="_ _1c"></span>  <span class="_ _1af"> </span>(4,831)<span class="_ _1c"></span>  <span class="_ _71"> </span>(306)<span class="_ _1c"></span>  <span class="_ _c5"> </span><span class="ws0">65,179<span class="_ _3c"> </span>67,005</span></span></div><div class="t m0 x6 h13 y1ed4 ffd fs8 fc8 sc0 ls14 ws11">During the period, 383,216 share options <span class="_ _2"></span>were exercised relating to LSL’s various share <span class="_ _2"></span>option schemes resulting in the shares bein<span class="_ _2"></span>g sold by the </div><div class="t m0 x6 h13 y1ed5 ffd fs8 fc8 sc0 ls14 ws11">Employee Benefit Trust. LSL received £0.2m <span class="_ _2"></span>on exercise of these options.</div><div class="t m0 x6 h13 y1ed6 ffd fs8 fc8 sc0 ls14 ws11">The notes on pages 153 to <span class="_ _2"></span>158 form part of these Financial Statements.</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   152<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   152<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
<div id="pf9b" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc9b w4 h0"><img 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class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">152<span class="_ _1b6"> </span>153</div><div class="t m0 xf he y1f ff4a fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 xe he y1e ff4a fs6 fc4 sc0 ls9c ws9c">OTHER INFORMATION<span class="_ _182"></span><span class="fc0">FINANCIAL STATEMENTS<span class="_ _183"></span><span class="fc4">CORPORATE GOVERNANCE<span class="_ _13e"></span>STRATEGIC<span class="_ _2"></span> REPORT<span class="_ _184"></span><span class="ls37 ws36">OVERVIEW</span></span></span></div><div class="t m0 x18 h10 y1e98 ffc fs4 fc6 sc0 ls9e ws12">Notes<span class="_ _1"></span> to<span class="_ _1"></span> the<span class="_ _7"></span> Parent<span class="_ _1"></span> C<span class="_ _1"></span>omp<span class="_ _1"></span>an<span class="_ _2"></span>y</div><div class="t m0 x18 h10 y1e99 ffc fs4 fc6 sc0 ls9e ws12">Financial<span class="_ _1"></span> Stateme<span class="_ _1"></span>nt<span class="_ _1"></span>s<span class="_ _14"></span> </div><div class="t m0 x148 hdc y21 ffc fs41 fc6 sc0 ls1 ws0"> </div><div class="t m0 x18 h46 y2ca ffd fs1 fc6 sc0 ls1 ws0">For the ye<span class="_ _2"></span>ar ended 3<span class="_ _0"></span>1 December 20<span class="_ _2"></span>25</div><div class="t m0 x18 hbf y13bf ff16 fs24 fc10 sc0 ls2e ws2d">1. <span class="_ _1b3"> </span> <span class="_ _18"></span>Si<span class="_ _1"></span>gnific<span class="_ _1"></span>ant acc<span class="_ _1"></span>ountin<span class="_ _1"></span>g poli<span class="_ _1"></span>cies</div><div class="t m0 x18 h13 y1412 ffd fs8 fc8 sc0 ls14 ws11">The accounting policies set out below <span class="_ _2"></span>have been applied in preparing the finan<span class="_ _2"></span>cial statements for the years ended 31 <span class="_ _2"></span>December 2024 and 2025. </div><div class="t m0 x18 h13 y16a8 ffd fs8 fc8 sc0 ls14 ws11">The principal accounting policies adopted <span class="_ _2"></span>are the same as those set out in <span class="_ _2"></span>Note 2 to the consolidated Financial <span class="_ _2"></span>Statements except as noted below.</div><div class="t m0 x18 hbf y1b55 ff16 fs24 fc6 sc0 ls92 ws9a">Basis of<span class="_ _2"></span> preparation</div><div class="t m0 x18 h13 y1b56 ffd fs8 fc8 sc0 ls14 ws11">The Company financial statements have been <span class="_ _2"></span>prepared in accordance with Financial Reporting Stan<span class="_ _2"></span>dard 101 Reduced Disclosure Framework </div><div class="t m0 x18 h13 y1ed7 ffd fs8 fc8 sc0 ls14 ws11">(FRS 101) as issued by the <span class="_ _2"></span>Financial Reporting Council, and in accordance with <span class="_ _2"></span>the provisions of the Companies Act 2006. <span class="_ _2"></span>These financial </div><div class="t m0 x18 h13 y1ed8 ffd fs8 fc8 sc0 ls14 ws11">statements present information for the Company <span class="_ _2"></span>as a separate entity. The Group continues <span class="_ _2"></span>to prepare consolidated Financial Statements in </div><div class="t m0 x18 h13 y1b59 ffd fs8 fc8 sc0 ls14 ws11">accordance with UK-adopted International Financial Reporting <span class="_ _2"></span>Standards (IFRS).</div><div class="t m0 x18 h13 y1ed9 ffd fs8 fc8 sc0 ls14 ws11">The Company financial statements have been <span class="_ _2"></span>prepared on a going concern basis and <span class="_ _2"></span>under the historical cost convention, except <span class="_ _2"></span>for certain </div><div class="t m0 x18 h13 y1eda ffd fs8 fc8 sc0 ls14 ws11">financial assets and liabilities that are <span class="_ _2"></span>measured at fair value. The financial statements <span class="_ _2"></span>are presented in pounds sterling, rounded to <span class="_ _2"></span>the nearest </div><div class="t m0 x18 h13 y1c47 ffd fs8 fc8 sc0 ls14 ws11">thousand (£’000), unless otherwise stated.</div><div class="t m0 x18 h13 y13ca ffd fs8 fc8 sc0 ls14 ws11">As permitted by Section 408 of <span class="_ _2"></span>the Companies Act 2006, the Company has <span class="_ _2"></span>not presented its own income statement or <span class="_ _2"></span>statement of </div><div class="t m0 x18 h13 y181c ffd fs8 fc8 sc0 ls14 ws11">comprehensive income. The profit for the <span class="_ _2"></span>financial year of the Company is disclosed <span class="_ _2"></span>in the Company balance sheet and <span class="_ _2"></span>statement of changes </div><div class="t m0 x18 h13 y181d ffd fs8 fc8 sc0 ls14 ws11">in equity.</div><div class="t m0 x18 h13 y13cd ffd fs8 fc8 sc0 ls14 ws11">In preparing the Company Financial Statements <span class="_ _2"></span>management has considered the impact of climate <span class="_ _2"></span>change, taking into account the relevant </div><div class="t m0 x18 h13 y13ce ffd fs8 fc8 sc0 ls14 ws11">disclosures in the Strategic Report. The <span class="_ _2"></span>impact of climate-related risks on the Group <span class="_ _2"></span>Financial Statements have been disclosed in th<span class="_ _2"></span>e Group basis of </div><div class="t m0 x18 h13 y187f ffd fs8 fc8 sc0 ls14 ws11">preparation note. The extent to which <span class="_ _2"></span>the Group climate-related risks effect the Company <span class="_ _2"></span>accounts is focused on how medium (4-9<span class="_ _2"></span> years) to long- </div><div class="t m0 x18 h13 y1edb ffd fs8 fc8 sc0 ls14 ws11">term risks (beyond 10 years) may <span class="_ _2"></span>impact our future revenue profile, which could <span class="_ _2"></span>further impact the carrying value of investments. <span class="_ _2"></span>The potential </div><div class="t m0 x18 h13 y1edc ffd fs8 fc8 sc0 ls14 ws11">impact of climate-related risks on the <span class="_ _2"></span>Company’s impairment assessment is considered sufficiently remote <span class="_ _2"></span>at this point in time and th<span class="_ _2"></span>erefore no </div><div class="t m0 x18 h13 y1edd ffd fs8 fc8 sc0 ls14 ws11">sensitivity analysis has been performed.</div><div class="t m0 x18 hbf y1ede ff16 fs24 fc6 sc0 ls92 ws9a">Disclosure ex<span class="_ _2"></span>emptions adopted</div><div class="t m0 x18 h13 y1edf ffd fs8 fc8 sc0 ls14 ws11">In preparing these financial statements, the <span class="_ _2"></span>Company has applied the disclosure exemptions <span class="_ _2"></span>available under FRS 101, as the Company <span class="_ _2"></span>is a </div><div class="t m0 x18 h13 y1825 ffd fs8 fc8 sc0 ls14 ws11">qualifying subsidiary of LSL Property Services <span class="_ _2"></span>plc. Accordingly, the Company has taken ad<span class="_ _2"></span>vantage of exemptions from the following disclosures:</div><div class="t m0 x18 h13 y1ee0 ffc fs8 fca sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Additional comparative information as per IAS <span class="_ _2"></span>1 Presentation of Financial Statements paragraph<span class="_ _2"></span> 38 in respect of reconciliations of <span class="_ _2"></span>the carrying </span></div><div class="t m0 xce h13 y1827 ffd fs8 fc8 sc0 ls14 ws11">amounts of property, plant and equipment, <span class="_ _2"></span>and intangibles assets at the start and <span class="_ _2"></span>the end of the prior period.</div><div class="t m0 x18 h13 y1ee1 ffc fs8 fca sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">A Statement of Cash Flows</span></div><div class="t m0 x18 h13 y1ee2 ffc fs8 fca sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Additional comparative information for narrative disclosures <span class="_ _2"></span>and information, beyond IFRS requirements</span></div><div class="t m0 x18 h13 y1ee3 ffc fs8 fca sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Disclosures in relation to the objectives, <span class="_ _2"></span>policies and process for managing capital</span></div><div class="t m0 x18 h14 y1cd9 ffc fs8 fca sc0 ls14 ws11">• <span class="_ _16"> </span><span class="fc8 ws0">Disclosure of the effect of future accounting standards not yet adopted</span></div><div class="t m0 x18 h13 y1ee4 ffc fs8 fca sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Related party transactions with wholly owned <span class="_ _2"></span>members of the group</span></div><div class="t m0 x18 h13 y1ee5 ffd fs8 fc8 sc0 ls14 ws11">In addition, and in accordance with <span class="_ _2"></span>FRS 101, further disclosure exemptions have <span class="_ _2"></span>been applied because equivalent disclosures are included <span class="_ _2"></span>in the </div><div class="t m0 x18 h13 y1ee6 ffd fs8 fc8 sc0 ls14 ws11">consolidated financial statements of LSL Property <span class="_ _2"></span>Services plc. These financial statements do not <span class="_ _2"></span>include certain disclosures in respect of:</div><div class="t m0 x18 h13 y1ee7 ffc fs8 fca sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Share based payments – details of <span class="_ _2"></span>the number and weighted average exercise prices <span class="_ _2"></span>of share options, and how the fair <span class="_ _2"></span>value of goods or </span></div><div class="t m0 xce h13 y1ee8 ffd fs8 fc8 sc0 ls14 ws11">services received was determined as per <span class="_ _2"></span>paragraphs 45(b) and 46 to 52 of <span class="_ _2"></span>IFRS 2 Share-Based Payment.</div><div class="t m0 x18 h13 y1ee9 ffc fs8 fca sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Financial Instrument disclosures as required by <span class="_ _2"></span>IFRS 7 Financial Instruments: Disclosures</span></div><div class="t m0 x18 h13 y1eea ffc fs8 fca sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Fair value measurements – details of <span class="_ _2"></span>the valuation techniques and inputs used <span class="_ _2"></span>for fair value measurement of assets and <span class="_ _2"></span>liabilities as per </span></div><div class="t m0 xce h13 y1eeb ffd fs8 fc8 sc0 ls14 ws11">paragraphs 91 to 99 of IFRS <span class="_ _2"></span>13 Fair Value Measurement.</div><div class="t m0 x18 h6f y1eec ffb fs24 fc6 sc0 ls99 wsac">Investment in subsidiaries</div><div class="t m0 x18 h13 y1eed ffd fs8 fc8 sc0 ls14 ws11">Investments in subsidiaries are held at <span class="_ _2"></span>cost, less any provisions for impairment.</div><div class="t m0 x18 h13 y1eee ffd fs8 fc8 sc0 ls14 ws11">The Company recognises the share-based payment <span class="_ _2"></span>charge relating to its employees in the <span class="_ _2"></span>income statement with the share-based payment </div><div class="t m0 x18 h14 y1eef ffc fs8 fc8 sc0 ls14 ws0">charge relating to employees of the Group’s subsidiaries recognised as an increase to the Company’s cost of investment in subsidiary non-current </div><div class="t m0 x18 h13 y1ef0 ffd fs8 fc8 sc0 ls14 ws11">asset on the balance sheet, with <span class="_ _2"></span>a corresponding entry to the Company’s share-based <span class="_ _2"></span>payment reserve.</div><div class="t m0 x18 hbf y1ef1 ff16 fs24 fc10 sc0 ls2e ws2d">Jud<span class="_ _1"></span>gement<span class="_ _1"></span>s and esti<span class="_ _1"></span>mates</div><div class="t m0 x18 hd4 y1ef2 ff13 fs24 fc6 sc0 ls2e ws2d">Recove<span class="_ _1"></span>rabili<span class="_ _1"></span>ty of inves<span class="_ _1"></span>tment<span class="_ _1"></span>s and receiv<span class="_ _1"></span>ables fro<span class="_ _1"></span>m Group comp<span class="_ _1"></span>anies (<span class="_ _2"></span>es<span class="_ _1"></span>timate)</div><div class="t m0 x18 h13 y1ef3 ffd fs8 fc8 sc0 ls14 ws11">The Company applies the expected credit <span class="_ _2"></span>loss (ECL) model under IFRS 9 to <span class="_ _2"></span>financial assets measured at amortised cost, which <span class="_ _2"></span>include receivables </div><div class="t m0 x18 h13 y1ef4 ffd fs8 fc8 sc0 ls14 ws11">from Group companies and loans to <span class="_ _2"></span>joint ventures. The ECL model requires recognition <span class="_ _2"></span>of credit losses based on forward-looking in<span class="_ _2"></span>formation.</div><div class="t m0 x18 h13 y1ef5 ffd fs8 fc8 sc0 ls14 ws11">The Company recognises a loss allowance <span class="_ _2"></span>for expected credit losses at each reporting <span class="_ _2"></span>date. Expected credit losses are measured as <span class="_ _2"></span>the difference </div><div class="t m0 x18 h13 y1ef6 ffd fs8 fc8 sc0 ls14 ws11">between the present value of contractual <span class="_ _2"></span>cash flows due to the Company and <span class="_ _2"></span>the cash flows that the Company exp<span class="_ _2"></span>ects to receive.</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   153<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   153<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
<div id="pf9c" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pc9c w4 h0"><img 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" class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">154<span class="_ _1b6"> </span>155</div><div class="t m0 x8 he y1f ff49 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x19 he y1e ff49 fs6 fc4 sc0 ls37 ws36">OVERVIEW</div><div class="t m0 x6 h10 y1e98 ffc fs4 fc6 sc0 ls9e ws12">Notes<span class="_ _1"></span> to<span class="_ _1"></span> the<span class="_ _7"></span> Parent<span class="_ _1"></span> C<span class="_ _1"></span>omp<span class="_ _1"></span>an<span class="_ _2"></span>y</div><div class="t m0 x6 h10 y1e99 ffc fs4 fc6 sc0 ls9e ws12">Financial<span class="_ _1"></span> Stateme<span class="_ _1"></span>nt<span class="_ _1"></span>s<span class="_ _1"></span> </div><div class="t m0 x184 hdc y21 ffc fs41 fc6 sc0 lsa0 wsa1">cont<span class="_ _2"></span>in<span class="_ _2"></span>ued</div><div class="t m0 x6 h46 y2ca ffd fs1 fc6 sc0 ls1 ws0">For the ye<span class="_ _2"></span>ar ended 3<span class="_ _0"></span>1 December 20<span class="_ _2"></span>25</div><div class="t m0 x6 h13 y1c7 ffd fs8 fc8 sc0 ls14 ws11">For intercompany receivables that do not <span class="_ _2"></span>have a significant financing component or are <span class="_ _2"></span>repayable on demand, the Company applies <span class="_ _2"></span>the </div><div class="t m0 x6 h13 yb25 ffd fs8 fc8 sc0 ls14 ws11">“simplified approach” under IFRS 9 and <span class="_ _2"></span>measures the loss allowance at an amount <span class="_ _2"></span>equal to lifetime expected credit losses.</div><div class="t m0 x6 h13 yb26 ffd fs8 fc8 sc0 ls14 ws11">The Company assesses whether credit risk <span class="_ _2"></span>has increased significantly since initial recognition and <span class="_ _2"></span>adjusts the loss allowance accordingly. When </div><div class="t m0 x6 h13 y16db ffd fs8 fc8 sc0 ls14 ws11">there is objective evidence that a <span class="_ _2"></span>financial asset is credit-impaired, it is written <span class="_ _2"></span>down to its recoverable amount.</div><div class="t m0 x6 h13 y2d1 ffd fs8 fc8 sc0 ls14 ws11">Details of any impairments recognised during <span class="_ _2"></span>the year in relation to investments are <span class="_ _2"></span>included in note 3 and in relation<span class="_ _2"></span> to intercompany balances </div><div class="t m0 x6 h13 y16dc ffd fs8 fc8 sc0 ls14 ws11">in note 6.</div><div class="t m0 x6 h6f y1ef7 ffb fs24 fc10 sc0 ls70 ws6b">2. <span class="_ _1b3"> </span> <span class="_ _18"></span>Proper<span class="_ _1"></span>ty,<span class="_ _2"></span> plant, and equipment</div><div class="t m0 x13d h4a y1ef8 ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x13d h4a y1ef9 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x19f h1d y1efa ffd fs11 fc7 sc0 ls1 ws0">Land and </div><div class="t m0 xe8 h4a y1efb ffc fs11 fc7 sc0 ls1 ws0">buildings </div><div class="t m0 x113 h1d y1efc ffd fs11 fc7 sc0 ls1 ws0">£’000</div><div class="t m0 x32 h4a y1efd ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x97 h1d y1efe ffd fs11 fc7 sc0 ls1 ws0">Leasehold </div><div class="t m0 x179 h4a y1eff ffc fs11 fc7 sc0 ls1 ws0">improvemen<span class="_ _2"></span>ts </div><div class="t m0 x169 h1d y1f00 ffd fs11 fc7 sc0 ls1 ws0">£’000</div><div class="t m0 x7c h1d y1efd ffd fs11 fc7 sc0 ls1 ws0">Fixtures, fittings </div><div class="t m0 x7b h4a y1efe ffc fs11 fc7 sc0 ls1 ws0">and computer </div><div class="t m0 x8b h4a y1eff ffc fs11 fc7 sc0 ls1 ws0">equipment </div><div class="t m0 x10f h1d y1f00 ffd fs11 fc7 sc0 ls1 ws0">£’000</div><div class="t m0 x17a h4a y1efd ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x17a h4a y1efe ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x102 h4a y1eff ffc fs11 fc7 sc0 ls1 ws0">T<span class="_ _0"></span>otal </div><div class="t m0 x173 h1d y1f00 ffd fs11 fc7 sc0 ls1 ws0">£’000</div><div class="t m0 xc3 h11 y1f01 ffb fs8 fc3 sc0 ls1 ws0">Cost<span class="_ _2a"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></div><div class="t m0 xc3 h13 y1f02 ffd fs8 fc3 sc0 ls1 ws0">At 1 January 2025<span class="_ _239"> </span>215<span class="_ _231"> </span>74<span class="_ _75"> </span>1,943<span class="_ _75"> </span>2,232</div><div class="t m0 xc3 h13 y1f03 ffd fs8 fc3 sc0 ls1 ws0">Additions<span class="_ _a1"> </span>370<span class="_ _82"> </span>–<span class="_ _6b"> </span>106<span class="_ _a2"> </span>476</div><div class="t m0 xc3 h13 y1f04 ffc fs8 fc3 sc0 ls1 ws0">Disposals<span class="_ _2ae"> </span><span class="ffd">–<span class="_ _82"> </span>–<span class="_ _63"> </span>(1,828)<span class="_ _1c"></span> <span class="_ _6"></span> <span class="_ _4e"> </span>(1,828)<span class="_ _1c"></span> <span class="_ _6"></span> </span></div><div class="t m0 xc3 h11 y1f05 ffb fs8 fc3 sc0 ls1 ws0">A<span class="_ _2"></span>t 31 December 2025<span class="_ _16e"> </span>585<span class="_ _79"> </span>74<span class="_ _a2"> </span>221<span class="_ _6b"> </span>880</div><div class="t m0 xc3 h2e y1f06 ff16 fs8 fc3 sc0 ls1 ws0">Depreciation<span class="_ _2b8"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></div><div class="t m0 xc3 h13 y1f07 ffd fs8 fc3 sc0 ls1 ws0">At 1 January 2025<span class="_ _239"> </span>153<span class="_ _231"> </span>74<span class="_ _75"> </span>1,270<span class="_ _75"> </span>1,497</div><div class="t m0 xc3 h13 y1f08 ffc fs8 fc3 sc0 ls1 ws0">Charge f<span class="_ _2"></span>or the year<span class="_ _2b9"> </span><span class="ffd">88<span class="_ _82"> </span>–<span class="_ _79"> </span>31<span class="_ _a2"> </span>119</span></div><div class="t m0 xc3 h13 y1f09 ffc fs8 fc3 sc0 ls1 ws0">Disposals<span class="_ _2ae"> </span><span class="ffd">–<span class="_ _82"> </span>–<span class="_ _63"> </span>(1,201)<span class="_ _1c"></span> <span class="_ _6"></span> <span class="_ _4e"> </span>(1,201)<span class="_ _1c"></span> <span class="_ _6"></span> </span></div><div class="t m0 xc3 h11 y1f0a ffb fs8 fc3 sc0 ls1 ws0">A<span class="_ _2"></span>t 31 December 2025<span class="_ _16e"> </span>241<span class="_ _79"> </span>74<span class="_ _a2"> </span>100<span class="_ _6b"> </span>415</div><div class="t m0 xc3 h11 y1f0b ffb fs8 fc3 sc0 ls1 ws0">Net book value<span class="_ _34"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></div><div class="t m0 xc3 h11 y1f0c ffb fs8 fc3 sc0 ls1 ws0">A<span class="_ _2"></span>t 31 December 2025<span class="_ _16e"> </span>344<span class="_ _82"> </span>–<span class="_ _6b"> </span>121<span class="_ _a2"> </span>465</div><div class="t m0 xc3 h13 y1f0d ffd fs8 fc3 sc0 ls1 ws0">At 31 December 2024<span class="_ _16f"> </span>62<span class="_ _82"> </span>–<span class="_ _a2"> </span>673<span class="_ _6b"> </span>735</div><div class="t m0 xc3 h13 y1f0e ffd fs8 fc3 sc0 ls1 ws0">Owned assets<span class="_ _2ba"> </span>–<span class="_ _82"> </span>–<span class="_ _a2"> </span>121<span class="_ _6b"> </span>121</div><div class="t m0 xc3 h13 y1f0f ffd fs8 fc3 sc0 ls1 ws0">Right<span class="_ _2"></span>-of<span class="_ _2"></span>-use assets<span class="_ _2bb"> </span>344<span class="_ _82"> </span>–<span class="_ _82"> </span>–<span class="_ _6b"> </span>344</div><div class="t m0 xc3 h11 y1f10 ffc fs8 fc3 sc0 ls1 ws0"> <span class="_ _2bc"> </span><span class="ffb">344<span class="_ _82"> </span>–<span class="_ _a2"> </span>121<span class="_ _6b"> </span>465</span></div><div class="t m0 x6 h6f y1f11 ffb fs24 fc10 sc0 ls99 wsac">3. <span class="_ _1b3"> </span> <span class="_ _18"></span>Investment in subsidiaries</div><div class="t m0 x6 h13 y1f12 ffd fs8 fc8 sc0 ls14 ws11">Details of the subsidiaries held directly <span class="_ _2"></span>and indirectly by the Company are shown <span class="_ _2"></span>in note 35 to the Group Financial <span class="_ _2"></span>Statements.</div><div class="t m0 x15b h4a y1f13 ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x15b h4a y1f14 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x47 h8b y1f13 ffb fs11 fc7 sc0 ls1 ws0">2025 </div><div class="t m0 x10f h8b y1f14 ffb fs11 fc7 sc0 ls1 ws0">£’000</div><div class="t m0 xbf h1d y1f13 ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></div><div class="t m0 x173 h1d y1f14 ffd fs11 fc7 sc0 ls1 ws0">£’000</div><div class="t m0 xc3 h13 y1f15 ffd fs8 fc3 sc0 ls1 ws0">At 1 January<span class="_ _1f2"> </span><span class="ffb">122,432<span class="_ _1b"> </span></span>113,484</div><div class="t m0 xc3 h13 y1f16 ffd fs8 fc3 sc0 ls1 ws0">Additions<span class="_ _2bd"> </span><span class="ffb">–<span class="_ _75"> </span></span>9,270</div><div class="t m0 xc3 h13 y1f17 ffc fs8 fc3 sc0 ls1 ws0">Adjustments f<span class="_ _2"></span>or share-based pa<span class="_ _2"></span>yment<span class="_ _2be"> </span><span class="ffb">750<span class="_ _231"> </span><span class="ffd">41</span></span></div><div class="t m0 xc3 h13 y1f18 ffc fs8 fc3 sc0 ls1 ws0">Impairment in cos<span class="_ _2"></span>t of inves<span class="_ _2"></span>tments<span class="_ _2bf"> </span><span class="ffb">–<span class="_ _2b"> </span><span class="ffd">(363)<span class="_ _1c"></span> <span class="_ _e"></span> </span></span></div><div class="t m0 xc3 h13 y1f19 ffd fs8 fc3 sc0 ls1 ws0">At 31 December<span class="_ _2c0"> </span><span class="ffb">123,182<span class="_ _1b"> </span></span>122,432</div><div class="t m0 x6 h13 y1f1a ffd fs8 fc8 sc0 ls14 ws11">Investment in subsidiaries for share-based payments <span class="_ _2"></span>represents the financial effects of awards by <span class="_ _2"></span>the Company of options over its equity <span class="_ _2"></span>shares to </div><div class="t m0 x6 h13 y1f1b ffd fs8 fc8 sc0 ls14 ws11">employees of subsidiary undertakings. In 2025 <span class="_ _2"></span>there was an increase of £0.8m (2024: <span class="_ _2"></span>increase of £0.04m).</div><div class="t m0 x6 h13 y1f1c ffd fs8 fc8 sc0 ls14 ws11">The Company performed an impairment indicator <span class="_ _2"></span>assessment as at 31 December 2025 and <span class="_ _2"></span>identified indicators of impairment in its investment <span class="_ _2"></span>in </div><div class="t m0 x6 h13 y1f1d ffd fs8 fc8 sc0 ls14 ws11">Albany Insurance Company (Guernsey) Limited (Albany) <span class="_ _2"></span>due to the short-term outlook of the<span class="_ _2"></span> business.</div><div class="t m0 x6 h13 y1f1e ffd fs8 fc8 sc0 ls14 ws11">Management estimated the recoverable amount of <span class="_ _2"></span>the investment in Albany as the higher <span class="_ _2"></span>of value in use (VIU) and fair <span class="_ _2"></span>value less costs of disposal </div><div class="t m0 x6 h13 y1f1f ffd fs8 fc8 sc0 ls14 ws11">(FVLCD). Where VIU was used, the <span class="_ _2"></span>calculation was based on discounted cash flow <span class="_ _2"></span>projections using a pre-tax discount rate of <span class="_ _2"></span>16.5% (2024: 16.3%) </div><div class="t m0 x6 h13 y1f20 ffd fs8 fc8 sc0 ls14 ws11">and a terminal growth rate of <span class="_ _2"></span>2.0% (2024: 2.0%).</div><div class="t m0 x6 h13 y1f21 ffd fs8 fc8 sc0 ls14 ws11">Based on Management’s assessment, Albany’s recoverable <span class="_ _2"></span>amount (determined on a VIU basis) exceeded <span class="_ _2"></span>the carrying amount of the Company’s </div><div class="t m0 x6 h13 y1f22 ffd fs8 fc8 sc0 ls14 ws11">investment at 31 December 2025 and, <span class="_ _2"></span>accordingly, no impairment charge was recognised in<span class="_ _2"></span> 2025.</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   154<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   154<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
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" class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">154<span class="_ _1b6"> </span>155</div><div class="t m0 xf he y1f ff51 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 xe he y1e ff51 fs6 fc4 sc0 ls9c ws9c">OTHER INFORMATION<span class="_ _182"></span><span class="fc0">FINANCIAL STATEMENTS<span class="_ _183"></span><span class="fc4">CORPORATE GOVERNANCE<span class="_ _13e"></span>STRATEGIC<span class="_ _2"></span> REPORT<span class="_ _184"></span><span class="ls37 ws36">OVERVIEW</span></span></span></div><div class="t m0 x18 h10 y21 ff52 fs4 fc6 sc0 ls1 ws0"> </div><div class="t m0 x18 hbf y13bf ff16 fs24 fc10 sc0 ls2e ws2d">Sen<span class="_ _1"></span>siti<span class="_ _1"></span>vit<span class="_ _1"></span>y to change in as<span class="_ _1"></span>sump<span class="_ _1"></span>tions</div><div class="t m0 x18 h13 y1412 ffd fs8 fc8 sc0 ls14 ws11">Sensitivity analysis has been performed for <span class="_ _2"></span>investments held by the Company at the <span class="_ _2"></span>reporting date to assess the extent to <span class="_ _2"></span>which reasonably </div><div class="t m0 x18 h13 y1413 ffd fs8 fc8 sc0 ls14 ws11">possible changes in key assumptions would <span class="_ _2"></span>impact the impairment charge. Management deemed th<span class="_ _2"></span>at there are no reasonably possible changes <span class="_ _2"></span>in </div><div class="t m0 x18 h13 y16a9 ffd fs8 fc8 sc0 ls14 ws11">key assumptions that would cause any <span class="_ _2"></span>of the Company’s investments’ carrying amounts to <span class="_ _2"></span>exceed its recoverable amounts.</div><div class="t m0 x18 h6f y16aa ffb fs24 fc10 sc0 ls99 wsa5">4. <span class="_ _115"> </span> Financial <span class="_ _1b5"> </span>ass<span class="_ _1"></span>ets</div><div class="t m0 x19d h4a y1f23 ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x19d h4a y1f24 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x78 h8b y1f23 ffb fs11 fc7 sc0 ls1 ws0">2025 </div><div class="t m0 x45 h8b y1f24 ffb fs11 fc7 sc0 ls1 ws0">£’000</div><div class="t m0 x154 h1d y1f23 ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></div><div class="t m0 x17a h1d y1f24 ffd fs11 fc7 sc0 ls1 ws0">£’000</div><div class="t m0 x41 h11 y1f25 ffb fs8 fc3 sc0 ls1 ws0">Financial assets at f<span class="_ _2"></span>air value through inc<span class="_ _2"></span>ome stat<span class="_ _2"></span>ement (FVPL)<span class="_ _2c1"> </span><span class="ffc"> <span class="_ _ac"> </span> </span></div><div class="t m0 x41 h13 y1f26 ffd fs8 fc3 sc0 ls1 ws0">Contingent c<span class="_ _2"></span>onsidera<span class="_ _2"></span>tion receivable<span class="_ _22c"> </span><span class="ffb">–<span class="_ _a2"> </span></span>432</div><div class="t m0 x41 h13 y1f27 ffc fs8 fc3 sc0 ls1 ws0"> <span class="_ _2c2"> </span><span class="ffb">–<span class="_ _a2"> </span><span class="ffd">432</span></span></div><div class="t m0 x41 h2e y1f28 ff16 fs8 fc3 sc0 ls1 ws0">Financial assets at amortised cos<span class="_ _2"></span>t<span class="_ _20b"> </span><span class="ffc"> <span class="_ _ac"> </span> </span></div><div class="t m0 x41 h13 y1f29 ffd fs8 fc3 sc0 ls1 ws0">Loan notes to join<span class="_ _2"></span>t venture<span class="_ _50"> </span><span class="ffb">13,840<span class="_ _f4"> </span></span>7,607</div><div class="t m0 x41 h13 y1f2a ffc fs8 fc3 sc0 ls1 ws0"> <span class="_ _251"> </span><span class="ffb">13,840<span class="_ _75"> </span><span class="ffd">7,607</span></span></div><div class="t m0 x18 h13 y1f2b ffd fs8 fc8 sc0 ls14 ws11">In 2025, the Group provided further <span class="_ _2"></span>funding of £5.3m (2024: £7.6m) to its <span class="_ _2"></span>joint venture Mottram TopCo Limited in the <span class="_ _2"></span>form of 10% unsecured </div><div class="t m0 x18 h13 y1f2c ffd fs8 fc8 sc0 ls14 ws11">loan notes. Finance income of £0.9m <span class="_ _2"></span>(2024: £nil) was recognised in 2025. The <span class="_ _2"></span>loan notes are fully repaid in<span class="_ _2"></span> January 2026.</div><div class="t m0 x18 h6f y1f2d ffb fs24 fc10 sc0 ls70 ws6b">5. <span class="_ _1b3"> </span> <span class="_ _18"></span>Investment in joint<span class="_ _2"></span> venture</div><div class="t m0 x41 h4a y1f2e ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x41 h8b y1f2f ffb fs11 fc7 sc0 ls1 ws0">At cos<span class="_ _2"></span>t<span class="ffc"> </span></div><div class="t m0 x78 h8b y1f2e ffb fs11 fc7 sc0 ls1 ws0">2025 </div><div class="t m0 x45 h8b y1f2f ffb fs11 fc7 sc0 ls1 ws0">£’000</div><div class="t m0 x154 h1d y1f2e ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></div><div class="t m0 x17a h1d y1f2f ffd fs11 fc7 sc0 ls1 ws0">£’000</div><div class="t m0 x41 h13 y1f30 ffd fs8 fc3 sc0 ls1 ws0">At 1 January<span class="_ _2c3"> </span><span class="ffb">11,585<span class="_ _75"> </span></span>9,359</div><div class="t m0 x41 h13 y1f31 ffd fs8 fc3 sc0 ls1 ws0">Equity in<span class="_ _2"></span>vestmen<span class="_ _2"></span>t in Pivotal Gr<span class="_ _2"></span>owth<span class="_ _7c"> </span><span class="ffb">2,605<span class="_ _75"> </span></span>2,232</div><div class="t m0 x41 h13 y1f32 ffd fs8 fc3 sc0 ls1 ws0">Equity accoun<span class="_ _2"></span>ted pr<span class="_ _2"></span>ofit<span class="_ _253"> </span><span class="ffb">1,195<span class="_ _a2"> </span></span>107</div><div class="t m0 x41 h13 y1f33 ffc fs8 fc3 sc0 ls1 ws0">Adjustment f<span class="_ _2"></span>or non-con<span class="_ _2"></span>trolling int<span class="_ _2"></span>erests<span class="_ _254"> </span><span class="ffb ws9b">(397)<span class="_ _18"></span>  <span class="_ _155"> </span><span class="ffd ws0">(113)<span class="_ _18"></span> <span class="_ _6"></span> </span></span></div><div class="t m0 x41 h13 y1f34 ffd fs8 fc3 sc0 ls1 ws0">At 31 December<span class="_ _74"> </span><span class="ffb">14,988<span class="_ _a0"> </span></span>11,585</div><div class="t m0 x18 h6f y1f35 ffb fs24 fc10 sc0 lsa6 wsb0">Pivota<span class="_ _1"></span>l Grow<span class="_ _1"></span>th</div><div class="t m0 x18 h13 y1f36 ffd fs8 fc8 sc0 ls14 ws11">A further £2.6m equity investment in <span class="_ _2"></span>Pivotal was made throughout 2025, please refer <span class="_ _2"></span>to note 20 in the Group <span class="_ _2"></span>Financial Statements for </div><div class="t m0 x18 h13 y1f37 ffd fs8 fc8 sc0 ls14 ws11">further information.</div><div class="t m0 x18 h6f y1f38 ffb fs24 fc10 sc0 ls92 ws8f">6. <span class="_ _1b3"> </span> <span class="_ _18"></span>T<span class="_ _0"></span>rade and other receivables</div><div class="t m0 x19d h4a y1f39 ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x19d h4a y1f3a ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x78 h8b y1f39 ffb fs11 fc7 sc0 ls1 ws0">2025 </div><div class="t m0 x45 h8b y1f3a ffb fs11 fc7 sc0 ls1 ws0">£’000</div><div class="t m0 x154 h1d y1f39 ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></div><div class="t m0 x17a h1d y1f3a ffd fs11 fc7 sc0 ls1 ws0">£’000</div><div class="t m0 x41 h11 y1f3b ffb fs8 fc3 sc0 ls1 ws0">Current<span class="_ _263"> </span><span class="ffc"> <span class="_ _ac"> </span> </span></div><div class="t m0 x41 h13 y1f3c ffc fs8 fc3 sc0 ls1 ws0">Prepa<span class="_ _2"></span>yments<span class="_ _2c4"> </span><span class="ffb">689<span class="_ _a2"> </span><span class="ffd">663</span></span></div><div class="t m0 x41 h13 y1f3d ffc fs8 fc3 sc0 ls1 ws0">Other tax<span class="_ _2"></span>es and social security<span class="_ _224"> </span><span class="ffb">191<span class="_ _a2"> </span><span class="ffd">393</span></span></div><div class="t m0 x41 h13 y1f3e ffd fs8 fc3 sc0 ls1 ws0">Amounts owed b<span class="_ _2"></span>y Group undert<span class="_ _2"></span>akings<span class="_ _1bd"> </span><span class="ffb">18,754<span class="_ _75"> </span></span>9,389</div><div class="t m0 x41 h13 y1f3f ffc fs8 fc3 sc0 ls1 ws0"> <span class="_ _251"> </span><span class="ffb">19,634<span class="_ _a0"> </span><span class="ffd">10,445</span></span></div><div class="t m0 x18 h13 y1f40 ffd fs8 fc8 sc0 ls14 ws11">The expected credit loss relating to <span class="_ _2"></span>non-current intercompany receivables is 6.0m at 31 <span class="_ _2"></span>December 2025 (31 December 2024: £6.4m) and </div><div class="t m0 x18 h13 y1f41 ffd fs8 fc8 sc0 ls14 ws11">intercompany receivables are presented net of <span class="_ _2"></span>this provision. No allowance for expected credit <span class="_ _2"></span>losses is deemed necessary in respect of <span class="_ _2"></span>current </div><div class="t m0 x18 h13 y1f42 ffd fs8 fc8 sc0 ls14 ws11">intercompany receivables.</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   155<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   155<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
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AAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAADw/1KYICI+Pa+NAAAAE7HZvnWnsx3GkKq6scJyXs7K3A4AwNU7tH3bm2Fgq0WWZ8kOA9ofOwU4ElegAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAuU5ggIna7dyMAAMBE3N0/GGEkqaobKyzn5azM7QAAXL1D27e9GQa2WmR5luwwoP2x605nO4zBFSgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAgMsUJoiI3e7dCAAAMBF39w9GGEmq6sYKy3k5K3M7AABX79D2bW+Gga0WWZ4lOwxof+y609kOY3AFCgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAwFAKE0TE+unRCAAAMBGb7ZsRRpKqurHCcl7OytwOAMDVO7R925thYKtFlmfJDgPaH7vudLbDGFyBAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAC4TGGCiFg/PRoBAAAm4mXzaoSRpKpurAAAAHALXIECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAUJoiIT89rIwAAwERstm/d6WyHMaSqbqywnJezMrcDAHD1Dm3f9mYY2GqR5Vmyw4D2x04BjsQVKAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAACAyxQmiIjd7t0IAAAwEXf3D0YYSarqxgrLeTkrczsAAFfv0PZtb4aBrRZZniU7DGh/7LrT2Q5jcAUKAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAOAyhQkiYrd7NwIAAEzE3f2DEUaSqrqxwnJezsrcDgDA1Tu0fdubYWCrRZZnyQ4D2h+77nS2wxhcgQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAADCUwgQRsX56NAIAAEzEZvtmhJGkqm6ssJyXszK3AwBw9Q5t3/ZmGNhqkeVZssOA9seuO53tMAZXoAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAALlOYICLWT49GAACAiXjZvBphJKmqGysAAADcAlegAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAEABAgAAoADh3/btGLVhIIqi6IwlWYW2EQIpDI4hTbafSoWDi4B3oUYIiUGRsgaHDAzknCW87sL/AACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAH6vNkEIoTrE6hDtAAAAJVi/923f7aAAc3l/ezUCAAAUor/e0qoAs4jDOFuha5tjU9kBAABKMC0prZsdcvAHCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAwF+pTRBCuN+/jAAAAIV4en4xQiZxGGcrdG1zbCo7AABACaYlpXWzQw6uQAEAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAPKY2QQjhcj4ZAQAACtFfb0bIJA7jbIWubY5NZQcAACjBtKS0bnbIwRUoAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAIDH1CYIIVzOJyMAAEAhPvpPI2QSh3G2AgAAwH/gChQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIF0OvDcAAANzSURBVAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAAoQAAAABQgAAIACBAAAQAECAACgAAEAAFCAAAAAKEAAAAAUIAAAAAoQAAAABQgAAKAAAQAAUIAAAAAoQAAAABQgAAAAChAAAAAFCAAAgAIEAABAAQIAAKAAAQAAUIAAAAAKEAAAAAUIAACAAgQAAEABAgAAoAABAABQgAAAAChAAAAAFCAAAAAKEAAAAAUIAACgAAEAAFCAAAAAKEAAAAAUIAAAACX4AbU2LTJYLf7VAAAAAElFTkSuQmCC" class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">156<span class="_ _1b6"> </span>157</div><div class="t m0 x8 he y1f ff49 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x19 he y1e ff49 fs6 fc4 sc0 ls37 ws36">OVERVIEW</div><div class="t m0 x6 h10 y1e98 ffc fs4 fc6 sc0 ls9e ws12">Notes<span class="_ _1"></span> to<span class="_ _1"></span> the<span class="_ _7"></span> Parent<span class="_ _1"></span> C<span class="_ _1"></span>omp<span class="_ _1"></span>an<span class="_ _2"></span>y</div><div class="t m0 x6 h10 y1e99 ffc fs4 fc6 sc0 ls9e ws12">Financial<span class="_ _1"></span> Stateme<span class="_ _1"></span>nt<span class="_ _1"></span>s<span class="_ _1"></span> </div><div class="t m0 x184 hdc y21 ffc fs41 fc6 sc0 lsa0 wsa1">cont<span class="_ _2"></span>in<span class="_ _2"></span>ued</div><div class="t m0 x6 h46 y2ca ffd fs1 fc6 sc0 ls1 ws0">For the ye<span class="_ _2"></span>ar ended 3<span class="_ _0"></span>1 December 20<span class="_ _2"></span>25</div><div class="t m0 x6 hbf y13bf ff16 fs24 fc10 sc0 ls2e ws2d">7<span class="_ _0"></span>. <span class="_ _fc"> </span> <span class="_ _18"></span>Ca<span class="_ _1"></span>sh and cas<span class="_ _1"></span>h equiv<span class="_ _1"></span>alent<span class="_ _1"></span>s and bank over<span class="_ _1"></span>draft<span class="_ _1"></span>s</div><div class="t m0 x15b h4a y1884 ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x15b h4a y1885 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x47 h8b y1884 ffb fs11 fc7 sc0 ls1 ws0">2025 </div><div class="t m0 x10f h8b y1885 ffb fs11 fc7 sc0 ls1 ws0">£’000</div><div class="t m0 xbf h1d y1884 ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></div><div class="t m0 x173 h1d y1885 ffd fs11 fc7 sc0 ls1 ws0">£’000</div><div class="t m0 xc3 h13 y190e ffc fs8 fc3 sc0 ls1 ws0">Cash and cash equivalen<span class="_ _2"></span>ts<span class="_ _2b4"> </span><span class="ffb">474<span class="_ _231"> </span><span class="ffd">32</span></span></div><div class="t m0 xc3 h2e y190f ff16 fs8 fc3 sc0 ls1 ws0">Cash and cash equivalen<span class="_ _2"></span>ts (ex<span class="_ _2"></span>cluding bank overdr<span class="_ _2"></span>afts)<span class="_ _2c5"> </span><span class="ffb">474<span class="_ _231"> </span><span class="ffd">32</span></span></div><div class="t m0 x6 h13 y1f43 ffd fs8 fc8 sc0 ls14 ws11">Cash at bank earns interest at <span class="_ _2"></span>floating rates based on daily bank overnight <span class="_ _2"></span>deposit rates.</div><div class="t m0 x15b h4a y1f44 ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x15b h4a y1f45 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x47 h8b y1f44 ffb fs11 fc7 sc0 ls1 ws0">2025 </div><div class="t m0 x10f h8b y1f45 ffb fs11 fc7 sc0 ls1 ws0">£’000</div><div class="t m0 xbf h1d y1f44 ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></div><div class="t m0 x173 h1d y1f45 ffd fs11 fc7 sc0 ls1 ws0">£’000</div><div class="t m0 xc3 h13 y1f46 ffd fs8 fc3 sc0 ls1 ws0">Bank over<span class="_ _2"></span>drafts<span class="_ _25d"> </span><span class="ffb">36,701<span class="_ _a0"> </span></span>26,607</div><div class="t m0 x6 hd4 y1f47 ff13 fs24 fc6 sc0 ls2e ws2d">Bank lo<span class="_ _1"></span>ans – RCF and overdraft</div><div class="t m0 x6 h13 y1f48 ffd fs8 fc8 sc0 ls14 ws11">The Company’s bank loan totals £nil <span class="_ _2"></span>(2024: £nil) and the Company’s overdraft totals <span class="_ _2"></span>£36.7m (2024: £26.6m).</div><div class="t m0 x6 h6f y1f49 ffb fs24 fc10 sc0 ls2e ws0">8. <span class="_ _f"> </span> <span class="_ _1ef"></span>T<span class="_ _2"></span>rad<span class="_ _1"></span>e and oth<span class="_ _1"></span>er paya<span class="_ _1"></span>bles</div><div class="t m0 x15b h4a y1f4a ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x15b h4a y1f4b ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x47 h8b y1f4a ffb fs11 fc7 sc0 ls1 ws0">2025 </div><div class="t m0 x10f h8b y1f4b ffb fs11 fc7 sc0 ls1 ws0">£’000</div><div class="t m0 xbf h1d y1f4a ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></div><div class="t m0 x173 h1d y1f4b ffd fs11 fc7 sc0 ls1 ws0">£’000</div><div class="t m0 xc3 h13 y1f4c ffc fs8 fc3 sc0 ls1 ws0">T<span class="_ _0"></span>rade pay<span class="_ _2"></span>ables<span class="_ _2c6"> </span><span class="ffb">323<span class="_ _a2"> </span><span class="ffd">919</span></span></div><div class="t m0 xc3 h13 y1f4d ffc fs8 fc3 sc0 ls1 ws0">Accruals<span class="_ _2c7"> </span><span class="ffb">1,858<span class="_ _75"> </span><span class="ffd">1,915</span></span></div><div class="t m0 xc3 h13 y1f4e ffd fs8 fc3 sc0 ls1 ws0">Amounts owed t<span class="_ _2"></span>o Group undert<span class="_ _2"></span>akings<span class="_ _f1"> </span><span class="ffb">65,936<span class="_ _a0"> </span></span>53,979</div><div class="t m0 xc3 h13 y1f4f ffc fs8 fc3 sc0 ls1 ws0"> <span class="_ _251"> </span><span class="ffb">68,117<span class="_ _a0"> </span><span class="ffd">56,813</span></span></div><div class="t m0 x6 h13 y1f50 ffd fs8 fc8 sc0 ls14 ws11">Amounts owed to Group undertakings are <span class="_ _2"></span>repayable on demand.</div><div class="t m0 x6 hbf y1f51 ff16 fs24 fc10 sc0 ls99 ws97">9. <span class="_ _1b3"> </span> <span class="_ _1ef"></span>Financial liabilities</div><div class="t m0 x15b h4a y1f52 ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 x15b h4a y1f53 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x47 h8b y1f52 ffb fs11 fc7 sc0 ls1 ws0">2025 </div><div class="t m0 x10f h8b y1f53 ffb fs11 fc7 sc0 ls1 ws0">£’000</div><div class="t m0 xbf h1d y1f52 ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></div><div class="t m0 x173 h1d y1f53 ffd fs11 fc7 sc0 ls1 ws0">£’000</div><div class="t m0 xc3 h11 y1f54 ffb fs8 fc3 sc0 ls1 ws0">Current<span class="_ _263"> </span> <span class="_ _ac"> </span><span class="ffc fc6"> </span></div><div class="t m0 xc3 h13 y1f55 ffd fs8 fc3 sc0 ls1 ws0">Contingent c<span class="_ _2"></span>onsidera<span class="_ _2"></span>tion liabilities<span class="_ _296"> </span><span class="ffb">3,259<span class="_ _75"> </span></span>3,306</div><div class="t m0 xc3 h13 y1f56 ffd fs8 fc3 sc0 ls1 ws0">IFRS16 Financial Liabilities<span class="_ _258"> </span><span class="ffb">339<span class="_ _231"> </span></span>74</div><div class="t m0 xc3 h13 y1f57 ffc fs8 fc3 sc0 ls1 ws0"> <span class="_ _1ea"> </span><span class="ffb">3,598<span class="_ _75"> </span><span class="ffd">3,380</span></span></div><div class="t m0 x6 hbf y1f58 ff16 fs24 fc10 sc0 ls2e ws2d">10. <span class="_ _b6"> </span> <span class="_ _1ef"></span>Pro<span class="_ _1"></span>visi<span class="_ _1"></span>on for liab<span class="_ _1"></span>ilitie<span class="_ _1"></span>s</div><div class="t m0 xec h4a y1f59 ffc fs11 fc7 sc0 ls1 ws0">  </div><div class="t m0 xec h4a y1f5a ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 xc0 h8b y1f59 ffb fs11 fc7 sc0 ls1 ws0">Provision </div><div class="t m0 x173 h8b y1f5a ffb fs11 fc7 sc0 ls1 ws0">£’000</div><div class="t m0 xc3 h13 y1f5b ffd fs8 fc3 sc0 ls1 ws0">Balance at 1 January<span class="_ _2c8"> </span>571</div><div class="t m0 xc3 h13 y1f5c ffc fs8 fc3 sc0 ls1 ws0">Amount released<span class="_ _2c9"> </span><span class="ffd">(571)<span class="_ _18"></span> <span class="_ _6"></span> </span></div><div class="t m0 xc3 h11 y1f5d ffb fs8 fc3 sc0 ls1 ws0">Balance at 31 December<span class="_ _2ca"> </span>–</div><div class="t m0 x6 h13 y1f5e ffd fs8 fc8 sc0 ls14 ws11">Included in the sale agreement of <span class="_ _2"></span>LMS was a four year claims indemnity <span class="_ _2"></span>of £2.0m, for which the Group has <span class="_ _2"></span>previously provided £0.6m for certain </div><div class="t m0 x6 h13 y1f5f ffd fs8 fc8 sc0 ls14 ws11">claims, which it considers to be <span class="_ _2"></span>the most likely outcome. The Group disposed <span class="_ _2"></span>of LMS in 2021, and therefore the <span class="_ _2"></span>four year limit has now elapsed.</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   156<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   156<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
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" class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">156<span class="_ _1b6"> </span>157</div><div class="t m0 xf he y1f ff51 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 xe he y1e ff51 fs6 fc4 sc0 ls9c ws9c">OTHER INFORMATION<span class="_ _182"></span><span class="fc0">FINANCIAL STATEMENTS<span class="_ _183"></span><span class="fc4">CORPORATE GOVERNANCE<span class="_ _13e"></span>STRATEGIC<span class="_ _2"></span> REPORT<span class="_ _184"></span><span class="ls37 ws36">OVERVIEW</span></span></span></div><div class="t m0 x18 h10 y21 ff52 fs4 fc6 sc0 ls1 ws0"> </div><div class="t m0 x18 h6f y13bf ffb fs24 fc10 sc0 ls70 wsa0">11. <span class="_ _1b7"> </span> Deferred <span class="_ _1b5"> </span>tax</div><div class="t m0 x41 h8b y1887 ffb fs11 fc7 sc0 ls1 ws0">Deferred t<span class="_ _2"></span>ax asset</div><div class="t m0 x78 h8b y1884 ffb fs11 fc7 sc0 ls1 ws0">2025<span class="ffc"> </span></div><div class="t m0 x45 h8b y1885 ffb fs11 fc7 sc0 ls1 ws0">£,000</div><div class="t m0 x154 h1d y1884 ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></div><div class="t m0 x17a h1d y1885 ffd fs11 fc7 sc0 ls1 ws0">£,000</div><div class="t m0 x41 h13 y190e ffd fs8 fc3 sc0 ls1 ws0">Depreciation char<span class="_ _2"></span>ged in advance of c<span class="_ _2"></span>apital allow<span class="_ _2"></span>ances<span class="_ _2cb"> </span><span class="ffb">176<span class="_ _a2"> </span></span>229</div><div class="t m0 x41 h13 y190f ffd fs8 fc3 sc0 ls1 ws0">Share options<span class="_ _2cc"> </span><span class="ffb">–<span class="_ _a2"> </span></span>696</div><div class="t m0 x41 h13 y1910 ffd fs8 fc3 sc0 ls1 ws0">Losses<span class="_ _2cd"> </span><span class="ffb">234<span class="_ _a2"> </span></span>183</div><div class="t m0 x41 h13 y1911 ffd fs8 fc3 sc0 ls1 ws0">Other tempor<span class="_ _2"></span>ary differ<span class="_ _2"></span>ences<span class="_ _2ce"> </span><span class="ffb">408<span class="_ _82"> </span>–<span class="ffc"> </span></span></div><div class="t m0 x41 h13 y1912 ffd fs8 fc3 sc0 ls1 ws0">Def<span class="_ _2"></span>erred t<span class="_ _2"></span>ax asset at 31 December<span class="_ _2cf"> </span><span class="ffb">818<span class="_ _75"> </span></span>1,108</div><div class="t m0 x41 h8b y1f60 ffb fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x78 h8b y1f61 ffb fs11 fc7 sc0 ls1 ws0">2025<span class="ffc"> </span></div><div class="t m0 x45 h8b y1f62 ffb fs11 fc7 sc0 ls1 ws0">£,000</div><div class="t m0 x154 h1d y1f61 ffd fs11 fc7 sc0 ls1 ws0">2024<span class="ffc"> </span></div><div class="t m0 x17a h1d y1f62 ffd fs11 fc7 sc0 ls1 ws0">£,000</div><div class="t m0 x41 h13 y1f63 ffd fs8 fc3 sc0 ls1 ws0">Def<span class="_ _2"></span>erred t<span class="_ _2"></span>ax asset at 1 January<span class="_ _261"> </span><span class="ffb">1,108<span class="_ _75"> </span></span>3,659</div><div class="t m0 x41 h13 y1f64 ffd fs8 fc3 sc0 ls1 ws0">Def<span class="_ _2"></span>erred t<span class="_ _2"></span>ax credit in pr<span class="_ _2"></span>ofit and loss account f<span class="_ _2"></span>or the year<span class="_ _2d0"> </span><span class="ffb ws9b">(348)<span class="_ _18"></span>  <span class="_ _c9"> </span><span class="ffd ws0">(2,666)<span class="_ _18"></span> <span class="_ _6"></span> </span></span></div><div class="t m0 x41 h13 y1f65 ffd fs8 fc3 sc0 ls1 ws0">Def<span class="_ _2"></span>erred t<span class="_ _2"></span>ax (charge) / cr<span class="_ _2"></span>edit to equity<span class="_ _1a0"> </span><span class="ffb">58 <span class="_ _6c"> </span></span>115</div><div class="t m0 x41 h13 y1f66 ffd fs8 fc3 sc0 ls1 ws0">Def<span class="_ _2"></span>erred t<span class="_ _2"></span>ax asset at 31 December<span class="_ _2cf"> </span><span class="ffb">818<span class="_ _75"> </span></span>1,108</div><div class="t m0 x18 h13 y1f67 ffd fs8 fc8 sc0 ls14 ws11">A deferred tax asset has been <span class="_ _2"></span>recognised on the basis that the Group <span class="_ _2"></span>is anticipated to make sufficient taxable profits <span class="_ _2"></span>in the foreseeable future </div><div class="t m0 x18 h13 y1f68 ffd fs8 fc8 sc0 ls14 ws11">against which the Company’s attributable assets <span class="_ _2"></span>can be utilised. The Group’s 3-year plan <span class="_ _2"></span>indicates that the Company’s losses will b<span class="_ _2"></span>e able to be </div><div class="t m0 x18 h13 y1f69 ffd fs8 fc8 sc0 ls14 ws11">offset within the Group via group <span class="_ _2"></span>relief. Management is therefore satisfied that these <span class="_ _2"></span>can be utilised in a future period<span class="_ _2"></span>.</div><div class="t m0 x18 h6f y1f6a ffb fs24 fc10 sc0 ls99 wsac">12. <span class="_ _bc"> </span> <span class="_ _18"></span>Calle<span class="_ _1"></span>d up<span class="_ _2"></span> share capital</div><div class="t m0 x34 h1d y1f6b ffc fs11 fc7 sc0 ls1 ws0"> <span class="_ _c7"> </span><span class="ffb">2025<span class="_ _11d"> </span><span class="ffd">2024</span></span></div><div class="t m0 x34 h1d y1f6c ffc fs11 fc7 sc0 ls1 ws0"> <span class="_ _12e"> </span><span class="ffb">Shares<span class="_ _2b"> </span>£’000<span class="_ _9e"> </span></span>Shares<span class="_ _23"> </span><span class="ffd">£’000</span></div><div class="t m0 x41 h11 y1f6d ffb fs8 fc3 sc0 ls1 ws0">Authorised:<span class="_ _a1"> </span><span class="ffc"> <span class="_ _cc"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></div><div class="t m0 x41 h13 y1f6e ffd fs8 fc3 sc0 ls1 ws0">Ordinary Shares of 0.2 pence each<span class="_ _218"> </span><span class="ffb">500,000,000<span class="_ _75"> </span>1,000<span class="_ _fb"> </span></span>500,000,000<span class="_ _75"> </span>1,000</div><div class="t m0 x41 h11 y1f6f ffb fs8 fc3 sc0 ls1 ws0">Issued and fully paid:<span class="_ _284"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></div><div class="t m0 x41 h13 y1f70 ffd fs8 fc3 sc0 ls1 ws0">At 1 January<span class="_ _180"> </span><span class="ffb">105,158,950<span class="_ _a2"> </span>210<span class="_ _fe"> </span></span>105,158,950<span class="_ _a2"> </span>210</div><div class="t m0 x41 h13 y1f71 ffc fs8 fc3 sc0 ls1 ws0">Issued in the year<span class="_ _173"> </span><span class="ffb">–<span class="_ _3f"> </span>–<span class="_ _82"> </span><span class="ffd">–<span class="_ _82"> </span>–</span></span></div><div class="t m0 x41 h13 y1f72 ffd fs8 fc3 sc0 ls1 ws0">At 31 December<span class="_ _285"> </span><span class="ffb">105,158,950<span class="_ _a2"> </span>210<span class="_ _fe"> </span></span>105,158,950<span class="_ _a2"> </span>210</div><div class="t m0 x18 h13 y1f73 ffd fs8 fc8 sc0 ls14 ws11">A ordinary shares carry one vote <span class="_ _2"></span>per share and rank<span class="ff1e"> pari passu</span></div><div class="t m0 xbb h13 y1f74 ffd fs8 fc8 sc0 ls14 ws11"> for dividends.</div><div class="t m0 x18 h13 y1f75 ffd fs8 fc8 sc0 ls14 ws11">The Company has one class of <span class="_ _2"></span>share capital, being ordinary shares. Each ordinary <span class="_ _2"></span>share carries one vote, ranks equally for <span class="_ _2"></span>dividends and capital </div><div class="t m0 x18 h13 y1f76 ffd fs8 fc8 sc0 ls14 ws11">distributions, and is not redeemable.</div><div class="t m0 x18 h6f y1f77 ffb fs24 fc10 sc0 ls9a wsa7">13. <span class="_ _1b7"> </span> Reserves</div><div class="t m0 x18 hd4 y1f78 ff13 fs24 fc6 sc0 ls2e ws2d">Share pr<span class="_ _1"></span>emium</div><div class="t m0 x18 h13 y1f79 ffd fs8 fc8 sc0 ls14 ws11">The amount subscribed for share cap<span class="_ _2"></span>ital in excess of nominal value less any <span class="_ _2"></span>costs attributable to the issue of <span class="_ _2"></span>new shares.</div><div class="t m0 x18 hd4 y1f7a ff13 fs24 fc6 sc0 ls2e ws2d">Share<span class="_ _1"></span>-b<span class="_ _1"></span>ased payme<span class="_ _1"></span>nt reser<span class="_ _1"></span>ve</div><div class="t m0 x18 h13 y1f7b ffd fs8 fc8 sc0 ls14 ws11">This represents the amount provided in <span class="_ _2"></span>the year in respect of share awards. <span class="_ _2"></span>The Company has operated long-term incentive <span class="_ _2"></span>plans (including CSOP) </div><div class="t m0 x18 h13 y1f7c ffd fs8 fc8 sc0 ls14 ws11">and a number of SAYE schemes <span class="_ _2"></span>for the employees in the Company and <span class="_ _2"></span>the Group. See note 15 to the <span class="_ _2"></span>Group Financial Statements for details of th<span class="_ _2"></span>e </div><div class="t m0 x18 h13 y1f7d ffd fs8 fc8 sc0 ls14 ws11">LTIP, CSOP and the SAYE schemes.</div><div class="t m0 x18 hd4 y1f7e ff13 fs24 fc6 sc0 ls2e ws2d">Share<span class="_ _1"></span>s held by employee be<span class="_ _1"></span>nefit tru<span class="_ _1"></span>st (E<span class="_ _2"></span>BT<span class="_ _1"></span>) and share incenti<span class="_ _1"></span>ve plan (SIP<span class="_ _2"></span>)</div><div class="t m0 x18 h13 y1f7f ffd fs8 fc8 sc0 ls14 ws11">Shares held by EBT represent the <span class="_ _2"></span>cost of LSL shares purchased in the <span class="_ _2"></span>market and held by the Employee <span class="_ _2"></span>Benefit Trust and the Share Incentive Plan </div><div class="t m0 x18 h13 y1f80 ffd fs8 fc8 sc0 ls14 ws11">(SIP) to satisfy future exercise of <span class="_ _2"></span>options under the Group’s employee share options <span class="_ _2"></span>schemes. The EBT and SIP are treated <span class="_ _2"></span>as an extension of </div><div class="t m0 x18 h13 y1f81 ffd fs8 fc8 sc0 ls14 ws11">the company.</div><div class="t m0 x18 h13 y1f82 ffd fs8 fc8 sc0 ls14 ws11">At 31 December 2025, the Trust <span class="_ _2"></span>held 142,244 (2024: 174,248) LSL shares at <span class="_ _2"></span>an average cost of £3.86 (2024: £3.86), and <span class="_ _2"></span>the SIP held 871,803 </div><div class="t m0 x18 h13 y1f83 ffd fs8 fc8 sc0 ls14 ws11">(2024: 951,904) LSL shares at an <span class="_ _2"></span>average cost of £0.88 (2024: £0.88). The market <span class="_ _2"></span>value of the LSL shares at 31 <span class="_ _2"></span>December 2025 was £2.7m (2024: </div><div class="t m0 x18 h13 y1f84 ffd fs8 fc8 sc0 ls14 ws11">£3.4m). The nominal value of each <span class="_ _2"></span>share is 0.2 pence.</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   157<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   157<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
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class="bi x0 y0 w5 h1" alt="" /><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">158</div><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 h10 y1e98 ffc fs4 fc6 sc0 ls9e ws12">Notes<span class="_ _1"></span> to<span class="_ _1"></span> the<span class="_ _7"></span> Parent<span class="_ _1"></span> C<span class="_ _1"></span>omp<span class="_ _1"></span>an<span class="_ _2"></span>y</div><div class="t m0 x6 h10 y1e99 ffc fs4 fc6 sc0 ls9e ws12">Financial<span class="_ _1"></span> Stateme<span class="_ _1"></span>nt<span class="_ _1"></span>s<span class="_ _1"></span> </div><div class="t m0 x184 hdc y21 ffc fs41 fc6 sc0 lsa0 wsa1">cont<span class="_ _2"></span>in<span class="_ _2"></span>ued</div><div class="t m0 x6 h46 y2ca ffd fs1 fc6 sc0 ls1 ws0">For the ye<span class="_ _2"></span>ar ended 3<span class="_ _0"></span>1 December 20<span class="_ _2"></span>25</div><div class="t m0 x6 hd4 y13bf ff13 fs24 fc6 sc0 ls9f ws9f">T<span class="_ _0"></span>reasur<span class="_ _1"></span>y shares</div><div class="t m0 x6 h13 y1412 ffd fs8 fc8 sc0 ls14 ws11">Treasury shares represent the cost of <span class="_ _2"></span>LSL shares purchased in the market under <span class="_ _2"></span>the share buy-back programmes, including the <span class="_ _2"></span>programme </div><div class="t m0 x6 h13 y1413 ffd fs8 fc8 sc0 ls14 ws11">initiated in 2022 and the £7m <span class="_ _2"></span>programme announced in April 2024, which <span class="_ _2"></span>completed in January 2026 following the repurchase <span class="_ _2"></span>of ordinary shares </div><div class="t m0 x6 h13 y1414 ffd fs8 fc8 sc0 ls14 ws11">up to the maximum consideration. In <span class="_ _2"></span>January 2026, the Board announced the laun<span class="_ _2"></span>ch of a new £12m share buy-back <span class="_ _2"></span>programme. At 31 December </div><div class="t m0 x6 h13 y1415 ffd fs8 fc8 sc0 ls14 ws11">2025, LSL had repurchased 3,356,874 (2024: <span class="_ _2"></span>1,458,933) LSL shares at an average cost <span class="_ _2"></span>of £2.94 (2024: £3.31). The market value <span class="_ _2"></span>of the LSL shares at </div><div class="t m0 x6 h13 y1416 ffd fs8 fc8 sc0 ls14 ws11">31 December 2025 was £8.8m (2024: <span class="_ _2"></span>£4.4m). The nominal value of each share <span class="_ _2"></span>is 0.2 pence..</div><div class="t m0 x6 hd4 y1f85 ff13 fs24 fc6 sc0 ls2e ws2d">Fair value res<span class="_ _1"></span>er<span class="_ _1"></span>ve</div><div class="t m0 x6 h13 y1b59 ffd fs8 fc8 sc0 ls14 ws11">The fair value reserve is used <span class="_ _2"></span>to record the changes in fair value <span class="_ _2"></span>of equity financial assets.</div><div class="t m0 x6 hbf y1f86 ff16 fs24 fc10 sc0 ls2e ws2d">14. <span class="_ _b6"> </span> <span class="_ _1ef"></span>Co<span class="_ _1"></span>mpany pr<span class="_ _1"></span>ofit for th<span class="_ _1"></span>e financ<span class="_ _1"></span>ial year after t<span class="_ _1"></span>ax</div><div class="t m0 x6 h13 y1f87 ffd fs8 fc8 sc0 ls14 ws11">The Company has not presented its <span class="_ _2"></span>own profit and loss account as permitted <span class="_ _2"></span>by section 408 of the Companies Act <span class="_ _2"></span>2006. The profit after tax for the </div><div class="t m0 x6 h13 y1f88 ffd fs8 fc8 sc0 ls14 ws11">year was £13.3m (2024: profit of <span class="_ _2"></span>£0.6m).</div><div class="t m0 x6 h13 y1f89 ffd fs8 fc8 sc0 ls14 ws11">Remuneration paid to Directors of the <span class="_ _2"></span>Company is disclosed in note 15 to <span class="_ _2"></span>the Group Financial Statements.</div><div class="t m0 x6 h13 y1f8a ffd fs8 fc8 sc0 ls14 ws11">The Company paid £0.3m (2024: £0.4m) <span class="_ _2"></span>to its auditors in respect of the <span class="_ _2"></span>audit of the Financial Statements of the <span class="_ _2"></span>Company.</div><div class="t m0 x6 h14 y1f8b ffc fs8 fc8 sc0 ls14 ws0">Fees paid to the external auditors and their associates for non-audit services to the Company itself are not disclosed in the individual accounts </div><div class="t m0 x6 h13 y1f8c ffd fs8 fc8 sc0 ls14 ws11">of the Company because Group financial <span class="_ _2"></span>statements are prepared which are required to <span class="_ _2"></span>disclose such fees on a consolidated basis. <span class="_ _2"></span>These are </div><div class="t m0 x6 h13 y1f8d ffd fs8 fc8 sc0 ls14 ws11">disclosed in note 11 to the <span class="_ _2"></span>Group Financial Statements.</div><div class="t m0 x6 h6f y1f8e ffb fs24 fc10 sc0 ls92 ws8f">15. <span class="_ _bc"> </span> <span class="_ _18"></span>Pensions costs a<span class="_ _2"></span>nd commitments</div><div class="t m0 x6 h13 y1f8f ffd fs8 fc8 sc0 ls14 ws11">Total contributions to the defined contrib<span class="_ _2"></span>ution schemes in the year were £0.2m <span class="_ _2"></span>(2024: £0.2m). The amount outstanding in respect <span class="_ _2"></span>of pensions as </div><div class="t m0 x6 h13 y1f90 ffd fs8 fc8 sc0 ls14 ws11">at 31 December 2025 was £nil <span class="_ _2"></span>(2024: £nil).</div><div class="t m0 x6 h13 y1f91 ffd fs8 fc8 sc0 ls14 ws11">The average monthly number of employees <span class="_ _2"></span>(including directors) during the year was 106 <span class="_ _2"></span>(2024: 109).</div><div class="t m0 x6 hbf y1f92 ff16 fs24 fc10 sc0 ls2e ws2d">16. <span class="_ _b6"> </span> <span class="_ _1ef"></span>Rel<span class="_ _1"></span>ated par<span class="_ _1"></span>t<span class="_ _1"></span>y tran<span class="_ _1"></span>sac<span class="_ _1"></span>tion<span class="_ _1"></span>s</div><div class="t m0 x6 h13 y1f93 ffd fs8 fc8 sc0 ls14 ws11">During the year the transactions entered <span class="_ _2"></span>into by the Company with non-wholly owned <span class="_ _2"></span>subsidiaries are as follows:</div><div class="t m0 x13d h4a y1f94 ffc fs11 fc7 sc0 ls1 ws0"> </div><div class="t m0 x16d h8b y1f95 ffb fs11 fc7 sc0 ls1 ws0">Sales to relat<span class="_ _2"></span>ed </div><div class="t m0 x136 h86 y1f96 ff16 fs11 fc7 sc0 ls1 ws0">parties <span class="ffb"> </span></div><div class="t m0 x113 h8b y1f97 ffb fs11 fc7 sc0 ls1 ws0">£’000</div><div class="t m0 x7a h8b y1f95 ffb fs11 fc7 sc0 ls1 ws0">Purchases from </div><div class="t m0 x13e h86 y1f96 ff16 fs11 fc7 sc0 ls1 ws0">related parties <span class="ffb"> </span></div><div class="t m0 x169 h8b y1f97 ffb fs11 fc7 sc0 ls1 ws0">£’000</div><div class="t m0 x195 h8b y1f95 ffb fs11 fc7 sc0 ls1 ws0">Amounts owed </div><div class="t m0 xde h86 y1f96 ff16 fs11 fc7 sc0 ls1 ws0">by relat<span class="_ _2"></span>ed parties <span class="ffb"> </span></div><div class="t m0 x10f h8b y1f97 ffb fs11 fc7 sc0 ls1 ws0">£’000</div><div class="t m0 x170 h8b y1f95 ffb fs11 fc7 sc0 ls1 ws0">Amounts owed </div><div class="t m0 x7d h86 y1f96 ff16 fs11 fc7 sc0 ls1 ws0">to relat<span class="_ _2"></span>ed parties <span class="ffb"> </span></div><div class="t m0 x173 h8b y1f97 ffb fs11 fc7 sc0 ls1 ws0">£’000</div><div class="t m0 xc3 h11 y1f98 ffb fs8 fc3 sc0 ls1 ws0">Non-wholly owned subsidiaries<span class="_ _a4"> </span><span class="ffc"> <span class="_ _ac"> </span> <span class="_ _ac"> </span> <span class="_ _ac"> </span> </span></div><div class="t m0 xc3 h11 y1f99 ffb fs8 fc3 sc0 ls1 ws0">2025<span class="_ _4b"> </span>–<span class="_ _82"> </span>–<span class="_ _79"> </span>31<span class="_ _3f"> </span>–</div><div class="t m0 xc3 h13 y1f9a ffd fs8 fc3 sc0 ls1 ws0">2024<span class="_ _4b"> </span>–<span class="_ _82"> </span>–<span class="_ _82"> </span>1<span class="_ _3f"> </span>–</div><div class="t m0 x6 h13 y1f9b ffd fs8 fc8 sc0 ls14 ws11">The expected credit loss relating to <span class="_ _2"></span>related parties receivables with non-wholly owned subsidiaries <span class="_ _2"></span>is £nil at 31 December 2025 (31 <span class="_ _2"></span>December </div><div class="t m0 x6 h13 y1f9c ffd fs8 fc8 sc0 ls14 ws11">2024: £nil) and the related parties <span class="_ _2"></span>receivables are presented net of this provision.</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   158<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   158<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
<div id="pfa1" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pca1 w4 h0"><img 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class="bi x0 y1f9d w5 hdd" alt="" /><div class="t m0 xf he y1f ff11 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x155 hf y20 ffb fs2 fc5 sc0 ls6 ws4">159</div><div class="t m0 xe he y1e ff53 fs6 fc0 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span><span class="fc4">FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span>CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="ls11 wse">OVERVIEW</span></span></span></div><div class="t m0 x18 h10 y21 ffc fs4 fc6 sc0 lsa9 wsb4">D<span class="_ _1"></span>ef<span class="_ _14"></span>initi<span class="_ _1"></span>ons<span class="_ _7"></span> </div><div class="t m0 x18 h13 y1c7 ffb fs8 fc8 sc0 ls14 ws0">“<span class="_ _0"></span>Adjusted Basic E<span class="_ _2"></span>arnings per Share” or “<span class="_ _6"></span>Adjusted Basic EPS”<span class="ffd ws11"> is de<span class="_ _2"></span>fined at note <span class="_ _2"></span>34 to the Financial St<span class="_ _2"></span>atemen<span class="_ _2"></span>ts.</span></div><div class="t m0 x18 h13 y1f9e ffb fs8 fc8 sc0 ls14 ws0">“<span class="_ _0"></span>Adjusted EBITD<span class="_ _2"></span>A<span class="_ _0"></span>”<span class="ffd ws11"> is Group Underlying Oper<span class="_ _2"></span>ating Pr<span class="_ _2"></span>ofit (note 5 <span class="_ _2"></span>to the Financial St<span class="_ _2"></span>atements) <span class="_ _2"></span>plus depreciation <span class="_ _2"></span>on property<span class="_ _6"></span>, plant and equipment.</span></div><div class="t m0 x18 h13 y1f9f ffb fs8 fc8 sc0 ls14 ws11">“<span class="_ _0"></span>AGM”<span class="ffd"> Annual Gener<span class="_ _2"></span>al Meeting.</span></div><div class="t m0 x18 h13 y1fa0 ffb fs8 fc8 sc0 ls14 ws11">“<span class="_ _0"></span>AI”<span class="ffd"> artificial intellig<span class="_ _2"></span>ence.</span></div><div class="t m0 x18 h13 y1fa1 ffb fs8 fc8 sc0 ls14 ws11">“<span class="_ _0"></span>AR”<span class="ffd"> appointed r<span class="_ _2"></span>epresen<span class="_ _2"></span>tativ<span class="_ _2"></span>e under the FCA<span class="_ _0"></span>’<span class="_ _2"></span>s Appointed <span class="_ _2"></span>Represen<span class="_ _2"></span>tativ<span class="_ _2"></span>es Regime.</span></div><div class="t m0 x18 h13 y1fa2 ffb fs8 fc8 sc0 lsaa wsb5">“A<span class="_ _7"></span>R<span class="_ _1"></span>C<span class="_ _14"> </span>”<span class="_ _1"></span><span class="ffd ls14 ws11"> Audit &amp; Risk Committee.</span></div><div class="t m0 x18 h13 y1fa3 ffb fs8 fc8 sc0 ls14 ws0">“<span class="_ _0"></span>A<span class="_ _2"></span>VM ”<span class="ffd ws11"> automa<span class="_ _2"></span>ted v<span class="_ _2"></span>aluation model.</span></div><div class="t m0 x18 h13 y1fa4 ffb fs8 fc8 sc0 ls14 ws0">“Basic Earnings per Share” or “EPS<span class="_ _2"></span>”<span class="ffd ws11"> is defined a<span class="_ _2"></span>t note 12 t<span class="_ _2"></span>o the Financial Sta<span class="_ _2"></span>tements.</span></div><div class="t m0 x18 h2e y1fa5 ff16 fs8 fc8 sc0 ls14 ws11">“Board”/“Board <span class="_ _2"></span>of Director<span class="_ _2"></span>s”<span class="ffd"> the Board of <span class="_ _2"></span>Director<span class="_ _2"></span>s of LSL.</span></div><div class="t m0 x18 h13 y1fa6 ffb fs8 fc8 sc0 ls14 ws11">“BA<span class="_ _6"></span>YE”<span class="ffd"> Buy As Y<span class="_ _0"></span>ou Earn (also r<span class="_ _2"></span>ef<span class="_ _2"></span>erred to <span class="_ _2"></span>as SIP).</span></div><div class="t m0 x18 h13 y1fa7 ffb fs8 fc8 sc0 ls14 ws11">“BoE”<span class="ffd"> Bank of England.</span></div><div class="t m0 x18 h13 y1fa8 ffb fs8 fc8 sc0 ls14 ws11">“B2B”<span class="ffd"> business to business.</span></div><div class="t m0 x18 h13 y1fa9 ffb fs8 fc8 sc0 ls14 ws0">“B2C ”<span class="ffd ws11"> business to cus<span class="_ _2"></span>tomer<span class="_ _6"></span>.</span></div><div class="t m0 x18 h13 y1faa ffb fs8 fc8 sc0 ls14 ws11">“CAGR”<span class="ffd"> compound <span class="_ _2"></span>annual growth <span class="_ _2"></span>rat<span class="_ _2"></span>e. </span></div><div class="t m0 x18 h2e y1fab ff16 fs8 fc8 sc0 ls14 ws11">“Committee(s)”<span class="ffd"> r<span class="_ _2"></span>ef<span class="_ _2"></span>ers t<span class="_ _2"></span>o LSL<span class="_ _0"></span>’<span class="_ _2"></span>s Nomina<span class="_ _2"></span>tions Committee, the Audit &amp; <span class="_ _2"></span>Risk Committee, the R<span class="_ _2"></span>emunera<span class="_ _2"></span>tion Committee and the Disclosur<span class="_ _2"></span>e Committee.</span></div><div class="t m0 x18 h13 y1fac ffb fs8 fc8 sc0 ls14 ws0">“Company” or “Parent Compan<span class="_ _2"></span>y”<span class="ffd ws11"> ref<span class="_ _2"></span>ers t<span class="_ _2"></span>o LSL Pr<span class="_ _2"></span>operty Services plc.</span></div><div class="t m0 x18 h13 y1fad ffb fs8 fc8 sc0 ls14 ws11">“Code”<span class="ffd"> UK Code of Corpor<span class="_ _2"></span>ate Go<span class="_ _2"></span>vernance published by <span class="_ _2"></span>the Financial Reporting Coun<span class="_ _2"></span>cil (FRC). </span></div><div class="t m0 x18 h13 y1fae ffb fs8 fc8 sc0 ls14 ws11">“CEF”<span class="ffd"> Colleague Engag<span class="_ _2"></span>ement Forum.</span></div><div class="t m0 x18 h13 y1faf ffb fs8 fc8 sc0 ls14 ws0">“CEO” or “Gr<span class="_ _2"></span>oup CEO”<span class="ffd ws11"> Chief Ex<span class="_ _0"></span>ecutive Officer<span class="_ _0"></span>, Adam Castlet<span class="_ _2"></span>on.</span></div><div class="t m0 x18 h13 y1fb0 ffb fs8 fc8 sc0 ls14 ws0">“CFO” or “Group CF<span class="_ _2"></span>O”<span class="ffd ws11"> Chief Financial Officer<span class="_ _6"></span>, David Tilak fr<span class="_ _2"></span>om 1<span class="ls1 ws0">2</span> January <span class="_ _2"></span>2026. Adam Castlet<span class="_ _2"></span>on prior to 28 April <span class="_ _2"></span>2025.</span></div><div class="t m0 x18 h13 y1fb1 ffb fs8 fc8 sc0 ls14 ws0">“Colleague Forums” or “Forums”<span class="ffd ws11"> ou<span class="_ _2"></span>r LSL Group Colleague <span class="_ _2"></span>Engagemen<span class="_ _2"></span>t, Inclusion and Diver<span class="_ _2"></span>sity<span class="_ _6"></span>, and Communities forums.</span></div><div class="t m0 x18 h13 y1fb2 ffb fs8 fc8 sc0 ls14 ws0">“CPO” or “Group CPO”<span class="ffd ws11"> Chief <span class="_ _2"></span>People Officer<span class="_ _6"></span>, Debra <span class="_ _2"></span>Gardner<span class="_ _6"></span>.</span></div><div class="t m0 x18 h13 y1fb3 ffb fs8 fc8 sc0 ls14 ws11">“CRM”<span class="ffd"> client r<span class="_ _2"></span>ecords manag<span class="_ _2"></span>ement s<span class="_ _2"></span>yst<span class="_ _2"></span>em.</span></div><div class="t m0 x18 h13 y1fb4 ffb fs8 fc8 sc0 ls14 ws0">“CRO” or Group CRO"<span class="ffd ws11"> Chie<span class="_ _2"></span>f Risk Officer<span class="_ _6"></span>, Saad Hassanuddin.</span></div><div class="t m0 x18 h13 y1fb5 ffb fs8 fc8 sc0 ls14 ws11">“CSOP”<span class="ffd"> Company Share Owner<span class="_ _2"></span>ship Plan.</span></div><div class="t m0 x18 h13 y1fb6 ffb fs8 fc8 sc0 ls14 ws11">“CT”<span class="ffd"> corporation t<span class="_ _2"></span>ax.</span></div><div class="t m0 x18 h13 y1fb7 ffb fs8 fc8 sc0 ls14 ws11">“D2C<span class="_ _1"></span>”<span class="ffd"> dir<span class="_ _2"></span>ect to consumer<span class="_ _e"></span>.</span></div><div class="t m0 x18 h13 y1fb8 ffb fs8 fc8 sc0 ls14 ws11">“DISC<span class="_ _1"></span>”<span class="ffd"> LSL<span class="_ _6"></span>’<span class="_ _2"></span>s Dat<span class="_ _2"></span>a and Inf<span class="_ _2"></span>ormation Security Committ<span class="_ _2"></span>ee.</span></div><div class="t m0 x18 h13 y1fb9 ffb fs8 fc8 sc0 ls14 ws0">“Davis T<span class="_ _6"></span>ate”<span class="ffd ws11"> trading <span class="_ _2"></span>name of Davis T<span class="_ _6"></span>ate L<span class="_ _2"></span>td.</span></div><div class="t m0 x18 h13 y1fba ffb fs8 fc8 sc0 ls14 ws11">“DEFRA<span class="_ _2"></span>”<span class="ffd"> Department <span class="_ _2"></span>for En<span class="_ _2"></span>vironmen<span class="_ _2"></span>t, Food and Rur<span class="_ _2"></span>al Aff<span class="_ _2"></span>airs.</span></div><div class="t m0 x18 h13 y1fbb ffb fs8 fc8 sc0 ls14 ws11">“Director”<span class="ffd"> an Executiv<span class="_ _2"></span>e Director or <span class="_ _2"></span>Non-Executiv<span class="_ _2"></span>e Director <span class="_ _2"></span>of LSL.</span></div><div class="t m0 x18 h13 y1fbc ffb fs8 fc8 sc0 ls14 ws11">“Division(s)”<span class="ffd"> re<span class="_ _2"></span>fer<span class="_ _2"></span>s to each <span class="_ _2"></span>of our Financial Services, Surveying &amp; V<span class="_ _0"></span>aluation and Es<span class="_ _2"></span>tat<span class="_ _2"></span>e Agency Fr<span class="_ _2"></span>anchising Divisions.</span></div><div class="t m0 x18 h13 y1fbd ffb fs8 fc8 sc0 ls14 ws11">“DLPS”<span class="ffd"> Dir<span class="_ _2"></span>ect Life <span class="_ _2"></span>and Pension Services Limit<span class="_ _2"></span>ed.</span></div><div class="t m0 x18 h13 y1fbe ffb fs8 fc8 sc0 ls14 ws11">“DPO”<span class="ffd"> data pr<span class="_ _2"></span>otection officer<span class="_ _e"></span>.</span></div><div class="t m0 x18 h13 y1fbf ffb fs8 fc8 sc0 ls14 ws11">“EBITDA<span class="_ _0"></span>”<span class="ffd"> earnings, bef<span class="_ _2"></span>ore int<span class="_ _2"></span>erest, <span class="_ _2"></span>tax<span class="_ _2"></span>es, depr<span class="_ _2"></span>eciation and amortisation.</span></div><div class="t m0 x18 h13 y1fc0 ffb fs8 fc8 sc0 ls14 ws11">“Elsevier<span class="_ _1"></span>”<span class="ffd"> Elsevier Limit<span class="_ _2"></span>ed.</span></div><div class="t m0 x18 h13 y1fc1 ffb fs8 fc8 sc0 ls14 ws0">“Embrace Financial Services” or "EFS"<span class="ffd ws11"> <span class="_ _2"></span>Embrace Financial Services Limit<span class="_ _2"></span>ed.</span></div><div class="t m0 x18 h13 y1fc2 ffb fs8 fc8 sc0 ls14 ws11">“EPS”<span class="ffd"> E<span class="_ _2"></span>arnings per Share.</span></div><div class="t m0 x18 h13 y1fc3 ffb fs8 fc8 sc0 ls14 ws0">“Ernst &amp; Y<span class="_ _6"></span>oung<span class="_ _1"></span>” or “EY”<span class="ffd ws11"> Ernst &amp; Y<span class="_ _0"></span>oung LLP<span class="_ _e"></span>.</span></div><div class="t m0 x18 h13 y1fc4 ffb fs8 fc8 sc0 ls14 ws11">“ESG”<span class="ffd"> En<span class="_ _2"></span>vironment<span class="_ _2"></span>al, Social and Gov<span class="_ _2"></span>ernance.</span></div><div class="t m0 x18 h13 y1fc5 ffb fs8 fc8 sc0 ls14 ws11">“ESO<span class="_ _2"></span>T”<span class="ffd"> LSL<span class="_ _2"></span>’<span class="_ _0"></span>s employee shar<span class="_ _2"></span>e scheme.</span></div><div class="t m0 x18 h13 y1fc6 ffb fs8 fc8 sc0 ls14 ws0">“ESO<span class="_ _2"></span>T T<span class="_ _2"></span>rust<span class="_ _2"></span>ees”<span class="ffd ws11"> Apex Financial Services (T<span class="_ _6"></span>rust Company) Limit<span class="_ _2"></span>ed.</span></div><div class="t m0 x18 h13 y1fc7 ffb fs8 fc8 sc0 ls14 ws0">“Esta<span class="_ _2"></span>te Agency Fr<span class="_ _2"></span>anchising Division”<span class="ffd ws11"> this r<span class="_ _2"></span>ef<span class="_ _2"></span>ers t<span class="_ _2"></span>o the provision <span class="_ _2"></span>of est<span class="_ _2"></span>ate agency <span class="_ _2"></span>franchising services such as br<span class="_ _2"></span>and mark<span class="_ _2"></span>eting and c<span class="_ _2"></span>ommercial and </span></div><div class="t m0 x18 h13 y1fc8 ffd fs8 fc8 sc0 ls14 ws11">IT support, to a <span class="_ _2"></span>network of territ<span class="_ _2"></span>ories across <span class="_ _2"></span>the UK.</div><div class="t m0 x18 h13 y1fc9 ffb fs8 fc8 sc0 ls14 ws0">“<span class="_ _2"></span>e.surv<span class="_ _1"></span>” or “<span class="_ _2"></span>e.surv Chartered Surve<span class="_ _2"></span>yors”<span class="ffd ws11"> tr<span class="_ _2"></span>ading names of e.surv Limit<span class="_ _2"></span>ed.</span></div><div class="t m0 x18 h13 y1fca ffb fs8 fc8 sc0 ls14 ws11">“EWG”<span class="ffd"> LSL<span class="_ _6"></span>’<span class="_ _2"></span>s Envir<span class="_ _2"></span>onment<span class="_ _2"></span>al W<span class="_ _2"></span>orking Gr<span class="_ _2"></span>oup.</span></div><div class="t m0 x18 h2e y1fcb ff16 fs8 fc8 sc0 ls14 ws11">“Executiv<span class="_ _2"></span>e Committee”<span class="ffd"> Ex<span class="_ _2"></span>ecutive Committ<span class="_ _2"></span>ee of the Group<span class="_ _2"></span>, which includes the Ex<span class="_ _2"></span>ecutive Dir<span class="_ _2"></span>ectors.</span></div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   159<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   159<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
<div id="pfa2" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pca2 w4 h0"><img 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class="bi x0 y1f9d w5 hdd" alt="" /><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">160<span class="_ _1b6"> </span>161</div><div class="t m0 x19 he y1e ff10 fs6 fc4 sc0 ls11 wse">OVERVIEW</div><div class="t m0 x6 h10 y21 ffc fs4 fc6 sc0 lsa9 wsb4">D<span class="_ _1"></span>ef<span class="_ _14"></span>initi<span class="_ _1"></span>ons<span class="_ _7"></span> <span class="fs41 ls69 ws64">cont<span class="_ _2"></span>in<span class="_ _2"></span>ued</span></div><div class="t m0 x6 h2e y1c7 ff16 fs8 fc8 sc0 ls14 ws11">“Executiv<span class="_ _2"></span>e Director(s)”<span class="ffd"> Adam <span class="_ _2"></span>Castleton and <span class="_ _2"></span>David Tilak.</span></div><div class="t m0 x6 h13 y1f9e ffb fs8 fc8 sc0 ls14 ws11">“FCA<span class="_ _2"></span>”<span class="ffd"> Financial Conduct <span class="_ _2"></span>Authority<span class="_ _0"></span>.</span></div><div class="t m0 x6 h13 y1f9f ffb fs8 fc8 sc0 ls14 ws0">“Financial Services Division” or “Financial Services” or “FS”<span class="ffd ws11"> re<span class="_ _2"></span>f<span class="_ _2"></span>ers to <span class="_ _2"></span>LSL<span class="_ _0"></span>’<span class="_ _2"></span>s financial services division (including mortg<span class="_ _2"></span>age, non-in<span class="_ _2"></span>vestmen<span class="_ _2"></span>t </span></div><div class="t m0 x6 h13 y1fcc ffd fs8 fc8 sc0 ls14 ws11">insurance br<span class="_ _2"></span>ok<span class="_ _2"></span>erag<span class="_ _2"></span>e services and the oper<span class="_ _2"></span>ation of LSL<span class="_ _6"></span>’<span class="_ _2"></span>s intermediary ne<span class="_ _2"></span>tworks).</div><div class="t m0 x6 h13 y1fcd ffb fs8 fc8 sc0 ls14 ws0">“Financial Services network”<span class="ffd ws11"> re<span class="_ _2"></span>fer<span class="_ _2"></span>s to <span class="_ _2"></span>the PRIMIS network and <span class="_ _2"></span>TMA mortgage <span class="_ _2"></span>club.</span></div><div class="t m0 x6 h13 y1fce ffb fs8 fc8 sc0 ls14 ws0">“Financial Stat<span class="_ _2"></span>ements”<span class="ffd ws11"> financial st<span class="_ _2"></span>atemen<span class="_ _2"></span>ts cont<span class="_ _2"></span>ained in this R<span class="_ _2"></span>eport.</span></div><div class="t m0 x6 h13 y1fcf ffb fs8 fc8 sc0 ls14 ws11">“FRC”<span class="ffd"> Financial Reporting Council.</span></div><div class="t m0 x6 h11 y1fd0 ffb fs8 fc8 sc0 ls14 ws11">“FTE”</div><div class="t m0 x1b h13 y1fd1 ffd fs8 fc8 sc0 ls14 ws11"> full-time equivalen<span class="_ _2"></span>t.</div><div class="t m0 x6 h13 y1fd2 ffb fs8 fc8 sc0 ls14 ws11">“FY”<span class="ffd"> full year<span class="_ _6"></span>.</span></div><div class="t m0 x6 h13 y1fd3 ffb fs8 fc8 sc0 ls14 ws11">“GHG”<span class="ffd"> gr<span class="_ _2"></span>eenhouse gas.</span></div><div class="t m0 x6 h13 y1fd4 ffb fs8 fc8 sc0 ls14 ws0">“Greenhouse Gas Pr<span class="_ _2"></span>otocol”<span class="ffd ws11"> a global <span class="_ _2"></span>standar<span class="_ _2"></span>dised frame<span class="_ _2"></span>work to measur<span class="_ _2"></span>e GHG emissions fr<span class="_ _2"></span>om priva<span class="_ _2"></span>te and public sect<span class="_ _2"></span>or opera<span class="_ _2"></span>tions.</span></div><div class="t m0 x6 h13 y1fd5 ffb fs8 fc8 sc0 ls14 ws0">“Global Property V<span class="_ _0"></span>entures”<span class="ffd ws11"> r<span class="_ _2"></span>ef<span class="_ _2"></span>ers t<span class="_ _2"></span>o Global Pr<span class="_ _2"></span>operty V<span class="_ _0"></span>entures Limited.</span></div><div class="t m0 x6 h13 y1fd6 ffb fs8 fc8 sc0 ls14 ws0">“Gr<span class="_ _2"></span>ant Thornton” or “<span class="_ _2"></span>GT”<span class="ffd ws11"> Gran<span class="_ _2"></span>t Thornton UK LLP<span class="_ _1c"></span>.</span></div><div class="t m0 x6 h13 y1fd7 ffb fs8 fc8 sc0 ls14 ws11">“Group”<span class="ffd"> <span class="_ _2"></span>LSL Pr<span class="_ _2"></span>operty Services plc and its subsidiaries.</span></div><div class="t m0 x6 h11 y1fd8 ffb fs8 fc8 sc0 ls14 ws0">“Group Compan<span class="_ _2"></span>y Secret<span class="_ _2"></span>ary<span class="_ _1"></span>”<span class="ffc"> Debbie Fish</span></div><div class="t m0 x6 h13 y1fd9 ffb fs8 fc8 sc0 ls14 ws0">“Group Fir<span class="_ _2"></span>st”<span class="ffd ws11"> Group Fir<span class="_ _2"></span>st L<span class="_ _2"></span>td, holding c<span class="_ _2"></span>ompany of Mortg<span class="_ _2"></span>ages Fir<span class="_ _2"></span>st L<span class="_ _2"></span>td and <span class="_ _2"></span>Insurance Fir<span class="_ _2"></span>st Br<span class="_ _2"></span>ok<span class="_ _2"></span>ers L<span class="_ _2"></span>td.</span></div><div class="t m0 x6 h13 y1fda ffb fs8 fc8 sc0 ls14 ws0">“Group R<span class="_ _2"></span>evenue”<span class="ffd ws11"> t<span class="_ _2"></span>otal r<span class="_ _2"></span>evenue f<span class="_ _2"></span>or the LSL Gr<span class="_ _2"></span>oup.</span></div><div class="t m0 x6 h2e y1fdb ff16 fs8 fc8 sc0 ls14 ws11">“Group <span class="_ _2"></span>Underlying Opera<span class="_ _2"></span>ting margin”<span class="ffd"> Gr<span class="_ _2"></span>oup Underlying Oper<span class="_ _2"></span>ating Pr<span class="_ _2"></span>ofit divided by Gr<span class="_ _2"></span>oup R<span class="_ _2"></span>evenue.</span></div><div class="t m0 x6 h13 y1fdc ffb fs8 fc8 sc0 ls14 ws11">“Goodf<span class="_ _2"></span>ellows”<span class="ffd"> tr<span class="_ _2"></span>ading name of GFEA Limit<span class="_ _2"></span>ed.</span></div><div class="t m0 x6 h13 y1fdd ffb fs8 fc8 sc0 ls14 ws11">“HMRC”<span class="ffd"> His Majesty<span class="_ _1"></span>’<span class="_ _0"></span>s Rev<span class="_ _2"></span>enue and Cust<span class="_ _2"></span>oms.</span></div><div class="t m0 x6 h13 y1fde ffb fs8 fc8 sc0 ls14 ws11">“Homefas<span class="_ _2"></span>t”<span class="ffd"> Homefast P<span class="_ _2"></span>roperty Services Limited.</span></div><div class="t m0 x6 h13 y1fdf ffb fs8 fc8 sc0 ls14 ws11">“IAS”<span class="ffd"> Int<span class="_ _2"></span>ernational Accoun<span class="_ _2"></span>ting Standar<span class="_ _2"></span>ds.</span></div><div class="t m0 x6 h13 y1fe0 ffb fs8 fc8 sc0 ls14 ws11">“IBNR”<span class="ffd"> Incurred But <span class="_ _2"></span>Not Report<span class="_ _2"></span>ed.</span></div><div class="t m0 x6 h13 y1fe1 ffb fs8 fc8 sc0 ls14 ws11">“I&amp;D”<span class="ffd"> Inclusion and Diver<span class="_ _2"></span>sity<span class="_ _0"></span>.</span></div><div class="t m0 x6 h13 y1fe2 ffb fs8 fc8 sc0 ls14 ws11">“IFRS”<span class="ffd"> In<span class="_ _2"></span>ternational Financial <span class="_ _2"></span>Reporting St<span class="_ _2"></span>andards.</span></div><div class="t m0 x6 h13 y1fe3 ffb fs8 fc8 sc0 ls14 ws11">“<span class="_ _2"></span>JNP”<span class="ffd"> trading name of JNP Es<span class="_ _2"></span>ta<span class="_ _2"></span>te Agents <span class="_ _2"></span>Limited.</span></div><div class="t m0 x6 h13 y1fe4 ffb fs8 fc8 sc0 lsab wsb6">“J<span class="_ _1"></span>V<span class="_ _1"></span>”<span class="_ _1"></span><span class="ffd ls14 ws11"> joint ven<span class="_ _2"></span>ture.</span></div><div class="t m0 x6 h13 y1fe5 ffb fs8 fc8 sc0 ls14 ws0">“Korn F<span class="_ _2"></span>erry<span class="_ _1"></span>”<span class="ffd ws11"> trading <span class="_ _2"></span>name of Korn <span class="_ _2"></span>Ferry Hay <span class="_ _2"></span>Group Limit<span class="_ _2"></span>ed.</span></div><div class="t m0 x6 h13 y1fe6 ffb fs8 fc8 sc0 ls14 ws11">“KPI”<span class="ffd"> k<span class="_ _2"></span>ey perf<span class="_ _2"></span>ormance indicat<span class="_ _2"></span>ors.</span></div><div class="t m0 x6 h13 y1fe7 ffb fs8 fc8 sc0 ls14 ws11">"KRI"<span class="ffd"> k<span class="_ _2"></span>ey risk indica<span class="_ _2"></span>tor<span class="_ _2"></span>s.</span></div><div class="t m0 x6 h13 y1fe8 ffb fs8 fc8 sc0 ls14 ws0">“Land &amp; New Homes”<span class="ffd ws11"> LSL Land &amp; Ne<span class="_ _2"></span>w Homes Lt<span class="_ _2"></span>d.</span></div><div class="t m0 x6 h13 y1fe9 ffb fs8 fc8 sc0 ls14 ws11">“Lauristons”<span class="ffd"> tr<span class="_ _2"></span>ading name of Lauris<span class="_ _2"></span>tons Limited.</span></div><div class="t m0 x6 h2e y1fea ff16 fs8 fc8 sc0 ls14 ws11">“Listing Rules” or “UK <span class="_ _2"></span>Listing Rules”<span class="ffd"> FCA <span class="_ _2"></span>Listing Rules.</span></div><div class="t m0 x6 h13 y1feb ffb fs8 fc8 sc0 ls14 ws11">“LMS”<span class="ffd"> LMS Dir<span class="_ _2"></span>ect Conv<span class="_ _2"></span>eyancing Limit<span class="_ _2"></span>ed and Cybele Solutions Holdings Limit<span class="_ _2"></span>ed.</span></div><div class="t m0 x6 h13 y1fec ffb fs8 fc8 sc0 ls14 ws11">“LSLi”<span class="ffd"> LSLi Limited and its sub<span class="_ _2"></span>sidiary companies. During 2023 the es<span class="_ _2"></span>tat<span class="_ _2"></span>e agency br<span class="_ _2"></span>anches owned by the <span class="_ _2"></span>LSLi companies wer<span class="_ _2"></span>e fr<span class="_ _2"></span>anchised as part </span></div><div class="t m0 x6 h13 y1fed ffd fs8 fc8 sc0 ls14 ws11">of the con<span class="_ _2"></span>ver<span class="_ _2"></span>sion of the entir<span class="_ _2"></span>e LSL owned es<span class="_ _2"></span>tat<span class="_ _2"></span>e agency network <span class="_ _2"></span>to fr<span class="_ _2"></span>anchises, these included JNP<span class="_ _e"></span>, Interc<span class="_ _2"></span>ounty<span class="_ _6"></span>, David Fros<span class="_ _2"></span>t Est<span class="_ _2"></span>ate Agen<span class="_ _2"></span>ts Limited, </div><div class="t m0 x6 h13 y1fee ffd fs8 fc8 sc0 ls14 ws11">Goodf<span class="_ _2"></span>ellows, Da<span class="_ _2"></span>vis T<span class="_ _0"></span>ate, Lauris<span class="_ _2"></span>tons, Hawes <span class="_ _2"></span>&amp; Co and Thomas Morris).</div><div class="t m0 x6 h13 y1fef ffb fs8 fc8 sc0 ls14 ws0">“LSL<span class="_ _0"></span>” or “Group” or “P<span class="_ _2"></span>arent Compan<span class="_ _2"></span>y<span class="_ _1"></span>”<span class="ffd ws11"> r<span class="_ _2"></span>ef<span class="_ _2"></span>ers t<span class="_ _2"></span>o LSL Pr<span class="_ _2"></span>operty Services plc and its subsidiaries.</span></div><div class="t m0 x6 h13 y1ff0 ffb fs8 fc8 sc0 ls14 ws0">“LSL Corpora<span class="_ _2"></span>te Client Department”<span class="ffd ws11"> trading <span class="_ _2"></span>name of LSL Corpora<span class="_ _2"></span>te Client <span class="_ _2"></span>Services Limited.</span></div><div class="t m0 x6 h13 y1ff1 ffb fs8 fc8 sc0 ls14 ws11">“L<span class="_ _0"></span>TIP<span class="_ _1"></span>”<span class="ffd"> long-term <span class="_ _2"></span>incentive plan.</span></div><div class="t m0 x6 h13 y1ff2 ffb fs8 fc8 sc0 ls14 ws0">“2025 L<span class="_ _0"></span>TIP<span class="_ _1"></span>”<span class="ffd ws11"> a new <span class="_ _2"></span>incentive scheme p<span class="_ _2"></span>ut in place in 2025 t<span class="_ _2"></span>o replace the Ex<span class="_ _2"></span>ecutive Dir<span class="_ _2"></span>ector<span class="_ _2"></span>s perf<span class="_ _2"></span>ormance share plan, see <span class="_ _2"></span>page 67.</span></div><div class="t m0 x6 h13 y1ff3 ffb fs8 fc8 sc0 ls14 ws11">“Management”<span class="ffd"> ref<span class="_ _2"></span>er<span class="_ _2"></span>s to the Gr<span class="_ _2"></span>oup’<span class="_ _0"></span>s management teams.</span></div><div class="t m0 x6 h13 y1ff4 ffb fs8 fc8 sc0 ls14 ws11">“MAR”<span class="ffd"> the UK Mark<span class="_ _2"></span>et Abuse R<span class="_ _2"></span>egulation.</span></div><div class="t m0 x6 h13 y1ff5 ffb fs8 fc8 sc0 ls14 ws11">“MD”<span class="ffd"> Managing Direct<span class="_ _2"></span>or<span class="_ _6"></span>.</span></div><div class="t m0 x6 h13 y1ff6 ffb fs8 fc8 sc0 ls14 ws0">“Mortgage G<span class="_ _2"></span>ym”<span class="ffd ws11"> Mortg<span class="_ _2"></span>age Gym Solutions <span class="_ _2"></span>Ltd.</span></div><div class="t m0 x6 h13 y1ff7 ffb fs8 fc8 sc0 ls14 ws0">“New Build”<span class="ffd ws11"> re<span class="_ _2"></span>fer<span class="_ _2"></span>s to <span class="_ _2"></span>RSC New Homes Limit<span class="_ _2"></span>ed and the Gr<span class="_ _2"></span>oup Firs<span class="_ _2"></span>t companies.</span></div><div class="t m0 x6 h2e y1ff8 ff16 fs8 fc8 sc0 ls14 ws11">“Non-Executiv<span class="_ _2"></span>e Director”<span class="ffd"> ref<span class="_ _2"></span>ers <span class="_ _2"></span>to Gaby Applet<span class="_ _2"></span>on, Darrell E<span class="_ _2"></span>vans, Son<span class="_ _2"></span>ya <span class="_ _2"></span>Ghobrial, James Mack and Michael St<span class="_ _2"></span>oop.</span></div><div class="t m0 x6 h2e y1ff9 ff16 fs8 fc8 sc0 ls14 ws11">“Notice of Meeting”<span class="ffd"> the circular made a<span class="_ _2"></span>vailable to <span class="_ _2"></span>shareholder<span class="_ _2"></span>s setting out det<span class="_ _2"></span>ails of the AGM.</span></div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   160<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   160<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
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class="bi x0 y1f9d w5 hdd" alt="" /><div class="t m0 xf he y1f ff11 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">160<span class="_ _1b6"> </span>161</div><div class="t m0 xe he y1e ff53 fs6 fc0 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span><span class="fc4">FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span>CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="ls11 wse">OVERVIEW</span></span></span></div><div class="t m0 x18 h13 y1c7 ffb fs8 fc8 sc0 ls14 ws11">"NSS"<span class="ffd"> NSS Fr<span class="_ _2"></span>anchising Lt<span class="_ _2"></span>d.</span></div><div class="t m0 x18 h13 y1f9e ffb fs8 fc8 sc0 ls14 ws11">“ONS”<span class="ffd"> Office <span class="_ _2"></span>for Na<span class="_ _2"></span>tional Stati<span class="_ _2"></span>stics.</span></div><div class="t m0 x18 h13 y1f9f ffb fs8 fc8 sc0 ls14 ws11">“P&amp;L<span class="_ _0"></span>”<span class="ffd"> profit and loss <span class="_ _2"></span>sta<span class="_ _2"></span>tement.</span></div><div class="t m0 x18 h13 y1fa0 ffb fs8 fc8 sc0 ls14 ws11">“PDMRs”<span class="ffd"> Per<span class="_ _2"></span>sons Dischar<span class="_ _2"></span>ging Managerial R<span class="_ _2"></span>esponsibility as defined in Article <span class="_ _2"></span>3(1) (25) of UK MAR.</span></div><div class="t m0 x18 h13 y1fa1 ffb fs8 fc8 sc0 ls14 ws0">“Pivotal Gr<span class="_ _2"></span>owth”<span class="ffd ws11"> Pivotal <span class="_ _2"></span>Growth Limit<span class="_ _2"></span>ed.</span></div><div class="t m0 x18 h13 y1fa2 ffb fs8 fc8 sc0 ls14 ws11">“PI”<span class="ffd"> prof<span class="_ _0"></span>essional indemnity<span class="_ _2"></span>.</span></div><div class="t m0 x18 h13 y1fa3 ffb fs8 fc8 sc0 ls14 ws0">“PI Costs”<span class="ffd ws11"> cos<span class="_ _2"></span>ts rela<span class="_ _2"></span>ting to ongoing and <span class="_ _2"></span>expected futur<span class="_ _2"></span>e PI claims r<span class="_ _2"></span>elating to Surve<span class="_ _2"></span>ying &amp; V<span class="_ _0"></span>aluation business.</span></div><div class="t m0 x18 h13 y1fa4 ffb fs8 fc8 sc0 ls14 ws0">“Pollen Stree<span class="_ _2"></span>t Capital” or “PSC”<span class="ffd ws11"> Pollen Stree<span class="_ _2"></span>t Capital Limited<span class="_ _2"></span>.</span></div><div class="t m0 x18 h13 y1fa5 ffb fs8 fc8 sc0 ls14 ws11">“PPE”<span class="ffd"> property<span class="_ _6"></span>, plant and equipment.</span></div><div class="t m0 x18 h13 y1fa6 ffb fs8 fc8 sc0 ls14 ws0">“PRIMIS network” or “PRIMIS” or “PRIMIS mortg<span class="_ _2"></span>age netw<span class="_ _2"></span>ork”<span class="ffd ws11"> a trading <span class="_ _2"></span>name of Advance Mortg<span class="_ _2"></span>age Funding Limit<span class="_ _2"></span>ed, Firs<span class="_ _2"></span>t Complete Limit<span class="_ _2"></span>ed and </span></div><div class="t m0 x18 h13 y1ffa ffd fs8 fc8 sc0 ls14 ws11">Per<span class="_ _2"></span>sonal T<span class="_ _6"></span>ouch Financial Services Limited.</div><div class="t m0 x18 h13 y1ffb ffb fs8 fc8 sc0 ls14 ws11">“RCF”<span class="ffd"> rev<span class="_ _2"></span>olving credit f<span class="_ _2"></span>acility<span class="_ _0"></span>.</span></div><div class="t m0 x18 h13 y1ffc ffb fs8 fc8 sc0 ls14 ws0">“Reeds Rains”<span class="ffd ws11"> tr<span class="_ _2"></span>ading name of R<span class="_ _2"></span>eeds Rains Limited.</span></div><div class="t m0 x18 h2e y1ffd ff16 fs8 fc8 sc0 ls14 ws11">“Regist<span class="_ _2"></span>ered Office”<span class="ffd"> Fir<span class="_ _2"></span>st Floor<span class="_ _6"></span>, Victoria House, Hamp<span class="_ _2"></span>shire Court, E<span class="_ _2"></span>ast New<span class="_ _2"></span>castle Business <span class="_ _2"></span>Park, Sc<span class="_ _2"></span>otswood R<span class="_ _2"></span>oad, Newc<span class="_ _2"></span>astle Upon T<span class="_ _0"></span>yne, NE4 7Y<span class="_ _2"></span>J.</span></div><div class="t m0 x18 h13 y1ffe ffb fs8 fc8 sc0 ls14 ws11">“RELX”<span class="ffd"> RELX Gr<span class="_ _2"></span>oup plc.</span></div><div class="t m0 x18 h13 y1fff ffb fs8 fc8 sc0 ls14 ws11">“Report”<span class="ffd"> LSL<span class="_ _0"></span>’<span class="_ _2"></span>s Annual R<span class="_ _2"></span>eport and Accoun<span class="_ _2"></span>ts 2025.</span></div><div class="t m0 x18 h13 y2000 ffb fs8 fc8 sc0 ls14 ws11">“RIDDOR”<span class="ffd"> Reporting of <span class="_ _2"></span>Injuries, Diseases and Danger<span class="_ _2"></span>ous Occurrences <span class="_ _2"></span>Regulations 2013.</span></div><div class="t m0 x18 h13 y2001 ffb fs8 fc8 sc0 ls14 ws11">"ROCE"<span class="ffd"> re<span class="_ _2"></span>turn on capit<span class="_ _2"></span>al employed.</span></div><div class="t m0 x18 h13 y2002 ffb fs8 fc8 sc0 ls14 ws0">“RSC New Homes” or “RSC”<span class="ffd ws11"> RSC New Homes <span class="_ _2"></span>Limited.</span></div><div class="t m0 x18 h13 y2003 ffb fs8 fc8 sc0 ls14 ws11">“SA<span class="_ _6"></span>YE”<span class="ffd"> Save As Y<span class="_ _6"></span>ou Earn.</span></div><div class="t m0 x18 h13 y2004 ffb fs8 fc8 sc0 ls14 ws11">“SECR”<span class="ffd"> Str<span class="_ _2"></span>eamlined Energy and Carb<span class="_ _2"></span>on Reporting.</span></div><div class="t m0 x18 h13 y2005 ffb fs8 fc8 sc0 ls14 ws0">“Senior Management T<span class="_ _6"></span>eam” or “senior manager<span class="_ _2"></span>s”<span class="ffd ws11"> ref<span class="_ _0"></span>ers to our Gr<span class="_ _2"></span>oup Ex<span class="_ _2"></span>ecutive Committee, the <span class="_ _2"></span>Divisional Managing Direct<span class="_ _2"></span>ors and the <span class="_ _2"></span>Group </span></div><div class="t m0 x18 h13 y2006 ffd fs8 fc8 sc0 ls14 ws11">Company Secr<span class="_ _2"></span>etary and <span class="_ _2"></span>their direct r<span class="_ _2"></span>eports who are A1 <span class="_ _2"></span>and A2 grades <span class="_ _2"></span>(ex<span class="_ _2"></span>cluding the Ex<span class="_ _2"></span>ecutive Direct<span class="_ _2"></span>ors).</div><div class="t m0 x18 h13 y2007 ffb fs8 fc8 sc0 ls14 ws11">“SDL<span class="_ _0"></span>T”<span class="ffd"> stamp duty and land t<span class="_ _2"></span>ax.</span></div><div class="t m0 x18 h13 y2008 ffb fs8 fc8 sc0 ls14 ws11">“SID”<span class="ffd"> Senior Independent Dir<span class="_ _2"></span>ector<span class="_ _6"></span>, James Mack (with eff<span class="_ _2"></span>ect fr<span class="_ _2"></span>om 5 March <span class="_ _2"></span>2025).</span></div><div class="t m0 x18 h13 y2009 ffb fs8 fc8 sc0 ls14 ws11">“SIP”<span class="ffd"> Share Incentive Plan <span class="_ _2"></span>(also ref<span class="_ _0"></span>erred to as BA<span class="_ _6"></span>YE).</span></div><div class="t m0 x18 h13 y200a ffb fs8 fc8 sc0 ls14 ws11">“SME”<span class="ffd"> small and medium siz<span class="_ _2"></span>ed ent<span class="_ _2"></span>erprises.</span></div><div class="t m0 x18 h13 y200b ffb fs8 fc8 sc0 ls14 ws11">“SSC<span class="_ _1"></span>”<span class="ffd"> Sus<span class="_ _2"></span>tainability Steering <span class="_ _2"></span>Committee.</span></div><div class="t m0 x18 h2e y200c ff16 fs8 fc8 sc0 ls14 ws11">“Surveying &amp; V<span class="_ _0"></span>aluation”<span class="ffd"> re<span class="_ _2"></span>fer<span class="_ _2"></span>s to <span class="_ _2"></span>e.surv Limited (including where <span class="_ _2"></span>it trades as <span class="_ _2"></span>Walk<span class="_ _0"></span>er Fraser Steele) and asse<span class="_ _2"></span>t management businesses.</span></div><div class="t m0 x18 h13 y200d ffb fs8 fc8 sc0 ls14 ws11">“<span class="_ _1"></span>T<span class="_ _2"></span>CFD”<span class="ffd"> T<span class="_ _0"></span>ask Force on <span class="_ _2"></span>Climate-r<span class="_ _2"></span>elated Financial Disclosur<span class="_ _2"></span>es</span></div><div class="t m0 x18 h13 y200e ffb fs8 fc8 sc0 ls14 ws11">“<span class="_ _1"></span>T<span class="_ _6"></span>empleton”<span class="ffd"> trading <span class="_ _2"></span>name of T<span class="_ _6"></span>empleton LP<span class="_ _0"></span>A Limited.</span></div><div class="t m0 x18 h11 y200f ffb fs8 fc8 sc0 ls14 ws11">“<span class="_ _1"></span>TMA<span class="_ _0"></span>”<span class="ffc ws0"> The Mortgage Alliance</span></div><div class="t m0 x18 h13 y2010 ffb fs8 fc8 sc0 ls14 ws11">“<span class="_ _1"></span>TSR”<span class="ffd"> tot<span class="_ _2"></span>al shareholder <span class="_ _2"></span>return. </span></div><div class="t m0 x18 h10 y21 ffc fs4 fc6 sc0 ls1 ws0"> </div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   161<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   161<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
<div id="pfa4" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pca4 w4 h0"><img 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class="bi x0 y2011 w5 hde" alt="" /><div class="t m0 x8 he y1f fff fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x6 hf y20 ffb fs2 fc5 sc0 ls6 ws4">162<span class="_ _1b6"> </span>163</div><div class="t m0 x19 he y1e ff10 fs6 fc4 sc0 ls11 wse">OVERVIEW</div><div class="t m0 x6 h10 y2012 ffc fs4 fc6 sc0 ls6b ws66">Shareholder<span class="_ _1"></span> Information<span class="_ _1"></span> </div><div class="t m0 x6 hdf y21 ffd fs42 fc6 sc0 ls38 ws37">(including <span class="_ _2"></span>forward-looking statements <span class="_ _2"></span>information)</div><div class="t m0 x6 h28 y71 ff16 fs2 fc7 sc0 ls1 ws0">Regis<span class="_ _2"></span>ter<span class="_ _2"></span>ed office</div><div class="t m0 x6 h13 y2fd ffd fs8 fc8 sc0 ls14 ws11">Firs<span class="_ _2"></span>t Floor<span class="_ _6"></span>, Victoria House, Hampshire <span class="_ _2"></span>Court,<span class="ffc ls1 ws0"> </span></div><div class="t m0 x6 h13 y2ff ffd fs8 fc8 sc0 ls14 ws11">Eas<span class="_ _2"></span>t Newcas<span class="_ _2"></span>tle Business P<span class="_ _2"></span>ark, Scotswood <span class="_ _2"></span>Road,<span class="ffc ls1 ws0"> </span></div><div class="t m0 x6 h13 y300 ffd fs8 fc8 sc0 ls14 ws11">Newcas<span class="_ _2"></span>tle Upon T<span class="_ _0"></span>yne, NE4 7Y<span class="_ _2"></span>J<span class="ffc ls1 ws0"> </span></div><div class="t m0 x6 h13 y301 ffd fs8 fc8 sc0 ls14 ws11">T<span class="_ _6"></span>elephone: +44 (0) 191 233 4600<span class="ffc ls1 ws0"> </span></div><div class="t m0 x6 h13 y302 ffd fs8 fc8 sc0 ls14 ws11">Company w<span class="_ _2"></span>ebsite: lslps.c<span class="_ _2"></span>o.uk <span class="ffc ls1 ws0"> </span></div><div class="t m0 x6 h13 y303 ffd fs8 fc8 sc0 ls14 ws11">Regis<span class="_ _2"></span>tered in <span class="_ _2"></span>England and W<span class="_ _2"></span>ales  <span class="_ _1c"></span>- number 5114014<span class="ffc ls1 ws0"> </span></div><div class="t m0 x6 h13 y304 ffd fs8 fc8 sc0 ls14 ws11">Email: inv<span class="_ _2"></span>estorr<span class="_ _2"></span>elations@lslps.co.uk</div><div class="t m0 x6 h14 y5f4 ffc fs8 fc8 sc0 ls14 ws0">Please use the above email addr<span class="_ _2"></span>ess to cont<span class="_ _2"></span>act the Board via the </div><div class="t m0 x6 h13 y5f5 ffd fs8 fc8 sc0 ls14 ws11">Group Compan<span class="_ _2"></span>y Secre<span class="_ _2"></span>tary<span class="_ _0"></span>.</div><div class="t m0 x6 hf y342 ffb fs2 fc7 sc0 ls1 ws0">Advisers</div><div class="t m0 x6 h2a y2013 ff13 fs5 fc7 sc0 ls1 ws0">Corpora<span class="_ _2"></span>te br<span class="_ _2"></span>ok<span class="_ _2"></span>ers</div><div class="t m0 x6 h14 y2014 ffc fs8 fc8 sc0 ls14 ws0">Shore Capit<span class="_ _2"></span>al <span class="ls1"> </span></div><div class="t m0 x6 h13 y2015 ffd fs8 fc8 sc0 ls14 ws11">Cassini House, 57 St. James’<span class="_ _6"></span>s Street, London, <span class="ffc ls1 ws0"> </span></div><div class="t m0 x6 h13 y2016 ffd fs8 fc8 sc0 ls14 ws11">SW1A 1LD<span class="_ _2"></span>, United King<span class="_ _2"></span>dom</div><div class="t m0 x6 h13 y2017 ffd fs8 fc8 sc0 ls14 ws11">Jeffries Int<span class="_ _2"></span>ernational <span class="ffc ls1 ws0"> </span></div><div class="t m0 x6 h13 y2018 ffd fs8 fc8 sc0 ls14 ws11">100 Bishopsg<span class="_ _2"></span>ate, London, E<span class="_ _2"></span>C2N 4JL, United Kingdom</div><div class="t m0 x6 h2a y2019 ff13 fs5 fc7 sc0 ls1 ws0">Independent auditor<span class="_ _2"></span>s</div><div class="t m0 x6 h13 y201a ffd fs8 fc8 sc0 ls14 ws11">Gran<span class="_ _2"></span>t Thornton UK LLP<span class="ffc ls1 ws0"> </span></div><div class="t m0 x6 h13 y201b ffd fs8 fc8 sc0 ls14 ws11">No 1 Whitehall Riv<span class="_ _2"></span>erside, Leeds, LS1 <span class="_ _2"></span>4BN, United Kingdom</div><div class="t m0 x6 h2a y201c ff13 fs5 fc7 sc0 ls1 ws0">Financial public relations</div><div class="t m0 x6 h14 y201d ffc fs8 fc8 sc0 ls14 ws0">Burson Buchanan <span class="ls1"> </span></div><div class="t m0 x6 h13 y201e ffd fs8 fc8 sc0 ls14 ws11">Rose Court, <span class="_ _2"></span>2 Southwark Bridg<span class="_ _2"></span>e Road, London, <span class="_ _2"></span>SE1 9HS</div><div class="t m0 x6 hf y201f ffb fs2 fc7 sc0 ls1 ws0">Share R<span class="_ _2"></span>egistr<span class="_ _2"></span>ar</div><div class="t m0 x6 h13 y2020 ffd fs8 fc8 sc0 ls14 ws11">MUFG Corpor<span class="_ _2"></span>ate Mark<span class="_ _0"></span>ets<span class="ffc ls1 ws0"> </span></div><div class="t m0 x6 h13 y2021 ffd fs8 fc8 sc0 ls14 ws11">Centr<span class="_ _2"></span>al Square, 29 W<span class="_ _0"></span>ellington Stree<span class="_ _2"></span>t, Leeds, LS1 4DL, <span class="ffc ls1 ws0"> </span></div><div class="t m0 x6 h13 y2022 ffd fs8 fc8 sc0 ls14 ws11">United Kingdom<span class="ffc ls1 ws0"> </span></div><div class="t m0 x6 h13 y2023 ffd fs8 fc8 sc0 ls14 ws11">T<span class="_ _6"></span>elephone: +44 (0) 371 664 0300<span class="ffc ls1 ws0"> </span></div><div class="t m0 x6 h13 y2024 ffd fs8 fc8 sc0 ls14 ws11">W<span class="_ _2"></span>ebsite: mpms.muf<span class="_ _0"></span>g.com<span class="ffc ls1 ws0"> </span></div><div class="t m0 x6 h13 y2025 ffd fs8 fc8 sc0 ls14 ws11">shareholder<span class="_ _2"></span>enquiries@cm.mpms.muf<span class="_ _2"></span>g.com</div><div class="t m0 x6 h13 y2026 ffd fs8 fc8 sc0 ls14 ws11">If you ha<span class="_ _2"></span>ve an<span class="_ _2"></span>y queries reg<span class="_ _2"></span>arding <span class="_ _2"></span>your shareholding, please c<span class="_ _2"></span>ontact </div><div class="t m0 x6 h13 y2027 ffd fs8 fc8 sc0 ls14 ws11">the regis<span class="_ _2"></span>trar<span class="_ _6"></span>. Calls ar<span class="_ _2"></span>e charged <span class="_ _2"></span>at the st<span class="_ _2"></span>andard g<span class="_ _2"></span>eographic r<span class="_ _2"></span>ate <span class="_ _2"></span>and </div><div class="t m0 x6 h13 y2028 ffd fs8 fc8 sc0 ls14 ws11">will vary by <span class="_ _2"></span>provider<span class="_ _6"></span>. Calls outside <span class="_ _2"></span>the UK will be charg<span class="_ _2"></span>ed at the </div><div class="t m0 x6 h13 y2029 ffd fs8 fc8 sc0 ls14 ws11">applicable int<span class="_ _2"></span>ernational r<span class="_ _2"></span>ate.</div><div class="t m0 x6 h13 y202a ffd fs8 fc8 sc0 ls14 ws11">If cont<span class="_ _2"></span>acting the regis<span class="_ _2"></span>trar<span class="_ _2"></span>s, the coun<span class="_ _2"></span>try code should be used <span class="_ _2"></span>when </div><div class="t m0 x6 h13 y202b ffd fs8 fc8 sc0 ls14 ws11">calling fr<span class="_ _2"></span>om outside the UK. Lines ar<span class="_ _2"></span>e open fr<span class="_ _2"></span>om 9:00 a.m. to 5:30 </div><div class="t m0 x6 h13 y202c ffd fs8 fc8 sc0 ls14 ws11">p.m. (UK time), Monda<span class="_ _2"></span>y to Frida<span class="_ _2"></span>y (ex<span class="_ _2"></span>cluding public holida<span class="_ _2"></span>ys in </div><div class="t m0 x6 h13 y202d ffd fs8 fc8 sc0 ls14 ws11">England and W<span class="_ _2"></span>ales). </div><div class="t m0 x6 h14 y202e ffc fs8 fc8 sc0 ls1 ws0"> </div><div class="t m0 x3f hf y71 ffb fs2 fc7 sc0 ls1 ws0">Financial calendar 2026</div><div class="t m0 x3f h13 y2fd ffd fs8 fc8 sc0 ls14 ws11">14 May <span class="_ _2"></span>2026 <span class="_ _de"> </span>Ex-dividend da<span class="_ _2"></span>te</div><div class="t m0 x3f h13 y202f ffd fs8 fc8 sc0 ls14 ws11">15 May <span class="_ _2"></span>2026 <span class="_ _de"> </span>Record <span class="_ _2"></span>date</div><div class="t m0 x3f h13 y31a ffd fs8 fc8 sc0 ls14 ws11">26 May <span class="_ _2"></span>2026 <span class="_ _de"> </span>Last day f<span class="_ _2"></span>or dividend r<span class="_ _2"></span>einv<span class="_ _2"></span>estment plan <span class="_ _2"></span>election</div><div class="t m0 x3f h13 y2030 ffd fs8 fc8 sc0 ls14 ws11">16 June 2026 <span class="_ _15"> </span>2026 final dividend payment</div><div class="t m0 x3f hf y2031 ffb fs2 fc7 sc0 ls1 ws0">Dividends</div><div class="t m0 x3f h13 y2032 ffd fs8 fc8 sc0 ls14 ws11">The Dividend R<span class="_ _2"></span>einves<span class="_ _2"></span>tment Plan (DRIP) allow<span class="_ _2"></span>s UK Shareholder<span class="_ _2"></span>s to </div><div class="t m0 x3f h14 y2033 ffc fs8 fc8 sc0 ls14 ws0">request the r<span class="_ _2"></span>egistr<span class="_ _2"></span>ar to use their dividend to pur<span class="_ _2"></span>chase shares in the </div><div class="t m0 x3f h13 y2034 ffd fs8 fc8 sc0 ls14 ws11">Company<span class="_ _6"></span>. Please contact MUF<span class="_ _2"></span>G for <span class="_ _2"></span>more inf<span class="_ _2"></span>ormation; y<span class="_ _2"></span>ou do not </div><div class="t m0 x3f h13 y2035 ffd fs8 fc8 sc0 ls14 ws11">have <span class="_ _2"></span>to re-apply <span class="_ _2"></span>if you ha<span class="_ _2"></span>ve already <span class="_ _2"></span>made a DRIP re-election. <span class="_ _2"></span>The </div><div class="t m0 x3f h13 y2036 ffd fs8 fc8 sc0 ls14 ws11">Company will <span class="_ _2"></span>no longer pa<span class="_ _2"></span>y dividends by cheque, with divid<span class="_ _2"></span>ends </div><div class="t m0 x3f h13 y2037 ffd fs8 fc8 sc0 ls14 ws11">instead paid <span class="_ _2"></span>directly int<span class="_ _2"></span>o Shareholder<span class="_ _2"></span>s’ nominat<span class="_ _2"></span>ed bank or building </div><div class="t m0 x3f h13 y2038 ffd fs8 fc8 sc0 ls14 ws11">society accoun<span class="_ _2"></span>ts from Nov<span class="_ _2"></span>ember 2026. DRIP elections r<span class="_ _2"></span>emain </div><div class="t m0 x3f h13 y2039 ffd fs8 fc8 sc0 ls14 ws11">av<span class="_ _2"></span>ailable.</div><div class="t m0 x3f h28 y203a ff16 fs2 fc7 sc0 ls1 ws0">Share price inf<span class="_ _2"></span>ormation</div><div class="t m0 x3f h13 y203b ffd fs8 fc8 sc0 ls14 ws11">The Company’<span class="_ _0"></span>s ordinary shares ar<span class="_ _2"></span>e listed <span class="_ _2"></span>on the Main Mark<span class="_ _2"></span>et of the </div><div class="t m0 x3f h13 y203c ffd fs8 fc8 sc0 ls14 ws11">London Stock Ex<span class="_ _2"></span>change. Shar<span class="_ _2"></span>e price inf<span class="_ _2"></span>ormation can <span class="_ _2"></span>be found <span class="_ _2"></span>on our </div><div class="t m0 x3f h13 y203d ffd fs8 fc8 sc0 ls14 ws11">website, <span class="_ _2"></span>lslps.co.uk.</div><div class="t m0 x3f h13 y203e ffd fs8 fc8 sc0 ls14 ws11">ISIN number: GB00B1G5HX72<span class="ffc ls1 ws0"> </span></div><div class="t m0 x3f h13 y203f ffd fs8 fc8 sc0 ls14 ws11">SEDOL number: B1G5HX7<span class="ffc ls1 ws0"> </span></div><div class="t m0 x3f h13 y2040 ffd fs8 fc8 sc0 ls14 ws11">Legal En<span class="_ _2"></span>tity Identifier: 213800T4VM5VR3C7S706</div><div class="t m0 x3f h14 y2041 ffc fs8 fc8 sc0 ls14 ws0">Current and his<span class="_ _2"></span>torical shar<span class="_ _2"></span>e prices can be f<span class="_ _2"></span>ound on the Company’<span class="_ _0"></span>s<span class="_ _1"></span> </div><div class="t m0 x3f h13 y2042 ffd fs8 fc8 sc0 ls14 ws11">website <span class="_ _2"></span>and in the Financial Times. F<span class="_ _2"></span>or a real time <span class="_ _2"></span>buying or selling </div><div class="t m0 x3f h13 y2043 ffd fs8 fc8 sc0 ls14 ws11">price, you should c<span class="_ _2"></span>ontact <span class="_ _2"></span>a stockbr<span class="_ _2"></span>ok<span class="_ _2"></span>er<span class="_ _6"></span>.</div><div class="t m0 x3f h28 y2044 ff16 fs2 fc7 sc0 ls1 ws0">E-c<span class="_ _2"></span>ommunications</div><div class="t m0 x3f h13 y2045 ffd fs8 fc8 sc0 ls14 ws11">Shareholder<span class="_ _2"></span>s are enc<span class="_ _2"></span>ouraged <span class="_ _2"></span>to receiv<span class="_ _2"></span>e inf<span class="_ _2"></span>ormation electr<span class="_ _2"></span>onically </div><div class="t m0 x3f h13 y2046 ffd fs8 fc8 sc0 ls14 ws11">in order t<span class="_ _2"></span>o access inf<span class="_ _2"></span>ormation quickly and <span class="_ _2"></span>securely and r<span class="_ _2"></span>educe costs </div><div class="t m0 x3f h13 y2047 ffd fs8 fc8 sc0 ls14 ws11">and the impact on the en<span class="_ _2"></span>vironmen<span class="_ _2"></span>t. T<span class="_ _6"></span>o register <span class="_ _2"></span>for this service, </div><div class="t m0 x3f h13 y2048 ffd fs8 fc8 sc0 ls14 ws11">please visit signalshares.c<span class="_ _2"></span>om.</div><div class="t m0 x3f hf y2049 ffb fs2 fc7 sc0 ls1 ws0">Share dealing and Signal Shar<span class="_ _2"></span>es</div><div class="t m0 x3f h13 y204a ffd fs8 fc8 sc0 ls14 ws11">The Company’<span class="_ _0"></span>s shares can be tr<span class="_ _2"></span>aded thr<span class="_ _2"></span>ough most banks, <span class="_ _2"></span>building </div><div class="t m0 x3f h13 y204b ffd fs8 fc8 sc0 ls14 ws11">societies and st<span class="_ _2"></span>ockbrok<span class="_ _0"></span>ers. Additionally<span class="_ _0"></span>, Shareholder<span class="_ _2"></span>s can buy and </div><div class="t m0 x3f h14 y204c ffc fs8 fc8 sc0 ls14 ws0">sell shares thr<span class="_ _2"></span>ough a telephone and int<span class="_ _2"></span>ernet service provided by the </div><div class="t m0 x3f h13 y204d ffd fs8 fc8 sc0 ls14 ws11">Company’<span class="_ _0"></span>s Registrar<span class="_ _6"></span>, MUFG Corpor<span class="_ _2"></span>at<span class="_ _2"></span>e Mark<span class="_ _2"></span>ets.</div><div class="t m0 x3f h13 y204e ffd fs8 fc8 sc0 ls14 ws11">Signal Shares, a <span class="_ _2"></span>website oper<span class="_ _2"></span>ated <span class="_ _2"></span>by MUFG Corpor<span class="_ _2"></span>ate <span class="_ _2"></span>Marke<span class="_ _2"></span>ts, </div><div class="t m0 x3f h13 y204f ffd fs8 fc8 sc0 ls14 ws11">allows Shar<span class="_ _2"></span>eholders t<span class="_ _2"></span>o view the det<span class="_ _2"></span>ails of their Shar<span class="_ _2"></span>eholding, register </div><div class="t m0 x3f h13 y2050 ffd fs8 fc8 sc0 ls14 ws11">for <span class="_ _2"></span>e-communications and <span class="_ _2"></span>send voting ins<span class="_ _2"></span>tructions electronic<span class="_ _2"></span>ally </div><div class="t m0 x3f h13 y2051 ffd fs8 fc8 sc0 ls14 ws11">if they ha<span class="_ _2"></span>ve receiv<span class="_ _2"></span>ed a voting f<span class="_ _2"></span>orm with an electr<span class="_ _2"></span>onic r<span class="_ _2"></span>ef<span class="_ _2"></span>erence or </div><div class="t m0 x3f h13 y2052 ffd fs8 fc8 sc0 ls14 ws11">signed up f<span class="_ _2"></span>or Signal Shares. </div><div class="t m0 x3f h13 y2053 ffd fs8 fc8 sc0 ls14 ws11">For mor<span class="_ _2"></span>e inf<span class="_ _2"></span>ormation about both services, log on t<span class="_ _2"></span>o signalshares.c<span class="_ _2"></span>om </div><div class="t m0 x3f h13 y2054 ffd fs8 fc8 sc0 ls14 ws11">or call +44 (0) <span class="_ _2"></span>371 664 0445 (use the coun<span class="_ _2"></span>try code when c<span class="_ _2"></span>alling from </div><div class="t m0 x3f h13 y2055 ffd fs8 fc8 sc0 ls14 ws11">outside the UK). Lines ar<span class="_ _2"></span>e open Monda<span class="_ _2"></span>y to Frida<span class="_ _2"></span>y from 8:00 <span class="_ _2"></span>a.m. to </div><div class="t m0 x3f h13 y2056 ffd fs8 fc8 sc0 ls14 ws11">4:30 p.m. (UK time), Monda<span class="_ _2"></span>y to Frida<span class="_ _2"></span>y (ex<span class="_ _2"></span>cluding public holida<span class="_ _2"></span>ys in </div><div class="t m0 x3f h13 y2057 ffd fs8 fc8 sc0 ls14 ws11">England and W<span class="_ _2"></span>ales).</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   162<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   162<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
<div id="pfa5" class="pf w4 h0" style="content-visibility: auto;"><div class="pc pca5 w4 h0"><img 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class="bi x0 y2058 w5 he0" alt="" /><div class="t m0 xf he y1f ff11 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _d"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="t m0 x38 hf y20 ffb fs2 fc5 sc0 ls6 ws4">162<span class="_ _1b6"> </span>163</div><div class="t m0 xe he y1e ff53 fs6 fc0 sc0 lsf wsc">OTHER<span class="_ _2"></span> INFORMA<span class="_ _0"></span>T<span class="_ _1"></span>ION<span class="_ _9"></span><span class="fc4">FINANCIAL<span class="_ _2"></span> ST<span class="_ _2"></span>A<span class="_ _0"></span>TEMENT<span class="_ _1"></span>S<span class="_ _a"></span>CORPORA<span class="_ _2"></span>TE GO<span class="_ _2"></span>VERNANCE<span class="_ _b"></span><span class="ls10 wsd">STRATE<span class="_ _2"></span>GIC<span class="_ _2"></span> REPORT<span class="_ _c"></span><span class="ls11 wse">OVERVIEW</span></span></span></div><div class="t m0 x18 he1 ya2d ffc fs42 fc6 sc0 ls1 ws0"> </div><div class="t m0 x18 hf y71 ffb fs2 fc7 sc0 ls1 ws0">Scams and fr<span class="_ _2"></span>aud</div><div class="t m0 x18 h13 y2fd ffd fs8 fc8 sc0 ls14 ws11">Many c<span class="_ _2"></span>ompanies hav<span class="_ _2"></span>e become aw<span class="_ _2"></span>are that <span class="_ _2"></span>their Shareholder<span class="_ _2"></span>s hav<span class="_ _2"></span>e </div><div class="t m0 x18 h14 y2ff ffc fs8 fc8 sc0 ls14 ws0">received unsolicit<span class="_ _2"></span>ed phone calls or corr<span class="_ _2"></span>espondence concerning </div><div class="t m0 x18 h13 y300 ffd fs8 fc8 sc0 ls14 ws11">inves<span class="_ _2"></span>tment matt<span class="_ _2"></span>ers. These <span class="_ _2"></span>are typically <span class="_ _2"></span>from ov<span class="_ _2"></span>erseas-based </div><div class="t m0 x18 h13 y301 ffd fs8 fc8 sc0 ls14 ws11">‘brok<span class="_ _0"></span>ers’ who tar<span class="_ _2"></span>get UK Shar<span class="_ _2"></span>eholders, off<span class="_ _2"></span>ering to <span class="_ _2"></span>sell them what </div><div class="t m0 x18 h13 y302 ffd fs8 fc8 sc0 ls14 ws11">often turn out t<span class="_ _2"></span>o be worthless or <span class="_ _2"></span>high-risk shares in US <span class="_ _2"></span>or UK </div><div class="t m0 x18 h13 y303 ffd fs8 fc8 sc0 ls14 ws11">inves<span class="_ _2"></span>tments. These oper<span class="_ _2"></span>ations ar<span class="_ _2"></span>e commonly known <span class="_ _2"></span>as ‘boiler </div><div class="t m0 x18 h13 y304 ffd fs8 fc8 sc0 ls14 ws11">rooms’<span class="_ _6"></span>. These ‘br<span class="_ _2"></span>ok<span class="_ _2"></span>ers’ c<span class="_ _2"></span>an be very per<span class="_ _2"></span>sisten<span class="_ _2"></span>t and extremely <span class="_ _2"></span></div><div class="t m0 x18 h13 y305 ffd fs8 fc8 sc0 ls14 ws11">persuasiv<span class="_ _2"></span>e. It is not just <span class="_ _2"></span>the novice inv<span class="_ _2"></span>estor th<span class="_ _2"></span>at has been duped </div><div class="t m0 x18 h13 y306 ffd fs8 fc8 sc0 ls14 ws11">in this wa<span class="_ _2"></span>y; man<span class="_ _2"></span>y of the victims had been success<span class="_ _2"></span>fully inv<span class="_ _2"></span>esting </div><div class="t m0 x18 h13 y12ff ffd fs8 fc8 sc0 ls14 ws11">for <span class="_ _2"></span>several <span class="_ _2"></span>years. <span class="_ _2"></span>Shareholder<span class="_ _2"></span>s are advised t<span class="_ _2"></span>o be very w<span class="_ _2"></span>ary of any </div><div class="t m0 x18 h13 y1300 ffd fs8 fc8 sc0 ls14 ws11">unsolicited advice, off<span class="_ _2"></span>er<span class="_ _2"></span>s to buy shar<span class="_ _2"></span>es at a disc<span class="_ _2"></span>ount or off<span class="_ _2"></span>er<span class="_ _2"></span>s of free </div><div class="t m0 x18 h13 y2059 ffd fs8 fc8 sc0 ls14 ws11">compan<span class="_ _2"></span>y reports.</div><div class="t m0 x18 h2a y205a ff13 fs5 fc7 sc0 ls1 ws0">How to a<span class="_ _2"></span>void share fr<span class="_ _2"></span>aud</div><div class="t m0 x18 h13 y205b ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Keep in <span class="_ _2"></span>mind that firms authorised b<span class="_ _2"></span>y the FCA ar<span class="_ _2"></span>e unlik<span class="_ _2"></span>ely to </span></div><div class="t m0 xce h13 y205c ffd fs8 fc8 sc0 ls14 ws11">cont<span class="_ _2"></span>act you out of <span class="_ _2"></span>the blue with an off<span class="_ _2"></span>er to buy <span class="_ _2"></span>or sell shares.</div><div class="t m0 x18 h13 y205d ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Do not get in<span class="_ _2"></span>to a c<span class="_ _2"></span>onver<span class="_ _2"></span>sation, not<span class="_ _2"></span>e the name of the per<span class="_ _2"></span>son and </span></div><div class="t m0 xce h13 y205e ffd fs8 fc8 sc0 ls14 ws11">firm cont<span class="_ _2"></span>acting you and <span class="_ _2"></span>then end the call.</div><div class="t m0 x18 h13 y205f ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Check the Financial Services R<span class="_ _2"></span>egister (the R<span class="_ _2"></span>egist<span class="_ _2"></span>er) on f<span class="_ _2"></span>ca.org.uk, </span></div><div class="t m0 xce h13 y2060 ffd fs8 fc8 sc0 ls14 ws11">to see if the <span class="_ _2"></span>person and firm c<span class="_ _2"></span>ontacting <span class="_ _2"></span>you is authorised b<span class="_ _2"></span>y the </div><div class="t m0 xce h13 y2061 ffd fs8 fc8 sc0 ls3d ws3c">FCA.</div><div class="t m0 x18 h13 y2062 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Bewar<span class="_ _2"></span>e of frauds<span class="_ _2"></span>ter<span class="_ _2"></span>s claiming to be fr<span class="_ _2"></span>om an authorised firm, </span></div><div class="t m0 xce h13 y2063 ffd fs8 fc8 sc0 ls14 ws11">copying its w<span class="_ _2"></span>ebsite or giving <span class="_ _2"></span>you f<span class="_ _2"></span>alse cont<span class="_ _2"></span>act details.</div><div class="t m0 x18 h13 y2064 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Use the firm’<span class="_ _0"></span>s cont<span class="_ _2"></span>act details lis<span class="_ _2"></span>ted on the R<span class="_ _2"></span>egist<span class="_ _2"></span>er if you w<span class="_ _2"></span>ant to </span></div><div class="t m0 xce h13 y2065 ffd fs8 fc8 sc0 ls14 ws11">call it back.</div><div class="t m0 x18 h13 y2066 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Call the FCA on <span class="_ _2"></span>0800 111 6768 if the firm does <span class="_ _2"></span>not have <span class="_ _2"></span>cont<span class="_ _2"></span>act </span></div><div class="t m0 xce h13 y2067 ffd fs8 fc8 sc0 ls14 ws11">details on <span class="_ _2"></span>the Regis<span class="_ _2"></span>ter or you <span class="_ _2"></span>are told <span class="_ _2"></span>they are out of <span class="_ _2"></span>date.</div><div class="t m0 x18 h13 y2068 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Search the lis<span class="_ _2"></span>t of unauthorised firms t<span class="_ _2"></span>o avoid <span class="_ _2"></span>at f<span class="_ _2"></span>ca.org.uk/<span class="_ _2"></span>scams.</span></div><div class="t m0 x18 h13 y2069 ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Consider that if y<span class="_ _2"></span>ou buy or sell shar<span class="_ _2"></span>es from <span class="_ _2"></span>an unauthorised firm </span></div><div class="t m0 xce h13 y206a ffd fs8 fc8 sc0 ls14 ws11">you will not ha<span class="_ _2"></span>ve access t<span class="_ _2"></span>o the Financial Ombudsman Service or </div><div class="t m0 xce h13 y206b ffd fs8 fc8 sc0 ls14 ws11">Financial Services Compensation Scheme.</div><div class="t m0 x18 h13 y206c ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Think about getting independen<span class="_ _2"></span>t financial and pr<span class="_ _2"></span>of<span class="_ _2"></span>essional advice </span></div><div class="t m0 xce h13 y206d ffd fs8 fc8 sc0 ls14 ws11">bef<span class="_ _2"></span>ore y<span class="_ _2"></span>ou hand over an<span class="_ _2"></span>y money<span class="_ _6"></span>.</div><div class="t m0 x18 h13 y206e ffc fs8 fc6 sc0 ls14 ws11">• <span class="_ _16"> </span><span class="ffd fc8">Remember<span class="_ _6"></span>, if it sounds t<span class="_ _2"></span>oo good to be <span class="_ _2"></span>true, it probably <span class="_ _2"></span>is!</span></div><div class="t m0 x87 h2a y1de ff13 fs5 fc7 sc0 ls1 ws0">Report a sc<span class="_ _2"></span>am</div><div class="t m0 x87 h13 y894 ffd fs8 fc8 sc0 ls14 ws11">If you ar<span class="_ _2"></span>e approached <span class="_ _2"></span>about an inv<span class="_ _2"></span>estment sc<span class="_ _2"></span>am, you should t<span class="_ _2"></span>ell the </div><div class="t m0 x87 h13 y895 ffd fs8 fc8 sc0 ls14 ws11">FCA using the shar<span class="_ _2"></span>e fr<span class="_ _2"></span>aud reporting f<span class="_ _2"></span>orm at f<span class="_ _2"></span>ca.or<span class="_ _2"></span>g.uk/scams, <span class="_ _2"></span>where </div><div class="t m0 x87 h13 y896 ffd fs8 fc8 sc0 ls14 ws11">you can <span class="_ _2"></span>find out more about <span class="_ _2"></span>inves<span class="_ _2"></span>tment scams. Y<span class="_ _6"></span>ou can also call the </div><div class="t m0 x87 h13 ya19 ffd fs8 fc8 sc0 ls14 ws11">FCA Consumer Helpline on <span class="_ _2"></span>0800 111 6768.</div><div class="t m0 x87 h13 y206f ffd fs8 fc8 sc0 ls14 ws11">If you ha<span class="_ _2"></span>ve alr<span class="_ _2"></span>eady paid money to <span class="_ _2"></span>share fr<span class="_ _2"></span>audster<span class="_ _2"></span>s, you <span class="_ _2"></span>should </div><div class="t m0 x87 h13 y2070 ffd fs8 fc8 sc0 ls14 ws11">cont<span class="_ _2"></span>act Action Fraud <span class="_ _2"></span>on 0300 123 2040.</div><div class="t m0 x87 h13 y2071 ffd fs8 fc8 sc0 ls14 ws11">Details of <span class="_ _2"></span>any shar<span class="_ _2"></span>e dealing facilities <span class="_ _2"></span>that the Compan<span class="_ _2"></span>y endorses <span class="_ _2"></span>will </div><div class="t m0 x87 h13 y2072 ffd fs8 fc8 sc0 ls14 ws11">be included in Compan<span class="_ _2"></span>y mailings.</div><div class="t m0 x87 hf y2073 ffb fs2 fc7 sc0 ls1 ws0">Forwar<span class="_ _2"></span>d-looking st<span class="_ _2"></span>at<span class="_ _2"></span>ements </div><div class="t m0 x87 h13 y2074 ffd fs8 fc8 sc0 ls14 ws11">This Report <span class="_ _2"></span>may con<span class="_ _2"></span>tain cert<span class="_ _2"></span>ain st<span class="_ _2"></span>atements <span class="_ _2"></span>that are <span class="_ _2"></span>forwar<span class="_ _2"></span>d-looking </div><div class="t m0 x87 h13 y2075 ffd fs8 fc8 sc0 ls14 ws11">sta<span class="_ _2"></span>tements. The<span class="_ _2"></span>y appear in a number of places <span class="_ _2"></span>throughout this </div><div class="t m0 x87 h13 y2076 ffd fs8 fc8 sc0 ls14 ws11">Report and <span class="_ _2"></span>include sta<span class="_ _2"></span>tements r<span class="_ _2"></span>egar<span class="_ _2"></span>ding our int<span class="_ _2"></span>entions, belief<span class="_ _2"></span>s </div><div class="t m0 x87 h13 y2077 ffd fs8 fc8 sc0 ls14 ws11">or curren<span class="_ _2"></span>t expecta<span class="_ _2"></span>tions and those of our Officer<span class="_ _2"></span>s, Dir<span class="_ _2"></span>ectors <span class="_ _2"></span>and </div><div class="t m0 x87 h13 y2078 ffd fs8 fc8 sc0 ls14 ws11">employees c<span class="_ _2"></span>oncerning, amongst other things, our r<span class="_ _2"></span>esults of </div><div class="t m0 x87 h13 y2079 ffd fs8 fc8 sc0 ls14 ws11">opera<span class="_ _2"></span>tions, financial condition, liquidity<span class="_ _6"></span>, prospects, gr<span class="_ _2"></span>owth, str<span class="_ _2"></span>ategies </div><div class="t m0 x87 h13 y207a ffd fs8 fc8 sc0 ls14 ws11">and the business we <span class="_ _2"></span>operat<span class="_ _2"></span>e. By their na<span class="_ _2"></span>ture, these s<span class="_ _2"></span>tat<span class="_ _2"></span>ements </div><div class="t m0 x87 h13 y207b ffd fs8 fc8 sc0 ls14 ws11">involv<span class="_ _2"></span>e risks and uncert<span class="_ _2"></span>ainty since futur<span class="_ _2"></span>e even<span class="_ _2"></span>ts and circums<span class="_ _2"></span>tances </div><div class="t m0 x87 h13 y207c ffd fs8 fc8 sc0 ls14 ws11">can cause <span class="_ _2"></span>results and dev<span class="_ _2"></span>elopments to diff<span class="_ _0"></span>er materially from th<span class="_ _2"></span>ose </div><div class="t m0 x87 h13 y207d ffd fs8 fc8 sc0 ls14 ws11">anticipat<span class="_ _2"></span>ed. The f<span class="_ _2"></span>orward-looking s<span class="_ _2"></span>tat<span class="_ _2"></span>ements re<span class="_ _2"></span>flect knowledge </div><div class="t m0 x87 h13 y207e ffd fs8 fc8 sc0 ls14 ws11">and inf<span class="_ _2"></span>ormation a<span class="_ _2"></span>vailable at <span class="_ _2"></span>the date of <span class="_ _2"></span>prepara<span class="_ _2"></span>tion of this R<span class="_ _2"></span>eport </div><div class="t m0 x87 h13 y207f ffd fs8 fc8 sc0 ls14 ws11">and, unless otherwise requir<span class="_ _2"></span>ed by applic<span class="_ _2"></span>able law<span class="_ _6"></span>, we undertak<span class="_ _0"></span>e no </div><div class="t m0 x87 h13 y2080 ffd fs8 fc8 sc0 ls14 ws11">obliga<span class="_ _2"></span>tion to updat<span class="_ _2"></span>e or revise <span class="_ _2"></span>these forw<span class="_ _2"></span>ard-looking s<span class="_ _2"></span>tatemen<span class="_ _2"></span>ts. </div><div class="t m0 x87 h13 y2081 ffd fs8 fc8 sc0 ls14 ws11">Nothing in this R<span class="_ _2"></span>eport should be cons<span class="_ _2"></span>trued as a pr<span class="_ _2"></span>ofit f<span class="_ _2"></span>orecas<span class="_ _2"></span>t. </div><div class="t m0 x87 h13 y2082 ffd fs8 fc8 sc0 ls14 ws11">The Company <span class="_ _2"></span>and its Director<span class="_ _2"></span>s accept no <span class="_ _2"></span>liability to thir<span class="_ _2"></span>d-parties </div><div class="t m0 x87 h13 y2083 ffd fs8 fc8 sc0 ls14 ws11">in respect of <span class="_ _2"></span>this Report sa<span class="_ _2"></span>ve as w<span class="_ _2"></span>ould arise under English law<span class="_ _6"></span>. </div><div class="t m0 x87 h13 y2084 ffd fs8 fc8 sc0 ls14 ws11">Inf<span class="_ _2"></span>ormation about the managemen<span class="_ _2"></span>t of the Principal <span class="_ _2"></span>Risks and </div><div class="t m0 x87 h13 y2085 ffd fs8 fc8 sc0 ls14 ws11">Uncertainties <span class="_ _2"></span>facing the Gr<span class="_ _2"></span>oup is set <span class="_ _2"></span>out within the Stra<span class="_ _2"></span>tegic R<span class="_ _2"></span>eport </div><div class="t m0 x87 h13 y2086 ffd fs8 fc8 sc0 ls14 ws11">on pages 28 t<span class="_ _2"></span>o 30.</div><div class="t m0 x87 h13 y2087 ffd fs8 fc8 sc0 ls14 ws11">Any f<span class="_ _2"></span>orwar<span class="_ _2"></span>d-looking st<span class="_ _2"></span>atements <span class="_ _2"></span>in this Report speak <span class="_ _2"></span>only at the da<span class="_ _2"></span>te </div><div class="t m0 x87 h13 y2088 ffd fs8 fc8 sc0 ls14 ws11">of this R<span class="_ _2"></span>eport and the Compan<span class="_ _2"></span>y undertak<span class="_ _2"></span>es no oblig<span class="_ _2"></span>ation t<span class="_ _2"></span>o update </div><div class="t m0 x87 h13 y2089 ffd fs8 fc8 sc0 ls14 ws11">publicly or re<span class="_ _2"></span>view any f<span class="_ _2"></span>orwar<span class="_ _2"></span>d-looking st<span class="_ _2"></span>atemen<span class="_ _2"></span>t to r<span class="_ _2"></span>eflect new </div><div class="t m0 x87 h13 y208a ffd fs8 fc8 sc0 ls14 ws11">inf<span class="_ _2"></span>ormation or even<span class="_ _2"></span>ts, circums<span class="_ _2"></span>tances or dev<span class="_ _2"></span>elopments aft<span class="_ _2"></span>er the date </div><div class="t m0 x87 h13 y208b ffd fs8 fc8 sc0 ls14 ws11">of this R<span class="_ _2"></span>eport.</div><div class="t m0 xd h7 y12 ffe fs3 fc1 sc1 ls1 ws0">c200596_Book.indb   163<span class="_ _1b1"></span><span class="fc2 sc0">c200596_Book.indb   163<span class="_ _1b2"> </span><span class="fc1 sc1">19/03/2026   00:09<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   00:09</span></span></span></div></div></div>
<div id="pfa6" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pca6 w0 h0"><img src="data:image/png;base64,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" class="bi x0 y0 w1 h1" alt="" /><div class="t m0 x1a8 h8 y13 ff54 fs4 fc0 sc0 ls4 ws3">The leading <span class="_ _2"></span>B2B pla<span class="_ _2"></span>tf<span class="_ _6"></span>orm f<span class="_ _0"></span>or </div><div class="t m0 x1a8 h8 y14 ff54 fs4 fc0 sc0 ls4 ws3">UK r<span class="_ _0"></span>esidential <span class="_ _2"></span>mark<span class="_ _6"></span>et <span class="_ _2"></span>ser<span class="_ _1"></span>vices.</div><div class="t m0 x1a8 h9 y15 ff55 fs5 fc0 sc0 ls5 ws0">LSL Property Services plc</div><div class="t m0 x1a8 h9 y16 ff55 fs5 fc0 sc0 ls5 ws0">Company Number: 5114014</div><div class="t m0 x1a9 ha y17 ff54 fs2 fc0 sc0 ls6 ws4">For further <span class="_ _2"></span>inf<span class="_ _2"></span>ormation about <span class="_ _2"></span>our Gr<span class="_ _2"></span>oup, <span class="ff56 ls1 ws0"> </span></div><div class="t m0 x1a9 ha y18 ff54 fs2 fc0 sc0 ls6 ws4">please visit our w<span class="_ _2"></span>ebsite: <span class="_ _2"></span><span class="ff55">lslps.co.uk</span></div><div class="t m0 x1aa hb y19 ff55 fs6 fc0 sc0 ls1 ws0">L<span class="_ _1"></span>S<span class="_ _1"></span>L PR<span class="_ _1"></span>O<span class="_ _1"></span>PE<span class="_ _1"></span>RT<span class="_ _7"></span>Y S<span class="_ _1"></span>ER<span class="_ _1"></span>VI<span class="_ _1"></span>C<span class="_ _1"></span>E<span class="_ _1"></span>S PL<span class="_ _1"></span>C  <span class="_ _8"> </span> A<span class="_ _1"></span>NN<span class="_ _1"></span>UA<span class="_ _1"></span>L R<span class="_ _1"></span>EP<span class="_ _1"></span>O<span class="_ _1"></span>RT A<span class="_ _1"></span>N<span class="_ _1"></span>D AC<span class="_ _1"></span>C<span class="_ _1"></span>OU<span class="_ _1"></span>N<span class="_ _1"></span>T<span class="_ _1"></span>S <span class="_ _2"></span>2025</div><div class="c x97 y1a w12 hc"><div class="t m0 x0 hd y1b ff57 fs7 fc3 sc0 ls7 ws0">Designed and produced by</div></div><div class="t m0 x16a hd y1c ff57 fs7 fc3 sc0 ls8 ws5">www<span class="_ _0"></span><span class="ls9 ws6">.b<span class="lsa ws7">la<span class="lsb ws8">ck<span class="lsc ws9">andcallo<span class="lsd wsa">w.<span class="_ _1"></span><span class="lse wsb">co</span></span></span></span></span></span></div><div class="c x97 y1a w12 hc"><div class="t m0 xb hd y1d ff57 fs7 fc3 sc0 ls1 ws0">m </div></div><div class="t m0 x89 hd y1c ff57 fs7 fc3 sc0 ls1 ws0"> </div><div class="t m0 x5 h7 y12 ff58 fs3 fc1 sc1 ls1 ws0">00_c200596_Cover.indd   2-3<span class="_ _3"></span><span class="fc2 sc0">00_c200596_Cover.indd   2-3<span class="_ _4"> </span><span class="fc1 sc1">19/03/2026   07:11<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   07:11</span></span></span></div></div></div>
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" class="bi x0 y0 w1 h1" alt="" /><div class="t m0 x1ab h2 y1 ff59 fs0 fc0 sc0 ls0 ws0">Annual R<span class="_ _0"></span>eport<span class="_ _1"></span><span class="ls1"> </span></div><div class="t m0 x1ab h3 y2 ff5a fs0 fc0 sc0 ls0 ws0">and Acc<span class="_ _0"></span>oun<span class="_ _2"></span>ts 2025</div><div class="t m0 x1ac h4 y3 ff59 fs1 fc0 sc0 ls2 ws1">LSL PR<span class="_ _2"></span>OPERTY<span class="_ _2"></span> SERVICE<span class="_ _2"></span>S PL<span class="_ _2"></span>C<span class="_ _6"></span> </div><div class="t m0 x108 h4 y4 ff59 fs1 fc0 sc0 ls2 ws1"><ix:nonNumeric name="ifrs-full:NameOfReportingEntityOrOtherMeansOfIdentification" id="fact-31" contextRef="c-1" escape="false" xml:lang="en">LSL PR<span class="_ _2"></span>OPERTY<span class="_ _2"></span> SERVICE<span class="_ _2"></span>S <ix:nonNumeric name="ifrs-full:LegalFormOfEntity" id="fact-579" contextRef="c-1" escape="false" xml:lang="en">PL<span class="_ _2"></span>C</ix:nonNumeric></ix:nonNumeric></div><div class="t m0 x108 h5 y5 ff5b fs1 fc0 sc0 ls3 ws2">lslps.co.uk</div><div class="t m0 x108 h5 y6 ff5b fs1 fc0 sc0 ls3 ws0">Regis<span class="_ _2"></span>ter<span class="_ _2"></span>ed in England</div><div class="t m0 x108 h5 y7 ff5b fs1 fc0 sc0 ls3 ws0">(Company number 5114014)</div><div class="t m0 x108 h5 y8 ff5b fs1 fc0 sc0 ls3 ws0">Regis<span class="_ _2"></span>ter<span class="_ _2"></span>ed office:</div><div class="t m0 x108 h5 y9 ff5b fs1 fc0 sc0 ls3 ws0"><ix:nonNumeric name="ifrs-full:AddressOfRegisteredOfficeOfEntity" id="fact-32" contextRef="c-1" escape="false" xml:lang="en" continuedAt="_31bffe99-0481-47ac-b3ab-74832ca17a99">Firs<span class="_ _2"></span>t Floor<span class="_ _6"></span>,<span class="_ _0"></span><span class="ls1"> </span></ix:nonNumeric></div><div class="t m0 x108 h5 ya ff5b fs1 fc0 sc0 ls3 ws0"><ix:continuation id="_31bffe99-0481-47ac-b3ab-74832ca17a99" continuedAt="_04b9ed6d-a39a-4c6a-b007-87f59e96e311">Victoria House,<span class="_ _0"></span><span class="ls1"> </span></ix:continuation></div><div class="t m0 x108 h5 yb ff5b fs1 fc0 sc0 ls3 ws0"><ix:continuation id="_04b9ed6d-a39a-4c6a-b007-87f59e96e311" continuedAt="_e1dc8a04-f742-4d6c-b64c-bf6fc54ab1e3">Hampshire Court,<span class="_ _6"></span><span class="ls1"> </span></ix:continuation></div><div class="t m0 x108 h5 yc ff5b fs1 fc0 sc0 ls3 ws0"><ix:continuation id="_e1dc8a04-f742-4d6c-b64c-bf6fc54ab1e3" continuedAt="_c9028f01-6943-44b1-a517-1492afd0eea0">Eas<span class="_ _2"></span>t Newc<span class="_ _2"></span>astle Business P<span class="_ _2"></span>ark,<span class="_ _0"></span><span class="ls1"> </span></ix:continuation></div><div class="t m0 x108 h5 yd ff5b fs1 fc0 sc0 ls3 ws0"><ix:continuation id="_c9028f01-6943-44b1-a517-1492afd0eea0" continuedAt="_a537b370-0819-4a81-9978-c8690554c978">Scotswood R<span class="_ _0"></span>oad,<span class="_ _2"></span><span class="ls1"> </span></ix:continuation></div><div class="t m0 x108 h5 ye ff5b fs1 fc0 sc0 ls3 ws0"><ix:continuation id="_a537b370-0819-4a81-9978-c8690554c978" continuedAt="_0723cc5b-3b1d-47ef-9bdd-cfb1aafdf08d">Newc<span class="_ _2"></span>astle Upon T<span class="_ _0"></span>yne,<span class="_ _2"></span><span class="ls1"> </span></ix:continuation></div><div class="t m0 x108 h5 yf ff5b fs1 fc0 sc0 ls3 ws0"><ix:continuation id="_0723cc5b-3b1d-47ef-9bdd-cfb1aafdf08d">NE4 7Y<span class="_ _0"></span>J<span class="_ _2"></span><span class="ls1"> </span></ix:continuation></div><div class="t m0 x108 h5 y10 ff5b fs1 fc0 sc0 ls3 ws0">Email: inv<span class="_ _2"></span>estorr<span class="_ _2"></span>elations@lslps.c<span class="_ _2"></span>o.uk</div><div class="t m1 x1ad h6 y11 ff59 fs2 fc0 sc0 ls1 ws0">LSL Property Services plc<span class="ff5b"> Annual Report and Acc<span class="_ _2"></span>ounts 2025</span></div><div class="t m0 xd h7 y12 ff5c fs3 fc1 sc1 ls1 ws0">00_c200596_Cover.indd   4-1<span class="_ _3"></span><span class="fc2 sc0">00_c200596_Cover.indd   4-1<span class="_ _4"> </span><span class="fc1 sc1">19/03/2026   07:11<span class="_ _5"></span><span class="fc2 sc0">19/03/2026   07:11</span></span></span></div></div></div>
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