|
Status |
Value |
Target |
Attendance levels of Looked After Children attending all EDC schools |
![below target](data:image/png;base64,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) |
86% |
93% |
Exclusion rates of Looked After Children attending all EDC schools |
![target achieved](data:image/png;base64,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) |
146 |
220 |
Number of parents participating in the Triple P programme |
![target achieved](data:image/png;base64,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) |
258 |
180 |
% of those supported by employability programme into employment |
![target achieved](data:image/png;base64,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) |
55% |
50% |
% of those supported by employability programme moving into and sustaining employment for 6 months |
![below target](data:image/png;base64,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) |
67% |
91% |
Attendance rates in secondary schools (%) |
![in progress](data:image/png;base64,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) |
91.1% |
93% |
Attendance rates in primary schools (%) |
![in progress](data:image/png;base64,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) |
94.91% |
95% |
Exclusion rates of young people in secondary schools (days lost) |
![target achieved](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAPSklEQVR42s1aCViUZRe9wyAKsqiICi6gkogLiIpWau4Lv+auJAKmJYbs4IJLLqSoqARqWC7lkpWZlUtqv1oa7oqaS6W5FbkAiphamcj9z33n+3DA0Wz/x+c8szAy55z33Pve9xuI/vqb4Tfwf3hLJk+aRsE0nVLxeB3ud+P+CO6P0Cu0h6bSeppIaZRAw/CuRvgfZQGrf5f0bKpNKaA2m05YpRqKqrzhyI1XuXPrDxtw5w1+3O2Tprhvgufe7PuOB9dc4szlX7VhQzIV0WQ6ATHJ9Cz5aGL+wZVJgYMptBqk73gud+X+W1tx4uFAnnp8CE8+FsoTjwZz4pEgHpUVyLEH+3PEvt4ctqcHD93VjQftaM9dN/ux99tu7JBmw5REv0DIB9SDWuM32/69QiaTI82hdMNcw69NV9fl0Vn9ee43L/EcIOXrETzzZBhPPzGck46/wJO/HMoTjoTymKwgjjnQHwK68/OZXThoZwcOhIj+n7XlgE/92XdNLXZML8s0he5QOC2kOvhHZPPXC0mmljSXTtd405njDvThtNMRnH46iuedjgZiOO1UNKd+E8UpX43kcUcDOXx/Zw7K9Oeen3tz1611ucOnHvzM5lr89Cc1uMUGN26+3o3919fkJ9d7cot1nuyxshLbzDQyjaZT1JF64hMd/roamUnBhlT6ueN6X+W4kF7wbSy/9m08Z5wZxQvPjMYKDOe4w105dG8TDtzVkPt94c29dnhx98+e4K7b6nLH/9bmthDQCgJaQkDTddXY56Mq3GBtZa63phLgwh7vVWT7dMRqPN2GhHh8cmXA+GcLNdw6zaowZEcH5bgQzziTwK+fGcNvnE3k1FPhHH+0I794sCk/v8+Xg/c05ucgoD8E9IaAHuYCtrhzq001ueXG6twMAnwhoCEEeEFAndUVuNa7juy2yoGdFiJSE+kuREwBAzfA+o8W69Ay6VaFw3cFKNfFcXF7EYiLgPHHenLYoWYKSsD+Jhy81+cBAd0goFNpAetd2ffjqsUC6hYLsOcqK+3YYSFWYgIVIk7jNRG/cyVmUVvDXLrz/M6OPP/bmGLXF58dDzFRHHW4TTH5v0NApeW2bCvFnUg/kS+FgZHL49dEMjmjYL/vsrGJyfkz8YjLWF5ybgK/isi8dKhFCfJKwAE/ixHq/pgRelBAOXZcastlZpRjiqYLVIkCwMzp8brTLFrh8VZllW+JjTgv5KXzjDjk/wD54XD/BQgYAgGDIeC3irhFqSL2fL8iRDhzww9dFDzec1ICHN6yYdsFFdgwCd2pP/YKwlqYNr1H3KZTG+OrVoUJB/uq9iiZl9gs+DaOw7NaWiQv8RmK+IQgPoN2N+KBmQ247876aKH1+D/bPbnL1joPtFER0BgCnoD7Idt78d7zmfxldhYvOZbGAf/1UeIcRcAbtmw9y1na612qiy2PqMajo5RC2/zX1OU5X4/k+afj4P5YJSD2SPuHkh8G8qGa+6XzHwD3O8P99hDQBvF5CvHxR/6bIP/SPsN2PMeX8y7xtWvXinH68lc85IsOSmC5JdZsTHFlmowoDaadYNgOKG+Z/DRqYUw13Es42A8CInneKYnPOJ5yIlCRLQ2JjTg/RMu+uD/AzH1L+X9Sy3/9D5x5xM5BnHPtCl+/fv0BHL24HyZ4c0VEyTi3MlOyC8P/QvSjRDB1t7wKM2mx1wpXNQ7M/koEJHD6qTg4bIrIMBDWIc+laEMRm8EaeYmOnn3lPuLTGfFpbxYff8THG7kP/yKI8/JzuaCggG/cuPEA5PWxWQNUxIxpFZim1cQGh64UQGvBtI02N5ndolAcsyivHwazacfDMBJEcfo3CZxwuIdyV/IdagZ5Lq8HgbjERicv0XnWLPu6+6217iNFOzIzmK8VXOUff/yRb968aRHys7GH+6qYWc2zx9DnjhhVYsxLV7AjDAPjqiU70lRqZ5Nq5HhMj0nHwnjWyUisQjScNfV1cTjIDIN04oCKTSnyXbXe3x7k28B9iY50mMhdIZx/I59v3bqlcPv2bYvYlv0+B8Eg+zfLsGG+LYa9OkxTazAGDKbqyAqRV8nNbRq97LrIiccdDuGpXw7nGSciMQ73U65KUQrJgWaQ5/K6/LwPMt/LEnmz6DQC+ajdoXz9x+uK4E8//aTw888/P4DPL36IeDblumivxkUGpvmIziRPwAPdCDu0Py0H42dKxugV+tDnnVrIXQhPOvoiTz8ewSG7n1LExFkhKVOl/0dumCBrqCKV13Xi3bXMWyIv3SR81yC+fjO/mPQvv/yicOfOnRLYcfkj1FdTlX2bxVZs9QYcnyezUT0AqzAWcepOW8B4IFDJfAWOyUlq9KHBPPHIMJ5yNAykTMS6bfPkWsuc2DrNyD7LfNj9TXd2WGqjiOrEZVzQM29OXvr5yF1BXHDrejFxIfrrr78q3L17V6GwsJC/yPlYNQwvdKhyS4xsDQEkAtIQofH1MRthFRIrMgXhmEo0EnA138AudcLxL+7AIE7Mep5jDww0bUBbPNgxoyz7LfPj7ce384ULF/jshbPcZ0NvdlpWltsh4/I+ESOblTw3Jx+5ezDfuFWgyOvEdcKCe/fucVFREWfmrlPkpb3aLbVmGwiwkvi8DgFz4XqiN9O4J3CPdvoC/QDG47R2ql1FmE43uuAMG70/kEcfDMXxr4ty0mWxHbde2ZpPnj7J58+f5++++46zs7P5QvYFHrR5AFd7u7wqUp24dJunQF4GtajdwYq8uevmpHUI+RcONFPtVYpWd98g7i8EZqL7jG0A8ojR2GpMwylfhZ7U6c1gEjCNbnTECozc2x+rMJgHfP40+6ytwvbz7XnfyX187tw55f7333/PP/zwA1+8eJGzL2Xz0G1BanYR0jLnSLeRXTZ6TzBic5+87rpOXm46+RcPNFftVWYf5b5kX3f/NSDJDcXbiGmMFwABYXRd7VpEnvcFJNGVVqiB4bt7c+TeQO6+tQlXX+7Afdb24bNnzyr3zQVcunSJr1y5wpdzLnH4jlCVWyEuiNkTUpx5c/K64/fJf2wijw4lc095uF9W3Bfy4n4GsACYgOiMgoDRqIPRVZiG0kU1cpYQMIVO+r7rgYP3szxidz/utKUhu66w54C1AcUC9PiI+5cvX+acnBzOy8vj3Ku5/N7Xyzk5axwv/WoeF9y8X7B6bEqT35UH8gebqb1BaklFB+6X0TvPQs39dBRyQhOgMUSgDhIw2AXScVW1JSI0kTbWWuLMg3d042GZvbjtJi/2/qAyl1lk5BmZ0y26n5uby1evXuX8/Hy19cvuKZuTtEqdvLhvHhu57bu6CbNUc0W+gpCXqVOLjlGPju7+DIwRcX7YwCAgAQLiHJi60FZwnmBexESjKNkxrSz33daeg3f8h1ttfEJ1EZnVnd4qx3P2zHyoABm+ZH6REUA2KUvRuU/+E0W+gUZez71Ex6hHZ6FGfp7EB70/FgLiICAeAqLLMDWh98A4Qjtqardw6m2cbuAOm/x44Ged+ekN9VRhNdQOHNXeduD0A7MfiI+Mv48SIO7rt72KvL/6vaXJS+4N5tGZD6RaM8U0AyAgFjWQUJfR/RmHyyVg/FzJjawZVaZJVOC9qgb32tqOW23wVoOUHPekN4uIOqsrckZWagkBj4qPuft7r24sJu/0OOTTgcnV4XhzADUQAwFx1aSAryHwr4Nxe8DOfB61RoxWS4w6bWrBrTc0Vpc6ZB4ReGpouNaFF385j3Nyc34z/3r29yjyzVWfd9QK1va3yM/V3I8Con3xuCHucahpR5vVqZ2oQenLLQYKoZ6GKVTUaI0Ht93YTB2y3dHjBR4aRIxcVVt2YoFFAaXjs+fqBnSb5moVHbRWaavttA8l/yowDtmP9IeApiCO/MfWZhpBRVSB3gRXuUpRzdIB3wGrcMgRw9PT63whoCJXf8dBoYYZRMQzm9151dcLSwgonf/deesV+XogL65LZGSXLaN3m9LkpWjTgGlOIN8SQHyiEJ8oxCca40QfygLHBY86VlrRIAoyTKKiWisrs9f7NbjqSjuuinGhWilIvLpiyHv/9CKLAjJzPlbkZaos4bre51+34LyQn4XJMxqxiYD7kXA/0gfxcZfd9x6qVMZoOdjXftTB3hENaovNDCuu/a4rV15hx84rbBUqm0Ge14YIObcu/WY6Z+efUxG6cbuAt1xcrnZYWSk967rrBp18hoXYzEbuY5H3iBYARETicRRmoAicATrRdnB7DeisXfh96M1IT+LIMIau2aZbs8sKB9U1HgaJlIzTQ/f7cczhdhye9aS6LiR1Y5G47rre53XyKSAZ63OffASiE4nsRyNOQyiXbGiZavZEtR7nMqMt9aCXMLAW2mZYqwg8DHZatuXqgRvEuCByelQeIK7vruZ5TwWSy4OonwXyavK8S1VohTZ9NgfKPe6XdJWoP82m8VRk85qVctMSbDSXBdJVhLTKeGni5oWquz4Xhfyym6nbRKBgI5qakXczdR0vehdc0oBuQMXf88WHUW3V/fDxiVRklW4iZw4rjaxBgyJcmvSCUsR111/BySq+kanTREre/UyZj5SOU9VE3ofWgEMGMEA7ff3uLzys1cDUHR85igppJhzLsLpPVCerEzYnbYn4HCPTVLlA1cDU36OEdBONOFyPwqwTVdEUm/pq3hHyQVrurf/oVxwmES1Q1pEopgkgMdsOEcA5dZ71fbLmhHXSqRA7C+9NcjFtTHHSEn1NiPYxbVDS46MamlrlSBRyKOVg1lmhxWbgnyVvLsINizgAs/inFI+ePLGciVgSCu0VLHlSVdPjKa7IdU0TYTlBqRkejscDcUAsEKMhGj+L8YD79qY+35G2URnV65O0zLv+FeTNa0KmP38s70QaTAcpBh86BkImVDIV40S5/Acnx2HbHysCPHGCwmkqAWfZeCBOQyymyhiIjbAzEe+J3+Ws2qTssi+p0ZIwNPzp78csdydb7SDRBYv7MgXQOpDIo2hDEcVhF03AgWMUBI12MR3/ErAy8biPxUkq2hGky5oKNBRxbE2fkJOabRZoO2wnLTLl/u4vvo3abihbels8C6PqlALflkHQFiT3MAXTeWxAlxSC6Bz1xWsdEb9GtArruFgbieVYOFz9DiIPwP7vcP1RNyttJpfJ0FsjMlC76JSorriaSE7XHidqu+kA7b31tYu0dv/2300YNOdstTpx1WImh+66Gupo8XDV3mOr/Z//y79e+Uf/3OZ/73WGFQ/p95EAAAAASUVORK5CYII=) |
175.5 |
200 |
Exclusion rates of children in primary schools (days lost) |
![target achieved](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAPSklEQVR42s1aCViUZRe9wyAKsqiICi6gkogLiIpWau4Lv+auJAKmJYbs4IJLLqSoqARqWC7lkpWZlUtqv1oa7oqaS6W5FbkAiphamcj9z33n+3DA0Wz/x+c8szAy55z33Pve9xuI/vqb4Tfwf3hLJk+aRsE0nVLxeB3ud+P+CO6P0Cu0h6bSeppIaZRAw/CuRvgfZQGrf5f0bKpNKaA2m05YpRqKqrzhyI1XuXPrDxtw5w1+3O2Tprhvgufe7PuOB9dc4szlX7VhQzIV0WQ6ATHJ9Cz5aGL+wZVJgYMptBqk73gud+X+W1tx4uFAnnp8CE8+FsoTjwZz4pEgHpUVyLEH+3PEvt4ctqcHD93VjQftaM9dN/ux99tu7JBmw5REv0DIB9SDWuM32/69QiaTI82hdMNcw69NV9fl0Vn9ee43L/EcIOXrETzzZBhPPzGck46/wJO/HMoTjoTymKwgjjnQHwK68/OZXThoZwcOhIj+n7XlgE/92XdNLXZML8s0he5QOC2kOvhHZPPXC0mmljSXTtd405njDvThtNMRnH46iuedjgZiOO1UNKd+E8UpX43kcUcDOXx/Zw7K9Oeen3tz1611ucOnHvzM5lr89Cc1uMUGN26+3o3919fkJ9d7cot1nuyxshLbzDQyjaZT1JF64hMd/roamUnBhlT6ueN6X+W4kF7wbSy/9m08Z5wZxQvPjMYKDOe4w105dG8TDtzVkPt94c29dnhx98+e4K7b6nLH/9bmthDQCgJaQkDTddXY56Mq3GBtZa63phLgwh7vVWT7dMRqPN2GhHh8cmXA+GcLNdw6zaowZEcH5bgQzziTwK+fGcNvnE3k1FPhHH+0I794sCk/v8+Xg/c05ucgoD8E9IaAHuYCtrhzq001ueXG6twMAnwhoCEEeEFAndUVuNa7juy2yoGdFiJSE+kuREwBAzfA+o8W69Ay6VaFw3cFKNfFcXF7EYiLgPHHenLYoWYKSsD+Jhy81+cBAd0goFNpAetd2ffjqsUC6hYLsOcqK+3YYSFWYgIVIk7jNRG/cyVmUVvDXLrz/M6OPP/bmGLXF58dDzFRHHW4TTH5v0NApeW2bCvFnUg/kS+FgZHL49dEMjmjYL/vsrGJyfkz8YjLWF5ybgK/isi8dKhFCfJKwAE/ixHq/pgRelBAOXZcastlZpRjiqYLVIkCwMzp8brTLFrh8VZllW+JjTgv5KXzjDjk/wD54XD/BQgYAgGDIeC3irhFqSL2fL8iRDhzww9dFDzec1ICHN6yYdsFFdgwCd2pP/YKwlqYNr1H3KZTG+OrVoUJB/uq9iiZl9gs+DaOw7NaWiQv8RmK+IQgPoN2N+KBmQ247876aKH1+D/bPbnL1joPtFER0BgCnoD7Idt78d7zmfxldhYvOZbGAf/1UeIcRcAbtmw9y1na612qiy2PqMajo5RC2/zX1OU5X4/k+afj4P5YJSD2SPuHkh8G8qGa+6XzHwD3O8P99hDQBvF5CvHxR/6bIP/SPsN2PMeX8y7xtWvXinH68lc85IsOSmC5JdZsTHFlmowoDaadYNgOKG+Z/DRqYUw13Es42A8CInneKYnPOJ5yIlCRLQ2JjTg/RMu+uD/AzH1L+X9Sy3/9D5x5xM5BnHPtCl+/fv0BHL24HyZ4c0VEyTi3MlOyC8P/QvSjRDB1t7wKM2mx1wpXNQ7M/koEJHD6qTg4bIrIMBDWIc+laEMRm8EaeYmOnn3lPuLTGfFpbxYff8THG7kP/yKI8/JzuaCggG/cuPEA5PWxWQNUxIxpFZim1cQGh64UQGvBtI02N5ndolAcsyivHwazacfDMBJEcfo3CZxwuIdyV/IdagZ5Lq8HgbjERicv0XnWLPu6+6217iNFOzIzmK8VXOUff/yRb968aRHys7GH+6qYWc2zx9DnjhhVYsxLV7AjDAPjqiU70lRqZ5Nq5HhMj0nHwnjWyUisQjScNfV1cTjIDIN04oCKTSnyXbXe3x7k28B9iY50mMhdIZx/I59v3bqlcPv2bYvYlv0+B8Eg+zfLsGG+LYa9OkxTazAGDKbqyAqRV8nNbRq97LrIiccdDuGpXw7nGSciMQ73U65KUQrJgWaQ5/K6/LwPMt/LEnmz6DQC+ajdoXz9x+uK4E8//aTw888/P4DPL36IeDblumivxkUGpvmIziRPwAPdCDu0Py0H42dKxugV+tDnnVrIXQhPOvoiTz8ewSG7n1LExFkhKVOl/0dumCBrqCKV13Xi3bXMWyIv3SR81yC+fjO/mPQvv/yicOfOnRLYcfkj1FdTlX2bxVZs9QYcnyezUT0AqzAWcepOW8B4IFDJfAWOyUlq9KHBPPHIMJ5yNAykTMS6bfPkWsuc2DrNyD7LfNj9TXd2WGqjiOrEZVzQM29OXvr5yF1BXHDrejFxIfrrr78q3L17V6GwsJC/yPlYNQwvdKhyS4xsDQEkAtIQofH1MRthFRIrMgXhmEo0EnA138AudcLxL+7AIE7Mep5jDww0bUBbPNgxoyz7LfPj7ce384ULF/jshbPcZ0NvdlpWltsh4/I+ESOblTw3Jx+5ezDfuFWgyOvEdcKCe/fucVFREWfmrlPkpb3aLbVmGwiwkvi8DgFz4XqiN9O4J3CPdvoC/QDG47R2ql1FmE43uuAMG70/kEcfDMXxr4ty0mWxHbde2ZpPnj7J58+f5++++46zs7P5QvYFHrR5AFd7u7wqUp24dJunQF4GtajdwYq8uevmpHUI+RcONFPtVYpWd98g7i8EZqL7jG0A8ojR2GpMwylfhZ7U6c1gEjCNbnTECozc2x+rMJgHfP40+6ytwvbz7XnfyX187tw55f7333/PP/zwA1+8eJGzL2Xz0G1BanYR0jLnSLeRXTZ6TzBic5+87rpOXm46+RcPNFftVWYf5b5kX3f/NSDJDcXbiGmMFwABYXRd7VpEnvcFJNGVVqiB4bt7c+TeQO6+tQlXX+7Afdb24bNnzyr3zQVcunSJr1y5wpdzLnH4jlCVWyEuiNkTUpx5c/K64/fJf2wijw4lc095uF9W3Bfy4n4GsACYgOiMgoDRqIPRVZiG0kU1cpYQMIVO+r7rgYP3szxidz/utKUhu66w54C1AcUC9PiI+5cvX+acnBzOy8vj3Ku5/N7Xyzk5axwv/WoeF9y8X7B6bEqT35UH8gebqb1BaklFB+6X0TvPQs39dBRyQhOgMUSgDhIw2AXScVW1JSI0kTbWWuLMg3d042GZvbjtJi/2/qAyl1lk5BmZ0y26n5uby1evXuX8/Hy19cvuKZuTtEqdvLhvHhu57bu6CbNUc0W+gpCXqVOLjlGPju7+DIwRcX7YwCAgAQLiHJi60FZwnmBexESjKNkxrSz33daeg3f8h1ttfEJ1EZnVnd4qx3P2zHyoABm+ZH6REUA2KUvRuU/+E0W+gUZez71Ex6hHZ6FGfp7EB70/FgLiICAeAqLLMDWh98A4Qjtqardw6m2cbuAOm/x44Ged+ekN9VRhNdQOHNXeduD0A7MfiI+Mv48SIO7rt72KvL/6vaXJS+4N5tGZD6RaM8U0AyAgFjWQUJfR/RmHyyVg/FzJjawZVaZJVOC9qgb32tqOW23wVoOUHPekN4uIOqsrckZWagkBj4qPuft7r24sJu/0OOTTgcnV4XhzADUQAwFx1aSAryHwr4Nxe8DOfB61RoxWS4w6bWrBrTc0Vpc6ZB4ReGpouNaFF385j3Nyc34z/3r29yjyzVWfd9QK1va3yM/V3I8Con3xuCHucahpR5vVqZ2oQenLLQYKoZ6GKVTUaI0Ht93YTB2y3dHjBR4aRIxcVVt2YoFFAaXjs+fqBnSb5moVHbRWaavttA8l/yowDtmP9IeApiCO/MfWZhpBRVSB3gRXuUpRzdIB3wGrcMgRw9PT63whoCJXf8dBoYYZRMQzm9151dcLSwgonf/deesV+XogL65LZGSXLaN3m9LkpWjTgGlOIN8SQHyiEJ8oxCca40QfygLHBY86VlrRIAoyTKKiWisrs9f7NbjqSjuuinGhWilIvLpiyHv/9CKLAjJzPlbkZaos4bre51+34LyQn4XJMxqxiYD7kXA/0gfxcZfd9x6qVMZoOdjXftTB3hENaovNDCuu/a4rV15hx84rbBUqm0Ge14YIObcu/WY6Z+efUxG6cbuAt1xcrnZYWSk967rrBp18hoXYzEbuY5H3iBYARETicRRmoAicATrRdnB7DeisXfh96M1IT+LIMIau2aZbs8sKB9U1HgaJlIzTQ/f7cczhdhye9aS6LiR1Y5G47rre53XyKSAZ63OffASiE4nsRyNOQyiXbGiZavZEtR7nMqMt9aCXMLAW2mZYqwg8DHZatuXqgRvEuCByelQeIK7vruZ5TwWSy4OonwXyavK8S1VohTZ9NgfKPe6XdJWoP82m8VRk85qVctMSbDSXBdJVhLTKeGni5oWquz4Xhfyym6nbRKBgI5qakXczdR0vehdc0oBuQMXf88WHUW3V/fDxiVRklW4iZw4rjaxBgyJcmvSCUsR111/BySq+kanTREre/UyZj5SOU9VE3ofWgEMGMEA7ff3uLzys1cDUHR85igppJhzLsLpPVCerEzYnbYn4HCPTVLlA1cDU36OEdBONOFyPwqwTVdEUm/pq3hHyQVrurf/oVxwmES1Q1pEopgkgMdsOEcA5dZ71fbLmhHXSqRA7C+9NcjFtTHHSEn1NiPYxbVDS46MamlrlSBRyKOVg1lmhxWbgnyVvLsINizgAs/inFI+ePLGciVgSCu0VLHlSVdPjKa7IdU0TYTlBqRkejscDcUAsEKMhGj+L8YD79qY+35G2URnV65O0zLv+FeTNa0KmP38s70QaTAcpBh86BkImVDIV40S5/Acnx2HbHysCPHGCwmkqAWfZeCBOQyymyhiIjbAzEe+J3+Ws2qTssi+p0ZIwNPzp78csdydb7SDRBYv7MgXQOpDIo2hDEcVhF03AgWMUBI12MR3/ErAy8biPxUkq2hGky5oKNBRxbE2fkJOabRZoO2wnLTLl/u4vvo3abihbels8C6PqlALflkHQFiT3MAXTeWxAlxSC6Bz1xWsdEb9GtArruFgbieVYOFz9DiIPwP7vcP1RNyttJpfJ0FsjMlC76JSorriaSE7XHidqu+kA7b31tYu0dv/2300YNOdstTpx1WImh+66Gupo8XDV3mOr/Z//y79e+Uf/3OZ/73WGFQ/p95EAAAAASUVORK5CYII=) |
34.5 |
40 |