@keyframes rwdcur72840 {
0%,1.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,11.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,16.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG1klEQVRYhe2Xa1BU5xnHf2d3D+fsHhYWVm4iiyKSRIxXYmJGGVun0RivmWirZpLmNo6xE029pLHWTmpaoyMaa6aJ0VGT1hqvrZGJqbeo1FTxChIUFCsoKC5hF1j2vuftJ+lsEVn7tX0+nTnPef7nd/7P857zHvhfD+lhC76ZvVH8acoVPLZy2iIJOPyD8MbHUSuf5/iwnQ+tF1PBov3rRGqfk7i8YL6cjwErZb1KyAmMZ9bGOPaNDFEy+ihxal8UOYOsxkTWjpoVk7bhQcmSBYfE5pXvC9lSQahdw+sZyk925pB3IwUVFaf1GiXjWmkZrKOIOJ7Zns8nU/zoJgNjahaL525vEv+1A/+oni9cQZ36siwmrZbZtExDyz5DzW2ZIXfzONO7joRgJpO+iOfLmSFq7VVo5oGkNsg09AzgM0ZId/cgJEt8POSFLu9z38TJ2XuFMq8UnxTh/Kn+WL0urmV8j6x5eG/sui7FmgasFZt/ncXpgeewh/JZPeEW65f14ZvxNRxOX3Lfuk4n/zlmizg/x02gQuJmdoCCglYqym3Mm7Uo5gH7xbe7ROq3LVwfZ8WEjSs9LhCRVQ7Z53fSiJqB0nNvixu/asQbMTBhq58Uq5GzVRpKuoffFK/stp/34oOnp0mF5RoBzUSd7RzDywsYesXBb7fs6KQRBXD9ZgZpKXew28LsW6uQfDGOsTszydBktIjOwZ9vjBmi4PMZUtDQRG7DIyR4W5k3r4HTUwOdruuwxNtzhdizIIiIN6PZFTJy26gqs6NbghTsTebgdCcRU4Dn/tyPx7d3PVT/Ge68VWLx4X4kuWxU9K6k3ejiWPzSjvoOB+qGZmLO1hi/zoS/3s/Tg5dK9rQQvVKh4qkAWTegl8vO/pdvsquo++V1L2zVi6V2xUlV5inS2voiC2NUvgOgeno1llAzJdP6EUjRAJg07i1JP5ZNxlAfIt1Ku1Gi93UrrgwTHxZ/EjPEwAvZJIRTWPK6k4KK3KicBLBtzbsiO74ek2ZBKBojXiiKsvjQu1vF95kR3D0V4kMBjK1mhMFDQ1+FhaNfjqkdq7/cIWzfQf1IjZrsZj53vCR1ODD8SH/q72bjvP4Mtdf6dir+0YqfSt7sILnnTZh8EbxmiaBswXrZxO4/7I7Jie9GePnbmzc5M+QSdT0qO84bABylNZi9Efqd9pB613hfgVcnzpF8Vh+WZgvBNBmb20zI7qUxzcWGDdu6hUhxWrF4beTXPI6qW6MBit54FIPspnK0iiuzqUuRie+8IkUUI6ZgiIiiI0sGDJjQQgpFZ/76QIiJ6708eVzlxfeb6VOfEQ1Q6NyKtd2Fpf3vqGHPA59k6twZUkqtIKAIMuuTMDs1QhkSyQ2wcf/2LiEOzDVTN0CleJJGQPv32BgAKtNfoU0dQ4RCEhqeeCAAwJQ3Z0p6RKJhsEwg34zFEyTS5EePk1hztvi+EI1p16nNKqN0SikNyeXRAE9W6ziqzViCEXpWe/lq1dZue/ria9OktMshtKoArQ4FY7qFuCYjik/w0eFdUfVNA9YKs5TDqLWDUPV0tFCfaIBBO2ZIrY50VPcJjo6xkOi52q0LAJPnPC8FczQcp8Ik1YdxDVFQPRG0ZgMbd+zpgPhi9WNkXo0wffdNlIiNPYlvdfSg4+Dwku0iuakRf2oS5UoCackqU+c+G9Ma33TiuPDbXPxghc6BX+oISeGHa7x8vVDG1GrgdnYFkshBa1GR2n0sHzarMwDAh0v3ikFaHI/urqV6Ui53E3SmvR0bxOYTxcLTQ2fQNh+lM2UCSiMTliVQVmjkamGYNnuAVvUaWxJXROlFfQ1nFtehuExc/nE+lYTJjvjYtH5/TC+aVwsnSIaghCddxYCKyZDIV79Lpr7QxDvP3sLuTEQWjk51UQCpF+dLhBVsnjZGGHUuBlWShZmTy4/GBPGzwROlW09pvDb5ElZnEjpXMOlW/rg8F6PQ+dQ2p5Ob97W3culBETJLNBtUhm04yV8WDCE3QaL2rmDmorFdtmTdpn3CMCKEbrARf7KJVnsi7uHl+E0hVqYtjW1Ldi/OvHFA1OdZcOlBzFaJlrCfZKHgzJRxxAW50xzkiRI/Z6cmoaQKlEs+3MNldMNtdG8+U+ecZV9RJg051byX1fV2rtsB2/37YyJXlTntbuP5zyo5MiWf1BEmrtS3099n5vawOCS5jZQjKn1K7rC/qB9G+Sp+VWWho/uNS0wT/tGqr0UPScaZECZZNZBlV6i60MKosnYOTU4iNS9Mc3kYs10h8piLsKGd2Y+8HpP2Q/9KfbzlkMizK1xrDWD0B0gekICJFtxhGy+NHPXQev+PfwFpOKeLjP0kcQAAAABJRU5ErkJggg==) 15 15, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,21.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG1ElEQVRYhe2Xe1BU1x3HP3ffu+wusAgsb+UxohirohON09CEVNPxbayjtbWA1jZGO2MqnSZNGqNgZqqZUotoU6Pjo6QMmjhmanyhVkl0NEbHF4oEBQF5LIu7sMDe3bunf4V2B8RN+29+f9255/y+93N+v/P7nXPhO/uWNvtsgcirrhTt8yaIzvlZIu/iGTHzyi5xpnCP+F/0pFAmrf64SBTtOUCbJYOi/Mn0GVuICEwlYDDT4b2E0FrI6hpH9uVmqn40mXprC1WjXwlJe9hJhZW/Fz3WHhStQlRXOt0WHf5AD93GJn5y4nuMrS1n82/XofYJFnx8itO5P+BGkgOVIZ4NxRUkuq9jP3Rt2G+onjSwt6RYbNy3m1hXGkkxAXxqFUU7Snjhqh29Fqpy1OxctYo+7036dV10xIwmskVgUFmZcltHaeGvKc0vYcHDmmFTMyTd8do3xY3ydKypPfgkL92SmbakOgz943hvZv4TV7TsVqVQJIVffNiGzfEV72xajqxSeOZvHra8u2BIv0Ev95woEt0+HxmpcLlGx2v7yvn0x6vJW/ZaSDkFeLvqmGhMt+OR3Jj90STdaeWNncswHWkZpBGUgl1HN4tZfz2IpcVMj1tDbIxC2YqlhLU4OVy0L+Rdvin3ZUn2P8AiInn/9UXIVh2FxWeY6/x6kEYQgNSsp8WSibBpyCy9ibNTR2a8mj59Ig9Seyk9sCNkiI/S5kuTDl6idHUpAY2J+vhWhCIPmjcA8PmtpSJqbBP3VmaialHojggnpdeIdDIa3TQHUZ0qEpocbDi9OWSItb9ZId3JUniYKpP42E5KJ3TOHRPkPwDw6PYoOm8nEhnmwjKpj+f+8oFkvm/Gb31M+D/dtKd6aE6O5fljj9l0cmfokUh4SQr3RrFl/Rx6bFZarWOHjkD60Toya+/QUR2B8nkCAHPfXCFpM00g4onpMBEh+7maM56sm272fhh654tu66Ji4h9QhIe3tm8MGpMAzh1dKDg1i7aUJpJr63l2+96g3br/2E5Bt5Y+yUhibT21k8cQX+dC69WwYN3ykKpjseOU8El6+g2CSE8a5TEJ0kAEtLIHZ3YNsaMfUTdhwiDnn738Kynj/BVswk3zmNHYGz04Ro7AFRug7OjhkCJhd4+gYNsDYl1RlLw6a+C9CsDr0uJszUJ4BQFFN6TA1G1lUn+vBaFWUPuM6L0ykqLH6PKx62DFUyEM/QGy7v2dgEGHWvEFA7ico5l3fittTWl8v+rQE0V++vNlkkYVhsXlwtTjQaMIJL+CbA2nbPvwEK32Lt7783acujoKd58OBlD5AyhCi1oWNKTnD7uSgtlzJNlspD98BHJEGBqtCkmrw2AIUPLFuSdCGAJh6D09qIUfh6khGGCEuMPZnNex6RqRR90cFgBg7pplUni7B22TD1urj5g6B93j4ki/dJ+Si+eHhPjhRzXM3VXBMzXhrHu3NhhA5w0Q7T1PvycGnyeaqrcPPDWnC1culnxjrDRNSiKgEqRcecjdnHQs7W52nKwK8l/bcVY0Rdn5Yv4MJp65hd5VHQyQ/fZxyeudQsaXFxCaUWRf3Ugolp87Qxp56R5eWxgN0xLIPnQTOdLM45FGDm+r/A+E38PdGVq+zuiketF0nivbOVC6qv9+iOxvQCcHqH7xj5wuKwmpvGasXyH5NEbGH27g+pI0kq81YTvbzI1Zenb/qUK8f+GMWLz1FOk3dGgVKy22xiD/AYAZG1ZJX03fjK7fTRyX6etO49TWp5cXQP6cXKl1lAVrg5+WsfH4sxKJPO6nYaGOrhQbVoeTjnQra9fvoyJydlDjCjoNE9yfIbRWHvVPx6RRmFi9kcNlR0OCWJq3SApYjPTbPaScdWBXKaiVJAI42b9lCXH1bmK7agb5BQGMLf5ACsgWci+sQOUPcCGnBJvOx4HSIyFBFDyfI+kaw7n3ikR3cgRr1i3HIEcgCQ+NYwzEf/LloLY9ZB8/t+FTUd8rmGCvpdecQfi5fyBbptH5QiovLZ79xN6/97N/iZ4EG15dO/o2E6hk1C4PzRfdbCpaEtqV7BurKS4XDYZYDF4Fh1FglFWYRko46/pIlDt5OCUZjTmAsymALtoAUT2MOCEz9eLv2F9UiT/sPnhG8cu3Zg55FXsqwDfWNm+icFoyceS+ilbfg6NTTfy9u1yZlAURZnLL36Fx3EqaZ0XQa7Aj+yV0LjePE6AwbdpT9UM6SiuLT4qEOD3XOl082/6IpuQUTOkqFD20esNRawXqiG48ljhyNr5BVO99oj658f//mAxl1/PyhCt2Jvez42j3Gig4WICsNnFkzW5WvTj+W+t9Z/8GHurPjTKuxZsAAAAASUVORK5CYII=) 15 15, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG1ElEQVRYhe2Xa1CU1xnHf+fddy8ssAguKIJEIS4qF2tEjUqbGK1JVJoqOqKjxkQbq0nq2HZiNZ30EpMxsWlTrbGNjZcWNbYmSmOitILiBTWpoqtRFCE63Bdc2WXZXdjL6YdOmO6AuPZr+3x65zzv8z+/9/+cc+a88L8e4kELXt/wkTw1WTL9EzczcgopvziXnROzyK6Ad9c8+sB6YRUsOLtNzj3QgX5UDR/FTMNu9oAriuRGBZspCmesgvDoya5uot9dJ8cH53Bk0cNhaSt9Jct2Pye3r/ujNJi8HFxgxOrP4On6s5juxpF9FX6e9mPyPr+Cwa+wtKycmab9VKRkIeMCLN90WbafHyz/awd2bNwoczOOsss/lzaTlqCqkmetxG4wUjp0JAEBsbfNtMWDN1rBXOsnu8XK6bjJKB1dJHTacYhYBtru8LP1U+85T6+JVy78RCqugQRVHdNqrqJ1RHBgQjq4I3k3d/49xV7/3QFpTbeQ/JWL10YvZEvpZk5ZMtHYtXy6dECvdT0G/7HzZXmrJZ2GmS10NQ1gfE0TVyLTWFfwbNgLbN/Wt2SxPh+vVsUbUAioEWyMeRZL3mc9NELWwK/3vCknZBfhTQ2QfCYGnVuhIsfEaE8lp/auvG8/v455K9YIrSLxxQsK6op4wbGJt+s2sfmHH/bQCAHo6qdne+VaNB4Ps7O2ouvSoa9K4ELySC5oxlGybW3YEH9YMkwsqNxDuXkyep/kTlwsRY891eO9bkteK1sl1aAJn9lFwo00FL/Cw0o1Rtycjp2IoU1B7wG/GuTl+YvCbseaLeflzaHJBJ0K7hgdK8p28d0NP+iu73ZgZm07WXVgqjMjhYYX560Ut7wWLiiPUhDYgV8XjS9Cw5BgDetLD4XtxFsvjhHaoOR7tVsYV3MRdagtJN8NkJZ6jq4IyRTPZYaLKgCWL1outPEdHLYvI739EomdjdyMzmF0zSV+s/dw2BCzawuxaVLI6jxHYfRLITkB8KszeTLm1Gzax1cwvMTE9F+sD7F4a9GHUnSodOkNpNsruJoyjtQWKx3+GBYseSGsdswvbpGBdg1t8Tq8UuHE40bR7YAm6Mc7+iQG1cvtKd4exSueKRCpihWL/59UDxjN4OvXqY4ei071U7hze3hORChYvrqJLgizj/yte1gBeKhmFKkVSRhtZpJKDb3WTyv4pbDdHY7W54M4HUm26zTpLLTqU9i3a9t9IQbWuFg96TmGNDSQl/tBKIDZaGOE5Ryxfj2Tph24p8ji7xcIbTCAKvzoDT5UgggEvi4ju3fs7hOiLdHIkcNrudM/nhNfLAwFcNIP6xd5dEbb+XvZ6j6/ZMncOcIg3TQbs+jvuM1gfzW2+HRUV5CNn1bcEyJoVjiUNwP3IJV9M/JDATRJV9E9eZZoo5vI4a19AgA8tfAVkVBXhWoAgcDiLKc+PYORtaW8efBKrxDx9XfIP7gbrU+Qea4hFMCklbiLcxGNSSS4GjhduPq+PZ21apm4G5GG3TiERm0WI+tLuZE0ldRWK/vf/31I/Tu7jslRjScZlFVJRuUl1o6ZFQowaUyxGJF9nAHBatwBMzh193UB4Pk5T4hE1zUS2y9TlTaFEc5ims3DqEqaQvWhJ7shbueM4PzQGewa8CpxDjv9J37ZvXW7H4598Kr0VfmInenD1ToQTVSAb01dF9Ye3/+nfVIv7TQbRiC6AjgjTTjjE3i89j3aOgdhNeXi1JppyYjBb1cpHBvV8yievPQNEZMbQA2A4lfQVDZyZNPOsPb4nMXzhE1k4knoz1D3afRBH0qnnxMxyzifmM9LKQX09zaTWNESMnkIAPDvg+iTDPx3QRslMKo3KT+6KSyIpYu/KSJbHFwem88jvv2Mv/VXgqk6ghGwx/o+Xn0UP017okddD4uthc/L6NhaGhzfwRfQ43FGIEUU01fOCqsdvz16TeptDrw6HcNaSziTvYjOREHyx1ZW/ejbfV9IALIXbhfXTj5D0B2kn9mJ1uFh4rg1FG/eK8uK9/bpRumf10tdJHRlxvGNxr8Qoe9AaANQ7+918l4d+Dou7ntb1l2KwxinIoTAo40hoFMxR1dwpzMbNUWPqyOK9iYNxgyFTqkl8fYxtI4OLj0yH29AQe/ykCdXkfZ0yYNdSv8z3FcGyeOHNhOf7cJe34/EqCKavhyEnPQYvtM3mDD9PQ6d3ULAEkdK82fYlAwc4yx0aVVWWdLuqx9WX0ve+VhqozX4HddAnwwpZoiCtrYo/O0+eCgSTArueoXh3j3YK5KYvmF1WNoP/CvVWp4pD5dsJiHLR/D8ddJzivj8zCI0+ZnMHTvmgfX+H/8C5OCoOJV8DLsAAAAASUVORK5CYII=) 15 15, auto;}
35%,36.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,41.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,46.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGxklEQVRYhe2Xa3CU1RnHf+fde7JJNpfd3C9IIBAg0pKRkoJiAaUwzFBtbQXLeAnKYNHgBaxCSEVUiIiWQqtY0WBpcCwwRagdYJBbiK1yCRCgBDYhVxKzWbLJ3t/39FMzZpLAMv3YPt/ec87///zmOc975hz4Xw9xu4JZL1TLMcJJQpyPI9XDUcImZkxyEnDHsnzD7Nv200eyaOELe2SC2U1Tr4NUVxDb8u0YOu1knh+NQSoo0w4RtrfyTvsF6XRD3rDrLP7d1IhgbrpoYdVlSb2bvNyNXMqpwbh6DTeykjHVdZFj91DrjEdRTRRkd+FqysDZDYU2PVfL55PvnEBjaSnl+7NvmmPIyecrD0utsYfgiBQcp514eo0kxHlxks7dCQc4e/8x4jeuRFF1uEpeZeznRRw9+iATR3QSbE8h1urn1L8SyDYZWLI7bcg8g068su+QjDV9ii1a5bJnMZpfY0xMBe1WF78urBga+pFzMvVXb5EUiOfkhqcxqAYKXnoLvSuB+XN+M6huwGDJxTppq6ljWMbndFyaDGor7uAYXlt8X8QN9uaCOqloClnjzhBozUb52VZ6y1eyaLdjgIfy3Y83Pt4kYzq7kPZEmqLno4g2rszcgV7RWFFZJSMFeKkiVxiNGiceXk90ciu1b6ykNaCjbEbnAI9+AProDKIs63HU16J4zASjRpF1cBXGwk/I6q6l9NPqiCFKPswVw8u203yxAE0nGTOilcQ1Lw5Y1wewescHMuCv52r6JVSLhUTd++gUiTHXRvKZe5AWE8m+Gtat3RsxxDMfZgmkjrHPrcPfG8fZrNN88vT5fvo+gNpRRvwpaYw99jLhYBtPTvq9MPgbcLgO0D1qLKr0oPdbiErs5f09qyOGeLYiTbiM3Rgd7RQt+4LGhszBK2Dw9ZLS1EN9lqA7ZxgAJY8sEi5fNAa2o/kcSKMJU8x1wpcm8tGu9RFD9Gx+jXN1OZxzG0mL8w0EKP3m5zK9pYFvJ+8gqc1D2d1z+rr12YeeE9YrdxJj9KGl16C15aKNOIW/OY+KrdsignhlW7LIK/wtaVaNhtJitpR83adTAKxNOcQaJNaeBPTBlgEGjy4oFiGjH/HtFPS5pzFdz8Nmb0R6Uvno7S8jgrj4UBXxWddI6EzHbOvuX4ET5l6aFBOBC9+jxxwzqEHx/IUizutDaEaiYl0EXTmErV/ijTvItneO3BJi5IYtNNTfgf/dNZys/kF/APBCOIBq8gGhIU3mFc8VKBroNXR6DanoMQsdQiep/HjHTSE0RUNVNFQUEGp/gHvVBIZbVCzDz5MqfEOaADw++0WheJOw2JxYg0XEBu7FaL9AyJNK5a5NQ0JceKaYrGwnlqXLKZj0VX8Ab3ojQugIRXnx9z+bBo2HF8wVYe8wFFsL4Rgn4Rt5aBk1iLrJbNtTPihEwc6puNtz8Nva8Xni+8YFwO7PXpZ701qY1non1ckNJPniWTFj1S3P/sq9G6XQ9AglCJenINJPEWobhfTGMn/5uD79q4vbZCCko8tnYLw5yNHmaLb9LVr0VWDuT18XmtlPc1wHk25kM0qz3rIKAL+YvUTEdIwmeG0yodH70blGEmX2Y7I7eX3Vlb5KWJ5YTn7ONQpsfup9hr7kfQAA09rzyZTR/H3iH7GE9VRWl0T0e816fKpIsLaT2FKIDJuRBg861UJBRh1rVzbIzcvaZJrXQaArmX+UTWdYZms/fR/AvJmlwqgYKWydgE4N0CXs/PWLDyKD+OWPhYoXb8FOGrtGYBIqV8bvJFHR0PR+zu96npgYDxOuFrHwzfx+W9uv4yzShzGYQXOKnyihQ290saTtroggZj82R1iujOOOkfuovzEc24Fl1Dw5j4ycWoQQfNNhp37L2gG6AY226cJSObIhhabEOjLdeUi9RL0Rz8y5xRFdSPZtPSTdnZmEVB2JSRfp7komMGUL7u1lLH03eYDHoKaHqt6WraYGVDVEDPkI1YRHf5qOKDdLx/xpSJA/v3dWtk1cT2qvneaqRaghAyk/WgfdSSy4ryyyK9l/4tjx9TLQDuFUC9plD9JnQlglBns2/o6TVP3wODMPrkBIPXuml1F0+B56gg/gMHQS6nagKD2c7UrEEbbyaFnK7V1KvxuHv3pP1kaf4J8pX/Pgzqcw5Kei1OkI6NoxWfPRVAOy9zqQQ5sCjl4dnz0wj7uuFfFU4R9u6R/Rvu6vKJeqJjEl2NFdtXJk1lbiAna+f7oY9GbO5G+mK6qdqfvLaRGCeGM305+Y+N8/TAaL4yf+InsaWlDMGgY5Hg0jXt8ZDIFk7n/sJ7ft9//4N8eDtBj9bb3HAAAAAElFTkSuQmCC) 15 15, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG40lEQVRYhe2XaXSU1RnHf+/sM5klmcliQgIhGMJyADGhWJRowqHmgLJYELGyCbGngoKIWqGAIlB6BFohnnIwcrBhK0tBAUsBWQxLmoRFwhqTECBAzEz22TPz3n4yGJPAcPqxfT697733/39+73Pvufe+8L8e0sMKVi3YLPwVcZQ4dGjlAH11GnprTXxX52X+sccf2i8kwV9W5IpT5U+Ax8/TTx1mb+ZJZuXO5HyZjjvzN3C8+x0+nb+MS5UaekcrCPMbGPz3HiF533fQkrnbRWPASHwfO5HNgsNX+pKZUkqj0YO9oAdNPiWPh2kxGwPcvR1Gd52GpX96hy61ZqYtWE6zR+LFI4n3zdFp55wPjwk5IY5+P5zhk+kbmbFlApcrHyOu5QeqJnzNEyUJ2AsGUzVnI2FeAz3WZhNnCmKTtGBy4bhmIylKEGjQ8djuhE7zdNgx7+v3hLosC6m6Gb85Gm1tPaq0EhJrbEx7Y3qnZut2LxN7+hUyb+FqajyCpslb2JpazKrZ60jbE9ehrl3j2j9/Jur0iRwYuYYRJ4bgbXkOU9l1fr9kVMgLbM/Ea6LuqR30uTyaisS99D8zFbtdS8Y3tnYeip++vJ+XLyqS0tH76km/3Au9PRmLbTtuk5UFi46KUAHGbE2RfFEaLg7bhfH0ZJxeFabUi5SPr23n0QYgUq7A6nbgi+yCqf43SLHfU6eUsRnuYlE189nK7SFD/O7Fd6WkXdPpFi6j10tMfXc5Ff0L2o1rBejZMEyIgJ6z/ddgDpSha6lGUg7FVpbOvhGbMRq9uD1hzDk2N2SIzM0J0qZJqzib+TfWrJuDLhDk0DPONvpWgOk7xtJikKgxO9HIGuZNypKkKjtq2cez+17nVt8LyD3LSTr1Kz46/l7IEB9nfCIlOnriKx5EsPhpULaVtgKcS02lukscvz6RjV+rAuCtN8dKZ4buwRLlodfVQYTXR9M4oJjkouHkrd8WMoTmahpmY4DAL49RO3xte4BNu98SYa4mkq8VUxtlYvbL41tXa97ADVJ5XD4KcyONkQ66lQ6iOvkcCqFm2+qDIUE8+UWstOPV5TgNLWwee5bCcY5WnQJgceZFel+/wV9f2E+4vbSdwYr0lZJHEYlK1tKceJVHbwxENtcQtDrYtGFjSBBPF8Vi/fcwVqxfxG2HoW0Fpl/oT7VZyfCbCSiFpkOD16aMkEyyEq1Kxm1qxC+p8QQcuANOdub+44EQtkvZ1AUUOMq6EZTubQcKgPKGWG5bBIYbg7kVa+rUZMpLr0puhYwQavRCi4RAIWT8hia+yjl8X4its9+ha3iA7R/MIcp4r10BENfkQpK8JHvrMDvr7/slb458WxL6JoJaFxqTGYshBknlJcIfzpZt6zqFiHFbwdzE8YQ7ROnvDVMA5A8tJNHtZGdqIS7L9fsCALw08RUpvjaFCF8UZm80Flc3ypMKSKhMZ8fneR1CDN44nxqHlV2Lc7nU/LMpqLC6adHXknGzL72aI1i1P+eBc5qRnSHVW0u5/chlWhQukiuHUNLvX0S7kyhaWtpGn7N3mbCYXFi0Hi5Wh+MRP6vATeNRKcJt5HujgVKLkrrw0M6dSc/NlWz1PWjRSOSn7aTXteHcjb7KiYG7+XbxjdYs+/sUEaZWMvfDbOKj3Uw+YGhNoPrx4UqcB72AAXUBGtR+lpx8Xyx68o8PJBk9OUv6cutukXZ+HIcGfcHIghl0VXr4w7RZ5AerhNMPhhwt3vA7dLebINjWss1bzpEPhFcr2JByioVnXkDtlxn3/MyQylGUc0HUGsox+CJRNcYQ0DZzrtdhouxqVOdfRuNVoQtoyFpvbuPX5jRcmZZPTIuFpYVDadD7qIyRyclfGNJGM2hWf0kZDPJp+nq8SgmvJwKTLJNYlcXdYZ+TYHZjl+V2ujYAleZvJIPXSXHXANE+gd5XRxePjbwjS0OCGJ49Tpp56nX2pq/BppAxnZtIZcIRvuxbjDegY1Ju+8XVYXm3Hv9YSGotOYkHGVnZh0jVo8TXqVid8hWHuu/pdEpOr7so6sUxauPVJJc8S1NQwhIAV0BH5rKY0K5kP8byorfFAHc8ysYWnBYbYd4GFDUqhEoPeisn476lSelifOkM7MYTHHmkkonnX8Muq5DVp1gwaju5W+Zzo74nExd3ebhL6U8jt2StiG3QkGc7SmW4k4+OPo9ssSKa6rEEE2gwGzG7dVRFfIfulgeVyEDrPosrQsvoKRMe6B/SCj/wz6UCrxGCCqSoGPSld3ljzEGG3onhlSsz8N0uYOWo00y9MgStI4tAi5Ixv035739MOop9hTuFwa3AeDlAMMZKs0GL7FMT1awgddIvHtrv//EfJCjBM89UjDEAAAAASUVORK5CYII=) 15 15, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,61.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG5UlEQVRYhe2XaWxU1xmGn3tnn/E63hc8w2bWCVAQDjsBnJKgRkDSVLSAWGyKoE2doFCyGROiAHEgbSGkiBSErYTQBRyRUIKJClXZUghLANdgY7xgGxPPeMbj2eee/qg6reuFQf3Zfv/ud873nkfv/c6558L/ekiPWrD66fNixKg6NPFe3GcGYxA6kibVYeiIY8F78x5ZTx3NpDcLjwqDuQNHUypjdQHKC74kpT2GWTdGoBMylbPP05LSxc22KtHaAfLAJmbuyo8Kpt9JhW/dFrR24F9axjWrj5Wb5lPtTGOozkFcRifO2sR/OGBxENuUTasLbAlqVpSWMr4uhjXFLzO+0tLvGn0Ornv9tDB1uWnXpzNGV0fIrUWd4KG+PouB009ycHIrL+5chDasorToYxafTSXm02cxD20hvW0Avph2grdyyNapyKzI7nOdXgde+8WfhN12grDJRdypQhSvgvJEGfYYFWUTtvcpdmzxdfHbn+wlyS/z9HtrMYY1fLLhXTLsZjZ8b1OvdT2SRXtrREJHDfYpn5FzYSrEduC/O4jX3noy6ga7vLRGqBWZGtufsbTkUv79g7xSuoHUiqweGvK/P2zZd0DEKg6EMYm0tkLkRBe/n3sVlVrh9eKzIlqAcWVDJFmrsH3ROVrS7rB8yxu4/Hrq8tt7aHQjKv3gU3Ep7wTT/joRl/wYkvs++ATX808w4+tRNDaP5s2Sx6N24taKBiGFJTo7tGgtt9mx+BP2TdzVrT7iwOYDh4Q/1kV1VoCwZKBh9D5UaoFmQAIzro5EUelIG1hN+bbPo3Yid1+OpBIqDr30DvFd6VzJ8XNj7Vfd6iMAN7OG49NksOzYXEJ6Nx9M2ilpEr8lGH8St340YU0Ag0+my9TF5qNbo4YYVJYp2bUKbanNHF9fQnz98G7jEQCN5CXd2cTd9BxcxiEAFC1eImm96dyxVqBzxRMWOoIp7diqv8P2I9ujhvjZ7g1oakbR3GFCE+/oCfCDS+tEpvMSn836C8meVkqemx55Ty89XyiNqR2K1uShftBtslutVA+9xYB7wyjffyAqiNHladLVub/CHKNQUPw2F4suROpkAGuTGaFxY3brgHs9BAqWFkg+rYKldgJ/G3KdnPvZuFMaSe3M4uSOU1FBlM1qwZ5TT1a7EVdCeyQvASz44qDIDElkujz44pLZPO+ZXju94sPDojatEXNXLCmODG7qzhAQElM683miaHq/u+PuC3XC25aEUQRxOQ3YjhuliAPggZCHsC4MBPoUmV+wUFJkQVitINQKyGoMkgqhEhw68HG/ToRlQVBWUJBRpHAkLwMMDtdhMDRyY/AldFJjfzq8PK9ISvIk05FUx9jAZCb4Z9CUVkVyZzZ7jrzfJ0ThC9sIWOrY8uJmHkw62x2gMcuBSlLjMYaQMfYLALBg6XzJ3GmlLaGZlsR6Mh3DqMq+QV7NVN49WtorxIrTWcS1WWlLcBLTmRzJSwC7K14VX6VmkdcSoDotgUQvbMxf/tAT7/3PdwqNoiYoB3j89jSqsi6T0zqcWE8c435ui9RfWNMqlKAKr1fDMH2A6nsmZv3R9K8eWDP/bcmnD9IYrzDY2YFZsT/UBYC1834q5T6wYmuYypcjKrHYhxDUu2hMuUXlxtqIE7tXbkNrrcea4OO+VxNZPAIAMKbNRaLwsSfvG2JDatafL4pqe81c8ZTUFXOX8c3D0YcMdGqcGMJ6lOwrnH6jXlStbxWZHjUJjnSeKXkVeUBLt/oIwCtziyW9rGV8ix61yk+8NJLy4x9GBfHUkmclH3YOP3YEo8NGWOri8NjzmGUFr9rHnCPrCMTamXwnlrFbR/b+MQLQCC/ZAQt3zFpUUgCP1s7E1oKoIOYtXy6NbxhGQ+4xjM5xrD25mlWrttBqvYgkSdx/kMmSvSU96roBrJ5TLHmMClann1rpKgZF5sdVw6iI0onnfrRMGtw2CrOQQJYpPp5PqmsQv3u+hCRVmGl7E3s0dq+dvv/sDnFNV08wHGQ4NnRhHdfUl7AbJT4atavP3XFuzzdiT95vyOrSMPPsalRBDRWz3iHJlczGJ0uiu5L9Mz46s12YfNBuMpDs6ETj0xHSC1QaC+2+r9lva2HTqSlIoViK55xkxeUMLN8uJKypJ9U1ALfcTqfDgiUUw9CS9Ee7lHYDubBHVJqucTHdy7bT4/CmZZDQ4sav9xMXykUT1uEM3iY9YOM+KjK9Cj9cuIvJDTH8esIvH6of1fXqi8pSEQ4L1LoU9E1OtuZdI8VvYtWV2WjVseweeYQ2o5fSymX4pWQC2mbyVs7+739Meotj5/4gFFczQVnB7M5Fi4kHmpvoOnV8d9HDT8//x3/G3wFizrxL3DCjLAAAAABJRU5ErkJggg==) 15 15, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,66.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.25%,67.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG2ElEQVRYhe2Xa3BU5RnHf+fsnr2ym0021102CeRChDAJl6lBsWXAFrmJTKHawNCKBQahWqsU7TAOrdIxDmm90EEKgiIXHaBcwoQK6YDipVFUYFIIQcjFZJNsLpu9Jtnb2w+tmW4DZOnX9vn4Puf5n995/u95znvgfz2kOy1YfWa7WLg3m7YWC1lKFF22m1FBoNlG2QdT7lgvoYKq9XvFpeZSDATRT7iCXh1FOp9D6rgWdiwdYN5HPdx1dA4WjQ9F66PT0c19f3g0IW35dsmnz70kXty1S7T2ZWEwBiixdVNVPkBToRdZB6auPO4/KzPmxljQCqqX1vDQG17UMZnrs2pF+7xq8V934BdPNwhdOESm4yJvL5d4fmeE5uZiUpV2eopcjLuci2Tu490Heyg/bialOR+DsR1nei82ZzKqfkFfZg9KGCZt++kt73PTxOqPK0VyzRyifonxOadwa0xkNFkIBoysfHX2LcWKu/eLTXtbmXjufsLWG8zfEqPinWt878hMMmum3bRu2OKsxh1i/skUPBY39m9UtHqnYrdcYtX6pQlvsE+e3SMu5buYfiEX1D5S6+9CiUawnp4+TCNuDzy16Qvx/RMFqMMR3ppvZlBlIs94lZg/k2O/PTGin9/GPS8tlz4p1WEcVGNpKaFuZjX1kxt4b+vmYRpxAFmGb+jwpROSLax/U6EjP8iJud0EFSNeJcovT+1MGGLP1HWSHErGmX8Zv2LmySdVzD5VNuy6oZbYggfF6ncH0IcEWoz4PHlYzRdRhQycmeFm0ak0RETN0fmNHJj4RMJ2FPYdFDW/0uJO7iS3biKqwChGnS0eqh/qwOSWHowBPW8tVjFgHGDjhlIpHM2gX0qnrE5Fq8OPJ8PD8qpCKg++nXAnGixLJG0gFfvVafgymhBKfH4IoPSMjV7ZwJJPb2Dx/BPwiXUPSH0FXyH7CjEF1BjCEo25LrLcMideqUoY4sJ3zhExe/nZr/uom3oxLicBPLd9n2hT5WCQ1RgRVK6If2WeO71L2HvU2PoUvIpM2BBACB2FTgsznpmbkB3Ht7wprjtcTK1PJ+e6new9D0hDAPOubReTvzSjMXSgBCw8+8jwMXpgW5X4e0E72Z1mTNEAUVREVf0EtCoeX7xqRIiuR2uFxm9B1S8h+/UYzjok+JcFn2VnEtVDbYEeV7rqpgI/XrNAMvUb8JsGSQ1Y6DWH0LuTyehM4Z1920e0oyvNRdDQzfUJ54np+ofWZYBNR2rpi5iYcTmG1W28pciGBcskbRRCahltVI2kqECOEtCG+bzy9nPi9QVtfHB3PS8u89E2pjkeoCpzLm6TiRbNWPyK7rZPsnbRT6TmtAD6qEyb3YPX6iYtaMRp7aJqx6FbQqw96aC4JY1HPurFOKiJB7iv833yBr/GKjUQTP76tgAAjz+0TEKKUuq0ku+24dcq9OuiaGJqzv/++E0hMjon4Gi+hx+cWkWKsyQe4FJROg3Zg4QMehpsOl6uPjCip8uXPCZdyXDTaHWR7U3CNKDCa3bTr41Qs/VwXH1x934h6Z3s/uFWYroewsb/sOC9kp9L2V4PfTobiy768CRZR+wCwJqFK6TRXgt/y3bRZpGY0D4Wvy6Mx+Ll8J4dQxBbDvdyzd7DzhmFRLUekg6XDJ+EmoEUwlpBS+YYsly1vHHyjwkNmpkrFkv3tgvKWvN4YfYlHO4sitodVE+IcGXzGVFbcUQUX1lMriuDQ69YaXR0xdXHvb+v/XmjCCTncKhIw4MNXlKDEdbOeSqhQfPhriqR6k9mX0kD5Z/loR208fz8GmbVS0yrK8LqS0XldZC6OylOL+5ruGv6eNzaAA9fdZPu76Xfmse+qtcT6sR3VyyQQvIgmX4BcghZHeR31eOZdqOIORu66LI6USuuYXVxABfSy6UIQfzmdHrsxZi76wjoBS98vDUhiNJ1s6Sy1jQWPuamy9TEQCyHmNpP5dEuhEqN5U8Fw7p50/ZuvLxf6MMSstfJ9hIHmz/tJDIqh6D/Kmtmr7+lJccOviryO8qQYx6+ymghOeAjr+VHaAbU5FZkJHYk+zZWfl4hSoIy+lAMrWRCPRDBpxUUBBX69aOJhlwccUQpb1BjGhxNfVIrkzryicRSiSgfsmaukcpjSdickyn4jePODqX/HrvPvibCFju6jutUTLHz8JeXmazcS9TfRKNZw5ROI4qw89e085wbY6SyKgVFNRHdQJjsZyaOqJ/QDj/wl5eFR5EYE9ERks1I2jSaPF9wtiCNlVfCWEKldOjq0Eb1ONx3E4rITFo9LiHtO/6VOv3+NjGot6P1tRMQKjJDDiLqJPA3ML18+R3r/T/+AUX9sH9Nk69kAAAAAElFTkSuQmCC) 15 15, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,71.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.25%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG1UlEQVRYhe2Xe3BU1R3HP/fu+53NJiEviCaEAEJICI8Cox2ioKECigUqUCulqLQWo7wURdEWBB0FRIaX8uoIKkxiKzBQBISKbWqAkjipKYGEPBZ2Y16bzb53T//qjpk8WKZ/tr//7j3n+z2f+z3n3nMu/K+XdKeCC0X7RWfaOVSRIMraUajMX9Kcl02yvY7xu0vv2E8ZS6fS53YLbaufJF8Ozqlf8lTcVuYklTFz0wXcU4fzRvrzFD5QwbedXiEGmwjEGSlYvjcmmH47nVt8VRhwsauokwbzQIoPlaANpKAZ+BWiK4i/KReVqgNtwU3UVU4irQFuzBvP4uAy1kbeouj0Oe7ad6bfMfpsPLnitFD50whFqvimwMuQ620Y2sDiT6dkgZlvvRmsPboe+6ThrNEtZGvXFhLLrtKWmYJV1YWaEJqam6jv1pO29HCf4/TasHdjqWjQdhJMvUVh2TR0YS/b74+g0Qt2Ff6oT7Py9b8Wz96zmiW+PzDpVBmaETqmZ21hmXsnP398Ta+6HjePvvAvEYyrYV3+aH557c8kuyDBk859GwpjXmDVL80XnZmJfK+KQ6GWOB92U1x+CduW0z085B9e7Ni0W/iEwCQn8UrFRbxBBb8b+SAedStfrykTsQLkvPmRFAkreTn+abJcDTx7sYpIupmO1VN6eHQj2rOxVNQPCpJ1M0SyZwS3DFdQKLVcSjCR21xPVksOk17/ccxJNG54Uih8XmRPiP1DC3CkjOWdoind9NEE1h0+LDojAXaIGYS0MuU51Rgj6Vj8AzAowyhlNU22Jg7s+CDmJNJf3Cc5Mwfx6pTlTKeJGvUgOn5f1E0fBWgpGYJCqFghjtDuDfPS7NmSR++keoCdsU027PFGOrQhbB2CFSfPxgwx6om3JbUqQmJ7Gwcuv4LU4O/WHgVwizAtzRaC5TnEhW0AzF8yV2rXmClPaWVwuxKjrKYiI4n7K2vZ8tHhmCHWHNuGdDNIxBmibsa4ngCPnqwUcYPqaZmtRmNtYeHKh6Lz9MacaZJR8uE1tlBltZJ3s42KuxMY4rZz5MNdMUEkvX1QenP6M4gcKw95XsX+zoKoTgYw+zxIGRJ/aRmCLt3Zw2D5nFmS7NcwxtlORVYiI5obuWa1oJPDHNu7LSaIiq4MJF+YJ2xnUYXC3ROIr6zH1xjiF10nsN+I69Vg7uIFElY3KjmE0xxPqifEP5C5LARf7HvvthAfV61HvuJmdelOjBdvdQf47noCjnYr9VUW3AFjnyYzf7ZICgo1CgSSUkEg4iYUCRBSqik5uKdfiPLs4YhEHdcnDiWYYugOMOFhB4PHuAkUJZOZ29rvk6yaXiRZlX6ajEry9TbG603UKMOkBly8X3KoT4jfRhbhzbaw0LiM6sxh3QG+Mo1BoZX4Y+NIFOpwXx7RenjOk1K2L0SHLONXa8gVEuXxA5ncVs/mo3/qFeKQtA1jtYsHLZfItNdH70sAv/nr18JXFiYz4wqelmGowhJrn779t3/z8c+EjBJNMMg4dz3njZnkdtZj9XWR96uVUX3t9lXC3OxCcaMTofSjcXSi/+yEFE1g24SJUpdsoLG5AGtSF/GpvtumAFA87REpP+RglMvBp2mjKfTU4NLpKbMkce3116JJzE57DntKEuU/GY0vzRwdPAoAkDu4geRkN18YRiDUfhaeuxzT63XvjEVSo8HMYx2V1BnisYX8jJRclOaPpOGtl4V9w0pRHPwErRRgvncJfrOpmz4KsHraTEkyCtLV7bTojAxzdbH95OmYIH46a57UGdZQqUsj/pYHoVIRVBpwpNpwpFh44EIDWmCzbid3FW/ufTMCcKhNJPtDJIaD+JU6/OFa8j53xgQxedYiaYCrkQ/GjiXhuoe5TZd5xjKPFo2VUJYS/TU3Rcd1PXQ9FtrzZ/4pjMoQXtcJBpiGIUdCqLxOlk57KqZtuOzYTiEiYZJvuAjbBDWKeFapHuX4jQ2kFr/b/4EEYFPhMMki12KxDOcT1xhUQSdaUx7rTu0X+Z87+k2jcs9usd9SwAHjOERQgfJ6NmcjdbwYLul18F4T+E+tP39YqENtmPU5uNovohAyStlAIkbaAnVs8i1hiWIXE0zJrJHvJU/fwILvrqIzevlereYbDDzmrEWy55D22uw7O5T+sLZeqRStznLeb57HC7ZdZOvz0fgb0eqa0frSwa3DbHUgiwCiUYHB4KXYMpVsmnl38sTb+sc0rxtPvSfUgEGo0ctWLumTOOO4h5X6/WRKWXxqTOTjugIOZmwnoXooet01Mh9f+t//mPRWR/7+NxFsr6IDmeE6E5Lbgs7iJBKKMO6+BXfs9//6N3K0vOVAM4jPAAAAAElFTkSuQmCC) 15 15, auto;}
80%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,82.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG00lEQVRYhe2XaXRV1RmGn3PuOfeeO+YSMpAQsEAIQ4BAIFaGUqRSNBotihAoVSjQdlVAcS1WCyxBcEhdlSKFP6AoBQo0pIJM0rqAEqiATCYhBEhukCEhCZeMd552/9SsdVdIcu1f+/07e+/v3c95v332Phu+7yF914SLUz8SFc/Vsd/6DD+O7GPktjZ8cyUOBSexYUHed9ZTYhl0aMnHonBEBunS50SO6LBEfGTWlzDEex9MNtQmFwG7idWfrBQzvjyL/7HeZM/fHhOM3FVnycJKUbHgmqgcU4smhci6koRkNGG+fI+wyUx9nwFIxiqcliQm+C4w/fIVhGzgim0gie/6RdH+teJ/Bti35qDY++R1qo0nmXL2GXJvVrN3+A9peLQMEk0EZRWjyw2aRpNq5UTcj5AyeuDP7kMfTyvH+i1lsO8bat6Z0iXEQ236fHmJ+HCkSs9gEy9/7UYNa9wYdJ4qXxprXpvZqbUli2cJ56PpLG1ZzMePvE/iuXKC43uzrOVV9uVnPjSvQ+Pp16rEA5sPr7Yfa3AoG9KGMTd4iNm/eT3mBVb54XwhN7pwD0zB5m3mA/0cLJKDt6f/uoNGVMOuP3wqvrG5+IELBvtHU246RYU1lRGuRkTYz6xlHQU6i+q1s0VR/0mcFhPZ2rYczKCvbSZu+Ykojag10BQOs755JrJJ42L8aZIDmTzh7MWxIZm4LRrHVxV2u6i+jf6rdklPKFWsStxOqA3k2z52DM7uMK6d5o+zykV8TgnOBAlDPWzRplAQOE5QFyIpkEpxnBOvxUxutWD8G7kxO3H3rXzhGD2ExMZ6thqm4ZcNbHphYnt+uwM+Qnir00m4PJieBh1XFydIxcY4vjD1psFUxzB3C1mtDv6d4qFw86aYnUh7Y4902ZnCn5U5vOrfzQj94aj+dgBvZjnOyZUEDW6CuiAA6347VXo66GJPygjCVh9CUekbcRJUDBTs/CxmiHzPaZZYirDddDLr/KWoPglg6Tv7xP1evQlIegZ4aihY9HSUxQc27RE1ShifphGneFBDEio+7hllls78ZUzlqPnLQqF63NxK64cLPY/nrZbaHWi4ZGe45iDLdR2bJdAh+dlF+VJ9QiKDAjoCigzIeBQTw0JuTmxdF5MT29Rcttl+xpmmdDa7nmtvlwGaXAplh1NouJKCt8z+UIE3p/9UqpdDKB4dblOY1FAzVYZUrltTKf7bB91CTNaXMtp+kzzpK2b0OBANYOnlJn1GDQnZD1DHujoVmbdguqSYZfxGK5gUhKxD0qkQltlRuKVLiIEVDkafu0hiyR2eOnwyGqB3dpivfaO4ZUzhrj+pyzeZO3OGZPe4uSvFkxGoI0O6z23ZRpyQ2fP3zZ1CHMkYRUlWFjVZAyifnBMNoFkijDLeIiOuhrTWxi4BAF6e+XNJLwJUySqlkoU4TSKEglVV2LLz4U6c4TH8QQMbmcYBz4RoAIejB9fOxuMo7cWDJit/+nRHtzV9acZsyRSJIzkU4XokGc0YwUSI4VYvZQffi8qve2uRWB3aTU5lCWm6Yl4MHIsGKHx3giSMKnHDzpCU4eOr8OhuXQB4KX+65EUwUVQjIjqqwkkIWYcaFJQXFrRDVA/qi0toyK3wysUyhs9b33EnTBvoolb3JGXhZEYZ6yk4uDOmz2vei3MlEa/jupxMjvMOZ3QDOCn6YWwNcqPobVFbuEIsrJ9Hs2zj6Lhs7mclR+VHbSJvHikW3uA5lLbJ2PQeMN7gd3nzY9potuwvEi1GC3l1V6my2zmgjWTltc9QdX6cA+wYWr2Mq1rBg5WGKL2oh1/tuCrMapg+dgdyxM7Rxr5k9aznvafGxgTx5b8+Emqrn7Ak0BHmVKAfU7VyEi448QzVU2FIIffZJZ0fx1t+MVTCoNBgTuCCP57c1BKSuMr248djKse4SQukMr+G/W6IsFWl2J+BuS1I2xgz1rK2DpN3AABYP22IZBduPEJPi7sKvTqSWk8pgzc2io3/2NUlSNn+zaJJ3xdHukpypZuNvr2s0/2E37vzSVi7KbZfsm/j/fOlQglH8DadQtPHI6Oi+B4QbxAccI4nJ76aUX6Fa4Fa7uizeMFcQUAfYlvDGOYr5+l5x42S4OKv1kxW5D7f6Tzd1nbt8d1i09lpvJJTxEAtHX24lbpIiIivjuFSMqWB2zTrhpGn3kTXIPDFB9jhzaK/fJTXn1/VrX6X9wKAVZNnScvG7sEYvIckB7nodnCptS/miA9kjUdMelRF4lqkBUnV8U/XXSKqEtPkEOPNaNnjc9vFNnzxiQiqPjx+N+gilLU1UC7GkqhGGJE/57/j1sQi+/8A4D8Zwbl0aIjCTgAAAABJRU5ErkJggg==) 15 15, auto;}
82.5%,83.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.75%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,86.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,88.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG2UlEQVRYhe2XaVSU1xnHf+/sM8zGDIuio4gLcY2IjdYjKFFPODFuqYlGE1OjJqeLdUv0RJuaJprWU7NV7LFIckiMGEVrW02jVUGDWg0SxR1ExQVEmJFxYPbl9lNJ5gA6nn5sn2/ve+//f3/vc5/3LvC/HtKjCrZ+sEqkBK+hOW8npI6gGqjB0F+N7+w9hi0//Mh+MQkKPv69GHlMRQA3B5+0UlI1nqUTCtBU1vCpeiXl3/SicNlKVBdqkfVPQhcXoPfw7TF5P7DTjneXCr0rRFPKUESCg4EHz1P95AC89030vncMucuPOiOOkFFPXEMdql4aFmxfR7cuDtaNWYXU6iX12ZIHjtFp4+HFm0VKJJ2KIcdYu3ceS3OKGHpBxt3uVezyzaBf2neMuFdBoXIxOoWPBdoNhFMMqC0SbgxYHVWItEQ0YSe2Qbs7HafDhtd/9w8x0dVCi6ySJP8AmrWVnFAOx2ZrZP7chZ2arS3aLcpODWbjpLcQjV6KwnM4VJrJtp8vIiXjrx3q2r3cnPehSHV05zc1I3l6yFGmOrtw3VjK5BXvxFxgVXteEMVNmUwZdJ39Nd2YlXEWtb0Ja9ahdh6yHz6UvXlAZF8dT7PWyeihF+kvediR5sHi7kPpqo0iVoD0SdsklbwHu26MY6b5FIpWH2e1mThqn2vnEQVwKaEeu+Uu3fypzPZquGIwEnTIuWMN0WJ2sKNgfcwQy19+XpqXtItIDzOSTsvCNcv515Uh7fq1AfR7xinMQsX6lq5cMtbToHGS5U4kR2oivyYHn15PnMfL4nWHY4awjdkqvX/gJT7/djTrfrWJsCZEa+nYKH0bwM+yivEHFTQ6jMSp5OS+PkVqkq7iVwZ5o2cZp1sHUi3vR67uOCsKjsQM8fGSHKlPqosRoVOMlU4hkHecgfjTmWgbUlg2sAIpoAZg2pJ5UrEjA6/JwMjky3TVNVMuHmeCoZwvv8iPGeIJ3WVCJj2lvh9TcHdce4Alu4uEP85N3WMXCTgMzFz0XFu1bnk3QyrzWLkvGWnwJPBEfDWnW/uilAT/3P5BTBBdR3wmvXfkFYKtOkoqfoL9u+ltOhnA3/80kUD/6+Tvf5Z6c2M7g/WLsqUEbxwKEeFyMJWMLjdolBmwhywUfvFpTBB9+p5kfNJJ3vlpPrp6e3QGps4+i6fByMhxN1HLO/Z7+tXnJZ05QkSn4L7bgDIgw+710eoJ8JedBQ+FmJV8Cdm9EGnOGqTQ98uBDECUOXHVmeh75wbBW107NXnlxZlSxCtDKQRqlUBIEJFFcAU0HNyT90CIN44vImQzs7j8bUjURwPE9XbhlSQY4sVnbH3glyybO1FyCTVuhRqjNp5kkwGfQo45PsCmL7d2CmExeXBhpPywDZGojQYou52Fpp+HslPDsceZHggA8OLM2VJ6goNEo58ko4+eBh8n6tLItt1iS/EnHUKsTC3E0mjn6/WrkS60RANcu2QhaNAybPBNElNbeD/vq4fOaU7OAqk6aOFicxdaAzJG2WrZf20wackeqivWROnXbtkj3EYDXpMa84UGhPf7ZhnAzVK9pNd5aDyux3HGhPOO+aFZAFg67Rmpt64ZWVDFzurhTOhexeU7VnZXZnDj6Oq2UY6eGYA8Tsm0vN/i6ZaEbta+tipsW4hqKlMQKiWG0S1oB3l5c/OxmH6v3MlzJJkSptvO8Nm5HzHaVsdT/auYu20ut4/9Wtzev1x8Pi0Pu0dPr95NSISj9FHb49vbS4QIqCnemc7CeRVEJC+/mDQ1pm34bEWeuNqkwxrnp4vyPi0hNQdrHkOpusUs1WUUah8qbQjj+Pwov6jdsDB/OKb4IDNfO4Lfo8Vbn8JbxWUxZWJI5i+lsDzMxn3ZSD458T4vEUOE3DQ7n7jH4eluJNIYaaeLAqg9ZJRaFffxXUtHWH24LX6sJjdrvi6JCWL6hAXS4tzj/PFMNhGrjBc4Tcm1ZA4dH4jGF8I8q6BdNjtM7x/2HxFqlOwoTmVUVi19dAoUhnq2ffU4Bzb06nRKzp/YJE7cCxF29+SpnueQWsJgDKHxhEgesza2I9l/YtmWctG9h4ugtx4rPXBKTShoRCs0WDDyze0euD1y5g+r5miznNrqXrw66gyKpggnwzLWF04jb0UR6bea6TZj9aMdSn8YG/52TqgsTkpLrdReMTN3zl4skUSahQObSY3eaURj9FDpiMcnrjBWpaZC6UHjjmfGlJcf6h9Tha/ZVyT0hJARJlmbhkM6zZ8/ms2w7Hrmj7xElb+O3Xsnk5NVSa7ChTwYJH3Ka//9xaSj2FnyrZDJXAR01VjDyWhadSgjfqSEFkZkvvTIfv+PfwMJOrsV8NST5wAAAABJRU5ErkJggg==) 15 15, auto;}
88.75%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG30lEQVRYhe2Xa3RU1RmGn3MmczmTSSaZhFwxgSADkRgIUEAtrIpaDRUo1DSFgmCpTcFUwiXQhptiAWmrYCFioKLSlnIRslxVoECUIlZj0wYTRSAREnJhkpDbZCaTuZ3dX51lVkIyrP6s38+99/vuZ797n7PPgf/3ku5U8NGSTNE1Ph6txktIZT3a1FBazCOJ09UwObv4jv1CghlUvHG5MHjbiKnvof4JK7kFBfwwp4zZiTuwW61s3rWC6U9U8/khlxCJYXh0JiZMfiMomAEHVT39V2GnlqKYNOpa7yJv+FYMTR7000IRLi/uyk608VoM4yPQNTSjdnooj53M2vxV5K7/DQtj/s6wR98fcA75dh0l+UXCr2hoDbtMsqWBn4x+E79QCJEMHLXN47mzBejHmKlOmMjC9Vu4HpWGFBvGcGM7Z46sIGtiHcKk0FCXJe44geLth8Ult5ueVJnsUjMuv43d+nT04YK9BVNuu6KykmUid1cBWfP+yGxjKfoxCjNzX2HRwiJWzNvQr65P49WVH4nqiKtsLMskd/ppwj01RLdZmPZibtAH7Mq5H4sO0xBstyJQNRL/sOn4ZdpZojJK+nj02oJ9O/YIIfTEyNE8P/kkPq+GF0py6A5rpnTDWwNG+fUa9Z0/S5I/hM2FOYxNqWO19QJqVDidVY/08ehFVLz9qPhMJ7AKO2ndw/kstApDiJHSthjS464yolHPA8/nBJ1EfeVioVFdyB4fr1dOpbVjDC+tfKSXPpDAllePCqeq8lrRLGRDKO9Z2hiqJhLrNhNq8hMiZBqGuDnw+mtBJzH03jelBpLY+LfVzLyviuraJDrrMnvpAwAZH1rRCy35ecdwulR+tSxLajZ2UKa4yNQYaPTF0a2LIErTSf6OD4KGmDj2t5LOqBKvtHMgfz2Szd2rPwDQJfxILWbSr1hJ9FsAyF66UOpwhnPK4+Zu2YlBhoqO0TwU/S9eefVo0BAbphQitXhRW3x8qp/UF2BOXqVoS7rBeauCPbKVx9ZkBvZp85oZkimsB1ekjy/aYxkXdY2KLivW+Ebe/sveoCBi7j8obbv4C8RdkTy5cCONVQsCOhkgXNdNnSTx4bsjaIlt7mOweulcSe5RmWi5RoXLSlp0PV+541EUP++9UxgURMXHCUheP0+u+ASt5O+dwDDvDcJ7fCzK/gC5IaJfg+ynnpbUaB1ag6C5x0KCbOfiTQPlNoWzp34/KMShgq3Ilx0UpO7EVGvrDeC4HI27KRL3RQM+h+m2JnNmL5G8Lg0aWSBpNHi0Kj5JxafqOHZ8/4AQp6/dg4hQ+EI/Gm9EaG8A89x2vKMc1A2PQx3VNuBK1uZkShERbhqIJCNaw+REQbXdQGKknd0Hj98WYtOWJbhizSxbt4orztTeABf+mY5GkXhn/71oTIO/Z2Y+vlgaqbTT6dbj9OpJj+2m7GYKD6ZUsfPAu/1C7N1RiMlm59F5V0hRbgTaJYBndn8spHIf8Y834S2LxKiVWPPc9EFJdh48IWQV9JKXSSNqOH8phfSkG0QanIz79pqA/nrFWhHusaNp6ULo3egdXRhnnZICCRTm3ic5nKHYTidiGu7EkNwzaAoAefNnSGnJNxkbf5Mj5eOZPraaW04jpTeH8dWJTYEkstYtp1GN4Zx2PD3m8MDkAQAA62M2okc7OFuWhgjT8NQL5UE9XtOnLpFqOsL5/rcq+bLRQnyEm3sSbRTfmkDdhXWi8ZM1YtHiwxgUDznPLMUth/XSBwAKFs+QJLOGockdtLoUUs1O9vypJCiIH82dLzm69FQ3J2Jxd+MTWrxuLU2aKJo0ZrIMdRi0sGlbEcMydvZ/GQE0dSjEKT6GmPy4vQpui4NxM5qDgnjowSVSbEQrf6iZQoKzm+yMcn6+bT63OiPxJYVgbHIwX/68j67PQVvx6y+FKcyHa0Q1sT4LsqyiDeng2RlzgrqGz5cWCVX4Gaba8VsEV2otFLw0hxO/e5GE9JcH/iAB2LE+VTKP7MTsjubw/lFoDZ0Y7IlsOXlGZHyvacA0Kkv2iUMXJnDk3CREj4aQqyrn273k/ux4v5P3m8B/a+vJ80KndxDusmDXXEcjIEQ2Eo2gxlPDG1sX89P8w0xKUNiyfyrjpthYkHwJJcaFrUtHeUMsP7BWItX6SZy16bbzDBrrrmOVok2xsXv5NFbuPsFI/xB8unpcSgvJ6lC0PTJyTAfIHsI6NITGuMgr/C4jU1p4Oe/+Qf2D2tftZ4qFDh+KEJjkMP5da+b9w3ezYNVbPGAewdGKOA7tHMe2fXuY4IjEGO8gJf3Z//3HpL96++ynwq5W4SGcJMVDmMeI29wOqsrDkxbcsd839R+8LLYGEKkgFwAAAABJRU5ErkJggg==) 15 15, auto;}
90%,91.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.25%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,96.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.25%,97.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG5klEQVRYhe2Xa1BU5xnHf+fsHvbGwq4LLC6yRUUgEQSVKiYmMTeNEaO2TWs0Y1PUosbJpa1JzDiZtokdTSXRphZbrXE0jnEiGiFVR2njFaOxRlK838JtQVjZZVkW2NvbD5kw3UFk7df2+fg+5/mf3/yf57zve+B/PaR7LVhR/Ll4YOZHmJvqCA1WuK3YEbE+UlW1jP3+kXvWi6pga8UyMeZ8LT49XNSMJKhVk6Y+Q605k682zsU6rZKp2QdwG2PoUDTcvpXK/Ifej0pbvlvyl8uPifXvbBYpDjedegMt2Ta+KJ9D4zcZIGsZZmwl+4nDpA11INDw+fG5/G3mBmR1mKrrj4vypmniv3bgyiuvCL8+TLU1leNb5lHw1iZy6mtpSlBoac0h7b5q2kQcZz9+hlFzykm31NKoM+ByJGGyORCqLtrcyaAEKBpd2u977ph4qfiEWGS+iiTOU5k1BL3LiDn5GgZfJ1MWrOtXrDjbKbJ+vZmJOae4EbBQWbiGtNWlPPzIIR5KrrxjXZ/FRY/fFE8WHqGuPQZTSj35Dg9f20zMXbgs6gHbUvWGcF4YTmpBNV7UZCZcIqiEmGQ51EcjYgb++eqHYvaTVQTV7VzYUoixR8XlYQaSw14+K//tgP38Ll54YJXUcHQ0akMPOaY6jtWM49qlMazcuaqPRgRAva2VpGYZk9/M06/9lcbmdI5XPI3BpxDyKKz8xcGoIdZuzZfMsp+LjnSM3jhOv/wy+VOq+jzXa0mRzSceLC5D0YUwaCSGd0hUWzrRq/2c/MckHvrBQdQiyP49hfxpR07U7Vic4RaTK1+jxWVmZFoNsapO8mIP99b3OqAdU0e8wc+xLYW0d6vJWzFPsgZ0JPkgvaAGZ30q7W4b039aQWnJJ1E7UXrFJCVoOilIuUxthxWEEpHvBXgq7xz6tlhsRSfRmlzfrr30gnS4I4McWSbW2INk6MZxIw3DYBfln62NGuLsuVF4gnEcXfAm/6rJj8hJAFuXbxfDGgej1oMwBJlQMjnC4tXLD4lBKbcx2NyoPAqeoB5NWDAow0HhpF9F1Y5N5WtEa3MqCfddwva960yzb5V6ARZPuyryxpylRafHLHey9I3ZfUQrdpSKr8+PYKjdSZexC1VIpktSIzo1LPn5jwaEqGr9mTDFeEHVhVb2Mkz/7RzIAMHTdgIhHU1VI+hsSbqjwPTnFktmYxdur574hG487nhMioskyy3+vH3bgO1obU3E6dNz9vpIusPa3nUZIPH9PcS5ZYY9dgGrxdWvyJLXp0uyJoTsV6PRhFBJCiFkAgEdFV+W3BXi1AfTuXpkPGfeeZ66xqGRABkfDUHlMpL8jR7Fq+1XBGDRi7OkttpENPoQjsYUXN0WjMYO2h2D+KRiY78QE17cjyW7DuvsA8QYeiIBrhc20ji8g+uWEOd8cXcFAFiwZKYUkiXseQ4G213g1dPdpaDEhNl75r07QtxvvUVBai3zJ1cxapAjEqDtWBb1V+yo/Xo6rtjY8O6+AXs6/7lnpVuXrLQ2WDDbPeiNAVwePcEuDWWVf4yoL852CoekY0PZD3GGtdQFDJEA63fmSpoMD2a3lvTnq9G1xw/oAsDiRTOkeKuHq1/Y8TaZSRvZStCrxdNuYGPZpl6I/DUf03Y1hab3JuEJaRgTX9Z3J4wPdxMMaNBeTKYus4X12/ZHtdE8+1iRZH2wnsxxDex6ewrJqS5Sspxc3jeav19cKcpOrRbTc6+RlNbCjF1rcd5MjaiP+H5XbNstYhvM3NiVRcqsK8TZfbw6b2pUG0350c3ClODlxPZcCuacxqbpofStQrKeukRGfg0WSwdpMR7izR9G6EWchrdLJtLm0pBedBnSvcS3WPjg04qonHjm4SLJ75eJtXnxI+OT1cz43T4y82+wY+rrNLVaaJKUPnURAKXnkqSgGqRbcViupdBsdyK6dby96kRUEE/kLZXs4xrYPWM+ta1GhgbCdITVjC7ZiVqoyDL9pY+bd7R39YoLQtEF6DF5uPH7XEatO4nFHUuj4mXZnCn9tmTd3i1ifHoH7XKY+upEOuJb+HGGC7XSjdW+Oror2XdRvPBLkf6oj7DWj1ElEZS7ET4NirWZIT1WWgIeLu8ZQdaccwwxqmi4Gc/w+5tJDIU5EwhTtXgWU0v2MnaIg9Thv7m3S+l/xh92HxY6pwmXtZlrb44lcelZJtgV6kJO/LVJ2POaSFAkjlUlUn9wKI+WVJCjqAhou8m1D3xSRjXh7+47ICSPgtbsIk6OwxLU8tXtdlo+HUHGwtPkmTTUNAt0mjDj7V3IgSCZucVRad/zr1TpoTKRIhJpkppR9cQwJCGMKaSmVrj5ycR596z3//g36I+sqjEEu4EAAAAASUVORK5CYII=) 15 15, auto;}
97.5%,98.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG10lEQVRYhe2Xa3CU1RnHf+/uvnvLZjebTTabqyGQQBguEaYRpDAjRYRYdcDBCGQ60JQqlmu5DUiA2kLBWq6lUGkVAxUlKuAUbBXQYq0Nw6UkkXIJIZL7JmQ3m83ed08/dWsmISzjx/b59p5znv/zO/9z3vecF/7XQ3rQhC/enS6aTalIcpBkTyMuSxyt7bnE2eqZ88ixB9ZTxTLoWPlSodV1YvX4OGfMw71gHd7nLjDlmR3UufPofGU5nsm1nKjxinYRjy9gYNHYN2OCGXDQzV8sEK5E+Oifc/E3ZDJh2RZ0rgBtmXGoRJBEZxcBo0yDNgGr2o4+EqDy60dgwQqCrx1g5MTjzMw+O2CNe3ae2bNKpLv93EmJcLVlPOm514jTOjB5/Zw8X4Jck8GYTVuoax5Od9l84vfsIjv5Ju2OVMLmHiR1CKOmBadaz0vpFfes02/Hsde2iVZPKs1WHcU9lXgNYT76+/MENYKfvz7unmKHL7wkbi1ah3r5cUaPPU2jRkfTU7tQrXmLstmr+s3r03hjw09FrTWB8wd/TE7JhxgsrSSFPUyatzXmDVZxfa6wdycT6kggopRobs2msKicWZYzfTQU33w4sHuHED6BVangO6V/QBmU+Wr7C3jUairfLBOxAswa+kdJHVHR+fILGAY38OjUo7giRt7ueryPRi+iY69uEzc8g8i0NjIi7OGKHIdWoaLhRi5Jo24wWHmXCXN/FrsTjfOEpPSiVoSoOVlE8KssNv768V75UQe2ba4QgXAikf1Po0DLx+6hZIQjpAg/irgwKhQ0hS2Ul++P3YmMg1KHPYtLG1aSMP4SwdosDnZN75UfBZhWE0YWoF31PmGvnpVrZ0l2jZ6angzG2W7itNvw+YyYLF1sXvVpzBAvjv6VFFFHSEh2MLx8PVbJ36s/ChAWOkztWr7bqMQSjgBQ/KOFUshp5EJbHmkpdtSaEE1Vwxj9vYsc2FURM8Sksr1YpCCmSIjq+sK+AOtnVIs7WT7+Eh7MXXOIaat/GF2nJa8USRh8dKk0tNVm8lBBHfVVeZjymjny3usxQUyxvi399ZeL6RBm/NM2cKi5JJqnANAaPdglLbrPB9NkjfQRWLRypqQlQvboOmqr8sgY0Yi9MRWFLsyRk3tjglBVpSFLYTw/+AeyHO7tQHriHcy+EObST0lujutXoHj2AqlbViNkQbc9EYvFRW21lltXdbx7evd9Ica+s4UhCjdT1+0kx9DaG8B6LQlTm5mMOi0Gt/GeIiXPlErKoBKFUiBJSgLKCCEiiJCawx+8MSDErQvDcQsdV+uG4Qj+d5IKgIvjHdQNcXMxYKMup2vAmSxeM11Smv10dJoZlqskf4SgoyOB+DQXv9n/wT0hXItLafKaaJ+/gvbr+b0B/H8bRUgpoT8xkqB8/+/M89+fJ6VmOAh4dQT9GmxZnTRczGHIxJvs2fmnfiFSjuxlkMGFf/p1rDl3ou0SwOqffClG+EI0jOsgu96IVpZ4dtPk+5Ls3HVKyBLImiCphfU0nsshadQd9OYenixYHc3/8PYaYTa6sCi76RZ+jJpu8vV/lqIOvLp3vCT1xJF1yUaHuYe7ib77ugCwbGmRlPRwC5mjW6g6Oob0ybV4XHoarwzi8q2NUScuzlqKvdnKZxfG0OkzRotHAQAaR7XSaXPTcXoEXpWSsvmXY3q9iieWSo5mM7nPVuOotxBv8ROf28KZ42P5suFl8UXzapGw9hRCG8A5dyFBf3yv/CjA2nVFUo+khAwnjlYdefk9HNx3JiaIOTOLJbo13K1OIz3RgxAyioBMS5uFpjYTRROuotaCft9hns7e2f9hBOBu05FiC2GxhRF+HU6jn40F9pggnnusVDLldHHi9+MYluShoPgyVS/OIXjXTF1IRZbezYzJlX3y+my0fcv/JRSGEDdtX5MSikehiiAneVlSXBTTMXyk8nciLMIMsbmwhwWu2kRur5lB4amtPJG2feALCcDCHflSd1oXJreJnkNDkW1BrF1JbN7/idj4cNuAblRWHxDX3hrL7fJCtELJcFWEmlYTyetP9lu8Xwf+E1t+e06oLSGMLj2uZCdKSaAKKkgyQH3QSWTFE8hbz5Kd5uZK2UQoaOWpkqu4dF6cHWpaqlMoeLKaLCnMoPSND3Yp/Wa8sadaNChakTdNQtr9GflyHL4EB+06Jw9FDJhQ0GZ0ElIEyBJKeuK8fL5sKtrcdtZvf/S++jGt67aKT4RaAzpZYAgrqDqrJ/7sELTbPmakSc+5ozbi3ylAXXGIKSaZTr2bx3KWfPsfk/7i/ffOiy5jOwG3THKyl2TUNOkcEIkwu7DkgfX+H/8GBwy9eJgOgK0AAAAASUVORK5CYII=) 15 15, auto;}
}
div.testarea{
animation:rwdcur72840 1.3333333333333s linear infinite forwards;
}
