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4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 8 1, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 8 1, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 8 1, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADp0lEQVRYhcWWTWgcZRjHfzM7nY7ZfGxDN3XjJZSlCYviYSkktdZUmkJIT8U9+EFswEs09Vwv7uLF4Ek8lNYGxYAQCepB0aqHBixG0KiHqKCoVEvQYOtukt2d3Zl5Hw+z2c22ZjY1zeYPLzPMPC//3/s8877PQAOJyJFGMTsqEXEcxzm6K+apVEoXEVFK7Q5EMpk0REQymYwopZxisdh0CFNEBNg1iCrAbkHUAWyEaNY3cRtAsyH+E4BmlSMej28KQJMyEQjATmfi1gyk02nZTDsFUQVIp9OilHKmp6dHgYRpmgkgAfRZltXT1tbWGY/HzR0BSKfT4nnijLwkTwHx76/JO6Wy5DzPX73niTiu5P5ZlTcB/U4MtC0AlJTCPT3J0/vbcS+M89Z781jPX4JIGNZsaL8H+nvhmSHo78XVdR7RNO2LbQMkEglzcXExP/aa9iTAG2d5+8SLGFc+fd8PCFnEeofRK2t2PRg9DpOjuCsFju9r065uCwAw5+fnTw4cG/nOs2/8Vme+rgOnuC+6B4CyC4USPDsMk6PYoZAWBlSQQWC9BgcH1cDAwNxfyzdenvkc48oHF6F4HUrLtaDCr9Vb1/Ov5z+Gqz9iFUtyqZFH4Mu5uTk3mUza+9s5NfE6YLSC2elfnZugbLCXquZltzb3/EdghDidSCSMII9GJQDQRcTRjnym160cfIDWPg4cfIhCCZTUXkXC8PsUhEJaG1Bgk1Jsdcvcbu4VQBSEWliza+a65o+VAug6dHR0BGagIUAymdSVAvZ2gbsG7kptrP4AezrJF72q8boiYVAKcrmcEeTTEGBhYUFXQnZv9xB1WSxeB90CTYfSn6wWvLp5RxPgeqxUPP4/AKCyeT6cmtjwxF7yzcHPCjqUllm9+Yc/1vKceRR+WuIy29mGAKlUSkU7tLNPHMM+PDTuPyz/XQvYsA3RDNAMxk6GOfEg7gM92guRSMQNgmgIMDs7q4ByZobHv3wF9/DQuG+0ruzXILX9NzYSY2rCP7qBcjabLQcBbFUGVnfncxfkMc8T5+JlEYazwv2vCvFzQnJGHj4n8sk3Io4rxUrTOojV3QnctQ5pAV0Y7fFvf5HZW7thqSy5r36Wd/FbdByz61729VvcYXfcVJlMRgdagC7LsnqAQ6Zp9q3/F5im2QccAnqArkps4BkAWzsJN0rHT6kZDoetfD5vWpal27YNfp3LlVEAAj++7UoHzFgs1hKNRluBVqCl8kd0d1LeLP0LTI0nyYAj0CQAAAAASUVORK5CYII=) 8 1, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 8 1, auto;}
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33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 8 1, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 8 1, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 8 1, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 8 1, auto;}
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62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 8 1, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADtElEQVRYhcWWXWgcVRTHfzM7nUx2sxMTkrWkqaxlLMmivqwlIkETsELqFxZXsJZCsKJG+i76sEuhKH3StqCiGB+iqME3hWqLhBKloY1QiX3QQOlLxULr7prNfszMPT7M5mOj2Y3m6w8Xdu6cvf/fPWfunIEGEpGHGsVsqkTEdV23f1vMU6mULiKilNoeiGQyaYiIZDIZUUq5xWJxyyFMERFg2yAWAbYLogZgOcRWPRP/ANhqiH8FYKvK4TjOqgBsUSbqArDZmViZgXQ6LatpsyAWAdLptCil3LGxscNAwjTNBJAAeizLikej0Y54PG5tCkA6nRbfF/fx43IYcH65Ll+UK5Lz/WD3vi/iepL78y8ZBfQNB/B9cZ8+IYdePC3PuZ4Uv/1J5JE3RHjgS8F5Xbj3HeFAXj44G8T+lw6q1buZSCTMmZmZwvAp7QWAj4/x6dEzGKPf/F6NUHD9I/BLwaU/x76Dp7l4Ei8/z2BbVJtcFwBgTk1NPdrXP/SzX7p1rda8quxluP1j8NvLgn0/+/a/ysWTlEIhLRJQrq669RoYGFB9fX0X/rh5663zVzBGvyuAeMFYUGTPMtwOAC6de4/PLmAVy/JhI4+6NycmJrxkMlnqsHnik+8h2hIh2r6baPtuaIoFmzPsIFiVwOpa/O/RM2CEOOg4jhEcpP8BADA9Pa10HXvyau18NByCpp1BNlQJmu+qWbZ84xy6xh2zs7Ompmmr+qz1yOjZwtKFkmBEmkPgZiGagB12kA3DBqMFyjfRdbBt26y7cCPnZDKpKwV2eMkYQNfAbgb8edB00Fe8g5piKAX5fN6o57OWEuhKyPb31s63WKDrgKpAKByUYZna7t6P55Nv5LOWEqhsga9HDixNmEbVHKC5O9j9jnbw5qByG7w5Tr0Ev97gLOs5hgCpVEp1tmrH+nspjQwFc0ZoWUB42TFsikFzN4NPvsyhh/Hui2tvtra2evUgGgKMj48roJL5nOffPoI3MhTUf0G7OkIQWqr/4GPPcP443lMnGAYquVzOS6VSdbOwFhlYXe2vvS/P+r64P1wVGX5XpHdEZNewyD2viNx5RGR8UsT1pFhtWnuwutoJ+sl6/QGwgBiG7Vy5JuMru2G5IrlLv8lXBC3awYztpO1Bi43qjplMRgfCQMyyrDiw1zTNnoXvAtM0e4C9QByIVWONRus2akYrpVcXtSKRiFUoFEzLsvRSqQTBg1apjnmg7sO3XumA2d3dbXV2drYALUDYcRyTDf4g2XT9DbA/KRKD05UzAAAAAElFTkSuQmCC) 8 1, auto;}
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}
div.testarea{
animation:rwdcur208330 0.8s linear infinite forwards;
}
