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0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADLUlEQVRYhcWXz0sUYRjHP8/uqks/lrIoDV3MIJw6JEYQHsKD0L5WCEbQPxAKdelSt/6D6FIUdOzUrUVpNrBTIUQ/DhFNSMTibhhUFihqru7bYXfGmXF22nGtvqeZd2ee7+f58b7MCqCp6vbldvuSK3dmhRrSFkkgDeTFYKXWc/Uo5jaPJ8q47nXgGxWdBPqB3kbMHQA7c132/hgCUQQWgS+NAkhYpqNqFgSazlCzHY3KaUFzizf9UTVbudBQmiCsHZuWtogl7JuVXw7LurngjGhpAt101lsJbbEPWBCDxQimCaAM9AHJmH/aHXPAn7e7EtWdMAaMRDBPA3epDPB5IB2D9S3nybyGbAgxWAaeAwvaoq0O817gKnAHSAI/gJTHqq5eV9vSdBbRFtuAbuCbGOE7QlvsAA4DPcA+YAqY3pBrlIFLHKJTDIr1PFudlz5gGpgRg1Vt0RzzP+gfNEdxkKR3aTVPQVu0BpgltbUhQhfQBnSLwaodYgNAKITvoIrtgvI83wOevAYM+dbeAW+BV/aCGJRDD5go7XBDa4uOyZnxwmD63HFgWQze13ovsAJBQf2S5tqwubxZ0FoATgEDAe1YjxMG4AkuQAIo+d721WgybpLJVuZy6sJO+g9cPCQGnxoCcCDq1GTcBOBI60vez51AKeX4mKbpxFFKSWgL3KrVjsm46Rja90opUUpJOnVjfzK+5Jiapqkz2aJTIfjDDNQLMbimHBB3tsDKQOfIHrc5AMk1DqY+oC26IwEEQQyuKV4kH5L5+JrMeMFTYjH4KQZzHigB2hZo3/4G4GpkAAdCgHjlfr6UgqVm0JDJFj0Q4MteQ+7YUVItD3YDtzYFAPCs6RESr059l7r+9FgPVLaeB8JjDuSGO1BKSbU6nzb1pWMHtYN51h/PwKqAFnLDHQSZu2NFroA/I7eUUpIbSnsqEWYOlaMlkrkdLEja4iaoztywWajHHCIcRGFAdnBtsfdJ/vHX09nPHvNMtojcuxTotekhdBs7lcmbgeYAeux+4Em6pZ/b7vlwl91t7q/ElgPY1/6e14L4a384ghQE8U8B/BD/BcAP0dAu2Ar9Bla2YtZbIwbvAAAAAElFTkSuQmCC) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD3UlEQVRYhcWXT2hcRRzHP/N2syQhpLEYSe2yhBDBoVV7EIWCLQT/7JPSoCcP1lu0kEgPIgriwaMXQUlRzK3owVuXFt8iaysaPFSRCpUngmFJtyS0oUoat02yu+Nh3ns7b/ZtsrsN+oXAzryX3+8zv993ZnYFoAg0P3sg/Mjc2RXBHkn5ZIDBYNgQkvXwmQgBzOShZudWngGqQBkYEpLlHgHSwENADbhnAjjtkgN8e3n0B2AYOAa8skuSCeXreNb888CrQBaYBBrmc6ddcoDjuVvU/uQycB74aIfkw8D7QRJz3gEmgEPBVBVIm++I+dkDigS94a7Exn0niHlC+RwVkh+N8ZCQbBjjI+gVXwU2gH50CypABt3S2y0li5I7IAaac9sXm2ZVPll0T2NSPq8rPzJbFhgCMkKyKiRlIamg2z4FHFM+Ocd2e7TyBqi78QQGxCBQTII39D2wCKwmeMOJfQgh7LLHJJoQQvKHkNyz3ugH+oWkChA4fQl4BzgZhZE0gEvAopAsx1a/fRHV3Jg7y/YERNuthi7xbeAacBZYE5L3kuLEStN3AtFJcmck7olQQlJDb9vHgSeBl9GG+6ldrMTTLil4TCmg3oRWPiNAVUi2QJ8JaOc/BRwBvkC7/lrLYpLiJ5U3pnoLrN3nJWANOAy8CbwFnEoKlQjQEYTJU+FdwFE+c+FcsezVgSvAGeCDADIm5XM0bU/aEGY7xCCoqvYAQOPvINAm1Jb4Kj3BPgDP8xSAkFyyEwK/GDvo4Y5WGUE4WCd5q0opj3yhAkBxOovruiJI3g98CFwA1oXkivJJd1zmXY1pQZjKj7sD6FsQf/ETlXK2uX5nkqncdKqtB2y180Qp5cUSllIeruuK8C/jbLG++dpd4KTneerRIjzyHWw1MghJo2OAGISF8mzdpZTy+H3fp+TH3SfMZ1O56advVh/j59VzhXyhAmsDsDwcPe8KIIIwmhEmzxcqHP4yTbHs/Wr9y9XJB94+9Nfm/sR4XQNEEKBvditCvlCJdgGAkGwVy95vz51v3jOmOXsCgMBoNSgJ3fPidBbG/mmB8DxPhbvCTg5tjuLdFAa1gxW9r9ULhRt60NfgxqnrHDyXg5qIkufH3ePAg8A3QrLRdQXsFYH+1qt8xvPui6L00pie3HY4eGHUTi7QX1SGgRHosgJmb0OZFWgHaR1I+wOAspA9tsAGMiGSkucLFTgzMwqM2TdizyY0E+9kuGg8//kt9O+LmHa8jLqBsBUr++kFRV3Axwt3YCb2/p79/IK4R2wwdXqheTZ8NnN/27BXJUH8pwA2xP8CYEPc1y7YC/0LM8WLpKkf+t8AAAAASUVORK5CYII=) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADuElEQVRYhcWXz2tcVRTHP/e9iYkl+GNoM50wloEU5IoWlFJEBX8QZC4NdiOiGzclGIxCFy7Uf8ClQqMIRVdFsBud1vROIWSh1bpQkVK4UIIEjLaF1Batps2POS7ej9x58zrJS4p+YTbnztzv555z7nlvFCAAtQq8/WIVgCBo8/rRK0ocLwMnlKaNJ3GUgBrwEnBRab6koMSxF1guJYH3xiss/d1meTkgDGFqsipKX1J5P1aaVWBeHA8An+VsvgN4CzipND/nrO8GngKWA4CpySo7d7UJY5yVlYA4Lr1OoTRvKs1CztJNYA74I2M8LI5ngAC4AVxWvUxeM5cA6BsjNxNFJY4x4EmgqTTfE5P0NAdY+YqemSigErAf1nuqlPct39yHKJoJcQwDo8BppVkEZonKcj5eJ3jjw85GyzP3IYoAAEPACFAGUJo/leZrpbkZr5dT86nJqvQy99U3hhLHzvhUqcQR5FzZAWAQGAbmlOYfb+2+jtNv6oQB0IbSCBWgDlxINhXHu8AHvkkcf5UoE6eU5ofsdh0n6zDLqXhYA3UXrM5zBXgFeEgcg+J4GDgLrIpjvziOiOMecewDHgSeIKfncptq07UOoVTnEWAV2A08C3xDNCXLwKdETfhTHPsuHmK9AYpAhBVQg1SB68Ae4BdIp+WG6nmtinR9tnzWWmnUTQi0lV6Pi2MIGFU6GuG3HUR5m24W9kxrWsr9VwFeIJr5ifnjcWw2ifUE2BRECMGudQhrrTx/bo4Df53j298+/0JpznrfLsef60lgSyfsUgn8is+Elv7wFrfW+gEwxqQ+LXtaJLY1xqhCozWFCGL0tcgMYHTNoAbgfN8nPPb04XRfa60kZtZaaTSjh2frUA1jjNqwBL7ScrQj80Sja4aZ0PJjcJxHhw4f9H+TnP5Ma1oaJ3/t2rMQQAdExrzRXODAiSVa83baXxcHjbq5f+TeC7Cve9QXBsiD8NVoLqRpF0cAvP/7jXeujZzaAReHgCj9jbrp2zIArNd+JrQYY1TrUC0PInBXjx4ZblYhbMNSKTGvABPieG5LAEkzJeZALkRr3q7o4wOweDdcG0gbD++FpDCA38m+4lp3QSRqHdyTwsaP8Y+UZrbQNUxq6yvZVBxlIFCaxSykd/Iubetl07/jfixr3mguoD4eT0D3AijNHGyjCX3jBOR25gAycSzJ3mW8uZn7UroViKz8tCfmMnFMlB5XRP8JgG2WICu/R7JgXgbSctxxgI2UB/GfAmQh/heALMS2bsGd0L+fLI0sXxYNjgAAAABJRU5ErkJggg==) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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div.testarea{
animation:rwdcur78238 2.6666666666667s linear infinite forwards;
}
