@keyframes rwdcur62128 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 14 14, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 14 14, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIU0lEQVRYhbWXW2xcRxnHfzNzbnvOetfe2OvYTlInveTWBrVJ1KoqqASKQKWoAlqp6kMlhHhAqoSQQPAWhJB4Ap55gwd4QOIBCakSRaiUQgGplxByaS62kya24/V6d717ds9lZng4J05St6RCYqTV0cyeM983/+8//+/7BGAphuAjhj057wAPAJ8DvlMu/xL4DRACVSAH3v/ApyOgUz7Hgbh8dx6QAE5p2PLfRxMIgE+UzwawD9gJHAN2A38D0nLjtPx5pdEjQK00fuqmcUA6dzt9OQLAAL0kt41BZtlMzPOtWD8/V1NIIVnYyL7+6C7/mfK9aulAB9gD7CoPWwUOlY4ZwNzNMADPHsDun6wzHSke2+UTeYJWrPGU5NisR7DXI76c8qfFEUlumAwln7qn8nNgCXivNGzKg6TALFAHzqq72LbAyekIDk4FNELJSl/zlysJrrJYC5uJZSK1rA8NowykgMd3ByjB0aWu/sx4ICmRmAXOUYSuWaLecz7K8lcPYZ87NMWVXsrx2YDcwFps6KcaV8KumsveCcVfr2T8ey2h6imsheNzLsEev9i+G3O+lT6/f9LzytMPKOI/KsOQfxQCVmuYCF2OzQbsHFOM+ZJhDjsqiv2THnM1yTCDODWMtKVRcfAcQeAIJjLQXY21gtzC+jA/0KioXwA9wC0duQH8fRsCX9qPnalGZKaYz08odo05pAbWY81MVZFb8JTEWAMC9k24PDzjc2E9Y2dV4TkgHImba5Lc4Cr4/YXhD5++v/JSGY5zQAtIP0hC+83jEWO+w/FZj8iTPNh0CRxJnBmMBW0MgwxyY0lyCF1BZizH5nzaseFcK+Nw0y1wzmEtzumnlgvrOVd7Kd97YmJvGYYaENyBwHOHYVfNoZfAgSmXwIHOyJAbTcUROBIyUxDPd2DPuKIzMviOAAFjvmAiEJxvZcyNKaQAT0GSw3I/5a3lLjDhlSRsAvHtHLCOhN31gLoP8+MuIJAC2kPD1Z7mWs8QeRIBDDNDxRWMcstkqIhcQZKDKyVVT+AqiSMFoSsZ5YY4FRydiXh3NXv5wab3xxKFOxE4tQrH53KOzoTMVBXdxPD2csbVXsooh2akGOVQcWHMlyxsaHZWFXEGy5saa8FYqHqS1Bh2hIokh8NTHjNVxdlWxnvrGRRKGgPxNhL+7q0BjQDubTisx4ZmJOkmimGmWdnU+I5mrubhKUPkSoa5xVWGQQpKQs2XCFGQtDWwOAompl2aXbjS09R8BUXeqAH33gzBVi44PAsn9o0xV3NIcssgM6z2c86u5ewel1RchRKWJ+crTFUVS12N7wjmai73HKxQCxTZyFAPJI4EJQVFMKE3KsRqmNsvTlfVOCDkBxF4Yk/E8VmfRkURupJ/rab89I0uy/0BmS42yg04stCBZiSJXEE9END0wFiu9XJaA0OaW3JtWVzL+PPCkLNrGTtCyaEpFwohmr2JwMmbDjw5HxK6gkFqeWcl5bt/6DAZwu5xWB0kGCsZ5YIbcU7FkYz5gs3UEijJ6qURKxtZIdGp2UJgpZ/z7mpK5Ep2VhU77wuhr2eA89s4cHq1i6/qCAGnb3QBGA+h6kZUXNAWNtOcOFMoCUrAQ9MenaGmUZG0YkM9cBj3BWuxphXn9FNwJOwIJa4EfAETDmzk1W0IvNeGM0sJ0k24tglP7YuoehnNqsfBKZ+5mkOmBQ81fQ43PQaZIXQlVU8yyotbELoCC2hbZM1+ahBC0IwUFkE4MPiZPQ0sb0Pg8/cVMT6xr4EUFCLkNsDC/ISLr8BXin5qOH0jwZWS+xsCpQRKghBFWKQAV8JlDVd7Gb5SNCpFwqr6AuDXwI1tDrxysXi+ernNjz9bpxkpMgN5SUApQVtNqov7P+YZLm1k3FN38X2Bk1m0KeidGctmYtgYQj9NmahIQheEgPlxpw1cvnkLBMC3Hov48sFi4ZEZCF3FeKCo+YozrYT3exn9BCK3iL+kUD4lCm4w41EPJJ2RZS3WXFjPaMWGRgi+A0udjIvtjPlx50WKQmWrJOP4LByY9BkPHH57tsvhqYjNRHN2TbO77vHEnpBGRRK6koUNs6XzFfdmZrQQG3i8SvPNPpdbhmubhlogOTjpo41hua9Rxc0/SKGEbDnwz+uwI2xzfbOYL3YGHJis4zlwaMpByaIWSLThahdGuSbRkuubhslQ0R4a1GpGJRBcbeeokgOzNYU2hrmai5SwvGkBHgFWgX/czgHxysVbivj6FZCiy4l9daSA3TWXVpyz0NGMck09UGgDrTjjnCpqgkFmWT0zpBkpKi7EuaE3svQMhK7mSkfz6b2Vn1CI0MqHkvD28doSXGp1efZARKoNFljYyAAIcjizMaId56Qajkz71HxBoguS3RhoKo4kdw2nVjMWOzmNigS4BCwCb/IhJdkPuE0TAHoZWGuYHXM4tZrSSzTvrGS0hxmToUsn0USug5KWVmxoDy3DzNBLDDNVh25qUAKWujkvHqk+AyxQ9AbZHRy4PRQvPBTZI9MO33+1UML2aMAbV4pXpYREQz+F860EgMxoFjYoDWn6SQ7AFx6osrOqyA28/GjtaYos2KMo09twq0O5Y/zqK1Pu60vdrfnixq102YwUF9cHLHUHWIr15c285IMm0/Du6oAdocO1ruHCesZT91ZeKg1eL53Ysnu3xmSLlJ/cA/fviLjUHvDaUrF2Yh4aIaQaNoYQebDQhnYbvl2K2Ncerr1QGj9DUZo7FFeww8ftjPiQ3vFHJ+r4Drzfy/nZm4PtH5ycn6boGyVwkQJ6ynmLAon84zqwzZlvHI14e3nA4nVYu/XfHfvZk/NQdMUBt5rWjji5mP8Pdv8/4z/n0pF8G6zm4AAAAABJRU5ErkJggg==) 14 14, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 14 14, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 14 14, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 14 14, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
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87.5%,93.65% {cursor:url(data:image/png;base64,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) 14 14, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAINUlEQVRYhdWX228kRxXGf1XVt5mem+2xPevL2nv37pIQZ4FcRCCgKIryQJAICMRzHnnhH8AgISGQeAHlLwCeEA8oDwGJsBEoAsIlyWY3G+/F3o29vtvj8fTM9KWqeOhZx9n1Log3jtSanu7q+r5z6tR3TgnAkpvgIWbnpmuAc+BRABQBD+gAmwfeJUC9/+4w2+5/U3T6wPYBAw+aB0wDWf+SwGmg1J/sz/2Je/13CTB44L53gFzSf57d9ei/8f5Z4Ojvb3R/srKXMl5xiTMQAjJjWGtrXrlQ8cXcorFz0xKoASN9EkWgCawCrX50DLD5UOA+uPzu6xv68SNFpgcctDFoCwMFSTuGVmKIYoMF3l7u8NqHEc+dDPn5i8Mv9QkAVICv9aN4EfhTPyIt9RBgEm3ta/Pt74WeQ72oSIzBVQJPSZSERBt2ugZHge+AEJLRkmS24bPVMd9aamVfmaq57wPPAUPAVN/7NrAODD+QwO/mm/aLx0LiTHBrJ+OZKZ9GSVHyBJmBkieoBZKBoqIaSLa7Bt+RjJddHh/zKXmSWiBZbetnhkP1PhACDWABuAMsA488iIBd2oOdTpelVsxLM2VAcLSqCD1FK7aUPUE3s4SuoOwpCo6kXpRoC/WipOxLUmNpJ5YPN9PTxwbcXwE7QBe4RJ4jJw4jYAGOV+G9DfjmI1XGSi4IUFLiSog1uErQKLmMhAopBMOh5OipIoXE0IotVV9hgdVIU/Qkl9bSp04NuX8ENJD2f0fvTUIL8PI5+PKxQVIDoQufGvEZKgqaPcvpIZfM5IPLniDWll4GgQOlusvmasqNnZRUw043H+gpcFWeuLMN/1XyHQD5Z/fbhbEqX5gOGAgkCzua1MBGZGklho1ORqAkq5EmyWC8oliPNKErOOMKyp6g6gveWU15by3hs2Mek1WHoivQOewIuaCdBH57kMC+GK3sZbR6lsEAmj1D4MDVzRQLBAoSrflgM2U90nz+aECjJKkVJOuRZrGpubQWc2NH000zVtsK35E0ShIL/Gs1fnm24ffIxax7XwSeHIPfvB+hLRyvOQyFijiDsq9oxZrLGymZyUnUi4r5rRQpXAJH0E4sl9dj/nEnJtZQDWCzoxkqKEwo8ZXAzbNunlyY3E8QeOEkfHVmkGtbMaHnsNGB1GiOlD2mqpLAcbjVzBirOJQ8eG8to+DAR7sp2kCcGf65ErMWRRTckFTDdjdjfjtXzOODDqttw0ydv5DLd3p3F1iAogvjFY/r23v4joOSkpMDHqEHZ+oeUzWH1cgwWZWcG/HYiDSd1BKllu2uYbOTgZBo4zDb8Lkw5lMLJKm2VPwcylHw9+XkwvkR75dAbz8Cz58AY+EHb+4yEcIPny+y1dFUApiuuTRKCk/B6SFFN4Nummf1jZ2UyaqLtXBtCyq+5tSgz0jo4ik4Oeiysqc5U3fZ6mq2OoaJikM/Ap19AiPFkIs3IwBO1GG3p5ECztZdTg15aJN7aiyMhJJuZumkhrGyYqqq2Ist7ojLYMFnNFRsdzXaQsmTTFShlxmOlBS+ElxeTwE/AI7tE/jFpRz8zCCMV0L+thTjOfDkpM96ZGjFGZ6SnK57LO5kNHspUQIzdZfxiosj85LqFSVM+oxc7dJOLFLkOlD2JXEG7USz1dWQ14Tovl3QKOeFulaA8YrDh5sZt3YyTtUdZqdcqDhMNzzMnZiZep5ce7FFkIuNN+BC27DV1VgL1kK9qJAy7z42O4azdRfg04BzqBAVXDg37CNEHu7RUJIZ2N3VVM8VIVSY5ZjAE1BSrNyOkQLGC4reUgzAbs+w3NLM1F08B9SEB1uazBiiVAL8FTDyXvDNDtRDB9EX6V5mqAYKJWB+O4XrPdjTKAlpZrl1O+adlZjBgkQ5giDMBclTcGLQpZcZMg3thZiLVyMyA1FiAK4A8wc7IgtweQPODu9ytDqIFBA4EiWgl+VeLdyOOZZZsLCwkzK/pTk55FKa9KGioGuotTSJlsSZIfAdEm1ZizIuraUEDrxyofJ18npw+BL8+gq4Kubbj5QYLEhacZ7BK3sZC82U1bbm3bWY5Zbm6cmARsmBsoJHQ/igQ6XhYrYzpOOgM8tuzxIlcGdPs9DMeOUCHfJyzH1KmGTwxiLcaUXsJUXaiaFelDgKxsoOi818Byw2NY+Oejw7HZBoC80M3tyFxEJqkUJAPwnXo4yllib0YGbIgbwpLQI3DxIQr1//uCCVPYgSTclTHCkrqr7k7eWYrY7msYbLYw2fnjZEqaV+tgA7Wb6QscH0DHuJpR0bbu9qrmzERClUfcV3nqg80QfPgJFDlwDgdgtu72rGynB1E0JPstpOGAgUUsBQUdCK8/xgJYHUQlFie4bd2LLazmh2LYk2FFzFWjsh+7j5T8jPEff1A/vJGKfw1ke7nKmH1AKHWgB39jLaMYyWFImGxMBoaHDaUD4aQM9wc6eH70gEIEVO3BF5nfjpC8OzBwhUgKXDIiAAe2oIRkohFxci1jfgG58LcSQMFBSekgwWJO+uxWyV8z5w6VKb0MvlsOhKpABtDW/c7NGK9V3wJnn2B8BVIHnYueATp6WnJ2B2LOSpiSIVXyIEXN9OsTaX2rW25vyIx5GyZLrmog28sdDh2rbmR88N3PW8JeYWb+4DzE3LB+YA9xzZ3lqCa0sRAjg+4BNrzR9u7gKQauikkJoqyy3Y6hgWm5qVvZgfP78fdvoR+BhgbtH8x5PRYdE4P5wLFsD3v1RlrZ3x6tsRT0/AZ8ZDjIWfvThcIN/md3vAbTG3uHnvxP+L2YPXk2PY88P7////7N+ovKJI4RHgEAAAAABJRU5ErkJggg==) 14 14, auto;}
}
div.testarea{
animation:rwdcur62128 2.6666666666667s linear infinite forwards;
}
