@keyframes rwdcur86099 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 13 18, auto;}
5%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFU0lEQVRYhe2WaWxUVRiGn3PvzHSm01k6tJS2lG5QdgotRYrVYAIqKhKERGP0B39AAxGMSwxgoga3mBghSkiDghjFQIxLMBhZZCmLgkDKUiplaWFKocMMnemdmc5yrz9m6VBs2eMf3uTLvXPPmXPec773W+A+7uN/hnyDcR1gByyABoTvOaMUGIGyFbOyPj61rPRovkWMj3+755AAR5lDTN71+qB92ncVmrahStuyqGAbUBIfv2vo6QIDkPfqwxkvfPlS8RcjhtgGI8sgSxQPtBRLnYpvR1OwHvDfCwIZZj1Dv5/T/6MF0/MWWG0GE5JEzGSEXmZ0UUbF7sPt+y54NSd3SQ9JAlV5UsmONwp+rh6TWS3pZYEkgUgQECDJmCwmw7i8tPLaP1xbAQ+g3imBpD8PtKp+X0ALIkTsgxApFp8moKIyd9TqF/NeA7LudHO41gXR4y3KuZmV9qeN6Xp97PSC7puQYybLDM03jdyyv/Vgq09rAUJ9rK8jFjkCiN6IQKi5Q3NbRcRQM9I6SejkHi6IvQdcCqHOsPxkdU7Nmm1tv4eiXOllcatBZujnzxe84vIol51ezQNE+iIA0LX9VNfphwr1FSUDMwZdowMNrp5zo8swYSnIJDPHahll0wrW73fvBrzEElXi1AMm5vPEt29W1s58rnxaZVHGuNrNF7YDHfTQTU8CKuCvO+lrnF1hm2G1GU0IQUgJ0dHqxV6Ujd5iSt5GaZG9NNjmadt7JnACCADpQPFbU/otXr70obeHTyh0CFkiN9+WP0ANaL8e9hwCOvsiABDxBPEFvEHP1LH2x/wuRagq2Ar7IXQ6ukNTIBkMYmypteqnHS117gCRQhsT1s0ftmrevKpplhyrnBS0JBheai8/dsR5uPFyqJkU3fRWC7oOXghdyAl35lZX5Y42Osw9tBCPDElgtpuNY/rrx/ravXnfLJ24rHrKkEFSmj4muxQYTHpdVbGlcu3m5q2hKG7iuumNgAb4d54NNc2utD2enW2yI+J6EN2bIwRIgqIie07NQENVYWWhESmxs7huUUe2ObMsQ3Ns2Nu+J+4Kra9qqIZVOpudPuf08VnT00w6+drckGKSRMCtiFAgginTFN9c67Fc7HdZiX245PYc2dmoNADRGxWWzk0nu7Z/tallNZFobBEtbmrsqXWFcdW3YM21I3UFCfuCoKrJ8Wvnq1xtV9yyJCVryY36AYDgbyeUpkeHGCcV5GXkxk4NCEHAreBtuUK/YbnoLUaMDjOeBifp/a3dp9YATYVolL27zu19ZsmeuRsO+fYDys0SUAH/gZNXT82qcswwWwxpqBqeMy6ELGEvyUbIiYsUpFmMeJuvYHSYkwR8V5TgyjX1nz37acPSdj8NpITizRAACF9WtA4pEAzWlJkf6TjvEfZB/TBmpqdMiflYMuiIKEHUqIouTU/j0bamlz/4c/6Kba71wEV6pO6bJQAQ3HM22FJijBQ+OLlwuKRP/FWk7g+ahsFqwtXYFtm49fwvU9+rn9/YHvmLXqrnrXQ3KtC68If298+c9rQlhaZG46amvEfJGdpfd/GS7yTQQo/sd7sEAEKdYZqWrD29xO8NhpIbR9XuZ9yikag6stgKfVfLW3JBAl3HLkXai9PVnIphtvJkzGsQlzxtTq/r3drjixeud64DrtJH43J9uro56ICyv98p21gxNntEIhmhQd3BS3VzV/6zpMGl1ROrknfcNfWG9Afypafcq8sV7cdJmvfrSuWTWTkfAoO5hfb9dlyQQNjp09xZItqZZcI+Z3njolV13o38R6j1hdt1QQISYCXWzvvpQ+294V+glxbI3hRzEgAAAABJRU5ErkJggg==) 13 18, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
70%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFiUlEQVRYhe1WWWxUVRj+zrmz70tnpp0ZZrrXliLQQisEDDVRRMHyQAIxStwSoiHEGB6MPPjgizuJQXgwEGOiEhUN4aVAAyhtCmEpINC9TKfttNNl2tnXe68Pd1paZDozSOILf/Lf3Jzz5/zfv33nAE/kifzPwmTZFwHQAVAD4AEks9jTtN1jERmAym3LN3524IW3/1aK5WvSa5kcFxRrC59xaC01ABS5OnlYBigAvU6mqn9n3fZDm6oadpq0BrNRri6/Otx1AYAfi6OUAXA+X9W4Z9+W3Ydr7RVNZ+92tAKYBcDlC0ACwLrOUfvam+uav60odJYzDAOGobAZCktC4VBw0Oe5BSCSBqpViKVPv/fcrm92bdj6uk6tlVj0pkIJqKxzuPsKgGA+AFRiylS9uvrFT7fUbtirVWjklFIIykAsEsNhKKq76e7uCCYikwCMdbaqHftffutIY+WqGolIMm9bYrHX9o4M3BkLTN8DEM8JgEWpL927cefJWnv5OhEjJpRSkHkAgqoVKolFbVjdNtDZv7tx6/43Nu34wGq0qOkDdnKpjCkx2xtP32o7zfLcNAA2K4BwMqZocNTsMqj1JkqJ4JykDyUUlBH+iwxmk01h3PzS2qY1CpmcMpSZ3yOEghICQgkKtEa1UaZZ1t7feRFAABmmY2EJ2OGZcdcqW+UrcolcLERDsDg6BiJGBI1CJZ+YneIKtAayaJ9QEEoEIJSg2Gwvm/XPuHq8Q7cBJLIBSATiER/hIakuKl3PMMz9DCzQab8PoWgYDGWIRCKBTCpb4FxwTAgFAQHP88QfDo6293WezdQLD05BfNA3OmDXmOvsBotjYRkAwDU+DJVChWUWGwxaPfpG7sFiKMD9fiECEEIw7puMfHf654NH237/GsBMpj54EAAHINI34e5Zaats1ipUckoowrEIPNNelFgd0CjU89nQqbVwjbth0hUItScUHM/jcndn7ye/HXr38tDtXwB4sQSDPoyIUnE2GQxGwjMr7BWbJ2d9hAfgKLRDzIgXlUMikiDJJhFPJqGUKxEIB1PH/zr10+ctx/b54+Hr6ciXJKNMd0HcE5gcSUTjRfVltSv0al06zSTdZGmlBBqlBq6xIXj9UxMHTx37sOVu+2EALgCxpRzPCc2wzgEYPzd47YsR37gLgDBEczr3ywsLVY5ytNy4eOaGp7cVgAdAKhfnwNK3IcfxfMjj847WOaq3yaQyZj5yQtI1F5RhGChF0sqe0cE2fyzkRoaRyxcAACR80cAkwxN1ja18LWVo2ikACM6TqSS67vXCbraKnrKWrj1393IrB96HJdgvHwAAEOuZGOovNVjXW/WWIkIApCP3BWbg9o6iylkBlUIJi96kF/PUcH24qx1ACDm8DXIBwAGI9Iy5+uqdNc0quVLK8zwGx4bAUAalVieYNE8QEBSb7dWuMbdr1D/ZgxwaMRcAAJCMpuL+SDQaKzPZm9xeD3FYbNCrdYuMePCQiCTEUWBraOu++mecTXqRpSFzBQAAsaGZMbcUjPPZ5Q3VYpEIBADSX2EiBBB6lVahk6rKOgZvXoBwEWXkgnwA8AAi/VPDPatsVc16lUb1LwP+fsntxkJnLBL1dk+4rmGJqcjEA5kkkeTY/h8vnToQiIQSHMeB4zhwLAeWY8FxHFiWBcuySLEprkhvVmc7MJ8MzEl8Mjw7KadiS2Vh8UqCdKvzQvp58PD4vFNHz5/46MSN1h+Q5W34KAAAIHJnfLC7smBZk1lrNM05Z1kWV/pvtX3Z8v2e7gnXGQBTyMIHjwqAAxAe8A4P1Durt8skUvFsKBj54+qZr451nPw4mop34THyQCZJhhJRHzg+JBdJdUfOH3//kvv2rwDGkAcVk/8AABCaWAPhOR+BEHVe8g/M0g6D5RE1qAAAAABJRU5ErkJggg==) 13 18, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
}
div.testarea{
animation:rwdcur86099 2.6666666666667s linear infinite forwards;
}
