@keyframes rwdcur92825 {
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94.285714285714%,97.042857142857% {cursor:url(data:image/png;base64,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) 12 2, auto;}
97.142857142857%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIi0lEQVRYha2WeWwc5RmHn7l217vrK3ZiiI/EiZ0TjBPIUTVAgMgiKBwRR8KhVgFRFNSKS9AW1FaqqPpPURXRikiASqnSVBEhhNKQEhNSAzkc1ziJjR3bcXzfu95jvLM7xzf9YxcwiQ1G9JVGGn3zzvc+83t/3/eNxAzxYI3/90UFyi+iuvve6//U7wd0YBmwdkpaBHgXYPN63wMryrU9SdNt+vN+/Xagf6a5p4Y6w/jDNeuyng76JUIRsaVn2LfL75NGr13quaesSKlwBKQsl5gu9CMNyYbmC9brN1/ne7miRMV2qHYc9ux+R7/x+wAs9mh4YrpgYMxm42rvw8sWqOQGZBwHbAGm7ZIXlIP3b/JvPFdubQzHHMJRGX+WhCSzbDbFAeSZHpiWSygqUBSJtSs85AXTqbIMigyqLOHRJLyaxPKFGoEsmf+eN4nqgpTpzrb+jAAHLgzYsdGIw9IFKrKUHpSk9CVLGQgFNE1CUyX8XolE0qV32CEUE2/OFkCZYXywo89uqyxRt1dXehhM3Ey8cCcRoxy/04AiS+gJl2j+84jCO5nob0KVdSYNeKfOeO9Es7nj+yrA4LhjX1PpoW/E4dotz1O2YCG5pasZSN6GBOj5z4A3j3Xr1rPspt8Rn3TJy5YIZElitsVhZhMCYDtQVqRw8tBu2kPZ9Df9iQe23oajbUIePcpfXqsjkXgJ/fyrBP0SeshFfKfy3wrgYjswl7cIZivctG0b48kgb711inu2rOGRewVi5Ndk50Eoms4X7uwNCN/QAgDLdjEtF9d1CWRlk1NUwaHazzh4uJ76pou4/oX4femladkuls13VmAmEwJ0ui5rVpRrlcIFJB9ZhdUsWljEvMJcNqxbRiqZxE20EUsIInGX87027b32pkTSjf0/ANyCXHk0Lyj/yO+VcIRL/5CD5MmhrHguvQPjiFg7VmqMiZjLeETQ2m2/2dlv/wNwZgsgfcvz4L03+d8vKpA3eFSJ7IDE/o8Mmrssrq/2csu1PiJxwWDIITYpYodPJrcCR2dbfDqAqvtu8b8gS6yITgrKQ2VsKS4uXJqVdQV6nD2TLYwUmch+EC4wYLNswGZen40BZi20H4fGLtiVma8ZMGcDcAXwyxd/kvt4aZGiaqrEaEsBW1PLyfV4kB0HJRJB7u7mmDXCH690uFoXbPncRAUEac0N4GPAfiCbufkKH5xKvvFhQ/JloPGbAMp+/lDOwVVLtGpJAtuGMxcsfjr2A3ICAXBdZMNADodR+/sxw2GOJ5NUAnbmMgELSAATwMdrfFx/dxBHQHuvnTjfYx366/uTO0gf6V8LZefW4LF1V3mqVUXCsiGeEMxtCrDSCaIIAckkSjSK57nnUJ98EiIRyvx+co8cQVm+nLkvvYRx8SKiowMbSGUmDpWozMmRKcyTtSsLlBVZPmlec5f1fkawrwB+WOXdvaj8KhzHS8KIEtFdiv7jUGJZkEggRaPIkQhyezvKhg04Tz2F5+230aqq8K9di1ZYiFZVxcQrr2Bl2mDFBd0VGkUFCiAhyzAvX1nt1aQlbT32/qkAMv6VSMFytDkriSW8nOk0++14HGtsDGd4GDEyghsKITI7jCQEYmLiazJaExO4UwwlgETKRU+4JFMSarCawtIbKMgv3H5pC+Rw3NoXN2x0PUFDq9W059+JB4Vl4cTj2NEoIhZDTE4iPfYY0qJFuNu3k6qpwWxpAWCyrY2RnTsRmcICcIH2PptwTBBPelCDJai+XIIFCy8zoXK2dejd8EQi92TjxVBrV/iuNcs9SyrLtPtL+21k10V23fSXRSK4tbXYTU044TDx+nqs+fMZefppzKYmTCCZcdkImLsH7MdzArJUkONZEsgvoX9Ej3z4SceDfYOR1qkAKmDWnep64ouB6krtiaFKD/pZAzUxZaM4ehRl1y6cvDyszk68zz5L+PbbsUivACcDkALO5sqCqIjtP5Z4xHbcveeHzqwfifLEpw3db1+qwKWnYcXKcm1+1WKNQ4u83NGcwkt6qamAWlpKqreXSaBg8eIvl59N2nyTQA8g1vt8t8XdHx86buQd/NjYC223XKb9JQCeO2/I+tWKcm37qqWeCiTI3uCjLe5Q0WPjZBIDmUJGptcGfCl9HBgHOq/zUX6lyqol8q01a723giRqTxuPhmLiqRPnzOOXeQBg641ZL9yxIes3laXaHFmWEAJUr0xHngxnTDyZgk5lJbk1NQR27GD09Gkihw+TBGLAKPDRQo2S1T6KC2Xm5CrkB2WCfkmqKNGKVZnNp1rMOmDwMgU0Vdoc9MsowevwBguID3+GEENk5yrsX+dj87kkJQmIv/gi4y0t4POh792LmVFhFGis9hIoUSmdp5CXLeP3SXhzqtGyizG6Gsnx98wHqoCGywAcx8XRrgL/fCRVJli0imhcx3WjlC/WeCciuOO8yVxAOnAAia+23jhQv9KDPVfh6hKVoD/9q+4JLMebtwBHSATmVWP3pDJafT1kgKTFJyEjiJGCpOmC6iNlaRip9BLsE+7gH+CNbiAEjABDGS1r4eTfWszXOvvtfUKAI8ByXIQcxHIkkiZYQiNqZI0C7dMC/OtT49WLw3bESLqZHcxmIu6gGwLDdFFk6trhkVr47RCYEdKHzlk4eQDuBh493Wo+0z1kR+KTgqguiOoWiaQgkRToCYe+sFQPfDKtCYHQiYbOz65ZuWCbz6spvR0tjI31YpjQ0mXVnWg2HwKMDjjmgncO3NAKjfvgrimmijW2W6cWFav3KLLkmZgYxHQLEIqf4w1dJ/e9W78t07VpAQAu2LZoM2N9NeHQRd9wWIw3dVgfnPrcvA+IfpHUDZ/aYB+Bn2X8NzW6Tds9NzDmlKkKZSMjY3zeHmr8+8HGGiB8mQGY/pdsEzAf6AWOTffSLMIH3Je5r0tzTx//A4ys+31zInMQAAAAAElFTkSuQmCC) 12 2, auto;}
}
div.testarea{
animation:rwdcur92825 1.75s linear infinite forwards;
}
