@keyframes rwdcur185547 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 31 20, auto;}
10%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHiUlEQVRYhaWXeWxU1xXGf/fNPp7BC2B78IZtFhsDNiADJhgMAw2gEjVRGlKSqM5CW5qq0bTQBLUoakiUNlZlpZuSpguNCjRd1FZN0xIwEMIaqNlstoCxjR3vY8/YGXtm3nu3f8zY2Ga8SD3S0+ide+453/nuOe+eEcQQKeUUIYQ/1lpMKdmtAN8GngLWcHrPpPcaYykHg0spEUKM62Dunj8V9ff0HjU77An9Xl9r8/nmLwL7JwtghHcppVEIoUopU4G1QogRjras+4uj8/BJexWV7QCU7E41u2wNy5/cbE4pmk/XrTpOvPfPU6W/aZiDEAlIOVBFpXPSAKIg5LDXzUKI9wHWTdkZln51OGNrap+fsy2reP7WzFUrAdDDIa5te011neg3GlxWtOY+gN9WUfnsWACUGDoVqBYReR/gocU/3SH9qtGxdA7T1q1EsZkAjra1dG91FS+558xkRinLV4yr80jML0IYDIBSHiuwlPLxmACEECYhxJLhOsuUaXUAA60thPt92Aqy6VzkpHjTCkw224j9SYsXKJdDTbSq7VhXFwIobjyPxsBQKKU0xmLgPvEeO1cjbEbUxl5CvT76GxuoSRS4li+9z3Z6/myUxSmEvr6E2mWCs6viqSpxbKNk9yOjEt0lhFBHF6EDSBdCXB/UufHcBdIBrAUuHK4cfJqPuxuSmPflL00IXg+H8De3cvM/R2iraztjsZlrfLe6X+b0ns/g/i7QgFNCiNJo8Cpgrb0wKwob7NPSaQw1Y/qOm5SFBRPTN+hb12irqSXs9VN//gqtF1riOL0nMHQEUsok4OJg8KgsBAVr4nQ0NUjgSiOdR0/hG+ghPjM9UkGjn9F9JWCTHYTBQHLBPDLKVpKUmQrwCAwrQiGEd3TxAVsAvMfO43TNIqFkIcacRHrznFgT4wGY39HGA011ZDc2cOvVN2n89e8jIIY9c6yQY4SUsMqDNVd4tfoSz2U7n7rvCMYSNx5pX5yNPWkGXq2brseyyN2wnvzuLkqrP8LZ00bLoZP8rtrE1Q7D0D7H0/nMfvm7AJS1dPDVt/8BwH/3HUOGdQDDhF3gxlMBIDUNEHSrvSTk5gLg8neR0HEXm6+DzNJFPLzPQ+HBF7Gsm479sWxSHt4AEpDwxLsfoJsMgGDxV8rAoQDMjHkXDAv+HLBDcdmJm56BRNKk9bI8zQUCLE47SkICWmgAiUKSt52cecUo77weCUwkOAoY+8OAQNdUvN4u6NMB9DEBuPE8BLyjJFtwZM2k8/hpRKIJ69ZZQx+fQ0np1K7fyppzR0CH1uQ09DFJjZz29XPVDHj7o+9yxXgMlADoXSpiloIp3UnIqpC6YO6QgSqg0Wji3WUPkjoQQBUGusyW8Ugld9FCen0+6j+ooYwD+8esgSoqdwFuFFTfqRric+bTM9WBIz0NgKkKvOmK2EoBLTY7HRYLuuAe/SMkorRYrHQ0NaMkGVQYdRe48TjceNa68SREQRwhrN0cXJ8iLLRdvUro88/Zngip5ujCmEFHxAYkwWA/fZe70b3aMYChnnHjyQHqgHLgezmUXLjDmZs5lDwALAjU3cXg72N1n2D6v68RaG0jzmJCrTxLW5ELzWa+1/uDoIY9RYFeEpq9XNz/MULiLePA/EEz3HgeB/ZFCNFLgY+jbuIBK3AQKCLDGFqan2XdmPcsJhQu9h8n2NrNQH0A61Qrwmmik07C/aF72TuNmPIzcCQlsvGvf8N7ulkt44CJYThx45HCYETqEmEWqgyqW4A/R23U6O8by925O4wGq3VD3hNDqanDkpZSA6EgkRiizFc3H6fNV4eGypyedrwJRRix0GqoJ95vGRjqAmfxXKTU6D173WiYYfd8+NlrBjeerUAhsK+KysvFhp//QFOCww5Wjhwqxf3FUJy2CtJWoTO84AQdcUHOfvIHqxFAOEwh/5las3NZHqacBMJ3elcAVFG5n8EBs3zn2zRJ1hU8DRqTkkjQCD/KEOjIdl9LA0l+W+RDdLjvDcv6lBe13k8+VewLM/Sw9I9sz/KdyktNmV/DqhCnTWqGiQIQfHhjLxldaWiJNryyEx8dAFg0o97i6nthiEHFZv2VLv3fCFyqV4TB6B3Ksnzno7uast6TimRTzjOTDg6RmT+hw0KHpbV116Ftrlg2Q+mo9f7Inwmj0ndYq5g6qN/dkP0LqaB8Ie8ZTDEcjC33erLHMXB8LKvRfLZXqT8ZMcfvOfrNFHRJIBhkZHNPDKC28xzWgIkfpzW+Ph7MCeWV0rdqA5bwPDMm5rlWkpU4Cx1JWOgo0hhlJnrvRnMKCpUb//o7ukGy/caTY8aZFAAAynd+66WmzJ8ZMKANFogCyX4nmVlLSUvJBSR9epDbN07QojWCDj+cWfc8eyt++f8DGJRXfjSr4njup4vyN2LBxO26C9wOXCBs0hAmK0owSHJXHAG7qu6afSONvRXt47kbdyCJJd//yHkpx5xLnIhsnZFdwJ3aC2zO24YiNQ5e+yMvFNZuZ2/FW5yc2J9RstYoOKLGWpSsNQuOhIbrdCHN7WoHwcvn0IXkjqGerFA2CjoIQbJIA65NOqH/AUsmymsGfBR+AAAAAElFTkSuQmCC) 31 20, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 31 20, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 31 20, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 31 20, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 31 20, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 31 20, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 31 20, auto;}
80%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHKUlEQVRYha2Xe3BUdxXHP/exz+yS3fAIS14k4ZEECgEaXhJIs+GpreLUUmmZQguOWrWzClOYKTpKO52WcTI+asVaRUdA1OqgDloghWIhBSK0kAChNE0gSzbZZJPdxGSTvff+/CNLHtAN6bRn5s7Ovfv7nfM533t+v9+5Ep+FLdopA98BNgAPULkrMtqp6qeNPX3Xnwp7OjqPmx12V08oHPBX+b8A7B/tfOmTBFtX9hdH67FT9grKWwBYtHOi2WNrWPj4g+bUwpm0Xa/jnYP/OF38esM0JMmFENEKyp2fCUDZmG0xEdGGKvZAzdPTtmQVzVyfuXQJAEasjytbXtA87/SoiseK7u8C+E0F5U8l8iuPJvhDc3+6VUQ01TF/GuPKliDbTADHm5va13uK5g06M5mRS/JldVke7vxCJEUB5I0j+R4VgGXMuDqAaKCJWE8Y24xsWuc4KVqzGJPNNmxsytz75It9jQS0FqzLZgPIXnwPJ/KtjAbAU5+pSzb120ZbFNltJer3cyZLZd6WdSgm07Cx9hQX/psf4Fg7j49MIa7JPdROUl1kLOum8eSVO30nrAEhhCpJkubFdxNIB7DO8ODw5BDWw9xclULBV750T3gj1kfEH+Dav9+iua75XYvNXB2+3v4DKnfdGhEAwIuvAii1z84awLWPS+dGnx/Td8uYP7cAmwRXNUCMDCIMnebqGmKhCPVVlwhcaEqiclf3vWpgFshY3ePRtV66L92g9fhpwtEOkjPT2O6BDePiacjxK0FKkqwwYUYBGSVLSMmcCPBluHcRrgMInajC6ZmCa9Es1Bw3nXlOrCnJxAyoamjnc411ZN9o4PrzP+HGr3/XDzH0iquXGtNYWX2J58+/z+Zs5wYS8w43Lz5hn5uNPWUSIb2dtkeyyF29nPxQG8Xn38bZ0UzT0VP89ryJy8HBunZsymfq978HQEkgyBN7DgHw330nEDEDQLnnMvTi2w0gdB2QaNc6ceXmggBPpA1X8Ca2cJDM4jms3edj9pvPYikbj/2RbFLXrhrw89jvD2OYFEBi7ldLwCEDTB7xLPDi2wxslT12ksZnIBA06p0sTPOABBanHdnlQu+LIpBJCbWQU1CE/NqLg0UpABnUnhggYegaoVAbdBkARkIAL76HgNfkCRYcWZNpPVmJ5DZhXT8Fk71/8/mXO52bZeuYV/U2GBCYkIaRUNT+t3313HmioZ74vVg8kgKLAIw2DWmKjCndSZ9VZuJ90wczA6oVKzULVjIx2o0mKbSZLSOJSu6cWXSGw9QfrqaEA/sT1kAF5TsALzJa+HQ1yTkz6RjrwJGeNphQvISFBE02O0GLBUNi+J4ggWtIFIvFSrDRj5yiaHDHMvTic3jxlXrxueIQbxHTr93+f4xkofnyZfq6/jcc4s6gw+OzJwOUBemAoLe3h66L7Rgh/QQMaUi8+HKAS4A5fr+2gvJ/Au8BBa3HTqG6zawxS0h//yOS3UR6zImeZufsM0voTU4ajDoEZo0dwhrcwkoWcOlgJRKESjiw/DYgXnyPAvv6BTGKgf/E5ycDVuBNoJAMtW9+fpZ1dd5TmJC50HOSvkA70fpurGOtSE4TrbQS6+kbJHCqmAoycLjdrH7jb4Qq/VoJBwZOsNsAQlJUhCGQzJImerV1wJ/jY7T478sLvblbVcVqXZX32ID2GoO7mRA6SDICgRIX4rz/JM3hOnQ0pnW0EHIVomIhoNSTHLFEB16Bs2g6Quh0nrmqKpPsviO3XlC8+NYDs4F9FZRfLFJ+/pwu9w7RWQxvKqW7i6EobSmkLcVgaMFJBJN6OXP2D1YVQHKY+iLv1pidC/Iw5biIfdS5GKCC8v3cbjA3bttDo6BsxibQGZX1B+3XRx6A7p8ebmogJWLr34iOdb1sWZ76rN559gPZPivDiInI8OW5cZu8vTHza1hlkvRRNVFxAImjtXtJb0tDd9sIiVbCBAGw6KrR5Ol6ZkBB2Wb9lSEiX+9+v16WFDU0kOXGbQ/vaMw6KGTBmpwnRx0c+pdYctBC0BII7Di6xfNxYwbS0eoj/R8Tqtx1TN899vbznQ3ZrwgZeUXek5g+xkFiG9ypOhzRk4lG3alnS4X242F9/K7j30zFEHT39nL3IT8yQE3rOazdJl5Ku/HiSJj3tB8V/7Km2xIrMGOiwFNMlnsKBhCTNGShxpURDBx9QK+kUXv4EIZs8I3axxPGGf2X0cZt39remPkzBRV9YGuAiV1OMrLmMyk1F4AuI8qHtacI6A0IA344ue5p9u7+xacHGGLPrXhVCCHQhc7n857gSM0+YqoOkoJiGExoS6InSTe2T7nqYe/ulpF8fWKAHWWvnBMY93+xYDOHLr+OLMk8mL8JgGut73GlpYoVUx9dWfrq+COj8ScLShP2BIJS893PjPszkqcCsChzJYbQqQ1eAGDauEIAjn/41zdGm9D/Aes5mfqZhtX/AAAAAElFTkSuQmCC) 31 20, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 31 20, auto;}
}
div.testarea{
animation:rwdcur185547 1.1666666666667s linear infinite forwards;
}
