@keyframes rwdcur85029 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 13 14, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 13 14, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 13 14, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 13 14, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 13 14, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 13 14, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 13 14, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 13 14, auto;}
40%,44.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADj0lEQVRYhe2XW2tdRRSAvzUze5+zT041l9Zc2sSgNbZaqiJYiVawTyIogiCoKEgRxQehvqkI/gGf/Qn6JIIgKCrFFzX2pqWhYlObXhJyP0lOwtmXmeXDwYqQWkh3VKTf42Zmz8eaNWvNwL+MAGYn7H6gWh11qtVV1ZWZEC7MFMX5OZgHiq0UcF1Qf6NeP/JsXHlhQcQto9m897MXvI4fy1pfHEvTz6fg4lYJ2G7ofaWaHB51do9HI4RqzdieAWNG9sfxwb4oumsuhMm5EGaAULaAaUFYFx8AOoAaglMFg6kaOkede+a1JPlgn3MPAaZ0AYWVCc9sQwERUFARAuABRdxIFD38XJK82wvDZQvYFvgdxu3ZE9lRQVyTQEsgR/AKKmBEzXbjeluqS6eL4hglJqYFgqBmKK4eio10tQRSFXIUFVDa0XBCpWJMfCpNv1mDpTIFSENoVIwd7LZmnyJRIRBUCCp4A5lAKkJDdeF4aH227JkrVwBaS8KVbmv3163dRTs3UAERYTnQHC/yU1+n6Yc/p8X37SklCgCseL8w7f0vncbt7TCmzwhWAEGLH7Li049WW2+dKdKjwHpZi/9FAAjLIUxPB/9TEOlIjOl3hkoj6MVP1tfe/y3kY7QPRqnIRh87oG9XHD86aNzIQijOnsyyL4Fm2Yv/7zBsolLa6w+5Pn0w/GSSHN7r3EEB5kJYBLJ/SiB+OUlefbFWe+/OKD50r3OP1a3dtpDnk01obLVA/UDFPfJ6NTnijBlaF3HbrN2+25kHe1y083KWnV6BxS0RuB2GX+roePupau3NLmdHlsDmCiBEIpV+a+9IrFTPZvmP2d/Ujk0L3B/HTzxdq70TWTu4pmJzERQIAqqCQeJ+Y4aWYfJcUZzhGneJTff3hkjzomprWZV1CWQKhYDXdvMqgIo1tz1eiZ8fgIFr/WfTEVj1vtkbx/f0OHO3wRhEaZduIaAggqpKHalN5PrdJfXnShXIYa3p/UJ/FB9IxPQIIioA7a2A9sUmFqJLRX583PuxUgUAXQphZjWEmR3O3lcz0gV/xOFPEStipkI4czLPj7JBHtzoMcznvD/fCGGy6txQxdoeC5ECAQEVvKAT3p84nWVfsUEzK6MQ5fPe/zoVwtiS+pUcyBGboiYXiobq4ok0/fhSURyHq7tzlQ274Q1QvRUGbqm43Z3BDcVG3Zrq7OUs+7bZfuTc5Cb/PX4HJ0eHQK9UhQ4AAAAASUVORK5CYII=) 13 14, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 13 14, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 13 14, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 13 14, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 13 14, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 13 14, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 13 14, auto;}
75%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADqElEQVRYhe3VzW9VRRjH8e8zL+fcXgq0cJtqayhFN1iBEIgbIy/xNUT/AUlIiCtNTNzqWtdG48adC+POhQsXLkgqaASVQDSCkQJCTekt9OWW9r6cc2YeF7dEEt6bw0b5bWaSmcx8ZuacGfi/R26q9456v2Wd6oaWSHMxz2emYQZoPkyAWynNgSQ58Ha1+l4h0rcQY3uOOP1XCGdOZsWRX7Ps6HW49jAAdqX0hys9bx70yeupNf3e2tqAcZufcm7XDu/3DHo3clV1ci7Ga0AsE2BuVDoaTWHUGJQkKoYIiOkzduiFJD30VrX68Zhzz/LvrpWSGzugo97u3umS56NiMgMdhALpMkTsgJXhJ6x78o9O56cGXC0dsE7M8FjiX6oYKi01ZECOELrNKMb0WzOImuJikZ9oQadMANFa3WTdnl5jhzKBTLqrjwoqoAgG9TUrG34rwvGZGCdLBSyGsFS1dnDQ+10CSRAhqqJGUBEKUQIGVeFskR+9FMKZUgFAPpvnUzVvt603fkTA6MotoQKdSKwr87+E4sixZvPLJsyVDaAJjXqIExus2drr7JARMQhYhRmN579qLn/wXbP56SxcBrR0ABAbMV6ph/C7Ean1WPO4RZKg2jnWzj7/pt36pAWzZU1+O8ANxNRklv04LfHyEtKZKIrj483lz5Zg6jb9k17YuAZsG/IHxck92h2wDiiAJW69Bd2+JHltXyU9vBDi3Ik8//pslo0vwML9Am63AzcnAi26//wtKxuBTe9Xqx8+naSvDnq/fczZ56piB6aKfGIZ5ssA3CmVzd4/c7BSeWd/Wnl5wVBpIVIxsn7U220D1g5fyLLT94NYDcDsTdNX3u2pfrQ19S+2xKxtIAQUFcEjyaC1o84QLubFyTa07zrYagBbnNmfOrd9HlOtAx1RgkBQJSfiRHr3JpU3xtJ0z70GW9URrDF2ZNgn+0U0VUBVACEiIEJE6RFZ64jtM1k+3r7Lu7EagLZDaAwkfmefsZsNImIgiiIiKN0yCuIFOdXW8QVCvUwATVhcVp0fcm531Zr+7pyC0n20VAEEC0xkxfikhnOlAoA4G8LkUoxX+p3bkRrTL91zQFGU7sflgIux+P7PojhVNgAgr4dwYS7Xc8bJxsTYGpCoGEFWHjClfTLPv730kAAA+ZyGC5Odzg911Yl5aCxHbS2pNhtK43wRT/+cL39xPTJ9pwHudRU/SAzQW4PHjHO1FMxiUUw14G8gK3GeR3mU/1j+AR68nx7gWH+qAAAAAElFTkSuQmCC) 13 14, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 13 14, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 13 14, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 13 14, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 13 14, auto;}
}
div.testarea{
animation:rwdcur85029 0.66666666666667s linear infinite forwards;
}
