@keyframes rwdcur227926 {
0%,1.9833333333333%,100% {cursor:url(data:image/png;base64,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) 15 14, auto;}
2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 15 14, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 15 14, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABZUlEQVRYhe2WMWrDMBiFn0uPUChZQi+QQudCl3ZIcFIMPUK7u7PBk8Fzs/cKhdCkJEMmg+dAfQGTJRh8B3Xp70h2JEtuAh30bZaM3tP7f0sGLBbLifF8l6nmz7ssenl3dXDRIsmd+th4ssVseiQDJHx7MwAADEc7YT4EGBnxfJeNJ1s8338D62u2mPcxm341DDYGVOIkXKdhJC6rNN7XA/bykEl1zv4qDgCrZQ+rZa96joKLKq3FvK9cuzUBnZ3z4nwafBIytBKQiYdxiTAuBVHejA5KA23RyyATfClkdPoMSSQKRMEuGJdgONoJtZeJ65oySoDqDgBRsBc51Iy6dG7Cuql6M+oaMkrgWHXnMToHPt4+AQBPr4/CO7ISpJvsNOcAGSFUzdhGq4EiyZ10kwFo7lyFzu4BRQk832X87WVyKOmKA5ImpKsU2JsoktxJf69bmRFKSlccMEiAx+SHxGKx/Ht+AMQeqvEcT7SlAAAAAElFTkSuQmCC) 15 14, auto;}
54.166666666667%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEEElEQVRYhe1WS0wbVxQ9M/b4M2MP+INtIIBDFUehQJukRlUpjBTRlYlEIlWqqipVV5G6CJZYRJHaRZVFlUZIpOuuqkqRqkRUDcmiyqKmSUqDmiaEQGOCwXyNP/hDPDYee14XVkwi8IRPd+Gs5s2995zz3rvz3gD72MebDtVeis8KVm+HkxVHguLKbjmonRZ4BWvrdcI+qkMhxdgc/Gw8BUnKwQUp3EjlfzKh8G2/LxZ9kd/T6yG/XLlZVmfbBnoFS9uaVvf1Xbqiu8nVCFHMguP0oCig66MlrCxL+HdiHffH1nFKWrP0+2KrPb0e0n1yDkM36lHOxLYMnOp0jBZqqt8V9ZVqnjdsiuu0MpwHs3A2JiHlCL6/HJabID0YHA6597wCfYLFfJOwkUPNb9MMw2wmoABCAKs1jyNNSXBcDqIoIzQp5jK/RTqu+GL3lfgVm7BPsFivUhXR1pZmSq1Wb4qbzXm0fxhBQ0MGgQCHwDQHu0OCwSgjLUElRfLVI09SV5U0aKVgHPR5e0UlVKrNaRoNwXvuML75LoxbN6JwNmQBAPfumkFk4ECDBo+1um6vYG3dtYEAYc5YLZVbxoyGAkJLBASARkPB7hABFLdjYtwMAPj4kwpcJ+wjJY3N6/oS/GBsbZy+NOZYGcfdq5BlCv88MIHRGHHxAoXAMwOmn+lKefGEGuk1DUQxjToUUvMKGmV7wCtYmv2M4ctaexWAYrOd6Arh8kAYcnYdNbVGTExyCM4aEI9rkUxuzCWXo1FTuw6LlYDQ0B6n6PjfQfGvrXTKbkEW9AmniS+Neb6ARFyGKAGhlQLeOpQsxY4eTaHakXt1ZioCABgZk6AH+b2cjuJn+EFnbdLoOsJznB7vN7VDZkfBm2YxH9SCED0kiQbPR7G0mMWBeiMePrSDFHWh08no6Azh4qUoloaDZXUUm3ABKp5li3t77nMvzn92DeGZLgSDJvinWDhqMph6KmLwdgaZdAaHXWKp1m6TsLIswQUprKShaOA0Jb4z4Q9Ay2gRT8UBAH1ffIXserHsz3smHHNz+PQkB6uNxcLCRiMG57T4dUiNRkr6cdcGBnzRsXY5ORSJxXDt1s8AgEw280rO5IQdFSYb7tyx4Xl6g65QkBFKJGCCfElJ47VHca9gaZuprv+DmO0ahmFQZ23AfDSoWCNJeUyNj8seSqzq98VW92QAKF5Gk2COHW5tpbc6FV9GKvUcbCaRUy0tjw0Oh9yv4y7L1tPrIS+eB4dDbg+Vrhodn8TM7CLW1tKQZbmUm05nQAjBk6fTqF/0Dx1cnuvYjjiwwx+SPsFijoO+MEOYM34wNrVaA6eZRz4cSsxDVXmaElsGfNHxnXBuCz/cbiFbvfcKluazQtW5/11wH/t4o/AfmTmUkPgAPoMAAAAASUVORK5CYII=) 15 14, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
64.583333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
66.666666666667%,68.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
68.75%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
70.833333333333%,72.816666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
72.916666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
75%,76.983333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
77.083333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
79.166666666667%,81.15% {cursor:url(data:image/png;base64,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) 15 14, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
83.333333333333%,85.316666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
85.416666666667%,87.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
87.5%,89.483333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
89.583333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
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}
div.testarea{
animation:rwdcur227926 4s linear infinite forwards;
}
