@keyframes rwdcur256573 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADxUlEQVRYhe3XzWtUZxQG8N+9TSeTjImS0bYam9jaltShCqIiRWpb6ELwYyFxI/0QSksL4qL0408oSBelUBALgl21U7oQ261SsrAigg2Mmoj4FYcISWPTcaIJd7q4k8lkMsmotXTjWQzD8557nue+7znvOZfH9j9b8MBP9OrABqxBEhPI4Yys0f9GQK8m7MF+bAYhYVMomoqIKp6n8A1+knXv0QjotQHfoye1MiX9SlqqMyXZkRSEgVJUMjE6oTBUMNI/onCjABfwtqwz/05Ar/dxKLksGXZv65ZakWqot3Cz4OKJi1wX4UNZ3y3k/0QD8sPptelg9e7Vmhc3NySHRFtCfm+ePwWu2CljSM7Z+fzr70C87b+n16bDrm1dgmDGrVQqKQwVjF8bF92NhM2htq42qc6UIAicXV/minAIJ0TYKFtfxFwBccL1J5cle3re7RE2hZWlsYEx+b684q0i/I0xLMGilqdbFN8psrEq1iS+wHU5rJM1VUsX1gLibO/p3tY9i3zkjxGXf76seKvYh11YLOtZLMau4nCxz0GcrIr0JD5CXLJ76u1APQH7UytTsxJubGDM1V+vwlFslXVMtlx8WZGsY9iKo75lVu6/gB5woLGAXkuxOf1KugKVSiX5vjz0YV+FuNZifB9+8yNKVWuvg03lS2wBAayHVOfM2xeGCtNnfnBe8tkivnIFF6vwFyv/NjQSsEZIsiNZAcavjRMn3PEFyWfsOO7IVSGdFaY1jQQkw6ZQEM4UR3Q3grGGbz9tsd+oYg1LIo7fSMBENBUpRTMHGDaHsERv3YSda7Ffh5YqLKLcGSYaCciJmBid8WvraoNF2H5fAmK/VpkqZMh0w8rVOtcKOEOceNOW6kxpeaoFPm24C/H6J1bhpSp8cHb8+QXE/fzUSP9IBQqCwPIty2ELjswrIsaP4DV7zL5jT4LT9eaFuc0oozj51+Tu9ufbJdrKmZNOSrQn3B68vQ5vyBiVMSinpFcoYwcOY4eP8WpVvEv4AXwmp7+Wrl4vSOBccmmyp+e9ml4wWO4Fw0W4g1F0oNUq8WVbXemT+Bw3XBD3gjlDykN3w4GpAYpoQUZ85tXR7rMb1p8Hcm7KuFkcLu6cHJ/U/lx75W4IgkCiPSH/Zp61eBlLa8gnxQdyAnwg65e6PPMKiEWclTFUHC5uHxscC1qfaa3kBOSX5+s/dwlf4pyoTL7gRPRwM+GKlPNvnY9rKBLX+aA42y9Q/t0737Y/mIBYxPRUfACbMHO93lM9FZ/G1x7pVDxXzCP9Lnhsj+0ffjU9MUMB1SYAAAAASUVORK5CYII=) 15 15, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur256573 2.1333333333333s linear infinite forwards;
}
