@keyframes rwdcur47824 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD10lEQVRYhe2W3U9bdRjHP+ecclpLeSlrKS++wKTMhWFhMcUhQzZlLKi78W0uu9C46IXRW68M3ZXRf0CvjMumLJGY6KJzQ5OhWwyEmTmHCJ3ABJzg4b0vtOe0xwttaUNb2m7e8b07v+f3nO/3931+L49AluhRevVM8ZO2l4Rs/5UIMZ+kVNhKYDpkrToXglzcuCMHPB4PHo9n03guYvMWkEicSsRdF5Boa5ywyJA3cc4CNtlqNxLxiaiFO5NFpZt/pwJiJB6PB5pLodpEUCxhRLcz6zqRUsRdFwCgFtbC/Dprv5gwRdcw6WGCY0PMuE7k5cKmIqZKitVfqXsW0+T3TC3sopw5DEIIZ/AGkl2EP37jtb5jVN34GMjejSQH0imOja9bylDva8FS14SxuIIApUhWYDkMZhGH90KcPCagR+nVMzmRdGGkm9j5sw106G9SNlYmi/giOyiw2DGu/Bqf+2fjK9hu/Yi8Pg7haJITqS6oLffAq1/cpvDCaUyh4MagSYL6QizNGkb/aNL8e3wKsupFNdwPbF2KjAf5zTPXsd78kgrByNJkLZ7zZ/8NVBrBVQL6fwsaXornWKfOgbOIlQmdxba3qb/8XkYBSQ4kWnTs2yAr0178UhkQpXysj3WrC8wS1Fmg2gyqDrpOwOZm0v0WlBTgt+1D84ZZlYqZvP4TIwd6MgqQEj9ie6B7uJjR4SGM6KiCiXJhFi0qM0E5NosCM0EwSBCKwriP9cUga4rCBDUsh6MIFBAWZSrVJabml3Fa3LzccCTlA5XSga8fWWVnawfzkgVdENA0I1rpQ1hrdhNgLyxF4Pc18KlElkuRymopqm2kpGk/gc7jDJnrGDFWsSwVUdvg4ruH57IrQSK+cvsob+9iTHYwbmogWHIvjtFPef+Nw0AUDCJMB/Db92D+e5APXnTySacZQddZFWQiCND6DKcPF2d8ntMGYuV44VKE21ev4HTu4qMjjnj8nXc/ZF63sNB2nL72jbxD13Yw8MNl2tv30+9StuwN0p6CeKLSqx+NPooWCiTFbzUdZXDsJrsNMhDe+KGm0nrgIG0dHVk1JVm9p2cPyoDM632TLNkewKCFsM55qQ8vUj11jee0BqKiiDmwwplDcNL2VNYdUU6N5JX+i/rMwDfsCf2FhkRj8CqCGMEruxiTK6h87AnOtQT+v5bsYvMCzpY2LNEADk1h2lhPWC+kSp3F9WBNzuSQowOxjfn8gI42eB6AoCDjaNjLqe6yvFrznByIEXz2uECBu4tpgxXzvi5OdZflyhtHzk1d4ul42vwkn7v9eZNvYxvbAPgHT5d6/x0vHyAAAAAASUVORK5CYII=) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur47824 2.6666666666667s linear infinite forwards;
}
