@keyframes rwdcur142493 {
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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADH0lEQVRYhe2Wy29TRxjFz537MnngBLMIgU1JRJZdAFVCm4JiYxtwaaMSVsCCDSyQqGil/jHtLoJGVVQq8VCIhAAntrETpyVVyEMGqZQCLQ8H7IDxvTOniyhAVFDvRbG6yU8afbO4c865+r6RBlhllf8ZzeuHvV8cZC6Xg2naKJfLsCwLpWcLCIVCMAwDjuOgWCzCtHSYpoktW9qRHLnsWf8/WR/awL4Dh/j9d/2cnb5D6UhKR/J5WbJaWdzPTt/l4I8X+GXvIbZu+IArZg4A+z/rI2BTQx2BegJr2BzcRKCOuhakbYaoa0E2rd1IwGY89vnKBgCA3ZEElVLvXIVCgYODg0zs7fNsLvwEUMrFs6cvoGkaXlYUlAKoCKUATXvdbsP0rukrgGkaAIDikxICa3RoIEqlCjQs/+H5+WJtAti2jYGBH9C8rnHxsC4QbKqD0Bdl2trakB+/gWq16kfWO7nsBGPRffzjzn0CYLlUYVNwPaUrCYBnfzrHvXv2M3ktvfIDuMRIMsOuzm4+ejhPAHw6v0AAHElm+NH2HRxJZmpnvsQvE7+xq7Obtwq/Uxc2s9fzPHL4KLPX87U3XyKdyvH4sRMslyr86uQ3PH9u6L3MfQ3hm5imCSklbNtEsVhES0vL+0r5JzWa5c5Pw5ybvU3pSs5MFxiL7mM6lat9Cybyk4zHEpyZLnCh/JJKKUpX8uqVUXZ1dvPa1VTtQqRGs/zk4128f+8hny9UKV35KsC9P/9mJj3Grs5ujo/9WpsQkXCcP589z78ePCaAV/d/qWbSY/z61LcM98Q8BzD8BNA0DYnEHhimDqUUhBD/qpeGLmNyctKzpq9bYFkWDFOHdOVbzfPjNxCLhyGEd1lfARzHQblUgW7omJ25BSHEsrp124e4eGHYj6R3wuHdDNgN1IXNtY3rCAg21DcREBSaxcaGZgIG6+uCBAxfc+CJ1tZNjEbjPHNmgDdvzlBKSSklHWexuq7k3FyB/f2n2dMT4ebN7Z4CeH40RiJRTk1NLeu5ZVlwXRckIYSA4zhQSiEQCKCjowPDw0Mr9yhdZZVa8Q/cfNbMv93rAQAAAABJRU5ErkJggg==) 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%,67.0875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.1875%,78.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.125%,88.9625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89.0625%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur142493 1.0666666666667s linear infinite forwards;
}
