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13.114754098361%,14.654098360656% {cursor:url(data:image/png;base64,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) 31 30, auto;}
14.754098360656%,16.293442622951% {cursor:url(data:image/png;base64,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) 31 30, auto;}
16.393442622951%,17.932786885246% {cursor:url(data:image/png;base64,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) 31 30, auto;}
18.032786885246%,19.572131147541% {cursor:url(data:image/png;base64,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) 31 30, auto;}
19.672131147541%,21.211475409836% {cursor:url(data:image/png;base64,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) 31 30, auto;}
21.311475409836%,22.850819672131% {cursor:url(data:image/png;base64,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) 31 30, auto;}
22.950819672131%,24.490163934426% {cursor:url(data:image/png;base64,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) 31 30, auto;}
24.590163934426%,26.129508196721% {cursor:url(data:image/png;base64,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) 31 30, auto;}
26.229508196721%,27.768852459016% {cursor:url(data:image/png;base64,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) 31 30, auto;}
27.868852459016%,29.408196721311% {cursor:url(data:image/png;base64,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) 31 30, auto;}
29.508196721311%,31.047540983607% {cursor:url(data:image/png;base64,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) 31 30, auto;}
31.147540983607%,32.686885245902% {cursor:url(data:image/png;base64,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) 31 30, auto;}
32.786885245902%,34.326229508197% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAMAAACdt4HsAAAA3lBMVEUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABbW1u6uroqKio8PDzf399RUVGjo6OIiIi5ubnJyclNTU6WlpZhYWIfHx/c3NzR0dEwMDDOzs4KCgqrq6vj5OQAAABycnLl5eWZmZkfHyCpqan/+ACioqIAAAAICAg3NzcHBweut1w5AAAAKXRSTlMAFmB6FG71fghm2TgK7/t6AEavClbFBi7J1SjrHOFQ65Ec5ZkiGlJaLNWsme8AAAAJcEhZcwAAD2EAAA9hAag/p2kAAACtSURBVFiF7c7HEoJAEEXRARQxK4pizjlnTGNqUf//h4ywt1lZ9tm/W4+xvyKIkuhysHfLt+tF9ijYvdc8A8Dp6PPj9oHgAZ72u1A4gglE+RbeNms1hgjEOVhWSy3xfSDJDbuwmEuIC/rMDsA0hQikM5OxFRjJiADLqubwExjkMAHG8oV+7xXoFnEBVtI7bQCjVRaQAaZUQpxzrYrdP9TqjaaDOSGEEEIIIeR33AGYMx2pL0DlFwAAAABJRU5ErkJggg==) 31 30, auto;}
34.426229508197%,35.965573770492% {cursor:url(data:image/png;base64,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) 31 30, auto;}
36.065573770492%,37.604918032787% {cursor:url(data:image/png;base64,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) 31 30, auto;}
37.704918032787%,39.244262295082% {cursor:url(data:image/png;base64,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) 31 30, auto;}
39.344262295082%,40.883606557377% {cursor:url(data:image/png;base64,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) 31 30, auto;}
40.983606557377%,42.522950819672% {cursor:url(data:image/png;base64,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) 30 30, auto;}
42.622950819672%,44.162295081967% {cursor:url(data:image/png;base64,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) 30 30, auto;}
44.262295081967%,45.801639344262% {cursor:url(data:image/png;base64,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) 31 30, auto;}
45.901639344262%,47.440983606557% {cursor:url(data:image/png;base64,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) 31 30, auto;}
47.540983606557%,49.080327868852% {cursor:url(data:image/png;base64,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) 31 30, auto;}
49.180327868852%,50.719672131148% {cursor:url(data:image/png;base64,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) 31 30, auto;}
50.819672131148%,52.359016393443% {cursor:url(data:image/png;base64,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) 31 30, auto;}
52.459016393443%,53.998360655738% {cursor:url(data:image/png;base64,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) 31 30, auto;}
54.098360655738%,55.637704918033% {cursor:url(data:image/png;base64,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) 31 30, auto;}
55.737704918033%,57.277049180328% {cursor:url(data:image/png;base64,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) 31 30, auto;}
57.377049180328%,58.916393442623% {cursor:url(data:image/png;base64,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) 31 30, auto;}
59.016393442623%,60.555737704918% {cursor:url(data:image/png;base64,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) 31 30, auto;}
60.655737704918%,62.195081967213% {cursor:url(data:image/png;base64,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) 31 30, auto;}
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86.885245901639%,88.424590163934% {cursor:url(data:image/png;base64,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) 31 30, auto;}
88.524590163934%,90.06393442623% {cursor:url(data:image/png;base64,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) 31 30, auto;}
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91.803278688525%,93.34262295082% {cursor:url(data:image/png;base64,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) 31 30, auto;}
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95.081967213115%,96.62131147541% {cursor:url(data:image/png;base64,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) 31 30, auto;}
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98.360655737705%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAMAAACdt4HsAAACalBMVEUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABGRkbn5+epqakXFxfm5ubCwsKgoKBYWFiHh4e8vLyOjo60tLScnJykpKSxsbGKiorKyspcXFzm5+cLCwxJSUmurq5mZmZcXF3l5eXBwcGqqqpXV1fNzc6+vr5OTk6ysrIxMTIsLCzp6ekmJiZ6enoyMjLh4eFUVFQPDw/R0dGMjIwzMzPNzc1WVlZCQkJZWVlAQUHd3d7V1dWYmJg8PDw4ODiSkpKrq6uCgoIMDAwtLS3MzMzg4OBiYmJwcHCGhoahoaK/v7/f39/Y2NgvLzAGBgaoqKi0tbVubm7j4+Pi4uIcHBympqY9PT2zs7OhoaEvLy/d3d0MDA1TU1Ojo6PQ0ND/+ADPz8+ioqJRUVJLS0uBgYHAwMC7u7uwsLCenp6AgIBISEgAAAAAAABanHfZAAAAanRSTlMAHlaHrc3j8fnz44dYIDaV3d+VQgIAk4EWdvcYBu/1fDbXPvsQqwiXxwq/+dOxm5GbsdPPEgJiuduBOgY8hdfJOKn9syq1g1bt/R7hDLePJs0mWPEKLq+pQjKRakwWvevZvbfhiZ8OfhRA6eEpYQAAAAlwSFlzAAAPYQAAD2EBqD+naQAAAgdJREFUWIVjYMABGJmYWVjZ2Dk4OLlYWbh5eHGpww74+AXOnjl96uSJ48eOHT9x8uiRM2cFhYRFiNUuKnb28KGDB1DA/n17z3CJSxBngOSe4wewgN0nd0nxSxOhX0Z2Jzb9ILBju5y8DEEDFM7sxmXAgQPbtiryETJA6cwW3AYc2LxJWVIUvwEqHBvxGHDgwIb1qmr4TVBftxakcM3qVStXLF++YuWhY8tQTFi6REMFrwGaWosXLVww/4y2jq6evr6BoRHHmXlz5yCZMHuWsQleE0zNzC00LK2sYXwZG1u7MzNXIwXEDHtN/L7ABA6OTtOnwU1YM9WZ6HQJBy6uZ6bATZg8yY1kAxgY3D0mToCZcMJTmAwTvFj74YHZ5+1Dhgmavr0wE3q6/cgwgMHatwvmi05lf3JM0AyYCPNEhyM5BjAwesDiot0pkCwTgs60QU2YwU+WAQzmrVADWoJDyDIg1LMZYkDTGXfynBDWCHVCQzh5BkScWQsxoF7WlCwDRL1PQgxYeyaSPCdE1UH9UBtNngExZ2ogBlSrk2dA7NkqiAGVceQZwBBfATGgPIFMA4zLIAaUepBpQGIJxIBiDjINSCqC5ScyDdArhBhQkEymARFn80H683alkGkAQ2puzpbs5iy7NHINME3nPHPGKTyDXP1AEGKVGUuB9lEwCkbBKBgFo2CQAgBTA3bPERjQ2wAAAABJRU5ErkJggg==) 31 30, auto;}
}
div.testarea{
animation:rwdcur249185 3.05s linear infinite forwards;
}