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7.6923076923077%,15.284615384615% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15.384615384615%,22.976923076923% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.076923076923%,30.669230769231% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30.769230769231%,38.361538461538% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.461538461538%,46.053846153846% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.153846153846%,53.746153846154% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.846153846154%,61.438461538462% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.538461538462%,69.130769230769% {cursor:url(data:image/png;base64,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) 15 15, auto;}
69.230769230769%,76.823076923077% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.923076923077%,84.515384615385% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84.615384615385%,92.207692307692% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.307692307692%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB90lEQVRYhe3WsWsUQRTH8Y8nBj0vKQzRFEEiCkoWIViIaLBQrESixRb6X1haiZW1hdgqmCJsqthIkBQiIVgEQTyEqKAGPUiQoMcZEzgtZk+3ub3zEknh/Zpd3tvZ9533Zt4MXXX1v2vHX4+IFXACYxjAdzzGgkT93wHEiriNa9iNUuqpps8lzOCGRG1rAWKjmMAIaihmvNUMDKzggsSLrQGIncUkBjPWGj5hDUPoSaEacB8w3g5EoUXwIu6hLw22jjlcxVGJ4+jHOMqZkQcxkY7fBECo+YgwqzqmcUZi+veCS9QlniDCVArJHsN63W0F0LwEYbW/wrHUMpcGb64Yu7y0z7BDSt577bMob3fkZeCkkMqqkP6bucEhQcF1+xX0oN+QsGWbKg/glJD6Ugox2yJ80A+zVlVAUUmvsU4BBjLvlbabTKJuVVHZV29UbTjcKcBy5n0wXROtFSv4pmZFny9K1rztFGBe2NeNRnOuLYDwXaNnVPGsU4DnQkMpCa33lrhF6OC/k7EsYaEzgFDzmYxlFJNNIYL9AY740xXnW62dnXlOkae4gr2pZQQXRZZFFpX9FCuInMcjnBayBYu4rGwjL8S2nwXbfhrml6ChsorIffQKrbkuzJrQ+9fxDg9xSeJjW//V+Y1oVLgRHbDJG1FXXXW17foFmWqKEkg8X2IAAAAASUVORK5CYII=) 15 15, auto;}
}
div.testarea{
animation:rwdcur61413 1.0833333333333s linear infinite forwards;
}
