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0.39840637450199%,0.69681274900398% {cursor:url(data:image/png;base64,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) 15 15, auto;}
0.79681274900398%,1.095219123506% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.195219123506%,1.493625498008% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.593625498008%,1.89203187251% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.99203187251%,2.290438247012% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.390438247012%,2.6888446215139% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.7888446215139%,3.0872509960159% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.1872509960159%,3.4856573705179% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABnElEQVRYhc1X223DMAw8GR0lG2QGw2MJ/fUanSJDdIPswn7EovlU1MaIS0A/4ol3pGyJKgAI2gq8WUyEG8E43Mdjpm7ozwZwC4mue9TybXGUYEJyyTexa7mwYwPKoQIKIvYn5C4OoQLLhbETZ367WxGYsaKCMGN1WUnCiNyuVeS3e6u2Kg0RKtHyRYTKqmesVEE0Y+U5oms4umuC2DD2kohXydV+GWA6LHkX62N6AVI1AAJRPizJIFZweAG2dANB9+oNCGjbYwXk+5dl68sY+8X66NtoMYgylXG2o6bW+4+YtAAr4mgBlrzxlW2CV5UiTuE2/5iLzvVnAuT6LaTmmiypBBxtUaLmMkkqAYXleL/xJ7EVSyYiK70tcYrLyAGI2/Ak+xdbkJMf/BdEHFNH3eEW/W1TBJBNxFG2NzU+wfOPYkv+7suIg5x1HXOQ0xsS3p83tmTuJGytc689B4CsLe+14zJmmP1ZbfmfyXtzoyLK5khfLKpMnbffwLtQbUfj2r8BTV7MyAjYnzzbXBx+BgrAs1sNASbCjWAc7gdPpI/v0UfpoAAAAABJRU5ErkJggg==) 15 15, auto;}
3.5856573705179%,8.2665338645418% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3665338645418%,8.6649402390438% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.7649402390438%,9.0633466135458% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9.1633466135458%,9.8601593625498% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9.9601593625498%,10.258565737052% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.358565737052%,14.641035856574% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.741035856574%,15.437848605578% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15.537848605578%,16.234661354582% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.334661354582%,17.82828685259% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.92828685259%,18.226693227092% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.326693227092%,27.522841965471% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.622841965471%,28.319654714475% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.419654714475%,42.263877822045% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.363877822045%,42.662284196547% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.762284196547%,46.646347941567% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.746347941567%,46.911952191235% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.011952191235%,48.903984063745% {cursor:url(data:image/png;base64,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) 15 15, auto;}
49.003984063745%,49.169588313413% {cursor:url(data:image/png;base64,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) 15 15, auto;}
49.269588313413%,49.567994687915% {cursor:url(data:image/png;base64,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) 15 15, auto;}
49.667994687915%,49.833598937583% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur110785 12.55s linear infinite forwards;
}