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10%,19.9% 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11 2, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
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90%,99.9% 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ufbu6tN3aFmUKczdsOWqfr95kEAID9wFfwyj5t7RG776+k5q1QmNXsUkMT0oSQJ8thP4lAkzVl09T6a2Rg2+3P9D70WdY9ZwJO4NFr25uJ69uYlZmrPc1ewCiLaYqo5cTUOClDQIASIESbHFaKvf3dZw6vOxfrAudIwAk8uqkjXktD3WnP+lJFGqulWo45iqWBgAoh4UPQgRE+dNcLRzefqzXPqYBT8YvvLA/Zjhfv1LpiZTOp1diNTg1TjT3q3uxtT/RPnK91P8fnOEv8H5pZchI7TSfXAAAAAElFTkSuQmCC) 11 2, auto;}
}
div.testarea{
animation:rwdcur122665 1s linear infinite forwards;
}
