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12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur215156 1.3333333333333s linear infinite forwards;
}
