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10%,14.9% {cursor:url(data:image/png;base64,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) 7 1, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 7 1, auto;}
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75%,79.9% {cursor:url(data:image/png;base64,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) 7 1, auto;}
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95%,99.9% {cursor:url(data:image/png;base64,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) 7 1, auto;}
}
div.testarea{
animation:rwdcur107034 2s linear infinite forwards;
}
