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0%,9.9%,100% {cursor:url(data:image/png;base64,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) 16 1, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 16 1, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 16 1, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 16 1, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 16 1, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 16 1, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 16 1, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 16 1, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 16 1, auto;}
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}
div.testarea{
animation:rwdcur4468 1.1666666666667s linear infinite forwards;
}
