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10%,19.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
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}
div.testarea{
animation:rwdcur223722 0.33333333333333s linear infinite forwards;
}
