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5%,9.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur177496 2s linear infinite forwards;
}
