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15%,19.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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}
div.testarea{
animation:rwdcur35759 1.6666666666667s linear infinite forwards;
}
