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20%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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45%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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55%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur75748 0.33333333333333s linear infinite forwards;
}
