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10%,19.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur156116 1s linear infinite forwards;
}
