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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;}
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}
div.testarea{
animation:rwdcur123611 2s linear infinite forwards;
}
