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25%,29.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur85768 2s linear infinite forwards;
}
