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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 1, auto;}
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}
div.testarea{
animation:rwdcur236516 1.2s linear infinite forwards;
}