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16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur245534 1s linear infinite forwards;
}
