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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;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur167044 2s linear infinite forwards;
}