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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 0 31, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 0 31, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 31, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 0 31, auto;}
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}
div.testarea{
animation:rwdcur203092 2s linear infinite forwards;
}
