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16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur217131 0.4s linear infinite forwards;
}
