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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 2 0, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 2 0, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 2 0, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 2 0, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 2 0, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 2 0, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 2 0, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 2 0, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 2 0, auto;}
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}
div.testarea{
animation:rwdcur258362 4s linear infinite forwards;
}