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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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div.testarea{
animation:rwdcur124510 1.2s linear infinite forwards;
}