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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 3 5, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 3 5, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 3 5, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 5, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 3 5, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 3 5, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 3 5, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 3 5, auto;}
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}
div.testarea{
animation:rwdcur163414 1.2s linear infinite forwards;
}
