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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur217061 0.4s linear infinite forwards;
}
