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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 3 1, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 3 1, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 3 1, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 1, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 3 1, auto;}
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}
div.testarea{
animation:rwdcur114802 2s linear infinite forwards;
}
