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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;}
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}
div.testarea{
animation:rwdcur259557 0.8s linear infinite forwards;
}
