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0%,6.5666666666667%,100% {cursor:url(data:image/png;base64,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) 1 16, auto;}
6.6666666666667%,13.233333333333% {cursor:url(data:image/png;base64,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) 1 16, auto;}
13.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 1 16, auto;}
20%,26.566666666667% {cursor:url(data:image/png;base64,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) 1 16, auto;}
26.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 1 16, auto;}
33.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 1 16, auto;}
40%,46.566666666667% {cursor:url(data:image/png;base64,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) 1 16, auto;}
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div.testarea{
animation:rwdcur77790 1.5s linear infinite forwards;
}