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0%,6.5666666666667%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
6.6666666666667%,13.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
13.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
20%,26.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
26.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
33.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
40%,46.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
46.666666666667%,53.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
53.333333333333%,59.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
60%,66.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur33504 1.5s linear infinite forwards;
}