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0%,6.5666666666667%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.6666666666667%,13.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
13.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,26.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
26.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
33.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,46.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
46.666666666667%,53.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur20363 3.25s linear infinite forwards;
}
