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13.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
20%,26.566666666667% {cursor:url(data:image/png;base64,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) 14 14, auto;}
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33.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
40%,46.566666666667% {cursor:url(data:image/png;base64,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) 14 14, auto;}
46.666666666667%,53.233333333333% {cursor:url(data:image/png;base64,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) 14 14, auto;}
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66.666666666667%,73.233333333333% {cursor:url(data:image/png;base64,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) 14 14, auto;}
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80%,86.566666666667% {cursor:url(data:image/png;base64,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) 14 14, auto;}
86.666666666667%,93.233333333333% {cursor:url(data:image/png;base64,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) 14 14, auto;}
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}
div.testarea{
animation:rwdcur150577 1.5s linear infinite forwards;
}
