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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 27 12, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 27 12, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 27 12, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 27 12, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 27 12, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 27 12, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 27 12, auto;}
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83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 27 12, auto;}
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}
div.testarea{
animation:rwdcur130411 1s linear infinite forwards;
}
