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6.6666666666667%,13.233333333333% {cursor:url(data:image/png;base64,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) 8 0, auto;}
13.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 8 0, auto;}
20%,26.566666666667% {cursor:url(data:image/png;base64,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) 8 0, auto;}
26.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 8 0, auto;}
33.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 8 0, auto;}
40%,46.566666666667% {cursor:url(data:image/png;base64,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) 8 0, auto;}
46.666666666667%,53.233333333333% {cursor:url(data:image/png;base64,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) 8 0, auto;}
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60%,66.566666666667% {cursor:url(data:image/png;base64,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) 8 0, auto;}
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73.333333333333%,79.9% {cursor:url(data:image/png;base64,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) 8 0, auto;}
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}
div.testarea{
animation:rwdcur226221 1.75s linear infinite forwards;
}
