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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur143295 2s linear infinite forwards;
}
