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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:rwdcur21507 2s linear infinite forwards;
}
