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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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div.testarea{
animation:rwdcur88372 1s linear infinite forwards;
}
