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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;}
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}
div.testarea{
animation:rwdcur133965 1s linear infinite forwards;
}