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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur202214 2s linear infinite forwards;
}