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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur5405 2s linear infinite forwards;
}