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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;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur81044 2s linear infinite forwards;
}
