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16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 22 19, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 22 19, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 22 19, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 22 19, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 22 19, auto;}
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}
div.testarea{
animation:rwdcur86194 3s linear infinite forwards;
}
