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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;}
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}
div.testarea{
animation:rwdcur257935 1.2s linear infinite forwards;
}
