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16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 1 7, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 1 7, auto;}
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41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 1 7, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 1 7, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 1 7, auto;}
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}
div.testarea{
animation:rwdcur120292 1.2s linear infinite forwards;
}
