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19.56043956044%,19.68021978022% {cursor:url(data:image/png;base64,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) 14 13, auto;}
19.78021978022%,19.9% {cursor:url(data:image/png;base64,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) 14 13, auto;}
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27.692307692308%,27.812087912088% {cursor:url(data:image/png;base64,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) 14 13, auto;}
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60%,60.11978021978% {cursor:url(data:image/png;base64,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) 14 13, auto;}
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}
div.testarea{
animation:rwdcur77485 151.66666666667s linear infinite forwards;
}
