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18.181818181818%,27.172727272727% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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36.363636363636%,45.354545454545% {cursor:url(data:image/png;base64,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) 16 16, auto;}
45.454545454545%,54.445454545455% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur62732 0.55s linear infinite forwards;
}
