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18.181818181818%,27.172727272727% {cursor:url(data:image/png;base64,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) 0 2, auto;}
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36.363636363636%,45.354545454545% {cursor:url(data:image/png;base64,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) 0 15, auto;}
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}
div.testarea{
animation:rwdcur172804 1.8333333333333s linear infinite forwards;
}