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28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur246991 1.05s linear infinite forwards;
}
