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19.047619047619%,23.709523809524% {cursor:url(data:image/png;base64,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) 3 2, auto;}
23.809523809524%,28.471428571429% {cursor:url(data:image/png;base64,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) 3 2, auto;}
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33.333333333333%,37.995238095238% {cursor:url(data:image/png;base64,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) 3 2, auto;}
38.095238095238%,42.757142857143% {cursor:url(data:image/png;base64,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) 3 2, auto;}
42.857142857143%,47.519047619048% {cursor:url(data:image/png;base64,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) 3 2, auto;}
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52.380952380952%,57.042857142857% {cursor:url(data:image/png;base64,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) 3 2, auto;}
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}
div.testarea{
animation:rwdcur239414 0.7s linear infinite forwards;
}
