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14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur149290 1.05s linear infinite forwards;
}
