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14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 0 8, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 0 8, auto;}
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57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 0 8, auto;}
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}
div.testarea{
animation:rwdcur214711 1.1666666666667s linear infinite forwards;
}