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14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 0 0, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur129193 1.4s linear infinite forwards;
}
