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4.7619047619048%,9.4238095238095% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9.5238095238095%,14.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.285714285714%,18.947619047619% {cursor:url(data:image/png;base64,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) 15 15, auto;}
19.047619047619%,23.709523809524% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.809523809524%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,37.995238095238% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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47.619047619048%,52.280952380952% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.380952380952%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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71.428571428571%,76.090476190476% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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85.714285714286%,90.37619047619% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur69476 1.75s linear infinite forwards;
}
