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28.571428571429%,33.233333333333% {cursor:url(data:image/png;base64,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) 8 10, auto;}
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38.095238095238%,42.757142857143% {cursor:url(data:image/png;base64,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) 8 10, auto;}
42.857142857143%,47.519047619048% {cursor:url(data:image/png;base64,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) 8 10, auto;}
47.619047619048%,52.280952380952% {cursor:url(data:image/png;base64,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) 8 10, auto;}
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90.47619047619%,95.138095238095% {cursor:url(data:image/png;base64,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) 8 10, auto;}
95.238095238095%,99.9% {cursor:url(data:image/png;base64,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) 8 10, auto;}
}
div.testarea{
animation:rwdcur22912 3.5s linear infinite forwards;
}
