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28.571428571429%,33.233333333333% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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38.095238095238%,42.757142857143% {cursor:url(data:image/png;base64,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) 31 31, auto;}
42.857142857143%,47.519047619048% {cursor:url(data:image/png;base64,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) 31 31, auto;}
47.619047619048%,52.280952380952% {cursor:url(data:image/png;base64,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) 31 31, auto;}
52.380952380952%,57.042857142857% {cursor:url(data:image/png;base64,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) 31 31, auto;}
57.142857142857%,61.804761904762% {cursor:url(data:image/png;base64,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) 31 31, auto;}
61.904761904762%,66.566666666667% {cursor:url(data:image/png;base64,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) 31 31, auto;}
66.666666666667%,71.328571428571% {cursor:url(data:image/png;base64,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) 31 31, auto;}
71.428571428571%,76.090476190476% {cursor:url(data:image/png;base64,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) 31 31, auto;}
76.190476190476%,80.852380952381% {cursor:url(data:image/png;base64,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) 31 31, auto;}
80.952380952381%,85.614285714286% {cursor:url(data:image/png;base64,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) 31 31, auto;}
85.714285714286%,90.37619047619% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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}
div.testarea{
animation:rwdcur190976 1.75s linear infinite forwards;
}