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4.7619047619048%,9.4238095238095% {cursor:url(data:image/png;base64,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) 7 7, auto;}
9.5238095238095%,14.185714285714% {cursor:url(data:image/png;base64,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) 7 7, auto;}
14.285714285714%,18.947619047619% {cursor:url(data:image/png;base64,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) 7 7, auto;}
19.047619047619%,23.709523809524% {cursor:url(data:image/png;base64,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) 7 7, auto;}
23.809523809524%,28.471428571429% {cursor:url(data:image/png;base64,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) 7 7, auto;}
28.571428571429%,33.233333333333% {cursor:url(data:image/png;base64,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) 7 7, auto;}
33.333333333333%,37.995238095238% {cursor:url(data:image/png;base64,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) 7 7, auto;}
38.095238095238%,42.757142857143% {cursor:url(data:image/png;base64,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) 7 7, auto;}
42.857142857143%,47.519047619048% {cursor:url(data:image/png;base64,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) 7 7, auto;}
47.619047619048%,52.280952380952% {cursor:url(data:image/png;base64,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) 7 7, auto;}
52.380952380952%,57.042857142857% {cursor:url(data:image/png;base64,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) 7 7, auto;}
57.142857142857%,61.804761904762% {cursor:url(data:image/png;base64,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) 7 7, auto;}
61.904761904762%,66.566666666667% {cursor:url(data:image/png;base64,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) 7 7, auto;}
66.666666666667%,71.328571428571% {cursor:url(data:image/png;base64,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) 7 7, auto;}
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76.190476190476%,80.852380952381% {cursor:url(data:image/png;base64,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) 7 7, auto;}
80.952380952381%,85.614285714286% {cursor:url(data:image/png;base64,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) 7 7, auto;}
85.714285714286%,90.37619047619% {cursor:url(data:image/png;base64,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) 7 7, auto;}
90.47619047619%,95.138095238095% {cursor:url(data:image/png;base64,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) 7 7, auto;}
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}
div.testarea{
animation:rwdcur255644 2.1s linear infinite forwards;
}
