@keyframes rwdcur115970 {
0%,4.6619047619048%,100% {cursor:url(data:image/png;base64,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) 3 8, auto;}
4.7619047619048%,9.4238095238095% {cursor:url(data:image/png;base64,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) 3 8, auto;}
9.5238095238095%,14.185714285714% {cursor:url(data:image/png;base64,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) 3 8, auto;}
14.285714285714%,18.947619047619% {cursor:url(data:image/png;base64,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) 3 8, auto;}
19.047619047619%,23.709523809524% {cursor:url(data:image/png;base64,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) 3 8, auto;}
23.809523809524%,28.471428571429% {cursor:url(data:image/png;base64,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) 3 8, auto;}
28.571428571429%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 8, auto;}
33.333333333333%,37.995238095238% {cursor:url(data:image/png;base64,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) 3 8, auto;}
38.095238095238%,42.757142857143% {cursor:url(data:image/png;base64,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) 3 8, auto;}
42.857142857143%,47.519047619048% {cursor:url(data:image/png;base64,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) 3 8, auto;}
47.619047619048%,52.280952380952% {cursor:url(data:image/png;base64,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) 3 8, auto;}
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90.47619047619%,95.138095238095% {cursor:url(data:image/png;base64,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) 3 8, auto;}
95.238095238095%,99.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
}
div.testarea{
animation:rwdcur115970 1.75s linear infinite forwards;
}
