@keyframes rwdcur222061 {
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33.333333333333%,37.995238095238% {cursor:url(data:image/png;base64,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) 2 2, auto;}
38.095238095238%,42.757142857143% {cursor:url(data:image/png;base64,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) 2 2, auto;}
42.857142857143%,47.519047619048% {cursor:url(data:image/png;base64,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) 2 2, auto;}
47.619047619048%,52.280952380952% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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57.142857142857%,61.804761904762% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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}
div.testarea{
animation:rwdcur222061 2.1s linear infinite forwards;
}
