@keyframes rwdcur119464 {
0%,11.011111111111%,100% {cursor:url(data:image/png;base64,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) 14 7, auto;}
11.111111111111%,22.122222222222% {cursor:url(data:image/png;base64,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) 14 7, auto;}
22.222222222222%,33.233333333333% {cursor:url(data:image/png;base64,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) 14 7, auto;}
33.333333333333%,44.344444444444% {cursor:url(data:image/png;base64,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) 14 7, auto;}
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55.555555555556%,66.566666666667% {cursor:url(data:image/png;base64,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) 14 7, auto;}
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}
div.testarea{
animation:rwdcur119464 0.9s linear infinite forwards;
}