@keyframes rwdcur208215 {
0%,11.011111111111%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.111111111111%,22.122222222222% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.222222222222%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,44.344444444444% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44.444444444444%,55.455555555556% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55.555555555556%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur208215 1.05s linear infinite forwards;
}
