@keyframes rwdcur103993 {
0%,11.011111111111%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
11.111111111111%,22.122222222222% {cursor:url(data:image/png;base64,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) 16 15, auto;}
22.222222222222%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
33.333333333333%,44.344444444444% {cursor:url(data:image/png;base64,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) 16 15, auto;}
44.444444444444%,55.455555555556% {cursor:url(data:image/png;base64,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) 16 15, auto;}
55.555555555556%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
66.666666666667%,77.677777777778% {cursor:url(data:image/png;base64,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) 16 15, auto;}
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}
div.testarea{
animation:rwdcur103993 0.9s linear infinite forwards;
}