@keyframes rwdcur245573 {
0%,11.011111111111%,100% {cursor:url(data:image/png;base64,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) 2 0, auto;}
11.111111111111%,22.122222222222% {cursor:url(data:image/png;base64,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) 2 0, auto;}
22.222222222222%,33.233333333333% {cursor:url(data:image/png;base64,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) 2 0, auto;}
33.333333333333%,44.344444444444% {cursor:url(data:image/png;base64,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) 2 0, auto;}
44.444444444444%,55.455555555556% {cursor:url(data:image/png;base64,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) 2 0, auto;}
55.555555555556%,66.566666666667% {cursor:url(data:image/png;base64,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) 2 0, auto;}
66.666666666667%,77.677777777778% {cursor:url(data:image/png;base64,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) 2 0, auto;}
77.777777777778%,88.788888888889% {cursor:url(data:image/png;base64,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) 2 0, auto;}
88.888888888889%,99.9% {cursor:url(data:image/png;base64,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) 2 0, auto;}
}
div.testarea{
animation:rwdcur245573 0.75s linear infinite forwards;
}