@keyframes rwdcur50416 {
0%,11.011111111111%,100% {cursor:url(data:image/png;base64,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) 6 3, auto;}
11.111111111111%,22.122222222222% {cursor:url(data:image/png;base64,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) 6 3, auto;}
22.222222222222%,33.233333333333% {cursor:url(data:image/png;base64,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) 6 3, auto;}
33.333333333333%,44.344444444444% {cursor:url(data:image/png;base64,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) 6 3, auto;}
44.444444444444%,55.455555555556% {cursor:url(data:image/png;base64,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) 6 3, auto;}
55.555555555556%,66.566666666667% {cursor:url(data:image/png;base64,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) 6 3, auto;}
66.666666666667%,77.677777777778% {cursor:url(data:image/png;base64,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) 6 3, auto;}
77.777777777778%,88.788888888889% {cursor:url(data:image/png;base64,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) 6 3, auto;}
88.888888888889%,99.9% {cursor:url(data:image/png;base64,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) 6 3, auto;}
}
div.testarea{
animation:rwdcur50416 1.5s linear infinite forwards;
}
