@keyframes rwdcur4654 {
0%,11.011111111111%,100% {cursor:url(data:image/png;base64,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) 13 13, auto;}
11.111111111111%,22.122222222222% {cursor:url(data:image/png;base64,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) 15 12, auto;}
22.222222222222%,33.233333333333% {cursor:url(data:image/png;base64,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) 19 13, auto;}
33.333333333333%,44.344444444444% {cursor:url(data:image/png;base64,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) 19 17, auto;}
44.444444444444%,55.455555555556% {cursor:url(data:image/png;base64,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) 18 19, auto;}
55.555555555556%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 20, auto;}
66.666666666667%,77.677777777778% {cursor:url(data:image/png;base64,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) 12 18, auto;}
77.777777777778%,88.788888888889% {cursor:url(data:image/png;base64,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) 11 15, auto;}
88.888888888889%,99.9% {cursor:url(data:image/png;base64,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) 12 14, auto;}
}
div.testarea{
animation:rwdcur4654 1.5s linear infinite forwards;
}
