@keyframes rwdcur21504 {
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;}
66.666666666667%,77.677777777778% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.777777777778%,88.788888888889% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.888888888889%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur21504 1.5s linear infinite forwards;
}