@keyframes rwdcur153247 {
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11.111111111111%,22.122222222222% {cursor:url(data:image/png;base64,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) 0 0, auto;}
22.222222222222%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
33.333333333333%,44.344444444444% {cursor:url(data:image/png;base64,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) 0 0, auto;}
44.444444444444%,55.455555555556% {cursor:url(data:image/png;base64,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) 0 0, auto;}
55.555555555556%,66.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
66.666666666667%,77.677777777778% {cursor:url(data:image/png;base64,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) 0 0, auto;}
77.777777777778%,88.788888888889% {cursor:url(data:image/png;base64,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) 0 0, auto;}
88.888888888889%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur153247 1.5s linear infinite forwards;
}
