@keyframes rwdcur147599 {
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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 63 15, auto;}
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16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 63 15, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 63 15, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 63 15, auto;}
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38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 63 15, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 63 15, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 63 15, auto;}
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83.333333333333%,88.788888888889% {cursor:url(data:image/png;base64,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) 63 15, auto;}
88.888888888889%,94.344444444444% {cursor:url(data:image/png;base64,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) 63 15, auto;}
94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 63 15, auto;}
}
div.testarea{
animation:rwdcur147599 0.9s linear infinite forwards;
}
