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11.111111111111%,22.122222222222% {cursor:url(data:image/png;base64,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) 20 21, auto;}
22.222222222222%,33.233333333333% {cursor:url(data:image/png;base64,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) 20 21, auto;}
33.333333333333%,44.344444444444% {cursor:url(data:image/png;base64,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) 20 21, auto;}
44.444444444444%,55.455555555556% {cursor:url(data:image/png;base64,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) 20 21, auto;}
55.555555555556%,66.566666666667% {cursor:url(data:image/png;base64,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) 20 21, auto;}
66.666666666667%,77.677777777778% {cursor:url(data:image/png;base64,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) 20 21, auto;}
77.777777777778%,88.788888888889% {cursor:url(data:image/png;base64,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) 20 21, auto;}
88.888888888889%,99.9% {cursor:url(data:image/png;base64,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) 20 21, auto;}
}
div.testarea{
animation:rwdcur241303 0.9s linear infinite forwards;
}
