@keyframes rwdcur61065 {
0%,5.4555555555556%,100% {cursor:url(data:image/png;base64,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) 4 4, auto;}
5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 4 4, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 4 4, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 4 4, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 4 4, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 4 4, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 4 4, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 4 4, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 4 4, auto;}
55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,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) 4 4, auto;}
61.111111111111%,66.566666666667% {cursor:url(data:image/png;base64,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) 4 4, auto;}
66.666666666667%,72.122222222222% {cursor:url(data:image/png;base64,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) 4 4, auto;}
72.222222222222%,77.677777777778% {cursor:url(data:image/png;base64,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) 4 4, auto;}
77.777777777778%,83.233333333333% {cursor:url(data:image/png;base64,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) 4 4, auto;}
83.333333333333%,88.788888888889% {cursor:url(data:image/png;base64,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) 4 4, auto;}
88.888888888889%,94.344444444444% {cursor:url(data:image/png;base64,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) 4 4, auto;}
94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
}
div.testarea{
animation:rwdcur61065 3s linear infinite forwards;
}