@keyframes rwdcur5510 {
0%,11.011111111111%,100% {cursor:url(data:image/png;base64,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) 12 1, auto;}
11.111111111111%,22.122222222222% {cursor:url(data:image/png;base64,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) 12 1, auto;}
22.222222222222%,33.233333333333% {cursor:url(data:image/png;base64,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) 12 1, auto;}
33.333333333333%,44.344444444444% {cursor:url(data:image/png;base64,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) 12 1, auto;}
44.444444444444%,55.455555555556% {cursor:url(data:image/png;base64,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) 12 1, auto;}
55.555555555556%,66.566666666667% {cursor:url(data:image/png;base64,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) 12 1, auto;}
66.666666666667%,77.677777777778% {cursor:url(data:image/png;base64,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) 12 1, auto;}
77.777777777778%,85.085185185185% {cursor:url(data:image/png;base64,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) 12 1, auto;}
85.185185185185%,92.492592592593% {cursor:url(data:image/png;base64,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) 12 1, auto;}
92.592592592593%,99.9% {cursor:url(data:image/png;base64,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) 12 1, auto;}
}
div.testarea{
animation:rwdcur5510 2.25s linear infinite forwards;
}
