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22.222222222222%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 14, auto;}
33.333333333333%,44.344444444444% {cursor:url(data:image/png;base64,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) 0 14, auto;}
44.444444444444%,55.455555555556% {cursor:url(data:image/png;base64,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) 0 14, auto;}
55.555555555556%,66.566666666667% {cursor:url(data:image/png;base64,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) 0 14, auto;}
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88.888888888889%,99.9% {cursor:url(data:image/png;base64,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) 0 14, auto;}
}
div.testarea{
animation:rwdcur206554 0.15s linear infinite forwards;
}