@keyframes rwdcur215221 {
0%,11.011111111111%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
11.111111111111%,22.122222222222% {cursor:url(data:image/png;base64,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) 16 15, auto;}
22.222222222222%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
33.333333333333%,44.344444444444% {cursor:url(data:image/png;base64,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) 16 15, auto;}
44.444444444444%,55.455555555556% {cursor:url(data:image/png;base64,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) 16 15, auto;}
55.555555555556%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
66.666666666667%,77.677777777778% {cursor:url(data:image/png;base64,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) 16 15, auto;}
77.777777777778%,88.788888888889% {cursor:url(data:image/png;base64,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) 16 15, auto;}
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}
div.testarea{
animation:rwdcur215221 1.5s linear infinite forwards;
}
