@keyframes rwdcur200707 {
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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 16 16, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 16 16, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 16 16, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 16 16, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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50%,55.455555555556% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur200707 0.6s linear infinite forwards;
}
