@keyframes rwdcur77664 {
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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;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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77.777777777778%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
83.333333333333%,88.788888888889% {cursor:url(data:image/png;base64,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) 16 16, auto;}
88.888888888889%,94.344444444444% {cursor:url(data:image/png;base64,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) 16 16, auto;}
94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur77664 0.6s linear infinite forwards;
}
