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0%,5.4555555555556%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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;}
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27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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38.888888888889%,44.344444444444% {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;}
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}
div.testarea{
animation:rwdcur200483 0.6s linear infinite forwards;
}
