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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;}
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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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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;}
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}
div.testarea{
animation:rwdcur225010 0.6s linear infinite forwards;
}
