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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 1 2, auto;}
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16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 1 2, auto;}
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27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 1 2, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 1 2, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 1 2, auto;}
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50%,55.455555555556% {cursor:url(data:image/png;base64,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) 1 2, auto;}
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}
div.testarea{
animation:rwdcur221254 0.6s linear infinite forwards;
}
