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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 0 8, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 0 8, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 0 8, auto;}
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27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 8, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 0 8, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 0 8, auto;}
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}
div.testarea{
animation:rwdcur126055 0.6s linear infinite forwards;
}
