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11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 1 2, auto;}
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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}
div.testarea{
animation:rwdcur221331 0.6s linear infinite forwards;
}
