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11.111111111111%,22.122222222222% {cursor:url(data:image/png;base64,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) 3 1, auto;}
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33.333333333333%,44.344444444444% {cursor:url(data:image/png;base64,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) 3 1, auto;}
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}
div.testarea{
animation:rwdcur143576 2.1s linear infinite forwards;
}
