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6.6666666666667%,9.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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23.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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36.666666666667%,39.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur61124 4s linear infinite forwards;
}
