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14.285714285714%,17.042857142857% {cursor:url(data:image/png;base64,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) 3 0, auto;}
17.142857142857%,19.9% {cursor:url(data:image/png;base64,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) 3 0, auto;}
20%,22.757142857143% {cursor:url(data:image/png;base64,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) 3 0, auto;}
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}
div.testarea{
animation:rwdcur117474 3.5s linear infinite forwards;
}
