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12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur183492 1.3333333333333s linear infinite forwards;
}
