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16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur124505 1.2s linear infinite forwards;
}