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16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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div.testarea{
animation:rwdcur166521 0.6s linear infinite forwards;
}
