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13.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,26.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
26.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
33.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur181243 0.5s linear infinite forwards;
}