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0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 2 4, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 2 4, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 2 4, auto;}
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}
div.testarea{
animation:rwdcur182242 1s linear infinite forwards;
}
