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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
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}
div.testarea{
animation:rwdcur10221 2s linear infinite forwards;
}
