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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:rwdcur88421 1s linear infinite forwards;
}
