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16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur228167 2s linear infinite forwards;
}