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16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur127939 0.5s linear infinite forwards;
}
