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16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur28382 1s linear infinite forwards;
}
