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16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 7 17, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 7 17, auto;}
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}
div.testarea{
animation:rwdcur160330 0.6s linear infinite forwards;
}
