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11.666666666667%,13.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
13.333333333333%,14.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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21.666666666667%,23.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur86284 6s linear infinite forwards;
}
