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20%,23.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
23.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
26.666666666667%,29.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
33.333333333333%,36.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
36.666666666667%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur109825 2.5s linear infinite forwards;
}
