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6.6666666666667%,9.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
10%,13.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
13.333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
16.666666666667%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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;}
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}
div.testarea{
animation:rwdcur169519 1s linear infinite forwards;
}