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29.032258064516%,30.00752688172% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30.10752688172%,31.082795698925% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.182795698925%,32.158064516129% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur74505 1.55s linear infinite forwards;
}
