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22.727272727273%,26.415151515152% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.515151515152%,30.20303030303% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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60.606060606061%,69.59696969697% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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div.testarea{
animation:rwdcur55865 4.4s linear infinite forwards;
}
