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21.111111111111%,22.122222222222% {cursor:url(data:image/png;base64,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) 0 0, auto;}
22.222222222222%,23.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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24.444444444444%,25.455555555556% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur172575 9s linear infinite forwards;
}
