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11.111111111111%,22.122222222222% {cursor:url(data:image/png;base64,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) 3 1, auto;}
22.222222222222%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 1, auto;}
33.333333333333%,44.344444444444% {cursor:url(data:image/png;base64,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) 3 1, auto;}
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}
div.testarea{
animation:rwdcur114814 1.5s linear infinite forwards;
}
