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11.111111111111%,22.122222222222% {cursor:url(data:image/png;base64,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) 0 0, auto;}
22.222222222222%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
33.333333333333%,44.344444444444% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur13608 1.5s linear infinite forwards;
}