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11.111111111111%,22.122222222222% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.222222222222%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,44.344444444444% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44.444444444444%,55.455555555556% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur78181 0.6s linear infinite forwards;
}
