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1.7595307917889%,1.8550342130987% {cursor:url(data:image/png;base64,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) 24 28, auto;}
1.9550342130987%,2.0505376344086% {cursor:url(data:image/png;base64,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) 24 28, auto;}
2.1505376344086%,2.2460410557185% {cursor:url(data:image/png;base64,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) 24 28, auto;}
2.3460410557185%,99.9% {cursor:url(data:image/png;base64,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) 24 28, auto;}
}
div.testarea{
animation:rwdcur122621 17.05s linear infinite forwards;
}
