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0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur78319 1.0666666666667s linear infinite forwards;
}
