@keyframes rwdcur255048 {
0%,12.4%,100% 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) 10 9, auto;}
12.5%,24.9% 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) 10 9, auto;}
25%,37.4% 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) 10 9, auto;}
37.5%,49.9% 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) 10 9, auto;}
50%,62.4% 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) 10 9, auto;}
62.5%,74.9% 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) 10 9, auto;}
75%,87.4% 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) 10 9, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 10 9, auto;}
}
div.testarea{
animation:rwdcur255048 0.8s linear infinite forwards;
}
