@keyframes rwdcur140030 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 9 9, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
}
div.testarea{
animation:rwdcur140030 0.53333333333333s linear infinite forwards;
}
