@keyframes rwdcur3388 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 2 8, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 2 8, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 2 8, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 2 8, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 2 8, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 2 8, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 2 8, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 2 8, auto;}
}
div.testarea{
animation:rwdcur3388 1.3333333333333s linear infinite forwards;
}
