@keyframes rwdcur178498 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 1 2, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 1 2, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 1 2, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 1 2, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
}
div.testarea{
animation:rwdcur178498 1.3333333333333s linear infinite forwards;
}
