@keyframes rwdcur156732 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 29 3, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 29 3, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 29 3, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 29 3, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 29 3, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 29 3, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 29 3, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 29 3, auto;}
}
div.testarea{
animation:rwdcur156732 1.3333333333333s linear infinite forwards;
}
