@keyframes rwdcur134777 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 2 3, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 2 3, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 2 3, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 2 3, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
}
div.testarea{
animation:rwdcur134777 1.3333333333333s linear infinite forwards;
}
