@keyframes rwdcur26408 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
}
div.testarea{
animation:rwdcur26408 1.3333333333333s linear infinite forwards;
}
