@keyframes rwdcur153362 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 3 4, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 3 4, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 3 4, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 3 4, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
}
div.testarea{
animation:rwdcur153362 1.3333333333333s linear infinite forwards;
}
