@keyframes rwdcur34635 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur34635 1.3333333333333s linear infinite forwards;
}
