@keyframes rwdcur50649 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 13 10, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 11 9, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 11 9, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 11 9, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 11 9, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 11 9, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 13 10, auto;}
}
div.testarea{
animation:rwdcur50649 3.3333333333333s linear infinite forwards;
}
