@keyframes rwdcur131379 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 12 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 12 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 12 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 12 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 12 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 12 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 12 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 12 1, auto;}
}
div.testarea{
animation:rwdcur131379 1.6s linear infinite forwards;
}
