@keyframes rwdcur74015 {
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:rwdcur74015 0.8s linear infinite forwards;
}
