@keyframes rwdcur74030 {
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:rwdcur74030 0.8s linear infinite forwards;
}
