@keyframes rwdcur28340 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 2 2, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
}
div.testarea{
animation:rwdcur28340 0.8s linear infinite forwards;
}
