@keyframes rwdcur60935 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 2 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 2 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 2 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 2 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
}
div.testarea{
animation:rwdcur60935 1.3333333333333s linear infinite forwards;
}