@keyframes rwdcur163032 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 2, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 2, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 2, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 2, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 2, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 2, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 2, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 2, auto;}
}
div.testarea{
animation:rwdcur163032 0.66666666666667s linear infinite forwards;
}
