@keyframes rwdcur216938 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 1 3, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
}
div.testarea{
animation:rwdcur216938 0.66666666666667s linear infinite forwards;
}
