@keyframes rwdcur24693 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur24693 1.0666666666667s linear infinite forwards;
}
