@keyframes rwdcur190716 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur190716 1.0666666666667s linear infinite forwards;
}