@keyframes rwdcur184626 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 7 13, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 6 14, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 5 14, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 6 14, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 8 14, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 7 14, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 7 14, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 6 14, auto;}
}
div.testarea{
animation:rwdcur184626 0.8s linear infinite forwards;
}
