@keyframes rwdcur259971 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 2 8, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 2 8, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 2 8, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 2 8, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 2 8, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 2 8, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 2 8, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 2 8, auto;}
}
div.testarea{
animation:rwdcur259971 1.3333333333333s linear infinite forwards;
}