@keyframes rwdcur206974 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 6 6, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 6 6, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 6 6, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 6 6, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
}
div.testarea{
animation:rwdcur206974 1.3333333333333s linear infinite forwards;
}
