@keyframes rwdcur3401 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 13 19, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 13 19, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 13 19, auto;}
}
div.testarea{
animation:rwdcur3401 1.3333333333333s linear infinite forwards;
}
