@keyframes rwdcur188431 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 17, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 17, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 17, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 17, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
}
div.testarea{
animation:rwdcur188431 1.3333333333333s linear infinite forwards;
}
