@keyframes rwdcur186006 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur186006 1.3333333333333s linear infinite forwards;
}
