@keyframes rwdcur109989 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 5 4, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 5 4, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 5 4, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 5 4, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 5 4, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 5 4, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 5 4, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 5 4, auto;}
}
div.testarea{
animation:rwdcur109989 1.3333333333333s linear infinite forwards;
}
