@keyframes rwdcur176228 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 5 3, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 5 3, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 5 3, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 5 3, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
}
div.testarea{
animation:rwdcur176228 1.3333333333333s linear infinite forwards;
}
