@keyframes rwdcur7888 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 4 5, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 4 5, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 4 5, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 4 5, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
}
div.testarea{
animation:rwdcur7888 1.7333333333333s linear infinite forwards;
}
