@keyframes rwdcur74050 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 4 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 4 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 4 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 6 2, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 7 2, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 4 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 4 1, auto;}
}
div.testarea{
animation:rwdcur74050 1.3333333333333s linear infinite forwards;
}
