@keyframes rwdcur74048 {
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:rwdcur74048 1.3333333333333s linear infinite forwards;
}
