@keyframes rwdcur74045 {
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:rwdcur74045 1.3333333333333s linear infinite forwards;
}
