@keyframes rwdcur74044 {
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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) 5 2, auto;}
}
div.testarea{
animation:rwdcur74044 1.3333333333333s linear infinite forwards;
}
