@keyframes rwdcur74022 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 23 23, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur74022 0.8s linear infinite forwards;
}
