@keyframes rwdcur153357 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 2 3, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 2 3, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 2 3, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 2 3, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
}
div.testarea{
animation:rwdcur153357 1.3333333333333s linear infinite forwards;
}
