@keyframes rwdcur98108 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur98108 1.3333333333333s linear infinite forwards;
}
