@keyframes rwdcur104515 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 13, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 13, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 13, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 13, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
}
div.testarea{
animation:rwdcur104515 0.66666666666667s linear infinite forwards;
}
