@keyframes rwdcur236816 {
0%,15.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16%,31.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32%,47.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48%,67.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68%,83.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur236816 0.83333333333333s linear infinite forwards;
}
