@keyframes rwdcur111075 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 22 0, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 22 0, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 22 0, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 22 0, auto;}
}
div.testarea{
animation:rwdcur111075 0.93333333333333s linear infinite forwards;
}
