@keyframes rwdcur197654 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 11 11, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB60lEQVRYhe2Tv4sTURDHv7O7WW6DOZYQglj4NwjaHV6nhaAoHFhcYZkipDGFSbW8ZEOKFBYXEkgTsFBOrGw8EMFfIIhWNhYWFiIiIiIhxfJmxsIEw16CZ2yu2A88Hsy8mfm+mfeAjIyM40632z3R6/XKaXscx8Vmsxn+b35vlSOKIhQKhTNEdE1V99L+yWSSBEFwM4qiAwBvjDGyjgBaUtgrFoslIroqIlvM/Lher99ZFtxqta6IyHVmfmutfeD7/mdjjF1bwHA4PKWq2yJyXlWLAKbMfE9Vv1j7O+/irqohgBvW2k0AP0XkBYDncRx//CcB/X5/w/f9i6p6QVVDVfWYGQBERKYiIszsAAAzQ0QWV15EFs//IKJnrus+NMZM/ybAA4BcLuc4juMDcOaJXdcFM4OIHCICETmqCqI/TZvZ0zZHVTeSJFn5vg51YM5oNDoNYBvAloiEs9vvi8jX9AiYGaoaMvOuqm5aayeq+grA03a7/eEoxQ8JAIDxeOxZa08y8w6As8z8qFqt3l0W3Ol0LonIrqq+S5Lkvuu6n4wxyVGLLxUwJ4oip1wunwNwWURu12q17yl/3vf9WwCelEqll5VKZa1vuHJOs3/9ejAYvBeRfNofBEEewF6j0fi2TuGMjIyMjIyMY8MvdNcMSkss47MAAAAASUVORK5CYII=) 11 11, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 11 11, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 11 11, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
}
div.testarea{
animation:rwdcur197654 0.66666666666667s linear infinite forwards;
}
