@keyframes rwdcur64871 {
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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABAklEQVRYhe3VsWqDQBzH8V8k4OYzlIBdRKi7BsGA9w4+Qt+pS3eXgptgXsApWybFVXCJgdbyy1APbNrQpZdb7gu3Hd4H7y/C9/0jgBgaYxiGJ50INk2jFUGSWhGU6UJwmQ4Er7tG/Njwj918/hKhBbBE3B2Q5/kHAMqlMksOQtu2SNN0GoYBnuethRAHAKt5KcuSh2dZNnZdV1VV9e66Lmzb3gB4Unm4TA7bFsBDHMfnaZpYluVnkiSvgOKvYP4ZbaVGCLGv65p93zMIgpNqwG/3u4ui6I0kHMd5KYrimfyaVhXdGrBHACOATr6BewO+pRJg/b1FbQZgAAZgAAZgAAZwAZmNB6+9IyMnAAAAAElFTkSuQmCC) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACN0lEQVRYhd2Wz0obURyFj0EUio8wiyKki0JAd12MErQkQ5AS3GSRXR/BVbdd9QFE+gAuRcFFoBU0qVm0KzdFMNPVSECkiBSxIdXJ10UmNsaZekeTDvTAj2GGyz3fPffPXGUymW+SskpQ2LZ9mSQEnuclCgGQKAQ9JQVBv5KAYFBxIIAK4APbBlZmAKYQwCvfB9eFzU2Q+CxxKtEO6jT4tiqxJDFhDBAGAaz4PifASr2OValwUSyCZFbFIqyt8VFiKrAeDwXY2tq6CvJCEsFhpU6HC4CjI1r5PJemxiF10k2kLwHP88jlclfn5+c0Gg0cx/k6EFQKYG8PLCukU/LRFQ7hS7xJSdLx8bHK5fLPZrNZq9Vqv9LptCYnJ6clzfTMpbFOvS4tLEjNZshEjn2IWipRSkl6J/05iuclPc1ms63r62t2d3f9xcXF9b4E7Olpg3j/Puq7FczvfM/GcZxPBwcHnJ2dMTs7e9lduUji0LjTOAAhejk3N9eybbtVKBTWgtEvxVpkjwSQpGeSrL7410cFMB4B4A68v4gifaxShu2s+5uMFmBkMgUI2/n/FOCLcY84t5/DUcxtGKvuN49/EA0X4AbE7CgeDQApSdrfTzaBccCvViN+xzHLsqBajQUgdTpsA77rQqn0cPNSqXuNg5gAvSSC55TEW4nvpsbLy7CzA+02AK12m9cPALgDNKHuNl1VxKV0Y4O264Lv39z6DoHnQzCXFHHVvtUCVoAfQb0HngzJ/D/Qb8URzZY0ZeePAAAAAElFTkSuQmCC) 0 0, auto;}
}
div.testarea{
animation:rwdcur64871 1.3333333333333s linear infinite forwards;
}