@keyframes rwdcur30477 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADmUlEQVRYhe2WTWhcVRTH/+fc9zVvZt5MPts003wZUjpJQ4mhYoJKWyEbl3UhiCCIWai4UWlxkVSXghvBiiu32o2ICyki2jYBhUhMLLY1fqTEmMSYTKYz08mb9+5xkVgs6MxLWhA0/9W78O7//7vnnHd5wJ729H8X3SujxteudLsue34FTy+dOfxC1H3GrhPHhB/vPQ8AuPT9kWcynrq/KWk8e6zVHT27A5sdV6B97CfnkFd08wDcmJldKeIJUTj15BGv8UR3nAfb4mDmYSKavOcA2bFv96fqjEzcQFfMNh4QYuQ35ZhNcLrSqmOo0/Wak6Y1kk2BiCJBRAa47/XZTDrGg45pPJiw1aOWorRlcoIIPjOXBLJiKjXU6ike6Ung4c44flguDB/OpKpCcJTw1OmZtGmq/pDUCBGeEqBHCB1EaLRNdcC1OOPFjK6kq6Ynf9nUsyubWC9W8P70zXMn377WVc279hA+MmbEPaM5gPQx4TEQpQVwFDOYCASAiVxTkaUUB737rMsfzG4MFYuBX65g9dpygSEC0N8XuzbAwIghoW4mpuMiSBDI4dtmBIC2+0gGiTQTKG8wX7g4XxxYyvlfOPXJlX8KByK0oKW4ykqhm4jqtYgLbB9GAIhsPdPWEhAnZrKzP2lgecOf2wiCC3NAuZp/dQAROO0d3UmljgvIYCYGAVpvhRITRLbCmQCAtADpTJ09fbA+fiZh0QJe7PF3DwAgYZoDtkH9myKZ24X8S0XpjqWAAE2C9Ww6/vOVl/oWavlXBag7PeWlbBSOtjjZQw22W9IoEAC1PXwQgBggou05IwYwLSK538NSKcpXXhWgyYGVsoyTp7Ke338glmhwlaNF52W743fMAgBouao1rkPLTP78wVzN9FoA188Org63u/XpGFtjJ5oQCDmK2Sj6eq0chNoPJAhC8TUQCDCjgUktcinIzV/NZqPER7wJ12/637iO6l/KV/DWxVXc8sP8Wik0lkq6nHZVKR1TnymDbpiKpzZKweeJQlvh3VEKonirWi+ICCyDXlVMnmLgoc44TEX26q0wnFgs247oN12bLweV8NOwuW3qu1/nyh+PtkYKByJWQESGRGQCAN77Oocb6/7iO1+tLRjEz7V49kJD2LH2ydp4gPFxXe3S2TXAnxDPf7Q4MZ+rzHy5UDwHUz787ZXepbv9p9nR7q435vp+LJQX9yWC8vLLR0t3lbx7yb+Uu6c9/Vf1B7S1Tv5bsIPaAAAAAElFTkSuQmCC) 15 15, auto;}
}
div.testarea{
animation:rwdcur30477 0.4s linear infinite forwards;
}
