@keyframes rwdcur61314 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADx0lEQVRYhe2WP4gaWxTGP/QhKbaQTIjLQ9KJQUIGVsEUElCCaCDaKaRMkYWQyiJV3MIYMIJahJAihhQhgoWgjBBbGSFF4GmURSxkiQgLalz/MOzIjpxX7N0/7ltx3rIJBPKDKc6d7zvnzJ259w7wh9+IvwE4VGodTH+pPAeQU6nNMf2FuQkgBeAGi9c4jvvudDr3T40t44bT6dznOO47gLWjMZbvptoGEslkknw+3xjAGwBb4XCYCoUCAXi2wvusUChQOBwmAFsA3vh8vnEymSQACTXFr/E8vzcYDEiSJBJFkUKhELXbber1emQ2m7cBaJZ4NWazebvX61G73aZQKESiKJIkSTQYDIjn+T0A11Y1sAZgy+Fw7GSz2floNCJFUY6vWCw2B+Ba4nXFYrH5af1oNKJsNjt3OBw7bEbWlnj/wy2DwbAtiuJCA9VqlQBkl3iy1Wp1QS+KIhkMhm0At9QWBoAXAMbRaJSGw+FCQlmWye/3jwGsn/Gs+/3+sSzLC/rhcEjRaJQAjFleVegA3AeQs1gsUiqVonq9TrPZjBRFoVwuRwCenPE8yeVypCgKzWYzqtfrlEqlyGKxSDhclvdZ3v/NdQBPAXwNBoPzYrFIzWaTjEbjN5x8jBqj0fit2WxSsVikYDA4B/CV+a5fpOgyNgCkrFbrLs/zBzjZGR08zx9YrdZdHK73jcsseh5XAPgABFgcYPGVn134NH8BuIfDdX2Pxb8EC4BXHMftACizsTKLX7H7l44ewGOdTicGAoG5IAiUSCQIwEN2/2EikSBBECgQCMx1Op0I4DHzXZijKf5oMpmm8XicarUaybJM0+mUXC7XLk52tTWXy7U7nU5JlmWq1WoUj8fJZDJNAXzEBV7RBoCmzWajUqlE/X5/YXOpVCoE4PUZz+tKpbKg6/f7VCqVyGazEYAmzlkdyw6VfwA8aDQamVarBb3+ZCaJCIIgKAA+nPF8EARBIaLjAb1ej1arhUajkQHwgOVVhRHAc4/H0xYEYeGpOp0OcRz35ZzmNRzHfel0Ogt6QRDI4/G0cfiDYlTbwKd0Ok2TyYQkSaJyuUxH05vJZAjAoyW+R5lM5vg1lctlkiSJJpMJpdNpAvBJbQN3I5HIQT6fJ6/Xu6fVat/Z7fZxt9slt9v9A8DVJb6rbrf7R7fbJbvdPtZqte+8Xu9ePp+nSCRyAOCu2gY0AD4DeImTU+/t5uYmAXi/wvue6d6yeJ3l+Yzl39y5nD25bgPYB3Bnhe8O091eke9CvMTqp9Aw3U9B7Wbyy86FP/z+/Auk1zfzQncZKgAAAABJRU5ErkJggg==) 16 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
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div.testarea{
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