@keyframes rwdcur41791 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACuUlEQVRYhcWXPU4bQRTHfywjx0IIoQhFCCGSFDQIU8Qte4A0qThBbuET5BY5AVWaHMC02+B0bhKEoghRIAtFzmrtTTH/twzLLvEuEP7Sk9Zv3tfM+5gxNIcDXgJ7QC7aE8+1sNcYXWAHyLOxy7OxsyB2tNYIbSJ2wAoAr/+ItYx4je1FLQOo2mn3fwTQBVZFZRi/cRqaON8E3qHiy9JZnqUzq4Fca5tPEYRV/r45plSE6SCyIPZp0BGLpiDCF9koS2e1QukgAhhJdiHbzbvgx4vic/55Xnx/Ge7r67SRufuidEBHFAFToOd2s1qFo5NTgJ5ko0C/dqNLNfwu/hhX9HsKZOJvAQkUR07nU3ESfeCn5MN2/S2aVu2yyvk6sIHPp+3qUgYugRgYlo49DmS6NfpX5SCiINLVwPEWMEoHEceHB8jQFrAm+ao8ZFpbM/1s7FDRmv6GfNi8cJEUNoFt4I0oseMFLIgEP+9fyUgZ61rbAZJsfHO4CiIJ7G/L5xrcvtUa0fHhQX58eNBKV7S3hB8owcUiqN2qW81DVW8nVOBD/K34jj7qJCvsu92s1WX06HjWFDjgF/AWX5XWDcNi5CoVGkAxvtrXga+ljbzHt5kDhpYWS4dmRQxc41txCkwiYKIgzoHvor7rLBeW5bwPnAEXclTGldbOgL7VR+C8H9g/l8+J9XTY1zb1eq6zXDWIbBaUYbYmQAr0jk5OR5zc0r8ziJ59FNd1wVQ7uRBdy+AGkJTbDkCDJ5GMk47pT6qc3xcA+B2norl2M6pyXgpiJNl5oF9/hS6IDn585ukgKl4/4Yuo9Dzbls4/seggmuNz2AvyfQfqnJ5k6wVb4kkepU1G8ZSbXo8r1mNuZkRlwT00AAviWlSG8Rd23iYA8BVd5cRmRSO0+W+Y4Yvs1gtZvAe32yJ41L/nfwEu/Fxua/yt5QAAAABJRU5ErkJggg==) 16 16, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur41791 0.66666666666667s linear infinite forwards;
}
