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0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABqklEQVRYhe1WPU8DMQz1IVXq1K5M/I+qCyP/kL/S8ZbjVpjYWVigukhIVBckM6Tu+RwncY4N9S09JY4/XuyXNuA8gkTfTd8P9020r0H62a5M526ywa1wHqHvQtDtqoG+C2tacQJNZFRT/RuuYfvzDQB6xeQ7w8acgVrq75pT5JwXRHvOIxxalY34CqzBJZxHOB43ehJ4hN0+7pOLMWWYyHJml9vn35ov5xHc6PhSYICoz1Ue6PxQk6AmTOELb8F5BMRn6J828eFU5TIY2Q6+i9YQ15c16S8XIwtO+6FFGEY8r3/CML6qjuXaML5bxjGfxDAiDLM7fjn/PprOL6qeO5ANZj1nsJ/GMGVIs0xVkMrlApaakmESCnKuTYLzmFS6knilzs4MqDp5X1RNih3LdZivACDQTYrFdZxXUBIr/n1oA0PZJqwZkVxD5pgsOi0lI2006V4yKepBclzr0PIWqLDIsKS+lGQVA9Z3gAeVM8/3qxP4k05nfFY1ITfmVWpOJAsaKrQ/6ACf/d1eD0jJAszlWfZCNUpqZ7HhrCx6/Up/x7jdFVdc8d/wC6/wA5LStc8EAAAAAElFTkSuQmCC) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGE0lEQVRYhe1WTUxj1xX+zr3v2Z4ZCMNM2qHUoA5JmqSR0s3IgWYadTN01EVllVF+aLNpqlZKZPlHIVGkRAglaoWMebZQ1U2qVFXDVCVj2Iw6RV60aDIwXnRRtUmkkswE3ryExMU2xsb4vXtvF/DAGMyQ/ZzVte8993znnO989xGKtkKjzb+/u774A9q332CJv1wLMIYh97ci3IwNXBy7mx8A0D4A9cGPACCRzgRorZhipRLDN745iny+T9m1QXz9/htHAcIOhXdYcKXw5vQ/vkdSpJjXw6hYDEcuXUhzc8WgWjVEit0mRdHxK9dePjqAr1J6IvRM/l22ZxeZ1D1m+PXwQiKdCdiPPzQYifwizXUYpGiSFEWNd6amxkfGDwRycAWO0HcAaJ+6+oHwae8S0Bufnn2lytDjZh0K9ltch0GQf2I+X5DOnj2wGrsccLM/IHginQkw6Qwd1NOJmdlOYSMqOR4sahRu31QhtVEeVLduGbHh2Nj4lb92MKF6QdqTIPUshEhEnvlRcm8FDgkOAB4mTZLqEy7wUmMWNcn8slw6j6VlOfLjC0tg6n0SohMMfQAQ+8nF3HJb2xopEWBrpZOwrCfr/Xdb0BA8kc4E3GChYL+lGM2rarWbf/b5S7/7w/Qv3TO0Vkwhn9dqjmMAAJZNIJ/PcuJxAPj1dOZcxxe5UfX5ikbV2k+pXE7sbUETS175W1Ap/FaRMtSH/5mjk6dTrP00o7Vihre1BRXYP+1a9UG2uspUtRqObuayie9+/xzlcimsWFbsjdjAxOTVc0pjCSkcH338STj8enihMY7WDADnlBU2JgFE0fPtAbZZY+TzhjU6eUopdU5z7A+1mn1frVL5TWT7Ys/MrCl0LU7ELQBwPNxPlY3zcnV1JnZA8EMr4FYBCtOAyhKxsENMasJ+Rq+Jd725yhL5ah0//9XP/t3ol0hnAqScpxhoEbXaa82y36mA69DI8O0qjKmNyqC8des8b2tblB7vs9Uz93/2YvjpMQC5en9F2hyTzpBaK/pRKFjo8i9K3WM2yx4AKJHOBEiKFFUq3e7o7KvCdhbMZkui/VgvdXVbDjHJivkhmCaU7vHD57P0b3WFhEO9KBVBd+5Y6tFHOqTC87FLPxxoBkDb0fH29kmcORMdHxlHbDg25s6+VPBjbxbpHWA+XzckjdKmDXIcKxTst9z9nTN3McaU6pWFVZO3HDOopWWSzp6NGu9dmyIpUgR0M7A4J4oDQOKtRKBeUqXuMSPDkXRkOJJ2vvOYdMc2kc4EjHempuR/F1+l25/2NpNhANDg82Y58Xgo2G9NzMwawqF5YIudRMoKD1xYcC+lzWoK1arVeMmOHhQKlrumfIHRpj2KTRuM830+OwBckiTSmYAtnKdil/YS0SWYzuSk0DzXVas+uJ2dHz6fBQBciU54PYzW1+PKXVcq4fBwpCn5dlrgLrgSnVTeiBpvGlNG8u0pt5xciU4o6tt9XFiIQJfZph3n6+vx+na4o6Zsxy+EOH+34FsATHMLAKcsCREiSZfpRMttKOpzDxHQ675w4qN/mcpcfk61tTwnHn34wCCkaybn/PpRAGgoFQFs6T12GS6h0OMCE18WJlEsRI3k20+oMx1+Kq0zEOaw9fQCy+YiOcIl211nf28F/N37/uScsi7zQ8F+i5srBpUrIQIuM90bp9OnwvxrpwwCC3Gw6zxfyVK5EnKzpkrlUObXGxl/nL7jClDirUSAtbQNwe8HSiWopeWb9cJUv9/sey+Z/H0QUr5GlUpT+d0DIPnnq0rVahaOH7uhbMfPHKcXx48Da2tQy8sW7mu9obr8NxVpc5TLpdjq/xgeeGhObZQH8entG2hthery74BJjiSDksnnY2/EmqpfvWnQdZCud0LJbtK9o9C9wPZ3MikCTrT0QVEUSgyw1hOMvlgJMx1LYl3MQxJQs/uwkosa7117AgDkasGPFavp3O8HsFoYQ7n0sgTMWOSFdOOBiZnZBeHQPOXzfbJc6mmU5InhiQXhqc4DfAu0rsF9jo8EgJsrhmBinnM60MmdjonhiQXS5T7GhkZCe/T/nt2ze/ZV7f90L0SYijg6CQAAAABJRU5ErkJggg==) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur239935 1.3333333333333s linear infinite forwards;
}
