@keyframes rwdcur243544 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 7 7, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
50%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADsklEQVRYhbWXz2sbVxDHPxsFIygBtzWRIquHuqTeKiiRnRr8q26g4PRiEwy9tOlfUJX65hySmEYpJLccdOuhpLQUGywCAqf2JcZKYuPUtVpVjnpwfRGqNqi2QnIQLfX0YOtZu1qvtI3zhUW7M/NmvjM7b/YJHCAi4qR/qRARebv9M3nZJI4eFLwzGKU3cpHOYBQREU3TNKBZMtoLETgA4vMFmzI0jHyVaEMijgTSxzPqvuvse3X6Qn4TgEDwzf9NRBFo9K5//mlR3Xe/O+QY2CrfI2JLQqsG7wxG65S9kYssp7+rk/+ejysSzWJtNaXimQiIiPhbz3F+8AawX/bIk7Ay+rt9d936P78CYCS+p1heOBQSRzVNUyRqMQecH7zB3P1LdY6K5QU+/+IyAAMDQzx4sFhn0ywUG2sP+FvP4Rv7RGVbC7eZ18JahSOKyT6U8aur5qDVq9r9Vhwkr8XeblLJupkDL4xCfhPDyINdBezw51+/1Mn2SljnGKg6dwVbAn7/GxTLCzx9/pvrbrcj6JoA7L7zYnkBTdMo5Dcp5DdZW02RmZ6yzbSqy0xPOVbJCsceqG1Iw8hTKZdMDq0T7+TwBwBUyiW8rW1qfDs1p10FNGuGhpHH42nheWqFUuYxlXIJw8izs/OvaiyPp4VXXg+oq4raalgbEJrYBR5Pi7r3XbiAceeOKUsnrK2maPYLagcBZGZuQ/SuAZmI/SB614BUyiXTZdXPzG1IKTkrgJSSszIe6hGfLygccJZw3IbjoR7Ghjs4ffp9APVbC6t+bLgDgFJyVtnYlb4KxwPDeKhHLt/8Uj1XWo/RFn7H1raUeYy3/Mwkuz4xya31R45xHHvg1vojjYlJE4lmcH1icn99AzR1dhsP9aj3F+rw1+nX/yianpsJ7AqjIyMSuxaT7a1t0XVdwme6JTM9JeEz3aLrumxvbUvsWkyyqSUZHRlxdYp2bMJq8CtXrppkJwLtfPzVTU4E2k3ywCmd27e/xQ2JhgSU80CAeDxuq4vH4wQC+8PHDQlHAtbso9H6c6NVnkgkXJFoWIHs8grZ5RWTbP5uktHRMebvJm3XFLI5CtlcI9dAg23YsVHk7Ke74/ajq5NK3j84xL178/QPDrFVekIikaC3M6T0b4VPqvWN0HC7VLfgjzvPWHq4RF9/H6+1HQfg4f1FdF1n5utvCJzSAejr7+PDI8eAQ5wDALquC0AuZyqtBoiu6ybbXC53+P8N95xKJBIBIJ1OK53X662VuRpC/wGAEroRxFLxOQAAAABJRU5ErkJggg==) 7 7, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
}
div.testarea{
animation:rwdcur243544 1s linear infinite forwards;
}
