@keyframes rwdcur182824 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD7UlEQVRYhbWXTWhTWRTHf60KzxRCGQY6DKWMIOpKZ6uMH0w3rcTqwsXQnQNi0U3oruJCUJxFKUWtboZSVyotg7jIwKCl2HYWGj8iBkSszIBRWyOmjb6XJm1yZnFy+9IkTV4y7YHLJfe+nP//fNxzzwXv4gd+AX4HwkAcWAImgO9q0FOz7ACGARsQQGhqEjo7dZg1SAB/Ab1A23oAW8AAaqVw5IgwOiq8eiU4jiAixOPCyIhw4YLQ0VFIJguEgJ/qBd8OvACEri5helrIZITPn4XJSeH1ayVQOHI5YXZWuHdPOHWqkMwfwPe1gP+Ixle4dk2wbeH9e2FwUGhpUaXnzpUSKCYTjQqnTxsScaDDq+VxLEsIhYTlZeHuXaGtTRX19Aj37wuJRGUCZiwvq57WVkFD+WslcGvF7aGQkE4L/f0KfOyY8OSJWuYFuHi8fCns3Wtyo3stAgMrbs9mhYEB193JZO2gqZQQDqshIsKbN8KePQKk8mFeJTuAJbq6NOazswre1ycsLtYO7jhCMKg6Hj921x8+FDZtkrynNxcSGAY0283HMzPucasXPBhUTxTuX75sErPHgPsBm0BAj1o9MV4LvJwB8bhJ6n+ARtDyqkVmI8GzWTecV64YL/wMWtu1wm2k5TdvCocO6V4kYggMAoRpaqov3l7BDQHQKppMmmT8GyBOZ2d94HNzwpkz1cFFhIkJ/e7RI/3d3i7A3GagmdbWSgWqvCwuwvHjMDUFwSBcugRbt679vWXpnE7rvG0bwDeNtSPnJRpV8P37q4MDZDI6b9mic0MDoMVgnljs25oJ7N4Nk5Owa1d1cICPH3VubtY5FgOYh/+bhF7H2bPayCwsaLX1+QQINwIRbBvevq3ZCZ5lYQFGRuDECfD71XrHAYg0AuMAPH++cQSmpuDDBzh6lCKscVjPUlxuJBLCvn3CgQPq+kxGCAQE7TH9hknpZbQeI5sVLl7U8z8+rmvT06YKDhc6aTuF1/F6gOdywo0bCnb+vJKxbe0xIZ3HXCVuQ1Jv52NGKiVcvargJ08KX76ozqEhY31/uVRZ3ZLV6/KnT4XubgXq7dVjJ6I6FfxFHqusrG5Kq3kilxM+fdKe784dF7ilRbh1S9uxXE51WZbpjktcXyxuWz40VDknxsYK+39h507h+nXh3Tvdt20Nqdual/SClTxR+jApJhCNaos1NiY8eyZ8/arrmYz+RxPOuL2q5cViocmiT7NAwH2alfOK4+je6Kg+4xR4CU3uNWPe4NEbfWjr5gPA54ODB1m5xmMxePDAlFcAB7gN/AbMVFLuhYARP3AYaEdj+QOQv9qYB/4FImh5/RNIelH6H7DMEBM4DjjzAAAAAElFTkSuQmCC) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEAklEQVRYhbWXX0hUeRTHP14Nbk4Nsi9ui0mF1KNCsFAtU+y+TMs49bj41kIkPfom+BAUbCASlfUSYm+txhIFs7CUbJlBsZVGVkTGCo4lDTmjOTPd0ZnTw5nrnT9650924HDg/s493+/v/M49v3OhfPECvwFXgP+ACLAM/At8X0GcimU3MADEAQEEj0c4fFjVfgZR4B+gC2jeCGAT6EN3KbS3C8PDwuvXQiIhiAiRiDA4KJw+Lfj9uWTSQAj4qVrwFuA5IASDwtiYkEoJ8/PC6Kjw5o0SyNVMRpibE27fFk6cyCXzF/BDJeBt6PkKly4J8bjw7p1w7pzQ2KhBe3qKCRSSmZwUTp60SUQAf7k7j2CaQigkrKwIN28Kzc0aqLNTuHNHiEbdCdi6sqJxmpoEPcrf3cDN1bSHQoJlCb29Cnz0qPDkie6sHOBCffVK2LfPro2O9Qj0raY9nRb6+px0Ly5WB5yrb98Kra0CJLPHnCe7gWWCQT3zuTkF7+4WPn/+enBbHz0Samslm+m6XAIDgFa77Tw15XxuG6nnz9uF2WmDe4E4gYB+ahsNWKiRiF3U/wMGaHvVJvMtgdNp5zgvXLCz8LMB/AJAa6vbF/L1MjQEfj8kk+Dz2U/bDaANjwe2b/+2BADu3oXZWdi1C2prAX40gB34fLB5c+UBP36Ee/cglSrtu22b2mgUtm6FQ4cAWgyggaamysEBeno00OPHpX1NU61lqd25E+A7ozrkrCwtqa2rc/cDJ0ubNqmtqQH0M4gRDldHYO9etV5vad8PH9Q2NKhVzJgBTDM6qtVZqcRiardsKe07Pg4ej9ZCIqG1A9MGMEE8DjMzlROwM1eKwMICDA7CsWOarXBYScCEAYwA8OxZ5QRevFDr8bj73b8P79/DkSMUYI1Ata3YsrSbHTjg7heNCvv3Cz6fXnSplBAICDpjrhZP8WVUSufnlcDx4+7t98wZ9RsZ0WdjY3YbHshNUgu513E5BGZmNNCpU2uvZzLC1auOTzqtsYNBAawsZp44A0k5k8/Llxr88uXitWRSuHjRydCnTxqzv9/efe9apZI/kpUi8PChBhsayk/506dCR4eudXUJCwu6FgrZ4M+zWGtK/lDqlokHDzTgrVs689244QA3NgrXrmmhZjIayzTt6bgo9YXijOX9/evXhGUJZ8/mzv/Cnj16JLOz6hOP65E6o3nRLOiWieIfk0ISk5M6Yl2/LoyPC0tL+jyV0ne04Oy0l9x5oZhoseivWSDg/JqtlZVEQteGh/U3ToGX0eJe98xrysxGNzq61QNQXw8HD7J6jYfD2tu1vQIkgD+BP4Apt+DlELDFC/yKjnBtwA4ge7URA6aBCbS9/g0slhP0C49S45dVn2uvAAAAAElFTkSuQmCC) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur182824 4s linear infinite forwards;
}
