@keyframes rwdcur152711 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 19 19, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADk0lEQVRoge2XQWgcVRzGf5tsMdCgAWtINa4gpYTSQ6IGMYdaAjJnW9AEswsWjEfrTUUaSvEgXgSxSrE5KIp4qSKOBwUjmNoyIaU0dSMbkiZtk53Z7WazM7M7u919fw+z1iQVu0kziYf5wTvMvHnv/33w3jfvQUhISEhISEhISEjIJols0TxtQCewp/6cBW4A+S2aP1A6NE0bNgzDdBxHHMcRwzBMTdOGgY6dFncv2jRNG3YcR3Rdl3g8LvF4XHRdF8dxpG6ibadF/hcHJyYmTF3XBVjTdF0XwzBM4OCOKrwHhx3HkXg8fpeBRCIhtm0LcChIAU1BTr4d3K+BbDKZtAYHB+/qGBgYYHp62gJykUgEoBXYB/QB/fXWV3/Xep86Ns2aTZxIJCSRSKzfxHuAWHPvyNCb38h4tSZ3mM+UJf7R9fFI17EhIAZEd8LEnRi1bVts214do53A/q4TclZEZCEn8vEvIi+dETn6iZJT39qiX1wU49JVeeyVn84C+zdqIugf2YNdJ2QkeZJjp8fgrXN+pwiIqiHlPFLO8eozK2j78rx+Zmk0/V3iJLDQaOHmLTLgARZwrd4sINrcO6JZXx0+dXoM3j4HLbv8VlOgJEKk5iHVEpOpPMpbZrC70PPjZGESZ34WqGyngX8jdvzDsfcOPMrjRz71hXd3wlMxKHiwUlRItYhUHKScZ2rGJNaSpljb1ZGZm/wZyDVSJMgYbf/gKH3fX/YfHojCk49Afxc88TAgVaTqQbUI1RLctrn85w12u1N9QHujRYLc9S3NTfBryl/zbhkuzMJiHqaXBKnYSMVGlVf8vVDKkjKvkkn9DtDSaJHAY6tWE0QpKtLEjKmYSVd98V4O8W4hXhZVtFCFOTKp3zY8f5BLyFvIVuje6yLlPJSXkXLOF1u0UEUT5ZqIu4TY80jqyzVjGy0SpAHr3a+t80/vtX3h3i1UMYsULZSbRrlLiHsTVZhHmRdXjzuPn2INEWQKVa7MrTjHX+45wm2HyVS+nvvLSCnjGyhcQ5kXwFpj4B1ggv9BjFbIXsrrzosPvfG816O8ZaZmTKSYRuzrqOUkkvwM3Jurx4wCnwOZRosEaQDAta988ceY+8Luwe5CT6wlTdSdpbRo4KZ+WP/tKPA+/l9YBaxrQ0SBGB2Hhg70vzbe++xz6+8O48CmD3NbdRZqhFb8O3I7/+T830eQNOBso5aQkJCQkJCQEIC/AMVk/EPfMBxrAAAAAElFTkSuQmCC) 19 19, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 19 19, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 19 19, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 19 19, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 19 19, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 19 19, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 19 19, auto;}
}
div.testarea{
animation:rwdcur152711 0.4s linear infinite forwards;
}
