@keyframes rwdcur87816 {
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50%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAMEklEQVRoge1Ze3RU9Z3/3Nc87tx5JzOZzEwyCSFCEgMBAihQgSgPDVlQt0SrYFCka9fT3VLqut1T6+l21WLr9nQp2lM97dpu3XbP+qxWqhWohIcxhEAChpCQ12QymfcrM/fxu/uHpQc5QZKQ2dM9Zz9/3+/n8fv97u8J/D8mx41zK+680VeWdx06H6R3lFXQCsPugYF35IP/cuQlQMpiNGVFsUZmmNX54L8ceQkg0fQ8UZIEWhT/Zm3F/HxI/Bl5CZBV1eUqIRAVZals4Ytnk3vLLTcVv/CjfU3f/MqjLACws0n+Z8jyRoZhIMsyn2a55QD++3opN1dXzFt4V/Pu2+5oulMaD72069GvvAHkIcDty5bzI9mJWoZhQNM0KFlqwQwDNILWaEGaXA+23NO09Z6m2tpaNpOIBz569Y3vXvpm1gNkdZoSNTthYxgGDMNAUcja9WvWON794IPgVDk2AiYtTW8r2LLpwc3bH6pdULeQjkUjuDg4gNSFC9/c+vQ/x64aoLlhDWueW7l38IMDBBf9Pxdzuc73pxFAkeSVADQMw4BlWaiqymdYdjmAN65V2wDaYtewjUp93ZNf/Nuvlq9uuA16nRah8TDiqRQyodCJ8RMf/+LyGmoyon3fe+b1G5Ysa2r7qFXu/OMfz6V//4e9EznpDwdAhq9lYs2ype/HRGktTdMghEBVVfB6/VsFqrrpjWPHJq3ZQKHEYDTumvAWb1vV/CXP5r/eitISLyiKQjQcQTgcxmgwSFIdHbfcuefrH15ey0xGyJ7/JKb3uO8rcnno5pYWh3vlqi0hVn2gyD+yuEpShh2ExAYB8cq67T4fO8bzz+QkyUAIAUVRoGkaKkV5aIPhx/39/dkrazZZjEuzXveRhdtbbmu4+4um+dU18Ho90Ov1SKfTGAsG4R8bQ9I//J+n3nrnuUO9PZ+pnzSAPpEYNFoty6xezxyr2YoVK1dg6apVetbnqw7rdQ+lQ+PNc0C194ni4OV1VRUVFUHgG3qdjlIUBYQQaDQaWMxmLgscGuzv7/1MYFB03FHwy8ZH//6Gm1d9AelUGm6PG0VFRSCEIBAIIBqLQJXE1Ph7B+/62q9+GcMVmHQd6CAQz77/3jPx4Jjo9/sRHA/BbLKgrKwCm7beg0eef6Fc8hS9fB/HFVxel7Tbl+h5niaEgBACmvm0fQoLC2HT6XZfqZPh9c0TLvfKOZVzEOz6GCarCTaLFSzLIpFIIBQKQSEqUsMje1v277s4mderLmSRUOzgYHv7S7lcDhf7+wAAHncxpNwEBEVC1dp1vpTD/hlTBqNxPUNRKHVZsNynwxIvhzqfBTqdDnaHY9HO+++3XPr2LoCPWs1PNTQ20mo0AsrhhpZSYbRYkMlkEAqFQAiBlEz2RY+3/evVfF41wEmAnDxw4IeBgf5EKpPG2NgYnE4neC2HRDKJm1asRMzheOR+VlMJALtWr2JFSVqi0WhgZoCioyfgOXICLlVBLpeDxWKxxSlq0SV+kecfk3xlJQurqqBwHJR0Eu6yOdD+qfXDoXGoFJA4f/7xlhf2J6YdAABaU9lzJ995+3kiyhgaGgIFGiW+CkgaDayqhJs2NppChbYXmkHTlKu4QFHVCo7jUEpE1MWA+jCwYDyNTDYLlmVBAw0AsA5Uedpu+btb79gELUUgSiIKij2wW21IplMYHQuAYllI0ejh+Omz//V5Hq+5F+o+9OHewZ6uYUUFRgN+uL0eCLwBhKZQv7QeGa9nNc0xTRKnXchpNBqO4zA3LGOpVIjFcGPRoAiaptDX1wdeq737wfu+BMZo+G6qwGGqr56PLGhwFI1CRxEYmkUiHkMsFgMLWo52du7e8eJPyOf5m3QWuhx+IOOWchfmLVu2NSdKlNPphEqzCEXCEBQZRo8XXWc6lwiOgqe0jiKRY9m6iEQ0ufnVGFhci/Yb3AhARYHNdo7VaJrP/vTFeVKh7em/2vll2u0phhQJwuDyotTnQy6bxeDQEHR6HXLjYz9r+vIjz1/L35S2Eh1Hjrw37/jRtuUbm5aOjo7C5XLCf/ECCCFYVLcAvy0pq4i++/5XX0+lHv+nZ556OWYw7D6l0UBrNJ2VVZIokq3DdH//ibdfeSXm1uuPZ31z2EWL6yAGhqErLIag1QMqhXg8DlEUoVNJJNre8cRUvE26Ek+GTRWla3ft/cG7ZoeTLSv1ITAehP/CeQgsi57xMF759hNZ60hgy6tQf3c1jo3AjlRx0YtbvvEY6qqrIEoiRElGxbz5UGSCwKgfeoOAZM+5PRu2P/DsVHxdcwhdghCJDwgFhTfOX7KkKp1Kw2w2IhIKg2U5uIqLMZBMs2Nj/uYqolYskKS2biABALcCdD0od6VR2J0utP2LZ00De/sdtwPxMESaBc8boddpkZ7IQBIl0LlsT/jI0R2/OdoqT8XXlHsAABoZFO38j1fOFnpLLEaTGdF4HOnAMISiYgwPDqGjowMfHjoEbqAvwinkbYYQm0pTDolha9Jur27NrbeiqqoK5eXlkGUZ0bFRWF3F0LAcstks9LyBJDs771r38M7XpuppWgEA4B8f2vHUxm3b/sFssSESiSAr5mDiBSRSSfT29sJutyMr5hBLpCHLMmiahsDrYdBpkEyl4XK54HQ6IYoiYokkdBwD3iBAlCXoRPHAivUb1k/Hz7SPlJ0v/ew7o73ne0F/emAZ6L+I9EQGFosFBqMAmqZRV10JZ2YITikElxTE8hsrkJMJBEGA2WwGTdMIBoOIhkNQQYFlWZh4Phs+dXrPdP1M+R+4hB5VlQookqxbvmIzAXD48GFYrVY4nU5AVWG22SH2deL07seRPHQYkWMn4Cr3wVi9ADQAu90OWZbR2tqKTCaD0tJSGIwmKOPjP254YPvPp+tnRof63rfe+feuj45/yGl1mDt3LgghSCQSsNlsMFpMYA+2YskEi7qMFjeldPAWeFAgGGA2GcEwDGKxGLxeLy7tWFlZDCU6zzw5Ey/T7gEA6COqKmTi/XU333yvu8TLdJ3pwvDwMCorK2EkCpzfexHOKINimFFIGWC+dzOQmYBSWIBoJIYzZ05DEATU1NRAMJlBjY/tWdnScngmXmZ8Jn754JGDc1579dfL1t9+XyaTQTqdhlarhczQkJ7/PjQcC1AAl8shm8mCdRfDZDKiu7sbbW1t2LBhA3R6Hko82pE53fXTmfqY9ix0Oe6u9FWsfHDXR7zVbqEoCjqtHt//wbNQVRUmkwk8z0MQBOh0Ouj1etTW1qK0tBSnTp2C3W6Hx+sm4ZMd63c88e33ZuphRkPoErrDsYhTnCipWbW6vrDQgX37fgRAhVGMgpYmoCRiUEPjCIwNY2g0gNajx+BwOFC/bCkEwYSBM12vJj7pefr3nZ0z9nDd1ypjHScf6z/V3hiRlJIRvx91TBLlfj9UFTClAbeqwQivYtRlRrvFjTfffBO1tbUIjwezse7uPd/6xcvXpX9dPQAAvTlZrOboY6c/OdfsUlOaBYND0AJgVECQALuigajmQOcyMLEK+lQNorE4PAb+2d3PPfe5e/3/lQAAcLx/YHiTmOMbfd4v6Hr8EMRPzVsIi0LwUIgMqASWRAYugUNPMvNvBSMjez7ov6j+RQQAgLlZ8WRDy45tQ7mw0ToUR4HKwwwDrDADoEApKmRFRnUsmXCOjN77WN/F+GzozlqATlXNrrDazKaamlu6248jpxDoYYQCDUYwgQtMCiIDuGXt/vuh/Ga2dK9rGr0SXwccHkvR6fPJgCNHASaZhgkGJJEGxRHMlbQyBc0tDyPZOluas9YDANAKpB/J2sCqmXU5hkAmKgRwEKDCYeThM5e3N6eHvzWbmrN+Ox0A+V09ip8sk/y8Cg5mOCEiCXvDOpCguB/BrlnVm/UXmocxfIaH7rAHRvhgQSn0KK6aA9fq2yIXjrdP+aAyVeTliSkIPGeEFgzS0EJGwe6dmBgOvr1VuhCZba28BPAjdVAF30lhAty8UhhspaTrtdd/lQ+tvATYjhFRhOmHRujBsVqIbWfbvD3Rq95W/EXiEyxGAGVDaaZe7TSs+Fq+dPLSAwBwAz4GBWG/xPIpSaf+JF86+Xlm/RN6wfzabhQKF4d+m8qnTl7xOrc4r430fx7/A3E18/uS8tV5AAAAAElFTkSuQmCC) 24 23, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 24 23, auto;}
}
div.testarea{
animation:rwdcur87816 0.66666666666667s linear infinite forwards;
}
