@keyframes rwdcur81340 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFzklEQVRYhe3V20+b9x3H8ffz2PgMfswpODgYY2rAjswhLF0OI4lUNlZFqVp1itbuavdtM2m7bG/2F2xVl1xkWRepU1VVSpt1B1aRqFXTBegWB8gBcILtgI1PGIwPj0/Ps4utWzaxkkKq3vRz95Mefb8vPb/vT1/4Jl9zhIcP3z3BmZER67fyZYc2kxEjs7PRe4Lgc9fVaa7Nzc0FksnkKiB/ZYCfv9rw1s/OmF6oiF5S605u3Ihx+XID7e091fp6y/3x8T9fmZ6e/n0ul/sYyD0OgObhw/CTrtOHj3T6LMoCkgTdvd14fVqi0Qdic/NA0yuvnBkaOXbslLev7xlJkiypVCpfKBQyQO2xAPz+tieHD3oPS5JAbf0aWiFHS5uBPp/ERx/foN7iEw4fOqQfHh62+3y+UafT9XQiEd+3uroaA+K7BhgMNXdnp/Wku7cbrZjjuR/Oc/5ChKG+KIe+neXNNyM4u/ppbLQxM/OZEAr9QfL7jx602UxjyWT4dqGgpIDSjgHlsnS6Wt13eP9+E8179Jy/EOEnPy5yZHATi24dnRjmr3+343J1o6oKnc5bDA9XhGPHBNvRo7YxrVb0g5CQ5VqsVKo90rX8F6BYlM1NTR3PW60W0eXWM+SNcmQwh6oCikpHe5k7t6JE4g58vv3cuZOj33+fjg47PT2d5qeecvo8HunFhgad/969jWyhUA0ByiMDVFWRK5XKSau1tymZ0tDvT1CvT/27hCiAw57hj+PrtO4dpLt7kMDkBzj23kKnE9AbrLjdds3goKNnaMj+PYNBt69aVZcSifwaoG4LAORsdqMvHk8NojqEWMyDqFSwt8bRiKCqYDYptDUv8c5lI54eLxr9MCt3p3C2TiCoawhaFUtDvdDb224eGHAcbGqynJyaiq7l86VFoLIdoApUa7XaM5FIWF9TLOTKB8ismWlpLGA25QGQGiG8lCa43Ibf30866yCXnKbZvAhyFCpxIIWtUYPP2yIdObp31GRSW6an1yZBLX4RAGAVeFZRam3xeJx4IoPGeIBYsguT/j6STeb6VBPzD07gctahMzTT0tpFMLwHsXITqyVBtZimVoigFBepU8N0dii6rieqQ9VSwR6YKV9V1f+8lK0AZVVVzTqdftTrlQSdrsDsbISSYmNDPkE4bORPVy08f7JIafMOLQ2LFCtO9uwdIBhuoyYHKBZFNrJlNtarbG5sks/EMOg3RLNU7i1scHE+qK593ky71WAoivIXUdS8dPy4u3NsrI1z5z7h2rUp8vkCblcPFusyRoOeq4FD9K+/TV//cXK5JpxPjPDZ3/SkEnHuzZy/4HSsTCgCVCoKBpPMZh4lGmP14V5bAoCFbHb9vWAw/3J7uySe/dV3eP/dCX7xeoCV5WXsdhuVSpbTT1uplsxcn5pnbuFmORRaikYikeVkMrkgy/LrpRKB/1N/W0AZ+HUwuHhKlru6rJKdH5x2sKc+wC/Pq0TjGt74rYUBX5icfIB33//oyu3b82crlcoCkADW/lVj22w1A58nAbW5kRHb9z0ep7muTqS7PYjXnWEpVGbmroHlVRPrm6J88+bMT/P5/CX+uQ9yfInl9EUAcrlaWhSFgdHRDq/eYAU1Q7M5hc+TZ2WlxoOYmUIhvxwMBs+pqrr7ZbRFSiAkPR7bj7q77aKgUVCLUepNMm5XgfEJPcuxjZlMJvMbIL8TgLjdB6FQ7tMPPwx9EI8XFTTtiIZWVBWMekDZJJ1eWwDWd9L8kQDZbKV88eL82cnJ5RRICIZWRBFQoKczcWFzM/sGjzhwOwIApNPylUuXFt8OhfIIun2IdXoAXB1MwPZPbdcAoDo5GTs7Pr4UKZYkNPpGtFqobrnfvhoAd+8mFl577cqrNwLpnGh0oNWJyDv+8TsAAEoikX3nrd/NXZwPF6sYdRiMuwds9wz/N9Xp6eT1alm2GxvK+0NB5b1PppjdPePLp+HUmMZzcICGr6P5N3ms+QdS64rjdtebhgAAAABJRU5ErkJggg==) 3 3, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
}
div.testarea{
animation:rwdcur81340 0.8s linear infinite forwards;
}
