@keyframes rwdcur164399 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEPElEQVRYhe2WXWxTZRjHf+1pe0431r6bZIwx6OY2PgzsS5mBwmLIGCZojB8zkGi2GzHRYEIgIk7wyoia6LiQSSCAGqLMD/yaCX6smQ5dHHPIJjaAYwzXbc1wZyvr2q3t68UW4gWw9rDMG/+Xzznv7/mf53ne97zwv/5jmQyvzH7HDGgAVjlO8vAegKCu6wlhzAaTL0d1Po/DNYrDNWoxha8C7wLpiaIsBpKnk7rkBEmZeVid2EPd2HTvdl3X9yfMIuEKVGcjcj04l+VhdULYj9L58g/DPdEgVJcYMRDnDFRPGl28xsO88jIUDSIBuNYFV76FpExQbF70C52ER+sYizTD0fF4yPG1YNGSHZiUBTgLSlG0yVh4kBdWqOwdL4H0dQBL+bt9qdZ38jHFfKHZahWP6rrunxkDatrTqPPvJGnB9dAzq7xs3xZh70NTsdAAKcFWzNL7usna4gEi8aDja0HegfdxLHuClDxAwrXuybKPD4E9E8b6sHcdwhLqzAkEmrrjYk4pviEc+vMIFhVMU6/b57Et5zd+3fTe1GcojKnZBJSiZ6/Py4wauOr3E/L3EB0DGYVgH7tr+7lrrTL5XEuHrA0gFu9AON5KxESc58DRTs7yE6XzF2GycHjtGdRQmJZT52HwNJbxAWxymKApCSz252BklxBiN1AAbNZ1feRm5GlnQAhRUFVV9b3f759rNrs43SSpcreSuX4h7uUZdHzk4+3GJN58SSE17w7SU6zsqu1lx849SClpa2vr8ng8G2pray/eiK9Mk9yxZcuWhsrKyuyioiLyQ2ewRdpjNsU3qmVl2Hwdl/ijzcyxnhL+avZ+6ho5tedce8/cEUdBzj0rS5FSkp+fnxqNRlfX19cfvFGO6Vqg5ebmLs/KysLn89Hw8+mew83eL3Rd31qD+ZMn12Q+klqQCj0ZeHov8fm+u7+Gox+vW2dvWuVeU5acnIymaUxMTNw0wS0roGnaRG9vr6uwsLCwqamJYyd/rOjv7z8E0OGLdJ891/dUa+9GuhzlyCsdy6JRixuKLg0NeQ5cvny5vL29PSMQCHhramo2hkKhm87BtBJCvCaEKP13bM6c8hdTUu6TrPxF4nrjmGG4UTkcJQPFxQ9Ii9gqy8oePiGESPzPejsSQgw0NDTIuro62draKoUQrxjhGLuQAFIu5ODB4xQXF9PZ0sJXqvr4hwYuJLdhwPJdY+M5rI2NbFZV0kymPCApUY7hvjmdg5rZbMZVXQ2awtXBnTS+mgKBwOwYcLvdaJrGnNWrIUcSXG+iXrnlrp5ZCSFKhRAylJ0tr7lc8rO0tONCCC1RjuEK3B+LfZkuJcORCCNSUh2LXdR1PTQrBoQQm+4Nhx12KdkfDDIai/mBD4ywjO6CFWmRiCZCIezl5RyCB3Vd75xNA5grKrDV1fG7qn4DnDfKMSwhxD4hxJFZTzzT+gcK34YX/Mm5+wAAAABJRU5ErkJggg==) 15 16, auto;}
50%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEW0lEQVRYhe2Wf0zUZRzHX/eD7x0HdzzgHUPNOiUUFUsliCX4o9R01RYQjiwcYqxcbflPa1LN/uiHzXQ6a+HK+aOhJmoo02RZ2ZSUAmWYDQwQ8jrlUvxyyP3i7vvtH+0Pl3B3Gn/1+u/Znuf9fj+f5/PZHvifu8Veedhie7Zq5I3Tv6rgsVbVlFGlCiGyo5XRR3zCXgk6aRmJU99BEuhdNd8D7SMXQDI/R9K0HRisMNiPNvBtpyzLvSMXQKtfiTEZgDj3aYBNULoeSL9t52rY3nJvA4zfsJlR0x+/tVSVAHLC2+e4fwpoYiDkA/kCXGt9Fe/nw5pHGKBUwjypjJgEGOgkU2mjyeOBsc+AlACAzndZCTmObcQ7WBmuqi6sXfbKRUh8wbinU9Fo4cYFTnxwiRtqGmcdEsRYYLAPs/PTdf6eT96AZjXcAGFUoHQJyVnbGEgxgeZmbDPVbfMJaJLAZIC+Vkx9P8P1s5+Fa3yLMCow/QEGLqQwOvdBJAHKIGj1mB1uFttqONiTCUYrg8ax+L3KKnTTUvBNroNm5R4FaP4dX/olRk8rQUrSotHCYD97Pj7DvLQO3js+96aSAQyJELzxCIp7gEDGqXCeIrweoLkbpzqF5MkZKAFWjesk/wWZqx1/svGHDHS+K8ReqiZmoIMY/Oh0mgUGOjVxcVetRqOx3efzhe4qgBBiqyT5nwiG4syqX2ZG3CG6etowpIziKbrp6zzKvg1Byl9LoPxFLaeO17Jly7tzCgsLllit1lH19fVH7qStGcbYmJ+fX1VcXFzgdrsJXPyNY4cbefIhB/YlC6HbycGtDta3L2aprb5lzsN9xuzpMfpjoYUTli1/CUVRUBSF2tra7WVlZcv/zUM7zOUts2fPLkhNTSU9PR1v+49Bb6il65UvLxbteH+/S+NwkDVzKoounuq2kLR8m/31WWt+ef6nhka30+nE5XIhyzI2m23pnQyGG0Pf3r17f83JycloaGjgw++63+zo6N4AsPs0fwR7rzagnwSjZ8FfRwDOyLLsqqurWxwbG/v1mDFjkvPy8npLSkqKhvG5M0KICStWrLhcWFj4kRDin4rFxhZmWyyPqoZZ51Uy9l+H0om3ncsWQiwSQuREbT4UFktmj9k8V8W2Wo2Pn1/xn5gMRULC+J6dO6vUvLwCtabmkFcIURyNznBNOCTnzp1n165NqAGfcZ1eX7QHTJFqDDmGQ2GxZPaoqjn5m+I07nM68TQ10XLlyvhi6IpWMyKEEBVCCLWrq0v19fWqjSut6lqTyR6pTuQ/opvk5ua+nJiYSMrRoyAFuJblY+1uCTyekQlw8uTJIqCBEydQgKA3rhX8kbnfTYAFirLmVsf5VZVqr/eA7Ha7RiSAEGLmpGAwN15R2NffjzsU8tVotU3RaEU7hoVpfr/F7vHQmJhIBbwly/KBaISifgLNjBnosrIwJyV1snnzoWh1okIIMbE0K+t6eXm5KoTIGFHze83fTuebY7HR3+YAAAAASUVORK5CYII=) 15 16, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur164399 0.33333333333333s linear infinite forwards;
}
