@keyframes rwdcur87784 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEK0lEQVRYhb2XT0gcVxzHpy4o7NbiQSRCT0VkiaWE0EN3rbLmFGbCjOASSsihpx568FBCaS+BCjn2VKEHDwVDaEMRkRBExIqILtPZmVF0WdeZec9ZqrHozp/d93tTpPh6mS2bVNLM7La/y7Iwv/f5vDdvHt/HybK8PjY2xkRRZEdHR2UA4Ln/qHzf/1xRlEKTZ9t2iRsfH2f1ev1327ZtQRCYYRgrAPCgk2BKaZfneZ/qum5LksTq9foxxriUy+UYJ4oiq1arZ5TSJYzxriAIzDTNdQAY7pSA53n3dF0/liSJ+b6/RwjZ0HXdyOfzjDMMY1kQBIYx1oMgeIwxLgmCwCqVygIhJN0uvFar3drY2FiQJIl5nrcMALIsy1vh/8ccAGQRQmooUQqCYAVjvMvzPEMIlQDgm7hwx3F4RVH0cOYFQsiSpmmWKIrMcZzvKKXXOI7jOAD4wrIsRRAEhhCSKaU/Yox1nueZYRirhJAPosJd171bKBQ2Q7hMCFluwl3XXaCU3n2pgRAydHh4+IzneWZZ1mYQBDXLstRMJsNOTk5uRBVQVfVhNptlvu8vA4BaLBZLkiQ14e9c2dRoNN61bfsFz/MMY1zRNK0iiiKr1Wp3ogrs7+9/KwgCK5fLTxVFUUP4IqV0/LWNAPAQIaRmMhkWLtcypfS9qAIAcB9jXGmO4zjOHAD841W+dVWz53lvU0qHLi4uvIGBgT+SyeRpVAFKadfl5eV113X/7O7uTvb29laTyeT5GwnELBZn7K4OCsSaTCcFXl2B/1WgFR5pJTqxB2LDOyHQFrxdgbbh7TR2BM5x0TYhe+W3bXjUAWIdNP9WcT/Djp2gcQViHTpX1ZUzcRznjmma6UQiwaXT6d9SqdRPcQZ3XffewcFBfyKR4EZGRn5JpVL7b9L0SbFYLGWzWRYmpFKj0RiKCncc57amaXZznMPDwxUAuPnaplqtNq6qaiWMzruGYaxnMhl2fn4+GVVA1/VHo6OjzPf9CkJoK0xaKgB82Prc33vAcZzb5XL565mZmeH5+fliIpG4AIDh/v5+juM4GlWgp6enr6+vj3Mcpz44OHgyOzv76/T09M3T09PvAeCjlx72ff+znZ2dszBAbhFC1mRZLoSJaJFSOhBVgBDyvmmam+E9YzUIgnWEkBKmbwMAvmzCH+i6fjw5Ock8z1sjhCzquo7DDPeEUnorKrxVAiGkhhlzj1K6VK1WzwRBYJZlKYSQNLe9vb3SktvXVFUthTN/Qim9HhfeLAD42DTNtZZ7xw+WZW2GEs+bd8MXhJCfNU0zQvgzALg6OseTuIEQ0ps3MErpc4zxXi6XY5wkSQwhtKeqajO3PwWA+52Ct0h8ZZrmZvg1FFRV3ZuammIcxnhrYmKC5fN55nneXBAE1zoNb5EYsixrNZfLsXw+z3zfn/sL0rUcTd3ROFkAAAAASUVORK5CYII=) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEJElEQVRYhc2XQUgjVxjHXzegkNTiQWSFnopIqG1Zlh6aWCXuaZlZZgTDUpY99NRDDx7KUtrLQoUee6rQg4eCy9IuRUSWRUSsiGiYTmZG0RCTmXnPCdW1rJnMJO97U6TwepmU7Fa2ThKh3yUMvO/9fm/mvfB/SFGUjfHxcS5JEj86OioCgICuqHzf/1xV1VyT5zhOAU1MTPB6vf6H4ziOKIrcNM1VAHjQTTBj7JrneZ8ahuHIsszr9foxIaSQyWQ4kiSJVyqVF4yxZULIniiK3LKsDQAY6ZaA53n3DMM4lmWZ+76/TyndNAzDzGazHJmmuSKKIieEGEEQPCKEFERR5KVSaZFSmuwUXq1Wb21ubi7Kssw9z1sBAEVRlO3w+RECgDTGWAslCkEQrBJC9gRB4BjjAgB80y7cdV1BVVUjXHmOUrqs67otSRJ3Xfd7xth1hBBCAPCFbduqKIocY6wwxn4ihBiCIHDTNNcopR9Ehddqtbu5XG4rhCuU0pUmvFarLTLG7r7UQCkdLpfLTwVB4LZtbwVBULVtW0ulUvzk5ORGVAFN0x6m02nu+/4KAGj5fL4gy3IT/taFTY1G423HcZ4LgsAJISVd10uSJPFqtXonqsDBwcF3oijyYrH4RFVVLYQvMcYmXtsIAA8xxloqleLh61phjL0TVQAA7hNCSs15XNedB4B/fco3Lmr2PO9Nxtjw+fm5Nzg4+Gc8Hj+9JJe3PlBK36/Van/19PTE+/r6KvF4/OxSAh1Wq8R/zn/tCuGXqm4KRFp55IFXAe+WQNvwbgh0BO9UoGM4QtE3IX/ltyN4O82vHrOO91Anx7ArJ6gTgch/Ov/LuvA1uq57x7KsZCwWQ8lk8vdEIvFzO5PXarV7h4eHA7FYDI2Ojv6aSCQOLtP0ST6fL6TTaR4mpEKj0RiOCndd97au605znnK5vAoAN1/bVK1WJzRNK4XRec80zY1UKsXPzs6mogoYhvHt2NgY932/hDHeDpOWBgAfto77ZxO6rnu7WCx+PTs7O7KwsJCPxWLnADAyMDCAEEIsqkBvb29/f38/cl23PjQ0dDI3N/fbzMzMzdPT0x8A4KOXBvu+/9nu7u6LMEBuU0rXFUXJhYloiTE2GFWAUvqeZVlb4T1jLQiCDYyxGqZvEwC+bMIfGIZxPDU1xT3PW6eULhmGQcIM95gxdisqvFUCY6yFGXOfMbZcqVReiKLIbdtWKaVJtLOzs9qS29c1TSuEK3/MGHu3XXizAOBjy7LWW+4dP9q2vRVKPGveDZ9TSn/Rdd0M4U8B4OLo3J7EDYyx0byBMcaeEUL2M5kMR7Isc4zxvqZpzdz+BADudwveIvGVZVlb4WnIaZq2Pz09zREhZHtycpJns1nued58EATXuw1vkRi2bXstk8nwbDbLfd+f/xsjPBpKUj1Z7wAAAABJRU5ErkJggg==) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 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:rwdcur87784 0.8s linear infinite forwards;
}
