@keyframes rwdcur20946 {
0%,24.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH6klEQVRYhcWWa2wc1RWAv5nZmd1Zrx2/cB6KHWw3ju06Jm4CTuw4TWzTVkpKEKoi2tIIUKNWpaVYTX5Qlf5pi9SqtJVa+khVQmkQKggQFFSBnQdJG8d2UCiJHdYhIYCJHXvjfc7s7OzM3P4YRzjOCpCg9Egjzdx77j3fedxzR9qxY4eh6zpDQ0NbXdfl7Nmzh/k0pampSWSzWbF9+3Zj165dRnNzcy+gfVr2pTVr1oiTJ08Si8UoLi5m9+7dpqqq5PN5+vv7t0aj0cP/c4pNmzaJQtLX12c0Njbe2tDQ0Pt/ARBCiD179hhCCHHfffcZra2tvatWrdr8SdqWANatWydGRkY+VHn37t2m4zgMDAxsHx0dPQLYAM3NzedCoVCNqqoBSZIAPCGEadv2YdM0t0ejUe8DAQC6u7vFgQMHPjJ5X1+fKcsyx44dkxVF8e5y/xV28+DlQXjgOE7mYdES0jQt4Lru78bGxr73gQDt7e3i+PHjHxkAoLe3l7q6uun1Y3urjGlIvJfHzBoI4c9rmkqkJMy+ymYsy7rnwoULjwGZggAAPT09YmBg4EMNd3d3I8syO8UAngPGDMy+nSdUpBIqhWAJSLLAsSTMGZg0o9bT5V9yLly4sBJIANaVvQLzN3Ycp6DB6elpurq6qKqqQlVVHus8yMFj4DlgJfynotY3/hfRaQaDwbAsy7NukYsRMsITExOh5HSScDhcbpomwFRBAMMwCgLce++9zhu3vR6QGhKIy+ccadW5wM41KnsfrCFvQmQx6OV+PIUptEOHDi2dt9wLhUJaWVnZSCwWsxbuLS0cWFiMZ/ZG7aZlqsbZCshacPhlqAjDtpsgozP1ViUvDYOs+Pp/MDqswcHB2rnlUwv3B6qA6YIRKBSFplUhDU/Aa4fgP1OQcxFTGaTzL8F3NrJkQ4YvL7qeFw+C54LruqGCYXxfpud/XAMwNDQk3XzzzaK/v98fEALSOci7UBmG6GVIWVBfDi+Pwa2NlLeep3SwjlgcXNe1165de05RlNclSQrZtl1umuZsNBptK0RzTQoAent7RX9/P4/+8q/WnZ/bFMLx4I0YPB+FgAxbakFrBt2DChM0Fy5fxyOPFAEgB/yUuHmBaacyw+L3oVH3aTmdTj84Pj7+wIcCbN68WXR2dtotp36q3V5tQec74BRDOAHPvQF33ADxEPv3LOOO2jOwtYbjo0WcOe8bB3BtyGfBmSs7SYY/q204jnP+9OnTqwGzIMCNN954IBKJdDeuaDM7Jh8KW3GwkvDdH43BMh0UGVwPJIl9P76eS6cgl8txXX0Qvdz3PG+CMe2vQ/hZFEIQCEr8sbjeCwQC4+Pj411A7CqA1tbWHaWlpX+/W3kF4YFxCbJxKKuFcCV89fvnQVVAlkACb6yGRx+DmVHI5WwqazUCIbAN33M17D97WXcxn88vi8fjxONxgsEgwWBw/8WLF/uU+QArV648fqf2sik5gVB6EibPpaioCVK8FBQNRofLGB0qJZJdROmKBFKyhDNvSejlIGyF6bczSHkNvRyKqkAvg8eDPdOyLFd6nvetZDL5g4qKiqpkMtkihGjJZrO/ueoUyLIc0ZQQVhouv2tRVV1CZLEfwsedW2xFUWQJaVacfKZq8MQKkPychxbBohpwchEUDQK6D4wEkiSV2LZ9+tVXX30ekIG7qqurf51MJgNX1UBjY+OSkpKSyW9rQ6QnITmZZ+lqlSdLvjDreV6p53knhBCvqap6mxCiErDv1vs1OeAXXC7lt2ZJAjfv10Ig5MP/3ryJkZGRpYADxOb5HAjM896UZRnPhbwBQV1FksFxnPLh4eEVhmFYcx7cDzhbtmyZ3O9uzexUXiz38mBnQIv40bANMGf8OyIQAlSs1atXj546deqzC2reka+8jY2NpXRd9xQVlKDvieeAaZq2YRj2nPEpYBZImaZZ4bpuufD8Dmhn/P8ASfZB9Ao/ErE3Xb4+MxzSNK28oaHhIfxW/H7a539YljW2j89b4Qo/dNlZyOVy13RLgKGhISufz2f2u9vGvDy4ORCun44nuCX17KLtqWeWb54IlylceifJzvgJIpHI1+ZslhQEiMfjNwghtCdKtmT0Mph9zyKZTMqNjY0/KQRhGMYLjuM0ODnIpf2j9ydjE6lUato0zXFVVcPP1W3mumWLmHk3QzqdpqWlZRIIX9mjYCfs6urKuq4b+Mo7/w7MXEyyr6qRZDJZn81mY0Bqvm5PT4+4PT3AxOsWiz8TQg3DrmHpynXsbNiw4W5FUX6+7fRRDNPgqbp1jhBiLBqNfhGYkq+xDhw9elR3XffNp6o7eLJ2rZdKpYhEIud0XV+2UNdxnIuPKB3TakAll4aH7bb5P6CxwcHBX8iyfPDplTd5AUXlG++NBhRFaZmbrywIADA0NNQ0ODgo6br+QE1NzQtFRUUT2Ww2ASxZkIZ7NE2rKl6skLhkkUgkaGpq+tt8nSNHjvToup56dlW7Y2YN4vE49fX1v6XAbfxBEgZKWVDFABs3bnylo6PD/dVyIX6oJMXy5cvFkiVLeoHy+XqdnZ3xFStWpO+XE6Kuri670JmPJe3t7a+sX79e1NXViZKSElFTU+POGbjKy7a2tvzPil1RXFwsKisruwsW4ceR5ubmb9q23ZZIJP4Zi8VOzA1PzZvfBvxjYmKCQCBgfeIA8ySE772F34Kvkurq6ocymUzpfwET1rXeaVXY8AAAAABJRU5ErkJggg==) 0 0, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur20946 0.66666666666667s linear infinite forwards;
}
