@keyframes rwdcur10924 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 6, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 6, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 6, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 6, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 6, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 6, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 6, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 6, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 6, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADNklEQVRYhe2WT0iTcRzGn/0JNt56E6xGgtFgY2K22TZCoUME0kW6iFsk+GeDIJQaCRkFHYLXHYJgHWQdLPQURB08tGDQPAh5adBI2Mg1pZEGSVjEi6Q8Her39jamm0tvPvBeXnjf5/M+3+f74wVK5Gpx09XiZun9CmoDcA8A/1zKNp//a55MZalEY7Q5fdVCRACoOnNxrQAIbctcicaYTGWpklSisWqSuCgMg8EgLRYLAbCrq4tGo5EAfgDorAqgO9Cvfb0eokISbwAwFApxYWGBZrOZAJjP5xkMBkUSz6oyV0kmU1kmU1leuXG/2iQIgIlEgq2trVr8c3NzTKfTlGVZ3NtcYu4qSQEijKuAIADabDYCYENDAxOJBAuFAovFIuvr6ysCGN3NXpw560JvcACtp05hZjoHADjddh7PEy8wM53D9ZtX0dsTRplxzALA6uoq/H4/pqam0NTUBKvVitnZWaysrADA5JYJiBT0GyD6UK4TJUkEAPwEwOHhYWYyGeZyOcbjcUqSRABfK5rrZXP6/hlDMpVld6CfNqdvq2Jexu+VK13DAqrdAH0SwrjUqBTC1eJeK3n8ls48si1jvboD/Zu2Xl/YKs+JnZfN6aMSjVElabEvahBDHXVMxyU+jZgZtldYvZ2A6BwssnOwSIt9kWE7mI5L3FAd3FAdTMclNjY27D6Exb6oGXtlE4c66jgakTUQr2yiVzbtHkjYDu2LO0/u18yUdrMGNnbXuTsQIvaxu04q7WaK8gqz0rFsNhJjrQCDIxI8fUfx5vF7TH5vBgD09oSR9/vhlU0cL8Dw6Nk+vJ1YAgAcXv1c9j3mWgHy2TV4APgGnBi/kzHgz5l/o+MSHnxcR+PBJarzn+Dpc+DahS9If9sw1OpVVvqIxdq5WtzsDvRTicaYjkv0yiaORuTdW0ul3ayVcKijjgDglU3cUB1USQ1iq3fUPAIAuP163YBzC7z56jhCWII6D1odB/B2YgmePideZk34cewEXABz7zJlR1BzCYU+LK/j4T0DPH1HMTgiITZ1CPnsGi43z+NJxgN3sxfLR6z/a7O1xHkg+iDGUeMfdu0QwnhPe9rTnrajX0bHPrCVNv4CAAAAAElFTkSuQmCC) 0 6, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 6, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 6, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 6, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 6, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 6, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 6, auto;}
}
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