@keyframes rwdcur57925 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACFUlEQVRYhe2U0UtTURzHzzn37O4ybzQ0N1ftWtOovZhMiiApc8WEoqf+gx56UTAag8D3MH1QJHrooZd8DHoowrZiLigQMspLlGTlNlYucjqv13vP7u7pZYlI6x59C87n+XvO98OPHz8AOBwO53/kiaYlWHJThhF3yqDdlKfFQquTxJRhxG+C9x4niR0JpAgZwpJ44zQN9DDEURR5/XeLGU+SkLoSzAIpQoYq0L5WNEvq9wXVZnnTZTV1XvSGuyYKL+pKYMbyhLqeDXfsDfkWrNy4l5ieMw0Nw091fQ9CaG1LdFPslana7e4Dma9u0ggAAHd+pD1JQuIXRHF069/QqTxJyC3oQv3EqiyXq9rMp5np1xDAb8GDR6Mu7OrbMDRDLeVmkRvbbS1tvlP+Y32LZEX9bOTHV8zVjwIWD80uF0MxJXL8vpV9N4w69ZgkbUo4CqQplSmlL6vUDk3/nHvwVl9aOpHXtDeKLPcHzh2hlBZs2/5ViyOM8WFBECIfjC+pYmV17pFotV8uu/0QANDtDS/GJOn2jiZQk8DVamVkLPu8FJED/tC663xTc+u9S7I8+rc8pRQ8MzcSE4WMhGpbNrC/V98+fgAYl7AHQiuKxeuDwV4hKO1THsLc5L/yEEIAAAJXlJNnJQEL9cqZBf4gYHFSkXzlfEsjU37eLs1fbe5eq1e+ax5rmuOFo5QyXUIOh8PhcH4DroveizLaB58AAAAASUVORK5CYII=) 18 14, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 18 14, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 18 14, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 18 14, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 18 14, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 18 14, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 18 14, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACKklEQVRYhe2UTWsTURSGz9wZZ0KaNNHYRJM2CdhF7SJQsHXTSjVqUFwo+AMEEau1FDQGXbmSonQjAVeu3RZqXaRpoB8Sv1BDiXYhkkDTENKYmsmY3NzcznVXorbOVFfCPOv35TzcezgABgYGBv8jzxUloicXwzislUF/MfxOQlzzaUnEMA7fhWWzlsSuBOYIicTljx0h5L8IHKfVFSbEvvFFeaUrTsiOEroF5giJTBXfdIwcHLi5UcxjYEzV6ijkezZg9R6Jl5c9O0lweoYnKI0SoOf7ealzGuceb64Wa8/E9erV/YNYEITW6JZUspGGfby11ms+NJH+lpleUDKfRw8M106J4mRr4af2dsw2Gvd9PH9jppx5Wm5rh9W3r78Ag+yQ2dpj97U9+JB+kbK7fGq+WsgVaKXssTnb14V6SUBoqdKU83WpPu8UbV7FYc/epu/NMYzDIZNpS0LzBeYZQ5TSaA6Xut9VMukMkSv9OUVJea2W654TR2mzuYQQsqmqutHae9n8RIFBISnC4RGu+6xCayW36Hh1WpLuteZ0fQEAQIKSR09yC3IdNpsDeRwKBE5OnbNYJrfLMsZgtlGPRPOLJoQAEHAw1hns4nn+1jDHya1Z3UsYFMTxy+6h6pm9vX0Fvyv5pyzHcQCA4JJv8AJCCEbdx2tBQbjy6/BdCQAACHukh36Tq7jmMBM9+RX1a+qa89hvi/fPzCiK5oVjjOm6hAYGBgYGBj8A3PLntHAGzl0AAAAASUVORK5CYII=) 18 14, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 18 14, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 18 14, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 18 14, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 18 14, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 18 14, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 18 14, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 18 14, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 18 14, auto;}
}
div.testarea{
animation:rwdcur57925 2.6666666666667s linear infinite forwards;
}
