@keyframes rwdcur8053 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 29 5, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 29 5, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 29 5, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 29 5, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 29 5, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABnElEQVRYhe2Xu3HCQBCGfzEeOhAdyIGlHpw5dgJNnDsgkOjBNHHuwBHugU2gA0ogWSesfHrc3kkY2QH/jEYzx6Hv35cewF13TaTMMv+1BxFfDgDAbGowMyOzEyTDSTkD4NPpxMzciP7WYgBMRDU8z/NJDDAA3u12UfCHXwbDWovFYoE0TeujKIrGxswyH1dJAgSa0Dc6rXUGwNvtFtZarLHshRMRACTyXzknY0J1wKiqqoatsax/PCzRiFwMCFwy0GvA3eADG2MakUraX+lJhbfVWwIX3h4nYwwyy73wNE078JDUEri1fvl6q9d98L6G06IH9Cbk4ypR4b6GGyJvnY0xncUhkQPh6AElA5/P71fBXWlPwplv09iai87lHrhEr0zUjwHfprGRS/+EpN4Jx8Jjah80EAu/pLqj2DegoIEYuGtCotfqHm0gNOfzTdE4j5HmkokoetTO5V4ab9ADbtZXK1kT+ONH+EJjs9Bx6xqKebCcyz3mm2JQ56sGxER7jvM8Vy9ERMgsqzedaAMehcbqmpebrv7Tl8xN9Q1kMOxZldHYDwAAAABJRU5ErkJggg==) 29 5, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 29 5, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 29 5, auto;}
}
div.testarea{
animation:rwdcur8053 1.3333333333333s linear infinite forwards;
}
