@keyframes rwdcur164371 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 6 19, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 6 19, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 6 19, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 6 19, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 6 19, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 6 19, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 6 19, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADzUlEQVRYhe1Wz2vbVhz/xARjRFYwJMfXlpQGCsEHR2OkOsSKo6GAR52J5DIMCwP9AWOQXXbKpYFsp15iDIkHZaPGxGOHOMitCGXOIVIPObg7+VAdPJEUw0jNyEFvB+nJsi0nbRrYDvnAQ0/vh76f9/m+99EDbvAfY+Q6PpIghLL6sWWNBN+D7WFzR68jsLFm+W38htumWTM9YyUCGkbiygQShFBjzUJ7gaAN4rdrC15AyRwgEYbIVQkAQHuhGzhes3r6NA2QiOmSISY0rTdV10JAknrf+0kEgw/DR+0BY83y5Q+qwXBRYIYrK3BsWSP8BgFM1V25qXbrIehX66MJBMFvdFffjq8jXrN6iMRr1lA1roVAP9rx9fceG0ZgCkD0sokJQqj2WAUAsCeaXkGfKiH7YxgBDsBDWZZ/SaVSLVmWywC+BhDrn3hsWSPS9/nLePqpkKRwNww2zAuCUMpms1FRFMd4nodhGNB1/Wx3d/e8Xq8vA3jR/wFfia9M4GnAeGa65OI117CGkQCAeQB0b2+POo5DHcehAPx6sVikAKg3bgAJQqj9dN0vCUKo/adbzp/Ar4cZEQBwgiC8LRaLVBAEur29TRVFeQeAKorybnNzk3529y4tra7ST2/ffouQdDASCUKobdvUXndJ9JeweaMAVrLZbDSXy+Hk5AQ7Ozt/HxwciABelcvl5F+Nhp7j+Vvi/ftotFrRozdvVgD8PJAGwxj4+DC5g4jIsvyFKIpjAHB4eNhhwb3+V3+8fi3uNxodABDu3Rubn5p61B8cACSeB/J5twDQVDXU+weQSqVacPPLShj8fuHBg1YwuG3bbu496Zn87HmpArFYrG4YBhzHgaIoHQDJvjFJRVE6juPg6OgIn9y5U+/prfUeRSmfh6Z6/vAeKoxWq9Xf0+n058lkciyTyXCnp6d6IA3Jubk5fXZ2lgMAXdfPqtXqb2yy5wVegK70AIBJ+KZ0IQEAv1YqlR+np6dRKBSwtLR0a3x8/GW5XOYURelkMhmuUChgYmIClUrlHMAzNjlBCPUDMqiquw+aLglNVSHl86G3IaBrRPMAnheLReRyOQBAJBKB4zgAgP39fSwuLgJAGp4ZJQihmjXj/u+DJAIrl7wNedFpYPeBFwDSW1tbJdu2o+xUmKYJXdfPvJWHOqH2WMUwS2YOOew+GFSAIQZgRZblR51O5yHHcXUv588A/MMGffndN9RxHDRLNf/eJxETk8vuhbBZqrmq/GCihCbypI3J5QVUftq+8F/wQch+u0pZMAB+cAbWzvrCgt/gBv8L/At/tttcHFAOJwAAAABJRU5ErkJggg==) 6 19, auto;}
}
div.testarea{
animation:rwdcur164371 1.3333333333333s linear infinite forwards;
}
