@keyframes rwdcur67842 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADuElEQVRYhe3XTW8bRRgH8P8zMzu7TmzHjt3EOEkTKDkhOEVRywGCiKIckDghIaQcuObaD2D5M+QjVFw4IJB6QAKkREKCQk+V4EJJVTdQp0m8trPJvs0LB5pSIQ7rjaEXHmlus8/zmxnNzgwhR7RaLRZFUZGI6pxzo5TqeZ4XtNttM2ounqe47/t1TbW1QC99EKa16wyKpUn/ZGNjI9zb27P/GuCiOJf19dAsbvXVtc3Y1l6XnGYFS4I0HhyOisgMuCgOXl+PzNWtnl5e7USLzkBVueSi6bB0hlg8VPFwJEQmwLNpR3U9wvyWr5ZXHoSLZj+cOjlJvTNrpOsSm3MonWFIhirNjhBZAL1er6hsdS2huY/76trqQdKUjxKvNzDWAGQ6saskNSuM7JtVAUFkTa939CWA4VgAQojiWVK9EeraqkKpXJKklr2wchhFngXwUgFewTKZmPLEWVpftSK8VytF344NwBhTMOYXbvzvyyKqNyZkE6LREGh6IIbXyo8ZqcPuWah+t/r8GMb+GsexyjS4LJ2KxWI/TR/eVkrdE1xUhBbvDtXKhzPFhQYRh05+607Rj586LPmKCdZ3HKfjecX+2ADtdjsB0HnasL29zUIdrS3M2gYx4KiTdiWF3+zs7NzOkm9kwN9Daw1lUkipwYhgVAo4eTIBLC8AxgLWAvizaa3/O8A441IAIoBeJGAc8cIBuXYBY4zBEiwIxgKwFkT5FiMX4CLsSCf/P8d4luASWXLPAIE9N+3590IuAOcc3EpECQcRB+cOBM83lkxftVot6ft+A8BVABUp5TtKu41HPQIx4EpBNjzmvX3z5k1lre0D6JRKpSdPz5DLA4IgqITm1fdiU3qfiULdY06TOTONo1NlCMDMVLMR6BsfnRv1Funw2GXDLyjY/wzAk7EAkiSRxpjlFFPXQ7VUDs4qKiR+3g0pIgI0LXgFzNeLdtAosodDB8HPrutmu+xk6QRgKJ3ed0a7byS6snIal8V+PNn3tdu3sGwQJeVXvNPpKdc/L9DRD5L37pyengZjA0xPTwe+7+8SaUGcJ1byldQsCWUKAgxYkLGYdx8HVXH/rsc6t5D6u9Xp6UyATLfivb09u7m5GSbRoMuQBFLYKx535hySpZoTT748cWBr8v5djw5uQfe+rlarx1lfSZnfBX8h+l3BkkAwU/MYZitOX1edB3cm+cEnVh2NVHwkwPOIKPS73ElPHJsMXXbyk8sPPkd6tDtqcSDnL+zicRrHcd3zPFhrj/M+Tv+PPwAZNt1prcTjywAAAABJRU5ErkJggg==) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur67842 0.8s linear infinite forwards;
}
