@keyframes rwdcur193395 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFhElEQVRYhe2WXWwcVxmGn++cmfHsv3/Wm2AZp4lb42zKskkcB9IWJHClNkJUkdIKIbXiDon2vuICcVdxyxUXXCJxSSshIuLSVlRRHERVE5emSVqbxG5trzfduJv9md2ZOYcLj1OTwg0FhEReaTQ6f9953/c7+s6B/3fIf3vDymLFA5ykaf7jBCqLFZaOLlFZrCggDyjAABF8TgcqixUnCaiAaOnoUrRnbFepAjwgixBh7y6PEAK5J2A6mWyAAOjvYczS0aW7qoB0MrYXBugAPp/a7CXtLGAQOntJ3CVQWawUgUFgAiGdBPgQS8SOXQ2glfSXEPJYQNjC0tgl+Q+QTdakERTQxxLsDkqyeZad/FQQfGA8UdhAuI4lwiZ5U/hYBrEoBC9RuAWsJ8oMwmZC/AFgAnAQImA7IdBMHI52bUonysdQGAw+wihwHMuXgI/RrGPoY8kjgGCwOFh84CsI7wEriVseQhNLKXE1CxxAuIZhNUktQF8neZ9DOAR8EzhlYjNiQ/ttFG1R8glCASgjFIEQYR/CCJBHGElcmwAG0aSBGEsGKJrQfLG32ZvVOf20iJwGbiBECJ1dBx5IAn8DqKAoK1eBC9ZaEAIsHaAITCNcAPZj2Z/0708IXEHRwVAAFMKfsfimbxzTM1VRUrJiA9HyCBEPAX9FOKeS/BxEOKQLuuyNezgFBwREZD8wk5yPILG2jGUYGEaYQnPMKTplHM5iKQMl4KHkwK6KSMbTnq/eUia+ETejTyI/SfkoUHSAbSxVZ8SZdUdcVEpBAVzjEm1FxK24FLfih8WRMeUrrLEV27fGhGZdaTWGQGoshRpTtNZaT/Q+6l0Ma2ErWAvmwtthK1/Nl3VHe7PFWRXdjoqX1KVqRPSWk3EWAcdB8K2xRhxBpRSCgIDWGoYgbsUoUWPZL2cxGILlAFVQKu7E46ZtUG1lYmLl4uKP+8Qfx6eK7xWrqqGMtZawFnqZfMYZGhriwMQBVd+sF1d6K49GJuronH7b6df7PpaK8hVOwcFJOQhCTEx/o8/j4eO8mn+VAQYICNDDGtFC8VaRHDkOpg6q19ZfwxQMOqVx97k8d/q59ISdIEOGeeZ5xXuF7WibfWofmS9k1GhzNF/v1ee69e6C1o6OU5nUTwbHB1U36JLfyNO80yRux5wJznDcP04zaLI5uglA3IwJayHPus9yzD0GAtWgim5oVu+sErdinvSepOAWGHAHuMlNBu0gJSkR2pA2bR50HqR+q+7dvnG7L0B25JmR8ye+f+JU6UCJQRnkcnSZqltlUk0y7U1jsVwMLlIzNQ7pQ0zqScb0GKENuRpeZUpPkZY0XdOla7r44pMnT9d2eT16nQmZQFlFzdYomAILVxe4sHFhtbZYe14Ahl8Ynk5L+pcnZ0/OPPXVp9jobfDO++9Qa9fwP/RRXYWzvlOzoqEI1VbomqZ7oov3gUecikHvVBZrd8qhvqWJShH98T56UnNk5AhTuSne/eO7nHvj3JW1G2svBgvBvAAc/v1hv36uPu0H/i/mDs7NnP76aV76w0vb9aD+K/rc7C52G+Gb4W71+hQ54A7oh7Xjz/hZndWe6ZgouBK0oktR333E9Ya+N/StATvw6GOjj417dY/zPz3/l+Xryz+K43ge6DsA7ojbL50prWy9vPWD+T/N/7y2WpvtdXoNOSK/yRzOvB3ruNn4beOzl82d5L+QfPfid1D4bmElqkfjl9+/PL790fb15evLP97d/O/mVhYrXvnNcnb4+eHZzKnMwsDJgWvDPxyeSe71fxnu19yJ3Nncy7nv5K75Zf8sO5fXXdz7HlDBWuDVfl2bbi+1n9YF/bPeG72tz0OAnSr6DLAJfFb5P4Fi5xHx78Led+B93Md93Mf/Fv4GZE0vZ0nPZx8AAAAASUVORK5CYII=) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur193395 2.6666666666667s linear infinite forwards;
}
