@keyframes rwdcur244534 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADTElEQVRYhe2Vb0jcdRzHX9+f13HFeecNOY6hYkvHucYxVKS22JNoxZJ7OCIIZNUYNZwT84Fry5yLUpMZNiyhB7UnlY0xKuhoMWKJjjaOZSHHClGbZof3T9phv/t+ejBPfODP88f2LF/we/b+fD7vz/v3/f2+sMUW/3eUHfET4vQHqDgVoGLvkPqhrlOaZqoIbU8Sz/7JH7PTxC7/zZ2zETWffOAGwrKjdx8Hm6sJOXOY/MbPS2+pT4r7pTW1kz2evG6aWPY11f3wZvsahQR1guMV2T9+mI62/HCNJkit+205nGpV/d5Jbq5uXEnQBdAijd+FZYfjvg08TsM3z3CoIUmcRRbIkCSHidwz4emUpkSbOueLEU0bGCyTBaCRpgO7qP+pUP8HyoC0Z76VCwLwtXwqV+WSvCxP9W5UYxlRrUlJuKhproZ6112WcOBkgrGld9UXxVY1x1VP8YC0ZwAEjUbzJM81JyXe+5WaXFivxvIV+Iu2n6yh3iVoHDj5lesbDl9rAkCttK4k6PThP2Wlt0ygjKqwoDExucVoukeNeAsNX8tDONFoAEoJ7LVtIEBFmYlJlGvJPnXRZ2c4gLGSwEpyddY6C0oJuG4xmu5TF33NcjBh14DCYIKx9HHVU/yeHJuxW8/rcmAGoEUaUx9Jp9it75fWBMCgdKQ+l8Gclc4ygQ9VpPyEhDM11HtymHbn06r6fQPSnqgm5EmwkLXSWZ6BFyR0I0it28DA0v4GDEpHqpqQR9D8xeyslc4ygTjzowYGGr36d9ssQ3I6kx+u0cwzfdm2gUVZODPF5DKw+jmNyFCm0PDz8mbmUXa5l8mi0UwTy6ZZPGtrgzxPS2nvsHTJOWkTgKhcky/lfEETdih4HR+S3eP7CTccU++oMYmIAycxoukXVYt3WLoSO9lTksMkh0mWf9BoBE0RDsb5PtKtLjy7Uf+Ct+Htfyf2XWEkAuDASQ6Tx9jt+Uz6Eq+q074Y0fS9TQxcPLL63OTH63NMPX/fCaxlRIbullPlyh+u35lIv6TavMPSlakk6NZo5pha/oWxD95Xl97YTE9bBk5IuMTLtpN+ysLb8Je5KXHNcvvOUdVV3i1HbiSJj6ZZPPOxurruzbfFFlusx38AuVlOSwLUTQAAAABJRU5ErkJggg==) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur244534 0.53333333333333s linear infinite forwards;
}
