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2.8571428571429%,5.6142857142857% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAMAAACdt4HsAAAC31BMVEUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEBAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABAQEAAAAAAAAICAgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACAgIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADAwMAAAAAAAAEBAQAAAAAAAAAAAAAAAAAAAAICAgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAHBwcAAAADAwMAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABLS0sbGxubm5u1tbUgICDf398+Pj7Ozs5iYmKWlpbq6uodHR3x8fH5+fkXFxfv7+89PT1QUFB/f39HR0fl5eXz8/Nra2tdXV1tbW0SEhIDAwNMTEyHh4eOjo5jY2MQEBDQ0NDt7e0RERFFRUXX19fg4OAqKir7+/tGRkbm5uaZmZni4uIBAQEHBwccHBzw8PBYWFg3Nzfk5OT4+Phubm4JCQmDg4OhoaGMjIxBQUFqamqmpqatra2CgoIjIyMEBAQkJCSLi4u4uLhycnKenp4lJSX9/f1PT0+SkpK8vLwGBgYCAgKXl5f+/v62trYNDQ2EhISioqKNjY1CQkIHBwcAAAAZGRmfn5+7u7tTU1O+vr78/PwuLi7y8vJgYGCoqKj////19fUfHx8ICAh1dXWQkJAwMDAAAADvWRMgAAAAjXRSTlMAABqv8ZkEiVSpdAponUA6+ecULN8MQgTTQNVq/QJI3QznhUT9xQYglce1AkgqYr/BZEYQYJWnj1IIdu1aqYF+UBjlcHi9kUqzq4UwPNuxTuEeIMtcDpOnj7s27TLp95sW87uDrXQk/dESMK0mv5MSi2RM+WbvetWhRPXvBs2LVCLFyQgk07cO5VouWGYBwqz0AAAACXBIWXMAAA9hAAAPYQGoP6dpAAAC5ElEQVRYhe2W919OURzHb0WRkpVSHkpIKtEiZIXMUipkFpnZe2bvvWVnhJaRUUZkhUJFpSGKzGv1+QM893nquo/0uvec+wM/+Px2zrmf9+t7vuf7PfcwzH/909KSZ9fWqVJVVw5AD0A1OYDqSoC+5lQNA0O9mpIBRrVQu47GTN16SiYMJafGuL6JxljXFKU/vn+DgeQYflMDfP3Csp9hRgswxyeWZT+ioYIS0Agf3rPsOzSmjcDCEiVv3xSjCS2AsWrKnUKz5tQAxrqFTUtzW3q/mBR29vIAOkArOX7jIsBBVgStKzQPaQhtHGVeIZLl5Ozi2radG63dtv1rrqDQoSOl3x14VfiyoBToRAXojPw8ZVeyuS9y0IXC3zUbWaxaz9GNoq498KzMz2ZmwIoc4Ir0cgD7FN3JAT3whAc8Rs+/EIEwB2nCHJh4uvTq3aevKKCyU+jXX1Vd8NIWI/y5DrxT8ejhg5T7+RjgIwLgKvHe3Tu3NSrRNxm3bnLYpBsYKHbt2+pX7AV3XM9V7+vaVfiJbYLxdw4YNFjYjRaJCVfKU3sZQ0QBFRSIUv5sL2EoOcATF3lAPED+7xuGCzzgPIaTR+A2AufKAYXwIgcwI3E2Xu1PioM3BWBUEEpiOX9MBoLVU4GjxwS7hoyVSjAah+ioM6dPRWL8BG480UZd2ZgkWtplCp2s+j5yigU38kvFyRMpeenHExEUKPhqqodd5b8O+5CAadPVz7IZCTgWoUrJ0SOYKdiGGTBLQjROs3GYL4tDsOEXtLk9SQDMwcFMvi4O7IcjvxKMIilnNFdw7bFsAebxK4r5Ys3OyR/J4QJADPGzLBRpAj+7DwsIAdbYKwTswUJCwKLshFgBIAuLCQGMA3YLALuwhBQQhuJfIexMzVlKClAsw46IMv/2bXAh9TOMjyUytnK3bPiWOCxfQQ5gVq4CNpdEbYoGVq+h8CtPImStqjtN11HZOWmt37AxzJfaTqCf4FMc9YucTn8AAAAASUVORK5CYII=) 31 31, auto;}
5.7142857142857%,8.4714285714286% {cursor:url(data:image/png;base64,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) 31 31, auto;}
8.5714285714286%,11.328571428571% {cursor:url(data:image/png;base64,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) 31 31, auto;}
11.428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 31 31, auto;}
14.285714285714%,17.042857142857% {cursor:url(data:image/png;base64,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) 31 31, auto;}
17.142857142857%,19.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
20%,22.757142857143% {cursor:url(data:image/png;base64,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) 31 31, auto;}
22.857142857143%,25.614285714286% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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57.142857142857%,59.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
60%,62.757142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAF+klEQVR4nO2bb2hTVxTAf+/lXy0qNda5thrKqFPKmNqJlIpFRmtHldn9YZUxQf2wD3OCFv0iaD9MQRj1y5hjTtFaSplzDKl/NtKtlK2UObMKgmMrW6GztDXroukkxJqcfXh50tT8bZO8WPODQAL3nHfOuffde+65Nwrp52WgHFgI/Av8CvyVgecaihU4AAwDEuFzC3jXMOumoKRBZxnwDfASwLJly6isrKSgoIDR0VF6e3vxeDx622+BRsCbBjsMwaEoygggK1askKtXr0owGJSp+P1+OX36tCxatEgfDT8DecaanRpUoBeQ6upqmZiYkFgMDg5KaWmpHoRPjTU9NbwNSHFxsYyPj8d0Xqe/v1/MZrOoqipor85TTTcgJ0+eTMh5nd27d+uj4GOD7Z8VVqvVKoqiJNz7Ol1dXXoAXEY7MRtKAVm+fHlSzouI3L17Vw+AJ/Yj0oOaIj1WAJvNlrTgFBlrAs3rge8BNzCANnkWJ/3QNLAQkHnz5onf709qBNy8eVMfAX/GecYhIiRVqqq6gRdnaniqRoAXuO3z+eju7k5K8PLly/rXn2I0qwCOqarK8ePHGRoa4vr161RXVxMMBguBszOyOsUcAmTjxo0SCAQS6n2PxyNLly7Ve3NzDN2fAdLU1BQm7/V6xW636/KrMuBjTApMJpMHkObm5rjOT05OSkNDg258Xxzd3wFy6dKlJ/TU1NToOurT4VQh8CFwBW0D8wvQDrwJmCO036ooigCyZ8+eqNng8PCw1NXVCSA2m81P/CToLCBHjx4N0/Pw4UMpKSnRA7AmRT4/5n2r1eon8m5OgN+A9RHk3rNYLAKI3W6XvXv3Snt7u1y5ckXOnDkjO3bsEJvNJoCYzeaJKDqmsxmQ+fPnS2dnpwSDQbl///7UJOp3UjefAfBRSLHU1NRIW1ubuFwu6e3tlZaWFikrKxNCsz6wKYL8GrRhHS14AnxNcktYmy67YMECMZlMAkheXp4A1TPyMgpbATGZTNLa2vrEbk5ExOfzPY5+qBcLo+hajxbMrwAn0AE0MbO8X0WrMYwBEnrVekhsBCXFICAnTpyIOYkFAoGpE1Cmd3OFpGkLXQWIw+GQR48exZ3J+/v7Ba03PESeFLOe6RPHeoAtW7ZgMpniCq9evRqHw4GIFAAvpMG+tDM9AEUAJSUlCQkrijK17fOpMytzTA+AG8DtdiesYErbf1JjkrHUALJy5cqIs/90BgYGBG3F8JHYbi7rUQktM+fPn48bgMbGRn0VaDXW7NSyE5D8/Hzp6uqKugQePnxY9HZoBZE5xVlCycauXbukp6dHxsbGZGhoSC5cuCAbNmzQ9+ICvGOwrWlBBY6ZzeaoqayqquPA68aZmBlWoVVrb6HV7EaAH4F9QIGBduWIgYp2RvEF8KrBthjCTsJf13WxGqd0D50lvDXt9xuGWGEgO0liBMxFnvk5IEeOHDkSJn7dS2MNcAx4BbgNPEibRVlInqqqE4TX858pNhGeWEwwNzPIqJgJVYkwtvqzDvgc7WKEDxhHO33ah3Y/Ia0UA0fQ0sxM3+mzojketTahKMoY8FqG7coIZqATEIvFIvv37xeXyyVer1dGRkbk4sWLUllZqR/RCXOwQHOA0CnzjRs3otYnDx48KGhB8vGUnk9EIt9isUwCcu3atZjV6WAwKPX19for8YnBdqeM7YBUVVXFLc+LiLhcLj0AbpJYpbJ5OVsLUFdXl1jjtWtZvHgxaCfHzyX6kGwOgB2gsDDa1YNwFEVhyZIl+s/EhMjuAIwC3LlzJ6HGgUCA4eHhMNlsI9lkpR6Q8vLyhM4pnU5nohcuM44d7U8RgnZVJlHMiqK4ATl16lRM5/1+v1RUVOgBOJIGH2bFPsIzt2QuNG0nlAR1dHREdP7evXuybds2XfffQH7KPZglDYQHoDRJ+RZdtra2Vs6dOyd9fX3idDqlublZioqK9CToAWm4K5gK9NtdTrQenQkf2Gy2SaLvB/qY4VXZdPxrLF0Uop1E1wIO4D/gD+BL4AcgaJxpOXLkyJEjx1PJ/8gnLO8YK6LvAAAAAElFTkSuQmCC) 31 31, auto;}
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}
div.testarea{
animation:rwdcur230615 1.75s linear infinite forwards;
}