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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD9UlEQVRYhb2XX0ybVRjGfy2FTaDdNwaMsUJosyFrJhFcWANLL9Bw4adcGLM0RGLkyogmxAuXGC6NiVvinzl0EUKWbJLGLLqgJYagFw2apm5s2bqC0LTI+M9WPj4KKZR2XnyUFYJautbn8nzvOc9z3u897zmPigThEjHKYTomVjB7ZXRuCbVXVr4d08FJgegxHXJpDk5dJq01dnyJrKtKgPgNt8SXPT6ExhKoPgSlOZC3D/ZnKDGhCATWYGIFhh5B7wNoMiKdFHivxs61pAQ4RYp8y9y2+Sl6pwLOFEK2JpE9weoGDM7DVyNgNTBr1FJltjObsACXSJPNz1WTgNpqSJx4J4JhsPlhZImo1cCbu2UjY+eAU+SDzzx8/dZxVK+WQKY6OXKArAzll+myUH0+zGvddax1jjEYH7MtAy6Rpk89fNteCSYheeLd4JHgo7vwvonm+ExsCXCKFH3nZ+r1MtTmgtSSb3EswPVxomcNHI3VxFaCfcvcMgnpIwcwF0DFAdS+Zf6Ijalhq+iKrYb0kcdgNYDNj763nnrYLMLTBTheLGZ/xYH0C8jKUHqI+Ath4Ee1U6TM5kc4U5h+8uhj8EisDs4xCbQAuZpgmI7GkuTPeiIYDxLsfcBsm4t84A5wFbgOBDUTK9RWH0o96XyIYN8k4y2/IQCBTVIbMBkfp/HK6F46khpSOYw8MI33m1Hy+qfRAH2bxO5/mqNxS6jz9iVPGoow75jD1zVK7q8z6APrDG2SOhKZr/HKT261JCBlX6PQcpibjjk+Qdnx+l4WeIpOD4AAYDlM+cfV6KfPUr7XBVSNJTzusSR/Ctaj4F6EgRnon2LjVD6DgTUudI3Rl5CAD58j8vazqPU5yQmIRzAMdwJwY4INzxKhomewXfHyBf9ShKruOhbLdQi1KW5ED0PgeghXvKyHIsyHInQOzNDNjmOoGmjA7pF4+d0TqRUQj4kVcMwSuvwnZGXgrsnnh/NuLgGyyilS1j6E/0Z9ershKK14VIbv/yLQfhsB0KoAumpZ1OcgNBSnV0AM/dMwssRIm4sTaoDKg7ReGlaKKN0IhpXH6vN5nIO4F1GPhanVDYpbjqdXQNco5GYy2+TgCMQ1In02VR6JqHMhfeTOBeWFbNRSFRvbEmD5mXmrgeaLw8oDMtXwSHBxGKwGmuM9wrZboHOMe111rJx303A0G1LRnEDZ+YX70Gbi3Gk7l+O//Z/GpLnGTs/OmP+yZrdsfoqf0ppNG7W8sCdrFg+XSJNboqPHh/BKCZzaNKdC1nZzKq0rHe/mI/jpiTlt3W3XexIQg1OkLKjY81rfMrq7i9vteeVBokYtcmkOv+dm0mq2M57Iun8DHN2AJV9qdnMAAAAASUVORK5CYII=) 15 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD+klEQVRYhb2XX0xbZRjGf5w1pZQBFSqUrd0frNAYo8tCOkMWXQoUhMYLYsy2mGXxSsFLb4w3xAS92ZUJ0wsvFmPUGK+WilD+ZJmLmQ0h20JqIZUQWrtSD91pS9vT2hYvSlnFErpCeZIvOfnOd77nOW/e853nqaJEzFjRiUk+DiSw+mLo3WHUK1EEgLY6sqYG4vpafLoaHNpqPu9xEChl36r9Fkz0YFmO8KXdS/tbBujUgl4NjdWgOpZbI2cglARfHOZFuO0Fm4Hl9no+GJhhriwBc31o3GGmHH7Mwx1wseUp4X6QM3BvHW4ugfUETlMDfZYppJIF2LuxTP7Fz+caUV0+C2pFacS7EU/Ddyvw6AnygJ7BYtX4nwB7N+/c8vD9Ry8jmLXlEe+GU4Qbi2SvG7lim+XHPQXYu7Hc8jA9eg7hJc3hkOfhkuDTh2SvG+ktrMSOgLk+ND+t8viaEdVhvfluOEX49k/kodO05ntCyN90h5k631Q5cgCzFl55DpU7zFR+ToBc6R1+zJfPVo48j6tt4PBjnujBsiPAE2V8uKP8bn8WqBXwfgcsRxgHECZ7abZ7MV1sqTx5Hq+3gN2LacaK7pjNwGd6NRe6mo9OgEKAJykQqlAKgQTWzgo23l7obIJAgh6FL4Z+6FRlSLJbIKWQAgmCq5tsLkfAJaFalGj0RGgUk7yqcIdRN1YfiGQzlCTkTyCuRJHdYXBJqF0SzYsSWl0N0lqMVcADLAHL29cykFasRBFK/ckUgaz4BgFIA2IRktW1GOk9nlUCHPTDU3U9D2116E+oUaoVKFIZ4q4wax+aMPU4WN1vgyqbnswPbyCUewZktyDyD4gyiEnwx2EtRnZhg9T9v1GeOU5o5jELPK2OZ3vEAZ/C1EA8lOR4uQKEKtAoc8NYMA2otsVpRRlrUMbiiRJySaQWNlAtStQHEtQq9LX4fHFM+tryBJQsrh5FVzM7p81vQZjf4KGgq8ExLx4++X6Y3wBdDTOCRsnYbW/ORh0V5AzYvaCrYUzonyZoM+C+t350Au6ug82A+9IkQQHAWMfIF3/kPFylEU/DV0vQXs8IFDiim6/xu1LA/N6LlRXw9TKkt3AO3+cCFDiitjp6FzaQnRVsSKeYc8imBvryczsC+qeJDOh588YiWVdRB38wuKScM+4/yWBhRhAKF9lmuXPtBa6MPiB7mJVwijD6YMeW/ycb7BVMLk34+OV80+EFk/6TDO4mh10VyMM2y523z9CayuK8ehcc/mc7J+RM7pl3f8013NBpWouRQwnh1N6NxRNl3O7FZDPknMyp2uLhdC2WO+HsuXDqNtYxshdxyQLymOylWUrxSSnxXKNkrH+aYCn7/guAo5oy4nHYGQAAAABJRU5ErkJggg==) 15 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEI0lEQVRYhbWXXUzbVRjGf/2vKxVa1gArHwPCR9fUGQ1BV8jCBjQbY6JEmRpGyBYXY5RFL3alWTS70GxRQ5aMYUx2YZxBXEyzLIwBLsBwakVEAgEqMqyzdLVIhwVK+frjRelSWJGua5/Lc95znuc9eXPe95EQJL4pImlB5F37HCXWWVJHXESPTSMAZCkRtbG4U2OwJj1Gm0zgzEud2IO5V7JZwFUDhtFpPm22oi1Pg9x4SI+BuCiQb/HGeJbBOQ93ZqF3Eq7+Bc+mMqJR8mZ5O+0hCWgsROWcp7VlHH2NDgrUEC0NJidwL8EtB9SboXQH3XFRHKy8yVTQAozFGG7YuJYbj7wyM3ji9ZhZhMY/oM+Jp3QHZYFe4wEBxmJeaRjjq5NPIORvD414PUwTUDuIWJ3NkRfaubyhAGMxhoYxvj2dg7BLFR5yH4am4HQf4tFsDvi/xH0BjYWouuzcrc5GHq7M18M0AV/exrMviWRfTQi+Tec8rbnxkSMHyN8OOXHIHXNc860J4H36lnH0lZmRIwfwLON2LdL7djd6IAtACmCZ4UKNLvRq3wxLIktX7tBz8me0Vje9wPOADUDaWIj64gi617UR4RY77fQYWkkB7MCrgNk/QCqucKo8LfzZ9znpqzERq5AiA14GTIHipPY5SvQJ4SMem8asMeIEVMBbQPP/xQvWWVLTYx6d2OHB8tr39GiMKIDPgCc3IweQjriIjosKndi1iOXsANazA+iA80A94An2vDA2jeDraiHgH1UDGa4FRoFsoPZhyMHvIwoRCQDpClKa9xNSJQlZSkTPcugKXFWQHkNJ3TC/n9NzyfwiGQ8lQBuL2zkfugDFVqjMhC/2IsgEqt//ld/q8vjYVYUmmPOS2t0M6xPQ7VGHLsIfNjd8PgqWGWZy43nv+E665Jfo3Sh+yzEN2tvT5OnD1ISUW2FvIjy+DVmLjdL2uxw+puHPJiuDgeIlq1/x31cMkekFfU44NwQZCiwp0Rx740e61ggAqN3N8C4VupKU8AsAEFfgBwd8Mgh71PS/8wuHWG1GAkCGghN1w94ZLhIQJFCQCJeLQKPkKY2S8Y+eJgf8JqL6fH6SCeiP74yMCB8ujsDSCt01JvLA7yNSSDnQO4nHNBE5ctME9N/DExfFQd/afQFHb+Han8Kh2kHEoYAT/KNhaMo7GRuSKfP3CGu6wNcWLB/kYj4/zOG0GCSpYeiS4M38zABiVRZHKjpo8t/byJgU3bBxPVzGpP8eHkMyZRUdDxqTgM2oooPOfUkke5bpruqCNpvXbgUL95L3TPV33oIrSCQ5EDkEYU6NxRgsM1xotqJ7Lg2eWTWnKtlaczq14DWnPZPQ5DWn5gwFJzYiDlqAD42FqMUVTjk8Xntu/netPddt89pztZw2QcKHlTdxBHPvf1ijcdzhW3BHAAAAAElFTkSuQmCC) 15 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur143297 2s linear infinite forwards;
}
