@keyframes rwdcur53206 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 11 11, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
24%,27.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGaElEQVRYhcWXbYgdZxXHf//zzJ07O7t7s2/dbF6JSxpLKlTdEKkKNlUCalARlfhFU/tJIoglnxQRUT8URFAL5kNRKYhFxRdKsSWalorEhhhtS9oY6BLiZrO52ezel9m7d+bOPOOHzaaRJtmkDfqHYQ7PzDzn95wz5zwz8H+WVo3BPQ+NA5uBufZzP5v9nwIMPnDArBIXAJjhzIEMggAnR9ae3ySzLnKNxpGf+DsOALBu78Fy6n33A8LMCMKItJNw/PhfCYr89zL7BXJnZO704rOPZXcKwN6wKkT9NXa9cwtTd29B5njp5IlVxnHgw8C7QZtHP/rVO+Wf4KphUOmLqQQhnc4SCxfOUZQey9OfI4uBEWTvAWaAOpCM7TsEZrGkUCtp69Z/+93u7QBcjUAJpEmbl883ODXbpFYkbN0wgVXjA5IiYLuk7SaFSNvG9h0yzMYkDUguRBYiq41/9ttDtw0w8KEvxviStLPEC0ee5sSLx1iqDjMWQqSScN3EJ4Ko9l6QR7ZV5saAbZJCyYEZmFs5ZOH6/d+LbgtAZl1MnDx5HN9tH+wl81OnTr9Gt2+ULC9RtQ9f9DCzUM7dBwrlXCS52lXnMpAhM5MF4a0CXNsHasB2UAPAZDtcPPTHocjRLquoOoAERbKI8Idl7l/IXsDcLGaAhTILZAGYdTFXn3vikfyWInCFpQNqCGGySGa577YeutxJoQTXN4j6BnH9w0gOZHdjbgKzACySC1adgwUZsnDDlx5bMxJu1cjO/sP3TU5VzCyU2UbAkMsMFkrf2x2kbYpeiusfhrSzC3OvYzYtC5oyJ8n8G87VkgsQZoNT+4r2yafLW4gANI8+XkdqARlyicydM9mLgidzjD4HpS8ogxC5YD+YIRuQLMbMMJcgNa44BxPI7Aa+3wxwZWgBuTlkdVCCbFbmnipLf3C5gBGXs2P9MBPj61El/KVkD2A2gbkhsC5y/hrnIHd7AI0/HfbIEskwMxB10Bwwo6L3zcutNheay8w12owPDyNnj4JFoI2qRk2rRkuYxpFtxbkA0033juvSSVY3sxbIy5zH7KxkJ5C9XJb+maTbpUrB5eUcwhiF1d8pjP7w4N6PAyXIfo3cDmQ7Zg8/fNNKCK43uPjsjwHmgfmxfYciwCQbQNZB1inB96J1ZubYvWUYt+keqvEAJR4QyJ7HWWSyNXfOm+Zn5Q7LJFupbSlE9qrMTpadFr7T4GLqGM3nmexPSDsJyIEpErYRuTWn15p3AOOf+nqAWYyr7ES2Sy74gFUq+1HA2PAwW0diRkfWcT6t8NqZaWT6leS8OVdHPGdyz1xZrPeQn/vh56+mZW1EYOn0X3z/vXt6mPplLpG5TEH1Y1O7309zYZHpS01aqefflxMG79tLtH7yXsvTd1V6y4ORBfOhs1cqsiwwU0XmRu7/jC7/7TfFLUfgaiQ+951xuWBSLogVxn++0vsBDwqobryHeOcHUWsBd/4VBhxU0+a3JH1fQF6UFJTkhacoyY4/+un8ui/hjSSzeclisIky7+3B3GaVbgCnc6Cv5QszHykuTlNdWmDUedZXRW3d8Ew1cJGkPO0VPs17Pss9y1nPjnODKriRLj75DQ+cnfjCD+qIIZkaGC3kxjBmyjw9k505NjQQhbWRkVq0dWzk6MbRoXww7pv0+Jk8L3xnOcuWsyxrJV3jdgFWNffEI52JAz8KhCJQDZgAHQMmTYyFzh0drIatDcO1U+/YdNfc6FAtCJzFJSRZLw9bSYdGs915ywArkl+peYbAQGqAjiAzoZmKC14a6I9m7hodam3ZALWQIABSApqdWtho1ZK3BSBTF8ODeYxYWA1ZvYSjHpZKfGIyiyPCoZCsHzoAfcBQTLY5Xpln7UZ0A1346Vdy0BxSHYgBD1Ci14uSs91ekS9107ibMgAkQBfIr5yz1fp/ywAAs49/uQtMg54v4Z+Ypj28mhb+zHLWqzfbywuXF5PZZkbCSgRWIVgFflsA1ygB5vFl3ZdFlpfet7N84VJ7qXGp0erOL2DL/53uXNIdA8hYWY1f+biHni9J0l7eTJazC5cWs3MXWpxvrV4ll3T1z+qWWvHN1P77Uwzu+mSOLBT0IZPJCMz5QCyGTt1qEKQV62tZHKTDVRXXPn9HUjB7+OEM/DxQL6FblGUnLfKFdtbrNpJufmG+sfDgzijfNvDmzv8fPX1jVlyJg6wAAAAASUVORK5CYII=) 11 11, auto;}
28%,31.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGcElEQVRYhcWVXYxcZRnHf///e+bM7OzXtGyXbdnWpbRQDCCUirQJRMCgAiEhkhCNCRi5EDDRaDBRY4gX3ggXkHBB/CCaEE28UGPQXqmBSNOt0oK0DWjZbMsyXZbZ6XRmdzofZ87xYrcf2FIorfFJTvKc9+S8/9/7PP/3feH/HDqeDH76gQKwDhgA5pDmQImQ63/9efK/AvCJJO4/5rj/DecHXs4VBt/K5QfbuWKpF/Wv6A7f+mARoPSZr11wgBMVGL7969knt25DDnSONcnFfTQbR3j1tT1EaXq/pBoKZYVo1g7l+e1PpRcCwCezQLfVYt0AXLV2Fbm+Pvbt3we9BODzSHciTYCuYqlVFyROAEQWw6vHGRldw0Vjqwn5AiHKYZgGisDQsvA46OMjd3174EIARMeTTAFl5kA9g2abiWJG9YorefWVyYkg7QamkTdaAhGBVo7c/Z1m5Q8/Tkfv+Z6RYxyMnCKnc7/5QefDAAig/+b7o3z/iu6nbrqFyZdeJITAtVtuIKoeZOf+KdIQUNLdIYeyHSUKYQqH30n6lxSa2DEOIIOMvPTgqDn73KNnBTCAxCgWky+9QHdx/plW492nX/77Trqlddyy5RpycR+54dFtDvG9sleC3pE0Koch7IH3EQeH+EO1QFKnu3hkK9II8iZgIVk4cufuf0z+ceNl63FxBQiiwhC92uHNCqEkh73IBRz2Ys+CkyXxCGxwYImCs7YiAOQv3dxEKoBGhKYsT9qez3qdPx9ZaH0p7i6S5vpwoUjoGypmWXoJcBC7gqO2HGoOoS2FU8XBgaHNd3Ube/50doDO9B4603uqfeuvr0mqyO4hDaLQIu3t7Tm6g3YTJLJeB3U7YC/g6DXZC7Jr2AvoveJ2oPzsI90P9MDxkNSSDbiAQiyHxHJZafK0cjGjg32MFwNZMETxFtm3yC5ht46LniqO9YFHeDj1pXDZljY4jzSAnAtL5koVQgr8e7Gbbm20E+LVV5B2joG8SdYhcBmHFJzDTuyQYqflnz3U/iAAnWmwdPsjo5KHbKdySJDHsdfb0XUK0bfIF7n+0kvYffCd5VVn3wf/Xvm+fbKh112LQgGFGlal/MxXP1wLTlDJNdt1pAWkFvYhyf/E3pNJO8ky6qGf3NgGBjffjRR+pHxh3x333Hd8gh+i8DjW51C46mwVCGcabL25q1fcuDXIjpb3dk8OTaQYR4uSDtWONq5bmYejczNs2byZT9x4MyjlwBuvAzqMndnhb7J7Qzd+oVrf9dszmvGMFQCY3/5kHbmO3QElyE0cZpHnkA9m9HZUakeZWFVi06qIq0c6hGBAYEdWmEZhA3aEaL2fTvR+HwAqzz/RgpM/j9772BAwK3GlnNuGRP9wiXanTXV+nkYjXjoNlR1Asq2rLYxCbeIbv56afuqLzXMCOC2W9nwF/CaOuGHbTUzt38ubrY20XtjB+o+tATJcGHw4JO1KHMJQLoQdQBMcA7tPm/KcAHCCXMMu48CuyUnm63XSbhdImXrrMCFfpLhqHYMXrRkZvezaeKxYuGZ8sHjbJYN9hdsee75wXhWQnUpOwOUs6X5WUVbALnXe3v8VQhi15BDnN+WjHBc5z+p8RmlsxUB/Pr8+Az/x4A2neeFcAVrYHawqdiwEqIPCi6A1yENuLUb5xtyGVf1mIo4X1q1dM1MaGpzNhTD3i7/MRA/cOv6e0/GcAGZ/9d107MuPz4HHQLOgUeQEMyWFy5Hus5iOu81oIF9KLl45XL58Ym11fCy3XYFmu80QUP3IAACzzz3aGbv/yUOyRjAxUAEVgSnwduSrgWrkqD480FdZc3HurbUlXilAwiBRO8uivE7eEedowmWIX34ToRaoirQAFCRSWfuBfSnUellaBb1ms6sAs0AKEP/Xos+5AidD6fJNYiQDUQZOyaaSlKST9OqNZmu22WSBYU7t+3s88JEqsBzLjnayPGkMOMVJN8sqi+3OwtFGs1aptaNFKAEFoCXpwgCUn304BWoslfaEsdKs506vV653ejPzjWbn3epRDjfwMuRpJ+H5VIDyTx/qLItXgNeBQ8B0kmUzxzrdmUq9OVd+90j17cPduXdS6pyh5ecFAFD+yYMpSyurkaaVLKOaZFnrWJJSO9ZitlpPZmYrzJShdga98zDhKZFlSQqxydIMSLOMdtqj0ekyd3SBmbkjyUAxn+bjlaf9+h+mP1JAAKl1AQAAAABJRU5ErkJggg==) 11 11, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
72%,75.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG7ElEQVRYhaWXbYxcVRnHf///uTM7M52dzr623bZbFrHaBSpS4gtKFCgvNQbjS0z8YgwJVYKIn0j4YIiJmvjF+EFDRGOCxpdEon4wogIaQi0gARVFXqwVS7O73W6XZTo7c/fOnXv9MMO2yLay7ZPcZHLvnOf5nec85/yfI87RRvbdUUSK5AhsJGVSSOZ/+bVsPX50to/1a2+pIm0DDi89dG/y2vuhG24v2o6QOA0AKYAdz//8K28aIjrNaW4JbHK5x2YIuejEjbcAhwHq19/m18ZJXms6RSBeN4Alrtx7I3IAibybE5XKHHjw1wBH1xqzVnTAa39f2079WUYOTG/ewKVbNlLcUOXAw7+FPAe45GzwvfQb+s/4J+5+0wCnZiNAImnHKHRIVlJAJM0T+yTF9b37DTYQWZoERUgZdhNYWE2AxPz9X15/BnKZuNnguWNNXnylw/RYhfddvZfi8MQDSBXwh5GukXQFknsBZaAmhWFkcAA5OWO0MwEMXn2zyTI6cZsnDjzCH3//IC+c6HDRRvH+a2/Eg2NPIlXlcJHlt4MiOVSwxyWPY0/gUERO5392d7oegAAwMPXOkVAs3zkzO0O33fhsnsT3z8zOfbQ0tp09O0ZQdYS5ueMfzzorf5U9LYcY+XLZF8mhhkMbh+PIneVn/9BZN0Bp6vKk24kfIE1+ITQpKcmS9g9njy18sjC8jdryLJWxrSwsnriKLDuCvFsh7JBCFXsIexmHw7I9uPu6dvNvD+frAlh56c9Z+cI9TUmDtg/L/ifSXJbEDx2ZmfnU6NQ0l24dJhqaYHZu9m3k2Qk7MnaMAzhalP2y7GXstPnMQ296GVaLUFIq6RDSS8AiOMGhmLcaX3ry4KM8e2yZzVHMZXvejQql92Av4LCAfVT2oPzaJvG5ngOKkE69dqhKatleyOKTdz31xAH+/u85tlUydu26GBVKH0NugUE+gR33x61rF6weX/W9++vgYi9+QNIFlmvIowqhBBrXQPnrUzum2DpY4NDxBvOvnIS8e7scPY/9Dxya4BZ2RXYknGLFM9+79YxQpwF8roRUQ0aSLU8ij8suIkfYieSai+X7xoaHeevEKLOtnP/MzZN3O9txWFSpuowEnZVNwhFWhpwhNWfu3d86KwBA/frbapIrlkrIo4iaHBWxG5LqPZ3wZSpVv7rnXVfyjslhnl9IePzxgxAKXPehj/Dgb36FOsk+rCXkeRSGMRFoHqkJXpi55zOravk6YVn63bcbIzd+AaQMsSCHJnYmqSiFZv+0c56uXPXUX55+tFy7hqlBiD5wLaVqjW6WoDwHaxJ5GwqHcK+2hFu9ElMEzKyZgZF9dxhUQvRUEVUVQkUKxgY5w+GSXl1EmQfK91WiAss5fPDiHXSGL+CxgwcBfgo+SvBjlhv0HC5hLQEVYA6IyfLW66VVck/V1GOzm6AYO+rPfhR5SXbNxcqPyLq0OymF2ghLr7ZY6c71FZHdlusojFrhKczz7s1+HMiAaq/YKb0OQA7ZalLsnuaEKEVO+0JTlZ3K0WFCYNfOaY7PzdFoNTkWD1GvisLwZrpL89N2tC0KPlRwOFqQXgp2NYc0hyyHVp7nZHn+xpZs9KY7K+pnQCHiNJVD9oWyqzhCA9XHyHMI7rVlCCwcFQnFMiWJSp78uFosHt0wED1SsJMsp4WYT9KskeU5SZq9sbuRHEsu9de8txy94Mg+gr0ThyjvrLwXhwnDNugYFTJyptTt1gqd9hXVQlQZG6xMjlcrzw4Plo8UQxSFoMVOtxt3Ol1aKykrnbSnBadb64UD+YbpD3R7ESUcITtFjo/95K6V6u4bllDo4LAo+znZL+DwMlZsRfMOUX0geLk+UGxPbNwwMDlWf3HH5pF4ctPwy1vGhtojtSpj9Sq18gDVUuHsXfGZbPOnv1nEIbIDBIEKEdZOO5QcomtqUdi1pVqOdm4ZWdi1fdO/Ltg63hgf2fh0qcQRCdptaDTbnGwun6nBPLvN/eCLyZabv5X2DhgAMqQUGDakoIUQnFaKUTK4odzaNLqR7ROMDgWeCVBpQ9TOy9mrjXJ8TgAAs9//fAYkE7d8J8JEwvP9bRYhEESgV6IopMUCWT0QFyGVtHS6n3MGWDWp2P+1BBzKoJ7llDtZvrzSSZvtlcRZzqJhQdIbLiznBTBxyz19OV8tpXngT1lOM+50J5pxQqudLJ5spkeXiQ6v5eP8M9BvKfIeRgbMp3nWTLv5cCtJSouNZmOp0ZwZ0tCakryu7uV/bea7t/ZTeqoFzLKcDFor3e7R5kp6qNGKj9x0xdrBzxugH7LvPFsFyfKMJMtoJ2n2jf1XnvWiet4AM/fuT4EU+re4PCPLoZvnWSvp/t9L6n8BtgVmmI4fZIgAAAAASUVORK5CYII=) 11 11, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
}
div.testarea{
animation:rwdcur53206 2.0833333333333s linear infinite forwards;
}
