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1%,1.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2%,2.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3%,3.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,5.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6%,6.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7%,7.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8%,8.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADAElEQVRYhe2VXWhbZRzGf+/JZ3OapEmarN3Wde3sZmVCdXYiKNagQ3ajgjAHiqg3ImiZ9eNG2C6GczBUmNeCiGQTiw4ndLaybm6uRVzXTbH7SNbGJZ11bZbm4+TkJOf1Qi2VbF7U9u787t734nkenv+f9wULCwuL2zCw+0G5XFpjP525rZZyq8uvXtgm/Z2S8b5d/zvEyKkhmfvyJTLjU7fUqglwoW9QRiJrWdc5x+puH/mBA0sOMXw+KX2uIsKYwl3UyY3WhrAvPlzaOygV+yy+ThVvq87VyXO4lKcYPnpIpsp12McOcGrLXpSJfp57fYj+9zcS69iDf00zzasCtDiqtGVSPD29nYrmQTEV3I40nmgHZsWJZpRJfPuzbN+2WdQ0cDH2vFzVkaSpq4S7vQlfQ0JUCuuJV0NcdYeZCoSZcTWSagiRu2MLaanygP8KjyUPEw66CBsa4bkswbEBqlvdzD6qYksdx6ffxOFpRX1ovSjlDbSCzsgXwwtNCID05x9KTU3hdPSg2W1sjD4uWCF+/OS0zMk882aGJ198Roj0qC7zuRQz82cpBzcT7blzxcz/4cjBfjlfmaNF++CvBj49PivLjhLleoWCy8YbnZEVC/H1viNyOvcLFY/KK+/0igWjt8/pUndKig5oHN3Du8++JyZu3CVtZwscG2/jrfDHuEyD3itv4hEmj6jf43x5A8bJNJPXoniNbpo3xNm09TsMh4aRFKTOZKlvdpJI9BDtOySO7v5G5uv3UTc1yxMf/Spg0RLu73IJfSDGpZEZ0loXE4Vuec3rZe3Dbu4NpQmk/6Dtxu/cl/2BgthE+uZqvJRZ0+2nwVGmrjGGeXGI4nSJ0mWFwnWDCycypEazmPGTHHutQ04mP2Md1xfM4e8lXEzLq2NS1eMM7t/FZTXA/dUCal18SSM5vNMmyxWTSMSOP+RADbm4uzfzL62ah+i3g/eIQCaDgUJFZJdsDrAjVhVNQTulokmwvb7G/D/JJFqX7S+I7RDLpmVhYWFhsez8CRFtNuftc0HkAAAAAElFTkSuQmCC) 15 15, auto;}
9%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,10.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11%,11.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13%,13.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,15.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16%,16.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADA0lEQVRYhe2UXWyTVRjHf6f0610/VtaWrt1Gt+EWsoAamC6izA8MHzEx8QqUeEOW7IIsIXiBAaM3BL3RKBcm8wpNhDiMX4nEzA8EEiNZw5xmkBQu1i61tWylb992/Xr7Hq9cnBuGjHH3/u7Ok5P//5zn/M8DJiYmJndhYv87cq20pn6fv6uWZaXitaH3pN6VYOrTw/d9iKuxtGx3WanF4ytqif8W/nj9NVkO2WjptuPvdUCzzvrIW8v23Qs/X0nK3oCCz/gLu61GuVrHs3VgidaSRfz0SWmJWPFG7bjCNsrSwY25mzTy20llFVIFhdmcQuKOQvJ2E3OqzuCmE0xWzxKNOugINNjoqrChepZocB+b/Qo+mcZlq1Kr65QW6hSrOt27di/6Lj5BcuK49D/jobm/gS0cwtU+IhLZIAvFODOql0QtSLIeYLbhJ1Xxk26sZ9fAl3Q9q9HaZieolAkaKv6GStgd4CGvFXc1gZMCUtNwbdspKvki5UKJX7/4XC7pwMUbHVI0GvjsQ6gVg6cfPrmqlt8Llz/+SOqyhVT4e17dMyrE5VinrCkaCxEvvukRBp86+sDM/2H8wnNSdExzsSuMZbB/RgghyDgEydIWPrny0pp9v5X4OhmR8tE4c51uTrl/E4u3/S7bKSd+OEdv7zDupiwv9GXEzjfuyFxO5+ATL/Lh2AeUKs0cOzDE409O8+35t/F7BD3D7+KL7SCQPIiw3qKtyYHHUkVk6xS1GoVyOwXd4JETL4tjhX7pEhoDuSJ7oikB/wrh3g0zwpY+jdGlku52c2psr7x1KUMmNsPmvj/pUSaJWm8z9cshtJsefOUQAZnHWdHRHAI9dB5X2yRuPY8lVaA0p1LKtVJSy5S0Cj+Oj0jV3kKrYVk0hxXmwHClX4bWSdJvbufcmVfY8dg1xr9ZXS6uHxmVBd0gb9TJHrrAT1ucnHF+tURr2SQcdcZE3PDhjdTZ5res2hyg7/1hMa/Ok35+jHR3Zpn5/zI627NmYfwsu/GBBtvExMTE5L74G1/YNTQdeCxCAAAAAElFTkSuQmCC) 15 15, auto;}
17%,17.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18%,18.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
19%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADCUlEQVRYhe2UX0xTVxzHP/e23NvaW8WWWv4pOhFjBR0O5/aALpmRxahbpnFPc4l/kpkpSvRBE5Nlb8aHPSxLtgenC/owNeKyLWbLsmnESJSIEtGKIrQsUJBS6W3pn0vbs6eRsUFCBN/u5+38cvL9nvM73/MDExMTkylo3f2RmC2th+3DU2rJkxXbDu8VmQoX7U0NMz5E6+2QKNWsGD1PJtWS/ltoP9kg0h4V11IF9woVyaGSrx39377pcON6r1juteO0DKKoBsn0GM6KdRO0JiweNH4hxl4PUmRfhlbkIJ6yEQ4rDITyeD6g0Re20zdkocj3GRfOX+bFSJIT377H6VO3yC9YzMKiLIvmpyh1Jiidl2aF146WF8JhS2MYGfxyM32JMO+v+XLcd/wJfrq3UpSsn0/InuZ+tgenVi8Fgx4CPW46/+ojGPXQqxcQI0anfyv9uouU4kLOZaiu8eOZm8RjjeK2RFlg0yl3WbGJIDarjhiN4fDVSjcdvzE4p5GzVxUxoQORBz+IJ2obJdkNtMSOsPPNxy/V8unw9aMCEb8VIX9jIZ8u7pfkM/2V4mlY4Bnaz9MB45WaAxzwhaWcDHFZ5kP9YyHvLu6QehMpmkNX6Bz6nf165ax9v8mo1yuEt8xCLk+iae45afy2Jxu/EkK6RnDDQwILfPxq+1Gq/eSFWFXZyBt1n3Pt3D5+ubKXHdvP09WxBW9+liUeg9cKFZYX27BK9+n2HScjr2J7ajPKoJV41KB/NIG/+nt2vv1MejddJ1QMNre0cuCduAT/CuGxXfWS3lWDZcRFnmRnz6U6ofvvoCoXEUYG2YhQpg1RvuZP3qpqprpwjJoSlariLAW5QZxzYqQ0yIkWBtxtjA5HGR2OEUj2MqJFaEiuFhlSJLGOm8Mkc+Dgha0i8IFGZVM3rkQEZWGWQ5u6XyoXHScOi+sr/0Bd1EX72mV058q5amuaeg78w6bUNrHxRgC3N8ie1dEZhfK7n1UhrDnu1lbxjdY2fa1Tw2WzFsaz95yvNNgmJiYmJjPibx3lLbc6EX9eAAAAAElFTkSuQmCC) 15 15, auto;}
20%,20.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21%,21.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADA0lEQVRYhe2TXWibVRyHn/MmeZO3zdJ8J7VJ2lK7Dytsikw3nXg16eqFTkTEi3oxRHQXm6Wg0gmOTi/mnTBQRKi7cyKT6YUIYyJrqa7Obtp1C02X734k7ZI2Td6l6fHKYmkHsnZ373N3zsVzfvz/vwMGBgYG9+D3Y6/KrXKNj+bv6VI2uvzjxBG53OZm9Kfjmw5xdTgrG+0Kd5O3NnStCzD62XGpHxC4n3ES3OsltfjpfYcYvJSQIYcJi0hTUwp8lDu8ziX+exj/pl9+t/0SrqW/6OroZbm6jfmcys3MDHJqB+msRjKlEU9qJG7XkUxp1DkWsbtaaN5uJRyuEfFXCLmWaAno7AxoaFqW+jqdCfUqR+sHeCfxAi91nFh9d3UCM9fPyMCzPua8Y8z4JJGGHpGJ+8hMepmq/El81kci7yU57yE96yFbdFFWPFjd7QRbVHyuMj5bAY9aoMlZpM1txmKKY1OLyKUFdgbfFmWzmUTtey5c/FiumcC19Cm5UhVYVvxcUL/gvdBvayazlbxSaJedg4e44/qZd58aE8rpy01ybGqZ+USQfDT0QB8HONcQFdPmIg35VvpvtEql9+m0SCpfkYs+z43Ybnp+eX3Lvt9GPKc/Kf2yxEh5mr5dk8IM0PtYXHzYV5PFsgfV+gj79C45ZP1RdL//pvQ/+iuXB07z93AbVkXhxSNnmRw+TPihCq3BuzQ3mmhvrCcbOs+86SwufwRsKgdiB1HuKBSLy4w7YnS+/LnYp3dJc63EdFbjTPcVAWD+N9nJ/ojo7kzKbe4UDnmTnm/3Sl/wa6peO60jX+I276eU2Y8efZw9zXnCQYVIY5VS3QgNoomZwHVylSJZ2y2qFhN2p53AxMOkQhPkSjqv5TtkjBU0vcwH3QOra16377eOviGdfRcpWQT+gk7FYeOU9/Z99eL8D4fkkJrB5Y0xuKuZWWFlyHZljWtDcdfCbmlSVtgzN8fJcHpTpfzkmlMuRLxErZJz2sT/dx1cfGLLynisvOOBFtvAwMDAYFP8A24LJeo266HaAAAAAElFTkSuQmCC) 15 15, auto;}
22%,22.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23%,23.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,25.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC80lEQVRYhe3TX2yTVRjH8e9ZWbt3K3Rru+5PCwJGGUYgbNOJEAzgdEDIjLrEP9FlxguMkIDRXQqJxD+4oDcmoomJIAiJYoIJJLBlQIhRiMMRHWEQWNt0Wztga9f1fd+26+OVC8lGgmy7ez9351z8znOe8xywWCyWezjZ1igzlXWj+/Y9s/Km2nwp6BfbykK6u3ZOu4h//hgQjzPHqfC3U2ZNKqCjvUVSmg13YAFqkZeuZNsDF9F1JiS+eUK+FiWlhlh1o2pS1py7F70deyTjz6LpGcbLvaQzLsaidk6cOSLxiEYsohELawwGNW6FComFNXIZDZe/CM9DDnzzxwksvYxWfoka93NUuCC/YJB8h0lcT6PPtbEu8oR0+i+qSR2Ihb6R4toKnIGFPHKnmDrXByoRLOVaXx/RvlJCwVJCIS+hsIfBiIfIQAkJ3YPdV4yz3E7J4r8p819FrzxEynsOv1vIL+qnoCiBmKM0B3arQtFZJDX83v7TRCcUwNCtw6LESdKwkdJtPPZog2KWNN3cLO90NZHI5Xih6S2lzp/7Wn4xPqRe+5xApo7H11fN2uH/+fHAZ5JLFzCMSd6atVtV7cin3IwO0XPVxf4vwjP2/aayTK+Xa1of8cQo295uVRO3ff/we+K78DFxI03nnhZ+8/6sXvmqTuyX32DYfxzj12Yqn7yOWd1O6ZVNGE8fZHH3uwRKXHQ+u5scd6jKe5MQx0kaMT5yb8cZ9NJqP0ZWXeL7p1Lq1bNz5eLqMmqu2zla1aPgrl/Q9to+tWvjTklnk2TzklSPrBZ1yE7sh2fQqoWyDR2MbT1F/zw7rP2SCxXF+LJX+EsbYEyL4xg0MX0RFoiPXnOAkZEE6rYDbaVB1OGm+XRG0rqwdHR84vAp7ag9JnXDW2TVaKM0H1kuLfWfPPCT9Hy3Q56PLpElZqO82OuTl/fb7i9rxdAK2WC2yut/PjzteVgfXiYNxl5Z01/5/7IajL0zNowNxr5ZHWyLxWKxTMu/qNQ4CT+y+6sAAAAASUVORK5CYII=) 15 15, auto;}
26%,26.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27%,27.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28%,28.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,30.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31%,31.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32%,32.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33%,33.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,35.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC7UlEQVRYhe2VXWxTZRyHn/e0XT8oXbvRtbCBBJWCkJChSBCVhBhjQkxInES9mVG84MILowQuNF4AisYbY7xxGDV+hKiJMk3Mlkz5jJDFMDMWtyIdtgzMtkrb09PT9pzTPxfGhWQjMbDdnefufS+e3y//vB/g4uLicgu2Dm6X+XJ9PdR7S5c21+Zb33dJOlzl0PmX7rjEd7/1y1BgmGo9PadrVoFzw6/K4mQSNB9TiQgflN+77RKjv4zJpeYJWkKLMLQy1/Rzs1zemxe/pg/KpOYlnmgiWEoTU2uIXPFx9PhRaZoI0pgIQi7IiLrE+7t7CFy4Tvcn+7hP38Ky6Ep8yx1+euhTvnnqIkFPJ0dGekgGVlDRIlg1g7ppMZbpl9Sqx9WsCZyZ/EjKiaVIMkle/GTv6VflEhQzBtp4M/JXnEZ2CXauFW0yilWcprY2TNjXztVUDi1ucr1jlJOrT2OZBYq1LF80/cwVu0K4MU1y0SPKrpapmwanz347MwkF8EfxmBiWom56sE0Pj65+QrFADA5+Jrou5EsNnt75glKV8bNSqWoYJQvTCLBm+/0LFv4fj/W+KMvsFh4otP87gfznOTHqGkZdwzQ8bHytbcFKdJ7YKtmkhobGVOqEmgm6vL8ilaqGWQGz3ODhr0IqVTsk9UKG9i9L7H/9HRy/hSdRo9ZR4sOug5zfkqc19QzdfTZOuMyBwrt4vWEWp9ahXxxhV3wbe2ObOPZnhjd29Kjm3zeItylIpG09461HFNx0C1YeDqkzO4ckXGjBsXQ6sl0ilo6l/ATzDp7YFMQtGksN9u7ZB20xAtEkjqORXWJg+XIwDfbfJoENMYywnx9CGS5nHd4OpVjX95z8E9WxbXMmfE6efbNb+u76UVqHN8uKq7vk7uIrt/0ORC9sks0Dz8vuj58U/0BU4mPbZrnmbBIfWCtqeQJHHPKpU3d0HmLDD8qqIR/p9Xn0ztH/77q3+PK8/QWR3si8uVxcXFxc5p0b/2Y+bDpZstgAAAAASUVORK5CYII=) 15 15, auto;}
36%,36.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37%,37.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38%,38.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,40.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41%,41.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43%,43.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44%,44.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC+ElEQVRYhe3STWgUdxzG8e9M9tXsmmSTJc3GvCzEtLUxYg5GKYJQ0YCIRUK9SYVIKYVSayltD6JejCi+9AU8eGhzkIhtPNT6DhaEFJPSNGpCaxPNS3cTutnNvmRfZnZnf96C0Yipibf53ObP8Mzwfx4wmUym5/imd5csVVa4/+Fzs9T5Ds/80SaxnId9/fsX/RMTd/4WS6UwqT+YN0t5+uC7/n0S0+xkPEXYS/3YrcV85mp55r2FGPv1rjjrrKQ9BkmbTjadpdHdPCdrzsPX9w7Jn1LMSm8Rhe4KHBkbtqks1gkNVzCLM6BSEDD4aMPv/HS0mfR0ipZLMbrbVlFbXI1RZSVTnSW1IolWoeGsV0l5hGShhqHnuDI+zVRK4UTT9tnvzlbwVl+7UPk6mtPPo1gZH7u2Kt5RhdJhg8B4BO9oCWVjJSQS8PY1G56gG0/GSy6v0bM2StqbJeaNECsNE/dEsfgNYss1Io44miRYW7hRuVZYS8eyELbLe+bW0RnplM8fdMkv49fljZ4jSza++ZQNdoh6dqf4Ri4KgNoQvCnyj8qHRjn6UI6/1n35Un0v1NSq3QqqBVUtZuf5uKj3fZuVzJSdiwOj3AiN0DAWf6U3UB+KS0FNOYrVSdeu5YoFYM+2HUr7iQ6Z8KbR9SgtP2bkaqtDmd7YK6cbuzn1gfDesQD7L73J2dZHtA75McpBf03HVhnF0eDj36Ice+2TNKp17KgL4LdZyM/oRIIpDs8YDG84qLzTpUm+D4K2EsYr1ivwxAi/+HS30jSYwROOYs0rbP3+gvTEb3GjPkROT6E5dEI1Ybo3O7ndHCBbNYB9dQJ1vY90TZ6QOwEuH7/JMHcmDdLJGNlkgt6RMSIuL2tCackVAAmY2XR4tuZn+t5+7rxgeZf/jDNEUgMYVbU83PLVS+3ih/ufyPF7wlC1m5V1B1hxO8/lVseLs7ZcyEjj9W+lqP/kovdg//l9sV7ZK00jM/8vqyZ8d8nG6O5rf6XDNplMJtOiPAYIOUNfsJ1KUQAAAABJRU5ErkJggg==) 15 15, auto;}
45%,45.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46%,46.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47%,47.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48%,48.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
49%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,50.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51%,51.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52%,52.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53%,53.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,55.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56%,56.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57%,57.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58%,58.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
59%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,60.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61%,61.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62%,62.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63%,63.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,65.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66%,66.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67%,67.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68%,68.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
69%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,70.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71%,71.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72%,72.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73%,73.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
74%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,75.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76%,76.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77%,77.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78%,78.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,80.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81%,81.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82%,82.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83%,83.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,85.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86%,86.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87%,87.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88%,88.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,90.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91%,91.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92%,92.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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95%,95.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96%,96.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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98%,98.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC50lEQVRYhe3SXUhTYRgH8P8529zOdJttnm1mtZXZl5UlRfZFJUVhSNRNXUTdRNBFUCAESkVfFmV0UQQFWQRR0QcViBVIKa5vDEFKRVtuzan7qM1tZ2funKc7KTT60O7O7+59L/7vw/P+AYVCofiF81vf0nhltYYCv8xiR7usK79Ek81ptO4f+xCv/R7Kimegv75t1KwRA7TsLiPnlwuYY0hhSo6EWE3zPw/x3NNNxgSHrKgGrKcBXw8XjMhifjy4jndSTvgk8lKNSOZuA/gyBDOS6NMJ8HEifFwKXi6NHk6ERy/Dy6UxxKmQl6mDQ6vD1EEWE1kLJiWMyBUNsIkmWAQO2b0igrV7kDn9I5igBGtt5/C7wxvovzxAc3N1MNgNUC9TI6eqmunhBbhtAty8iB4+BU+OCK9FgM8iwT8hCcEiwZqthj1DA17QwPliAJaIHuaoDuaYHsaIBoaoDmIggmn37zNqkw6qCSo0Haz8eRPdFTsp+MhP3rouar9UM27lG03kXBHVn7hG92ofEAAwLdVHSZICSG2sgMgKKF0wi/ldyFjdOnWTEpwMvvkB2OLKQ8zAYy3aTRF02BI462v8rxv4dHEDBUlGNBZF+Z07jBoANrpqmBPRlRTI4zEUiaF1x0Iquv6eeWM2ki0/E51GM05vKcW7tXNhE7WwptUoP1sHYWkJMuYtxsSQjMKXN2CWk0g/fQqjlUXUXoGvxdsRe3gE2V13Udzby4R3OUmK+BEPh3HgzF4G+KGEVQs3MR0BGX3tYeSvVyFUWUBqksFZtZglfkNJ42c4AnpMCXJwhEyY94SB092DvAEtJt8+A77PBanjGViVjKEUQSQJocE4mCwX7PksuufbKNqZhLFQN/z4qFbduEqx+tUUOFZEr/R66phh+ecvubnvAzVtK6HPi+z0RLOZPq2w/llW/N5yGryyhNqc5jH3wb1mJvWvc1CDZtPfZcUfLh+3MoqXZ//XYisUCoViTL4Dy0c6gIu737AAAAAASUVORK5CYII=) 15 15, auto;}
99%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur73184 1.6666666666667s linear infinite forwards;
}
