- factorio calc 4 red belts GC.png (87.02 KiB) Viewed 5761 times
Ten belts in, four belts out, no leftovers.
Decided to build the damned thing. Had to be symmetric and have nice power pole placement of course.
- Four red belts green circuits.gif (8.93 MiB) Viewed 5761 times
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jaD0Nd1a97O2tp+H+qlhXPA3nkpdDpvU0nEviuOJpOJfUvOJpOJfUcsXTcC4p/Yqn4VxSrojugnPJFYmr4FRyRWwXmkmu8SLmZF/xLNykdcXSx4IO5YqoxqoO9YqEhaUd6hW5GOs71CvKDBZ5iCuiDCs9xBWbAyz30K6Iaaz50K7IjFj4Ia8Iaqz+kFekKywB0a8IaqwD0a9IV1gMol8R1FgRYlyRrrAsxLgiqANPs3yOs/hz4aNOR6jczA7A6QznmQCcznh4Nb39ehGPTo+dAYylEy5nA+B0nuysAPzdpd4vDz/dPv78+OXpn6fw5TL8Dx++/+v3hX/38PWXk7U+cb/Vu6e0i7AL903FxUXyhgUiLrqXK8HLi64V3D6l/N7G27tOfm/gtz/an7z9P5StL77+RmNwgBh8Ty5Rfku1V3LruA1NerO8l+zkzU7cBXYCRKUOX9vTLofEe3qK8Jp6+ksuee+Z8p7ek1qUXxH2Yks87RmUF30Ey2tTneQh3tN2eQG+ocio06jXdgHy1jbp907cenfye+k05wS7qs6jL7sffe9pN8rjmh0mveIWQeXN6nSd14bBy2+2N9yhdwKUOCSOXUj0jjv+JMfxvWUbVyy2yR+X/mKjYdrAyWocuE9ReSFvuEPiunkhoF1eN0BmoNXdggYyA21bLIDMQCzgOL63jOmvZDqT5SbAlQCQKwhwJhk8+qLb0QdEDiJ2CwaIHMQ2uU8cWy+M3suxNfkOsy5/yQFFhAAn8/dcKOVXDHtV0EkuN3XqcQO0FSo4SQClhdq2C3DSBfjSR3CyABfuLVV+L5BfqNuasfjesh5+gNARLjdl6Wtr8XuYMu0wAQIPBZyAgNxDye2b7biz9QSIjtt8bbm9HBKL17hSrlhyC/fTCu9p0MkuN+WQV/I4eFQudyEPIDIxgX+CNupeXH3jaPiUtll8g8hOgB/baTfxyY8d6ljEm+eIqBemIv7j7v63v3Px29mlmYn3t/84WRk8UqsdqOOAZ0EQTwVf2NhfZ4aukgGyTaH92JfXV6GfA3eJfOi6Gbk1KmEvtOSwTt+4f2cyChy3NMHKxSHoF4KCu8CVN1Hp18Cy21CPirvDL6+6irvDpR+Le8VPrIPf+Ip+dTEqvoYp/uX1qJ12q0t+xpei/k5/6FohtWxfKu5Nv4wTNKLq7o5kBN5sVv9T4tCVRap+JzsCftur+jXyCHz74l++DF2mpILNuK5aEsd25dGjYJTtypu0b//ErEX79hWnNXjCC/0L4mg45sJnjIyGb0H9S+Why6XEAC+jUQmDy0tFF09p21ze6Pf0tvt2OHTGSgOnhoY3jy2uWGXw/NZ0esXgfBf/o+TQ2S4NnEjekF3EFbMjYAxdyKXtiBJDJ67ktjToTJUswGnwG14GWFN4D5lX3G4kjkWfwzF04ZgEhxtdRiZ3ZLihy8jkNpd3GlG549SNjj8fdP9aeug0lg4O2x2f7XxC3eh0ULzOqB66ek0Hx4ROv+71sV0xi2pdXF7IOlGlb3O5rmrTwVl7VG/MvPKaB4654X99HDqvZYBzAqe1+Izpoc/bGNtL1zHM2euXI0GX1hnb0vCekSL40qdrDJ22MsBhe8JuIdCjMSYteXP7NWyG2TUljIsfs5mNTRJ4mi1ZEng3u5wk8GF2OUng0+xyksApWfOlx6kI4OswwRXLF23ge8kqkuW4ge8A4GGCS27hvLIXx1ReupbRWjQue0p5Go3hlxQvvZVhglchxy8awy+luSjgywQXLJ8H74t42aUUXr6nwZIZ+SfLd/e4avbdCStqHjTOh14V5tFMcMnyNN0iWY6juALLhwkuWY6juADLlwmuWF5oJe56sZzFiNnDLTmz4JA9wE8J009KKi00ZPuQi8AsvBL36VbiWbr5UyQ/0RjuCSKB89969+tZWfbjnHpWD9N1SnDUYjbbKu+lVhNcshyHNSjztZngkltoJe6gntXOF2exE3fFYQ2qZ52mnyRwWpo7KDlhNB4vO3Fj2Zt+6Ikby97k1AscpQO9gkuW81NzDj9NR9qPc4oQ1slJUBWChnV2AD5Ny5X0F8u0XAGnTKPX9n7FLY1GcYJ61qppueSWMC2XwGklTlAEGq3ECcpX6ya4ktwaVxvIapf5RkO2Lb0ItGWCK34yBHjysCtx8lNzm37JMXR52vRLDhbmafpXqJnNBFdCMWmcN1AsKffpFVxyyzCFNyTwaYJLbsFhDYplp5W4gWLZi2m54vNuxGzYiZtzpV5FUIz013EMg1rd0wRXykTHMQyOUIYyUCy/KhjKQLH8qsClgQ59bzBonIf+dXCOYgrPSODVBFeSyAjTLRI4jeIAVWHQKA5QLLmSECjzY5hukSynlThAPRs0QgNU4nmYliuZc/L9dDS7WE4cskXPZJjCFeA0aAgPRbXL/DT0wQ6/wGCWV1164GGWVwUfUee0HeUUfsz7qqAqYN5XBZUY874qKJaY91VBmTe0jGraGWrR0lxBgVtYTwzUfUzzqqB6Lr7BrmGnP8z7qqCcYt5XbXKZWAbvqxY7Hy2D91WLXScW5n3VKpfvhXlftYL30ky1NWFFLcz7qgcA76blVQEfpuUSOI3iMoBblgmuWI55X2UC8GKCK27BNK/SATiN0JIAnG+wS3fL/Cpp/hQl2WCaVwk9TWKaVwlguSFI2NwyvwqOYf3b4MKcrqITQ1fldbdUv+7Waj/O2VVg3lcB9QzzvkAhxrSvAspZ7Z7hEjbuhAJO4TE97LyKOV+gcOLBZmA7EcZgCTvvYcKX3niyMN8L1H888gwcnAxuV/gZDlO7ml6gjQlo4ZeG91SvjU7qSwH6C3VSV3jKpUr4U2oYKOeUGKZ/U12UFhYAGl+M2fSkRTliYM9JGWKphyLlh4E9PmeH+ftkyg0DJ92GGy38ro6Vh/U7lFjgtDC/XWQljGmwEaQEMLB9ovQvsO+m5C+we6XUL3JE5LJXxe7jWJQJRs5UlAhGjj2UB1ZAcaQ0sAJufDkLrNgfLFaHYVvAfrLji7Hit3YvygErYI/fu/tLnGrThyccLS1cGszglEXZXuRim5K9SgfYNJhBWaRUL3IfT5le5DqeEr3IVyfK8yIfnSjNq+pMmkVZXhVUdD40rtot9YsrdFWbEbQoCayCExiV6argcwUfO1ebX70oBQyQNxZngNXmVy+q6lV1EueidC9ABVqU7QVIKItKegH2zKLMLsBgWpTYBUhji/K6ALluUVoX4KMtzuqqtt7WoqSuAKWSa3mF3f6xKMcr9B6KxSleccUNPB99F1fcklPOV+i8pXLQ+Xehn2KfwIs3ekHIHU/g9HJap9k9gYcHrlnePLdolsPaC9oQnsBpCA8CPjzLNbdMz3INnEboBOCUzxWLgPMBJtOtZE9Pq95PkZJNwUW52Z3cT0+DMdwKSMqU4NUK8ROMYdAa+wTOvyz51KKnx033cdV63PJcJ6U/yvlqpCpQHa9GiiXV8WqkzFM+VyOVuOJjcRt++qMMr0YKHGV4NVL3KcWrkepJdbzaBNmu4nuutvyqQFlejWwEOM0ryxXJLqr7OCuVU+5XHmAVUPJXHqBaB+WAVPLSzclJGvjwwKWcQXW8shJwWImTlBxK1kpSLCldK0mZp4StJMWSU7ay+8WSkrZygHyAaVukEmPiFimWjYYsOULxQYM5/WJJhb1ygaRM6Vq9gEjI4oFLb5irdvXjijKf4T7OKvOUyNVJPaNUrk4qMSVzdVIsqY5XJ8WSsrc6qQqUvtVJPeu4I7mnX3Ioo6uTut9hae4dJG5j5uHwEzfV8eqkehqjD9cV6Q8PPySHT8ri6hNUOK7j1dcViZsyu8AIhnJQatcg1Zpyuwap1niq4kEsh2fiQYolpXcNUiwpv2uQekYJXoNUYsrwGqQIUB2vkSDbGEMXm18sKadrkLrPhb1G9+sZFfYaA6Rpyuoa5BzLaV1jXlEsKa9rkE+Rs7u/xapnlOs1SeKmZK9JSg5le01SiSnda5JKTPlek9QzSviapJ7R+Y2TlBzK8JqkWFLZrknqGaV0TVIE6HTGSe54qUrXJGdiytgCQ21LoYwtMOv3Cbx4lhcJvHqWa+DmDGQN3JyBrIGbM5A1cHMGsgZuzkDWwM0ZyBq4OQNZAi/mDORDAi/eJGHNcnMGsmZ5uGOKjU19KfZQ5MN5WnqThI9fL8OZU4/LCdxwRzYfxta6GEJcI/cvevs4PEU19UWLlbhG370JPE/xGU6ztXrzgTXw8OYDa+DmZGMpqVVzsrEGbk421twyvPnAGrg52Vhzy/LcIoEb4xPHYaf2sEcdO2WLy2utXb4Jc7jxSV0Kc5zxmXX2AGOrLoU5wVgKpzAnGGvgeNQpKBt4JmIHh5t2uMOQrb1AM+cVa7+lelN/NXBzXrH0ivGUxA52Bi3dkcJOgmz2AGMn+bfhzRjWXrk5wFh7K+YA45PMn/bIYitVpzmz+KTQpDml+Awu3Fm+VlLDsw9z6usEzz5MUBTx7MMEdSvNKcRSbKY5hVgDXx645JZuTiGWLO/mFGLN8uqBa5aH5xbN8uaO23VKYDfHEp9kM65s9WK8U1H78Iw/qUvdHD185ovlzgO2yhyeX9iWvijx/MIGysawZwtbJXCYs4W132LOFpbyDp5o2EAJHOZsYQ3cnC2suWV6lmvgyx2i66RjPOKwgYI7zWHD0hue9rBhJ/PjEYet7jL/NKcJn2R+Y2phK37mn+ZEYe294lmkoKzM6Vl+5vfljiO2CgmeUxigkCxzYrCUCfCcwgDlfJkTgzXLmzd3VwNPb+6uBt49cM3nw3OLBm5ODD5JtnjuYMQm6KsxaTCaW6DrYY8JPpynVXfYrlNI6mEODj57M82DUxZlPezJwMVyjTkZWPst5mTgIoHj6D2A5eYcYMlyzH2qA4Cbc4Alt2DuU50A3J4D7KSg0rxputpLSPenOLm7mIOBtbdiDwa2UnUxJwNfrsm1mLOATzI/ZjpVkPkx76lWAG5O9j1zRLhzia0qhblPVSd01mpO99X8bk731cCHB665xZzuq1m+vBm5kuVhTveVLI/iuUWzvLozcp26Eea435NcG/aAX6d+hzng9yShhTnS9wzOHOKrLUF7iK9VksOc4iv9lmZO8ZXCqdlTfK0qhblPBRTwZs7s1cC9mb0adlrY2gvunlM08GHO1XVyMeY5gXrYvJm90ts1OE/Dzvmc8bTL0elN6T2pfg7fyc/JmO4EygtmO22PTOlN4tUsdSfxWuk96STe4//DIN7Hu5//eWbPku15rpl/rT3dmt8rZTBKqQJZno8RtElJlfKrtltMzqeyCUmVsql230kq51JdsXmlVKrtIYESqfRvUZVKR4EbvGFN5ZWCB8tGAaurN/DXSu2UOgW2qMOayqu5yJrKq0F3B1pziDuU10lcfF5gsdsu6vCm9EovhBKoyEGHK0mVK274qZJU2TGcKiVMle21NuVLFbBZpcJQBVQPypQq2y37HOYYXyv3Uq4UuU+lMlAFfOOjLClyPU5JUgVsByhHinyQWN6oXc3fzcLW7E7LJ5rd3qjdk9jkQ/yq3Whdlztt1ynVlD5Vdz0PcXjjdJXVEoc3TrecWFrNKcNO9Y3DG6BbJL+4A3SL9UvoAN0G3nC3vKRhewN0tTcwrSG3Gvay7JZ8QhlRgLMUlBAFmFxRqjnk1sjGUdyJuofzsGZ5TXsjaQ25Pcn0pZvzea38WYZl+0nuL+6QXCtjUjJUgJpYvRm5GnaxsE98Xr2ZuFI+oAJQgMQf1ZuIq3k4LZ9o2N48XM0n3jhcDdubhqv5ZFl2S9hc+SmmXSYoGyp20knB6U8x7XJK2U+xa4qO8GbdnqGlOafXqmmU+9QKWI3usFurwlENqAaqUHiDbSVsyoJquqhDULkn0EQczZtqq/nEG2qr2d0sbM3uNOflOkmMKz01m34TVOgJdOkH5T+BPvpo7nxbK5umN9/2pCRSylPbiTJFuvNqrWyc3rhaab1QAlSCmkUJULk946U3nVazdFjzYzXsadktRSQVd0pdMS4oDQnoRgXlIQHZqOjeXFrN7rB8otntDaE9iRY+2i7tHoLgTKS0uy0CM5HGri5gKtICq8UbOnvyRsdhDsy1qu/wxs5KfqFz7LrOcAzKQOqgVo5mjq+1qv7wBsxqv6Rb2NobGNbsWg17WtiaT5Y5/9XJmJSGBDRyY3qjZaUXwFWcut2PHZST1HeNBTG9SbIn2ZhLOHV/ykVMb3Lsme00QkHNm+6kWCtHUl5SB1/XKC9pgEqyvDGxGna1sKXwp7ykcQBsb0ashp3WFFcN25sQq73LYflEw/bmw57kFMo6GrsW6MY1m4Yt2dS4ZNOwFZva4c1/LSd+CnN2rVOFGtVrGvqXvHZ44141bBqhE2APc5Jssd7AtMaxar9kWdNYJWzKSwJz5BrlJYHpeo3qNM0APglrEqtmtzflVbM7LZ9odndrUqqG7Y141bCnha35e1k+kbCrN99V8kn1xrtqdlcLW7M7LJ9odjdvcGyVwNMbHKuBd29wrAb+n9D8fPvT3S+fb/7oor77dPP1y/3tOXpc3hZhyaXnHKUZu7xBtBI4llx6ztwaOJdxeS6W1djpviEhffz27fbzj/d3Dz/ffP746Z93D7c39Xwmant62NOj7n5/wIV2+stPexe1dw/fbh8vN/E/by7q5bXznoC0AXreyb1zTrsMm3SJP++eT5b4G66R6t28wrtDd0puvTt1oA68u7yxm1LYGGPlRtuHzW6Pb4gtjWpH6Xvm0e6FlN2bfUMzUhfk4S/Ipkfp8/2itI4ajtLnG8WTKH1PK9qZOYCZg/r6+TLb87Ues71vlwiX3+/pB5IhqdTDDqQ0p0FKKShxLX3+Zmq98NRraa+7F54gSg99+SeO0ucv6ydRmnqU5tj+Xr1MJtg7vGEQiW//2Uzv7ZsD46SF3I3Rjt1PAZ3X0mx2Cuh6Lc3YraOOa+kzsct64V2P0iz6qn3PQNrANlCi33CN1OA/dsHfcS19poZ6vtZraZvbJWKMnRp+IHHy0csQLSeQ+DQ5cNkwcC197hKwXvjQa2lruxf+hnwkrvvn9pKTdT9AeFY9PAc+l8YVp/6hF9wGNhhDj9JY25e2vCFN0kKexmCb6aeAaUy26XYKmDhKn3sprXU09SiN7f3G1GtphL4g37CNVG9ccbie+n44wIZg4lve5wbkkwzGqUYvc3G89b90r2xvGPFYuDr1pLB4lNZhR+nCUVqvuIVcepTW7UXEwrX0WXrmZCUuvZbWpgfM0uOwbu/mll4mK6j1C59L6xW3EngsXFly2KQxJK4edi7J95SjzQspuxuHNAbAlemGex74XFr8e8c89FpaUl61eeBaWuoVP0KP4RLgR+Ba+ixVGCfryBiFUa5Y/3otLbsbxiw8bpe9/PFIuHLoGajol0dz6xH+HcZf3QUX0tytwqLXUf3jYBawnd16Ft8UxRWeBRdFwBX81qj6UV5xcNpsg3zDNtJezhU5nbKPQBao8hYXFIsqF9Jtrq1ydIJqXOl90RUbCkwz2pbMikvmuCKU5IK5O/gkpRfpB8/k5CK/EGNqUfHPHakzi8qx9b0chUU/gyXmFZXdSTYxrajkFZ6Vj6Ult56Va2UBtZJyiop+dZucUlT8r6DJGUVXnBF1QlHZXZ0n5hNV/8YzdTpR1S88s9GTZm1X/AT6XbTuLlezybFZwU6kcSHsvGLdy0Wz7j69JVUiqvrXyEwcm/51bWIaUfW/zaXOIqrbA61OIgr9E19iDlHsvqZm0roZV5wNdZpRbA+0KdfNADsSyh8KnT6UnD4UPhM3u3xLG9tL2k7DLnyGSXbcEup/pU2dOhQ6xSc7rZvtisN8l2+HGij9HR81dySl7Lhutrhi3ct1s20vDOjAtKYzYnPguunzkRJThtoVd6o6Y6htz/qYMNR2JNnU+UJNp7bmkKMvQXHXaUFZti6kHzjzinsGrj+UV9zNUgGi1BtmctK72LziUo8rEvkM39R5Qrm9sdBpQqm3heSke9rcNa/kxFezV5zApx6yYCcx5R1u397dTa4NdsXX0YV3uX7fSlIpoq43nCamB/UrbhN1dlDfnvaXHJsdfIRcNDb7rv0zdWpQB9V40S+c/Yr7gaXH5vaicOHYHD5zp9N5aKPI4dINISK78bMf8j3t2F0idMwJGv4lZ9cpQUP/BtkxI2jMK36CHLljgJ9Az5tjJ6DQOR1orCtiSj5vjt1NYTdVhs7Q6C72RVhgvl0Wn758/Xr7ePPp449Pb+HycypVLujKiig6Wfb53Wmw/4nAb58/3t/f3H/8/PVcvaCf+DapyIJmHBdFGNYrw3IImvlYHEGDXdgrzfHKe7rPzvymm18LVSjQYLk8SbG8AuIQhPcbTo/aET4t85MKLWjmdy2N9LlLI3VQeQXNOCx4oMHqpNcOssYbTo+6EtJZCYHr4fNRkT6nUvUBzU1A1ACkkRDrYa7dQo6kQgmacbgePptJXxlmxj7f+NHnTKqvoLlpUf0HCbbp9TBBGmk4Dp/vbqGzG1Yz0MwPqjagwQIRA5A1MIXnRW2AOlush3ns0kgbVHJBcwIWLdBg9bBrIOwS18NmHQISx2GzttVZqYKA5iYgTADCO8V62MpuIScWJ9CMw/WwWXv+5J0i1uY8J5U/0Ny0qPyBBNv1ehggjXQch2Htf4G6T4DtewfSAyC8OxYi0GC5EIF1COhiPYy6SyN9UCEDzQl62FUSH/ieplq79XFQIQPJ/IHjsFqHgFGpCoBmPhAXAOE9xHpYY7eQBxYY0IzD9bBaRwkg01NBHA6uP2Btzsei8gmS+VOPwwriELNvXiQGoFdmpRoGmvlBu/41WHxfWqzd+tQjtYDsNMV6WNoujegkmxcxAs04HIfF2lYDBZ4C0sg6qBiBBsu/HzpOWVQ3QDMefLUAqOpl6W4RL34lY/m1Qy0CzQMDtvVrqBMqHGiofD9qOHocoAzKxo+DRl+xbNebHYHpwdr1NdDGhAU0UNyoYTlZq327yjeOwbQLtJ8vh90AoLDTXwIt9E7U2REOzJgph/UYPehA1BXa5q+hahWv7E5/o9AwK2H5tUOBAs0D9C60dMv4CbUENOMXVBaQUHWiDDgiDJ0nUxZAxVIbzp3U0Fky4Cg8Km3r11BxW7+1LxIpMnV3AzoqbePXPDBhY72GqrfrgxDG9JjqHBcGZsfUaT2mwqZ6zUd69IHUIVJjYvclcOjMGHBXPTAxJqzjAebFhLVBDtrHr/loQZUBCVUnxYCvXQNzYsLa4OqUmAA7fp0RA762jkYvPJu1GW96fIKEJNJh2o4NM3Q2TAPVXyfDAGbCaPSupVlb/JSjD3A+BmbCNGuLrxNhAF1oJG2311C12td2rNCRtOVeM43Wvmbt6DEHJq1dsk6BAWzCoTNgEuw6dAIMoCgOXaUmwbYZa9aktW3W2S+AIjs6rX1pbcb1CVeANjxE6kvuOiNGp+30mmn0Q1+3ts26/gxg6g+d9gIo9gOzXrq1xddJL6B1ZAzaMq+harWv7zoEx6CXLN3a0ev6M6DTZ+h8lw4KN6a7DGtHr7NdQMPX0MkuoAtuYK7LsLbNk/bKa8bjznlr26xrzYCuzKHzXEAH7BBpLq/dr5dBBuyw10zTP/aRsKDnvmFtxnWKC2i3HlQ65mb+4e9SBDWM8YbYIs6WmH8si3JcXhfvOS1/bm4n5jaKngQ9KXoj6J2iB0EfFL0S9EnRC0GnQ6eeJRok9EnFZF6UGkT0QhUgniLnz8N+HpVaPYnVNErHIOiNCk+IPsEjyV/Mvpys5kFDcnTiBhqSIwn6pPIYopNpMA6QBGfBwRgEndbKUQk6DslC0HFIkiRYGhXI0FZLwcoVIi6NzE6SdqGR2UlyLbRYdpJc37BlxCTY5zYJAkWZ3sErrDQYO0mudDzUix6HiE6DsZMkWOkutpMkWOkutpM0VXFgkhRLtGYKWYs0JJOkk4pDMtc2JOkEqRe9Es3cKFQHRXNy0JBMklWDhmSSrBqNqpOIPqHBmCRNBQ3GJCk2aJVMkqYChyRJsXSu1IteiYZORGcqWC2NlswkqZtozZDk2mhkNpJcGy2WSXJhw0fKPLapu3Uq4yI6mQZjI8m10WBsJLk2GoyNJEE6OOqmkSSYNCQbSYJJS2YjSZCrz2hrMWlINpKmkpbMRlJ3dip6I/oEzwpvZZtIkoZkkKyaOCRJViUiNORW4D0L59vX+7vvW3GbUv4r/5da8h8yyX//+nj35fHpAU9o97f/+O1H/67k/b/++2VTaOQGyZidltQgGbPT+A2SMTuN3yAZs9Mtb5CMSbRsSMYEYjYv9mq4NIyDZGI6WupFKEhELzRjRt1mzPf0nU12qOuvzQ5A5ybIEXvgyCVpe9DIrZf3mCe208itJGMOuj+uJKeNSXWLxPdJ47eSPE/HT73IGonodGdcSZ4HwjeVZMw3fCAx69TYZp1JQ7KSFDxxSJIUPDuVjBKdTIOxkL3rpDvjSpLgpCFZSJpaNCQLOcZjrlAh6WTRLW8hKRaI4RTyGUqfNPXqDQ2XRmYh6Q+ThQpJ3QsfVkvbJkHMDyokCWJ+UAFJcB1YmUpaIOugwbiI0TgWD4KOuQgEHHP4CHhCSS3xXeKvnsRm/J2FgE98wb2L9HUsqNilORjzgkAyXZgW1Ah4hbJgokNoCBZiM96zEnBYGEliorQg5BQYhsgnsD6i1b2Ykpm2/nRWEFnVlBNEApEygkgWrfTUuN0uLUoAItVEnyVF8jOl/ZANQYWBR/YDlPhD9mAVbkvJnnfFAfXXtPcYMADRtpESgNA2nfJ/yHFrvaH/aPFdtpdCSxfUQUcKyvchx/tF6T7kxLmCKseJDqEhSPLSe5bP+feE14uOv+ZzwqK8IHKdthqNWpJ/KTeIXNUtfRxVBR9Zlq62Qy5FV4PBS+6JF6UHkbv4RdlB5A56NUqerduvgCvlqH39lvIXRS2lDpGvL0vX6SGfR1bSeO36F8BFeUPkA+DSdXzqIg6hUUtSb9KoJamXEogINWBR/hD5Dr3e0Ie0lBBbKtXSxXvIx/hFKUCEHbEoA4iQaJY+t4qwXBZl/hBqzqLEH8KIWh0GIiFErU4DkaQ9XcaHMO0Wpf4EyUyjQDlD0WYajyRVDxiPhPK6Bj1+ti0JfVEiDyF3Ll3NhxBoFyXwEJ71GjAECaV4URIP4XAvyuEh1PlFKTyE9b8mVZLU1smkgUhS9cSBuG3kW5OKS4o+gLWQNNwsSt4hjSaLcndIM8/SR1eR/qZFOTukKWstmdL+0l136MfVy0+k30lILqTyP0kOp1T9h3QMLsrnIY2aS59zleSrDBX9Ie2fS593RTpiFyXzgDbeelCtH9Dm/QROCeu5E154wqOBOImxMBCBCMATeIMqn8rSeIKFIQi63p/AYc0EugVP4DAQgaDDE/iEsqSit2EgAgGNelA+D9DPeAKH21YgLPIEThXx+thGuT7yCqirPMFSCgFJo5TC00ka1SdgAcWgJ1gagiSbUv7OIJmpwEAcJFVXGIiDZCZK5xkkp1I+zyD5SR+FNUhOrVQGVoSF8ThINn1D7dES3ujbhEfpPINkZ8rnGSTtUULPICkkqDqstjTClYcNyehqolcJ3dWK1WxvJrpme5pKtJrt3UTXbB+mEq1m+zRVdDX0ZdoueaYdpu0aejFVdCXPtGoqAGvoYaJrnmmmZzT0NPWFNc90E12zfZjqxRr6NNE1zyxTZVhCx7o/L3VVQy8muuR3rPszSF3NMIWHNc80UzRZQ08TXfNMNz2joQ9TOlnzzDSlkzX0ZaJLnumH6RkN3ZV9ljyDlX4GqXxY6WeQyoeVfgbZcWCln0EqH1b6GaRq92EKTGvo00TXPLNM+WoJHav+dFKbRjFtl/w+qmm7hh6m5rTmmWbqZWvoadqueaabtmvow9TL1tCnqfWtoS8TXXqrWOGnk6qNFX46qauzmjrlmu1homu2N9Mzmu1pqpVrtndTXFxDHya65hlXx11DX6aAueQZLP2TpDZh6Z8kVXu50u4aepgi6Rp6M0XSNXRX4F17q67Au4buCrxrnpkmumb7MuXjFfSCZ4YlqNrlcGXeNdurKX2v2R6m7Rp6M23XPJOmlLyG3k0ZfA19mLZrfp+m7Rr6MrXrJc9g6aAGalPh2kGD2F5NdM32MHX3NfRmomueSVPVX7O9m+ia7cOcGaDZPs2ZARr6MtElz9TD9IyGXszJARp6NdElv+OJY43U1epObNA8k+YwAQ29m4MQNPRh2q753R3ioKEvcwaBhI6HkAWp2pi3FKSuYt5SkNoU7nQGze/udAbN9jTRNdvd6Qwa+jAnS2jo07Rd8/sybZfQMW8pSPXAvKUg1QPzloJUbcxbClK1mzuPQbM9TXTNdjyPgdRVzFuqJL9j3lIlZz7MW6qk8mHeUn2t2pfxijlDQvIFZirV12p0GS9MPM3aZk680NDTnHihoXdz1IOGPswxFRq6O5JBQ1/mOAkJHXOTCtlFY25SIZmquyMZNPQwx0lo6M0coKChpzlAQUPv5rwDDX2Y8w409OnNJdDAlzmXQELH1CQSS5iZRNIAJiaRSOK8JALePGV+DTw9ZX4NvHsS+hr48CT0NfBpSehr2MuS0JewKR2JLBVKRiL+plQksgopEYkE/vR05DXstBTfNexuqbJr2J6avIY9PcV3DXx50uwSOCUfoR0F5R6hjRylHqF9HGUeoQ0uJR6hcwXlHaEjEaUdoTMLZR2hgyglHaFzKOUckeN/pZQjcvqvhylFrYFXTzNaAw9PM7r++uv//PDh7vvt56e/+eP9L7dfH+8efvv//8/t47ff//c+R63zt/FbT//v/wPnGSjH