Description
Continuing my series of Chinese Telcos write-ups. China Mobile/China Telecom/China Unicom have been amongst the best stock performers in China last 2.5 years since they were put on the entity list and booted from US market, as investors started to appreciate the improving industry competitive dynamics and shareholder returns. China Tower checks the same boxes, is arguably higher quality (70% EBITDA margin), and recently has resolved the biggest bear case/overhang since its IPO back in 2018. Yet the stock languishes near all time low, and trades at 4x trailing FCF with a balance sheet that should be close to net cash in 2 years. Stock does not screen well on P/E (15x) and P/B (0.7x), but true EPS power is greatly under-stated due to over depreciation that will go away in two years (2022 FCF is 3x reported net income). If mgmt. simply keeps the current dividend payout ratio (72%), stock will sport a 15%+ dividend yield in 2026, not bad for a super stable unlevered asset.
Global mobile tower companies have some of the best business models and generally carry a high multiple. China Tower is the world’s largest tower company by # of towers and revenue. It was formed in 2014 and the three Telcos injected all their tower assets into 788 in 2015. Similar to many other Chinese SOEs, it is a government mandated “monopoly” with no pricing power, with its customers also its largest shareholders. This difference explains why 788 always traded at a significant discount to global peers – AMTs of the world have price escalators in their contracts, while 788 has none, and there was widespread fear that it could see negative pricing when it renews the contract with the Telcos every 5 years. This overhang was resolved late last year when the contract was renewed with much better terms than feared. Pricing remains largely the same, and 788 gave some small concessions on shared towers, so 2023 revenue and margin guidance remains largely flat vs. 2022 level. Stock initially spiked on the news, but has since given it all back.
Now the crux of my thesis. When CM/CT/CU injected their tower assets into 788 in 2015, 788 paid 203.4B RMB, and these assets were depreciated using a 6 year and 10 year schedule. This compares to ordinary useful lives assumption of (10-25 years) for China Tower, and up to 20 years for global peers like AMT. I compared the assumptions used in the depreciation schedule between China Tower and AMT, and they all came in more conservative. The upshot is reported D&A is consistently much higher than capex, even during peak 5G construction years in 2020. 2022 D&A was 49B RMB vs. capex of 26B. So operating cashflow is consistently higher than reported net income, but the two will converge at end of 2025 when the acquired assets are fully depreciated.
Mgmt was asked this particular question on the Q4 result call, and this is their reply.
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WNnhNZUWj7D28PZ1BsclGN6VAb84r2qRt2c/iG6cJM0n7YQiaZbFu3m+NFyZ3fUnZh1LelZ9i/bMeZo32ZE9qgZKz247uaA61S73ubyF+kvPMMod0n871XN+bELS9Y9xNaUtsvkMfV5lm1cebUfQClc+F4nRY1qTQfX+PYsgl06TKaFdX6MDtuOQnxL/HI3rfpNWoBZ9V53zGq9qJlyOMq6xGHse3bmBHffElsZH2gPpGxX9r3/c1EFJJ/Il4G6hH9wHg5kS8icl6SxoUKtJPpKZkWn7wiqbHtBNpJbOqVgj/lpEpsIEJgrKTm2G4/JzVWAkECY1Mlp1g7egkZnSinc/ILP3lJUmO7CDSUmPV/2rNWci5dEmO+xZ+yf5V5Hf0F31dl/YVcB31a2O4I09gIloj5aXLF3GeuZKW8K2Eg+l5xcjRPRLL3yaKeAULYu5KSlVvUxtUdEhvmK7SYK2k38kXkL9k6qZVAmIxOPCG2XXZDLmVelaIh5kv2vvnSEcQ3Zr1cKDBOziSMEgiUyISTxS8/kyCRIEQmyBkRkXOJMkqPEBEvJ/OlJIpttyL/rCSNbyEQLpO3nrOw96ociRsmvvhKWOwOuWrLJjMnJSEyUGCUJJzJsfJ7gPSYm2rh9+KUnGMH5GRJptFifGKUffP6WMWbKU4Q34FfyJFsi1nI2iYzwnwF/SCJO3q9mA3+kbGyPCFBEiz+fbP1mPxdcKVkH/lCBvoi+h6fyN6rf8j6MWGCPkLm7bUXi9bxmivnEl8SPQESEf+72HGJBblyIWmihOArYTO2SZb5gutyOnGshFB8zeZf2CTjQ/RC02my9aKFj7IPStzAYIEuEpt6qdiYnVrP5pjpJDNSLhSNI+eEJI4OExzMp+05Lxpr08lb5KK50SK/EzZLUq/a9pqpTfT9ZW5aZqFN+ZJ9cJH01Fv7L1+ups6SMHylxZw9cqOggcJ4tVzTRWu2+FhN11uuZWWaZktrzbaHjJXE09etbLTsw5rTkjgqRGCYxJ/MVuFrEWX6ZLGOIv4rv14piqnS1pG5L2c1yZoL6yXGF6HTIjmYJyKSJ1lJr4s/BgkM9BV6xsmx/IIxGLdOEQP+0mnRb5InV+XgoqdFbx2n5pjuKnPSbK9d85z4DpL5v14qujb/gqTM6CQQIL3iDkmeihhznM+Ut5V3cJF0wjLfi0j+H5IYVb9oTsrgf7txY14nITI0/oj5/5m1p1isK9FqFTmgxNopSw3iijGq0Bdrsn6USSF6qzVviTo9tK0hJn9jFQM2/FMmXVKXp5SQfzpBhvkivlGJctaeRNirW9XUNLYblvNpGyQhYbnEzRkjXQP1om83QdYcs3+FXN0m0+vrBd8YSTxrMuaKpM3pKhAq45LOiyjWI5W5xLrGclQrOkRdfV485xaMW23dU3H1iJ0a3J5vVcWWnTGYfGm9Xky6bDnHxVCjCSr2FhZ5Xt/jI0m7Yqtva79Y7X1K2K5UG/+U9TENBfrLooMFlbZkJck4f70EBAaInmck7lih9hi3yiSDZR1gjYJ9mZr5UzxWBXW93T22Pd+rmb88ydo6VUJKrBVrExzkO7NtauKsDDlY1VoqxR9FDSrOx/lnEyXK1zoviuRfSZW5PQKK9+PMvrdEjaJuL+pcHi/rfkfsaJAT913KGYW/GMvmVMpGEo0GnngyFIMOoAb1W7fCl1Tik34rx1cgN6B/nxbUMh+W7kNI8+YYSGftr3/YefxJh3v16lSzvOXvYaBR20DI3MfBU+XwPKt/P54b2MDiUT03fJr3IbqnAeOqzew8nUPe4a18tjqLVpFP0dTH4k66V11adX0Etv3EruM34HI6axcmQ8chjOxssHMQnCfVa3hZfKuhwyOwIW0DIHPrQU6p/RFWtbswBOhh9ya+3XW2hF8V225N5h7WLNgGnQbxTMt7LOz1IrDnIEb6Z5LyVQqHnf3RmL4LQ/o1dN25Ye4+1Khm+S2HF4GNQgngKFsP/mn16t5QRo7oTKCHxSz4PMbA6KfAmMy6ncV/MZERN5b+ffvS1+Jf74V7yCy4Eo/Anrz5nwhYM4spr0xg0vsZ9Ih9g6GPKH2ivArV7vYngL/Yvf57dpX6SAfAX+xck8gBniJ64GP4mIdRlVrh3elvsPxsHpk7v2PBAW86RfWjpeU3QR5B9BzRD3+S+ep/xx283ljBejbFTM9BDGzuVxQz7gbC+3TCYLNdR5jG2oGoZ5pbHHCswyOwMyNGhkLKJv53uHQl0/cbQL9HaxTa9DeHf1jDamMbIns1tPCfDq/6LekaYP2NJGDoRJ9w05ouWrMEtKV9Y9/CdnV4hTSjg8FyLZdd0wz9uxNeq2qRjaY+1v7K7zaF1Iu7DfcBaaz/dnexR2Udo0afQhn5XC/qW7yRrbR1ZMJpTbLGtz4dIurDtp3sPZsLXGZ/SgoZrV5mxrgOkLSFHaeygSsc+Hkbp2hFRKsAquQd44fPvsPYqje9mlrEKT7Ub9WaAOtfm9nAf+QwBtavXnStzo/mAwfRk+OsWreb0+JEjNlFeVtVglozqFcAxvUp/FL4LaCc38O6pXvRd+9G2werus7/tjBEMLxbHXPu0/k1pmv/BsVjXZVWlwVnahAFOByjs3Ofz+XU9Sw84E3HmEg6m9e8Jc7pYXENMfkbArq2obE5Bkz+UTYPjnVJTZ5SgJxh46xZfJbZhTdGtKam2tqhzDXNdU58/w59+/YnMuZ91h0NpGvHljx0j615MjXdgG4j20JmEut2nC185PkIPy7dBvX70vvxu0CxHqnMJdY1loNa0THq+i+ec22htu6xpKLqkUKsfetUbFmNweRLHqFr+3pF68UrkOYdQkqpF1xTI9knmH5DuvGokjevFquTLG3fxa+//41ybbyLxh3a4UsaP+09V/B45f6f+TbjCV6bEUMLtvPdjjMIwo0DP7PmlD+dIloQZGtnrGRf5sz8ORxrWeLbhArfl+AiqWsTOUAnYkaGW6wVZ3EmzpzIwS7feyqNuTwy92xhaaaBntF9aG5RG+n09enWr6XSDlWgbi/qXB4v634HG7FdOVF2Y0xOk7L6R4xUp/rZHXyzciUrV67hpz8gCCN747fwy7XyeD4RoCo+XpZH4emo6qV3fDhe7jnS1y1g8pD2hc8k1yBsYjJwnezyOGfMy4/qXlbu1N1HvVaBwO+cOneVcwfSSCaT5OgGuJvP/LC07TwXr+SS9/tevs+AgLYNiwV6cYTc8+ms+2QyQ8ILn9+9I4yJx4HL2ageotdjDJ89nvCMhUQ1DSKk26vM32g6JyZXse3W5J06yNZMCOzYkDrW0eYTTPOOgbBnP0dLnPOhkHsDeeAe+z8LdvO7l/rAxT/+UngW3g3Op3/LJ5OHER7kjU5XhTvC3uQ4Ri5n51pt0L25p7r1T/WrYqjXiECOk3rqQrFNQWBsKjkiiOW/z/vgb/6EnkeGvkFsjxwSPvmC3zrGMOnpRxQ9QlmADq8mg5k9uTUZi5+jac1GdBszn432zqLJ+5ODW49CYCPqGayK8qpe+BRbZNc5dXAfmTxEx4b3WwlHFXwebkJHjOzZdZRzpdroeD2bY6ZVvcKb8PY/qxjzWJvRsI61R2vwcPMmwGF2Hb1YajP3PvIA95htusCBlL3AaqIfqWaxJizW4tGLXLFMFJ56vKpaDMrNg6pugJsnHm4Wfzf533Itl1HTPH28KDbLJebYmuo0Gf4Gk8P/YnHU49QM6cWY+d8rOztLlT6pW0cFOK9JJdDdw6PtmqE37uTn3y7BjSMkL0/FEN6cJ1u1p5VxB1t+OY/knyH9+73Qqj2PB94B5w6RkpwJydE84m7Zv0kzMjh68WqpN8a87qmOl7U5hnq0CgRST3Euz4kYs4uKtqo8QNsB7dGbN+KmxyjrM+jpVhh0LvS/LazXCZ54+VSleKyr0eqy4GQN4giHY3R27v/m9717yCCQto0MeNjq20k9LK4hOtw8PHED3Kp6WLzW3uQfZfPgUJdU5SlHXOPYsum89P4fdIydynOPVVdzcYE5Za5p9IS+thmRXK6c3MX6he05+053Qvt8UPK4BjPVqNehOx3Zy9J1ezgvQvZvP7F0G4QN6cCjXjp1eqQml1jXWKXWigpR0X/xnGsLlXVPMSqoHjFh5VvnYst6DG54VHUH3KnqYXkjxJaGWuCiGsk+/+KRB/xKucFpaao9bTShVBvduefRMLroD7Ph5yNc4Qq/JW9mr6ERjz7Znt6tLrJ+yz7Oyw1OpO8gnWb0fry2zY2xkn2ZU/PncKxliW8TKnxfYlCn2fv9QQgIpVGgdbXiTHvOxJn6HOz6vafSmDPtlQJpVe8+K5+7cUe18jg6X10N7Vwed8F+p0RsV04UPWgsp3awOvEoAHFjnyHO+gN7N5L0SzSPP17DxeY5Se4fJE17jl5v/07b0aOYsmYiwbU8OLxkDJFzKsKgO/A03+k20DV2Pm+F32vjc1Wp+dCdyMGCt3sUD1JLTM9OP8vbJxsz+uVJrJkURK1qR1jSPxLnhlgV/ydeZ80v7Vib8BUL5i8guvNmfo77gnmD6yq2vYSlpb2ZS/LIuZEHes8C/zj91bt9dPcG0bS+ntXLktg5uYODNz4VnqHV611Oth3Jy1O+ZFJwLaod/oL+qgNHj4+nOzpweoNmvGTkb7U/e3C/nyemxvNLh29J+Ooz5s+OpvO6NOLWzmJwXStBVvUmm9LfHCK5OdwA9Hd6qnvVrc22yuFtbqWOVcjNyQY8uNPTmW/U+hC7fhzhd9sYuUdNHnKDMv98pUI0TYe7f0emrtlCh7Ur+WrBAmZH92Hdz/NZO+9p6t5Ryk17l+mTo3WkXpNK4sn9jVvSgmV8v/c00+5LZXX6Qwx872F8AtzpUv84H/10kP975DRrNl6nxZzHCbIMk66xrH8rHFvvZvao+ZAdDVeAjydFX84qiDHFKGnLE0PrrvT3/ZSl6/bwVtfG7FiXRKb/k/RqcR8682y4wv/O4EqtruyonXuTVltvjC0/Up566GJc9sa1G2QkvceIEUtg2ELmxzSz+NZbjTkqappScUNveIzOz9Yj2DOThpEf89GmPnzap7aNDawOj5D2DO4VwPdffMPm11sQ8uMGttGCOR0fLn5z3ZEelTmXlFYr1nP8RV555DI1dY9KKs0bdFXFllOd3zqaYMaxNurub0iHFv58/f1efp9Wk52rU/EfOIGGPrXx6NKQzI+2sff/6nJ6zXZoMZawINs5yzQ39vdl5Th/5RjfDjHFhfWXt2Vtz/b/dFmcqZsLNbs0RzEnHKxUb1ks+160ODdhv1PBKNjDmh6j9CUsdgObXmtqkYSvc+jTSB569jvik35jzONhJb79vvkI11KXMPrt7TSI3cAys71GPDZ7l1+32Uau3RCwFDz5k/3JR8H33zxk0FOTejTmE3657E1IaCjV7I2gVh1a62Hx9+kceyWUuiW+vsgi9dP/8PbmR4hNjeO10MJvPXM92VzsFroOd09P9Fzjz0sF3xSampLrV8kq0bMb+gdbMeC1lvR7pgcTez7Nu+O/YHDP6bQNVGa7Ne4PNqCbL8xJ3s+pV0N50FJXrxxj99bj0Kgedfzc4KInd+qBPy9xJR/8zcbe4GpWto3WFeBVjy5DWjFx7Co+WzWEtsNL+QXWtd18OvpdNjeYSuqyVwj1KjA212OLnW8mbnD5mrVdNzi1P42jBBLz0H24oeJ+n1wi/b/TGbumNi+Oa8emme/x6uzWbJja1uLnxgrQ+fBg6wG81ro3z/SaTs8u0xm/6N/0fLc9Ppafc7uHOq2DYXEa+0/dIPRBizv5N65xORuKBn4nDzYIxZdlJO//k1dDgyyK93yuHE5nK740ahRAwfHEzuNmiv8SMSPcuGakmFlKcb+fBt0awhwbYyWLw7t/AR6iUR01N/f9CAwNhrgMLnsFExrq5/gSp6ggTStEp69D6wGv0bpfBL0mRtLl3fdZNLgz77a3tfUC5fpkwpl15E5NJzXJFlUCm9G7lQfRP6Sw0esHkv078bF7uOYAACAASURBVFYTP/B6iDa9GzBxcRKbmvzNVprwRss6BfFXM5DQxnrifjHiFfIYodXUF43Zl69xg+KJWE7tJ/ko+MY8hMHNDxTGmGOdURevOv/m9Imoz2dLN7HjFQ9+Wn2ckBHdCCv8csGV/leNaq2+FXFWX+6gVp0Q9Kzm+/Q/eCU0pOQvIMpFD8sJVXnKHkU3Uv/o9yHfzO1HHbu/xi8dVTWNIu6gdr1HuJfF/HTsPHnUtl2YVwngicFP4rtqI6uTf+LKut3QcQod6hWuPEV6JFzb/oELcon9WrG9T2kPopRjLiul7inLvqRc6hE7uD621HSuRhPU7i1cjQpt1NXm8d7NIHoHaRt1fJNch8FvPYoP1WnQpi2GiRvZsimEy1szafhGGCGetnXBzeG+TOX8qS2Sldb1yhpTPn9m/d1B+rHrhNZV/gyLTVTFmfMv9lO3lpTs0pTGXA41DQ8Cm2zslXK5csnqF5furtj3ungvapObtd+peBw/Sml+jLIFA6y/meIOglp1oVO5P06phjyyzpxgL3pq3utb9JacnJOkJx93orlDLH1pGIN7TmCVrVe8mzi1lq82HLcIvDwu/7ySeatP4durBQ183XALDuPpMF9OffgZK4/af05fd18TuvcPgY0LmfftSRvBfIUzh04Bd3Gvn0mkhJxj6SQXe92FG3516tGIDLat2caRHNMrTi6yKyGBJPsW4H5fCI3rVIcrBTf8lNpeAt+HadMrBFZ/xmLLt0xJFnu//oz/ZgTQc1gbgt0AvwAaNfKFbUkkHzG/e4zLu9ayJMnuq38cUJ3HImMYE5LB0pgxvL4k1f5ZSVkZHNprhJo18bvTJGXXOJa+x85bRH4l/qstnLRoTy7v5ut534JvOzo0vkuFnXlc3rWYsW98x/1jXmfStIlMHXovO9/+D/N+duItowBU5b569akDXMm6RomTCXT30aRLa/RsZUlCmsWbS25wZnMiy4u53A3fBi3o5XuK1R/EF3sTjBh/5esFK8jQP8mw9nWc/4WM2azGdOkeCEkJJOyyGHvuKTav3IijSNC5e+IDXDufZXH2oR8N2rTAl2/5YPF2i7dn5mHcu4oF/92FvmcP2ger+YWLF8EtOxBGCh/O+46jOeWlfy7WNGdxv496jR8ErpJVmIRt+1qpPpkobR21oE0D2wlYsSYp0XC32jTt2QR2LGP+8p34D+5AE58qQA0atmuH/6l1fPjxd2TWD6fVw4UbOLcAWj7dCk59xbyVh8mxb4FdTsUnsOGkxbeLcpGfv/6C1YTQq83D+Lo0xlS2pbuXZl2fwDczia+nz2dJRhMGPfWouQh3OidgL25UoEKry9yXk5S9X2fn3p37Hu9If98MNsZ+yrdnbJ1JUx56WE6oylO2sLop9sEgHlFy1o7OHU8fPVy7SNY1iw2amppGCXKR1A3fc5T6dAy5r5T86YF/q6eI8D3K+vem8eHGqvQa3J4Q0w0+RXrk6lxSslaE6xxaOoEhgwcwZtVJq9rlZuQyB3WPSspaj6jC1bGlCjWa4OzewlWo0cY7CWzaiobsYOn8FWzz70TnJn6AjmoN2zDQ/wBrP/wv32Y2oX+rIOw96OV4X8ZNmj8b8W1Pq+yiYv50/jzevQO+fEfsvE2csbN/Up7vblLucflcKI05D/7VNJxe+lMkLVnLLovH4+XyHlYs3FT84y7Z97pyL2qP8trv6HD3vAO4wvmsyvFLO4e/GJPz+9iy/ii0iKHtwyW/E64SHM7wgYFs/Pp/7Dh8lccbloudKnDn3kYt6aX/hFXTpvAf6c3DVc/x85IFJBxQ//s+ObeX9YsXs6pDHG/da99d+sbw84hBPLt/KE/V8yX71BY+nfgRKcHRxE/sQi0d4PUYz82dzMbwMUR2vsCuqB6E1fHFI+cSp/bt4cgjMcyJCKKKzkD3iVMZljyC2d07c3j0KCJa1aZabibHtp8jZNxLNOoQhj5uFdNeD0H6P0zV8ztY8l4CB+4u/rNat+D2PDcwmMivJzJoxBH6N/Dh8q+JzN56lnv1YPpBq5xbywu9l3P3oA40vPdOrv72DdOX/kXImKdodrcb6BTabu0YnYEeU2cQlTyEt5+K4Nz0oXQweHD+56XMmpnE3UM/ZMa/Hyo4B8WtDh2f64Vv5GfEDHLn9/4N8Ln8K8tnb+bivb5FxqpEV7Mjb6/4kMzeLzI7simz3+rEqKfDCfJxB7nMyeRvSWz4PnunNqBDrwDiVv0/Xv9PHv0frsr5n5fyXsJem48lgJHD84fQ4UIa4/s2pEb2cTZ9Oof5KQEMi3+BzjWLx8vFLUt4j81WPqrBYxGDCa+exoI33uN7/2dJGN2Omp5V6TNxIgNXD+KdyXF0WvESTXwcKXgu59aOp/fyagzq8Cj3ehn5bflslhLGmN6P2RiDJ4Ynn2NKx+8ZO3YoT58eRUSr+5Fj3/Hh259ywNqPtZ5i6sIYkvtO4qk+fzJ9eDsMnuf4eckHzFynZ+ii8fw72AW/GdXV5slXXqRj4hjGDhjG6Zf70upfwrG1C3h7cYrDy90ebES3ED3TPp7OOO9dBPmGEhHdHkOPsSyM2kHftwfT51wMwzsE4Hl+B0tmfcy6u0eyaEZfglX9ikCH12PDmBv7E+Fjo+h8eSdRfR6nTg0Pci6dYt/OszwydioRdcr6TL1rNU0xcpq1L4xi+d1P0qGhP15X97N8+nIIeYHezWoC9nzdUrE+AaAPwOfncfR7dh+jnqpntY7G0L2WzVOSFOupTpGGexPSvAWGjLdYlxHKuPGmG0BV8GnSgcH+7zBzCxgmtaKBlylGqvPYc1OJ3difsZE9ubxrOH3C6lDDI4dLp/az80h9xs75d8nzLcz409gniRH9otk/qjP1amRzatNiJs7fSfCwhUzsbkDn0hhT25Y7Ndv0YKT/HGbG7YUWc+lmeSaT0nxmwxK7a1TBKAC4V7lW2+1L4auHnKXMYyzD3OtqdWHivGiSB8TSvc1BRr/cl1b3VyP30jG2n3iEcVOfopbL9bC8UJenilH4evnez/6XwzSkf80zfDf/fb6zbLtjJBENbfwyzu1+GndrBNO+YNo4T3YH3c9jEYNpb1BR0xQ3hpz9C+ja41vqDe9C6EP3FtR0KWuYP2cbwUPnM6ZDrVLPAdLVDOPpF1sxf1oymfrhvN72AYv1pUyPAsqYSxzWinKavetXEreqOXFv3Ws1nvLIZY7rnjJlyTLWI+r6cja2XIGHKk1QurcoH9Roo46qIc3pYRjLtHWH8R83pfBLL8DnUToPrsPMmclgmEKbBqWcOehwXzaWbv7lMX8K6nq7WmW/VeXz50Gt7mOYN2w7A2YPpM3hkbwc0YL7q+Vy6VgaJ0JeYGo3g4p8py7OnMbla0l5zFV5sCtvTunJprGTGPD0SV6OaMG/+IPkpYtJPGdVA7tk36tuL+oc5bXfuZMHGz9OCFP5eNpEvHcH4fvYv4lub/usv5tC6S+tzJGziTHiW9prweWGnIgfLnrzZ2y8etPuq2QtenL4qvnSPmvNdTnz41wZ2tS/4BWkgZ0kau4m2bPiRdETJpO2XlDYZ74Yt04RA4EyMP5Yqa/JDYz9SU5Y9om/NB0aK4kHL1ldlytXDq6V2KhOBa9NBQG9BLaLlAnxey1e8Z0rV44lybyYLhaf85fQHpMl8cR1kZw/5Mc5I6SpvvD68Bdk7o8psmJUiGCYIlvN78LOl5wzW2TO0BaiN9s1W9Yf3i4LO/mbXxGbfy5Z5lrapG8hQ2PXysFir1ZWars1+ZJzJlnmW44lsJNEzdkgR61f3VxsXIi+6QiZvT5dUhf2d/DaWkfkS865PZIQGy3hgfpC2wv7CI2QcXFpcqWEr4IlPOoj+XHPUhmlRwyTtoqxWJy0kWkJ64qNS990uMQm/lb0+m2xeEWuzX/tJHbnCdkZ21P0BMvAuIOSbb7S9Pp1g3SM3W7xelwT1vGaI+e2zZOo8OCisdmwp+TcbJNF43oW2qiXwK6vyxcp38g0m/69Lme2/VdizH0UxN6c9Ydtjtn59XxdzqQslnFdQwr7CZGu47+UlDVTHKz9wmuT3pUepnluPEfSzG+pPi3b5o+2iIFgCY+aK+uPZtle36XaaHLhJTmY+F4xv0OwtIucLPH7skwN2I5XxX9Xpmm22lP+Gm3rcf0p2+a+YOErW5pmx9eK9KkwJgJnyrYTluuu9HVUfByONEmBhpvISpJx/pR8nX3+H5IYVV8gVMYlnS/ppiu/SaK1rgSGS+SEpbLvammvNm8nsdt+K6Z3tnVXFMWY4jWnJF7NmF5R7y8d5/1qoU1K/W8Pe3Hj6LXzRblZmVaX0lfJSbHzKnRnahBXjLEQVfNlQX6WHEuab6HVCPpQ6TEhUU7kmQaiTA/tjVfx38usS2rzlFVbdvNvoEQmnLTnQMk5s0lm9DDloC4yJ81o8f8U1jTF2tsmiyYOlFC9hQ2BPWT0vI2lXFe8jQI9Q3yjEuWsDXlxrEfO5xIRBbWicatMMiD6gfFywqb8OVufm1Bf91RcPZIjZxJGlYyzUnOv0tiyNwa1f7c2WWmNpGxvobjfUv1SVm08L0njQgUaSsz6Py07LNzjIv7jkqQUNS3Ewb7M7BcF86d4rErqentaVZrvlc5f4aevHJGkeaOL6Yo+tI9MSPxdCtKJynynKM7KmoOVriU769RmkwpjLue0pCwaL11N49O3kKFzvpedX4+0oQfO7nud24s6nceVjl/tOs45JUkz+ppze+M5aaIkG5YXOhERVXfSbiuMpM8dQKOpQSQemEU3l9x11bj1MbJrVneajIXY1EReCy3nwy8rgss/MD7kCWZ2TOBMsTdnViT5XP5hIiFPLKNjwmY+71OmF6Vr3BZoGq6h8Y+lUuapckQusv2dgYS9WYXY1Pii8xsrDUJ2+oeEN1rAo4nr+bjbv5x7E94tgVaPaGhoqCGXjJUvUqvvJiJdohm3wV60AqiwX6rdEuT/wa51+wh74xnaaxsqjduG65z8bhn/zQigV4cG2HrfXIWQ+zvfLfmGDH0YHRrVrGhrNG4FNA3X0PiHUknzVLmRR+b2RbzxzkZ8h43k6ccq200xgBsc3/UT28KGMqJ96Y+F3vJo9YiGhobGPw5tp1Aa+ffQftGvDLtf/89O8Bq3L9lpzH0ihl3tetO2voEa7lf5IzmBubPXkBM+k3Hd6lTA3fOCb52fGJlKu2faUt9QA/erJ0le+gmz110lfMYouj1Y1nO7NG4LNA3X0Lj1qZR56uYhxuP8b+WHTHrh/7HFP4aEqU8VnFtb6dDh1342V4bVQl8p7XMGrR7R0NDQuF3QboyVhvtdBNxf0UZoaJQj+d7U7fkIq+ZP4tmjhac8BnZi1IyljBzZk1Dfcnn9kQKzgukZupb5o5/lKAB6AsOfYUb8SEb2fQzff0zRrVGuaBquoXHrU0nz1M1ByDmayPgh/49fmr5E3Gdv0bv2HY4vqxCqcndArYo2wuVo9YiGhobG7YF2xpiGhoaGhoaGhoZGZSTnOMnfn6V2mybU1v+TbwJqaGhoaGhUHNqNMQ0NDQ0NDQ0NDQ0NDQ0NDQ2N25J/8rEMGhoaGhoaGhoaGhoaGhoaGhoadtFujGloaGhoaGhoaGhoaGhoaGho3JZoN8Y0NDQ0NDQ0NDQ0NDQ0NDQ0NG5LtBtjGhoaGhoaGhoaGhoaGhoaGhq3JdqNMQ0NDQ0NDQ0NDQ0NDQ0NDQ2N2xLtxpiGhoaGhoaGhoaGhoaGhoaGxm1JJbsxdoqVQ4LQ6aJYmZFb0cbcluTumkWQTkfQrF24bAZydzErSIcuaBa7cgE5xdrnm6Dz7s3c9Muu6qXcKRffKKWMPpOMRJ6v6413pw9IvyblYKDzVGbbnMfIrlnh6HThzNplrGhjbksqdL2WQMjN+JG5w1rirdOh0/nRen4KP9/UGDHlV52Df1GszLikxW9lwDp3atx63KL1zj+DHDLWvkJdXW06zd3NtYo25x/NrVHzVK664PZD839l5NZYuzcL94o24B+BGDmZlkG1RsHcpatoY24B5DqZGRfAeCd/Xc6paGtskIfx5AHOVHuIuneV9xJR2Jddnym7Xv6+REaGEaPbRS7nClB5ArUy2CbGk6SdqUajundVIs9o/GPI/pWFQwcTsy2EmI+/ok3NKngG34/7RuebVB+z3gQ+9TKxDbIL/zuTX+PnEbcrhMhJvWjgY/qeLIBA7yrlVLTeTG29tbiZGqTp3U2kEtQ7t+985/N35nkyyMTtL6O2Eb/NuH3j/jZF24s7RvORQyrZL8ZuQfLSmRvqzwP9V3M8r6KNuUWoEsygJT/x28nveKv1XRVtjRVXSZ/bDe8HXmTN8euVpy+bPlN+fZU6T7Nk/2FO7pxIa5/Ktewr2ra89LmEej9A/zXH0ZawhusRbvy6kfkbjbSYMZOZ0QPp0zeCbo/6Ot2iczFbg4YRL/Paa68V/oui5yN+wKP0jH7F4u/9aKgvj3V4M7X11uJmapCmdzeZCq53bu/5rkqdQfPY/9tv7HyrDT4VbY7GTeP2jvvbEG0v7hjNR4rQvrItK5JL9mXtp4dq0envJ0Rf0VbYQsjNvlmbNnV9lfSZmuvd0BuCqJQur2DbJDcb7QEXjfIjj4snjpCOH5H334WnC1q8NWP2ZmrrrcXNnM9bM3ZubSqy3rnt51unx1A5i02NcuS2j/vbDW0v7hjNR4pQ8LXwDTK2xzHp380Kz0bRoQvqTPQHP5KRW3QeUMFzw40YnbiLlE/G0D7Iu/CzfZmy6gBGq6ODxHiAtbOepZm3qc1eTFi2h8x819gDeRj3L2dCt4cLz03xJqj9GJbsK5RKyWL/sjfpZrJTV5f2z3/JPoszjgpsfN5iLJ2JnruRY8Y8IJeMlVHoPJow9ihwdCxNPHTodEEMWXnKcf+lIlzb/g4NdDpqjf/BQtzzuLjhNfx0frScm0a2+e/ZnFz6LN66IJ5e+jtSOL5Da98nun3dovFFf8CGY5dRdIqTZHJswxyGNatVdP3ohaRk3LD6nDP92Hme2VFb2WnMbemHzvtZlp7MLtainFtLtJ8OXcsPSM8WIA/joXXMiu5MkNn/LzJ3w5ESsWgmYyVDdN40GbsF2MLYJoXzPmQlGcU6u8jBVf9hQJNadmJcyM1I4dNJT9PEFN+6urSP/pitJv8p7cuez9Reb+usGgVroCR5GI9tZI75rCRvgnq+xapdq5hU2/rcABt+8G7GgBkrSD9vEUc2bFOvJ0fYMGekhZ70Zcqqn0ic1KKU83kKzlzyaDKWgiXcBA/zGUumC0rqjXeTQcxYtofzucrOQ5OsQ1a2PcnoT/5npVeO9MYehXHh/RIJaUkWZ1jVoln0l+wz5mA8tJoZA0z2P0y3CcvZb91m7hm2fzqJf5tiWleLJgNmsCz9XLHHTwrmJZxZKQfYOrdgTOY5L4vmKOq/cKxBsaScNJ3XpfZMBCW64Ei71Wj7KVYOCaFW30+Ao8T1re1gnVr7ocC+D7aeLvSDkph1LXJpH6tmDCpcw4Xr/VCWxZwqyMnO6l0Z49rxmlKg1WDWKL/Rq9ibspDR5hh/mJ5TVnGoWL9q40PJfOZw6WDx8Zbo16Wx44IaxJkcrHQ+HGiBc1paaLOr85uNeuefkN/KnAsK15R31DLStn5QVGt6tyZ6yS8YJYtDxeqsXkxYttfCN2r2JpZzVzgffq+SuHcrn4x+sig+S2ibzYGX0W5TO2XPec7HucrYLUvOVVQXlH2/VoRCnXNYx1MmH4txL8sm9CqMrYLrnl+yt+CcO4daXUBB7D5MVMJ28xrT6XR4N3uZJfuyEOOB4rm525ss228Vv07VZUp12ME4FVHWPf1FB3txq5GZ9oq13uCHy5Y3HIpynl/0Ws5JYZ+OcpiqubSjl7ZwRU1e9CnFPnJc7yn1S4FOBs1K5qRJJy1ylfPadRMQh2RJauyT0jRyknwct1wSVnwus6PCRY9BOsZul6z8gk/lpMZKIHoJCAwQ33YvyOy45bLi83dkaFN/gXCZvPWc5JuazD4k8cMaCxikXdQsiVuxXOLmjJGugXoBBEZJwpmcMtmTf/Y7GROiF33TKJn99QpJiF8g04aOk6UnbohIjpxdP15C8Jemo96TrxNWSPzCt2XoC8vlhOn6K+myaGhjIfhpmf71RklJ2SQJH4+WdnpfaTrhezmXny9/H/tJvlkeK5H+CP6RErs8QRIS1sjWY0YH/SsgK0nG+SM0jJXU6ybPnZekcaEFPuq0SA7mmT78p6yPaSjoh0v8iRsi+Zdk76KREkxDiZj+pWxK2SZJCR9KTDuD0HSyJJ2z51vTPCL6wEAJCOwho+d8LivMPkb0Hd+XnVm5hU5S2E9OqsQGIgTGSmqOiMgVSY1tJ9BOYlOvqGjriqTN6SoQKAPjjxXFk+TI2cQY8cVfOs77VbIlV67sXSxDg30lOGK6fL1pm6QkrZCPYzqKnnYyIemMxbUW/H1Mtn7zpcRG1heoL5GxX0pCQoJ8s/WY/G3DNzHTZ8rMSSMlPFAv6HvJnLSswoby5XpqrDRuGimTPo6TFQnLJW72C9JOb+E/B32VxMpnaq8vMQeO10BJ8iXnRIJEBesFfbhEzS4eG4AExqZKjumzZzbK5HCDoG8hQ2culhUJX8vCSRESDKIPnynbLubasU2lnuQck4So0OJ6UuhvKN5ucYxybOsaWR4bKf4g/pGxsjwhQRK++UmO/Z0vItflzKZpEq5H9E2Hy8zPl0tC/CcyqX9DAYOEz/hJLtr1lWm+fCUwMEACu46ROXHLZUXcLIlqZxCs9cqh3jjqxyCBgYHSLmauxCd8VRjregkZNEKeCW4s/Sd9IvErFsvMoS0K/j5+k1wwtZlzSjZNflL0+EvToe/I5ytWSPzCSdI/WC/ou8qMbefNvi6YF4O0ahcmvgRLu/6R8mL8Qcktg+Yo779wrPqm0q5NgBDYTvpHjpf4g7ZXjGm9FsWkMl1wpN3qtN0ox7Z+I4vGdRLwl3bjFlisUxs6eH2nxDZuJZGTPpS4FQlF8aLvKbE7L0i+w5hVw0lJiAy0k2+t4/clmR77jkwa1alAAzvOlbSrpv4U5GSn9c75uFa2phRodUEwFWhUQKAE+pq0z9SvrzSdvMWsBerjo5T5NPWrD5DAgPrSNeZtiZ05UUaFBxdoyJxdctXUlKtjpyw1iLM5WOl8lKIFzmtpOeU3G+v81s9vLsgFxdZUR4n5+CtJiJ9b8DlCZdCo/hIcHCGTFn5t4ZsWMj7pbKFv1OxNLOfOSlsKffr5zOHSVI/QdJpsNc+dzYGX0W5xSc4rU5yrjV1FOdfZur7s+7XilB73yuv4MtRl+adl/ZgwQd9KRs3+UhISvpaF06LkhaWF+xaHWm0KNUudGC0fx6+Q+I9HF6z9kAgZ9UyoBPefJAvjlxXFb8hESbqgco9mI0YU6bCjcdqg5Hos657+eql78ZKYcliojEs6b/F30/6ysYxenyH5SnOYqrm0oZc2neSCmtxqPkv3kZp6T6FfCnVS36qdtPHVS2C7vhL5YrwczC3LfufmoODGWL7kXLokRktDs3+VeR39Bd9XZX3hAjQFOyFjJfH0dfO1V1NnSRiIb8x6uVDwycKbGL4SNmObOehFcuVK2kfSQ+/oxpgSe3LlXOJLoidAIuJ/t7FAT0viqBCBYRJ/MttGH1fl4KKnRU8nmZFyweL6S5Ia20Wgq8xJKxR+G5t6x/0robDQpL8sMiWhrCQZ518gknqekbhjhX42bpVJBlOhmi/ZBxdJT721f01z4Sst5uwRe7fnzPPoO0jm/3qpyPb8C5Iyo5NAgPSKOyR5oqIfhzfGlLeVd3CRdALRD4wvSor5f0hiVH1BP0jijl4Xyd4ni3oGCGHvSkqWhTxc3SGxYb5Ci7mSdsPerNhI7iV8M0riT5gKg1y5kDRRQorFuIjkZEmm0VKajLJvXh+BhhKz/k+HfSmzS8X1JebA0RqwQf5ZSRrfQrBeFzknJHF0WPGNg/mzVkW+XJUjccMK1n/sjoJNnd0bY0r0xOR/69i5LqcTx0pIqRuH4n0VJerC3i5skvEh+pKFcvZBiRsYLNBFYlMv2WnVNDeIb8R/5dcrRdfnZ22TGWG+RfGqRm/s9qOXkNGJcjqn8GqTJlr7xbQGLLTS5D/Lzb1IvmQf+UIG+iKEzZLUwqRonhd9f5mbllloa1k0R03/RT7V9/hI0q6UsnkRG/OqSBdyHGi3M9qeI2cSRgkESmTCSYu/21q/N+RS5lWLdvMle9986WilL/ZiVh1KbowhvkOXyglTXJnXtaWOKasRnNM7Z+NaTQ5XoNUmjSJMRieeKPK5jfXkTO63O5/mfkNkaPwR8/8za1Mx/7o6dpytQaRsOVhV7rTWgjJoaXnlN7s3xm7l/OaCXGBzTRXFbPF5sOUbdXuTkjfGrLTFHCOWcWZz4GW02xU5zxVxriZ2leRcZ+v6su7XbGMv7pXX8WXw8blEGaVHiIiXkzZlTp1WF9cJkx5ipa/W8Vu2vaAiHXY4ThvNlpgXV+zpxc5e3Bb5cjXlP1IfxDcqUc6aGruxR+a08BX8X5ekrDwVOUzlXBbTS1u4oia3g10fqaj3lPrFrJMB0mNuqlwxG1aW/c7NQcGjlDrcq1enmuXbCzwMNGobCJn7OHiq+Jkhhv7dCa9V1XytV0gzOhggc+2v/J4LcIE9m7aQyVNED3wMH3O7bugf7US/JwwusKcK1e72J4C/2L3+e3adt3r8Dy/uNtwHpLH+290lfzKed4wfPvsOY6ve9GrqZ/E2Ex/qt2pNALtZt+sP7D/16ah/JdxF4w7t8CWNn/aeQxCu7f+ZbzOe4LUZMbRgO9/tOIMg3DjwM2tO+dMpogVBVf7m8A9rWG1sQ2Svhhb+1eFVvyVdAzLZtm43xx08suo/chgD61cvGrvOj+YDB9GT46xat5vT4pp+ClDeVpWg1gzqFYBx1+Z1PQAAIABJREFUfQq/nC/4Taac38O6pXvRd+9G2werknd4K5+tzqJV5FM09XEr6sarLq26PgLbfmLXcWfmpADDi8/QrfYdhf/lhl/zTvQ3QObWg5wy/QrU3Yca1Sz6xovARqEEcJStB/+sBIeBOlgDtsjcw5oF26DnIAY2t1gX7gbC+3TCYOuznQbxTMt7LNaQF4E9BzHSP5OUr1I47MARjvXkL3auSeRACT2pSq3w7vR3JCd2ySNz53csOOBNp6h+tPS1mEuPIHqO6Ic/yXz1P0cHu4Yy8rle1NcXXa/zeYyB0U+BMZl1OzOQMusNQAP692lBLffCq02ayCN0bV+vyC9egTTvEGKhlSb/dSDqmeb4Wqw9j8DOjBgZCimb+N/h4j+M1/cbQL9HaxTaWhYtcKb/YPoN6cajejcb7dlHmS7kONBuV2h7aXhSvYaXRQzo8AhsSNsAK325aYTx4vAO1DbFle4emnftiKGYjqmrEdThZFyrWVNqtNrQiT7hhqLDWc397uLX3/+m3OLDEMHwbnXM/er8GtO1fwMr/7o6dpytQZSuNTu+UZU7rbSgLFqq5bcCVOU3F+SCYmuqKGYJaEv7xr6F7Vr4xhzLZdUdK23Bh5DmzTGQztpf/3D8Bkun7XZBznNFnKuKXWdyrtJYKON+zUkc1vFl8XG1uzAE6GH3Jr7dddZGLKnT6uI6YdJDCOjahsZmfTXFr0kny7hHU6LDDsepBFfs6dX15/XYk4xs4Uvm0k3sOJ8LCNm//cTSbTnUf6E7j/tUUZHD1M1lcb20hStqcmdxXO+pzu36Lgzp1xC9yTCX7HfKF2Wvnso9R/q6BUwe0r7wedIahE1MBq6TbSVSnj5eVLX8Q1UvfCxPG879g1/XpkNgI+oZin0SdFWpVl3B0cQO7dHh1WQwsye3JmPxczSt2YhuY+az0fxMdXWaDH+DyeF/sTjqcWqG9GLM/O+Lnm09d4iU5ExIjuYRd9Pz1Tp0uircEfYmx8ng6MWrpUyco/6V4M49j4bRRX+YDT8f4QpX+C15M3sNjXj0yfb0bnWR9Vv2cV5ucCJ9B+k0o/fjtanCBQ6k7AVWE/1INQvbdejuCGPiceDoRa44iDqve6rjZT0qQz1aBQKppziX55p+ClDRVpUHaDugPfrMJNbtOIuQy/kdm1iaWZ9BT7fCoMvl3IE0kskkOboB7pZtmePkPBevOH8ej90Yv5xN0XK4wfn0b/lk8jDCg7wtYsfI5excFXFQXjhYAzbIO3WQrZkQ2KoehmLqq6Oql77YoeLmz3ZsSB1rlfEJpnnHQNizn6PnSp8Hh3qS9ycHtx61rSfWn1XFdU4d3EcmD9Gx4f1WQlkFn4eb0BEje3Yd5Vyp7XhzT/U7rP5WFUO9RgRynNRTF8grs94UtOnjZTlYNzyqugPuVPWwLG488fKpilkrzf5rRsM61nbW4OHmTYDD7Dp6sdj/ufeRB7jHHANl0AKn+v8Xjzzgp7IAUKoLeQ602xXaXhpC7vl01n0ymSHhdYv7sJi+3Cys48q01q10TEWNULb+Fca1qjWlQqs99XhV1dnot8g/5RIfdvu19K+rY8fZGqSsOVhN7rTSgjJoqZbfTKjJby7IBdax7eZBVTfAzRMPN4u/26qzyqQ79rRNIc7a7Yqc54o4VxW7zuRcpbFQxv2akzis48tSl3k9xvDZ4wnPWEhU0yBCur3K/I1Hip9DrEKri9uqw83DEzfAraoHFl+5WuXmsu7RFOiww3EqpMx7epV4BtNhcDiY95FX+e3HDWyjFUO61MNLVQ5TN5fF9dIGLqnJncVRvedEbr83kAfusXjPo0v2O+WL47dS5v5B0rTn6PX277QdPYopayYSXMuDw0vGEDnnJljorD3u9/PE1Hh+6fAtCV99xvzZ0XRel0bc2lkMrqvH3b8jU9dsocPalXy1YAGzo/uw7uf5rJ33NHVNbXSNZf1b4dxtwwyPmg9R6ncnDvpXgu7+hnRo4c/X3+/l92k12bk6Ff+BE2joUxuPLg3J/Ggbe/+vLqfXbIcWYwkLutPi6j7Erh9H+N02ptijJg+p+7FFcXw8MX/JpqQfxflLic2eGFp3pb/vpyxdt4e3ujZmx7okMv2fpFeL+9CZZdJA19j5vBV+r41+qlLzoTtt/N1V3CAjKZZner3LybYjeXnKl0wKrkW1w1/Qv0IWjS10pa+BO0oqrJq3/JT6Wckj50Ye6D3xdC+jkpfbW1ZKf4Oe5OZwA9Df6VmGV/vq8fF0Lyo2y6I3zlKq/4TcnGzAgzs9lfTuhOa4tH8lKNAFd33p2u0CbbeNkJuxiWnPPMvbJxsz+uVJrJkURK1qR1jSP5LKohwlqGw1giUO11Q5aHW5xUdplE/sOFeDmBK+MznYRfPhhJZq+c2y27LmN1fWhXaozLpTGq7Mea6Oc1fGrhkFsaArw37NRq3qUpyqy6ri/8TrrPmlHWsTvmLB/AVEd97Mz3FfMG/ww7jf1DzvzF5QqQ6XNs56WN/WsYmL9vTqqEZIp1700kfyxVfJvN7xIX5cug1avEXHBj6oyWEuz7s3vSZ2Bhfsrytiv6MQBzlPuJa6hNFvb6dB7AaWvda08FdERjw2ezvXo9s91GkdDIvT2H/qBqEPWtyzlxtczcq2f61ae3Q+PNh6AK+17s0zvabTs8t0xi/6Nz3fbY8PoNPXofWA12jdL4JeEyPp8u77LBrcmXfbBhLaWE/cL0a8Qh4jtJqTwuugf4dUqc3jvZtB9A7SNur4JrkOg996FB+q06BNWwwTN7JlUwiXt2bS8I0wQjx1gB+BocEQl8Flr2BCQ/2cMj378jVuUDxA5NR+ko+Cb8xDGNz8wAX9FKDOZp1/c/pE1OezpZvY8YoHP60+TsiIboT5FSylmoH1aMwn/HLZm5DQUKqVwTKnuLabT0e/y+YGU0ld9gqhXgXxk+uxRfm3kTcJu2ugfUm5cqtVh9Z6WJy8n1OvhvKgeVkIN64ZyQbz+NwfbEA3X5hT4rPAlWPs3nocGtWjjp8bZfopRWl6cuMaly2NUsWd/5+9O4+LquofOP4ZATUc1KFS8YkeFDDcF9BCscTcxV1zyT1NaVOfXFo0LbV+hk+P0qL5aBq2iIIbWIqaZjxSBiqK5p5JikuKIJqynd8fzOAwDHBnALX8vl8v/3C4c8+5Z79nzj2XOo19MbCa2MPnedXXy+zX0lyuHU9kFwaaNfOg+NJ6i/Qblm3aLZIP7+cknkx4rBYONSib9sYejo/QOKgpLLSSfqRxfO8B4DGa1a1ezElK0ebYFH5pfkNytK1dKKntLm3bblUa8Z+9yzs7GhISH8Zk32p5H2dXZMe91nDkK4cxQlmoobEPvxFXPm11uZSP4pRT2bFrDGJjXTNX2r5Ta75bUW79W2nc8/2bpbIZf5bsHm13tCiLPq8U5fyOlV1by4K992tWxqplohRpnMcBfZ0ABk1uQ/9nezK91xDmTfuCYb0m43xH+vlS1EWb2uGirnMO7auW9FBa2d7T26JCnacYNsCH9WtiiN3xB5t2V6bjokAa2NSHXeXHhWWcl2UyJi8vNvTtRS2WLnW9Kn8llNoc0s79RhJ6atQ0kD8HmHWGxNjT9oWoq4Vfl7bo2cXKyP2k598U55BxIIaI7YVfr1r6+FSiVoNG1AWupeVN+BTgWIsGzesA10m7kQkOHrQZEgDJX7Fo7XGyir0eRypW1cONK6TdKOrGzUr4OccIf3kUw3q9xvpCr0o3eQDPlgE0ZQ/hiyPY7daJzn6ugI4qTZ9ksNsRoj/6L9+k+jEgwMu41NYZ7zYd8CeOjxZ9y8ks+2YdkldFsuWM2S+K6go/ff0FG/Ch95P1MZRRONgTZ11NWnV/GkPqdr6es5iVKX4M7dYkv2F08PZniL+B5I+Ws/ak9pcGG0+OY8XKwDUupdm5N05aCseSMqBGDVwfMFX6G5xK3MeFMg2rDOJqYlkHrIVWqzldenjC9kgiE66YPUaVzI61MRSouYb6PNnbBzYsZ0XspdvHqjSSvl7Of1M86DXqSbxLO/Yqsj25xbkdUawprjkxncKxIlWBG5fSzF4x7YChcWt6G5LZ8OEqYlNv/7ytMg7y9ZIIUvRdGdW+bgm/bBxk1Vc7OWO2nlql7+XrRd+AoTVPNna1rb0pc640frI1Br7hwxU/kmreHietZ8l/E9D36kl77+J+ASpNW1AW4WtjX7tQQt9R4t9tcY1zx5KBB6npavqtVZF1KpHYgg1HEWWWvFd8f7mUL388Z+d+H7aypU8uw/aqJFrrlOa22l7aykeR+alZGZQdq+wZg5SiDy5tfpSiLZX+zXgJNvVvlspyXFiccrg3uWPKoM8rzZjhTpVdu8uCjfdrRSh1m1pm4zIdjrV8aF63GlzL4MatNM1tdemUoi7a1Q5bXqeW8Mrwnl7Tvbh5dGsT0LczhoytfDD9I2L0TzOskzdOxj9r68O097valeOY2NY0sqJ099fc5fsdbUpYMeZIzWZt6K3/lPWzZ/Ku6kP9Shf5aeUSIo/Yuw66Iu5dn2dmx61MmTKSIWfHMTDgETi7m/DQdRypaYAiV45rjU82F6On0WdNFYZ2aEJN5wx+WbOAcPyZ1KcFD6mzRL84jjUPdaVDUzecrx9mzZw14PMifVrVABxp8fwsQmIGMGV4L9ITRtPXvy7VnbK4mnyYn080YsrCZ/Kez3d4hOZBzWD2F8yeWpG9Xo/QYuBgGiW+VXT4gLqYxOYVK1jfIYy3axaVDToq+TxOT/cpzN50HLepM/EzzcBXbULnYXV5//1YcJ/Jk42r5X/HucUoQkN+IHDKeDqn/8z4vk9Qt7oTWVeTOfTzBRpOmcXAupWKCBPAjeZVtzOmfzCHx3WmQfVMkretYPrin/EetZTpPdzRlUk4t6/TtnM5UuPJnox1W8j7YUnQOpSgFtVun865Bc+HvkVM4CSGd75Mwvie+Nc14JR1leRD+zjRcAILB3oVMSv8AHWaP4EPs/hk9nRc9nphaPEMwe0f1XAdRjUb06G3B2Hr/83r7+YwoH4lLv0UzgeRSRbLRosOS9vmf6X4fol1wArdo3T910t0jJrElEGjOPtKPwL+oTgVvYR3VsRZHOtOz1lzGR87gne6DeTinJF0cHfi0k/hzH9/Ow+N/Ii5zzyW3wnZz3p7ok59y0fvfMYRDWdwqNOMIB89sz+Zw1SXBLwMvgwMbo977W7MWjqB2H4z6Nb3PHNGt8O94kV+Wvkh72/SM3LZNJ7xttyJz4Leg6o/TaX/c4cY160B1TNPs+2zhSyO82DUqkn0qO0EVNPe3pQ5J2r3nMLS8Xvo984w+l6cwOgOHlS8tIeV8z9h00NjWTa3H95Oxf2qU5q2oCzC10hTu+DBH8X1HSX1LaWKYA2adfBHH7ae2a/7oAbUp9KlPaz8IJIjDxV8VMB6mX2KKts/oNvQf5NqeJWHTsyjc6l/9S+JLWOE0rZ3ttBYpzS31VrZVz6KbIM0h1vastMed6uZYM8YBPv74FLnRynaUunfbO/fCinLcWFxyuPe5E4piz6vNOX8TpVdrWXBoZT3a9YVVe7dNMff/jRWF6N5sc8aHhragaY1H+D6L+uYE/4HPpO60eqh2mRobKtLpxR1UWM7XPx1ahl7lNE9PRRxLz6M9pZ7M5qFXePJvrzks4zZCcnoB8/iKfPVWZr6MHfN/a525TgmLjKNbDhHqe6v4e7e72hU8osrb6pz34eqkS3d8l4P69lJjQ/dpvZFvKT0+KsZu/JeRlri68YLvB40V2Wd262WTe2V95pRUPqWY9SCzfvUrgVdinh9vC3xyVIXdy9S4wO9844BpW85WoVE/ZL3ytDc82p36Isq0FNv/LubajkyREUdvVrgVae5135RUSHBZseh8AxUw18LV4eum47MVVnntqm5PX2Mx3RRC/dfLT58lasyds1U7niqwatOlfBK90tq+1RfK6+QzlIXoiYoAyi3qdtVmuXXcq+qo1EfFIgDeKt2w99Sqw4VOtosu0KUJ+1UyO5f1PcLx6iWeuN39a3VyJBoddTydc1awilUBgq/vtz2OP+hds0IUOCmOi46qAq/xDlbXTsarULGd8ovY6BXnu2Gq9dWJRlfRV1UIiSr7XP7Gb+nV80X7lfZypYynquyzu1UC0e2VnrjNQSO/1h9vy9cjdOj3GfsUhklhFVYEWmm9fuWcdRYBwq7qc7FrVBTu5vKu4/qPu1LFbdxppW0yVVZ52LV4gldbueBZyc1fuEWddK8HFlpI0rXnuiVZ/fX1Rdx69RsTa9vvqnObZ+neprSovlCtT/b7G+7/6sm5JdJvfIMfFEt3Hzc7PXD1hjzy/N9tfs387Jg2Rbcpq29KSIcy3Jh6+dZZ9XuxRPNwvZWgeND1eaTaQXKQ5H5opTdbY728Iu6piJOaTWuJbULJfQdJf7dakzUuchxCjzV8MgzZp9buZ6s383a3byyFvp9nIoY56Nwn6l25b/T3FqZzVWZJ1epUd4G5T1qlTqZWdL708+oyOGeRfS3Rad14XTVNkbI+3Ip2zsbPy+5Tmlsq0t8zbkpXHvKhzENrbVBmsNVpSw7xcXNzjGIXX2w1r6z+LbAvrbUmDZl3b9Zietfv38rg76gqLKt+XN7701sadusXngp4236vPR9nv3l3P6yWzR7x/Vlc79WmPVyb1vdsy+Ncy/GqlDzds/y/kljW11UXG363K5xmbZ2uMTrtMK+8YOWftXavXhGUdEwuqx2zfBX0EiNj/rdSnnS0IeVMi+LTqgyGJMXUlQa2domakmXosYuxpjY3XaVP51SStk+nSZKJ4PE0EE0m+VF1JH5BNWwf/tuIe6+XNK/m47P06vpGLmDz/va/Q75spX+HdN8nub9jpGc+7yvDb8UCiGEECD9mxBC/P2o9Dje69KdN3mT+G2391IT97e7uVjt/pX7OwmbDuH/xrO0l0kx8VeX/SvfrlxHit6fDs2KXtp+Z93kzLer+W+KB707NMbau1OEEEKIYkn/JoQQfy/qD378aC7vxdVk1OQBtJBJMWEkszJ3Q+7DtF92kFGP6JGqKP46FJmJH/H02HjaPfsUjdyr43j9DLHhn7Jg03UC544jqE5p9w6xQ+Z+Qp+eQEK7PjzVyJ3qjtf5PTaS0AUbyQp8n6lBdeUXACGEEMWQ/k0IIf7ecsg4E8fa/7zDiwvicBv/ObN6usu9uMgnE2N3g+ODeDxytyMhhO1yXbzp5RvN4onPcRIAPZ6BzzJ31VjG9muB4W70Lrku1OvVkPWLZ/DcSeObOzw7MW5uOGPH9sLXUN4bkAshhPirk/5NCCH+zv7k5Pr/Y8SCJFqOX8zykF486ijTYuI22WNMCCGEEEIIIYQQf1OKrNM/svV8bZ58/J/oZU5MWJCJMSGEEEIIIYQQQghxX5KtCYQQQgghhBBCCCHEfUkmxoQQQgghhBBCCCHEfUkmxoQQQgghhBBCCCHEfUkmxoQQQgghhBBCCCHEfUkmxoQQQgghhBBCCCHEfUkmxoQQQgghhBBCCCHEfUkmxoQQQgghhBBCCCHEfUkmxu607ATme+nQec0nIftuR8Y22Qnz8dLp8JqfQDaASib6BT90Ln0ITUy354R3OC2SWTvCC51uPGtTyj7AMk8fIYQQQgghhBBClCuZGBP2UzdJTbkMGX/wR3rWHQgwh4wzhzh2+S8yo3jH00cIIYQQQgghhBC2cLzbERB/YRW8GbryB1qmVucxd305B3adxND+NJtwk5D4KCY/WN7hlYE7mj5CCCGEEEIIIYSwlUyMiVLR6R/B547M+SiyM2/eiYDK1J1LHyGEEEIIIYQQQthKw6OUGSTMD0Tn8jKR+7cTOqoNLjodOl1tWgV/yaGMLDKObWDuoFbGz+sT9NoaDmfkGL+vyE6J47MZQ/Bz0aHT6dDp6tE++BN2pdwyHnKW6ODG6HR+TPvuj4LB34hjbmMXdK4Tib5o/RE6lXGE6Pkv0N7LJe/8Xp0JDo3hVEYOoMhM/JA2Oh0uQ8I5o8y/mc3F6Im46lxpE7qfTACVxrHo/xDcvp5ZXD9ky6l08r9q3BvLdeJ6kuKWMjH/2Pr0mrmeY/nXXpws0k7FsDA/PV3waj+JT+POUfAqc8g4ton5wZ3xyj/uJUK3nCBDFXFqbpHyYxgznjHliTFNPvyelOwiv5QX1uE1vBZU33g9eXFaeaio/bGMZUMXyPyEjNsfq3RObVnIqFa1zdJlLQlRb/Ko5bHGtLh6tGAZKpCOKWsZoXPBb8pOYCdT/Iz5PGItKUXELK9MPEcrU5nz6s1rq/eRmmvtYA15bvU4HTqXVjwbdiiv7GhJHxvLTvFlWwghhBBCCCGEEKWhfY+xjA1M6z+OddUGsTTyKz6Z0IhfFo+nf/ALjA96m8R6Y1gasYL3R7ry/bzR9JuzkyvGWYWcc//joy1OdHs/jIjINYQt6IT64kW6j1hEfHoO6Nx4ckAP3Ehg5ZYD3J6GUWQej+ebpAzcRnSl9cOFF7ipjAMsf3kIPZak8fSctcTFbSPy1QYceXMQg+bu4JLSUbF+Wwa2NpARFUNcstkUhrrAnk3bSSWQYR28qajSOLR8CkE9Pif16Vlsi9vN9sgJNDkSQpdB/2bHpYJTVqkbJtO7+1fc6jWdCOO1f/fOaIaGxJJa3PwTwIUlPN/5VbZWH8AnEWsIWzAC958XML7TCyyIv2KckMkh49AXvBw0jCWpTzJn227itq/g1SbHeLPLWObuSMF6MLc4F7uKLQ904f2wNURGfM6Cjll88cowRizYQ3oRcVMXt/JWv9F8fLEdC76OIHLVB4z8Z0UquVQu4WLM3eTMurfo0mUiEVX6siBsDRFhY6i9ayJ+Pd8luYi0GBc0nbhaPZj5/nTGBeaw8Z1XeOmzRG4AGJozZt2XhAxvBDRieMiXREZGsm5McwzWzpd1nNWvDKHHlK1UGTqfsIg1hL1Sl6Q3nmXMFyctLlpjnqs/iHvvWXx7vMVW5yAWhq0hMvJrlr7Whkddq+JkQwqBtrJTctm2MVAhhBBCCCGEEEIUpEp0TcWHtFOgVz4To9TZrNy8jzMPqkUd3RQYlP/c3SrN+LG6vkeF+BsUhlfV5svZeZ9lpanUjGyzc2aoQ4v6KmiqJmw+b/zebjWnkV5hmKCiLmTlh71/YXcFvmrq9ktW4nZdHV02ROnppObGXVa5+Z9fVfEhXRR0Vwv3X1NK/amOLhugwFMNXnUq/7jcC1FqvAGl7x2mTubkqsyjy1QvvcX1qFx1PX6+8segWi/cp24ppVRWvArxRIG/mhj1m8rKj46Va7eU/11vNXDxfnUtP5xslRY3T/ljio9SKvOQWtbLQ+E/T8WlmZ3PFE7rULX/Vq6VQHJV1tWrKsP8T6b8KjJu2epi1MtKj4cauOpXZe2sWfEhyhOUZ0i88ZpNZaOdCom/lhfy5W1qmo/eIs65KutslJrooy9w7O208FEjV53IT8f8cxSIa+GwikhgdSFqgjJYlkuVra7t/1j11KNgnIo8l6WU0prnOSpt1yzlY1kH7Egf7WVHa9kWQgghhBBCCCGEvWx4K2VjBvRtTW1HXd5/ndxp9pQn0JDu7RtQ1fgxzp483sEHUg9xNNm4J5RjVapXcTA7lzOezXzx4CS7jp4nB8C5MUFjn4LU7WzacyFvJVTmCb4P3w2N+tHniQcLRynnFN8t/5aMgD70bumKLv8PVWkU0BYP9rIp4XdyqYxXux701p9k885DxpU22Vzas43wVE96DAqgToU/Of7dRjZkPMnw3k1vXw86nBu1obtHKrs37eW0+aN47p3oG+h+e6O2/GtP4OCvfxafnG79eX5wY/T54ThQ9fG+BPdyJ2P9Dn4+m0XO8V0s35BGwPButKxqln7O9Qjo3hB2/0DC6VtWTq7DsVo1qujMPjLll3m+FFCBKg+54cEf7N28lYRL1s5bkhxSf/6WJUcM9Aruy+P5cdbhWLs1fQc0tv4194GMDqqbn4461+Z0H9C4mLgW5zL7tu0klW4ED25hlo8O6Jt0ov/T7mbHas3zK8RHR3GETkwYG3i7DpRGSWVHc9kWQgghhBBCCCGEvWyYGKtEVeeKZv93wKmSI+BIJSfzSa+KOFetBNwkM38/q1tcSvyGT98aRaCXCzpdBSr7v8lpMkjPzDY+DliFBh160JEkwjft45JSZP7yA+G7wX9EB5o4W5mMuHiMuNhUiA2moaPu9r5P+edP4eSV6+QCFeoEMKiHJ6nh29hzKfv2Y5SGIIYEuqPjMkfikoANBDesYnYuHbrK/kw/DZy8wjXzmYiKepwrmcfLdO0aOLtSzdki+XW1aBDgCfxK8sXrXDyyn1hSiQ1ujKN5fHTV8Z8eC1ziyjXr+66RfZHETUt4a0R7495kpu+Y50uBwHH2G8aCt9qSsuJ5WtZoRtCkxcRY7rNVrJskHz1EKp4ENKhFwRwrJm2KTMei4lqM7N85GJ0Ins1o4G4Rnq4SVaqZl2GNeZ51lqStR8HDl2aezrbFpygllR0byrYQQgghhBBCCCHscwfeSnmLlO0hPNt7HmeeGssrM79khndtqhz/ggHDF5odp8PJpz3Denuw9Yt17Hi9NT7fb2E3rVnYsT7FTkd0D2Hz24E8ZOVPTjUewwFA9wht+3fC8HXeirTurfaxKTwJtxHzLfYu60vI5qkEPmQlaZxq8JgDUO77nlemYv6qJHe6hyzm7cCaVo6rRI3HHij8cfbvbJ/9PL3f+ZWnJo5j5sbpeNd24vjKSRRIckuOj/D0rFUc6PANkV8tZ/GCYDpv2k9Y9HyG1dPyasW/5psjS87zi+xIzwCHijg5lMFqMVtoKdtCCCGEEEIIIYSwS/lPjN3Yy2cT57Gj8SziV/8LX+PKr2ynnVS0PLaCB08P64phfQwbYn/g2qa90HEmHRpUsX7uGp74NtcTdiADZ58W+FYpbtLCCbeAbgyQ8BxgAAAgAElEQVQ0LCJ8Uzz/euAnNqQGMKavH646AFc8fb0hLIV0Z298fV1Lf+3Fyczgxi0F5o/lqfMcjj0Jhmd4zF1PDRrQnE85kO6Cj68vRaSCBcWN+JVMfOdHGodsYfXklsZJxQycdriU/HVdVeq0HcTktn14tvccenWZw7Rlz9BrXvviJycBqEztuj7o2UTs4fO86utltmoskxvptwCNK+rs5fAwddt6w4r9HE6+hW8ds/DULa6nmb8/UmOeK2U85x4ST93Et54tLyOwk01lWwghhBBCCCGEEPaw4VFKO6WlcCwpA2rUwPUB0839DU4l7uNCoYNNk1cn2fzBbD6KqUTvYe3xcSpiUsDBgzZDAiD5KxatPU5WCVHRPdyc7gMbkbphBXM+iyKlUTe65U+GOOPdpgP+xPHRom85mVXOr/xLjuarLae5/SBkDuk/rWXRhmQMvVvT2OCAg7c/Q/wNJH+0nLUnb2g8cQ5p534jCT01ahrIX0+WdYbE2NM2RLAStRo0oi5wLe0G2nYcc6SWXzt66JPZvjKahHTT0jpF9rndrF1z0IbwLelwrFgZuMaltGJWpelq4delLXp2sTJyv9kbOHPIOBBDxHbz92JqzHOdG0/06ICBbwlZtI1ztj7eaQ/NZVuRnfIjXy4O58cUe/aFE0IIIYQQQggh7l/lv2KsZmM69PYgbP2/ef3dHAbUr8Sln8L5IDLJ6uNhuhr+DHkpgMWzY0nVj+b1p/5ZzOxdNVo8P4uQmAFMGd6L9ITR9PWvS3WnLK4mH+bnE42YsvAZ6ppOoHPjyQE9cFv8HmFfGWi9sCst8vcu0+HcYhShIT8QOGU8ndN/ZnzfJ6hb3Ymsq8kc+vkCDafMYmDdslnxpG8OP40ZynOHR9KtgYHM5J18Nv1j4ryDWTW9C7V1gHMLng99i5jASQzvfJmE8T3xr2vAKesqyYf2caLhBBYO9LJIH0dqNmtDb/2nrJ89k3dVH+pXushPK5cQeaS4Z0CzuRg9jT5rqjC0QxNqOmfwy5oFhOPPpD4teAhtT5Dq3Dvyr5m9iJoyg0FDzvDKwNb8Q50g+qNQVhzJKEWKPUCd5k/gwyw+mT0dl71eGFo8Q3D7Ry2uvyLuXZ9nZsetTJkykiFnxzEw4BE4u5vw0HUcqWmA/Ghoz/PaPSaxaNSPDFowmCePj+WVga15pEo2V0/t5zefF5kV5F4oxqWjtWxfZPu88QxdmIjhyGZOLOhMOa91FEIIIYQQQggh/jbKf8VYBS8Gf7KChSOrsGn6KPr3m8nq9E4sjXiXznrITLdcjeRKi45P4w4YhvYh0L3QA5cF6Ko+zqtrY4gKCeRG9Ds8N6g//foN5rkPY7mhh5s3zVf3VKCqXxfG+OiBQIZ18C74OKfOFb9XPych6h063viGKc8Npl+//gx67hN+uFERbpbdipyaQxawfv0gKmycyaB+Axg+cS3X+4cQFf0ez9Q1PbToQFW/l1mbEE1Ix5tETxnDoH796DdoAh/+kI6eW1h9v2TdZ/hkUygjq+9g+ogB9HtzA+md/03EvF7ouUX6jUwr3wLdg940SV7FC8MH0K//KP7vlC8hUZ/xTqfaaH6QT+eK38RP2LrsRXyO/JcJwwfQ/50fqTlhJRtnP2lHSuVfFVX9n+Pjuf2oufNTZkx5m2VJqVZfDKCr2oqJn4ezbOpjHFkwieH9B/DCF9fo+PE6lr/8eOH4aslzJ2+eCV3D9kVjeNR4Xf36DWbCquNkkmPDCwq001a2XfD2b403zentXxcND8sKIYQQQgghhBDCSKeUugPPhdlAXeHH9wbj/2YFQuJXMdm32t2OkSgTf/DdtC48/b4fkec+oq/bHXjvgxBCCCGEEEIIIUQxyn/FmE1ySP1xGW+8F4Nh1FiGtJBJsb8HRfaZ71j53wT0vdvQrKZMigkhhBBCCCGEEOLuu2dmKFTGaf639iNmvPhvdrpNIHJWt7x9tsRfTAaJocMYm9CAZ59qjHt1R67/vpvw0P+yKas7c6d2pc49Nh0rhBBCCCGEEEKI+9M9MjGmyDoZxbQR/+ZAy5cJW/42fR6tfLcjJeyiw6XeU/iu/4SJz71r/MybwHFvsmrsKPr5PqR9vzIhhBBCCCGEEEKIcnTv7DGWdZrYrRd49Ek/HtU73O3YCCGEEEIIIYQQQoi/uXtnYkwIIYQQQgghhBBCiDtIdnsSQgghhBBCCCGEEPclmRgTQgghhBBCCCGEEPclmRgTQgghhBBCCCGEEPclmRgTQgghhBBCCCGEEPclmRgTQgghhBBCCCGEEPclmRgTQgghhBBCCCGEEPclmRgTQgghhBBCCCGEEPclmRgTQgghhBBCCCGEEPclmRgTQgghhBBCCCGEEPclmRgTQgghhBBCCCGEEPclmRgTQgghhBBCCCGEEPclmRgTQgghhBBCCCGEEPclmRgTQgghhBBCCCGEEPclmRgTQgghhBBCCCGEEPclmRgTQgghhBBCCCGEEPclmRgTQgghhBBCCCGEEPclmRgTQgghhBBCCCGEEPclmRgTQgghhBBCCCGEEPclmRgTQgghhBBCCCGEEPclmRgTQgghhBBCCCGEEPclmRgTQgghhBBCCCGEEPclmRgTQgghhBBCCCGEEPclmRgTQgghhBBCCCGEEPclmRgTQgghhBBCCCGEEPclmRgTQgghhBBCCCGEEPclmRgTQgghhBBCCCGEEPclmRgTQgghhBBCCCGEEPclmRgTQgghhBBCCCGEEPclmRgTQgghhBBCCCGEEPclmRgTQgghhBBCCCGEEPclmRgTQgghhBBCCCGEEPclmRgTQgghhBBCCCGEEPclmyfGco99RmedDp3Oj2nf/VEeccqTspYROh26EWtJsfGr2Qnz8dLp8JqfQHa5RK5s/FXiKURJpCzfO1RKFC/Uc8Gl04ck3lDlHFo2KWvHo9N5MWJtcgnHJrN2hBc6na6Ef+NZm5ItZUr8fWUnMN9Lh85rPglSuO8ulUz0C37oXPoQmphe/uFpGtsqslO+J3RUG1x0OnQ6V9ouTiKn/GNXdu7JMm5bHwQ5ZBxez9wRpnzQodPVJ+i1NRzOMOZGTiKhLVwsvu+CV/vxvBuewKVs+/rgO9uP3/vu1Hig/MPJIGF+IDpdIPMTMsolBFHWbpGy60NGtaptrN+9WXz4xt2O1B1y/5VXGyfGbnIidjMxACSwcssB7sAwohg5ZJw5xLHL90yvWySVcYZ9xy4j3Zu4O8qqrtzJOvfXqd/3EvXnVVJSMshIvkK6nYPy8uGCZ7dXCAkJMf57g+G+BsCf4TPmmX3eAU8XWcysicrgzL7jXL6XsvnvoqzS9k7mkZQH26mbpKZchow/+CM9627HJk/mQZaOHMaEiCo898lXREYsYlrrR3C42/Eqwt0Z3yqyL+1n/YfTeMavdv6klEur55gffYQMq5GxpQ/ScfPQMp59vA//90s9pi39msjINYR9MpBH9mxk15mbxmhkk5meAYaBzPkqwnjMJNpkbOTNQX0Y+P7/SLUjYcq6H1cZR4ie/wLtvUyTeLVpNWo+0cfSCudb9gUSvnyDINOxXl2Z+On/SCkUjxwyft3JZ9N641XMZK9psqnQBORdnjT9O96X/eWv6Z7rwxSZh1YwsvsrRFQZyCerIoj44nlaP1rZ4rA0jkX/h+D29Upui7TUL5vOZ/wRolAds3UyS+65ABxtOjr3NLHhseA/mOHVYglbuY34N9vRvurduIm5TmJof5pNuElIfBSTH9TfhThok5MYSstmE0gPiefI5AdtTHQhSqus6sqdrHN/nfp9r6lQdwgrD/uTaqiDu/5emmCqTtOBr9A0///JrD0YTlhCE3oF/4u+bgVbxvu7a9YgJ5HQlgFMSJ9J/JHJPCgdS9kpq7S9k3kk5cE+FbwZuvIHWqZW5zH3e6GfUdw6GMPimAxaL3yf94ObUfFuR6kYd298q6PCtYN8PjOWqi+9Sdjrtah49TDffLqIKT1+5dqucGa1fRhdge/Y0Aeps0R/9CEbGcKyLz5mdD1n4x/6MyzYSnRc/egyoB++jnnHDH22K4916c6b7y0nZmgrBj5qWy6WaT+uzrDu5Z70i6jOgOBphNSoxK3fY1m+cAo9/neOqO/nEeTmZDz2KomLXqbdKz/iN+FdVrWtypnoJbwzfhTnndaxYnRD8qYErnP4s/H0fO4LLnh68lCRgWdz6bcTnMSf4TN609j8fvGBFtS4S0OUv+N92V/+mu7JPuwaB7+NJCajOwsXzCa4qbU+IpuUda/h228Djw0YzJwQNyrdOsPO5cuZ0iORU1Hr+DjIPa8t0lS/bDgfwKXfOHjSgO/wYAY1NpjFqzotajhpvE655zKxqdjlnthNeEwK7jOGMPahdMI2x7Al/l+0b190k1h+FNmZN+9CuLZT2Zl3eWWduL+VVV25k3Xur1O/7z0O6N29uH+7tfuEaaWCKHtllbZ3Mo+kPNhNp38En3umwczhym8nSMSV4Y88eE9PisHdHd9WqNOP5b8OpHo1Uyr1pUczZ477TebDyL1MaNsZV3tPnnOeI1uToOYImtZ1Lvl4C7qqzek/pgNvPpdA3C+pDHy0po1nKMN+XPcPAif+lx/ffYLH3SoZP3yZYf4TaTZoBfM2jKbr+EY4ALm/RjHrjTU4jQzn8/kDeNRRBz1b8mBqd56b/DHPdFlI39pOQCUMNRrSf9kOxgVcYtZjz3DaauCZpF48D1j/Aexu+Tvel/3lr+me7MPS+O3gKaADj9SoXMQxjtQKDGbtjzMIfLy2cWJFMXFYAGObDWTRvE281HU8DRy01y+t5wPISb3IKVxp2Gs8k/u623mdcs9lYsNcvekxyqb0beNLi1ZtaGT1cUrj86iurxKVtItPJ3Y1LqF1wavX26wvtGw3h4xjm5ifv5eCC15Bb7L6wCVyi4pKylpG6Fzwm7IT2MkUP+NyRMtlvOoKR9e/yyDTMmuvfsxcX3gZYqElxl6dCQ6N4ZRpDwGbr8kkbz8DJ78pnAROTvHDqcD+BWUdT9OS5UDmxx1hV+hYWrmYPStfaGlmPdoHf8iWU+lFxF+RnRLHZzOG4OeiM/vOJ+xKuWV2nDF9vEKIO2PaF+P2Ek4t8S4UckYSq1/rfXv5tVdnXliZxO2num+R8mMYM55plb/3g4vfUOau3ldwTwfjElOX8avZb/6MuEtbglceIEOlcaxA2vfmtdVJFmlvLKPBnW/ne/uXCN1yoojl+kD2OX78bIbZEv+873y462zBlTAqjcOr37y9pFZXj/YvfMkh454SJaZDSXlaUl0pIfx8ZVbnNJQprWFxlR/nBlrZ7/ACWyY2Q6cLIjTRrJNVvxI+xAudy3OEn8nUln6FaK0TULjc5D2+4PdsGIczjWdX6ZzastBs74K8/UsSt7+Hl/m+XUXuS2PaM8WsTbGyt0uZtAsqjWPR8y3iupoDqZlWU6rMlGH7WHK7Ul51vfg20rZyaNzXzcmPKXkdC35OOot93jS0jzfimNvYBV3tN/gu3ay3vbKFia46dG0+JDHzdujqTDhDXHS4DAnnjNKaViVcd77C8dV5dSb4w+8tHt/JIePwGl4Lqm+W1pNYeSg9Px1Las+KLyclpW0J4duURwBZXD26gbmDTNddn14z13PMvG8ssXxpDetO5bllUmjsC435Z/n4iM6lFc+GHSLTlP+nYlhoOV5MjCHEy7x9LGbvw0JtqZU9VIxtqNf8WM6Yxg357anWNLBjbEsya0f4ULvfp8BJwvo9ervvKzZOVvoll1YMmhtB4iUrYzWXl4ncv91sD7PatAr+kkMZWWQcK1geC+ynVSiuGsa3Wsq41bwvqS8GdM5mk2IAOpxr18EbyLqZVbo92RxccW/lCSe3siX+ih2PpjniUt0VyCD1+u3xhqbxFhTTjzdjYlQCcZ9OMmvDrPeJZheDoelTZpNiAJVxbx1IJ1KJjTvGRQBucmJnFOsz/HlpdIe8m3YAp3p0Hd4Ffeo2on5MMaaFI25Br/F/o9tRx6W4h3xvcP7X38HTi38+XJaTYn+d+7ISaWwjix6/aK2L5uc6wZaFeWPB2/c+cWwPCTT7ni3tqMaxsdV2bC5rw0vow7S0D8W2kZY0jJFS1jJC9yj9wk4Cn9KvtpP1tAB0hiZ0zJ/EAtDh6N6KLp08IHY/Ry5mY0v90nY+gFyunz/DSdxp/E/z1WI20HjPpa4eYv3cocb8LWFOp6j+UZ0lOrixlfs2bo9PXCcSffHuPTOifWLM9Bil3p8nmzyMc4PH6eYGKSu3EZ9upZtPXcOk3qNZdasDMyPW8Pn7z+D63Sz6DP2Q2FRTg6HIOhXBK0GDmBJRiaELPici4mNe8U7ijS7j+aKouBiaM2bdl4QMbwQ0YnjIl0RGRrJuTHPMi8WFT4MJmvwTtfpM4v0ZYwkkhneGvc5nB24PYlXGAZa/PIQeS9J4es5a4uK2EflqA468OYhBc3dwyTzHNV2TOVeaj/kPa0KG4wa4DQ9hTWQkkeuG0txwuyMp83hykg1vjKb3hO+p0nU4Xd1d0Kk0Di2fQlCPz0l9ehbb4nazPXICTY6E0GXQv9lxyXohzDn3Pz7a4kS398OIiFxD2IJOqC9epPuIRcSnW1zzhTW8MWwkE36oSNfhj+Pu4mhjvE0Xe46Yt55n4MeX6bDgSyIjv2bpyLpUqFSFBwC4Rcr2EJ7tOIIFpxvz1udriFz1KZPqJjF9YC+rezpkbHmD/r2jqDbq30SuCmWC328sHj6a4OCxBE09QL3gD4j4/D1Guu5h3sBxzNlx0VjZc8g49AUvBw1jSeqTzNm2m7jtK3i1yTHe7DKWuTtSrHe+OeeI/WgnD3R7k7CISCLCZtFRbeSV7i+yIH+Qlc3FmPfoN3A5Fzu8w9eREaxaOox/VqiEywO6ktNBS54WW1dKCN9cGda5EsuUxrCgKg38/XHjKFv2nia/600/xHerE4G9bEr4/fZNSOox4jafRN+jE/7uFbWln9Ws1VInckiN+4CevkFM2VqZHgs/JyIyglVLX6Tlow9icNIBNzi1+jW6dJlIRJW+LAhbQ+Sql2mY9A69xy3hgtXQS6M07cINTq1+naAeU/LjGhE2Du+k2XQZs7zMY2quzNrHEtuV8qzrposp3EbaXg4dMDQfyro1IQzP61gIWRNJZOR/GNPcFc3to7M3/t0eg5R49h43TVTlkr7/e1anArt/IOG0qVblkPrLz2zO8KRHr1a462xMK2vXXcAtzsWuYssDXXg/bA2REZ+zoGMWX7wyjBEL9pBumke+uJW3+o3m44vtWPB1BJGrPmDkPytSyaUyJbanmspJ8WlbfPi25JEpXZYwLmg6cbV6MPP96YwLzGHjO6/w0meJtydrSyxfGsPiDue55vgbqT+Ie+9ZfHu8xVbnIBaGrcmro6+14VHXqjiZxotd+jHRNF6MXMLkhod4o/cLfFr2DSYXNsxgWO83+KFKa4Z3dcdFcxrYObbFleZj5rNsaifAjXZTlxTq+wrHSZGdso3Zzw7kuQW/0fitFUREfs3SSXXZO30AAQNDibMcn2ZsYFr/cayrNoilkV/xyYRG/LJ4PP2DX2B80Nsk1hvD0ogVvD/Sle/njabfnJ1cKZS52sa3msq4nX1xYTc5syuGKHwY0KlJMY/3aaB7lE7BI2lJDG8OHc1rn+3kV1smO7jJxd9/B2rwz4eroKV90uYkGyb1p/uqLHrNXG4ct8bxTp8XCIm9ZNsEXnYmNwG3WtWpAsAVju05CDShmVdVswMdqeFZH2+O88OpS7ZNOKoMLv12GfzcqVEem+T9Ze7LiqGljSx2/KKxLppkHWf1K8/QZeIWqgydT1hEBKsmP0bSG0MY92mi9rQvdBna7xcLtmN18WxRTB9mY/tQuI20jKnGMZKhOWPWLWFqOzegE1OXrbHerxYpm8ybOeDmSvUqFSh9/bI8H0AOaZfOk0Id3GtUKvKbxdJ0z5XIp+MGMTnOlT4z32PGuNawcRbDXgrjQP7Evob+UefGkwN64FZoYZUi83g83yRl4DaiK63LdBLdRkqj3N9WqcF6lH7wKvVbrlJKXVLbp/oqaKfmxKWaHXlNxYe0U6BXPhOj1NmsXOPnV1V8SBcFTdWEzeeNJ/1dRY1vpKCTmht3WeXmB5aq9ocOUHpQDI9U56zGyBROOxUSf63AX7LiQ5QnKAzj1Krf/jR+mq0ub5+ufEAZJmxWl5VSSl1XR5cNUXrL8PPj2l0t3H/NtmuywhQfz5B4lVWu8TQ7p36ACt2fajw2V2UeXaZ66Q3Kf+5ulXY7odX1+PnKH4NqvXCfumU18mkqNSPb7IMMdWhRX4trNqUPSt/zY7X/mul47fEu4GKUGqdHMXCVOpNb+M+5l7epaT56RcvZatcVs7hlHlVhg70VdFEh8VdNiaxCPFHgryZG/WZM/1yVeWix6ggWZc+UHmZpn3lILevlofCfp+LSzMK6vkeF+BsUrUPV/ltWIqluqaup182u+XaYt/P1rIoa56NglFp1JtPGdLAlT4uqKyWEX0hZ1DllY5kqHFYBlzerCQYUnZapozlKKZWj0ra/rtxwV56eBkWvMHUqNy9dMnbNVO64qU7LflE55V0n0r5XM3z0Cp8pKursTatRz70QpcYbKFS2cq/Fq9CeHgo81fDIM3kfnotUw622h2dU5HBPBeNU5Dlj62Iq854hKj7/o9K1CzbFVTMrcTdT5u1jCe1K+db1otrI0pTDwvmslC3tY7a6vPlVZcivE0rl9+senspT7656hR03XtdltWuGv4IBatnRP21Iq6Ku21Kuyrp6VWWYJ2/mQbWoo5vC8KrafDlbKZWtLka9rPR4qIGrflWFc6Kk9syG/shq2pYUvhVF5NHtfslHjVx1In9ckJ93+deslLbyVUxYBdyJPLekJf45Km3XLOVTaIxlxqbxYpY6FznOertUqC210tfk54+H6hkar66ZAtOaBqUa2xYR96LilHtBbZ/WWkGgemvXRbN0vq5OhI1SBgzKP2SPul7gWi3S2VTXsGiHTNdVoDxaxLaI8a32Ml6KNlAppXIvqv2b1qnIiM/Vwok9lSfuqt2k9epUppYaWnwfpHKvqqORb6hAPQpQ6FurkSHR6qh5O2a13uWqrLNRaqKPXuE2xXidNo63iuvHC4wrrIxbNclUZyODlYFGanzU73nlJnu/Wthcb70NKXIMUsLf8suB6Z+b8h0wXS377sTtMqxB4XL217kvK8ja2FZDG1nS+KWYa7I4Sl2ImpDXLhSob9nq2v6PVU89ZvXBlnZUaRsbF9WOmf/Noi5pbh+KO7cZm+4hS2ojipF7NlKNMqAM46PUhVxlf/0q6nxKKfMxlumf3newmr5shzpV5HjLmqLuuW6f3zAyXP1mqmf5/Y5Z3mrtH6/vVnMa6RWGCSrqQlZ+OPsXdlfgq6Zuv2RDvMuexhVjmSTHxRCV4c7TXX1x1wFUp1HbAAzEs2r7LxR+cWljBvRtTW3TUkGq4vP447iTSPTB3/OWh6YmsS08CXoNZfDjrrc3ktNVp0lQD562b64vn/tLzxKU/+YIB1wf78QAd0jddZTkHCDnFN8t/5aMgD70bmkWPlVpFNAWD8sVJ1qu6Z6IJ+j7D6J/k+rGY//k+Hcb2ZDxJMN7N6Xq7YTGuVEbunuksnvTXk5bW9/vWJXqVcx/cXDGs5kvHpxk19HzFjPb3vQfEUQTvenBZ9vjDUCVB3H30MPebXyTcMEiXXNI/flblhxxodP4/rQx/zXEyYteY/rjRixf/e90wbi5d6JvoLtxWaoOJ8+mPOUBeDxF++YGY9x0OPu0ooNZ2ucc38XyDWkEDO9Gy6pmYTnXI6B7Q4tf2M1VpFp1Z7Nrvh1mfr7izEPutYD9bP5mb+HXehebDqXI09sXUXz4diixLIONZaoEhkZ0GNgIdv9M0oVsIJ3DcXGkBLzC3KkdYPtO9iRnAtc48tNukglgYIAHFcq1TuSSHr+ZpUdc6DhhOJ1rW/sVJ4fUfTsJT3WnV3BfHjcrWzp9I4L6t7ElFTSzr124O3E1KbP2sdj6VN513cSijSyTelzgKmxoHx0wNG/HQEMKu384zAUF3DhO3DfnCJj8NlNbZ7P92wSSFXDrFD9tPAiduhDgVdmOtLK8bks6HKtVo4r5L7tO7jR7yhNSD3E0+SZQgSoPueHBH+zdvJWES5Z5UUJ7Zm9/lK+k8O3gPpDRQXXzH5fQuTan+4DGZtcMtpWvktzJPDfREv8rxEdHcYROTBgbaDbGMlPO40Wr9F0Y0b8pemNgmtOgPONqESdS97FxyW7oNJRn25hvNu+MZ6+hjHVLJe6rOI4XKCcWY1lTXaMh3ds3uN0OOXvyeAcfi/JooxLLeCnbwJwzbH2lD/36j2DCgo2c9G5Lx/aP8bC1MmQrXTXq9Z1DzKn9RC+eSveaB1gxJQjfnvPYZbmK7Uo8m9dEsnbtKj6bP4neTw5mwRFvRv1nLO1dHSjL8Zb7gB4E5o8rzMat0Qf5VeONiLq4nflvriTVfyRj2tc2bgxeDns8ZValxXsRREZGEhkRxidvBVF17wKeaz+QKet+LYOX7Px17suKpqGNLGH8ot1l9m3bSSrdCB7cwqy+OaBv0on+T9u7RxW2je0t27Ei2dE+FHtuO+8hbaXOETN/PstTu/DGmLbU0FG6+mXtfEYuLSbk1a/INYR9MpNnq8Yz57kedJ6ygTNl9mZ6i8c/dQ/zePeOuJvlreb+0bkxQWOfgtTtbNpzIW9FZOYJvg/fDY360eeJB8sozvbRNjGmzhK34XsyqEa1C3tYt3Yta9du5IffwYsMklbtNFtKZ1KJqs4Fn/2v5KwvsJFo9q8HiU4Fz4AGxsk2s6MrV6GaPVdkpmJVZwrcklZypmpFID2TbAVcPEZcbCrEBtPQ0fwVpxWo7P8mp0nh5JXrZg1bydd0b8QTajb8J/NJy40AACAASURBVA/np+lljsQlARsIblil4OtcK/sz/TRw8grXrLbgt7iU+A2fvjWKQC8XszAzSM/Mtli2/Q8a/tOsg7Aj3gA4t2D0gmkEpixlfEsvfIJeZXGMaf+OmyQfPUQqj9Gx6SMWBbgCVev70ZEM9iWcNO6ZYEpkPc6VzAqZgxOVHACHijg5mH1eIO2zuXhkP7GkEhvcGMcCr8Gtjv/0WOASV65Z66IU2ZcS2fTpW4wIrFcwrU35SjX8Rr/BW4F/sGL8E9Tw6c2kxVtv701QbDqUJk9NSgjfDiWWZcC2MlUC3cM0adcKfcbP/PTLVbh1gtg18bgHPk7XgPYEZOxh54FLqNxzJG5NgoD2POFZmfKtE3/ya9I+UvDkqWbuWH8njKkcexLQoJbFm7McqFylfHaCtq9d+JNfDybc8bialFn7WGx9Ku+6bmLRRpZJPTZnW/uoe7gh7bp4krElnl+u5XDrl/+xJsmDwCbtCOjTiozNcRy4lE3ubwfYmuhEQJ9WeFawJ60sr9uK7IskblrCWyPaG/emMJ3rJpnZCtDh7DeMBW+1JWXF87Ss0YygSYuJyd9jpIT2zN7+KF9J4dvBsl+iIs5VK5ldM9hWvkp25/LcREP8c86StPUoePjSzNP6Ruc5yUfZVY7jRatqeprti6Q9Dcp1bFsgTmbp0rEpdS1H9FW9ebyjJ+w7zMkCe7ZYjmUdcKrkCDhSycn8xtZaebRRiWW8lG2goy+TTyhU7jXOxH/L0m6XeK9HJ/r++6f8R7BLR4fjw03pPm4eUfv3EjWjK+yYz2uf7yu4ICA1nOlD+tOv32Cem/INNzq8TlhcNEsGehvHAGU33iqyT9Qq6zirX3uD//z+NCGho2jhbLrZdaRi1eL7c/0DFW17a5uzN+0H9KNv37707TeM4Lc/JWbX10z0OcriN8OIs7YVj03+OvdlRdPQRhY7frFBznmO7joJns1o4G7xo62uElWqlSblbBjbW7RjRbOjfSj23HbeQ9rkBqdWz+Hl//xOx5BZPN/C2OLbXb+KOF/eN6jXvnde/erbn2HBs1gcs42oiY05vvg/LI27YvdVFFRUPTPlrS1jhCo06NCDjiQRvmkfl5Qi85cfCN8N/iM60MS5DH7UKAVN7ZtK3sOGqJMAhE15ljDLA5Ji2H4gmCeeqF7G0btDuoew+e1Aq/sRONV4jPJ4LN4uGuJZfBfbl5DNUwl8yEq2O9XgsUIXanwOu/c8zjw1lldmfskM79pUOf4FA4YvLNN4F1QJt6dfZ+OBdkRHfsWSxUsI7ryDn8K+YNGwR4t9c4bKzuIWdnTexXKne8hi3g609lahStR47AHLWBj3/HiOd840Z+IrM9g4w4vaVU6wcsBwbqecDke3jszauJMO0Wv5askSFgT3ZdNPi4leNIR6lYtLBxfjOWzNU3MlhV8ejVMZlal8FXmkeRtas5qtSWeZXSueDYmPMfiD+lT1cKRLo9N8/MNR/q/hWTbG3KT1wifwKpAm5VEnTG93sbzJMHcvvQGm5DQ4eucjZbsS25ni6lM945HlVddLUpp6bBEfW9pHnRvNO7SAr/eR9GsqtX6OJdGtHR80rYWH0+M0So3kh6QLNDz7HTG0ZqG/h1l7rSWt/tQW7ezf2T77eXq/8ytPTRzHzI3T8a7txPGVkyjQLDg+wtOzVnGgwzdEfrWcxQuC6bxpP2HR8xlWT198e2Y6R2n6+xLCL3tlVb7MlHue2xF/0y/plj9UmZ/pnnnjmoY0uIMNZrHponLIupUD+opULIsVVOWqlG2gTo+7bxeea1qXiue7MfztFWx71rdM34Ko03vTfeIExiz9lgUbEjg9qSUNTH/0DCH+yGR8iwzuboy3rMj+ne1zJjBmOYxaFcIEP7MfLBwepm6rR+DTE/x2KRtfs7TLPneK/wE1vdywc4tvIx2OtVvTd0BjFsz+kX2//knbplVKdca7qtT3j1rb+OLGLw0o6n2JhYMrrzc/lvXY3pKG9kHTHLONYySb3SJl+weMGbMSRi1l8YRWt1e52VW/ijlfURzdCezbCfcF/yZ63+/MbPvgHZzH0DJG0OHk055hvT3Y+sU6drzeGp/vt7Cb1izsWB/b3wFctjTku+kxSgP+IVvYNrmlWaRvcuyz4Tz23Les2v4Lk57wt+mCHGrXpa0eVsQeJvlVX+qYZba6eZ00G85llxqe+DbXE3YgA2efFvhWKaq03eXXx2qOZ1Fc8fT1hrAU0p298fXVuHHgjb18NnEeOxrPIn71v/A1zuJmO+3U9mtMqeLtgL5OAIMmt6H/sz2Z3msI86Z9wbBeb9OssS8GVhN7+Dyv+nqZrULI5drxRHZhoFkzD/tf053PkRqeDWjOpxxId8HH1xdt3Xca8Z+9yzs7GhISH8ZkX+PsfnZFdlhJOJ2+Lm0HTaZt/4H0nj6cLvP+w7JhnZnX/qFi0uF1+/LUiuLDL2OlLVNWVPBsRZ8AJ4K/iyPG+Tti3Trxtp8rOD/Gk30aM33Fdrb5/cku/HijTV1jOOVZJypTu64PejawNfF3/uXrY2VpbiVquNcBtlkpx9lcu2rxK49jRR7QA+evci0X3EwnVLe4nmbvWyG1pkG28Xo2WYlrDjev/5Xax6Lq0xyeugN1vTA7y2GRHqCOTe1jZTyfaE8A7/Ld/u9xXrcHt2Gv4FfVAefGAfRxf4MVO7/HLz0Jmg6ljU8VQGdnu1gUxY34lUx850cah2xhdf4YIwOnHS6FD9dVpU7bQUxu24dne8+hV5c5TFv2DL3mtacqxbRnT5W2H9UWftkqbfmy5k7mucb4OzxM3bbesGIPiadu4luv8G2eQw13/IBwK+PF3GtXOV/gaB2OFSui5wbnr+at2shvMu0eW2ofD6g7OLZ1rNOYIAMstBIW106xd9dpaNaAuq73zE+8Fsq4DXSsTQM/dwg/wqlzN8GtbCesdVWq8VAl4HomWfZ8/06Otyzl/wBxnv7LVhD6jLfFivbq1G32GHCA/SfS6etmyotbJB/ez0maMqHxI2X4o7ML+gfu1XJZglLfl5nY0sYXPX5pX1XjzkgOD+Lu5wHh+zmcfAvfOmarxnKvc/W8+TpIG9rRchjb57nbYyRb3J4c/L3/R6wL7U9dJ/NyYWv9Kul8JXHhYX2l4lfqlxkb75crePD0sK4Y1sewIfYHrm3aCx1n0qHB3Z8kL7km5T9G2ZpBhWbyKuMV0IVORT5OWTxdreZ06eEJ2yOJTDB/O9FVDkRHsb34b+NYsTJwjUtpdq68cPCgzZAASP6KRWuP29XJaaFzrEhV4MalNCt7sWlQ6ng6492mA/7E8dGibzmZpTGf0lI4lpQBNWrgmv/WnBucStyn7Y15ZZK+Ohxr+dC8bjW4lsGNWxUwNG5Nb0MyGz5cVeCtMyrjIF8viSBF35VR7euWyQy5g7c/Q/wNJH+0nLUntebeNc4dSwYepKaraYCvyDqVSGxxCedYiwbN6wDXSbthOdlhmQ4P2JCnGutKseHbcJ7iaC5TNoTl8Cgte/nBntUsXvMzbsM64Fe1AlCdpu3a4Za8iY8++ZbURoEE1DfdaJdnnXCk1hMdGWBIISbkM745Z23fHSf+0TKQ3vpktq+MJsHsjT0qfR8RS7cVPNzVg2bNDLB7O7EnTOUwh/SEaFZuL/zqaG20poEjtfza0cNaXDOSiI74X8HDs8/x45dL+fLHc2Wwf4gGdrUzlvVJ3dm6ns/Ocgi3l+XfuELaDdNzBA42t48Onn70aprKnvDlrNldm2Gdm+RN8FSpT7vBviRHf8on35yh0YA21Dc+EmVfWhUlh7Rzv5GEnho1DeSvOco6Q2Ls6WK+V4laDRpRF7iWdoNCtcyyPbOlnFhNWxvD13ye4thQvmwI687lucb469x4okcHDHxLyKJtnLPy2J7uHy3o3tvDynjxCnsiwokpeIW41m1AM1LYvXE3J0z1Sl0hITKyhLFl0bSmQenGtjYy1OfJ3j6wYTkrzN9KqNJI+no5/03xoNeoJ/Eup/mHUo9vS9MGWqHSD7JlbSIYmuLjrnkdjRXXST58xuJRtVuk7NzEhtN6fIKaUac0aVrieKuMWUyKfTiqiZU9mB7Au31PeunjWPr1bi6arv3mUbZE/A/cOtG1ZWkn8BTZ53azds1B9J2e5nEP48TMHR433P37MhN7xhCFxy+g8Zp0brTsHoCeXayM3G/2uHEO6Xs2sjQmxfwitbejpb1fzLsAK31Y2bYP9oyRtLGYxPpwKA0L7alqS/3Scr4iZCezY20MyfrW9HncPW+iJ+cY4S+PYliv11ifYq2Glf7+zrYxghNuAd0YaDjJ5g9m81FMJXoPa4+PTRN/5aPEiX916RA7N5+E1hN4qn7hmbwK3oGMHuxJzNf/Y8/x6zzR1IbQdY/S9V8v0TFqElMGjeLsK/0I+AecjY0kdP0hauqLW6v1AHWaP4EPs/hk9nRc9nphaPEMwe0ftSEC1Wjx/CxCYgYwZXgv0hNG09e/LtWdsriafJifTzRiysJnCu/bYCOHOs0I8tEz+5M5THVJwMvgy8Dg9rjdsXjqcG4xitCQHwicMp7O6T8zvu8T1K3uRNbVZA79fIGGU2YxsK7F8+Y1G9Ohtwdh6//N6+/mMKB+JS79FM4HkUkaX4NtX7zVxWhe7LOGh4Z2oGnNB7j+yzrmhP+Bz6RutHrIAZ2uG7OWTiC23wy69T3PnNHtcK94kZ9Wfsj7m/SMXDaNZ7zLaDGmc4v/Z+/M46Ks1gf+fRWXcDCHysKfYyagaJoLqEFUYoiaKK4XNcUlTchSW3DfysxbeAvJ0ryaRt5CcdzAciM3klJcMHfFFFQSUwRHU7bz+4NtgBlmBgbFPN/Ph3+GM+d9nvMsZ5nznsMbYTPZ6vUOAV2vcSCwF+5N1NTIukHysUOcfXY8C/ydSqww16eNtzuq8PXMmeKCGNCcWlf38d1nWk4+rvfrpbhE9NgxRD7eHe/WDtjeOk7kR5HgMpY+HeqbaAcbbB8316ZGYsWrOj+W8fzSWCHmzPYp488q7eZ2uHT0QJPyAZtSXJk4KX+SRzXqunkz1GEen+4EzQxPWhW+u165MaE06Mb0RUHEDgyh50unmDCuH54N65B94xy/XniWibNfxeGZHkyb5cf24BkMHJzEOH8P/o+LxK5aQVRqiV+5qzehyxu9UQcsZ/wQG/4Y0Iq6Gb8TGbqD60+qy7mp1fw2UDRdeHeWH1GlZF3G+pNQJG0O12M+49Uh/yFN/R6Pn/2ErpW+U8G8PPPMX2XnFZRKjHWjlNMPAao3pK1vG5izkjkTa3LQqSHt/IfSWWNhfqzVhI69WpEyZxMpDlOY5FbwK6Y9bl19cPh0HjtxZ8ZLzYp+GCtXXjSGDU+2eYHeqq9ZP2cWH4s+NK+Vym/fLUF7Uv/diGxSoyfRJ7IOQ7yf40lbHSciQ1mFO+/0acfjJvIp2JjfHxls20G0TJhp/PmGVDNmI7M7fwv8y6g/GPCde2Zzc+WvQYOe77BoxK8MDB3ES2dGM87fg4Z1srlx7jAXXMYy27cJftPG02V76fHiwqhEGgP6y6jVnTvzxiBnAn6YzpBRZxnQqi4Zv0cRuvuKibFlGZjbBhUa21qIoqHX7LkExg7jw1f9Sf1oON6aGlz9bRXzP43h8eELmfuvZkbOuqw4xsa35h/hXd4ceIvji4fRK7oBI33b06y+Ldk3zhG39hsWxDVmePgbeNevwN6mjN9Y6O2Htllf+nm35IlaOWSc3cH3X28l0Xk82lEdLNshajI/VR5Cd4Tlbw/n9RWHwHkA9a9tZfF/9JeSG9MlsC+tVdWo4dyLSVN64DMtmJF2SQztUIek6CV8uFHNiIiCiwTM5RbHF7/O8DhHXnu5FZp6Nty6uJdVYf9l05XuhEX406Kmwv0YN9z/eVkB5uVIU/OisnTSFJOhFs/4vcWsLrsIDh7O4Etj8PdsCJf2smrhRlIbq4olUrPzaIXnixjvw8o7RjKC0sDKc0iRzrHlwfR5/b+coTUD6l/mp8Wf81NhgZpougTg37qeefFldn2PknV8Cb7D99LhtZdpqamHza0kYld9TeimO/QK+4Ih+TuwROpRNq9YwXrvcD540lBeNDbnsmDfnIVjBKW+O4Pf8mTxnFjSVCOZ8vLTZo4ZK5myL60sutbV+HXJd8WFiJFCVVjG2JWfxq6SvSMux60QE3u4FF7l2354qNh8aocIbasq8+pSkZUsYub2y7taF5Vou+CwyDb6HGH8evubJ0RUSJDwclQVXXnq6CUCJq8Sx27pXzlvrk4luSMux3wiehXU33aBOJxdGXKakCf3hjgV9ZkI9HLWu9rVWXQKmCkijqUbkDtXZF3eKRYM98i7Xhxn4RX4pdh1aJUYo0JoZuwWOiHKbB9z5S5WPjVWhAX65NvVyBXZ4o64vPe/YnyhLirh6DVWLNh8xozrfy39PFvcPBUtQvRlQiUcOwWIyRFH869BL0HWRbFrwSjRXlUkW9iuOLFmjItAM0vs1uUKkfun2Bs2Vq9dHET74SEi6tQNkWtuO5hrU0OxYuL5BqlwzJnrU8afZZD0GDHRgdLXyudeFFGBLY1fAVxpMSGEyE0X52IW6/koApWr6DU5SlzIKdDxkohbNkn0KLCBykMMX7BN7P9hdOkrsov5FELVfpQI3Zwg4pcOKH6VdBnXvFcoLxiSNXSLOLV7vmhbKGuuyEyMECOc1cJ5RIRIzCzrPvayr8G2dn40L69UUqybyJGW+6EQeb64XcztVdB3dhMLDhd4n5n5UQghRI5Ij5kiHPSvhi94wpUoEahG4DBFxKTnlPieOW1lQu9C7ojLu8LE8PYO+XbzEYFh28WhNW8JFe5ixu5rQogskbp3UbE2UrUfKUKiTuTpZGY+M68/MtS2N8p+viU2Mtb/GGovs/zLlD/cS5uXwGz5hci9eVbELJpQzDYq175ictQfIqfAT0qNF8PErv0rDVx1XzJX548tz/wqlvo46JU11ObG7GNJG5R3bJslLmvHGMj/ZcmUK7Iux4rF47sVyeToIwIXbBGJxfKbsXi09HN9DI9vLfJxIcqRA++Iy3HfiukD2ufbN98OPd4Vi7YYynOGMN4H5d48I7YsmiQGuDro9d/txYDp34q4y3eKCpZpF/0KLRxvWdKPm5Ch4HsY/Suhf4mxBo59xcx1ZeS5y1oD8SeEEDqR+NPnpWzqFfhZCb1NjxtK6/7gzMuKU74cb/a8yFAsliJXZF3eK5ZN9CusT9V+lFiwa4/4oVQ8mJtHzRwbm8xjRvowc/KDubFY0FZmjZHKHqcWe67R+Cp7LF8qvsyuL1f8nfhT6b7IK6jEuCRX6HbPEhocxaCIcxbO7yyNM0vGCAVyIdSBUeKKWTm78lGEEMKM9TOJRCKR3BOySVn7Fg36bSdAu4Nv+1bg+myJRCL5p5OylmEN+hEeoOXyt30t2PUhkUgkkjySWTvMi37h3mgvL7TqxRWS+4mOhLCBtJntRNTJ+fhWZCetNRHX+XXeINynVSMkPqLofL37TJXYtSaRSCQSiUQikUgkEolEIrECuRc5sOkY7lNfo3NVWRQjh7RflzF13lbUI0YzuF3VWBQDs26llEgkEolEIpFIJBKJRCKRPBDkPkHnZb8zoqHqHt1QWTZCd55f1i5kxtj/sNNhPNrZr9KgKgiWj9wxJpFIJBKJRCKRSCQSiUTyT8HmMRpXkUUxEGQlRjFp2H+Ib/424es+oE+jitwebH3kGWMSiUQikUgkEolEIpFIJJLKIes8sduu0OglNxqpKvvWesuRC2MSiUQikUgkEolEIpFIJJKHEvkqpUQikUgkEolEIpFIJBKJ5KFELoxJJBKJRCKRSCQSiUQikUgeSuTCmEQikUgkEolEIpFIJBKJ5KFELoxJJBKJRCKRSCQSiUQikUgeSuTCmEQikUgkEolEIpFIJBKJ5KFELoxJJBKJRCKRSCQSiUQikUgeSipxYSyLlOh3aao0wifsILcB0HFgvheK4sX8A7q8YtkHmO+koDjN50B25UljFSpD1gdJf5Nkk7I2EEVxYtjaZCtVeYndYaPpYKegKArKi4s5nmPOFw34WgURKVG82dQOO58vSLgtrFInJLN2mBOKEsjalAfbAazfPoZyyD+P7APzcVIUnOYfwNoeIHTHWDt3RFH8KHY4+U5j9fF0Kmyh+5a7rB/b94Z/Tqwjkol+0w3Frg9hCRnWqbJS8qukymLIhwzklPLnx39QvN1Lck/yTdcGKIpCg0k/Y53oNkQF7PNPGTdbM49WQk7+52Kl+Wml++HDMQaWWIGUtQxTFJRha0m537I84FTiwlguf6ddJYU0kv/SWX3C9yAidEkcOn2t4hPSh4ZbHFs6nh7jt1Dn9TAitJGsnORJo+oligkdSYfOcK2SG1b8fYOUFB265OtkZEsrlqSi7VM6PmQOqRB3jvD1a770+/dpmk9aQoRWy5rwf/NawwS+3538gLRnDrqkY5y+9mBI+9Ag7pCWcg10f/FXRpblXzfQF8r8+pBRQR+SVA65Z/eyamve1Crlu+3EZ+TeV3n+0eNma8bAPy6eKrPvf1DGllaWU6RzOvpzgjo3zf+hVMGuw+vMjz6JrlSA3eXqge+Z7Ns8v2xTOk9YSlzKXb0yOehOb2J+UFec8utT7F5gxPxNnNaV2MFQsIiolPyz4AfO+ym/fr0JP/LN3Lfxc2tg3Y0glYolulqx7QoW7Iz+Vb0fuG0qr+paNBmyiOPt56Fu1hBV5T3ogSAnIYz2bcaTERLPyfcfq8yG/+dw9wQ/Ld6CzuNjQj99i9Y1ldJlchIIa+/J+IxZxJ98n8cqsWGrNRnMd8fdSVM/g0Yl30IuSUXax3B8yBxSfrJJ3f4NUzeC37L/snRkC2rk/6ff0LH3VTLzuUVCWH/ajL9DSHwU7z8mPaDKUM2ZId/toX1aPZppLLOLsb5Q5teHjAr4kKSyuMPZ2M1sxZOAgEcID9/Klvh36dz58fsizT9+3GzNGPhHxVNl9/0PytjSmnJmk7JuMq79NtBswCA+CnGg1t0kdi5fTnDPBM5FreNLXw15s6wcdAnLGNVpLD+7TeCriA+pk7SZhR+OpsefNsStGEaz2goiZQNvu/ZjTTN/gj76lPq17nBx5/csCB7IL+e+Z9eXPXEomLZdvcDviWpcA4IY2EqtJ1c92tWvUUraKic/IHRn+HHBFMZP15KocqXXiFGEjGpBh7b2FbLMvcB8Xa3cdnaOvBoSQquSAuVeZOe/F7CJ5jRxqHXP26MsKrefUVRoXKpuyrmXiOzMStyS/g/lehK/J+gg4P+ob2hRDEBkk5lxr1abq6PSOFXhTvR+U/72MRofMoeUkzskn0wgjcZ4tm6EOcOOqocgO/PO/RZCYgRF1ZDyhKbxvlDm14eN8vqQpJLIPU/sqljQjGbIaHvOhk/guy1HmNa5M3XvgzgPw7jZmjHwz4mne9D3PyhjS6vJacNTXkGs/XUGXh0b5E/+BROGejK6jT+LPtnEW90DaVEdyD3HutkhbKwxhohv5+HfqDbQg+cfu4Pr65/wyb86s6xvI5SnXmbC2v187OWKg03+HG3CYNxH+zJw0TI2vPUKgS1sAchJS+Uc9jzrF8j7fTUPnPxkJ7FpxjB6ht7Gf24UP47rTlNVydeXqi5m62rttlO1xv/91iWkEdw+8BlrJ6lxDxlBtwZVa4Zi4mfZG/w61wtFcWPSz3/pfX6FLRPaoCi+hCXoLUqIP1g12AnF7nVWJWVa6eyc/Pe+nUKIS9pF2IgXsNPbeid0J4me/yadnezytuU5dSUobCvnCrfyCbJT4vhmxmDcCs/ZaUrnoK/YXWxbIBjcGqg0wO21cI5n6u/TzOLGqQ3MHdgBO0VBUZrjN2u9ka2Xeeco1HALJhFIDHajhqIYOFfBvDpN62uIknrZ4dT5LcK2nC3afpq/zdV+wnqOxi1lQuFWVSO6iXROR89nRIcGheV8J6/mSFpmGXIUPOsyv34zg3+5NShq44FzWZ2Qmu8n+WeVNehHOEB4PxqUarP8MjXcCM5rWNxqKAa3tYobx1g/d0i+/e1w8vuA9adLnrFkfhuVPv/Ei/lxJwvPQjPm73m2e73ovCen3kxefYg0Q28qlNoy3JTOQV+w5VwGReLMx0lpTmDUMY6vnq3Xns3xnfQtv+r7d77sTvNjSdr9RZ7dCvUwQ/diOuj5n6Jg5/YG4cdvGWgfc2Kv7PgwnEMM1GvXgYFz15BwVT+m83OH/XtEHd3N1xO6F+ln0AdM2SDvOa+FJ5AcPQF7g2ewFOTMVgRFX8qr32g9xzAeLebbxDA1eULTBBUJrN3yOxmmvmMyJssii/RzW1kw4oX83GWHU+d3+DruMtmASI0myF5BaTCVn4u9liO4/es8WikK9kHRpOrLmLKWYYodbsE7gZ0Eu+X7W4nzE6wW2xX1lRL842O91HksFY91w+e13JtYL7tfFWQnrWaEvYLS4SP2pBWNLbJOf0NvOwU7vyUcuyMss5OZtreobxbpHF89Dd9CmzWl85v/45jemW1mjSHMqAeA23HMbWVXOravb2GCvYLywhck6I2dRNIqBtsp2A1eRZKw3lmB1o43w+WK5+0y+36z7Foy5+bF4he7LxXLuUJ3lNWTexeNSZ268uZ3R/XOG6poX1FEwWuU6r4euLbrwKstVYZfp7RwvGiRfQBrj5vNtnkh+b5p9zbawzH58468frFD0P84pstCd7r4c30nR3Lc4nmH8XOtzB6Lm1GXXeBqDhf0BYqCYvciQd8dQSfSOb3+YwYW+KBTbyavPlq6X7QbR1RiAqtn6unj1JtJ38SRUvjauyVzrTL6l83fmNX3Vyz3WPts17LHQEVYHqul5Sx/X6eon6NL4aISgIKNpgPdfBpD7GFOpuY9IffsHlauP4/mrdfwbVQ7v6wtzt370V91ksioeP4UgPIYrbu4BHe2qwAAIABJREFUFS2MANg0wqObO3CUuJPX8j/M5dafSSSiodXT+rvFLOP+yZ9NasxXBIdepEvI1yyZ4mvGopiFOcBse+b7kL6v+U5j9ZGrlPnSu5m6Wr/tDDVNMpu/XEqceiDvD26DrYmWvNeYWBirSwt3dxw4xZaD5yk0ZcYxfl6dABxk04GLRcZIO03c5kRUPX1w19S0rqRXIpk6dDjj99Ske0BHNHY2CN0Rlr89mJ5L0nnlo7XExW1H+14LTk4byMC5O7ia7005l39h4ZYavPppOGu0kYSH+iBWjqXHsEXEZxR0MjmkxX1GL1dfgrfVpueCb1mjXUPE0rG0b/QY6hp6xr+yhDG+04l7qiezPp3OGK8cNn44jre+STBwOKI9bUd9TmRIAA6AQ0AIkVot2nVDaKuublGd5upbnBx0x1bytu9QlqS9xEfb9xIXs4L3njvNtG6jmbsjpVjQpW14n949vueu33TWrFnBp8Pt+fnDkQwJiSWtsOBtzq2egm/PYNbU6UtoeCRrwsfgfHQO3UYtL9uO2ReJmTOKLq8v43yrcXy7Zg0RS0fR5OC/8fccyadxfyGojrrtENYtm0gngE4TWVaqzfLLRIYQkNewhERq0Wo/Z1Sxba0JfD1mIO/H2dNn1jxmjPGAjbMZ+lY4RwoH+Za1UWkS2TB1JL3H76JO9wC6a+wotb8t6wyrxw2mZ/A26gyZT/iaSMLHNeHo1NcYtTKxeFmRzrHlwfj2/Ja0V2azPW4vMdrxPHcyhG4D/8OOq/pd7RX2fRZI76mH+L+Af7NmzbeEBjqw69PhdCnm3/mlN8xgaO+p7KnjQUB3DXaK+bqLtFjm9fKhZ/AObHvOIXyNFm3EEia312CvNrwV1nTsmRkfRY1Ddsp25rzmz+uhF2g1cwVrtD+w9J0mHJw+AE//MOLSSgwc0yJ5p/dIIu56M2tNJN9++i/sf55NnyFfEFuybOFj/iJu3mu49pzJNltfFoRHotX+wNLJL9DI3p6GL/VitIOBM1gyz7PvxwRw6E5vj6dQyqynrpGdXBX1R4CaaHwCeLc9xE0byeDJ37DjDyOTALNisgyuLOGNru+xrd4AvloTSXjoMDT7Qwn0eZPQ+OtQ/3kGjHaFlK1sib+u98VbnNn3C0dpy7DebjyhHzTqtoxa9z9CAloCLQkI+R9arZZ1o9pSNKyqhNguj6+URMb6AxXrpvtVBZtGvkxfMAL1/iXM+S6/T84+x9p5IWzAn5CPB/Ns7QIHNtNOFtnenL45m9St8+jnv5xU7w/5QbuGiKVDebpaLeweUczU1bx6CrF1xv3VZpASz8EzBYtbuWQc3sXqNGDvHg6cLxg55pB2Yj+bdY709OuAxsgmcIupjHgzO28b6PvNfUbOZWIX7uSRV6cRvkbLmvDZdBEbGddjLKHx1/N/VLnM1plv4P/lNbxD/5cnw/AmVKtVh0fy27TifUUBBa9ROuP3UnPUhbYtmbeLMGu8aIl9CrHeuNnSOCuGbgOT+o9h3aMDWar9nq/Gt+TE4kD6B71JoO8HJDQdxdJ8vXd9MpJ+H+3kukXzDuOYNxY3D92WqfTvHcWjI/6DNiKM8W4XWBwwkqCg0fhOPELToM9Y8+08htvv4xP/MXy0I7W43+h289moIUw9+BQBX0WyJnw+gZqDfPq6P8NC9xX+8GauzmX2L86eZvT9VI3cU4CJMZDIl8F6sYp1xioAZJN5Jwcc7KlXpxqQw7XTh9mLI15tGlNHr6RS35G2zip0e85x2egjcsnOzATq8VS9R/I/yyH96p+k8Aya+tZ+be4eyJ/7B1sWr+KkyzAmj2xF5oldRK9dT/SO4/xVxnmoFuUAs+wpyDq3hnG+AwleU4shod+yZs2XjHM+ytRugay0uO1K6loZti+J4PbBSOYvv4jLG/3o5FC1dosBIExxbbMYr0bgs0ycyhFCiByRHjNFOKARjo5qgV+4OJcrhBC5Qrd7ltDgIHyWnRA5Qois+BDhCMIxJF5kCSGEuCniQzoJ6CRC4m/m1Z8VL0IcETiGiPgsQwIUfAeh6vWlOHwzO//zW+LUssFChY+YG3dN5BaWvyHiQ7oJ6CEWHC54RrpI02Xr1akTxxb1FdBajN/8Z95H6bvEDBeVwCVYRF26Y7gtCmTFRQyPOCsKxM29tl1MclEJ1O+JzdeyjXy1ZFtYWqcF+uqTeUws82sscP9ExKXryXZrnwhxVws8wsThu7l6criLCVEXimQsKKenW+6VKBGoplSduTfjRVivxgIcRYA2yUArZItrMdOFC2rRfuZOcb1QiVyReXalGKRG4D5fxN/K/8dlrQgAQYBWXDbYqqIM/ynyG/XwVeJCVn6duVdEzCSP4ra3tI30nlVgV1QDRNjhND27FBNSXIkaL9SohfvcvSK9sFC2uHn4S9FLhYAxQns5K68tTi0TfqqSZXPFrfj5wh218FhwSNzVf7Z6hAg/e6vocbnXRNxcHwGNRe/w0yJHv51oLHqFxYubBfWaq7v4S+ye4VnaP0zZwpzYE8bjo9TnhfbzEjN3p+q19y1xNnxEXhuH7BN5rVHgAyrhMiFKXCrwgcKYKS5DETkiffds4VLqe/qkibiPOgloKQKjLubLkSvuHg4THiAcJsaIdLPqMaCj2TYxRba4eUorJnlpBCDAQbQfHiKiTt3QazcLY7K44Pk+5Sz8Fx8u8imRLdLjPhHuIFS9w0ViTq64FfexaAlCHRglrhSUu3tILPBQCxymiJj0HAPyG+gvin1uxdgut6+UapSHI9YN9uUVi/VS+eOexLoF/WrmKRE+yFmg8heLjl4TVzZPEi40Fr0WJYi/S+hm2k7m2978vvmSiBrjImCEiEjKrICupurRJ1tc2/yeUOuN+4S4KmImugoaOwpHlUb4hZ/Jf9Y1sXuGu4ABYtmpv4W540Gj/pL330qIN8vydvG+3wK7irviRtotPTvkisxji0UXEOrxm8U1IYRIjRJjVAj8I0SSITGs1lcIIXLPiYhBjgLVSBFx4a4oGuurRMuP9opb+mXN9klL7GO8jcs/brbEHvoYySeZv4tFXRwEJfUxME42Lx+WEQNmjMUNy2yqriI/o1guKGgTPf/T72sHrRRnM/W8NX2vmOuuFqiGiPDEOxboXM7+pRQVyT1Wmp+aPQYS5Y5V43JWdKySR+4lrRih1h+b6cThBd2MtH2S0AY4lhmzIveC0I5wEajHi6grBWWK/KjgT+U6SExftkOcu2l4zlyV5M89Fy78QKj7vSOm+rcupgfOo8WyozcMz/0sygFm2DP3oogKbFkiboUQuWnicNgAoTI1Xzapa2XYvmSZfB1Ug8WyU7cMl7nPmD7hVt0Sb/+WsHc/R69kAxkcj4sjxXMccyd6Q8xO9iVnAjc5+dtekvHE37NxJVx36Uz/Yb48V7B9MeccPy//CZ1nH3q3t9fboVOXlp4v0lh/N5tNXerV0f9F2hbHNq40JpHdp/4kh1wy4jez9KQdXcYH0LWBiRVtjT8jfZsUbudU7NvSY0ArSDvGqeRyvhdvqk5L9NUj58xulm9IxzPgVdrX1WsD26Z49ni2xK8qgMaHvl6aoq2qto509HaBtAP8/sffQA5ph3ayKk2DX1BfOurVqaha4tv/hTKU/Iv9G6M4iTeBr3VEXaiEQg3Hrowa7Qpx2/nljDUvJXbnrZHeNCrY7qk8QcceXdAU2r4cbWQAVf+B9H+uXumdYgBc49D2naTxKkGD2lG3sFB1VM/50P8V/fft/+bMzxvZoHuJgN6t9coq2LZ8gR6N09i76SDn9QztMHoIfo56m1EVezoOGoIf51m/6SCX9H/QUHVjWP/WqPLrNVv3jASil8ZCl2GM7qox/3BCk7FnIWmH2LhkL/gM4bUXntBrb1sc/YYw2iGNuO/jOFOs4lYM6OtBg8Itv3Vx6dgRDQlE/37RwDb668RHR3ESH8aP9tL7nj6P0s63Lx4cZdWmQ/k7LW5xYtcW9tKJsX3aUdesekpjDX/Mozqqpn3599Z4DkcvZmKPR9m/IpieroP4YPef+b9OWiEmHfrzxqBWhT4F1anbsS9Bfhp063ew/1I2tu26M9pDTdqq7ey7mg0IMk/sYdXeLFqO7cnzdcvTY1RGbFvqKyWRsa5XcdWPdUv61RrODJj2Pr1YxdRZk5g2YwkXe03h4+GtqF2iWtN2stz2pvtmWx7XPAUcZvOPB7la8pdss3U1UU8xqqNu2wl/dQp79xznigBunyHux8t4vv8BEz2yifnpAMkCuHuO3zb+Dj7d8HQq2WLlpTLizbK8Xbzvt8SuNXm0nq2eHRRqOLbm5caQtvsUyTlAncfQNFbBwe38eOBKKf+1Xl8BInkfG6IS4ZVOdNDUBKph19IDP7WOoxE79Xbh6mHSJy2xTzkwORYvR5wVo0Q+qaGhzcuOwLP06NyiqL5CvfXmABXNhybb1gKK1VXkZzR+mc5t1fk+qGDr0gFvjZ7/FeLK6FFdcdR7c0ap245BQa+CLpZN+/N3O5mjc3n7l1Lc79yjh8kxUJZVYzWPio5VyNuROn8+y9O6MXXUi9RXoGLnu2WTuvUrpi2/gvvU1+hcv8i6du3Go9Vq0WojCf9qFq/Vjeej13vSNXgDSeW9hfqeyC+4fTGRg0CadicX3eZwOPUOuTfPE/fDFLxS/svr/eez47qBiLYoB5hhz7SjbF91FPyGMKijXh+u1OM53568YgVdK8P2RQiyzmxh6crzuIwdSW/nqvYSZR6mZyPKEzzXqQMq3X5+O3ED7p4lNjIejVdHunt2xlO3j51HriJyL5Ow7Sh4duZ5x0pIPPwfzz6t5wipp4mLTYPYIJ610b/6sxq13adxnhQSr9/KXyjKu17165kj8HKy0yujIyMzG8Hf/HH0ECk48nIbjemDqmuqsK2lP1iqiW3dWsAdMssb4KbqtEjfArJJPXmYWNKIDWqFTbErUuvhPj0WuMr1m9lmyFHA3/zx+wHScMSzxVMlFoKqU7tOGYdE5vzJqd2J4NiB1k1K+kg9mnd0A85wINHwtv3yUYu6tvqv9SrUslVRs9D25WgjAzz57NPFXwXTJ/siv0cngGMbWmhKLLoqtajzqL581zgZdxTYQNCzdfRkUVBquzP9PJB4nZt6hrZ94tFS72grmhZ4OgLxyaTqZ98nHXn6iYKEZb7uOX8cZVsKNH65dbHBkWlMxZ5l5CSfYncaOHZpTZOS2auuMx27OMKh4ySm6tvLmA8Ye8gljm47BY1daeNoLHEr1GzhxdAuDkWLPZln2bVqL7j70u25R82spyTW8cdi2NSndY8xfBL1G4lRs/DiJz6Y/D8O3hbWiUlbex61LWEM5SlaeDoCf5CcehdqOuM91AvSYti07wqicBHRk2HdWpTzjIHKiG0LfaUkMtYfrFi3qF9VqP3sYD4O8SdLu5SlJ15i1oz+tKhduo1M28ly25vumx/FbeRUZnr9xYrA56nv0pt3Fm8rOjvMbF1N1FNSryeepVM3R3Rb4jlxM4e7J34h8mhjvJ7rhGefDug2x3Hkaja5F46wLaEGnn064GitX04rI96yLMvbxft+S+wqyL6awKavZzLMq2nxMhmZZAvAth0jQyfhlbKUwPZOuPi+x+KtBecRWbOvyCQ5bitROnB49AoH1q1l7dq1rNuTRC0nNRzdSsyR9NJfM+WTFtmnHJgci5cjzopRMp9Up0YtG8CGWjX0J7yG5gAVzIcm490CStZVvQa1qgPVa1Kjut7ntWypW5Mi/yvEjiceLTk+qIWmRRscOU988rX8Sb5pncvfv5TmvuYefUyOgW5Zf1xX0bEKtzm3+iPe/vwiXUJm80a7RwvrsalpYg6vqknNUj8YCLLOaZn89pdc7DKTsDfa6fWBKpp27k3fvn3p27c/Q4Nms3jrdqImtOLM4s9ZGleeOd+9kj+HjKt/kowa97lf8sV7PWn9RC0U1dM8P3AaC0P6wslVfLfzkoGYtiQHmLZn9h+/E50Gjp4tSr0OrNSuw6OYizFdK8P2+sWusuebZWzQefL6ADfsrf1Ks5UwY7G+Jg3bvoAHq9l29BJznopnQ0IzBn3WnLqNbejW8jxf7jnFv5+9xMatd/BY8DxO9/Kihh4hbP7AC0OXSdeo34zq3CUlJoTXen9C0sujGTfrf8xwbkCdMysZELAgv2TBKmnJzq4KYlJfQ2joEbKYD7yeNPC/WtRvZuxdYCtT5g2SguysTKAGj9S8HzaoIm1USF9CNk/E63EDIVqjPs3MbaK6NbFRoOxRmGndxam826Gq16phxMcMYU7sWUaZt1SJHLLu5hhJ3BY9JM9PSw4aS1LDGZ+hr6DaFs33O8bRxWUPq/aCx4JXaGWrQLaZ9RikEvxRqUuTHoFMGrWRHaF72H8+CNemlR2TtfNtUQcXn970VgWw8vtYpnRplreI6PEBXVpV9n1n5rSlhb/AWxUZ64a4J7FeQHn6VV0GN/+2eB9ckZ0As2xv9iMUbBy6MHvjTryj1/L9kiWEBvVl02+LiV40mKYFxUzqqqCUVU/JhUDFgbbe7eCHQxz9I42n9seS4NCJz1o/ReMaHWmZpmXP0Ss8e+lntuLBAvfGFvhVZWCqzVPZUe68be4zCs7Pe50Pk9oyYdwMNs5wokGds3w3IICiiKmFwytT2HikE9Ha71myeAlBXXfwW/hKFg0tsKgV+gpxibgNu9ABuvBgBoSXLBBPRMwJ3nnevcodlGweVsqxZmP9fFh1UVG3pg2KmToX5HXL+hcjPBC5p7ZeH1VV5hl3SYn5jFGjvoMRS1k8voPebsraNGjijIof+f1CGrjqbXbITuXcL4nwZCMcip0LmpfPPhoVzHKGErH4DdzqmmhpGw1efX3QhP6H6EMXmfXiYxaON+6V/Ao2NWuiwh5nl4Z6zwGoQ9P27jiylj3nrpJDI71FlaqaA8rStTJtL8g6E03Yl3tRj9AyuJ35y3j3GrN2sVZz7EAfzxoE/RzHVtufiXXw4QM3e7Btxkt9WjF9RQzb3f5mN25MfaGJBSvWFaC+I65tVYQf0WHr0g7XOkYGMLfj+GbCJ+xoNZv41e/iaptXLrvGTj05a9OgiQsqNrAt4SLvurpUwqugFcRcfYthQ33HFrTla45k2OHi6lrsML1imP1DRUFbbSL2+J+85+qkt2sshzu3yrhdyqYhrXxbw4LDHE++i+sz+r9+pXPm4BGgGW2a1DNXGCtQGW1UgupP0ORFZ1hhQG9xl1vp+ncT2uPo6gzhKWTYOuPqal+qupLiZGbc5i7Fg1kkHyc2EdTjm6Gpbkx283UXDZrwogpWbEvg3LuuNDUnQG4fNCP2LMPmmVb4qmFB7HGS33PlGf0wuHmOg7vPQ5sWNLGvwPCn0F77SDh3B9emxn5BqcUzr/RhgHolkRt2suPmHvbixSJv5zz9zK6nmIbm+2N5UB7h0cfrAHfJzBLWiclMHbfvCtBfoBB/cjw2EdT/opkmT+9qz7zM0AEurI/cSuyOv9i0tzZdFnnRomZl/WxUyW1pCBnrD1asW9Sv5qBLCGdq8Faav/UubbYv4cP3vsZ7yxReLHF5gGk72YOZtrcURdWEFwe+z4v9/ek9PYBun3zOsqFd+eRly8YQRuvpXHJJrTaOz3fGk4/5+fAubNftw2HoONzqVse2lSd9NFNZsXMXbhlHofUQXnCxYhRWRrwJUY68beEzuMGv33zMhzueJSQ+nPdd8ycJ2TXZUSpgqqN6xpOB779A/9d6Md1vMJ9MWslQv4942Ur5rfA1Svf5xG8vil+A3NPf0L3Z62yN2MmRd57neVsL8rVF9qkMzM+xVqUS8uH95S4Zt0va6i7Jxw+TiCPjmz1FdTN1rl6e/sUo9zH36GNyDKSiPvd4LGKUogWbi/0Xsi6sP02K7dyrjn2TFrThC3YcPs+tvppCWYv6sFY8U9i56S3yX+zGsnXz+FcTS5bP7XhCVcvIMTRVQf6C+pZz8MRFbqPR+3Egl9vp17mNA63s6xRfN6iEHFAYOwbGROLOLQzs6S2BubpWgu0Ld4t1I2TsKzSoorvFwJxXKQGqN6K9nxvsW83iyP04DPXGrW41oB6tO3XCIXkTC7/6ibSWXng2t6tciQtlaswLgz0h+XsWrT1DlrFy6SmcPqqD+vWxL7xR6TbnEg5xpbCQDU8934UB6hS2hnzDj5ctec/bPBSbmtQFbl9NN3BzpRmYq2/Jrzm7M9hdTfLC5axNtMbZXTY85daJnqpkYr6L5oD+TTO6o0Sv+aWM79rT6iUP1PzIFyt+1btZJwfd0fUs+e8BVH696Oxswa8mig0166rg9nXSb5d5Wa1RrN9GJVCewq3bi6jYzXfaw4U3+EAOuiNbWROTrFfYFucXvHEnjoWLfiIxy/QLSMkRWrYk6b0XLq7z2w8r2UBL/L1bUtblyObqrjzlRs8BLrB1KYt+TDJvjdCs2Muv39z4UDfnpd4usGE5K2KvFm2OEekc/WE5/01pjN+Il3CuyM+CigPP9/RGzU+ELNrO5TJej1YcOtLXvyW6zWFMX7gdVe/e+BQMviyoRx/z/fEuKb+uYvH/ftW7Mr0AwZ3k05wv9vpT3vXR6zccA5fnafvMI1glJpOj+X7LeT2fyCHjt7Us2pCMurcHrQoWDZQGePbtilq3jc+mL2Sr6hWG+jiX8ep6wbbum1xNL9+5B5UT23c4vWoyw4YO5J31ScU3aMlYf7Bi3YJ+VWTEszj432xs+AZzZnzA9Nmvod7/GZMW7dOzcx6m7WS57S3G5ilatH0GuEX67cxyjyFK1WOA6o5u+LVOY9+q5UTubcDQrs9RF6BOczoNciU5+mu++jGJlgNeoHktK46IKyPeypm3LXoGN7l8Ohl4jCftCxbeBFnnEogtGTBFgmHzlAttmzwKN/Mm4tbpKwpeo1TjMTB/t7Me1Zw88PdxMP46ZVlYZB8DX6/ouPlexJkhLMiHDwa/E/H9zmJnQYmMg/yw6EdQd8K77WNm62xe/2J+33/fco8+ZoyBKn2eYRYlFpW+GMKzqtIdaHXnlxjh15jkpWvZUXhUgY7jWzYRQ1uGdW+dP9YouTASwohnHzVvkSs7mR1rt5Ks8qBPR03+YkQZY6v7KH9efY9zdOU6ftZfHxB/Ehe9kxSVF/6ejYovqFRCDlCeaku3no4Qo0V74LremOgGR6KjiCnz25boam3bF+0WU/UeTN+2hnaLldVH3VvMPPfQDpeOHmhSPmBTiisTJ+UnHqpR182boQ7z+HQnaGZ4lupUK49HaffGbEK2DiA4wI+MAyPp696EejWyuJF8nP1nWxK84F80ebIV3r0bE77+P0z5OIcBzWtx9bdVfKY9WuxVAqVBN6YvCiJ2YAg9XzrFhHH98GxYh+wb5/j1wrNMnP0qDhWQtvozbfB1UTHnq4+YaHcAJ7Ur/kGdMf/oUTP1LbnUaduON8JmstXrHQK6XuNAYC/cm6ipkXWD5GOHOPvseBb4O1m0Q07RdOHdWX5EBc9g4OAkxvl78H9cJHbVMtafBOOnjNWgQa9glgbuo9+HQ+mbOp6R3o2peXUf383/ik2Pj2bZ3H44W3LuQPWGtPVtA3NWMmdiTQ46NaSd/1A6W3KmayW0UXFqoun+BrO6bCM4eDiDL43B37MhXNrLqrB1nHxSDYUb7RRs240gLGQPXsGBdM3YT2Df52lSrwZZN5I5tv8KzwbPxr+J3i+vZxbQz/tPZkzqTZt6mSRvX8H0xftxHrGU4K4Nyu6kzNVd0dBz+mxGxI4itGdXzkwYg79nI+pkp3Hu11RcJgbj+0SJus2MPTAeH6ViTtHQa/ZcAmOH8eGr/qR+NBxvTQ2u/raK+Z/G8Pjwhcz9VzPT5wSWSQ0a9HyHRSN+ZWDoIF46M5px/h40rJPNjXOHueAyltm+mrx2VRx4aXB/XBbP5kCaI4OmePJMNcvqKbdNru/kk1cHsiCtNScf30JoV/3t+dfYu3Awr2jrEtCvM62eqI3IOM1P3//AjsRmBGoDcK9bDahW4ZhUtYXfRg3h9ePDebWFmszknXwz/UvinIOImN5N75chG+q/1Je3XJYx50AyqkGzefmZss5MeYRn2j6PC7P5as507A46oW73L4I6W/Crf2XEtkjl6Oa1hK/vSPgHT5aIr4ck1ksGphVivVQk3JNYN7NfVa5zYMk8PthWn0DtGF6pr8Km77ssGPQzAfM+YYnPN7znpueXJu1UDtubQlwieuwYIh/vjndrB2xvHSfyo0hwGUufDvUBGzN1NVWPAWo1oWOvVqTM2USKwxQmFbaFPW5dfXD4dB47cWfGS82s/Cpe5cRbufK2Rc+oTxtvd1Th65kzxQUxoDm1ru7ju8+0nHy8aAQlUqMZ2yeSx4d40/rJR7h1Yh0frfoLl3depcPj1UGxQl8hrnJk5z50eOD/slPp3QzVmuA9sjuqrev4cd95gp9vY8GOB0vsU5qKj5srIc7MwYJ8+GCg48ziYXhfO8ykfq2pl3me7d8sYHFcY0ZEjKVrfRvINVNns/oXY31/o9J99X3LPUWYNQaq9HmGCUQ6x5YH0+f1/3KG1gyof5mfFn/OT4UFaqLpEoB/63pQoxl9Jr3JSp8PmTCyJheHumGbtJmFH27CYcRS3u78JAo56I6t5O0+b7HiDDgPqMe1n/7Lf37Se6amC4H+z1Hr+BJ8h++lw2sv01JTD5tbScSu+prQTXfoFfYFQ1rk/5hc1tjqvsnfGlWNZvSf8T4b/SczqPdVJo3pSot6d0mMXsKHKy7SJeRz+pc8SL4ycoDSiO7vvkWXqHcIHjiCS+P64fl/cClWS9j6YzypMpZOLdPVqm0HQDoHIr9jg86DSW931Zsj6VHmfOYeY/b9lekxYqIDpa8KLrw+1FVMjLla7CtWuQ7XxLW9uTdPiKiQIOHlqCq6PtXRSwRMXiWO3coVQuSKrMs7xYLhHnlXmeIsvAJRjG78AAAgAElEQVS/FLsOrRJjVAjNjN1CV1hZujgXs1iM93IuqkvlKnpNjhIXcsqS1Zyrhe+IyzGfiF4FcrZdIA5nW16naX0NkS1unooWIYE+edeLgwCVcOwUICZHHM27httS3bIuibhlk0SPAjlUHmJ46BZxavd80RZHEaBNMiJL3nf3Lp6gp4Oz8AoME5sT04tfeXtZKwJMXj+bK7Iubxdze7nk19VNLDisMy63MHYFePnaqOyr5EvKuVcsm+hXWL+q/SgRuvmQ2B3arfQVuLk3xKmoz0Sgvi/iLDoFzBQRx9KLP3vOGrFLvz1VHmJ4SLQ4pX8NcplxZobuBeXOxYhF47vplXMQrr1miqgLdww8w4LYMxIfhts3V2RdjhWL9eVw9BGBC7aIxGJXP1vqAyUsdvOsiFk0oVisqVz7islRf+RfDZ6PbreYocHoFcWm6im3P2aeFhEj2gqcg0REYolrj3PTReKWxWLigPb5bZ9vqwHTxbK4S6V1NjcmizeiCHFEOIbsERd2hYnh7R0Kn9N+eIiIOmXoCuuCa9NbisCoi8brLnxGsoiZ2y+/DVSi7YLDIrsyYtuSOvPtrRoUIS4YVOAhiPVS7VXxWDcs972K9bL61SyRvv9z0UWFUA9aKc5mFhg9V2SeWib8VAhVl8/F/vRsy+xkpu3N7ptz/xR7w8bq6WA4Dk2OIcyspzg5Ij1minAAoR6/WVzTf96VKBGoRuAwRcSk62dO88aDpu1n/XjLa6fy5G1L7HpR7FowSrRX5ceg11gRtitOrBnjItDMErt1uSI3NVaE6ceqQT+qWF9RaB+PMHH4rmEL516IEINUemUsGi9aaJ9iWGfcbK7NTdZj9ufm5kNL5kSm5hkW1GX25wV1viTmaDcVy8Oq9iNFSNQJcbPQZSzpA0z1L8JI32+I8uQeK81PLR4Dmdv/Wiin0bKlZS3y/5J/Jedtd8TlYjq5iF4z1+nlngI5yqgzQCsui1zxd+JPpXX2CirhP6LssdV9k7+E7Qr9G6FyHSRmrNwvUrMM5c0K5IAy7XlHXI5bISb2KJjzOoj2w0PF5lM7RGhblZH5sqW6WrPtckXWhVViuBqh8lsmTmUaGUWUNZ+5xyhCCGFwxUwikVRpsg/Mx8UtGELiOfm+awWuvZaUnxwyfv0P3dz/DSFb2P5++wf0cOJ7g8iIY163HkxjWqmzbB4MBJkJC/Fqs4Tnojbzle//WXA2RvmRsf5gIO0kkUj+Oeg4ML8neSktivddy7h1XiKpEPdnbCWRlESO2yQSiaSciLQ4Fk5dSJx6INrBbeSiWFmIv/h14VzmxT3JCO0A2j1wi2IAdzl/YA973YcT1tnEq4sSiUQikUgkEhPIsZWkaiAXxiQSicRShI6kX7R8PmMGoTvrE6gNpleDip129M8lB11SHGs//5CxoXE4BH7L7F6aB3Tgo2DfOZSbIxqgejAVkEgkEolEIqlCyLGVpGpQaef8SSQSyT+WrLOsn/QOofFPExj+DSF9npG/MhjlbxLX/5thoUdpHriYdSF+NLJ5UEc+tXi8sRy4SSQSiUQikVgHObaSVA3kGWMSiURiMbc5H/sLfzZyp2Mj1QO6++leIcg6/yvb/mzASx2flgMfiUQikUgkEolEUqWQC2MSiUQikUgkEolEIpFIJJKHEvkqpUQikUgkEolEIpFIJBKJ5KFELoxJJBKJRCKRSCQSiUQikUgeSuTCmEQikUgkEolEIpFIJBKJ5KFELoxJJBKJRCKRSCQSiUQikUgeSuTCmEQikUgkEolEIpFIJBKJ5KFELoxJJBKJRCKRSCQSiUQikUgeSuTCmEQikUgkEolEIpFIJBKJ5KHEzIWxHHTH1zN32AvYKQqKoqAozfGdHMlxXU6FhRApUbzZ1A47ny9IuC0qXJ9xdByY74WieDH/gK4SnyN5oMk+wHwnBcVpPgeyK6vOLFKi36Wp0gifsIPcttJjKpeHMX7ukrL7C0Z0aJCf9zozbtKwe283kUz0m24odn0IS8jI+8yAn2YfmI+TouA0/wCGXfdB9DtJlaAy8qJEIpFIJBKJRFIFMGNhTHDn2DJe69iHf59oyqSlP6DVRhL+lT8N921kd9KdCgsh/r5BSooOXfJ1MrKttDAmdCQdOsO1ylxnq2yyU0lY/wWT/tWhaEHS7gVGzN/EaSssSEruJ7n8nXaVFNJI/ktnZBHjPnIv46fKxqog89gKhvcYx5o6/nwVsYY1K8fyQoO7Bu0mdEkcOn2NSlFD3CEt5Rro/uKvjKwKVFTF/U7y4FFl41cikUgkEolEIjEPG5MlxGW2L/yCjQxm2covGdnUNv8f/RkaZB0hqjUZzHfH3UlTP4NGZYW3O3MSCGvvyfiMWcSffJ/HTGtZNamWzpFvv2JH3QF8Gj6RJ2umcfzHFXwSPJRjN9exZfbLqJX7LaSkfNSiyZBFHG8/D3Wzhqjutzj63Mv4qdKxepPff9KyVdeDBaFzCGqdbyXRFY+uN4rZLSchjPZtxpMREs/J9x8zI7FaSDVnhny3h/Zp9WimqYi3VGG/kzx4VOn4lUgkEolEIpFIzMP0MDbnT05uOwpPDqN1E1uTxctHdVQaJ+tN0kQ2mRn/gFe9qjWh7/LfGFSvbqGh+vZsQ+0zXQn+Iop94z3pal/9voooqQCKCo1LFVyauJfxU6VjNZ0Lv58DvGlYv3bRxwbsJrIzyahkaRRVQ6ziLlXV7yQPHlU6fiUSiUQikUgkEvMwvT2ruj2aDo6QuI0t8ddNvCZ0l5Rfw5mh9+qfndsQ5q4+xNWyXpE0elZOGyZEHSDu63fo7GSX9yqhUz9mrT+JzmB12aSsDUSp4UZwIpAYjFsNBUVxYtja5GIlxY1jrJ87BDc7BUWxw8nvA9afTi+hn7n65KA7Hslk3+b55xDZ4dT5Hb47VjRVFrqTRM9/U0+PrgSFbeVcma9EVqeO3qIYALZP0cTZHrIyyTLwVZEaTZC9gtJgKj9n5Or/h9u/zqOVomAfFE2qyJf79CbmB3XFqVDutwjbclavfUu3geLUlaAvdpGi1wZ59vJiftxJdoeNpoNd0TlHQneU1ZN75z8j7/tvfnfUjPONbvDrXC8UxY1JP/+l9/kVtkxog6L4EpagNykTf7BqsBOK3eusSsrM/yyd09GfE9S5ab5tmtI56Au2nMsw45W3LNLPbWXBiIKz9fLs+nXc5eKvoJXzGYbPgzJlEx0JYb4oihODV/1RvH5xieigVsXaxTK/s2b8mPIb85+VR/75ZnbjiEpMYPXMwfnPVlCcejPpmziz/dGsuE5ZyzClEf3CE4Gv6degRqFsxe2WzNphTtRwCyZPDTdqKAqKEsjalBIvKt6OY24ru9KxeX0LE+wVlBe+ICGzSAeRtIrBdgp2g1eRJKx3vltpv8uv2/49oo7u5usJ3Yt8z2BeLOmjCorSALfXwjmeKQrzudP8WJIKzmcrzO3WyzmIdI6vnoZvgW8rTen85v84pndOpeV5V5CdEsc3M/T8S2lK56Cv2J1yt3hJi/KamTqVNlYF29KEnClrGaYoKMPWklLswXl+bdCP8wSzMH4lEolEIpFIJJKqi+mFMaURPkHDac9Wpg0ZyeRvdvKHwUnFXVJiQnityzBCz7di5reRaCO+5p0mR5nu74f/p7+QZvEZJIlseKc/PSKy8Ju1nDXfzmO4fRwf9nmTkNirBhYdqqNuO4R1kSEEOAAOAYREatFqP2dUW3u9cgl8PWYg78fZ02fWPGaM8YCNsxn6VjhHCidV5usjUrcxs99IvkztROgPa9BGfMbwp2tSyy5vl4nQHWH524PpuSSdVz5aS1zcdrTvteDktIEMnLuDq2a3iyA7KY6oqETUAzrR7vHSu8WU+s8zYLQrpGxlS/x1vf/c4sy+XzhKW4b1duMJJQfdsZW87TuUJWkv8dH2vcTFrOC9504zrdto5u5IyW/fu1yOjWDLI934NDwS7ZpvCe2SxcpxQxkWuo+MYrInsmHqSHqP30Wd7gF019ihiMtsnfkG/l9ewzv0f2i1P7B0eBOq1arDIyb1rUsLd3ccOMWWg+cpnJZmHOPn1QnAQTYduEjhEkPaaeI2J6Lq6YO7piaIdI4tD8a357ekvTKb7XF7idGO57mTIXQb+B92XDVxwtKVJbzR9T221RvAV2siCQ8dhmZ/KIE+bxJasEhc0WcUwxyb1KH5y13xIJGoDftI1p8AXz3EplVHoUtPvFvUKYffWTd+yvYbc59VAt1uPhs1hKkHnyLgq0jWhM8nUHOQT1/3N88fzY1rdVtGrVvCxE4OgA8Tl0Uakc2etqM+JzIkgDw1QojUatGuG0JbdYn4tHXG/dVmkBLPwTMFi1u5ZBzexeo0YO8eDpwv8PIc0k7sZ7POkZ5+HdDci1em0yJ5p/dIIu56M2tNJN9++i/sf55NnyFfEJtWkPNzSIv7jF6uvgRvq03PBd+yRruGiKVjad/oMdQ1igS9smEGQ3tPZU8dDwK6a7Czas7JJnXrPPr5LyfV+0N+0K4hYulQnq5WC7tH8mQob97NufwLC7fU4NVPw1mjjSQ81Aexciw9hi0iPiO/HSzOa5bk0dKUuy0rlH/LopzxK5FIJBKJRCKRVEWEOeTeEKe0U4WXCgEIVB5ieEi0OHUzu6jIte1ikotK0H6O2H296HOReUqED3IW0E2ExN8wXH9WvAhxROAYIuKzCj4KEY4gcAkWUZfuFDxF3IqfL9xBqMdvFteMyWugvjxuiviQTgIQ6uGrxIWs3Pxqr4iYSR4CWovxm/+0UJ9skRr1tlDRWPhH/CFySwlzS5xaNlio8BFz467p/f+GiA/pJqCHWHD4pjFNhBBZ4urhLUKrjRThC94RPRxVQtVpsth47paR8rniVtzHoiUIdWCUuFLwwLuHxAIPtcBhiohJzxEi85hY5tdY4P6JiEvX0+/WPhHirhZ4hInDd3OFELki68YNodNXLPN3saiLg0D9nth8LTu/yfPtpRogwg6nFemZGiXGqBD4R4ik0o1jmmubxXg1Ap9l4lSOEELkiPSYKcIBjXB0VAv8wsW53Dy9dbtnCQ0OwmfZCZEjckXmqWXCT6UW7nP3ivTCZxf4kFp4LDgk7hp6ZoH/4Cz8Fx8WNwu/my3S4z4R7iBUvcNFYo4FzyjDxx1D4kWWEObbJOeEWObjIFCNFBEXCjTIEleixgs1jUXv8NMipyJ+Z4X4MddvjD+rJHrPHrRSnM0sqjg3fa+Y664WqIaI8MQ7xdq2pD9alqeShDbAUcAYob1cJFwpuxn5rDTZ4trm94S60EeFEOKqiJnoKmjsKBxVGuEXfiZf1mti9wx3AQPEslN/6+nfSYTE3zTadubIUbpMQd0q4TIhSlwqsGuhr+jZNX2XmOGiKpGXSz0gP34ai15h8UXxY9Wcc0lEjXERMEJEJGUaEKIi/p8u0nR68gmdOLaob/F2sDivmRkPpWSpYFuakvOyVgSAIEArLhf7hwHfNxSrZsevRCKRSCQSiURSdTHvpHvlUZr2/Yit5w4TvXgiPZ48wopgX1x7fcLuq9lADmn7f2LJSTt8Avvzgv5OiRpO+I3qjwOxfP/LeSy9S1EzoCdeDWoVCIKtSwe8NZAW/Tt/lPtKNXfeGulNI5v83Q3KE3Ts0QUNiew+9Sc5FulTjTqPO9CYvzi4eRsHrhZ/3Yacc/y8/Cd0nn3o3d6eov0UdWnp+SKNS+56KsUdLmybR79+AwgY/zmbEh3p0eUFmj1Ry0h5Bdt23RntoSZt1Xb2Xc0GBJkn9rBqbxYtx/bk+brVyDmzm+Ub0vEMeJX2dfX0s22KZ49n9XavKNg8+ih19Hes1NDQ5mVHSDvGqeTit5Kq+g+k/3P1ivSs8xiaxio4uJ0fD1yx/BY8dUu8/VvC3v0cvZINZHA8Lo4Uz3HMnegNMTvZl5wJ3OTkb3tJxhN/z8ZU42/O/LyRDbqXCOjdmrqFAinYtnyBHo3T2LvpIOeNNzw49OeNQa1QFX63OnU79iXIT4Nu/Q72X8qo+DP0MNsm1Z6h05BXUOn2sfNI/s5JcYV9m2JIU3Vm4MtPU63CflcWpuInrw0s8RvzcWX0qK446u1MUuq2Y1DQq6CLZdP+lGI7SYv7Y+XlKfOojrptJ/zVKezdc5wrArh9hrgfL+P5/gdM9Mgm5qcDebsA757jt42/g083PJ1qm6rYSrRiQF8PGhTYlbq4dOyIhgSif79INrlkxG9m6Uk7uowPoGsDYzkoH1U3hvVvXRg/1s05tjyueQo4zOYfD5Z+Vb8i/m9Tl3p19Hf72eLYxpXG+v5tcV6rYDyUty0rmn8lEolEIpFIJJKHAAuugFSweaI1PcZ8QtThg0TN6A475jP520Pc5g7Jp46RRjO6tG5YotJq1G3uRhd0HDqQSKqFAtasa0ux6VctW+rWtLCSUtSirq1+JQq1bFXUREdGZjbCIn0UbN2GEjrzRVJWvEH7+m3wfWcxWwvOl0o9TVxsGsQG8axNwZk1CopSjdru0zhPConXb5WxQKHC9f0dCJHNzaQDbF7amSvzeuLa94ui13pKUtMZ76FekBbDpn1XENzixK4t7MWTYd1aYEs2qScPE0sasUGtsFH05aqH+/RY4CrXbxYc+JZKwqYlzBzWOf+cmoIyd8gsMSF98tmneUJ/8mfbjpGhk/BKWUpgeydcfN9j8dazRs6IM4DyBM916oBKt5/f/p+9O4+Lqur/AP65spg4aEOm4iOFDiRuuYAaiAqGW5KgRi4pLmnCU0/ok6iVqKXWk/groEXz0TK0BGHcwFITNeQRF0hRcF9BITVFYDRZv78/mIEBZph7h0FJvu/Xqz/CO/eee873fM+9Z+aee+YeUHgRSTEpsPPshxHug+GumRwqy0bar+mA+2C8pHgKwB2cTU4HsB2BXZtrnZ8A4SlXLLwK4NJdFNQ2M2Rlg5ZW1bqI0BZd3BUAriDr1o26H6OClDZpig6DvPGqLB3RO4/jNlU+RimfNBqedpYmiLvaGOo/mlMSHzfiWePZltUniprCrktPKHAVKVl3qkxqVY3H+stTYgnPdoXHcAVUu1NwpqAUhWf+h5h0e3i+6AH30X2h2pWMk7dLUHbtJH5Ns4D76L5QmOBFveLoa1eNv3Al/ThyoMCgnnawMLS7Ngo8/6xmhURT55yWcJn+ARZ5/on1AS+htZMv5qz+tXLtsDrFfyFup/2MbxdNg6eDtdZntOLbmLxWl/5gbF3WNf8yxhhjjDHWCBj1cnVB5oiRs4MwY+0vCNueiqtzOqOkSP833lRSjEIAsmaWxh3wkSNp52PeHi8vicJJr5+h/Ol7rA4LxLCdJxAZvxKTrdUfGhmKXR95opWO/Vm07gTD75Y0g8yuN4a92QWOlrno4f8Nvt47Bt+NeQ41lx9qDqehvvCV+WPjT0l4f0gn/BZ9CHD7CEO6twAqpg7sMDJ0NT7ybKPjeE3RulMzoOQ6Epa+Bd+Pr2DQ7FlYvGMhHNtZ4MKGOfAPN1hoAE1h+/L72HHSA/HKn7Bm9RoEDtuPI5EbsWpyFxj+LYwl2vfqDzdsxq/pN7C0bQq2p3XChM87o4W9OYZ3u4qvD57Df7rewI49D+EW/hIcqlTmGITumgfPVjoiz6I1Ohn9Us+nYFnxyxoRxxD9EyQRbQJAsHPFa35O2BS9F0c/8kLfo3sRnatZP07rI3WOOyPVOW6MIUMLS3MIgJ6XHkjs1/VBsEUvr97ApuNIv5KLtseSkGbrgc97tIW9RT90y1XiYPpNdL2xD3vghnBX+/prI8k09WeOphbGlspUOUeAue0QLNlxAF7xW/DTmjUICxyDnUdWI37VRLyg2Uxy/KvXoPP9DJmDZuLdxT8ixLEdml/YCL8qgSsxr9VLfxCTK8zqmH8ZY4wxxhh78hl9/yc0b4lWTQHcL0IxmqFDd2fIsRlJp//Ae84OWpM1ZSi4kIZEyNGzpz3+HsvyGnE+Qgt0GDAecweMxhu+y+AzfBnmr3sdPp8o4NxLhsiTKlg59YZz87quov0UnuvSFW2wHgcv30YpntPZiE06DMJkPydsi9mDpP1/YuehpzBklSe6WAoAzNFa0QW98C1O5lvDydkZzXUei/Dg8AbM/vgwuofuxua5fWAFAFDBYr+1zk/oZgZZB3eMn9sfr70xCgt9JuKz+Rsx2WcZBrcw/HOYJoq+GO1ugcB9ydhjtQ9JtkPxkYsNYNUJA0d3x8L1Cdjr8hcS4YIP+ndU/8LFBgpnRyAyB/lWjnB2NiLyilR4UEiAuVab0R84nXQJkL+OTnb/QNu6HqOC2DZRE9rBfcwwyL9PwM6jZ9DsYBJynXwwxrV1eay2NnXcSUF4kGKKuNGlEPkPimr8Lev0CVyCAkGd2sIM0PPIWEPIU09B8dJguOMT7DvxG6y2HoXt5Hfh0sIMVt3dMdruA6w/8Btc8tOBHpPQ36nWKHjEnkK7jk6QYTt+TbuOfzs7SfjJcf3kHEHWEQPGz8WA18bBd6E/hn/2BdZNHobPBhkZ/w9+x3ezP8P+7kuQsvnfcLYq/1yJxQHU/KGy2Lxm6v4gMVfUVk5zSzSTAfjjHgrKAFtNsakQ9/Oq9zPGGGOMMcaeTCLua+4j63RmtUcvCpFzYCe2X5XBybsnOpiZQd7dDb7yLGz/MkrrDWYAqU5h05pY5MhGYNrgjo/m1w+COSxbyIAHd5H3wJiHxepyPk3Rtks3dARQkPcAhWb26D/RHcj6Cau2XECx8WelLsBdpOz+FZfQDUOc2uqvT83EiepXfL7wK+yRvYzJQx0rHn8yc3TFRFc5sr76HlsuPdCzk1LkZV9DOmRo3UZe+Raz4kykJV01ovACzNs6oVfHlkCBetKp9Dyi/zUNk30WYFuOnhVwzJ5DHx8X4OhmrI45BtvJXnBp0QTA0+jh4QHbrJ346ptfkNvNE+6dNTeaVnDs7wVXJOOrVb/gUrERzw5lxeOn3Ve1JllKkX9kC1Ztz4Lc1w3d5dZ1P4b2aYpqEw1zPNvXC+Pk6di+KQzfbTiHbpOGwllzQ16XuKtz/5EQN5KPdQpRPx1AptajZ5T/Ozat+hmQe8Cr1zO1fLb+8pRgbokWAB7czoOhljNTuMCnRy6ORn+PmEPtMHnYi2gBAM07w2OCM7Liv8U3P2eim19/dG76KCc0DTFH25eGwE+egz2h3+Hn7ELDH9FSrznHvC269OoA4D7yHhQZH/95OTifrgJat4ZNM03dP8DltOO4qfdDOvKaKc6pFtJyRS3ltLFHz55y4FACki5q9lOK/NR4bEjIErFLPf23JBuHf1yLHw9n87pmjDHGGGOswTP8i7H8I/jKywfKTmMw1qsbnm1aivyL+/HTt3twyTEIyhl9y2/q2r2CJWuDkDQ2BK+M+QPLpnvAzvIWjmz4Eit2yjB13Xy87mhV7ycEADBrj17ePYGlG7F0niV+d2iP3uMmY7Cd+F0Ios+nBLfi52N0THNM8noRbaxUOBMThmi4Ys7o3miFlmj11hKE7vFDsL8P8lOnY4xrRzxtUYx7Wadx7GI3BIe/jo41pigJxafXYOSon9Fl+nA4d2qD5iW5uJy8A6vDD8Fx6mrM8Wqn4zFKDXO0HjgG7zitw9LULMgmLMGgDlqrtVn1xlsRi7DHcw78h91BasAouHaUw6L4HrIyjuNi1yCEj3NAm5794Sv7FtuWLsYnNBqdm97CkQ1roDwr7tlAuhWPt0fHoNUkL/Ro0wz3z2zFsug/4TTnFfRtZQb6Ix271q/HNq9IfNRGXzhaw6mfG+xyPsLOHGfMm6+eSEATtHDxwmTbT7HiAGAX4o7uVpoaEWDVexoiQg/CMzgAw/KPIWDMS+j4tAWK72Uh49hNdA1egnEd9S8gLusFHJkxCW+enopXushRlHUA3y38GsmOgYhaOBztBAGo4zGqENkmmlARWr8Ev5nOWL0iEj9hJMK9u6Oyh7VEb6PiDiboP+bi40bvsfTVmQoXVk+B150TmD+2B54uuoq934VjdbI9pkW9jWGta09p4vu1NGYdesLbSYal3yzDPOtUOMidMS5wMOx01W/Tjug3qjtylu5Eju37mO+i+X2aDVyGDYXtik9xAK4IGdgJjyhjiia0G46FqwKRND4Urw48h9nvjoV7++YouXcZh691xbwlr8BW34dNmXPoBuLfnoWYViPg1cMWVvdPI2ZZDOD0Nkb3bQ3A3Lj4b9MdXr72iNz2f3j/k1L4dW6K20ei8bkyvcrjmIbyWlUS+oNYIutSMFROoSOGvOULuf/3CJpkjit+3dEi/xRiwvbjbhs5oDJQDp39dyJ6nv4cr0z6P+TK30Ori59hmE3DeSCYMcYYY4yxGgy9trKs4ALtXjWf/JxtCeVL9xBkfchv4Q+UnP2w2tYPKfvQfynI01G9rYwUnm9T+K4Lla+Z10XHK9+LU0JJAZAiNIWKDWyro9RUnL2Xlo9yUpdjOIWfUBFRAaWEehDgQaEpBdWKoOt4Ys6nmG4dWkUBFduAZH2mU2jcmSrnXFZwhuJCA8lTIausR4Un+S+Ipoz7uiqnjIqzD9G6hRPIWQatz4yi2av20KWCkloqVOMOJYa4EtCNAuKuU82jlFDBuXgKDRhKCs3+ISOFhz8tiEqn+5o6+C2CpvZRt79iKAVE7KXjse+QDK4UkninlvojKruVRBHa+5e50dTQeDpXUEJEZaRKXEx2UNCEqMs6yqclL4Hm2YIgf4923dE697LrFBfQjQBnmpdwW0c13qNzcZ9XaR/AkTz8F1FURp7uY6ljTBF6kK5pnztsqc/UUIo7d69qWcUcQ3SMi2kTjVLKS1xCTgBhyGrKKKpZg9Ljjsg0/Udc3Og/VnWaYw+kpcqdtDpoeEX96OpvevOHpmyi8lQmKf0VBMwiZXaxgX0/pOyEz2iUpp57hdMJvV20lPIS3idbgORBu+iO1r+U3YyjADkItu9TQl6pjkX5cq0AACAASURBVPPXqnspeVNLzW0k5sWyPLqcsFqr/kCQOdOoBXF0rVR3uSqZKOeU/UGHIt7WimvdfdO4vHuAwqe6kUzdjz0DvqbfjkfTLBnILiSRVGQor+kitj/UaKw61aWochZfp9/CZ1AfmaY/zaCwXWmUstavauzrLIvu/lt0KYqmOcrJcVoUXdKRlxhjjDHGGGtIBCLi91M9oSg/GZ8OH4kP8SFS9laul9NwqJAWMR49lzgg7uxKeBv4tQ9rzFRIXfkqXIKB0JQ4zHWWPe4CMcYYY4wxxhh7AohfO5n9vdCfOPzVcnya3AbT5vqhd4ObFANQdh2pOzPg+sEbGMyTYowxxhhjjDHGGHvEeDbiiVMKVWYytnzxMd4OS4ZtwA9YMsqulrXIHqOyZzF43SlMay9rmOVjjDHGGGOMMcbYE41/MfbE+QuXtv0HU8LS0TlgNbaG+uA58wY67WT+DOx5UowxxhhjjDHGGGOPCa8x9sQhFF89jF//aIeB/Z6HjGedGGOMMcYYY4wxxnTiiTHGGGOMMcYYY4wx1ijxo5SMMcYYY4wxxhhjrFHiiTHGGGOMMcYYY4wx1ijxxBhjjDHGGGOMMcYYa5R4YowxxhhjjDHGGGOMNUo8McYYY4wxxhhjjDHGGiWeGGOMMcYYY4wxxhhjjRJPjDHGGGOMMcYYY4yxRoknxhhjjDHGGGOMMcZYo8QTY4wxxhhjjDHGGGOsUeKJMcYYY4wxxhhjjDHWKPHEGGOMMcYYY4wxxhhrlHhijDHGGGOMMcYYY4w1SjwxxhhjjDHGGGOMMcYaJZ4YY4wxxhhjjDHGGGONEk+MMcYYY4wxxhhjjLFGiSfGGGOMMcYYY4wxxlijxBNjjDHGGGOMMcYYY6xR4okxxhhjjDHGGGOMMdYo8cQYY4wxxhhjjDHGGGuUeGKMMcYYY4wxxhhjjDVKPDHGGGOMMcYYY4wxxholnhhjjDHGGGOMMcYYY40ST4wxxhhjjDHGGGOMsUaJJ8YYY4wxxhhjjDHGWKPEE2OMMcYYY4wxxhhjrFHiiTHGGGOMMcYYY4wx1ijxxBhjjDHGGGOMMcYYa5R4YowxxhhjjDHGGGOMNUo8McYYY4wxxhhjjDHGGiWeGGOMMcYYY4wxxhhjjRJPjDHGGGOMMcYYY4yxRoknxhhjjDHGGGOMMcZYoyR5Yqzs/HcYJggQBBfM3/dnfZSpXM4WTBEECFO2IMeoHaiQutITguCJlakqExeOAajZRpSF+H+6QLAejYi0/MddukanJHUlHAQBDitTUfK4C8PE4T6jQwlytgRAEBwwZUtW+Z+k1FOjqtMsbJniAEEIwJacv0uv57H5b6UkFSsdBAgOK5HaQELMNGNdIXISv8S0vu0gCAIEwRcRqz9sQGNoQ+knDaUc2nSMEXXSEM/xUSvE7bTt+HL+eLhYC+o+IUCw7o9pEb8hp4Tq57Ca/CLo+s9U7dvQmDp+/8Z0Xa/pGHMk5fySG0iMmIm+mjgesBqnS+vzJOpBAxx3GwtzaZs/xMWkXdgDAEjFht0n8eHgwWhRDwWTphSqzLPIbt4JLzwj8ZSY6dBD5ObcAVTN8Gd+8WMshwqZJ3LQvKcjnhEeXzHqE6kycSK7OXq+8Aye0FN88uiKy4bSZxo6ffXEdfoE4XFcKh4HjEUoyliPqSPfxSGX2fgmyh2tS5rBvu1JRDzuojH2qJXcQGLYfMwI/hEX4AjPWQuxwqElBJQgP/MIfv7vXpyZ5A5bG7P6K4N8JIIWeKB9lZ9rWMJOYV1/x2SPn8mv1+4jY20QRgYdhUtQBKIG2qLE0gnP1WPoNkR8bWA8aVefZVeRFJ0EuE6Af8skRG7Yi5QPPTC4xeN8IvM+0iJeQ8+ghwhNicPcZ2SPsSyNXBNHTNpwEH1yn0Ynu8fUDqVpiOjjjqD8xUg5OxdP4v1VaVoE+vQMQn5oCs7OfUbq7DZ7HPTFZUPoM38HuuqJ6/QJwuO4VDwO1EUBTv2ixB7VSISHLUVgj/J4K0k9/ZjLxdijpsK5yA/gG7wdraauwbEV/nB5tmmVLT5+FMWw8cDkf8+FMyeyxsXU12uFZ/DL6t1QuX2CsBXvoIdl45sW4muDupE0o1V28RCi9+TAzmsiZo54EcjZg90pd+urbCIRSooePuYyMA1B1h5OdrLHN0NNJSjKf7J/Ck8lRXjSHxB74tQSl4+9z/xN1KgnrtMnCI/jUvE4UBd5uHbqMoD2aN/6qcddGMYem7LMnfh4biSKR32GmC+n15gUY6y+mfR67W4mTqWpAId/oHUjnBQD+NqgriRMjGkeo+yBMf2d0btvf3RTP05ZtQHUz+rbvIe49ER8O3sEHAQBgmANB5+PsO18Hqo+qV4K1fmdWDmtP6w123l/iM0nb6PMUJFytmCKYA2X4AMADiDYxbr8eeJq65LRvQxsWz5J/dy8gXIEDqss7+B3ELH7IlQVG0o9Nx1KsnH4uxC87qJZ16L8OF8m3qjx3DSpziJ+5T8x2MG64pl7a5e3EHn6voRtCpFzOBIhr/dV168Aa5dJWL75OG5rrxmgfp7ZYWUSMjXrblQ82yy2jXSs06Der83sbUhPXovZg19Ql7MzfBZvw3lVtQe/KR+Xd4drrfvRGT6LtyA17kM8V+v6D+pn9i1cEHwJwKVguFhUX6NAZF1Iar92cBm/HJvTbmm1n751f3StK6CuM4dQJGf+hohp/WGt9zzL92vhEozyU3SBhSDUPA7dxbltn2C8powOY7F421mtOFZvVj12HIYhMGIPLmu1Sflz/T0xOy4Vyd/O0dpW9z7rl7j2Ky9zZwTEZeD05iVabdUZ3vN/wOGcwqq7pTycj/8CgRWx+QIGB36J3ZfzK/pz+T49sTL5bMXaBeVrHdQsk+AwDIFfatbkMBSXde8zpLqI3eFa6yk4jMXibQcRF+Imen0Cw3mEUJKTjO9CJlauP2LdF+OXxyLttlZ9Su7veTgfv7JKf/desBknc4uqlVC7nu5Jr1PJ8VOXmDcUE8Ydp7yN3tRqZ18s2HwcuQYHSq3605dnRPQBUB5Ob/4Q3hUx8gIG//NHZDzQinNda6YYWi/U0Dhe63GlEJn/9Za3Zl7Xnxf0MMn4f7qWceChhHbQ0aeFFzA48BskVs+REtSeS8T1DdFtLnKsq1kPz2Fs5CUA32JsOwsDa/2IyX33cHi5p461d29i9+yeEARvRKRp5SK6guiJDhCs30R0ZvVcZ4Chvlp0AhH9bXTum27FI9BGgND/S6QVEcRd94oumLh4qrcxog5l0qkUqtMxWODdWauvzsGGDK07HlHXg7V53DnpIS7uVeKn3F6Y8c8xeFFm6HkzKWObhGuwWhFKMjdjmo0Aoe8yHMwtrfh78fnv4GstwNpnDTIe6gtYI+9JDfYJkdtJiF9SpWPzAl/1/srr9p8b0vFAZD09OPwpugsC2s3fp3VfXoq7u+fCRrBB/4gTqDxqETKj34S14ICJ0VfUdWBMPqjrcU21vp/6GqTdWEQCQORYtKt+fySqv+q/VqqIa+XhKmuYWfd9Fxsy8kCqs1XnGrw/xObT2vEl5d6wZj0bzmWG7xHF3PfpJ/I+QEK+qn3u4fEQPzGmeYxS5oqBLz4Lqy798IotkLNhL1LydVyZ58Zgju90RBV6YXFsDH5Y8Tps9i3B6ElfIkk7sV2Oxbve4xEc2xSTwn5AbOzXeNcxHR8MD8BGQ2WS98KMrT8i1L8bgG7wD/0RSqUSW2f0grxiozR8O2s85ibbYPTiTxEyyw3YsQST34nEyYqLrFKoMjbiX96TsSZ3IJbtPYTkhPV478Xz+HD4TCzfn1M1cYo6Nz1Ks5H01QE0e+VDRMYqERu5BENoB94d+TbCUu5WHIdyk/DpqKF4NXg/rF5dishYJZRRa7Cgjx1s5E1FblOInIRQvDFkCsKudseiH2KgjPoWczqmY+E4H4xb8T/kVkt2N7eHYLLvBzjY3A3+I+xgLdSxjTRVtn0ufEf+hEKfhYiNXY8VU22w7+PpmBSapFWGh8jcugjDh89GbPMxCIuMQWzkDLRLnA2XUZ+g9iUqzSDvNQlbY0LhbwvA1h+hMUoolV9gRi8bo+qihpLrSFg6A0PeXIer3d/FD7GxiFo7Ax1//w/GuU/HiuQ/DU+M6nMzBh9Mnoqgg5YY4d8Pdta6fvxqg14zvkBMqD/KTzEUMUollFsnoZe88oLm5reB8J57BG1Hz8GKkJnwxB58PPl9fHeycsgi1Ul8/6+JeHVNHl5etgXJyXuhfK8Lzn44HuOX78ftKidyCdvnvIaRUcXwWfw9Yn/4FFNtkvHx6H8iNOm28ecsidT2u4mjnwfA94Pj+If/fxAb+wPCAmzx24qpGDJlFVLy1f2U8pDxfTC8X/0BuS8vwd7kQ0hQBuHFs6EYPv7/sP+2dna+hO0fTIdv0G9oPsIfI+ysIaAQ2UlR2N1sOFZExkAZ+wPChhRj47uTMSXsKPLJUFzqJ6rPlFzB1uDxGD57N5pPWonI2BhE/ssWiZMHYtSyZFE1aziPEEpy9mLpG+PwZtg1dF+0HrHKTVg7pyN+X+gH93ERSK6W98T19we4vPl9eL8arNXfZ8ExfSmGz/i+lhIbU6dS46cuMW8oJow4TvEFbH53Il4N/rWynd/tiPQP3sCMjZdqLU0VuvKMqD5Qglt7PsXYcd/jltfH2KSMRdTayXi+SVNYN6vjt7K1juOmOq4J8r9euvKCHiYZ/9uJGgfEKM3+H77abYFXVkQiVhmDyLChoI1vY6R2jpRAzDWJ4b4hvs3FjHU1yHthxtY1mOdhC2Ao5q2LqSV3iM19LdDF1RW2OIfdv19FxS1Cfgb2bU4D8Dt2pl6v/CIx9zySd12C7NWhcLWzlFDBIvqqpQMGjXMDVL9he/INrVxVgttH9yI61xZDJnuii2WZtOteEaTEU/2OEcaVqUpV3/oVi8ZOx9e3PBC2KRbKqM8x9XlLNLVW/8KwzteDDSEn3Ub6b78Dsn4Y8GIrEb/YkTK2ibwGM0iA+XPeWBg+DfJja7B0Q1r5RFHJZWz5NBTbMQ6hn0xE16cMlF7UfZvYe0Gx20mIX8rGnkVvYdzXd+AV9iOUyk1YO7UjmjRtjmYi66nivnz377hQqGmMXJzYdwC5yMWhnb/jamUSwpnkVKhkg+Dj+g8IUu+DTXZcU1FfF66bBw8A8JiHddrjotT+qvee7Dp2z58A360yTFsbi6hvZsPlzJfwf20WAgMmYV5aRwSu3VweX799gnFjV2L/XdOs/G84l9V+jyjtvq866fcBUtScezB6V3VHIpVdi6IJMpBsQhRdKyMiuk0J85wJ8KBlyblaWxZQSqgHATJymh1HN4rL1H+/RymhwwnoQUG7/lDv9DrFBXQjYCgtT75DZRUHy6UTEX4kAwj+SsqutWSa43lQaEqBjr+D5FOj6ZqmHGU3KWG+W9VyFGXQOh97gutnlJxXUrmL+0cp1FVOcIugE4Vl0s5Nr0K6l3u/8lypjIoyVtMQgORBu+gOERH9SYkh7gS40uy4a1Sscz+Gtym7s5fmO8kIfZZS4l2t8yo6R5ETHAkYTqEp98r/VpxCoQoQYE+jIlKoQFNASW2koy0q9lutnJq6lb9Hu+6UVC1vlXYoo+IbcTTbSaajjXXQHE8RSilalSKpLnQqoTsJC8kJcuqz6ADdrawIKrq4kSbIQXBdSSn3y4gok5T+CgJmkTJbu2WKKVs5iwAF+Ssz1X+rjFPZqK/pREEJGVKcEkoKgBShKVXaXfN3yGdR1LW/qpVbO77u07l1E0lWvU0r4ngkhZ8oqLpPp2CKu/Gw4pzvp6wk1yr7rF9S2q+yHqZR5MX72juh5OVDCbAn38jzVEplVHRuHfnI5OS6/BDlabVp+fnJyS38OBVq71PmRxEncqv03+J790hV+QeiolO0aohtldjWF5d16zOVMVm1/A/pRlwwOUHX8aoTkWsqcqYnLUq8pXXu9+li5DSSQ06uoUfpvqSyE5XdjKMAOWrk3bKCFIoYZa+nn+ioJxF1alT8GB3z4mJC/HGK6WZcUHk9V2nnEio48TWNkkFHrqlOX54R2wduUNwsJwKmUVRmkY7968ptatlK8jc0Tugdxw0dVxxJ+b9GeTVq5nX9eUEfU43/+sYBKe1ARMV5lKvSHnNUlLFqTNVrGb39rDox5RbTNwy3ufixTh/dY3SNOpWS++7soiA5CEPX0blSIqJSykt4n2xhRwqFnOATSZfLyutAlbiY7GBLQ9edoVK9ZazeJ8SPV6Xn1tFQaF+vU+W1nGwSRV56aMR1r5jrLwnxZPIxog5lqnGOJXQr7l8kgz2Ni7qio19LuR7UrUHkJNF9u/L8JI1tBq/BtMpg60+hMUpSKrX+23qQLv9VVrVeZONoVfodurlrPjnBnkatSqO/qDYS7tvE9gmR20mK31txNEsGwrgoyjQ8kOjxB+0K6kGAH607p66VvASaZysje4U9yfAGRV5WX2uoEinETitfic4HJj6uyGs7ffc9NejsK1L6q/57Mt3XbJp8Ur2ddc0LSLg31NU3ReUyfXUl/r5PJyljoYR8pXfu4TES+YuxImQl70Gcyg4vj3CGnQAAT6PbAHfIkYKohDM6furZHX5j3NDOXDPt1wJO/frBDmmIP3W9/GeLuenYG50O+EzChH42lTPHwtN40ftVvFyHCb9Krnhnuhee05RDeBb9Rg6BHS4h8dwfKAVQeiER32/Pg7v/K+jTQusbV6sX4D6yK3DoIFKvav/0V8S56WWJlk9bac2SC7BQ9MAgeyA38RyySgHkpyF+bRIwZApmDrPTvXCewW1KkXvsF6w5a42hAa+hv/Y3yRYO8JnxGmyRhJ/+dxVV5nhlwzHltR6QaQpoqjayG4oxnlrltFKgn5cTkJuKU1f+0iqvHD6BY9Cvoh0EmLdzwxi/7mKPpIORdVHFnzi2Iw5n4YWAN/pBXlkRsFAMw4yZzkDyXvzvgrgfPdfkiNemeIv4Kbthdu+8Ae/nNOummMGm31D42WnFV+ll7Pv+F6jcR8O3j1abogW6uQ+AffVvtwHY+b0Kz3aatScEWDn1hZcdkBt/Clfq/SevxrWf7cxJ8FFYVf5BsEG/CZPgg6vYtvN33KC/cGHfDmxXDYS/bw+00GpTq279MdK++jddgOy18Xjtxaer9F/zli3RXPvbDQs79BykAHIzcC6rDusmGewzmph8BYETemuVvynaeb4KPzsRxxCTa3KPY8eaQ8DQSXij/7Na524Fhc8kzLTNRfJPybigXfli+vvxA4jOtavW3wFB1g3er/UXU0MiGRc/xse8tJgwfJw7OL73AHJrtLMZZC8OxWsvi2lojep5RmwfsEIru7YATmDXz7+Lf/S8zkxxXFPk/9rVzAv6mGj8NxXzFni6ufaYYwVFT2fYa10fiSaq3GL6hvg2NzjW1ZWU3CfvBq9x3YBDx5B+swRAPk4nJyPH/V0sn+cFJBzA0awiAAU4e+QQsuCOce72Eh7bED9eNXEYgEm+9lDtSsZJ9a+e6fZx7IxOh+xVbwzq0NSI614RpMTToxojjIrxJmjeyhb2+BO/7/oVqber10NdrwcbUk6SQtrYZvgaTGvjnEgE+43F2LFa/43eiOOaX6FYOMLvw7kYhWh8sHg+PgxZg+uj3scnU7tD3CqBhu/bxPYJcds9kBa/zZ+Bnb0M+H0vfk69KfJR3OqeQS8vD8hxAgfTb4FAeHD6CH7OeRlzlwfBDYfxy9FsEAiFZ49gR5Ytho5zg0MTY+6DTXPcR8OY/qr/nqzqNZsmnwD2IweiV0XdaeLLiLFUn7qM10bc91VhzH2AFNXnHh4jcWFJN5C8/Teo0BItbx7F1i1bsGXLDhy8DjhAhfSoA1qPJWo0RQsr7Z+IC2hqJYP2X0qunEJ8LqBw76KebNPa+qnmaGnMGdWgrxwq5BeVgFCCW2dPIAm5SArsDnPNs92CAEF4Gq4LkwDcxt2CEhH7FINQcjsNO79dhCme6rUVnnLFwqsA8otQQkDplXT8mgPYD+oBhYXuKDG8zUNknctALjphSI/21Rq6CVp0dsEQqHA89RJuaf9TGwWef7byktZkbWQpg1VT7R1YwqqF9iKfmvIq4N6lbbXBvPq2UhlZF9pK/8C5xEuAoi96dKw+DD+Nzv1cAFxA6iVjX0bxD3R93sYkFzGWLaxQpbaaWqGFJSriC7fOIzkpF0gKRFdz7XhvgqdcP8RV5ODS3ftVEqTefdZK8zy59jG01oiq8vfa18Ewpv2snm0Jq6o7gmDXBe4KAClZuFV6B2eT0wFsR2DX5lXLo+mTl+6iQKsi2nR9Hs9Wb6SSW0jbuQaLpgxWr8ugyRsPUVSXCQRDfaYiJnuii121/iGqfUTmmqxzSMwFFEN6oGP1EaOFI/oNUQDHT+PSLa3WM9jf/8KVU6l6+rsZnmpuyrcSGhc/xsW8moSYMHickus4FZ+mu52FpmjeUsKjWDXyjNg+0BIu0z/AIs8/sT7gJbR28sWc1b+KXJeiLkxxXBPkfwN05gWdTDP+m04hbqf9jG8XTYOng7XWGKC5PhJPdLkN9g3xbW5wrKsjSblPeBYvevSFTHUMR87cAwovIikmBXae/TDCfTDcVUdx4ORtUFk20n5NB9wH4yWFlIX/JYxXTZ7HoPGDIctNwM6jN0EVj1F2w6SJ7rATjLnuFUNCPD2yMcKYGBdg5TIZYYsGIGf9W+jTuie856zGHs06bnW+HmwgOcmsJdp0swPu/oE/xT7aKGFsM3wNpvUPilCkFBOItP9bjTG2mvsRAU91nYhPQsehWLkWa88MxOKQ19DF0COUFQzdt4ntEw9FblcgLX6temN62Hx45qxFQB8HOHm/h9V7pK71Z45nX3TFcNkF7D5yEQUowJmk/Ui364kXRwzGaPe72HUgA7epENfSjiINfTH6pefQxKj7YFMc9xExqr/qvyerOu4IMLOwhBkAs6YW0Jr+rDbXYAp1GK+NuO/TZtR9gBTV5h4eJ1GloKyj2B5Xvo5JZPAb5QvbaUvfg4STgXjppadNXLxHyQ4jQ1fjI882Ov6tKVp3agbgrzoeQ/OM7pv4OLMXZr8bgh0hDmjX/CI2+PkjXLOV+o0SVTtZtT0Z3Kb2t3xRSTEKAciaWTaQV7nW51vJTFAXtb7tklBSXATAAs0szQDTfDdQ/0aGYtdHnmil458sWndC3c+k/Hl3pU+x1t9kUDxvBbnNJGxVDtVKwk3wlOK5RxfLLSxR8cUhxiB01zx4ttLxaYvW6FTbj/hKriNh6Vvw/fgKBs2ehcU7FsKxnQUubJgD//BaPmcKJngDq5Rco/sfS1FcWArILGFp3gC+6tHpEefCxxkTRjPUBwSY2w7Bkh0H4BW/BT+tWYOwwDHYeWQ14ldNxAv19mI/Q8cVE3MNZSw03fhvGuo1jnw/Q+agmXh38Y8IcWyH5hc2ws+IQBVVblF9wxRtbhrScp8l2vfqDzdsxq/pN7C0bQq2p3XChM87o4W9OYZ3u4qvD57Df7rewI49D+EW/hIcjGpgMeOVJewGjISf/DtE7zyOj0b2wtGdCci1HQFft7YQKm6hTHnda9p4Mo06lMm8PV5eEoWTXj9D+dP3WB0WiGE7TyAyfiUmd5RyPahnm4aQk4RWcOyjALbvw65jtzF0WPUJnGpMObZprsGMnTFQ5aPgr/q41hbRJ66J2+7WfinHbQrbl9/HjpMeiFf+hDWr1yBw2H4cidyIVZO7iPxVHCC07wEvN1ts+jUdV5a2xrHtKbCdsAA9WjwHi+E9kPv1IaT/5wXc2HEYcAuGq0MzVF7pi8kHpjzuIyLp/q2hMlF+FXHfp4uksfAxLpxvCiJyruYxSjlcQ3dj79w+Wt8APMT57/zR6c1fEJVwBnNecq3x7UBtzNp1xAAZsD7pNLLec0YHrYxMD+8jT8K+jGeO1oou6IVvcTLfGk7Ozmheb8fKQ8p3n+Dj/V0RmhKJuc7q31uVWGK/1hcZFfXyaxou/9sZL+iYVje8TTN06O4MOTYj6fQfeM/ZQWvAK0PBhTQkQo6ePe1R2xLgj66NnkK7jk6QYaeO8hbhQX4hAGN/NWaCujBvj+7ePYDwEzidVQjnDtplycOF308C6ISeHZ8GcA+WzSwA3MW9ghKg4huvUjy8X7eJDJNorYBzLxkiT6pg5dQbzs3r60ajOToMeBUddP1TK3f46vwHXaS1n+Y6qyj/AQpRNclR1mkkXQLkQZ1gZ2YDODsCkTnIt3KEs7P+nqA7zxMepGzA7I8Po3vobmyuyI0qWOy3FntyxjN7Fh0HOALrdcRk4QPkFwGGfsYqJteYd+gObzkQriMHoOAyfk+8CvTsgo42ZhIucmvr76buJ8bFj3HqISZqa2cqxP08iW+1q8IGCpF9AAAEWUcMGD8XA14bB9+F/hj+2RdYN3kYPhssh7mlJWR4gD/ulX/rqAklU4wT+o+r6/KuOon539wSzWQA/riHgjLAtuJE6lrXphv/9RPEt8OD3/Hd7M+wv/sSpGz+N5ytymulxOKAyF+/V2W43NL6Rt3a3DQk5T4ATRR9MdrdAoH7krHHah+SbIfiIxcbwKoTBo7ujoXrE7DX5S8kwgUf9O8osZ4l9lXbfhgzrhu+j96Lo/+2wMHtV+E0wxuu6rKa/LrXxPFkkjGirmUSWqDDgPGYO2A03vBdBp/hyzB/3evw+ayrhOtBXRpKTmqJF4d7w3XhXPzw/S4EDJqCTnonnqWPbYavwSDhJroUqrRIfBC8B53f+Td67l2Dj9/7Fl6738cAiS8d0U38vWCpqO1KYC45fs0g6+CO8XP747U3RmGhz0R8Nn8jJvssw+AWIgeCJs/hpdF9gcCjOLFHwNakjpj80YtogZboPnAQ7BbuwYG9TshPzEWPD1zhZClIOnfTHvcRkXT/Juo130YyM/7esK65rI73fZLGwrv12FFB2QAAIABJREFUla8eDcM9reIxSjeMH9K52sTXU3BwH46heh+nrJ3QtheGv6oAEpRQpla+kQl0Dyfj45Agbi8wt3wKQAFu5xn3iyMzR1dMdJUj66vvseWSsWtEiVGA7PNZAJ5BGxvN/D+h+HIakm5WbiW0dcGrfk7AnrVY9XOmznHD8DZmkHd3g688C9u/jKrytkxSncKmNbHIkY3AtMEda/1W2jRtJIY52rp44FVZFhI2xCO14mfdhJLsQ9gSc0rcbgRzWLaQAQ/uIu+BJsGZoi5s0H2gG+T4GV+uP6z1tqBSqNK3Yc1/UyHzGYXBjs0API2OPTsBOIYdSZeh+b0U5Z+AckOi6BrRf4qWaAHgwe08ka9xrsbMHv0nugNZP2HVlgsoNvyJx8y49suKUmJ3plZOoLs4smkjtqMbxnl1gxxWcOzvBVck46tVv+BSseR3cCEv+xrSIUPrNvLKNwcVZyIt6WrVTXXGZR0JbeEyfABkSMQG5QmtN0IVInt/HGJqf42reheGcw3knTHQ1wnY/j3Wa78pkfKQvul7/DfHHj7TBsJR0rWpvv5e/sry+Nj/iSi82Do1TS4UR0JMiKW3nUuhOrkHsQkiGlovI/uAeVt06dUBwH3kPSgCYAabjl3QEzk4tOMQLmr2Q3eRqlSKGCdEjuM1jvsQ56MXYMrk8ZizLVPPpKbE9rexR8+ecuBQApIuajJsKfJT47GhTnVtuvEf0DcOSGiHvBycT1cBrVvDpuJtjw9wOe04bkI6w+U2sm/UaPNHSGruM3sOfXxcgKObsTrmGGwne8GlRRMAT6OHhwdss3biq29+QW43T7h3ljpRLrGvCm3Qd+TLkOcmYNOy1diQ44JJr7yIFpqimvq618TxZJIxwmRlaoq2XbqhI4CCvAcolHQ9qEtDyUkCrHpPwOI5rsiNXoSA9zfqWE+t8tyk9l/D12DiUX4KVgf/Bzvav4WlIR9h4ZI3ID/2Oeavqv42TOOJ7RPitqtL/Aowb+uEXh1bAgUqPCgkoPQ8ov81DZN9FmBbTm2zic2g6OOOHjiK6NWxOGQ7FMNcbAAIaN5jICbYnkX8V//Fz7ku8HN3qPi5Qd3zgXHHfTTq2l9NpQ73hhJymc5rg7re90kZC+stXz0aBn8xRrczcGDXJcAtCIM615xDbuLoiekTFNiz6X84euE+Xuoh4ejCcxjx73cwJG4OgsdPw413x8L9H8CNJCUitmWgjQww/J1QM3To9RKcsATfLF0I698dIO/9OgIH1/5tWhVWvfFWxCLs8ZwD/2F3kBowCq4d5bAovoesjOO42DUI4eMcTPA8dGv09HKFLHIblr7vBPLrjKa3j2LD50qcbaX1vLlgh1cXLsG0pBkIe3UYLsyehXHuz6F5SS4uH74Fp3nB8LYVsU27V7BkbRCSxobglTF/YNl0D9hZ3sKRDV9ixU4Zpq6bj9cdDfzGzyRtJI5gNwT/XuyDuOAQjJ+YiXfHueEfdBHxX0Vg/VmRRzFrj17ePYGlG7F0niV+d2iP3uMmY7BdXevCAu1GBWNtwFGM/XgyxtwKwnQve1jePooNK7/BzlYzsW75WDhaCACawXGIHybIt2NT0EzMuPIqurfIx6mYjUi8a4a6rp5k1qEnvJ1kWPrNMsyzToWD3BnjAgfDVvQeWqL3W0sQuscPwf4+yE+djjGuHfG0RTHuZZ3GsYvdEBz+es3nyB8jwZhYvhCOsV5/IGS+L3o+XYSsveuxcPUxOE5bi+Bh7SBAgFXvaYgIPQjP4AAMyz+GgDEvoePTFii+l4WMYzfRNXgJxnXUN4Sbo03P/vCVfYttSxfjExqNzk1v4ciGNVCerfYTf71xWZdasYTdiLeweMivCA6eiok3ZmGce3vQ5V/w1cff4ayYXYjMNaOWLEdA0hR8/Mo43Fo2FV52Frh9JBorVySg1dSvsPz1TrCQWHqd/R3XkRS9DtvOwnA/kVCnRsWPUSTEhGi62xk3DiE6YivOtpHXIQmL7AMd/kT827MQ02oEvHrYwur+acQsiwGc3sbovq0BAGaOg/HWBEf4b1qISTMuwq97C+SfikNY4k0R44SecdzTDD/XdlzKRvquLYjc1g+RH7XR+xiQpPY364ghb/lC7v89giaZ44pfd7TIP4WYsP24W6e6NuX4b653HLAT2w5tusPL1x6R2/4P739SCr/OTXH7SDQ+V6brfMzCIBHlfkVM36AbBmPtkRGk5j5rOPVzg13OR9iZ44x58zUTUU3QwsULk20/xYoDgF2IO7pbSf3FhNTxyhytB47CTNtwrIhMB9wi4N1ba1VYU1/3mjqeYIIxwugyleBW/HyMjmmOSV4voo2VCmdiwhANV8wZ3RutYAFB9PWgnnNrEDkJgNAOQz9ejXW5U/FmmD9cwpbCc9Y4jHBoCQElyM88gp/jeuCL9MXoL3VsM3gNpuXuAWz4HNhfLeCa9X4dgZ4y/L7mU3z0a2sEKGfh5dYymI/5N8In7IP/p59hzdDv8J6LCdboFdsnxG4nIX7pVjzeHh2DVpO80KNNM9w/sxXLov+E05xX0LeVGeiPdOxavx7bvCLxUZvabt0FNHXqh1F2wVi68wJs5y1WT84DaPEihk3uiBUrkgC7xRjY3ZT5wMjjPhJS7t/qUx3uDSXkMn3XBnW675MyFtZnvnoUan9pZeVr4jWvga6pkK5FTSdZxTb6X+2s+xWiDyk7eT3NG+lU/rpT2FKfqWG069x+Cusl0/G6T13FzKKE5WPLX6MKGfUKP0ElkstRQgXn4ik0YKh6P+X7Unj404Ko9PJXkErep66yXqffwmdQH5l6/55vU8RvyRQ7y4lgt5gSK96DXEIFlxNoVdBwrfLYkvOoRRR37aGEbR5S9qH/UpCnY+U5eb5N4bsuVH0taq2vbRbbRuJeu0u11WXxDUpeN59GKmTlx1L40PyNe2nH0oHiXhdOZVScvZeWj9KUdTiFn1BJq4vaFN+gQ6tnk6emfHAkz4AI2nUpr9prsR9S9m8RNLWPbfl2MjeaGrabLqR8S0OrvGJcwqvQtfed8BmN0pShVzidKKklBvW0QVnBGYoLDdQ6FxAUnuS/IJoy1K8Zl7rP+iWu/SrKvDSWftNuK5kbTQ2Np3MFJVV3W3aPzsV9TgEV+y1vVw//RRSVkVd1nzX6d7V2VgylgIi9dDz2HZLBlUIS72gOoicu69pnyqg4+xCtm+dTkf8UI9+njclbaano9hGTR8qoODuJVmtvoxhKAeG76ZJ2fda1v6v7ybnEldTLYD+RUKeatpISP0bHvLiYkHac6u0MkvWZQWG7jlNi2HAdr/+uzkCeMdQHyv6gQxFva+UKW+ozNZTizt3TyntlVJx9gMKnupFMe5y4cJjWDrWtfZwg0j2OGzqu+tXvsglRdM1gDpeQ/6uM05q6TqOUtX5V6lr0uK9zv3Ud/3WPA+Lbofp2juQZ8DX9djyaZslAdiGJpCo/SQm53lC5RfQNEbFW9z6q47XxevcrMvdp5CXQPFsQ5O/Rrjta/152neICuhHgTPMSbhuqSNLbT0SMV5X+pMQQdwJsaciqU1RU4xh1u+6tqq7xVNcxog5lqnHsYrp1aFWVOpb1mU6hcWeqXTeLvR7UpwHkpIr936QTypXV4goEWR/ym/cjnSgoJcljm5hrME08QPd/itDDdOfYFzREBpJP2EgXizQVU0ZF59aRjwwkG/IFHcvT0ReJSPp9m5g+IWE7kfFbdiuJIrT3VaWuykiVuJjsoKAJUZdFxNZtSpjnTEAPCtr1h/YZq+/pQbbzEqh6thB/7qY8rrhrYNFxna0kf0D33IGo/ir9Pl/a30XeG9aoA7G5TH0MndcG4u779JMwForMV4/nXrJ2AhFRHebVGHsE/sS++cPx8goXKLO/0npLDWM1laSuhJNLMBCagrNznRvIyyUesfx9mO/0MlYMUSL7hzESfk3I2N8FoSjtK3j2XIMX43bhG+9/mOStvowxxozH12CmpkJaxHj0XOKAuLMr4d2aa5Sx+tKAHpZiTBdCSeY+bPhvKmS+/dGz1p8QM8aAh8j8ZTP+m2MPX6/u0PV+Icb+/gpxNfUgDrlOxYzB7XhSjDHG2JOn7DpSd2bA9YM3MJgnxRirV9zDWAOiQlrEZMxM7YI3BnWH3dPmuH/9EKIj/oudxSOxfN4IdOCpXMYqFZ1AxMtBSPUYjUHd7PC0+X1cT1IiImwHij1XYJ53R/72gz2hBNgMDkPBtHaQ8awYY4yxJ1HZsxi87hSmtZfxF0CM1TOeGGMNiADrFwbBeds3mP3mJ+q/OcJz1oeImjkNY51b8aDAmLYya7zg0xXbVofgzUvqFS0VQzFreTRmzvSBs0leY85YQ9QUrezbPe5CMMYYY/XH/BnYt3/chWCsceA1xhhjjDHGGGOMMcZYo8RP2TDGGGOMMcYYY4yxRoknxhhjjDHGGGOMMcZYo8QTY4wxxhhjjDHGGGOsUeKJMcYYY4wxxhhjjDHWKPHEGGOMMcYYY4wxxhhrlHhijDHGGGOMMcYYY4w1SjwxxhhjjDHGGGOMMcYaJZ4YY4wxxhhjjDHGGGONUt0mxnK2YIogQJiyBTkAQFmI/6cLBOvRiEjLF78fSZ8rQc6WAAiCA6ZsyapD4Y31OI+vQupKTwiCJ1amqgAAlBOHf75gDeuhXyLtAT3i8vyNmSp2jVGSipUOAgSHlUgtMdVO7+LgIjcIggvm7/tTz79Zo3dEGkqr/FshrmyYBEF4Dr4bLoIj6O+kZj5gXCf6NcS6qacyScqxWdgyxQGCEIAtOSZLyH9LJakr4SAIcFiZigZfEyU3kBgxE32tBQiCAMFtFubPrOMYXn2fA1bjdKnhjz16DbEvs5q4nfRpHPcuj/p+8cmJt7/VWMSeKKb9xRg9RG7OHUD1J/7ML67/zzHQX/eQk6OCKusu8kue1MHlEfjbx2BLdO3vBjnO4df0G1Unv0qzkbH/LAAVju87icwqYXIP51PTAbyEUf3aQ3iURa5XpVBlZuD8HRFDKqmQefwC7nD3+Xt5lO3GMcJYA3IfGWuDMDJoN5q/GYEoZQw2zvdAuz91jeFixwJd+3THc2b1eR6NCOfQxktH2/O9C2OPk4R7pEbGtBNjTRwxacNBnMn8BR8NeKb+P8fQpONEbDh9AZnHFmJAC34y1mh/+xg0g/yFHhioY/KLMo9jV1Ju+f8cPYMrBWWV/3j/PP63JQ3o0Rc9nm/6aItcb+4jLcIb1s+/gx1XH9a+aWkaIpxt8bzfdlxtkL8MYDo9ynbjGGGsYSk8g19W74bKLRhhK97BuDGv4Q2fCXi3xhguYSzQtU/vbpDV+8k0ApxDGy89bc/3Low9LhLGxUbI5NlIkLWHk51M8i9PjP0cM4PMzgF2Mv5as67+7jEotOsM9x6yapNfpcg9n4ZEDEFQ0Bgg5zjSr/xV8ZnSaxnYnwXYjeoHp6Z/1zOvjlBSJDLZUwmK8v/ePzlvlB5lu3GMMNaw3M3EqTQV4PAPtLasHLdqjuESxgI9+2QmwDm08dLb9nzvwtjjIWFcbIREToyVQnV+J1ZO6w9rQYAgWMPB+0NsPnkbZVW2q/Z8c9EJRPS3gWD9JqIzi6psSbfiEWgjQOj/JdKK9DwXTXk4H78S0/q2K1/vQegM7wWbcTK36r6qlDFwGBw0ZRz8DiJ2X4RK8+sZ9bojNrO3IT15LWYPfqFivz6Lt+G8qtpXWZKOr6MerN9F3KU0bF40ES6aNSscfDH/u2TkVP/pcEk2Dn8XgtddNMdqB5fxy7E57Vbtz1frW0uF8nA+/gsEVpyjAMG6L96I/Bmxgd11r0X1IBnLu1tDsJmN+Fs6jlqjjOV1/GXijRplJNVZxK/8JwY7WFcc39rlLUSevi9hm0LkHI5EyOt91XEnwNplEpZvPo7b2vWnrgOHlUnITPyyvL0q6sPI2NXar/h4ycfl3eFV4sVn8Rakxn2I5/Q+81+CW/GzYSMIaDd/H6qujHIPh5d7QhC6IzD+huH1v5rao/ewTkDOaZy/rkl6ecj43yHk2rrgFV939EIG9p3MUe+rEJmpSUhCD4zp/wKaV5xH9dh5AYMDv8Tuy/m6y6CJm3YfYF++Vq3e3Y3ZFX288pOUGY2J1gKsJ0YjkwglOcn4LkSrjwgvYHDgN0jMKdSqJpFtkbMFUwRruAQfAHAAwS7q2NKsJadV7zlbAiBYuCD4EoBLwXCxEKqtBaGjbNZ9MX55LNJuF0I/Tf//F5QnEhBREXvt0DfwR2SoiqE6vx3Lx2viujO8F8TgdEU8iawTXegPJC55BdZCB/h8marOfSJyo65dqdKxeYGv+jMCBIdh+OeGdDwAoH9dJl1raqjrwyEUyZm/qetDa53E6nnAYRgCI/bgcvX+Jbrd1OW/l4Ftyyep69AaDj4fYdv5vMoYNpjPxB9L66giY0ZC/dWa36ofPg+nN38I74qc+gIG//NHZFRbw8Vg3ejIvYLDMAR++VvVsUtM7hUZd4bLJKV+9bSO6iziV75ZuYaUgy8WbD6O3DJ929Yel+XroHhiZfLZirWpytdEKYXqdAwWeHfWiq052JBR29pX1etLfR3wRiROF5HI8Vfd12zeQ1x6Ir6dPaKy7nXWp76Kyq02lr2AwbPXIrla/hFfRz0xOy4Vyd/O0dp2LBZvO1sjFmrfp7p/tBuLSACIHIt2gqDuR/eqjuFSx4La9qknd4m9biuvg84IUB6usoaZdd93sSEjD6Q6WzX2vT/E5tMi26oKcddM0tvkInaHa6295jAWi7cdRFyIm4F1/MTkUDF5Qv8YYtq6VSEtwhuC4ICJ0VeqbkM3EB/YHYLgjYg0lfFjdPX1bSvoHhOkjY/a5dV3D5CBItSWu3R9Vsc1YF3HT333LqL6VF3ynImvOavUt9T7xYYXb5Kv/yV8TmreKd/vXZzb9gnGa+KhxrZir5elxoyB8VhsXanjyDpgM05orpEEAYL1AARuOAkV5eF8lfPzxYLN6dXqQkKONHR+osfFRowMKqOiS1E0zVFGkHlSQNgPFBv7A4XPHkUKgAAQ/JWUTUREBZQS6kGAB4WmFBBRAZ0IH0mAgiZEXaayin0W0824IJLDloasOkVFNT5HRHSfLkUFkiNAMo+3KSwyhmIjv6DZI53KjwkF+Ssz1duWUEH6eprqKCfHccto095DlJwQS98EDSEZPGhBQnb5sYtTKFQBgr2CFHLNuaynFVPdSAY59Vl0gO5WFFLK8avTnE8P8vDoRoqRcyg8MoZiI1dSgIcdAXY0JPQw5WmOVZxFexeNIBlsqc/UT+mH2FiKWhtCfo4ygmwkLT90W113OupJc06KUEop1jTZbTq0fCTJIKs4tlK5idYum00L4q7QvYT3yRYg23kJlKfVzoUnIsgNINvZu+hOZWNVeniMQnu5k3/IVxQZq6w8H5kPhR67U9G+ZXcP0nJPOwKcaOTsLygyVknKqDW0LOBjissuFrnNQ8reu5Q8ZSBZn+m04ocYUkZ9SyF+PQiwI8/lByvbSl0HMncPGiiXkcJjLPm/E0XnSuoSu1Lj5S+6pgyqFi+a9kbtbZaXQPNsQbB9nxLySivru/A4hbvJCbbBtOtOiZ5Y01ZM2coAksGexkVdKW+PklO0yl1OsqlKyr6zi4Lk2u3+B+0K6kGQTaeoa4XqxrtH6etmkiN60LhlP9Le5EOUoPyKgjzsCH0WUcKtYh3HvU0J85wJGEKhKZqIKqU8dZwBfrTu3F/qv5fQnV3vkbwiJ5TRw5RQ6tXHn0K+iaRYZQxFhr1NHjKQbMgXdCyvRFpb/HWZErf+SKH+3QjoRv6hP5JSqaStiZfpryplLqO/Lh+krTGh5G8Lgq0/hcYoSancQYmXVURURsXZe2iRpx1B5kZTV6ynWOUmWhsyrryNPVfQobv62kQTS3akUCjIIyiCopQ/qfORjJwmzaA3HHuRX8i3FFVxDjJymr9X3e9E1kmNmNXkLDvyXLSHsovLSHRurK7sBu2a40qQudOssB/L88fSAHo7WpPHM0npryBgFimztWOimLKVs6rlR3U5ZX3IY6A9QeFBfv7zKercX1RWkEbrpvYiOE6kZZv2UHLyXlJ+M5s8ZHLqs+BXulWjcIbaTVMnclIo7Ekx8l+0LPRTCpk1lBQAyYZE0In76p0azGeGjlWzbOJjRkL96c1v1Y9fTDd3zScn2FKfWZ/TJmUsRa39mKa+HUPXyrTjRUTdUB6lhI6gPv4h9E1kDCljf6CwAE+S1Ri79JVNbNxJKZOE+tU1Lhadp6hpvQiwI4+AlRQZG0OR4XNopEKmztGVbSE2LotTQkkBO3L3cCU5HMnDz5/eiTpHxTd/oTlOMpL1CaCwTbGkjFpDS6fOo2hNnq2hhO4eWkGeMhAUo2h2+A8Uq4ylqLXLKGBBPGWXiYlX7fpU5x71ef6wYjr1kYHQZykl6s1bmvMByRQKsteUo6Ltq+YfaXUkI3uFPck1Y+MPn9LUPrYEeNKixFuV1w4G96nuk+vmkQdA8JhH65RKUm49SJf/yq+aD6WOBbXtU0fuEn/dVr0OZtM3UbEU9c1s8pCB4DSOZr3hTI5+IbQ2anNlWzktpAS9476ua2bx10xS2oSKL5MywLlqv1GPR0C1PlaDoRwqMU/oaAfT1m3ldbBsQpQ6b6r/5WYcBchBGLKaMoqMHaOJKFtJ/lWuPTVqjgnSx0dNYWu7B8ikMtKfu0rEXgPWdfzUlaMl3wsZk+dMfM1JRMbfLzaseDPu+l/856TknepjUdCyFbQiZCZ5KmQEmS+Fn9Dca0itGzExI2I8FltXVeJoCAV98xMpoyLKt4MzTZrlR46O4yhk7SatunCj+Qk31XUh9VrKwPmJHhcbL8MTY2XXKS6gGwFDaXly5eQHleXSiQg/khmYXCg9t46GVu/0mn3KJlHkpYc6P1eRFFw/o+S8ygRXVpBCEaPsqyaaogxa52NfY1u6f5RCXeWE/2/v3MNrutIG/jtyI45wjCKZRkNEj0sQoZqIS0hQt4TKuNS1U8XT+UovaGdotXTma9N2xJiRapUP08qYtEiiipSmaahrQtxKUCEpSiTCkNv6/khOss/JOTn7XKKmXb/n8Yectfda613vet93vXvvtUKXi8x7FTUKSoiYm/SDKDUtp3upOgFhU/21MPQHoZuwQZwtqbF2FYUZ4q0QnaLvZeJ66kKhr2VoK0TJ2Q1igg5ByLvi4O0Ks3Kq7VzKRWHaYqFHK/Rzk8TlUjOe83aGWNpFK9DNEUlXDFIwJDGDxfzUaxb6dU/cLLitWEhXiJLj8SIShG7OdnFdCCHETyJtUVhtGRthvUzF9V1igV5b28GVnBbrJgQIGCpiD940lgF+YtTyg+KWqZ7Zqbs26YuhvUb6UiFKLyeJuXqtlTErEHuXDhDQRcxKulTVTkWi0iiBWTeG+Wa4puLcOhGFtxi8+qQoLz8pVg/2FnSLFQfvVghRnCYW+SIYvFqcLq+ss+T0ahGl1YmQtzJqFr+iQtw++K4IQSdC446I2ks7Q7Krqh4hRHWyzM9f+Gt9RdS6M1X9ui7SFoUYJ8tKC0VBsTKIKRbHV44R0E3M2f6jzWNhftFgAXPBmRBCVFwRqQtCay8SxG1xdt10oUMnQmL3i9tmb2qo32QOlhwTKyO9BZjI11wf1MjEqJ83qxy5VgRM3yhyDDZHrW005WqSmKlFMG6juGg2+LYjMQZCO+rvIvOWoR23xenVE4XWdH6Km+Jg7FABw0VcpoXxszRuSts7LUH8YJB99Xgq5afGntVVlwk26YztibFa9q0Wl0XSTL2A6WLjxRIzv9simwpRevOmKFbWZdBfIz210DbVemdDm2yRb60xMzyMM7VtZeJW5t/FKK0yMaZeLw3BO9oYsTyzoDqQvZr0P8YPKKxR+LVYpNcK9PNE0uW7Fgqp0VcLtqe67coxrk11f3STRPyxmwqfeV3sfWuwAD8Rve57UW6PjIz6ZvApyrbbYA/MLvbM2X0bfEGd9zS1XbbEbZZkYLDppnGmmrEyEzPbEDOpH5OafhrPm7victI8obeaGKvCkg21w04Yj0M9yNYQJykfGFbbD4P+Czt8tK2JCnv9o4o1gLBku2yJAR30n7X+bs9ayD475+yY06H14gOjb/bG/+qvU293lL5optj4g+LBeupCoa+lY7bIRoXOWPXHNsjKrB7VzBXj9akZWdhsI9XMCRv84q8Q659SFmSzKyEboiYxoXfzmr0bNM3oOmIkg6xc3qB9XyZF+1G8fS9Hr1W+rimuHSElIRvtyBH0b2tuw+9yCo7sIaHAl6jZY+jtVfMNukbbhRFj+xiXPpPGmi2FhE0ZRi9FWTw7EDa8M2R8w6ELilcqfQczJtwX1+py/vSO0EPBIY6d/4/N9VsmmBnPDMHfTbEHhlcPJsweBsXppBzIR/ATB7YmcYoIZj3VG12NgHHzH8IzM4Jh7y6+PXNHZZ03OJicxCkGM2dGOD6uZvbK8AxkxIz+UJBKyv4rla9Xlpzl64QM6PIkox+3tPm8O02beSr279Dg5t+N/n5QkHaa3HKgKIvkj9IhciozhihkrMRqmXIKDnzBqlNNGDxrLH10ijF1a0/UM2PxJp1Pvr1gfPqidihTx3ZDa2igg7pbjRp9OfAFq07pTPRFg6tPKGNiAq1U0JQeI8YQSjYJKUe4JgBuc/LrL8lgAM+N7oGXyqY2+G0AvX0hP+N7LpUb9hfrQmQ3Hxo08KZTP3/IyuREXknV/mJaukV25ZEGAP/hzFdb2VLcjynR3fBS6KJnlz4M9ysgI+UwF2p9duSCLmgA43T5ZHxzgisCuHOGvdvyCHv5DeaHlpH6xSFyBXDvHN9tPQaDhxLWvmHl5a5eNGus3GfCE//uwfiRQ9rpH43H2OpYOImCI2xdlQGDJ/FUn4cUOu+Jf9QkZngXsPeTvZyp82uGQGLGhNbMQTdfuvf3BzrSMma/AAAZBElEQVQzfGCnGvlW9+E4p3OrPoG1RSZUcPdMIn+c+iaZw//KZ8vH0q7K5thsGw00/g2+flo4vItth6446bjsAMZOHUFXw54i5ef4as0XFIeNJrqXYn7iRZewvvhxmJRDlzDzlZsKQvjD0xG0Mche8xC9h0fiayQ/FfbMFpyiM3Vgat9q4UkL39ZAJtu3HTb+3NwINbLR4Nq0KY2VdRn0V6mnFtpmu96paJND8r3OkV17KGAYsyf0UNg2F7RdBzN2kG9NUTv0Ujt2PGO7Nqsq24DGLbzx4ycOb9/JIaufeFZQdHA7H51qQuScKQzxsXQIii36amJ78ELfuze+ZJF87JLV+ew9YzoTujRV+Mzm9J4wiSgusDnlMJftkJFvzEjCq/umwVP/GBG+UJB8jPNl1LM9cBQT22Vn3GYsA4NNB7/h/QiqnieGsTJn6y1hX8xkdUyq+2k6bzzwCR9JjGLa2IPtdsJ0HCz1xQHZNmjLgEmD0BbvZ8/Ra5XxsbjC/pRUCrQDGd//kco9aGzy0XZg93xQsQZQYGy7bIkBnew/7ZpTdto5p8acDq4XHxR9szv+t/0663ZHUfYPTzGiTdVaARea9x5MjK+JjtkkG2s6o8Yf2yErIz2qmSv49WdgkK5qHilkUdU/222kY75fomKPsbLzx0guAP+wTvia2FdNw8Y0tVrDI/QfPxBtdRKmjGv7d5FQ0IVJE8Nq3bOS/3D+2CEK8CesU2uTzdBdaNhYeU5QGVdPZZJOAemzA3Gt/hZYg0bTjJCF6cA1btxSqIO7Fk+jjcbd8fRSKr8t9ddFEx5q2tDkbx74duqOPxc4mHud8vIfOZ2WA/6P0a2dadlmdOzdEzjDoZwb6qosv0z2ztPgF0x3f08LhRrTKWIkkdWJGEHJyW9IyICQqRF09bTkSAVl17JI+eA1poZXfVPdMISFF4CiEsoElJ/PZmc++PXvZpQQNGqi1TJ3yT19nAIeJbLbwyZK2gCvjj2JpJgjh3K4qvyplT+PPFSTZnNYdw1Y1RdDe83pi2lZc2hw7xTO5EhvChJ2sf9aWU2iMmQEQ7uqbik07kCfMd0gfT/H8gr4/uB3FHj3pEeAFtDSoWdvdJwi+/wNrp7KIpNARvVuR2ULr3NqbzawhdmdGyvmkWKcc25wy8zKRPNQZwYM9af4y4OcvFXOvZPfsinbj/CuAwgb/Vh1Yrzih6PszHIjbPRj+FcP7D2uZW3jg9emE96+CRpNAxqG/IkLFFNUUmb83b/VsXAO5bmnSSsA/8hutDO1kl4B9I70hyMnyDG3F181Hnh5uiv+74Kbhyvgioeb0okb+nCXkupkhg0yIY1FE35P/Bk39F0706Y6QLDDNhrw7MHTyxYQnv8Rs3q1Rz/iJeJ31L0nmXV+S+dHFAH+1e/Zm14A6bPp7Kpsm6Gv+eTcuG3nQthU9ho8PLW4G8nPuj2zBefoTB2Y2LfaNKXn03/ktfCfWDvrcVrqo3khfqeZvWjUyAYou0pWyipemzqwaq8Kg84o9dRc2+zRO+ttcki+ZZc4lpwF/t3p5GtiLzQeNG6qqNsOvWzV+REeUgbHPSez7LW+5K99ll4tuzPihXh2WNyj5T+czz5CPv707+6Lm9kyYJu+WpKnOjwfaopp9KDx7USYP3Awl6t5tsvI3csTI8l7eOKlbFC92gNHMbFddsZtxjLQ4OLmjgvg4uGGYjltfj7WiX0xk9Uxqe6nmXljWtawl5Hyn5X9x2y3EybjYLEvjsjWg7b9RzBSW/Og0vAwXzdpNOG+hk7b4qPtwN75oGoNUIOx7bIlBnSu/7RvTtlr55wZczq6XnxA9M3u+N/266zaHVSUNdIxW2RjTWfU+GM7ZGWqRy5ueLgALu64uSj+btQ/Z8ZSErXUFWU7CXd8+w4nRvcxCSlHeGN4UGUm3PsJokNNjYgj+DI8Np43wluZ+c2Dlo82clpNzkGLl7srmjpP6xGUlZYAbjRyV3lyi+F+ppPNCA1u+oFMjvZj54bP2f1qKPqvvySDUOIiO9YKiKvbkr+LJU/9njcvBjH3+UVsXdQen8ZnWR8zhbjq6ksowjQYMW2itTJ1n5ghykq5B2gbud8PBVaBE074cAtg8ORBaHcm88nu54nUVyYqQ+MGEWgxUWmOZnQI7gKc4njOKW6n5aCLWkCXJpWhsq5DN/rxMRnfn+aJvCyKdaH06WyaeBtD7Pb5hLcwI123ljxqbtA03gRF9IBPj5B9voDWB9LJ8h7A+91a4+fWmy4FiXyTfYXOl79iB6HEhfhVjf098lNjeSr6bS72n8Hzr/+TRQE+ND6zgZgpcWYquj8YdNT8j+WU3isHrTvuVp7G2oftMtHFzOXpO5t5709/4r2+CSzuq3yjxh7b6IH3oFfZenQAyYmfsCp+FbOH7Oa7dRtYObkTpmGrQwyPZfsb4bQw85Nby0ct2hHHUGfPbLrjz6ozABpcvSNZvHUPEcmf8cmqVSybPYaU7+JJXjmRDrYMWtklUpc8S/Sb5+k/dyavb11IgI8bZ9a/gPppqUbv1L/led/lq0IvLT6ld32YQYs3cjRiG4mfrCF+2WyGpGSyLvldJncwXSgZ/IdpwtykjJP11W68FH7XERlZ4mexBzbi7LjN8QbVT8xky2mSuiCe+TyRKOVisKE/j1hVAufaCWeg8Q1hbIyeTxN2sf+NCB7bv4uEgiCmRvesSiLdx7jF1vmgag1gDWsxYD3Yo/s2px68mPOB0jd74n+HrnMUZ8tGjT82oKLPjr/Kx4NoI3/JWPWRLj7t6KuFteknyH0pmLYKOyvu3qZQRSUa796MGdeFNQm72P+iG99suYD+mRGENLekdA3xaadHSwrpJ37kpeD2ikVeOXdvK42nKy39OxHEBxwtaoI+OLjmdD1TVD+ot6X+urhH0R3TE0nukXsikxz8mfNoa1xcIXBEN4jL5ETuPYKNPi0t5Mzho8CjdG/XDNQ8K3V5iHZ9A2DtfrLO3SXY0mqogR+DJj+BbvMOtqR/w62UwxD5OhGdLEmvkIMf/5k3d3cm9uA6Xg6uSqaUubNbkYqu1pedWZx7MZgOZt5JtF6mEW0Dg9HxLzPyr+DWmSzS0NG9ux/N6xKFE3RXHXXpSwl3iu4B1t5q8qDtoNHE6Dawacsedt/6hgzCWRkRYGOm34M2wWGE8RXfpW7jcoYr/Sbpq58Ianw6EtatlDcO7CD10gW0US/Ttfqzi+b4BwfAunyKPAMIDq5LuqY0xP/xgYTxZ77K/BrPz/fjPfl5enq54BkYxmjfP7J2z9f0LMqGbpPoo6/SszuH+Xju2+wOXMzBf71IcFUSsMxtz8/6hMO1bSAjdBBnRne4dY7DaRegeyfaWbRhDmCzTMJ46cXFzH+oJ3kZk3jz2Vh6pS5hhI+HettoFhe0bcMY/3Ifxj41ioVRE3l7wQYmRy1loJcL7o3cgBvcvFUG3gZXYoN9bOlPcJCWdUeL8dT3ILhxfSWMzKHOntmCbTrjBPlZQKNtR9/xL9N37DiiF05h6Nt/ZfXkIbw9UG1mTHDn4HrmvrmPwNgv+dfLvaoelhTjtruJiutt8Mk2YJN8TR+fV/tFM35W3ON2ocJPO0svNV607Tuel/uO5qnopUQNXcqC1b8j6u2BJp/GG/zHFnZmXeLFYL2ZV/mdr691UVJ0h3sYB4gi9wTpOaCb8yi+Pq2dP3d/VntgI64P2xC33Q9si5lUv11S17y5d4eiEqh2Sg3b0je6rQ1trh874RQ0PoSNGYJuTSop+0/S6Jt0CvRRjAlpWSlXR+IWV3caaYEfb3KrArwNk91ZdkjtGsAsamPAm+xztj2yaU458N6o02NOJ6wXHwR9szv+V39dvXzGV2/jWZc/dmStZAsPsI38BWP1U0pN6yCGjvSH1EQSD92ocajiJkeTk0hVU4umFY8NH4SuIJVPl8azPr8nk4Z1rWPfJFda9xzASG0uqeuTOVRUk3IVxdkk//tbo9IuASFMDNGRu2INn+Wo3YurLmyr3zLH2PjJHi4q3ikWRYf5dOU20A0gIug3QHMC+4WiYxt/W7uPguqi5RRnb2bVh4fQRo1iYIDKN9403jw+MgIdXxC7chd5Ft9ndsM7bBjjdDlsf38JK3Z4ED15IHoLnz/CLfK+zwV+Q6vmBkcrKD2XRfoVRfWtezIyRg87PmLltotmDaH1Mi7oAkOJ1uWy5W8bSS9Qyv8Yn676N/naJ5g+sF2dT4+doruqsKQvgrK8DD7bdEzVXQwJ5OLty1m4Yhfa6GgG6xVmsCyPff/8iH/uy6vTwbg83IFQ73x2LP0LHxf3YGiwT42j9vAlcIA/xR//haU7ILRvJ1pV/+hJQJ8IQtjLipVfkFNq28vZLv49iepWwP6ENWzK8GHykKo53rgjAyYEk5v8Af/YdpEuMX3oaHiluDCf77OLoWVLmjcyNOQO57KOcMVCPdbR4OreELjFtUIrb/JpXHH30sKdGxTeUQRbuo70i9bDljWsTb+m0J1Csj9dw4f5fkRN70dAfTwFs1kmlU+23PxHsyRuOrpTK3lxSQoXy4STbKMG19Z6gto1hVvF3LkngGa06/4ocICt6ecorSopijJJXJ+m7rYufvSZGAa5n7DyszPV91DXJAvjphp19symumzSGSfIzxqurekU1Ba4TWGtBzR1UU5h3g9ko6VlKx3Vnqf0IlnpF1Tdwfk+GcfmpKY1PYf2RUsa6xMzKVL62aM7+HdqrqLxDuilWTxo3akL7YBbhZUJJ2Ncaf14JDG6fHbEfsy2PHN7ktmgr04gd2MiX15U2E5xg+8+3cAW9ET364jO6TKiHuQONvkCm3By3OYwzomZamFx3twjb3cSm3Lrulh5H/M2tF7shFNw5aHHIhiny2bLp8v4eP1pukwaTLBX1ZLJkbiluR/du+sgI5X0s4Y+l1N0KJn1zrBDqtcA5lAbA9aD/7xfc8rpMacz1osPgL7ZHf87tm5wmPoYT6v++P71uX5spCW/KCjL38c/4xPYl29tb9RfLtbfqta04YkX/0Bk0gvMGz+dy88/Sdhv4XJ6Iss3H6eVFqznw11p2W8UM7zjeGddNoQuZ0SPuvdN0vhG8uLrUSTNW8T4iRd5flwov+US6Qmr2XwKjD5G8OzBs8tfY0f4C0wZcp1Ds0YR0k6HW+lNco8f4WznOcSNa289C2hv/RYp5kz8VCKuZ7LgyW40K7nAro/jiN/rx/SNzzGkZaX4fUbN46NZ+3nyzcmMuTqHpyP8cL+2n/Xv/oOUFjNY/daTBFhMWJnihs/IF1g5fR/jl02g35kZPD8ulIcbl3HzXCY/6J9j8QhfNICmZQgT/xBG/JJ0CrRP86phk0eztKR7RAjadZtZ8qoeEdMRj2v7Wf9+IqdaKKSh8WXkwsVMT3+GZSOHcGbuTMaFtaFxWQHn9l1FP38eI7xVlPEZxuKP5pD+5CKGjfmRpU8PwNf9Kt+t/xvvpGiZtnoBvwuwsn+CU3RXHWb1RZwlecVy1p5SWYvGm34Tx6KPX8yhAn8mvBpG2+oBKedG6vsMm/QeBbqXaHH2bYZYelupSXt6DwmAtWfAtzudH1EGEoZPLbOAHgwPVu5HosGzx3SWx35D+LxZDCk6wKwxj9OumRulN3M5fuAKnectZlw7C2+/ebSj96hA8pekkO/9Kgt6Gp6iNKfnkMF4v/MX9hDCon6P1nyu2yqQiGg/1m1+j1f/XE5MRw+ufZfA+4nZZj8dUEcj2gY9jp7F/GPJQpocbo+ux++YPbBNbf12eZigEd1hyQaWzHfncPuH6TFuMgN9fRm1+C1mpU/lzWHjuLp0GhG+blz7LoF330mlxbQVvPW7R+vYD8gB7JaJJ/7jXyHui3SmxL/CK6Fd+L/J9tlGcTWZ50ZvosWkCLq1asTtk5+zNOEn9C8M47EWLkAjAiJjmKDbwqdzZvDM+ZEEehVxbNMG0m64qLSPTenx7GJid8Qwb0oURYeeZkxIO5q5lXIz9wQHznZhXtzvau8nBXWMm6qKUW3P6qzLdK8qW3TGGfIzQVwm+bmZbGrxBBHdvPG8fYJNSzeB/jlGP9YSUJsYcKVV9z5Eaz9g85LX+bMYTUePq3y3fhWJp1R+F1APPtk2+Zriju8Tz/J65E7mzZvGxMszGRf2MFzOIGH555xqpVM4Awf0EoAyriYvYPSmxkyK6Eorz2JOblpGAiG8MLqH2Tms8RnKwpWzSR8fy8h+p5n7/JOEPdyYspvn2PdDZ+YvHqReXx3GmyCvVJ4ZO5sTM4fQqVkJubvWsjD+AAHTP2LhSF80aByUkTkclbs5bPAFNuHm5LjNcTTOiJlqYX7eiHNfsOLNjzml9jYWbWg92AknoWn5ODEzgol/Zx2fMJy4EYHOiVtc2hH5bDS6KWuYM8mV8zGBeBUdY9Oy3dxwih1Stwaw0GuVMaAT/Ke3mXbfjzlVDzGnM9aLP7++2Rv/O7hucJT6GE+r/ngY3verz/URS1n0ix6kvj2LSXFZ6E5t5+yyIXV+lfWLRd3hlXdF3t61Yv5wfeXxx3iLXtOWie2nd4tlQVrFMbB1HQH6k0hbFCbAW0SuPCaMD5O3cF3pZbF39QIx3F9bWa82VExb9qU4nfauCKp1/G2ZuHU6WcTOGlx5xCsI0Ar/AVPEKxuzLRzh7sz6zd2vn1iSmCLi5wytbpO219MiNulkzbH2iroy4ueKcENdBIjwWcvF9pxCxXHIZtppoU8Vt86K1JXK+yG0wWPEK0nnK4/+rSwlitNeF74gdLOSxBVr58qXXhJfxz0jemmrZBv+nFj+9V7x75l6ge/rIq3YcIMycetcqlip6Dd4i+BRr4mkH+7aUOauyMv4UMwJD6gZz/DnRNz2M8bysziuVfewV3cd1Rf/KLFgwy6xdUk/lfcVQhSniUW+CHRzRNIV5Y8VoiRno5geoBMB0zeKnJK6Bus/4vTqGIHpkcYGyWfGiSAwGTNlVTfF6aT3xaxquVfq44Apr4mNxwvrqLdcFKa+KrzN1Ft9nLX3qyK1sFz5iyjN2yPipoUKbbXe/118fSRBzNQifBelieI6ZWZpLHJF6ltPVumWVgTFZQrlYc7G9e8Sb40y6MdQEZdZrPgt3Wj+4j9YzIr7UuTcMn+3Otuk+u8qZWL2fhWi9IdEMStAqziGXYVtNJXK1XSxXFleGyqmxSaL00b9vivyvl4upvXyNrKPZw5+IAYb2ce6j4auuHVSJMXONrJV+IeLKa8kiOO3Lem5pXGzXJfh+G//2IOVR2artmd16Yi5dqnVGZXyq9O+Kav+UWQsf04hR2/Ra1qsSDp9s8qH2CAb07b5Dxazlu8SR/79B6ElRCxKu66ibWr0zpY22SBfs+2qEKV5GWL1/CiFP35GLNt+RKQtG6o4tr6qtAq9NN/GUnE1Y6WR/bTo943Gr1CcS41X+DsE2mAx6pUk8UO5UKmvtspTmCkzQMRmnFTUZWn+OyIjS2Ok0h7kJYopoPDfwnLf1foCW+5ZfW81cZtlGdj69xostUtdzGTbmJjOG63wH/6q2LD3c7FEjV2qvoclG1ofdsIR2RooF4Vpi4UeBJHx4rhRzOWIjxYmc9lgh7LEwY9i7LJDZiVuZQ1QpxzUxICO+k9LvsPetZDq8a2vmNPe9aKBB0Pf7I7/VVxni91RX9ZB2Viqy5o/Visri3puy9/rwUaa9Yu3Rc7G2SKAIDF94/cmeZpfDxohhHAwtyapRTGH3h1Jz3kQezCJl4Od/UTXSYgb7PvLBEL+1IDYgxtr9gmQOJGf+GrBUAa905PEvBWM8a7rJc1yiva9x9CQ/4XYL9lVvbePRCKRSCQSyQNC0Vcs0A/inchE8v5vDLVeAJJIJBKJ5L+Mn+MNZckDQTkF+1bzx7/sQDd9BhOtfNoqsQdB2cWvWP/hIbTRfejequ4vl0XBXlb8cQV7deN5eWJ3mRSTSCQSiUTygHGXi1/8iw/z/YiOCMTcWWkSiUQikfy3YdPJzZJfBqL4At9+toJFz73HHu85JC4ehs8DfADUfwfFZC2fzIxDnXiqfyC+zVy5fSmDhOUfklI6nLfmP6HYL8wEUczFbxP566JFLNvTklmJ8xjlUy+7V0kkEolEIpGooyST5YPmcGjAaPp38aWZ620upSeyfNlWSsPfYf6IdvIJu0QikUh+EcjE2K8OQWlOEgumvsfRXv/DujVvMLqNLcc5S8yjoUmH/gRv/gdzf//nqr8FED7zT2ycMZ0ng1tgMfdYepbNC15g2dHOzFr3d2JHt5UTUyKRSCQSyc9LRRM6RHVmc/wifp9TtVO3/2BmvpXAjBlRBOvq42hmiUQikUjuP3KPsV8jpRdI33mFNv160kYrg5qfnztcSP+WH9uE0LuN1nICTSKRSCQSiUQikUgkEolTkYkxiUQikUgkEolEIpFIJBLJrxK5NYBEIpFIJBKJRCKRSCQSieRXiUyMSSQSiUQikUgkEolEIpFIfpXIxJhEIpFIJBKJRCKRSCQSieRXiUyMSSQSiUQikUgkEolEIpFIfpXIxJhEIpFIJBKJRCKRSCQSieRXyf8DtvtQgjIfUn0AAAAASUVORK5CYII=)
In terms of capital allocation, mgmt. is probably just above average for a SOE. The excess FCF has been used to rapidly pay down debt (down 22B in 2022 to 79B) despite very low interest rate (3% cost). At this rate, the company should be almost debt free by year end 2025, which is overly conservative for a tower company. They have boosted dividend payout ratio almost every year, which hit 72% for 2022 and may well be the highest payout ratio of all SOEs. Of course, shareholders should demand payout ratio based on true FCF, not the reported net income. Mgmt. gave some lame explanation that it is due to accounting reasons, but this excuse should go away after 2025.
So my rough math is 10B+ reported net income plus 15-20B excess depreciation going away after 2025 gets me close to 30B RMB reported net income in 2026, or 33B HKD, vs. current market cap 150B HKD, or 4.5x. At 75% payout ratio, that is almost 18% div yield, which feels too high for a stable tower asset. If re-rated to 8-9% div yield (above where telcos trade at), stock is a double. Valuation on any multiple is at a steep discount to global peers, even acknowledging 788 is an inferior asset with no pricing power. The improving balance sheet and FCF should provide downside support.
I should mention that I am glossing over the fact the company does some capital leases, which could understate true capex, but it is not too significant a number. Also there is some option value of the company actually figuring out adding more monetization/services on their existing towers. While NIMBY is not as severe in China vs. in US/developed economies, many of the tower sites are increasingly irreplaceable assets, especially in Tier 1/2 cities. The company has developed some rapidly growing ancillary service revenue streams, accounting for almost 10% of overall revenue, but likely still loss making. I am just ascribing 0 value to it.
In terms of what will rerate the stock, I have no idea. The over-deprecation thesis is not new or unique insight, and company fundamentals/results have been predictably boring. Depreciation came down YoY for the first time in 2022 albeit just slightly, and should come down more in the next few years., so the story will become clearer in the P&L. The three telcos were similarly left for dead in 2020, before the significant rerating. China Telecom went from arguably the lowest multiple telco to the highest multiple telco in just 2 years. Also US investors cannot invest in the three telcos as they are on the entity list, but to my knowledge, 788 is not.
I do not hold a position with the issuer such as employment, directorship, or consultancy.
I and/or others I advise do not hold a material investment in the issuer's securities.
Catalyst
Time? Convergence of reported NI and FCF