IM 8.2.6 Lesson: Similarity

Use what you know about operations and their properties to write three expressions equivalent to the expression shown.[br][math]10\left(2+3\right)-8\cdot3[/math][br]
Triangle EGH and triangle LME are similar. Find a sequence of translations, rotations, reflections, and dilations that shows this.
Describe the sequence of transformations you found.
Hexagon ABCDEF and hexagon HGLKJI are similar. Find a sequence of translations, rotations, reflections, and dilations that shows this.
Describe the sequence of transformations you found.
The same sequence of transformations takes Triangle A to Triangle B, takes Triangle B to Triangle C, and so on.
Describe a sequence of transformations with this property.[br][br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAe8AAAF1CAYAAADBdGLoAAAgAElEQVR4AezdB5MdN5Ig4Pv/P+Buzd3sandGGkkjQ9F7773vbnrKkZShRJmRGe27+FAEVaqpqldIVDfJiEbEi+eqgEQifSZQ/2ux2TYxsImBTQxsYmATA5sYeK0w8L9eK2g3gd3EwCYGNjGwiYFNDGxiYLGpvDeJYBMDmxjYxMAmBjYx8JphYFN5v2YLtgnuJgY2MbCJgU0MbGJgU3lv0sAmBjYxsImBTQxsYuA1w0Cx8v71118Xt2/fXhw9emzxj3/8IzzdX375dXH37r3Fvn0HqvoBwE8//bQ4fvzEYmVlbfHLL7+EYXKj+d2//yDB9e23zxb/8z//k/rfu3f/YmVldfHzzz8X9//dd98vDh48vLh+/Wbqq7iDnhvA9fXXXy9Onjq9OHX6bIK757Kqn77//vvF1avXFocOH0k4+e233yb19+2zZ4sLFy8t7t27P+n6fJG1+/zzzxenT59dHD5ydHHnzt11mVcer+QdrT99+nRx+/adxZaPti3+8ubbiyNHji6uXL22+PSzzxY//vj3ku5e2rXo5tl33y0OHjpSzSsbNQm4/+qrrxZra7cWp0+fWbz77vuLd955b3Hp0uXF548eLf7+91cH91991fDkgQOHFqura4sffvihCE2uP3/+wuLWrduT78NvJ06eXpw4eWrx+PHjxVQ+nTzAYrF48ODhYs/e/YuPP/54NroBJ34nG+/du1cCTroWXTx58sVi67btiy+//CrJan2eOXs28eWzZ98V99m94fPPHy1OnDi5+PjjT7p/FX0H67379xf0yN///lPRvUMXFylvjG8RT548tfj2228TsoY6HvvdRB4/ebLYtWvP4rvv6hBM2Z45c3Zx9dq1xMRgjDZ9UTjHjh1LirHd148//piUGAEyFfnux1gYGTMyMuZo8Pfpp58tjh8/mQQEpdeGtXYMDPDJJ58uTp0+kwTks2fPigwssMDTxYuXJglW8JvP2XPnk3B++PDjhGPznHNeJXgx7g8//JjwcOXK1cWxY8cXJ06cWly+fGVx/vzFxZkz55JCQTPw9bLgLJmTa8H5uilvcMMxXKOV8xcuJjphTJ85e25x7NiJxdmz5xZ37t5NBtbLXAtwgvGLL79cnDt/YXHsuVPx/ffTlPjNmyuLK1caWTZ1bc2XbLl7936SzTdu3FyQV3M2vPjlV18lGQjvpUbJECz6pYCPHD22uHV7usHivkePHi/27tuf3uE9N7jgAHA8yK6aZpyPP/kkyVpwRps1QhdkIhkyVYeMjVekvJ88ebK4cOHSgnBtI2tsgO5/JsFjPHDw8OLRo0dVQg8Mly5dWVy4cHHBS6xh2qy4T506k4ipOz99I4Sjx44nRbyMOdzPWzhw8FCKMEQ89i7ufLfoPFKKhMJDEHM2UQJEz8NhbRovgleKj9LjfQw1ODeHJIzPnE10Ba8YJjLm0DhTfzfuN998k9br/IULSRDyguD766+fJmVuHdGBKMqDBw+mdv3KXJfo+DXzvNvIQzP4XdQO7aMX60HAkgX4F+1SguTVXHzXhmHKZ/z/959+WnzxxZeLixcvJweDQTumxL/6+utkFOKJUvp3PXygUwri3LkL1fK1O89//OO3hGsG0+XLV//JweleP/U7vhOxYIRZN9/H2q+//mPx2WefJ0PCe5+sRhdwwJCp9cDhVTT2+ImTaf5jsI39Z40YFgwVsuPnn+tk92Tl3YRQry+uX79RxRA8dgbA2q3bSxdpDBH+oxhOnTqdogDdBVx2b/t/94oo8OAZFEPEA/mEuxA9T5qC6mvu/+KLLxJx6dfilzJjX7+EFOLm9QkTEWRzNfB9+umni3PnzielK0Rc07/+eO8Y/ek33/wBTPhmNQt7spARsrnNhac/DLbkyy+//pqE0N27dxeXr1xNHhy4Hj58mNaah9GFC/xoDy+8bs26vI6ed8bzl19+mdaJYdxueI7Alup6/PhJ4hPeOCNsZXV1IfwZNUTb45R+Rivg4rWRe7xxhkc31O86KZiV1bWqCJ1+GAj37j1IspGXPFfEz9zRDwMf7UuNffb5PyvPUhy5HtxkDgVJxv30U396Mhv8IhrSVRR5X2vg/C7hGw7GjKa++9u/6ct64fmTJ08Pwta+Z+zz06ffNM7r48eLX5cYKmP9TFLeGIOyslg1VgwDgNLWT03YwEJTDBZQKMf3aHPvw48/SUqLxbtMYVlIkQMWvty/ObWbXD5BQcHff/BgNi+S0OIR82YRec2c2/D6TLhgGGFrxgaFNUf/CP7myuri6rXrienRUTOP6wnf8sc8BTiH141qxsNABNy16zeS53/t2vXk+VMK5r+MDu7cvZfumwNPGzVv48Dz66y8CdDVtbXFTyO1J9aEwrLGeJHHS+Ywznx+9PhxdYqtdM3ARFYwkHnGok14DZzWBJxkCvqr5QX3izg8+eKLNBZj1OfafvOc9UNmMHgbmfEgGbj5/+i7fq0ZJ4rCVUfShhlP5nSeqOAyHgXHN998m9aeUQTmmuZ+IW8e/ZSxh8YyJ7UDahTIw/Ych+7p+32S8haSOnv2fLJoowPxXh48fJjyqLzvaMMEJqxYSMiEQog2c2m8zQspRAzGqQ2T8VIpoGzVuR9MrLP79x9WwZbhMF/WLQa8ubKSBG90DXKf+R3uGo/g4uLS5StpfWuIMveb38EpbIhIeRsMQPliCp0w6Xq0+b71eIdHhidaVtgor3jt2o0FJQwHFHYJLfHuhEO/qaDl9Zjnsj6tyeusvKUxFP5MbeZLQTK4H378caI9tM5zRJP4uITvp447dB06JP/k5xkUDHL8ffLUmRSanRMWY/GSV9duJSVrvpT6XPIDXj/5pHF8yEHf52hfP32aivYaj7lJh5JLFLZInrTtVDllrhwExhLDrQZGfX33/ffJuODsTIWhDyfu1QfHJqoPlypvHQv1iPnzKiONUFRVKIzFwoy2TPgKqdZu3ar2DlVmgkmRWiQ3xoiQf8se5GeffZYWFq7AWtvgLUUFzl9IY7D85mI8XjEmQNTyQgyQufrO84aDVBF/8tTiww8/SsKK5TynAMljDb1jVsWRd+7cSwL7ytWryapnZBFsJQq7PYaUCeFCIL5OzRq/rsqbYpMmw2eRZu7ogUGpjuHq1etJeRLqjHjFs3Pw7RTYMm/cuLGy2LvvwOJv732QnJsahdA3rjnDW+L1800OmEyfa57gJUfpiLW124mn+uAo/Y0HzsMVaRFpZHhxlkQzS/WQuZLV7r9z507x/W3Y9SV1qvZpqvffvr/9mcPAmaE/IlGBUeUtH0iws1INFGmIRzECz1E1YQ3RCDsJGytMqenHPMCUFW83/zR1nuYmty0HLXfLqGAI1MJmfAR67/6D1LfwWsS46JsH2DAvLxhz3H8wT4SgPVYWkk3ucTUV123fsTMZXO3r1uOzsSlkuU9pEPNk3fK2rI25RxV2G154FHZH1y+7gYUQRSOUE0GAX/ELheSlpgBO1B/IFe7ctSd5nfDhv3wdg8a9+tCX8DThPwfOavGE14ScGYS1Dc7MkTPB+xUO5QmpvyDozR0trXdjNO/cuXtx6PDRRKOUlAgR+OZulCBvX9SJwp1TplgTypG+QFNzNApcFFM6QYq0xoGETwWMjD/91NAzuhAtsdtH1K6mL7VL8Ma4wmclbVB5A5DXJ3cr7BAlZILAgmKQqJI0IYzGQjl56tTi58JJdhGCOS5evLi4cdOWiro9ohjgxs2VxTvvvpcIjfCrbfAknKt4Q2HXXNY44iAAGWMiDqpb525gJSQoSgU6cskMJUISA84lMLpwo08ClxBpQuOryRtAd+aMZqI03B0rf2d5EwY1zJv76r6DVb/whfYJ+aR8nz5NdR6EBgEMr4wU4UtFdjwTYeW79+4l75KHyYDJL54MQ8ZeacqK16kOJf+Px+Qy7bvVF8NRfs4Yomf2VROCvFfrzAuh+PE5/Fv/ufGccUOOgG1uGoJnBsztO3eSsYxmRFQYnwyg9VjfPCf4Z0RTVHiGIF9dXU04JgfmxiXcXb9xM/Em+rVuc4yhD3RgLvBXozMybhSjXb9xI8lWsrC2T+uo3sG+bfRcO+9m7c4nHogaW2DAYxxJfFUC06DythDHjp9cPHr8JEy8vEfMxtpTOBBtSuoR2pEjx5IAi/YDMRiC937hwoUqYwIMlKHwqzwcy53n3YRAYgYB+DATIXLw0OFErP+YwQLP80awiIRCrTGk+vDfwN54MvCLiRFjFnwUkOiE8PWcLXtQcpeYQFESa53wJXjXs9nLa1tSNO8NZ+BHR4xI8PJaGCC8P4qZUqZEKWFhemvH22d8meeRo8eTZ5Jo8MqVJOwUdDVK+F6jfD/5JBX66I8C1tdHH21PoWLGoVQGg4fXR/H7f21tLRm3KqB5u4qIeBoMsNNnzqQqbutMoVL89+/fTzyqf+vOYKOQhOilGCj2TAvRNeGB4Td4W6/G+LDjRBjYnOGRkUQeWqe5xjYFBpmQOdmY++VYMK6NDaf+m8t4zzj77bf/WXzy6aeJfqwdozCqfHKf3s2BXEGf6JGyjfaLVtAr5xE+rD1lWZveg0tpF+c2MEAz3tvzmPrZ3PAGHkAf0QYmjiSj2vpPbb3KG+IsgMIiexUjDVIIhtNnzqYQQ6QP9+RFtK9Zf9EGHlYnz8N+QsqkpmW4KCQWMyuR0NU3hiCsShpC4LXL5R88eGg2i1i/CJ4yg0MCOspQQ/NhpPHAMBemEJbqzh/+Kbnde/YlBq9hGnDAvzWktCkbBwelosonT2YXdkPz/tH2kbVbi1u37gxd8uJ38wXz75709wlnBAhhAmf4jTDgZTh1iuDyHc0yTCgVSpGXaLdGRKiDoybnbQ7W9vsffkieN0VN+TM4eVyMGSfyMbQVFzE2RJEYIWoPKHSCjpFqDmjntwnKmOJ06p7xNqIlev3m2xSdkN80D4bJXEocHhn8djuYW7vhT+FU9KwmhfEwt7FtPDxLPjPC0FUXjjZMJZ/RJYVL3piHuZY08yfr0RGHQ3/opolK1FeN64/MJqsoyxpZBGfHjh9P8rVmjfADemCgT40s9SpvCHOISo3nAhhHdwq/RZUFpFKIF1O+fLmAHCIQ/UCysOLu3XurlYf5EETCL4igPT9EdvTo8aTIpjKD+xERC27O0LJ+WdWYkyU/d5gcXgly9GLOhDfhNsQM8MEzJghLGTqvrTkZk9K7dv16YnD9wXt7HfL16/3OE3QcY7uZP1jMNytr60DxUNLJkzh9Jp28Z9eEohUKWtEUev/BQTUzRFzaMOXPYKtR3rmfsXdjmLfTBQlhhqNCQcJ8//6DicY5B7xauUNrZ84cBThDG10aEu4UbYDHjW6EsnVLUYfTZ5KxwngBaxfOKbBlvty6bcfo3nM4lIM/dOhI2v9dU2A5BBdeEpomq3m65jRHgxfre/gwg+uLyYamg2DwtpPTuvu40QljRlphqoIbmgujUdqIoUxXRdYx903mMVYZ2BGDOvcjvYfG5b+nyLJe5b3lo61JiEzpIA/cfsd8Fy9dSrngWmvEsadCvUI90cYrJkR27NiVvLWahXKvkCYvAEN3ceR/nhGGI5CXKSnXC5USZkJDNYvfxg+4WL0iAapqayMN7b59Ni/GHcWTPaIpc0UPW7ZsHVXy3bF8Nx+CRahagSDjUoTDvGrWs2+skt94RdYafOZv/QjEHMZnOGFsSkuYm+LGnPLFcwnKEngTfb7EE9bgiRKiKPAHb0qKaP+BQ0lwEfh4FW3BD3ziffwRKeopwc2ya8EDbnyqwExYGz2bUwkNukcfdzuGf9/4+oULXpljlo0PJyXj9fXb/g38cCvCAP/mOVf/FNqBAwfTmi6TD+AQAdixc1eaZ9/1+Ioj4uCdvv/b81r22f0iD3BrTWrmzIgXhbU+0X7cx8EUEZhS9NervAmYGiXijF2FPN2TtZYhs/0/xCqskEeusbIgxILv2Ll7Yf9gbRNqEta2Z32IeIwpz+cQ+mUKnBA/e+5cyhEh3rka+AhEOcwhOKNjoQ1MuXXr9mS9lqwPQXzr9p3ENFMP6gG/kDElSYAZm+X8KjTrd/j5g1ukDXiXKrkZNBQOWBlzc69BdO5oc70971LYwER4KoZLXuDJ04s9e/el1IFIjciO7w5kehVao2SEtc8lD1HKgMFmHsuaexnV5NGU63N/7lNAxyNl8MDX3I3iZGBylkp4ehkcFNq+/QdTXcUQHzQ4/XrxwYdb0jx9H2qiU6KeQsy1zTiOsJZ6q50zeNR3kQnRRrY6/EtEQBRirPUq7yEEj3WU/2NVE7BCJSXEme/P75Ap51NTYWj8lIc+fiIV09TAAy7hEYqbx73MazIWBQ4XhHofYfAinVAk3FxjLGWceUeMwsie+la7jaHdr8/mpIAGzLxJYSy0UopXMFJwIhhjTJo8nUeP0hOTjKdoER7dUzpmdy41360VukKjDqCx0+D9D7ak/CULXDTANXAzNr8aGKL3wturprzNBVxe8AVv1pky4Qnyjv7t3/9fMoY5FvlJYi+TBoxtjRnz6hIoAHyO58d0uPQYY09ouLQZk5Fw7dq1xb79B17kg0v7Gbpe/+T3pcuXk/dH3s3RrKmQsNQa2dmVdf4nq3bu2p2qwZfxDDizXL9161Y1iAwhjpbajWVyfWwwDoVtzCKdUx2Tbn/NGnyX0gPC+mOtV3mP3TD2H6azQCqKa5AgFMkbVQG7zPoYgwdj8X4UAg2dgTt2f/4vMw1FTJgQLH5b1pqF+D7lfbpFbIhVRbYFqj2gHhwNjD8vTp859yI3uIwJlsHf/t+cc2iNhVkbrv7M1rHnBSPtcXyGD9a6itXjJ04lpY3B0NfLauZLMTOM0mNYT51OtQQMCqGuQ4cOJ5qH8ym08bLmAbZXUXn34QMuCXrV9jwtUQy0x3hkNEnZyKdnI7Kvj/X+DT4bQ+OrF8WGZERfHjXxkGMxJ3hVQ3Abj2yVWvCAC/RYUqE81G/+Xf94jffHyJirQNBaMtYVljYHpTS5dTxtLvsPHEz8NVVmuU5Elb5BFzXNnBkDYGAYToWhb8wmldjI9Wg/eW7qYRg9Q2025Q0BibHOnn9ufS5Xbn1AOX6O0KbsagwA/TjPVl+s1WjLxCwf5HjSqeGxPJ775S8QGabOSoDiNkcMXdssNo/YVh7MbO5RwumDhRGkKlZI+PGTL2aBGdOCt23tEtRCgw6RkHYR8ucJdC31PhjX4zdCkWCQExMipTQcNEQIwTHr2jwS4+8/+Eor7Ywf9Pi6KO8MM7yjE7zixbtF7wwnXqKqdoqc58ujfRn0gt8oPcf+2mYmtK2YFb/nJpKggho/1TbjSceoqYAfxV018rILDzxznhSc4YE5DGd9cFryFjzrqGBRiklqpHSM3J90GgOgRua5FwwMcwYLPok0/TSO2fmUWo304R5ryVmCm6F1nUV5A1h4m+Ui3h9FosWgfJyIxXKNNgpWSNO2lRqr1AJiPsyBSaJGgH7gx9YfqQBKEHzR0EobL3DGOlOYZm9uW1i0r4t8dsIegs57wwmdUgYbG1fuj/dA4Pp88+ZqKkZj1PCmhoh2rM+a/8xNNTNhJZXB8BO5IYSTwv7uu3TiWJe+0RhDZO5q/pq5DN37OipvES/r0hWolDQ5gVZERezWoDiFsdGQNUND3fuGcDPH73YJ8L5s/1MZzfCjBPG/Wo/8kJ45xjIv/M6IURvEsJwr1K1v+FVrgrbBHpV/7bmKgOJ3xV3y6yr4GWZRuaI/MsrWSjKky5vtsZd9RisMQGvGII82eCNDGPwMtkiDf8agHLr9332tWnk3g/yUPEtCLroIgKPQWGUMAP1GmvGFMVnjmDfaj7ExhhwbJqxViuBgmMiP8sIRWm1jHRNaKRT1/KEDtX3m+wkBkQLCECH2hQHztdF3jKYwAz7kNZ1Uh7FLoxvR8d0HBl60QytUsFLWnlUsHCsKAA/LjAjr4HqC+VVv6PB18rzhXpEWhTjWrKODbhhQlFlzilhzIJFjhgnjOdJTYzC0/8uGoOiRKBvjeteuPUmJt6+b4zMc8RY9KIeM8blGDrdhgte8hUnx7bJ1aN879Bl/eyjQm2/+NaXOamWruTpLQBqOgwHmaKMwOWqirDWGkH6SPLl8JWz0mAej1c6avlatvAkuRQO8XBZHVFlSZpSQ8Ec0P21suVIKx5GOtYv4u/dev7fUvFhiChpYnDkv1rcoU35DHMIqLFh7QediVjjErIwWsKo/sK5zN/AzCuS03377b8nTXQ8DoQ9uczQ+IWeNCTxVzYQTj0k4soQG9cfgZP2/6g2sr4vyBmvz1L+y6mr32TcuhN1dX0aa+c/FL8vWWxETp8b2JwVZZKVIARjnbPoj6KUKRcrIBrJ5rsb4EdHwIBVpwKhsJUt42o0svJycNTnwWhljPdUPiZL2RWlK8GB+cEhGR6MN1oMcyWc4RPFlXo4p72tVylvHvNucx4kSpAevQ7otFzUElwjs+YEuy7ylPmTk38DAepf/mMNDpgzlwHLOW05ESDaqwCk5AoFFjxGihJHnm9/hjHATphGCrGHS3Gf7HX2gGUrz5s2bKaJx+87d5O3yumss3fY4Q58JCLlSp30JjwmNqwyFy9owPY9kz559s63F0Bxqf09C5SXu8y6BH13bDy26hG4iTR85jI2mGWloTdUz3iZ71rOBm3EtZcZYFZJ15KzPPM55VfgiGaUK/MgGSrEmbdjFC3kAfsYuWVsqd7LiTvUA9+8nxUg2CvkzsmoVuOcXONALT6uViTY8IupGRjuRMk57zTZlaQdOZbQN4TmsvE2QsDVB+ZBo0w9rUdi0JnxCofEWMajP0cZSJiwQlFxKbUPkGEkxX7bizJkCY5U1Cvz3opax8dxHELkHA/Dm/TZHg3tKTE7ee4Z1jr71gQBZovpmwSs0ojD9br2sP4EWZZQhOOHHXFSm8kZY56xqZwlbA//NgUP4ExqN5riG4I/8bj7wCpcEIqOMQWquTjGzRdGZ2mjJb/nJYWjf9e5z/xx4icCf7wGD/dDN9qt6OjcvYVVOAhpkvFEa8rqE/XrMF/9fvnIlpfL0L7RvTLtpyL1cYDfn2DmvzCEiD9H+XP3jVWFlRhDHbSq/pty0RyZ7BPP9+y/OafA7Z0YdENkwtb9MI913ETWHODlmukYPgEP6VYSAnIg2vEfuKMAFz1zrAJ6w8sb0rFeh7ijCMSfLS0yfYI9OjMDBEAyJmkpO80BIhDtCisIDsebGUqVkr1+/+U8RBX0bC3GAHdGNNdczlniM5olx5mj6FWbSLwayHiUh42Uw6F9hHkuWIEEvQtNdmsHQhELNAQdtWOCfQoUnfROg+Rx6gtr/czY06ChgnsncfcMhfBEE+I4yQwvWDb1TELxI9OTFqGPpM0KFnUUapJF4EQ7vkYv74MOticb95qWoShSHweo+91sz/embUcLYQtPGJojgl+I3dzDO2Rq6+Xs6D8Cc52z6ZszAkxoHCgX9mzOczjUf6yUVwxv0OTf0AYfkjHoaUT4e8px0Y46MM6kvT/ezlnPNi6xymA7coQ/9jjW0C7cimQx0RmK7+R+fOpsCLmrlD11iLPxYQztoROGjojF9RhsY9CFi0ZV70T7dF1LeiAwxKGMnOCItE5e9bBYsOin9eGCAquUaC0k/FAePkFdWw0julVfDmBh0iLiNyfJOBWd37o4SGmbnNeqTEJ2jwbn144UIT9Y+sacLk/4JQ4YQw0D0AUP0Nb/DFSE6hK+++9q/wSfGp1gYIYwiBXE8EPnPaL/tMYY+G5uwVJQUoWX3uw8eCEd9ERjC/BQnfmP0sOIVx3kgikgTY4ExR1jhAdtmFADCNw/Ef9bXdY4a5m3y+t58652UHvGbc8cJYgKGMYkWRBHwt77UaFBwlICiPHQIt8LBDANKkIJvlPuzVABIsZsLnJtbaYMLBgV42oqvtJ9l1ydeffZdUrK2RRGwti+hW+NGYDem+6wZ3MPPUKPU0jbUmytJgcFZdMy+MczBWuXtWNIEc/QPzrw1eEyBW0fzR0dod2gtXUd+21kAb77XNHJV9JTRWsP3ZCKal2ox52hjcO/btz/hoka3tMcPKW9WompOixdtafFXV6ufh0xJElp93txU2BCzRcpCrKYqVV88O14k4TmFCAlnxC0c3jc2QU7oEgQ8n9oGRkyESQgOfdcQeBce/Vtf/VMKQka2yixrPD4KnDAoacajtCkM9yqqcRKeilYPx/D/RjRz3r5956CAyjCAB11Ya4qasQFOAofnSzlTIhQX2ibQKFOKmBBRWes6BgqDk2GnHzhYNlf/lxSsgZPAxx9oj4dE4Qgp4n9GgfV1PrkXI0KUQ2iaUY4GKHX3J089PXzEeeXjYXm4ZHhZz7mEXcZ/3zu84AmeodP84B6OrYvfl+G12yf4U+3IzZWl8LtWVEq1tPHx+xS50R1z6LsjieFx7759yZBWzDcHTskMeXXGnXXuyhAHbDGa0QVcdv/vwgsmtGXLMTqrxQFjQRqQ8VAzXzzmUCCR5mg/7jMnOyfwayk9dXHle7HyTgumLP/4iaWL0Teg3yyKp3KpvhyyxIbubf8OFtaV/EZdeOSXdAgJr5YgrWksLKEy+ClZaOFPlr8wTSZyC6w/uXFCsqYIoz0nwkKIdN++A1UHCbT7zJ/NGQ550BRPSSWpewkxc804yP32vcOPe+RxCQ/GDUEBh5TZRje07FQq0Yy89hlGNO9/KQQeNYFCSTNuGG579u5P776rISHsGDzmMeWRmVPnCp4S5V3Sr/mZGw9KqsJT39QyoDOV+CIgTjtEe+bW9s7hB2y54WeGUMZj/n0j3sGSwrwnT6U9zoQ2gYsm2zAOweIaikO4vOR5CqIXlAQ6lqfu4mRovCm/gwm+eeCiLWhgDtyCEX4OHzmWeDD36d18nEnfKO5pnnTGHXrBRzUnbOrLs+3tPpriPAzhUT8MZQ8XqknrwQmDTr0AvtZvTStS3jDpNAgAACAASURBVAZzfJwQWjRErQ+KyuJE+8gTpiCEnGsULngof4KlNhxtQXjPBHipUQIOgo+XZV6YgmemSpUXptClthnDM6jNl3VbQ9B9sCBORE4A8VwiUQJRCMKL1zbWzAWOpUzQAMOnKYT5Pbc4dv96/Gf+PCdGIAOJx4MmCDGKWuGi9SUEbK1kqCTv7ttnswjSKXNKdLbB1ebGhAfenxCu6IrjZAl23rVogqhL9jjhkafuKYA+v6wG7vQUu7PnXhiF4PK711BT9XzyVFNBPXZd3/1oWkqEkm0icfOEufNY5ApZ10TDfjcy8/+Rd31Kn6BtxX/WjCzdtn1HWlf/lzYykOyrlckMLsYKBc54iTZzEILHu1Mci6Fx4EZqjfFem9svUt4YUJ5NSDjaIFC4DQNHG4ZgAGBuualSBmmPa2sU751RUtMPpiOgPaAAniLN+LxrngqBJvQL3/qrgS3Dwjhg9dlbzeCZo8/ct/lTRrztu/eas+0j/bvH9rFTp88unPDW1zAAz+jY8ZMpwiGEy1OLjNfXf81vFNC7f3s/8Qjhw0iioOTNPv7k0+TBEQTmAN78qhmz5F7jrYfnPRUG45u7lyiEsCplxdhrQu9HUu5d/l1KJyL4p8Iy5ToqGqyMSkYZI1FkbcyYxrsMblGzSIMj44laMPJqvL2+8c2HDIZf+X3fa5s+KKT8JMWPtm5LPBrtGw7gkNIl62sa+cnjdYhNDT3pR2pV+qqmWU948m6e0TZZeRtEOI/3EPV0LSRPg0CLHg0KDkjMz3yNEgeEQR5F9uBhfC+ffhCEoizVkrzNmgUxH+GiP/3HG8k4oXDnaPKpiE5BHvzN2Xjwcp0YDU7howYHTc3AtSQk23Dq06ExcmxeCpoI0drx2mOUfma0mD+PkgJivP3Lv/57Cv0TZu3QsLWtwUspbH3XG/9lKu82TGCBk19blfQEtYK4t/76bto3L6XgXP2X/SQxcFprSpXjgdd5xqrt241nrj5BDU7NWhtPlEwKSC6cY1ATQm7D6DOe4S3bg8zYrvEmc9+iTQyb//Mv/54MMGPUNDCJwqnJqZWDCj8ZX7bn1awL3XfgwMF0lryjcCPN+GicY8bYj7bJylvojzUsnBmdvJAqa/LR4/j+5Fx276CDGoLTz+kzZ16EpqIIxGS23/DeFST4XtNY6xiKomWdJQFRsVXGWjGYhMrkfyju6Pp156UfQoUHDE6EXTt/Y+hDGBUe9ElooT/KUYj8/v37Kaz6MpS2OVsjnj/m4xmhaQJGLpeQOXS4edACYT8Xrru4j34Hz6uivPvmYO0ZgJ4VT7CRGUKoDENV8LwnOVbCuIb/+8ae8hv4yA7GMMXC+AcPWODWb+B1zRwNDcFB2jlw4VJV6LcLD5ilLoXQa2HGi+pOOGZ4QQ2HlFatPCCv8L1IQdRpNG9wgE9KD59Gm37IIo80Rp9R/lYEKorDgIrS8STlrXOCigXMuoo0E7W/VPgwapGlB2V89lnKB2GOKOIsAENEYRRBHO3HfcLuFKOn+kTnBZ/6YrWrjsw5bh4dK56CHAvTDa0HeAgWjO99Lo8brBhJcRXFhSmidDEEO1iFHxlFqsdtfWIgiGy8DKVobT759LPEBwwrLwJPHpfCBm9ef8JBsVI0ujSEkzl+t3avsvIG3zfffpuUgPniVbTl/HlK3fY0ChLPSd/dvXv3RbRnDvxM7QNceEDYGc86z2FlZS3l8hWbzdnQlfQguUD5iOgYf45GtosmgJ83GFGQcreMWWF40TCymfEtB844yHwRgTfR67Nnqc6q1pGxvxx8onaRepwMv/msrjZHgtfIVLKD4QRH5lnaJilvhzgQVhY50hCaQh6ARo/r04dwsn2sLNGaJsTJg7OANUwghMsjyDneGpjghTCSU6Go82ISBJ7/2yjw6Tk0TGmeFDfPey7linARnQfIOIZQmLMGh304M/cUOr96bfGXN/+aPHCezkYqbTAQZLwHDymgMOxzJkAYK4QpIdU3d1Y1z0OF8qvWzOtVVt7oVCQLH3Qb2NEARwBfkEsUmjA2x0LBogKnvjXp9jXXd2ORI/jzrbfeSdEyNFOjsPpgM3dywRwpnzt3nQsxTzGbOTCMGJzwiLanNoqbopY2U2GfvUh9itKqgal9PoK5e+AMAwOea3CLZ4X2FV2jpUgDDzq1DqKAUdlqHuqEGE2RnURLlbecHaTJ6eaFKZ1wDjGp1os23g1PeXV19YViK+0rEcFXX6ccEgOghggICZ4nQqixvsBkbhZRUUWf5duEzc4mZTylCMY68QoRqOrPKJG28QtO88Sg+Xm8bSOjfW3NZ8zF2JAWkaNiHNl3a/z1bsbAiIwTStpzxdEcXIKJoeL/KbDYz8mDnHLtes+r3T94XmXlDTbRlimPV8W/FDnPhVBHM9aLMBQRIxA3SpGLbKlEZuSlc8Xv3ktKcM7xrZ05Mw7wBplB0c4xhj4YIULeXlOKxMAi4kgemH/35DR95gOaauWtvsgyERcyqGbOZKw1YqjU8CdnVujbjoSoLmHgk9PwV9rHqPI2sdu3b6dHJEY9ZgIfkbGQoxaK8KPJyXkR7pFmLhZNHvXOnboCDQZNTiMQHjXN4jFILly8OBiVADsBxYjiTY8pcDiW207b+WY6Vcz4DAzFM2DAPKWEtgxH+uNNUZQ83LVbt5MwQXdSB8Jy4FiPZmyHcQh3K2gRAbFHmeDhkUSMH0KGkI0avOsxT32mtdzgrWIlc7Evet/+g8X0ZQ3xEiOL8rargnAWFeM8kBvrQT/6RB+2dqFRMgYdoSEpQvBEUl7LcCalxrhk8KvYj9BodwxzYfCIqDGCRDqHGo+b4s6O3dD41oUOkbeuPXgFL+XzxqUOoo3iVzMhzG+tbOmMNPhi5ItKRw11fTA0GX2chpLWq7x1qPEuKTthwvxbSefuIegJ45qQu/Ep7tLJtWGl1ChcxNZ3iln72rHPiNQ+aZYvAojgJfeP0SnEtPjfjJ+cZhx4cGBLo8D/eJiM/xk5CjuEsOAb49Q2DPPlV18l3CkWwoA1c+7Coy/5TCE2AoPVb52z0jMHDIbR4H7OsQl0xSeewuTEwOy1wXPUSMzzc6a4yEytcZf7m+sd/l5Vzxts6Mta1zQ08zQ/gOTS5aRICVmem/WYgy8yfBQBfhQtyDSTcPyseV4A2YfH5+LHPK53RgFDRf0OequJAOZ+wU4uUeAUCrj91m5JcX/aKO4pKUO8nOFkoHf7a/e97DMZB99SJVOiA0P9oQGGFaOrJn0q2sAwcRgVpy7SyDWGpvPiSwy9XuWtCEOBDmHGE4kSRS7Pv3f/QXjBcihHeDq66BBMATg8xVyi/WBUlt/xE54eVUeEFkmor6klmFbgAm6KJXvgmVj87rO1srcY3mvCSpkAGTzyVax7Vn4kL5P76ntHtIQ1uM+cPb+4/+BhL60Rik6sUzdROy/3E04p1HrvXhLs1oCXbX5R2ujOD+4U7PCQXqVmfq+q8rbO1kGh4lxNn7w0nnjaKrSymnK05Eo2EKNjwSVjwGEzjIUubVIQ6Jsc9Wq88HiBbB+c5iAPLgwsOklu1zbzgjeGtLQVBZ7nZjz6Qaic/MLDUxp+kNYQkRDNquEz/EvRgS/LwCkwdK+xPuiiKS6Nb58VoeAwyf1HDUN9MJY4u1Nx06u8hSk9jWbLR9vClXAmodCHtzsW5u0itP3dgrOYG285VuWO6HhXR44eT4qo3X/pZ7kNBRi1+Rt7QzGaeVEiJc3CugfzsEARL/z67LnqmHfq4o+Ni3kJG1bl2tra7M89xoAMKgV1GFrubghuayicauuc+4auG5sPeqSc4e7W7dupSh6zMIZqIjFjYzIW0V4E3qF+9QUfhCb+YIxaf3OTYoBHHgkB6cV4AAMl4l0IWUHYtu07k1Jr/vPUsObJYYRIc2/zBDHpEuFoeGdwogtj877mnJf5Ghc9UBZzNzijsEWmFM5K46G/po5hmgLqwgQPUl5SJGNCG85UySuSvXXrVprn2PXdcZZ9tw6MbKkyaacaT7I9lpPieISexocuzNc2XxXvjCzfSxpaZcTw6sFYQz9oElzmW4NL96qpIY/xU7SRv8kw+eab0LzgAgxoaWrBYK/yhtj33vsgHW8nLKIzC1WCbHkYi0w4Rhpmc9CBMDGBE2miPQTa5ctXU9490od7zJuSzN5fjcWOWLLSYqlFGngYELxs9QQ8VwRIiJesUd/Yea6iJXlPZA1ztMfQt77kh4TRmvOQHRPYf5Ja+1732ZbGmJsqNPJ4vCNK25gMHO9oGo2tZ5NmQMNT4c2wZLjdR/BTnI1yfpY8PIpYfhUdsdSdSEcpUUgMEgaXSlhGOGOTESEKIJfs9D7PyP63f//TYveefek3hVZ2cSi+cQ8lwzgUkSBsPeBF6JeHZzy5Ts8mYFCpFcjKnXAmAK1nBLcUEDgj92bcLXuHW3Cah5QgXEnZMFIYcf6f0sBo/rv37E1zXnaf/40h3Ot8CdGAubcSMkREFxrv9p8jAVPm1b0G3HL3DB6eNhph/HWL07r3DX3Hi2i0xqnTN7gYew5FEglYhv8hePxO3+EB6bqorEPzohTqjaJGALokz0UVpsjEXuUtN4SZHecoHMDCoWgosCmMZWA5apbEFCD6EEsgWOSacDkPl4XolKbooiAKi8GIwBTRhTFHuKNECNaaw25yX4T3X//6zuL9D7bMti3JGiMg6y7XPVeDR4qI0HIMpnAVYp0oKxNzwr2H2Syz2o1lvXmKGNI+XEqhiVRMH7N27viI4ThkSYMTTYA1K2owE/KiPA5wkEtDd3KqDI+9+w4kQ+3cuXMpbMjzkE7An+ZKobjfOmYvWf/G0rz3hc1dg1fh2L34T/qFZ24e6NXTzNAGBWTf/X7ntDv+9fiJxKsMCEqREqZIGJNgoBT1ba4Zji5u/c4oYDhsVAMT54KsYkiSV4wkvw/BmWGDI4aNOZc0fctPezwk2SZSNkWmTh3DqWyEv/Wxdta1toFPf2+88ee0l71GBoIF/yrQvXlz+BHBU2AGF0N21+69iV6XrdlYn579TU7U1DGJXlHg9pJH1xQ9cpqmOKy9ynv7jl1JcAPAi2Dg2cmrECpjxA2BvHVWOyESacZkmclFRAlFH6r4Dh46UqXYzJUBQEgJI0UbvBBoDIl79+KPljO+vggP4ewdO3amh7yo6DTnaNMnZSpsWbN2feODi5Ai+Pfs2ZeiBsaLNIKJhwnWvmYsNJOFslB7jRHZN8bU39COB/DkylhzBh+B6sW4JCx455QwL5AnYZuZ89AVvIk04D/FoxRhFG8ZZvf3Ke/8f+k7D0x0i1EKz9bGqXOOkNyzZ38S+kKvDAzCzboxVMwfLvJ8/M64cvjFRjdwwC8nBX02Rt6PCcYMXxsmJ/6hL7TV93/72r7P7ml47WySq5TsmEzt62PsN/jlJXs2AkPK/KINrHCza/eeZFhZWyH0yLzbMEiNiO44crvm2Fd0hO727z+Q+L4GLnPDb0OypQ3/0Gf3czoZv5GW58NY8nms9Spv1Z5dpYlJETWvSXWjcFlfQziEj7BaFJFpH+P5C+GQO7jsEwWnUF+0IXoCxyH7FjQ6H+MTvIcOH07POcaoNU1fTnNiUIGLkSQkSgFEGZUxwJNiNOl/rgYegl0kh/GHPmqa/nbv3pss0+56wCtFmbzC/QdTcWEUHzUwtu8VhqZ8NWtF6PO4RDYc5CKMzeJfW7ud8om81fWEGc7mVN7tuXY/W2tCmvHLEHEeuMiJ0Ku8p8gRT5eQ4mnwWoaiFN2+1+M73BifAWtdPJMcX3QbI5yiF5msbSIanjJFts7Nd+SoeSiyjbSMjy0fbU31L9ZJCkWkgsFR26RWpSIfPhx/guCyccDF8K2NjMI/47mmMJYM8jx7sHTl07J55P/Jc7lvBthY61XeHtbebQAhVOQsHFdJcXg2bzdv01R0roQJkdHAApJjiwoxiyCvyYNcZr1055m/N4T7bSJ+yqemWVAKRYit3gj4Oc2NZ0bwgdOL9yNvA28lxoF7CaM9e/Y+FyDTDiGZgg9zBY+cq3DqXEVOHiTDEBB+06wxDwPB57oEdBSlnylzm3KNEKZz382f4vKOttEmhS4aQcGBH6xewYDEFHDSNYlWNmifd6ZNnpU5oku8ySCmGBnXTU7+aKrY3rpt+2w7JSYjpHMhmMGq0I/8ECmjWNGy5j9hUXDPQV/6wLtCpQpY5/Bq85T0Laws3bKyslKkTNzL8Nq+Y+cLxZ3nL4KG/6xjTYNLBgZjDpzRZs3wEUNFtLVE/rXH1A++ZAgwsiNNH+qR6EHGaaTpg87hTI05O73KeyygmRGFyIQHFH0IAxuEEqBAluUkxyYkLMpqUaQTaeBz3rGQTDR0YdyUc790OQnaWiaVI+R5ROeU8QDHDACFW93cTCMEniUPV+imGznJfbTfMQ8iESp0+p3+4a+26QPjm7MKWLBS3HM1cBOejsfkaUuv8GRZqjxX/290M2fjmrc8NW9aLljokmfFiGH4MnYJl5cBI5yAc6M876E1QKtwgEYpRbJEQdS7776XQrNqQigIufY5vdEhePp+ByP4eIciAorMGKAEMplnnedq1gQeUkTmZHPM6JjQLhnXPMhlMNtaNaVf94iE7NtPGf7zMxvUMNy4cSPJ/ykn4Y3BCx54Zdjij5omvG/bHqPCHCINXcKTCGQUHrytPoTsi9IvOXH9ulM3Lw9Oo1d5D17d+gNyEJxH9fF4MN/OnbtTmDpq+SiQYoHajhBFPospH1qAKSIN4uRRFM9EkW9ccyC0ed1CIdE56QtOMTeCUJTU15f5IuDfvYXh8DemsRWMVS7nqv8ovto4RriYEU3YKjh3QU4ey9nOH27ZmgrR4IWBYE5zzCGPsezdWM6XRnM8G+FWL/tZ4ZYRa91FqQj9jYRtCHYwvGzl3YWNkHRIDsO0yZ97kthaUpoK9RjzQqsiTX103+1vzu/omdHNoyObyDgHe0xRgqVwMBbsIjBnuIgqj+64cAavZIciO6mAIVo0XylPylRIf8joJvvVMuhP1Xe0gcO8pfwYuzV41ZcDlxjy5EG0wTv5JToUpTdyz9kYjIBIMxdGl0dfDynwsPLOAFlsBxTwBv/85zdTuIBV6veSBkkQRihbzEhDULY1sNqjfYBb6EQop4YozUcoV8FSjSUID2DiTYsmCMksIyj4l2uVa+zL2cENxuS9EhbL+pu6FiqlGSvgFFq0HkNCYmqf3esYUzxs4WfKW/SnJtLT7X/Zd/MxL2vLaOD1o1ufKXFCA86tmWu9hOHk0ebGxTJY+/4Hw6umvEVPKIGc70aP1hmcwqnqVpxUxgMmDOGSUVQqY/rwMfU3SsWRvWiOwUvGCK3PvabmxJtF14wW859jDH2IJkoF8Cz7opIMeNGOlHp6+DAZ9GP4YdQoUAQn46CmkR22Vgo3R50/41snPLm6disc6YQrclHENNerlM4NDdv9AZelKQHjiyCity1bti3eefe93uGrlbdeeaq2sNy6dScR9dlzjou7W+RtYkiFEJgyQqzuMaaFy7nQ3hmP/KiPVDjz/PzuCBy6t3CsJgYAJVmjHMFACSuQoTCmCixKXviRomsrcEIRroXRCM3oHLtoZMARaKIeiLbGgu727bt5JyF/5Uratme7jf2deRvjXPPoG9tvDB47LdBY3k9tT6eohWgHvA7B4DqMGDUoh2CK/A7GV015i3KN1aegJcqBcYSenfgnJcNgEuHgKQ3hPoKjvnuMLzqAxvGW93xU8dja9/W17Dfyghz0CGVjiNpM5ftlfVPalC0F3jZ6edj4idfPe52yjxvO9deEmW8mhbNs/KH/c19qefBYjQKHO/00kYNYcTCac34GozIaAcHvUrhqGaasHxxwDMg2a8SYuXv3firQ7cNbtfI2ScpASAmAFHke3MQhcFmuF/HzFAnnKZPsmwiGOnPWfvTPwsoSIWJK1n2N8rHYYFGYVKO4zRPjMmow1hSGyrhBCPLZwrj2MFLgCIOg9BuL0jW1TR+MCsLUwzz6jomsGSMLMmE1Ar4JkX+T6MR/wovWy/noczf98wbVAwiLm2P2/FTb/n1EYbdhQZtC6XNU6Lb7jXy2Xq+S8oZja0sBTGl4wJpQ2u4jYxhTd+/dTx7OehhIYGRAo79sKOAnsu38hUvpzAI8MFfqCR6sk4JH/Kp+gtEy19yywoU3hiec8jRFkIxTIvvAyVHBG+QdWR5t8CxKKc0kdB/VBcYnL0UAGXxgjDR0hr5EE8FW2hKvPXuWnKhlFf9wTl6TZzx+69DUCjXnAvSNXa28WaS2AbUFE6ARSPaEASQcQ9h1m2spTFZGdOEVULDGIblvjO6Yfd8hD8IwaA7f9V237DcK0nwxQgkT9PWbDJIzZ1MOOcK4cEuosPzAxAMkCKxFhBi7MGIu4XHhTEp1mZHWvX/sO9jhUjVqskIvXX7xlC7/5cbKFmpzLvocc9I3OhSBcV4BZW18x2AyLsFUOg46AKOTqV52M79XSXmjGR5tBDfwKnSNb/O52R4axDClZEvXaWhtjEE+cVLatKd/skKRrUNHyDvycK5xwWOOSbGePTcrj2UFbsse3k0pyzt3QzLLfBkBlCX8/1qYMm3jHX4VQDd569hRo/ojm8i8HGFojzH1M1jIHylhijXSwJFSEcdO9Oom/8MdGhY1xgtkTzvyMERPVcqbQlFVZ+HbRJ0n2QD2NClnxA1A+dgMmHsQvwNQasLlmIo3CQmRBg6CmeKO5jiMCx+scSHpoX3wU+Br8PJtYgYCIaK48zj64jUotFH8YA38VtPcDiYPoj/5/CS9WkOlDQ/mZ82bu7Ch8JWcWF9L87t/PxF+TZEKBqFIGDvqC+zVpHDhjqAbYqA+mPp+Y1zay12J+r6ui36Dr1dJeeM3dSr4P9rMScSPkqPEpW6EnEWtGs8yXsj4QgksORhItJGRrIhLwS0DsJbPMj7Qnop8SkSVdzvcna+JvOMXXq6cqhx7jZyxHRCMOV9eM3eP6Lxy9WoymnOkIzI//EwhitDEHcOfU+Ea/ET7YPDTLeRYxot3cgWNpie4XbqcokklaxBW3ga3WLzuZTlmyprlQoFfvHQpAQxwyEDwLL+s0EsXST9C7oTuPwKhDeMRZhbHImPWSHMfA0DVPSESbfCK6CgtVmPJYvaNCccUdjrbet+BpBARU7Rl+ChWjE9QRXHWhUHfIicsVUJYlED0we9jzXzgCh2VwuJ6NGTtPDQCPRL+5oUml409Blf7PwaB8xFq17PdZ+Sz+bxKyls0SGSjdN2G5k7RcQjwMl4UGralkPcM96XrqX4DTfDAljWhdKkjzoxwN4Ok1ujLY4L7+x9+SLBQSGRvDc7ci8bthHHoEfkXdX4yjPpMlepHjlaFq/Vnrez2IWdq5JWwucgg4yq6FhwJRadqASLN2nHmnMiHNs0HXZFXDDLyuV2XNHWMsPIGgAciOKN6arMgzmu2lYm1DWhPLoswlTEtBgtN2H3IM1sGm3wPJBL+rLxIszhyvY13FT/eUT88CPNRQwAvNU06gRBRhMKgyMYFvEesSMYRRUcwHjlytMpb6s7LWurbA1HAS6iXwMiDw2BTD46gmI0HL8KeoiVydjXee3dO7e/gQmPR8Fu7r/wZvfBSCE2RD/QCZ3iBAeiFpr3M1YuhLR/oPOjmHPTm9/T/82tVuuYaCf3pG76skTHnavrjdQhvrkcDu0jYiZOnUxTFFkY7SPw+ZR7mTVFKx011LsyJIyHsK+Vi3eeKSoEZHGRu3nkyFa42fhsYmzO0RZbgBG0yotBBTUOLZDynDi8ZK9oYE3SF+obIPI1r/CaCF0+H6sN+f9vnovihZ6ybImLyk8NJ3qjVmUKLfTgMKW+DsdqcANN3GlvfQPk391L8ntn7p/94I21XYtlECBxj5JB77r/kHSyEt4plllC0EZb2NLPQEW+kgQUOFDY4HGGqgBkaC7ETVrkQUP9ePFkMQYGX4BwBexqYnIxKzhpruAszOHgSikN4S5HtMb/8+muq6FY4M7YG/qOYCFjX2i6XC/q6cM353XoQjjzwkmbNwOx+yhnewU8h86B5lGiX8UJoSiE5JIZBmvP19onyPrx4hYcOHV78x3/+V1IwvvtdtCEXfxEqquMVgaEhwpPhZ40of2M3Cv73R4SCEY2Ad2rTD5xQsOvZwMYDs73wxImTKd1DsYw5DeZh3vZGRw5kIRPgn7DWj3Urwc0yfDQG9LHFo0dPUsHZ1L6tEf6y3Q2tUCqaPfQeooMGGH1T++uDU+W60zfN3X7nmr7QX3qmxoQtsn2w+I1DZC1EYUpkXrs/8piRSWbA4dRm7ugPTkWA/vVf/286CY5hUtJP33gh5U142EcHIZFmMpSmRxLyVp2FjpBMcKoAIMyEgvWjv0jDUDwuCjOKSGOz7CgdwijaEDwBySOqZR5zITAIaUqqyzyMHswL7im4019TtHMpeTBwP0cDF2aidDzVSU4Io0WboklhKDTRbeZAWMOx+ohm3T8u8u67fZZ+pxTxTHc99OM3MFoP+IUXAoOlr4BFbowHiF+EE9E+WnGOANqjfPXtGtEW10s/8PQJa152fmXPG75EjPxOQTHs4AftEJrogxAm0OGM0YdnncjH6KH0b9y8mcZzH4GEp0R8GFPmMvbQCWOIMtXwTckagAcupGN4hrbxGNvv3TWBfzTCsLAukeY+tCgPbG2MFe2rb3ywOYv7k0+ax85259C9x/8MMM6Be7t8TIGLZFJQaK+mGcsuGQqTIbMMtqGx3OewE2k08EVblg12jkQbXhT6nmrMgZ3Mwb/4B8+KcKArMr62FStvAFl4YVOARRpP20S8a6zgY8ePpxwqYsc4Y4uNARzcwIqOEhkH4cqVK89D7v98lvuUeYFRLowQ61MYU/pwjX4Ql4eLCM/UNH3xMjz0gkc2hMe8BjzBoWsyHIhPdALhzSV8jGnthCWd+83IqO3blOzsgwAAIABJREFU/axbwpJA1ozjd0rM7/beU2zZ48hz3Ih3IUpecNvjy/CheYoUbxH0FDQl6fwEKRQKlEfNw85Kctm69c3JPbU5b4YmQQqnDAUKmAfvoUWeb80wtK7myyBg7FsDL+NnuBV3iRDk733wrsdv4GCMKiKCX+m/rsxhBKkwj4ZJ23DzPq2fsCtemnO+eJ0BB9ddZdyGwZjyrYpW0X/mj/Y1PjMwbFVyKA481TRjOC77wYMHYV1hfPwiTcD4HYJ7Cpx46/CRI+GoIXzANxqXrhpqcO1aUSr8zjmVL8/4ZACT8zVzMXax8lY0IeQNkZFmIXjZqpQzEefJUoQsegvFQs6TbY/jWt7ZBx9uqbLYCRVj8UIzHO1xpnzG2Kngbq1OABHG8rw8nZpmHvJXiAuR9eEv9+9axIW5mseJ9hMj703+Tg66ltjy2N4ZDyIDwqa1kYZ2v7bqEDxwaf5wqyiHp8XqbivO9n0b8ZnC4InwbIWd0Ts+ykVDnuancAjsCn94LASyeXhZs/yKwuv+WuVtbP3k9wTfc4HlsbmMEFu/zFVUwAMjeIgUOm/b2pvX+QsXUiVvdC419wEfDOjDrgJKnCGCxtEI77QmldaGDa6MZe7wgN8y/trXRT7rB8+jHUfKMkK6zTUUtwe/jClu97mWXBPB4u3WNnROHnFuauSHiIGICSMl2jgLdiEwNKNNH9KG4ED3fY0BREcyqqRTuzKHo8bAJX9rWrHyRuC8sKjHSykjYBPsNsgQdiO85GoJdszVJnSIEDrknUSJASPxEgjRaB/uAx9vNIoL88coCqYItigs+oEj1a2eu/vpZ9PmBd+iHqIgPHB4yU1/GF3oS+6z/V++JvL+2/Pzh9UqMOLgrr2+kT7b95gTw2XHzt0JpxgI/OgKfuccqz3u2GdjMlDsiedNv//+hynawPOTfhJy5p2ibXjm2ZrHesCqzzmU99B89e8F1+ZiTnYQMFx4H3hGJIHR6EEkjBVCzJxfRoNnYf4c2pQaIBtEE2r4ujsXOIEPeMBTculdod69Z+p3cyAn8xPr2nDzEI1JLmTFDZax5n+yxFnj8rzLrh/ry38iNCJeDNJoM0fRVs7S1LB131gMHfNymFekwQWZvXXbjnSIThs38K6WSFhc6iEbqe1rjGkuDHbr0WdsTYWrSHkLlbGmFUtEGgGlEEaleXdCuT+/y5dhaAzEI5ULJfyavYQ8y33pgRBDfeS+ht49k/bSpSsJ+UPXLPudgWE7F8aINsxLafJs4Sba4IExRCHae90NAY71i5AaL7jJgWeBQrGKgOSnjY31MeU/MFKghLfwNSOOMIuu4dCY6ATdvP3239LjDHni6zHO0Pj5d8oLbaATBTfomIenyNODLayXNbdWG2lUwPd6Ku88/+47OrMOBJzoHTpoomznkjPQ7GFeSXl6dLLRjZKzHsL4f/rTfyYadRyutZmzwYO1J0elHnmUc4yR+Zhy0zcc+o2Xxzjn9ZeM414yWKhfTVDJvV18udczKxhq5httP/38c9puSTGSU5GGBkUBeL5RxQk3nEc0DA7z4zDl4k/GuOiw64YaI0Kdj/WJtiLlLVRAYRGQpY3QyGHxPq+725/rMbrcgMVKxTE3Vp4fNRcrOkiC65lDYeTb49sYGutZFelw7qg7n+53C0tBCivqD2yR5j74ZM07wrNEcefx9IGphN5Yjowzj0BUSBYl8Ny3d3OFb7TTeFrz7X/N46AVni1vVtjcPBh5rOQobnPfU96NAVc8OPlSeUPMrACIAWSN5T7BxesC78to4HwZyrs7V3QAT2iXklDzIAqBz70Ix5xe2Ij1A59xeN6MPw4Doxov8ELnhEFflKtdDhQ4D4xSqW0Nn32T+My2pFSbdPRYkjOR/sGZI6X53IMojOjdwUcKIKNHGYMHraCdqAMJ/uxE4M1IA4f5iKLhZ/UMtqkykNDzFFxbK0Wm7o/KgsnKm8JmaRgM8KXNpFSmysuU3G+ShJ5wvVDoO++8l4Sh30sb4Socbw5TENzXv/uy4IkiXb9yyaxkAioylwybdWn2aDbh+xLc5j7yuxzftu07Flu2bE0efNS6zf15hy9hbJ6VvDk6mLPBHYVJ4KroZHCIEFkbykEosQYnY7DqF02xnhMTX7nSKJ4bjeJhEPHmWOYZBsKHZ2TdX0YDx8tW3mCwjahd+WsdhdfhR5hVRAqfMcR4w7wluKzhlTF865cBoTZCnpbnhK4IZnBQsDU7IfrGxhvoQOGtkyrNr7aZh0crS02+//6WlOOtMcD153Gowt7ouQb/jCCGq2hUFCbj82zRDzqJNH2gMzhSn5F5s6Qvc6G8nU6Hnxnn1rOkL2PLnzOMSu7LcE5W3rxuSiIifAHGCiRIeUKlzf0E5K5dexIzC0MS1iXERICCgWVNsEeQBW5ChZVVY43zQhlCzgGuUZCYXQUyhohEQ9rrAB8iAUJs27bvTIqvNnzpWde8YTUS6Cd67nwbzvZntKhfXq7cnOJDDKSZD5yYj+LEGqHTHtNntGT90ZOCFMKdpyini07HlAz4KHqV1i+jwcvLVt4EZz5kZAgH+AKfUG6MPpXf5A9vFY79H+Xh7pj60V+3DsbvaAxfiBrxxtHY2Pa3bt/LvqNLxm0qfF1dq5IrxlI7AGdqPSiXObZ9gZHck/qRW4/yEnyaq6dOMoai62etPHdAhCbqQOFDBhNnbqohAV68zZFsooiXU/W+HS5T+2jTAzzmHRcRw22S8tYxAUlQRhAu78g6QQCR+y2QsSHMZ5YXRnbUqkVc9jAAYzIaMCdrOkp8CFdomTIgwCMN/CqMo4ZQHlM/clEsUEZMbaOIhPAxvs+8WDiPEBVYKE5ELnSMuLNSrYXT/XDP6mbAEU7g7dtL6roHDxxUc7zKSDImGmJ8iE4k5XvtejoxiQGGHs13Km2Dl0Ez9fo5cJb7MObLVt63nx8iM5W2VLArUkKP5IjtN8KmaBVfR/k54wRtCnni7b4thP5nMKA3haVoairseYyxd2uCh3n5hDkvTmFnaaO4RSjw3K3bd5Kc4mgwLBnSNY1ygntOR43jgifJBfpESD7arDvlLdUS4SP3MALyY5vH5LmVkG+H26R3hLufy0ZGCKeUoRlpdIo1UkBXOo9JyhuyLRqLubQBCNNZrOgme3lv+14xkNYg/pe0HUVYDVGZPAHax8gUndCbgqFowxjZOtZfpIGtseIvpLmULlYekzCx35cC8F7TeBGUj9AdAYZJwZX2r59rtmaUeODuxdy3bt9Oxhb4+tYkCrM1tg1JvogwxTRj/cOVM9ijeUXz4X3Bhzk5hcqhEXiC0TjG9ENzzGdKz6kAhsbq/p7WJxmy8YKdbp+l36PpIrAz0qyFrTiUHUOYMUQIWuvS1tDr709G9L2v+R0fZP4lTxgUY7TX18/YbxQSWSY3zEgsmY9r8TGFxkmimMCGP1LR78rqC94eg2HsP/RKjis6xofRZg1FrChCKYpIMzf4F0mNOi/WVCRAqgQv9609PNI7jCG6Br3Rg/la/C+KRB64trTpR59OriyVB0uVN4B4YYCLECrBZ2uXPEekmRBGsdAZYe1+EFFSzOcvpDA0a45yzdeCORddqHKNNH1QbDw44+W+S/sChyIYHkMEl8bL88FEPMAoLPpCeCIRtjYwsNqKSL8RBY6wMSblqlp3rmbemFTokjCCwynMYh68dIVBhOPUBheMEMaHMQnFq9euJWY3bg3eeb52XFA6G93A/TI9b1Xd6XnNj2P5yowv64PW1DVIo1F6jDoCvWR9XOuQFt7qlIYOGQpSJeQap8FWsxp6aI/ruGm1QRwNynhKOBYuXMuDy4o79wledCyqIOJRgpvcR/udMUBZ2bYVdWL0J98rikEvtOVOe6xln81FFTt4stOx7J7u/9aNMSmS054PmBwHzVgT3QPrUNSWfKEj/R+hg0xPdEzJ/UuVtwIgikJpe2kDCAUTDRG7Xwm+YieHDAw114EPM6k2hnCMbcuZykaVl8IrkaZvQj8fi4cZIo3VLuyPudpEUtIXWMyL98frjBK9Md1LGQr5INy+E4OMJ1SUQ+hjBTuuxdiEqG14Ps/VMCk4CGlCzXqUroN5EjgE7VAzBx4MYWc84UYRCTlX9FeD7/aY+qG44Wmjmzm+TOUNt4xFoeE5GkcZb4mspO145y8kR0P/yxQVGpLDHjp3Ygw+fTN4eX7eIzQ51L++yQl8hw7HFDhaSgWhp8+8UM7dfq05+rWVlIJYhpfu/d3vYGLsTD1Pont//q5A0H5nUQYwRhov3gmNZH6UPzlkcMPZwP/NAUpNiJzuaY6fHY7qgJ0xd+tWTLa7P5+bXhLlHFXekCEPSoFHEAMpBC7ijjT3E6DCClMaGFlBEE6Jf/LpZ8l4OHjwUFEIqj2WXBHjg/UVwYG+LA4FieCFZ6INoWblGDUAjE1oUa4szuvXr4+CA3ZMJrduD3mf8nMN4ZBTGNH0SBcQcDYFQw9S4ZnoT7RYiNKwRVAlLnjbzXdrC27RBkrVPlCGJ4Ole3373uhnAlckZ86+9QVn5kLgexHUXujF60ePI/zii3R8LoVjfvm/fK28LyGmH/3NCaMomTqBEiE1FcfgVY9CiVMKBLozDIY8Y0KabIkWD8INupI3lVZ0Rjy8zYEvcwG/gipRJv12G17g7Tk3Aa2OKXn3cnAcjiOa1Jfb7/Y/9N381BoxpIWUo/M1J8aElGhpyDjDZg2ssWJm/BuF5ebN1eT80XUU6bHjJ5MxNJVOOUIKh8mPCAzJ+Uz1O9O971HlLcxLwCDK0mYCrEfKhgAube73eEhKmBIvaYiYZ7Nz157Fe+99kGBYRth9/SMMxIkwMFO0WRhHRMJjZGGNK+cOn6IgNV6t8QkceVsGyRR4XMM6Fu6kQNuCxH+iAZQ7wczAmKPBN6YUqi4NeQ+NLwLDiGrDaBwKTdgRbg8cPJwESnuOQ/3V/I635NqmGmHw7AVesGXF7H4CxnZK60qIMGBtRXQOgWJBSoBwF6IUgRKhsuVS3thv/mNgu47wItwZF7xSayB6ZQwv41HyxgdHo9ynYyIf0GMu69X0LSxLdjgIA80yVMCbxwW3kLfdCBHZ0IbdmpBzlDg6YvDncdrXlX5OMH7+eaLJbs2G/6QIFOHa5TBVGeNjc7a+ZEq0mfONGzcSz0Tkex6XAcU5gj9zijSweLSsGgi0WdrgwfO2nXzo1L8cKS5ZQ9cy4EREp/J0G073k00cqqn0OKi8dZaPcIsIMgDI77KsIo0lZjFMKNLATNl98OHW5GVAKiNgKoGYP4Z3wlDUmgI3wkrW7uefVxkABI3QL6EcbeYEB3Chr6m4MJ57CfN03Ojdey/uxbiEAVxHGKc7F+NYO/NkOF69ejV9714X+Q4+D3/xVC1zR6MUnVwhRYpWI7QegcU6EBIUZrfBgZfnp6MfLwqBcgYvheyMZrsthPXR186du1NqRxiX53nhwoXnwmQlKey2kuZZfPDBR6liluL2UoTkd5EuRt2Zs2eTR2e9GcGeYOZkOMKFp0oh4guGKe8d3sAJr2N0Bf9zhcy7eOv7Dr70FLHDR5IzQFmAj1HCiOEgzNWEk52RLg/L0LGGtQ2sFK41hvOMWwb83r37QjRr+6a1FCaugdEcyWhpPGsfbebiLHlRk2iDl527dqf6poyjZX2ZO7oV2UDnYDhy9Hgyipbd2/c/J4bBSI5E8Cr3LerXPv+gb5z826Dypjz37z8QZjRFIIRTNISaPIRLVxITZGBL3jESBUVQKALhdXmiDsaaIqAJ9hS2On68ZNg/XIuICMMLF5stbn/4s+ALIwJRsbAjRJGHst2BdyxHNNW6y/d6NzZhSJBQ1mhkx45dL45kbV8b/QwufTMIRE9q5tsHA0WFLqUA8qMhu9GEvvvm/g1tUMROxus2RgavimJReSzyIPqzb9/+lMZi4dujykPG8ISo/uCq79Xu3/+/57z/GIrtuzf/Zl3QIUWCDoWbpYEOHjqSlLuUBMWugIxXxzhxb7tJrTAuGCEb2cAhXcKo4R1bb04BWLow1sJl3kKuhDhhPkcDY47e4Q2pt+07di4efhxLZ4LJOsEHvNQ08tW6M/6iTb2N8L85RdNixkZ3lPCU1CR+EaVCDwz3vP1XmqJtJJXOibxn0EzRMX19k0+c3il0Oai8m1z18jxKHwAWQHWjUM8UILp9sI5V91K0kft5KakA4PKVF/dDJmubQrfABN8Qgo0pXL5374FQyN989GE8B9jXhJVYtOoOCJsaz1Y/GNah/OCJ4NW8GqJ/mub11l/fSYQuZBftr732lAPCR7yElbHmbpSdU5E+3LI1eaQMkKz45h5rWX/ZEGLgsv5VoOMbBVRw4KlOiuzQIjjRa36BOcNdgnvX/q68h4v3urC7zyuPi568KHV0idaF6fEdYU4o4jNFmgQSQcmjp3wYkRvdwA5WER2h5nfe/VtVqHYMfmFTtSTWkBNh7NoG71IB5Mmbb70d8rjbMFg7oWr8VpuGI0tFgBij0UZmg0fqCmyRBkfSd2OPIHUN4zGlyJ47CO2aCOkskTh1PpGWZZiagEhjDIENTpe1XuUNeXv27A1bjpDH8oxa2EKCnrTFY440HjPjo2uBWTghPuE+xMZAsFhdJW4BWFC2CEUZjzckz20RjBttCFolI5iisBhfTpPhIvQd7ccc9EUQf7jlo6QAGRVT821jOLAO1oxXybiowVnfOBiU4mBZ87i8T2GQvr5qfjMvximhjkf+843/Xhw6fDRtrbOXVDGZ+aMfShFtWq+aNWvDq5+I8m730fdZv1mZU16MDYaSg4REOhSR/uk/3khRH8qcwujyXV+/c//moB3wiGSoendy21wecoYVLqwdOSiyImVRO1cOESPugw+2LD76aFsyxBkjNc06KTIl60QMog0cojEnTp4M5XvzuGDYs3ff4JasfN3YOzmZKsd7tm2p3SDTPRCHkYnPunl//GmbqwhlBL/u5yQxWiPOFh6iv8jqZa1Xedsaw0qOJt4xBeEUsaAsoHCOPZsRgeV+zAn5QwoAXBYOU7GObZDPnp57eBAWmACNtEZR3E4Cq4ZpGRmUjBDq0FymwGc+FCNlFVmTPAYYWIa8Q7gDlyI2wjhCqPq1xsLjhDvlRehH1j3D2H3X16PnZ6urjhUes/aeJZ0YtKeKt9tH7XcCgmfKi0755DPnUqUuoanSlveDbuEQjuecfxd2fa+H8u6O47uxCEB8JLrw4YcfpXoL85VTZ7xYAx5blNf6xh37TaiZ0Y4OKG3jW4PGCJ1vvzYYzJ0HZ8uXOhOOQ6ShCflpOyAY4YxnfEfIR/kOHNaHsiMbEi9UGAPWTy2EFGGUfs1TwZ+0XFQOGFvKVfU4PtfAJk1mHdQ5cGDgbQhOuoDyFTmONE4rHRStpyBjOZdSCWOtV3nv3LknCRvILG2UttBs1OtGRIiAMIs0xM2aRpTLmlANBYSxhEqcE44hWF7RhYMzxMH6g4MhAlkGG4KjJIe2iSy7P//PWqeoKNiIJZn7MY+vvv46GVYsy9xX2qryPE9UauzxJhgBjDVFGryiKL4ynPldPyqwra3+8zG62XiR66M8PHRhPZpxCAH0iJGNJaqAvtCHqBABRbirwN6oBi8bpbzbc4ILuXt5b7ztO2PSgT7ok1GzsrKW8paldNQeZ+yziIddFmQMPoULY8mVClWqgfA5IveGxkUHZAxloCK6Gw0cui//7n51BmgELbX5jgJXfOb42GiDA/CZO16Mzl0/jCHOEDijzXythTWK0gG+El2jsOGHsYj/0BvaWzZH/5Mb165fD8HgfnzOSMzrVYIP9yh6Y1SNtV7lLVcVsegsICuWpxfxOCksT1mhsJYhuG9SFDbFXVpwYLF5uXJ1qTBo/4FwKK2xZBtGgI9IM3fEJgcaJWDjChOxNIWK4DbazCPnLHkobZj8x3MSbUGwU8dBoOByxCtrO0JvQ/PRF0ZtwvDXkgVrvPZ6EBIEBMVq/edo+rf+BIZtWEKS+seI0gJNmO6P9QF+271n7x9gmwOWoT7AuNHKW0FSKrJLT5P6vUgOncM9Re7AD/Rw7tzFpGDVuzCwyJH2ug3Na9nv+mDAqubtOhYJJ8+epbSKcCXj1LrMMS64zNNpXWgBP5rvlIZGmzMWTv2T8Q02+XuFrByNiJLIMBiH02WfMtkbbb8+PzBG1LLGccFDzubgeET0gPkwBhXTwg9jgmFRopNEypyqZmdHpJk/mpdOKG3WFo3kY1uH7u9V3gRfKdIMCEGKbSA/0uQkFelQOqXN+Crc3Z/DJSV9mC/L04LbG6qalhVesuA8eYKapxdVRgjPXlsMUCNAwO3Zuarsu8KqBC+ZkAgeOOlTzq6hgBXWMZzGlKFrKX8hY9GOvpqDEvja11ISPDt0pBKasOZ9G7OvybsS5mAeuqbvvvZveT5y1egH/akQd9oSgShcbE2HGk9AmNB7FIahvvt+N8ZGK2/zd0LhmEDHf8LKBDYjUK0HAcwIctgSXiiVSe35W2sGsRx8H579hmcY8Tw1L/xfoxTb4+ufXMNDvPBl26LgDE+NPUITPhiK8upkdomsasPmM3mFD/AkTzza4ItRzCgHTx+up/SNlzhTJZEKY9FBdmIY/6Ot25MCjhyLnfUBBd4+F2IK7K6xfikdePpMaF3ISI4SOhxqvco7wiQQJ9xBcEYIHvEIdTx+EgtbMRjkTYVfIwRDKcl9E74YKzHZhYtJILOCluHEmELIIgeYPtKMQfnYW45xl405NAZYWJuMCB5zBB+5bwJXCEnIjyIcasagrDC/sfsI3jVClwwB5xFPwevQeN3fGU5wJizK4hUNWIY//xNYwlulBo57CWN7xgkrHhUc6c8aYt4peFcfIcJy+3Y8ZNnFxdh3MG208ibEt2/fOdmgBSMDkGd548ZKwq1UGsMYzZAvU3Cb8eBaBUroGP0taxSG6yl76zlmAC7rq/1/npe+GZdDz3HOilvkyMNwxhwBdIjfUn+PYnVGGUY4z7TMmIw0cyRLpfzAZS6RhmZEQaz52Pxz32DnJZPfFK5IjrWTg2dYRxrvm/JkTEaa++XZGZ+lDR4ZIoqeh+bfq7wjA7EUHObAyjFwaYMgeZeI12w8oS7MOaZghmByv9ynXDdlpxEQlIHfLCCjgIEwpBAQO6YkiCPzdw+ip3gooKFxhubQ/p3xIIxNgUWZR3/WwpzMn0Ja1swhh6sxbttLT8rueRU/q7gmqtCFw5qjHx4NeEtoAByiAITWFJwTKnBBODDw0AcvEc6HmKwLb/u7MRWoSFXVrFW7z7HP1mgjlXczv2Y/bcSoBy8hyCmw64JwJpRFbHjqU0QNb55hLwStvynNWghHc0jQFLkw1/qgE/ui5YfJmHa/PqOlpLhvUdzL89nuIf/AyvGYQsdDOGDEMmbxQ7cSe+ie7u/G570fOnQ4GVsOG4o0eJCG5RT1rZvf4NJ1aid46jz2HMXCq3iTXojyZqOXzv0hVTh1LtZFGsL2tcia0KmKbBXy9rVZlDcgIU3hSYRB3a/4QmFGZJIWy2lcFEekuZ+1RkC0iSQRh20Q9x+k0+Zu3ryZCIVSasMJfspd2DiaMrDdioXm5KMIDvO8eRY5fB0h2NwPwZgFQjZo8n9j73BmHXgC8IYA4YpQoCRZ0+Bq43msv7H/4J1gJ2iMB3+lAgccPDyC1NamoWZNWMLqOVLI/9z5NK7f2rQwdP/Y76IG9u8SNuvdzHcjlbc5MUg9/9h61TR8J0zMI6bIGYgUs9+H6Mn4oiJSahF+yN6X0+woWvQ8R0MzhPKJk6dSv+gLfigitIz3pijuDIu5SZPBi+hEtMEjPpC2o3iG8Lqsf/cxbpuwc2wHiT7QjloIMjo3v5OX4JQaO3vuXHIw+pwrRh4Dm0yKzIWhLvUY9r6//TbhclnleJ5b+x2NWMtdu/e0f37xeRblnb1uyCtFkOtZi5R31OuWG2Bhhe5fLJIQQCRD3iUYCQjKW1j8zp17iXCyEiLALTADJtIsEgXJAOEdRBoYCSqePwu8RsjoJ1ucvPfSBhYhdB42Aau6OinuM2dDArRvfMIO3bBMm8hA/DQruCIsrWFXwfiOrgkygihV095/kMKv5jlHM5fde/bNGo0YggvMG6m87SDYvXvvrDsJCG5KTkEgj5oAxz/WsbsmFC6eLTFAu7jD5x6nKbds7/ZYTUf33mXfGTX4ngGJZ9AXJyJiaEhVSS+g47ayWwZD9380j+9tTZNC6OK0e/3Qd/3YYSD36wmPkUamw4k+yMmGH79PURGRNjJm7JhX96RUQMXWZ1FZp+ZFZCrezrnvyPzRgZMV+1q18oYc1o0zfSG2tLnfAnfDR1P7gVCViRElYwwPpSAAeIlTiJQHyfIXCrEoFDeLV5jLQkVayjWtrSXlELnfPfCo2GbPnn1pTlPm0jdW00+z3c956tF+3MfalbMRErbVJYqfLpwIWkiTwcdgijBVt0/b4BQqZgsZHghDSoKQ8J/1nmOs7tiiBYwbBgTDaY4G/17m4YU3vQhRD8hxnCmDNP+er/M+VzM+2lYEOme/GT6wU8q8TZ4iQ1GBIOVubPQmfYQOXVvT9EfGCOPKw/d5edH+7927l/h2y0dbq09SNH+OiGeCRwyAPAf3Unpko8/mH2lN+PxIMuCjNIDHpUvoGfzpswglg3pKnzx0xY8cksg8OHVkftT7Rit79+1/Ec4vwaP5ket9rVp5Y04byg0QQYwwr+1ZUWuW121hIpYmeD2e0FGGJV67+3h99rMn5XTocFrYKYTUXQT3sOya7Xkx5Q8eBLJt+85kTETWAVzuU5ULFhXvkfnk+emLYSOE/99/fjMJpTkEKEEiBwnGaJolw9h+BxthYGsJBZ33vnqQhvWJeg7tMcY+oz9nA0wxDuDWy/qAm8KnsCgroVY4wk8MTWFfkQ/eCXzx8GzDUokrBcA4QcuuEaJzj5oBcOjHS7/GYGQY08syw4YqAAAgAElEQVT4y5rrhLUZWT6vV9O3o0PlahklDngCP2V+6vTZcCqrD15Fijxb3jxc2eFQ0+CRcvnww63pCYjSb7V8or+mSv1OFd6tvbw1x6YGpmanSvNgqFJcwQ8j02FVHr7jmQeUOdimNn2kCvQzZ0MOhPvxiYLqCB3jHykSkTt9lbahe6qUt05ZJTt27AwBRSCoxsNk9giWNojcs3d/EjpDExzrE4M7mpIXF2nN/UeSclJsp/CoFA5Cs8nXxmAAN0EtEsBzixBXnjuGoBSdBFbrATImLl2+nCx3hh2mE94sxU+GzX3gM09V9DyMaF+5z+67vbiUNVg9ocgezVo8dMcY+m4uKrL7jFj/5Zf1BRPFIcXCG0iFcxcuJoVCeW3fsWuxY8futD3LzgVhWaFHXtS58+eT0flf//2X9N3uAPhkgIuA7d9/MIW5wSLczaO1M0AlPaHJi0XnBCpYMlzm5XO7uca2OcJ/Ixp4KC6KlVH9t7+9PxpSjcJEGDv0B34YRN15T+3XfdbRPn/rKDSfa3eifeaxeajC3rV5a2voOQAM8ShM6NUWYpXjpfKJjCXXtmzZmo6FjXq/8MzoEuWINPefOHk60X/kfnztWNs55UmV8oZYBHfl6tXIfJIAcEZ2iRXVHohwJXz6BF77uqHPtoYRfH3bmobuaf+OGIXs5KpUj1J8rMyp/RECIgfmUErUGQ598DQ8CCLah74wJi9ZSBDD1jTRFNGQnHsHl/BmVuClff8u5Pal9UJ3UUEyNDYaQgue//6XN//6QjkNXT/37+YjtEZI5Ll5BxcFwXNQeCNcSGlQyow+9CZHqvrdoSaMJvzEU/KC+/aL8GCkeG6569r/+ZzvQ1fG5o1LaVHACofQe1aOFD3Fv7KykpQE2Nsemnyp/d1zCqwpeDcexeXBOTnfbW5ztnQgyZMnqVaBURrp31p50iGFBN/6gGe5dUq3pulLlIURY12iDQ3myGAkupnHzdtIhb6nNHRk6xeZSo5wctS2eEVwbR7ktS1sbRqdAotrjIkPwRNp1ldqlQEcGb9vzCrlLVTFU4kIewxG6MgnRicjv8sLiCwmwWUhhvZa9iGr/ZvFEJrK3q45EIoK5yhS+zOXCS0HRhB+Q4Vy7fH6PiNIYUkCkiCINv1QXDyskm1WfeMxXChuQp7w17dmjfKWqBJhB6/CuiIshJx1y332jV/6m3WUy5YbJSTsCVUEZ3vJnOMsgyuvgWcjY3BeAkEjVCcc7LASIVW5eXhlwMAF+OEIfr30Mwa3/0oK1lyvX2OgZ+MZ124E3ph97lJP1rvx3o8lIaW6myJiaIzBswwvpf8bizzaunV7Sn1wLvBjs4103mgNvJCBTsLC93AzpbkPz4vuUCg5R+9eqQn8gRcpvJpmvTg4vN5lsmhsHPByMMg6dBdp6Ad/yaOjn6Fm/dQWoCU7UxggrgcDBY7OopFS0Tp8Re9EmpSJ2hcGSClNu15qTP3H2PxL4Aorb4shbBc9l5kVR/lSFqWIsJDGlkuLGA4QhJm9ovdTziIObaUJLsRtcR0OADcIrS8lQPAhJLkQ90WafCamIiRLcZjHMzYDRrhVf1FY9OeMZcUylDe8dGHSNw+c0ZRSJUuKs7Ji9QhHTEwAdfvM8yh914+8NnhVrPJ00AK6tjbya77PNV4ffPBBEQtFO0d53/4Diz//5a0ktIT30BE8ugbDm797amByb4ny7oM7/6YvMIENrvA0GmIMKSri9f3lL28lXkCj/oPf9WzgSUec3r6dxkJD6jisM4XIm5uqZKfAaT1EGPR96dKlpTsG5MgZsfv3H0h821bceTzwec4C3ma4Rpv1sS5oi6NRQzepJmP/gaRYzTnSGCzg6DtyVJ/WiYI/ceJUiiYaE71kuH1mQHD4rHNpMwaDiDEXud89jFUGdYapBAbwk33WNIrD9nhh5S0UwwqKhHdMgnUln9ZJk7VhG/yMuIVghfMiSCBshNUI78j9GKK9faELqD4RHsV9+sy5tKVFDsq8td9SodztxjsNhqgZCQqPHEwQteQQIDgpDUSd4evOZ8p3hK1iWmh3zAiAGxY0w4tAH4IdjnkgClXQSg1sXfj1DXeE4+rqalLWbWY2lqK4mh0E3THzd30T9jwuCg4McHbr1q1kkG75aFuia3iBq4iQyGP1vetvLuU91D9cWmN7mEV0bK8SUbAftzl04nYyTMxxzvk1tPV1Sj/gj9y3dwaQ8C98X7t2IynQ/H/fPEp+0w8+YoyTiei/r2/wNQV8R18Yr33XGRv8FJWoC2UfbfrncaqSx09RPtIPeSakH91Hbv4iMvCUo41+A5+0I6WNH+Gvz6iBA4Y154DxH2mcRcrfiYalDQ6S07l3/1Ijra9v9zPU8QUZVNtCyhsQqu94RBErFgKbsFB/CfzYpCy2xRWOGxL8Y/f7z2k8coVRBAr9UFRjOSA4wigIXZhGeNyj6sBOUbIwoxX6cIAIePZRRgKf+VsH+IgyNXzyJsxNQRTPGnxjzdgUMsUsFE5QtRu8whkiZ/S4fo6mH/3ZC0sowv8QDRD2ctBT5rMMtiSgnhtzlBkFRmHzrlnhBFlWNnBCwHvi2no0OFhP5Z1hRpdN9XwTMaDcGMsUAN6x9QYPOjOBcmobT7mP0ndrJv3Bs+ujGWNYTxE34zch62mh7imwkGt4iXKxhm0+wF9SMnLw6hcop2UNHzAiVSlTcNEGDjjm8DCq2nCV9Almc8ObcB1pP/z4Y5oPwwS+mke0XkwKXTQVP/atXR4LHq2baFlE/rvfEdyctwge0JCoK6cpQrPSIp5ZLsowNs8837H3kPImaFhxwjGlDcCY+MCBgyGFYcEoPp5TZJsGhDdCOZYrR3BHjx5Loeapiw9mUQIFcqrrhcxYnw6wiDSCUeGGNYgSgDVkfVLe4Iv2A34KmNVMMfalCPrmaDw4kdtqK3BCPhXxnTs/a6WwdZf/w3SML0bUGPOBD34JiakFiN15wjEjhbCTYiH45LOlAESu+gxfQg18UeHYhaH73bzWW3kbQ8i/r7gHz1BKaMW6yxU7bIWSotj70i3dOfR9t5XP/YyfMUMUbMYX2m8iL2svvMC+fkt/o5zQLxmVw6NJcT/5IoXz0ULfuveNA1b4cPCSsD96ijZ4R8+MBzym70jDN/oQcY0YmMYVcRPtE5VkyFLGYJra4AQv3b1b7j0bw/pzpowbaQwMhYZ4NIJHxisaqVlPcIeUN6sS4UfCOSZOQLF+SxtEEXpy5RigFHGITbiFAo0ijucE+RHhqgqbsvzggy2JeHjPQ57fEG4o2tu3n4fcg9YvpSXPLW0R9dwzfJQTD1k0YapQyvdaPzjASBhaXxSX0CMaK13f3G/7vaGZ71I4LuXbHk5/bCk8yW+BcercjEcQEW5CgOaC1gkK1vayftC3MW15Wo+W8OGRi4eOLIUlOr45mr/owljLihztrK3dTgKZMkcLDPwx46rdrzkpFhWJYhhNafpGY5QiQxoMU43xZf07+IlwtvbgEeFhNDYPGSnz9M1NqNhW1NoIGSPCI5Md4BKRX3netsk5crZU/sM5z5/8lB5SaCsaUYp318OpKEtEjifv+3H2vsuNGOOL3CiGnEqjGXfeRVEUEZIHNa1YeSMmgujU6dMh4YopbXeR9yttFBeP22McI80BFqqWo6FQBK+y1P3wUNoQGqMH8a6urSXrHJPzQpYJdWMZE9Gy6im6SNMHhS3EzRKPNv1YQ9vLGERT4O8bSz8Evf2tPDWGFRrxe23DpLwfAhqzERx+K2lgky8U2h6Cye/CYbwSvEFZE9wMPetk3Yfu7cLiOuFmimU9mv7X2/PmGcnnw93URggSZhRD2hLkuOG7d9P6LYsMORvefVIhU/EMLteKpOFFfJlrMEr6GJofo1w0QXjWtj6Kt+Ss8na/IozJ4z1+IvFaDXwUR/acozyLnnm+ZJe1WdYoO/wj0uKM+KvXmscLwzmjKdLMA4+JZEWa9VG49vhxufFgPEY2PuXFR5qaKXOPKP88XrHyBuzK6mqyInMnU98JOCd3UfyRhgAIeMKhtBHakMXjiCIMAyp2KfWWM6yEA4JjSYOBgJb3o4yFdDHomHLh0RFsmKbUWs0w8P5zHm1srHz90LtQcpO3vB4WSrlv6yns/s6776UQYcSazn3ld0KFx0xAUCTREBc8i5ZkwZ77906IEoCUjjCs8KbxRJascXSNjBctxmzD1/cZzOutvBlMChKnCPYujOCz/slzv3DphYDWJ77rKi7f/cfrLvUE89h4kVySwrF26DG6drlPvIUm7FrwMp+aPvVnnzGFY741fTn2mPKQ2oj2wygV8sZjQ83a0BccDhEVxhWcSBfCOaO/Kbgti0YYT9EvPKi7itAZfCpgFOWKGjEil2q/pqYK23hCbyJTjIBoK1beDoOwCBEFSqBRVgAvbZBN+TqSNNIwPmRHhGIWKML1UWQbXz7OHNoMg3A+f9Q8xINiRugIviuk3CNM45ooDMbiGTqlLFoAAy7MIsxpPvrswlqyPpQqYwIh28ssPNjOgZf05Vp4gj/GkLAapdvGd2l/rmdkUQ6EXZ4r4WMd5FmtCe/cWCVe9hAsCpp4gwytuRv411N5659yiPJpe77WjcJi3IrIqNEQlWnjODsTvLmalvDy7FlaR5ExaQsyJ9Iy3NI0lJYIjAN10FGmn0i/nB+V++QYRyZK12AAlwhRVA4Yu0kN/PPR1PonI5xJ4Bq8YUtsl55FAO3owEORZu1FEPFdpOFhhhWnKYJLTzFElyX5+gwn2mq2wMYeRKWfIuX9+4KN57IygO13C+osZZYOpJU2gpLRAGGlzdhC3ULmPpc285ZnpmAiVp4xEbHw7dBC6xdjSilcv35z8dXXT9NYGV7CBKGqzow0/QjPs5ajzGJca8eLUHTXPE+5HJ8ZfnOW47Yv1/zAmHLgz5/eVIpr68SoXFtbS56fE8fmao75tIaEnVArI0zokIHw4OHHaY/7XGMRSpSf88jnbnC8nsqbMcf4YqTP1cBM8RH0tirx2DgC6I8nx4isyeG24QS/vDCPkGdXKquEuMHKs7X9SaicscGj99tY+qUNx9BnNC70jPbQSbRxJhjxcFk6xzymtBmZZvsXuKwTpeR3NHD02LHnzkZ/JMM9ZImUGbyXNvczEOTOI4aW+zkhjO9SWQNW9zvLoG3Ul8xBRBD+I2Mbp0h5E1wqzCmZ0uYAD/kJAJc2RGEbgZA5hJW2fOpXJD9ibMznoR+YxffS5n7VlVNyua5lqTM0VFNSRnCHwCilCJGDl3BjbV+5ci00B33APcHkVD1zqWkEhspblftZcesPfilGRh4BMFWwgI0FDU/y8HMJ8zxHtO8cfPTLE+T9zH3gRx7LO7w4EGLOBrfw9O2zZ+l4VLQUoecxmKQQpA9EuOZuYEV3vFhGk4gNg942xTkbHKHN/OSqqXgCH28SbZA1baHcKHBe6OkqpWue4JNHv38/Lvj1Q6ZK81irKB0wnpq9398knlOgJwV27Liiy+U7esg36TfPU4i0HFEVEYaX0kbpO8c/UoNlLFEaB+pY39KGV3junKpIK1LewhOKxSCstNlbx3NVNFTaWNiYgUda2jJDeaB5hEApD0rE81yjilN4yt7iqXgDJw+dkHIGNeuWQKgpUmP5C0lHrXUwUY4qwwm2mqYvtLR//8GUL+6ui+/mylhz3TKm9D8vybYuHt9UhT91DvonZOyTfeutt5MRFGHWqeO5joHw8YQnu8GVFxjzi0ASYm3ePQ2seVEm1p+nwDg0J/NA1/ka7+7Lr9xnHmfZHAhRCmruNWiPCzaKZ+u2HYu33/5b8t7WYzzGk4Kz7B3BwVDzl2gAmqaI+mQF/mdwUG59/w/13fe7vnbt3pt2jcBHtHngjGr7qLGrWJCzIRfPkPJ4ZmmTqQ1OG4fgQMh7dr+dBjt37QnjNBkPwaJb62DbM54qbWC3U0eKb4y2hvqdrLx1znNjVUeaylFWRqSx5pzzPFX5tccgnFSiCoVFmjG372ie9hRBsO1pzaM6h6uVh+AynpzfG2/8ebF12/bkkUYYlWITcmQlRxvmTiHuM2dDhJbHNSdFHjt27h4NIboOUydhuOQ0pZyOYaBE8JNh63unFFjWQnMEnYJH46x3YzAqDHWe8lCDI/AJxcKpiFgqRrx4OYVoeY7Ces5T9ghQTxvz+N0Pt2xb/O//82/pdzk/ShCNOviI8BWyFzbG74xmoU1pJ0b0sgZuud71blIKlIWXiEg097gMTt6jsDwDvO1Jd+8TmdnlSXT3H4wqEfLEoSuiQ7WNx8zAjThEeWzykWxAN5EmnSmd98Z//Tk5BxEjimxhrEYio2BmCKHrKZ5+3xytiXomxlekqd5nsDB0SxtZsrKivqU8BTJZeQsrCElGis0QCOIX9i1tEEIgCM1EmpwIAo9YlhQBDzB6Go+KSFZtw/jlOR3zRdA8SsVcDBhEPiX8nnGFmdwDhqhicx+hJFQXMaAyLNaS906RyEcvI3b/m6v16zuQxv9+VyXcPAe5nHkybN13nhShqGqaggAHXDKACN858+ndsX23V5hQlELQrAEG913uXVRGwYsUhhCyIx+bEN7dBCPBrvqad432KR5C7qfnhUTu87vf0u8//ZSiPUJ5wnhqD+7eu7+4ubKa8qsiLviAx85zFEmCCwLT/QwJB6WIyqC19WzWnRNhHZz6pQYBTmzdmduAMy9pBgaJ8axLt4mSiexlxe2eoeY/eFfnIYUVUXa5b3gQjZTKsc6RBh5rTUaIZkxtUpFwLiJIxtmJI9UFptIGBqmznTt3hRwD93NQ0GdEPrnfPBjAERkpQkM3km2lDbx4OVKHNFl5E5KEQ0QJ8oxMLlIlTZjwAPRR2ixE2hZxMrYnnTUtHBQNiRCYvBr9IJDShrF5QgSxvvRDOAm1EJ5T8jSEqeKWqFUJ5lxEFs3N6MP8eYiOBvz0088nMwlhkBW48GVmLr8THoSgCv0aIdheF3BiKOF3RoMnv/meT/OjqBxQgRcigqo91thnitDztSlN41GYLHypJxEQRvTXT5+mCl7wMZCzgoYjsHmZT5v2fB4rWMv36QNOzVe/xsD7FBl6ZFRK58A/oS13SgEwJCj19phj84z8R9DBQzagjAVOdCIEylOOemF98MAJ5Wgd9M9Y0PyOpndPVNy5b/AyxBzUce9e3TPjrTsv3nrAQaRZ5yZic2lpH4wlzhQZlIzYL79M9EFOczKiBbUpAnD+Qjo6Fl5Lm3ukEcARoT00jYatZ2mDP46VlFFpA6vtw+R6KdyTlbcHCxCWpQOYDMJgnUUWpTkQ5kwikFLEsIQcvTj11KV2/4QXpU2AR+DGSI5DxfBRxXLzJq/nyh8MJoKUkKK8MQvljPD7GmNJxAIOI3PQp0cesuwRV3QeaIbhQQFFPCOwWwsH5PBuzFeeTahUZCQKVxdn1lyawtYWBg9vQN9dmncqFLoSTp6zUZAMEZ6ruXm2uHCeal6GEwViu435gyuypuYypryXzcf98IQOeV+8TnzGuBamB7OwuzSVMD5hGoFzCA7jwr1Kbnn9djMOeOScRUzwhj3F3fVr3zP1sz70zZGgwBnDDATRD0Ylfi8Zx7XulxZy2mFkr3CGXYQFnzPoSmDI93s3Hw4WWutrcEvBCbF7MegZc3lt0YQtr/Duc2nTDzra/fz0zNL7Xc/BZNRFHMz/z919gO1VVYniP18CUqRISwgBEsBAQgkEQiihW7CNDirYZRx717FiHUcsYwdBRGroNUAIhARC7yWAdBEp6syoc2d85n+n6J357/v89suBw+EtZ+0vTLnreZL3+97vnF3WXn2tvbcxc5Twfwkw5tEb+owCY9f7UcOhk/JmJd6xYkWRsPIuC72kQh1D8DIoqihRep7XrWq3xCLFqAR4ybj1jYDkEAnc6NgtPgGtQKrfaXAIXfuYibfjn+KmpjDTJ++RAdAv1NeFwGr8swxLGKLuAy4RJwOuhLi1Y84UGAVuz7VQOYVeIijqcTU/zU9dRt769fgTQ3NQFKcKZwqq9NSsek76RafwI/RN+LgfWwgT7WcPs3XJRXPc0Z/RxXiU96D+4MQBRgw068LIogzMCR8RrITzeNeLh4mOBgk68zMWRh0lawwrywvXNq/bWqFDhn3P4322gTcIT+3vrb3oXj8+bz876He8Ad/jSedogwwR6Wni1pz/4R9/n+s9FLyqH1IgBsdtyHriSe+5/bcuv5M3ih1Fu0roBC+qTUFnJfDgQz/LRmGJrGNAMSqF3qPACEanIhoR6KS8bUng6RDCUbAQlEhJToaHQ/HLZ0TBAogUlG4jIYCEtUqUDSJkjSv6wRRR8I4tefA2rH8Ezrt+/Iknct5EDg2ufC/awAOSt8WAUfAOi7CX743vEKj7403yhEQJhhVf1c8P+zQvlv2ZZ56Tc56ExXgBruGIQOZRUJrWbxTwKClvQjMC8Mows04O3aHYKGhWO2NMu/5uXOZHIK9MD1//z4XyRqciTeahD2F/PI+PCCV8zMgkR4S9KcEob2iPckGXo941Bt4kGSCKITIwjJe6riEaFMlS5b7ksqU5Ctb13X7PmQdv1xgpHeMuAXzWM9YfzPRT0gaZqUiSs2Rc8O08dkpbNEgB6TAceoeBzajpwkPtMZo7I0Y0wnxKAA4YVHgoCtKQUlP0ThTQhdw1I7UEyJ/77o+l4jop7xV33pmV0SiGaQ/aYkCmsHnJu0KshFcJIRCEGEKOLgosIUKIMCoBRM9rbu5fjrSDieSGCZ8uzIxwKCCCkbIlsBRvEJrDmG3YmITLCVttaL8ErBvFw5slxMcDLH30wLPjkcpr9vLRcSatxwE3dbGOwixz7oJv79dCnFHSxajtCcPeHe/6qhUZRcQzNJZ2335H/wToygJtPhfKmzEipNxvnc0djoRV8RWDRSqGgStv3YW/jdu6UyIRo40QRyeOnCXU8WYbz11xa83Nk1wxVwaJQ4+kMgp1bu7adiv4wL/SS6WQc/5P8mzpHFXxL7/y6lwgyzi1Vo4RhccubdqRQAZZ56jMN2/vqPVQmFkid0QNevdPxO9ANz9jF20t6VvkDn2WeO7kJHoi87vCSOVt0eQACbkoYDJCqrRCXUUpIogCxLNmeTRdCK7dPgFEOTTDR+1nBv2uoINnIfxT0jclxQoTGuwXmhrUr74IQeskT+qccEqcMKiLrQa92/5eO6rbSwlRe5hQ/kiVrhPIxgPwwIhgBLDs/Y7Yc4HME78ssrLR5mOPP5GjI0KBJQxHIQkVw/OgtTZWHpUDXQh8NRCeh5su3gHDl1AvESb9cG6cz4Xy5nGMihQZD3wwakVj8DflgFeFuXlbg/CoOE+6xPoPeqbffH0Hd4x5faHpkhC1NqyZaJponrVDMxRcnVaKjqs5XhE0RkGvpiOeN9WW/vGJwitzjIB3GZCMSZ7veectTMLIaDwyL3yvb+Hrrgq/OU59SSUw0uvCwObfR/3sfYYaGYzWoiBC46hdEbAo0BdorCRShpbI/YjnPlJ5QwKhE7EI6kkLLxlQSZU5y4slwiuJgpyM0I/+o2DBWV6YNEK0dT/mytiJbLuo39Ufz8CexYh3Ub/vEwPa28twkfO7//4Hc0FMJAzFABAq6+dFNfsa9jN6sX68zPEU4zS9d/mk2pqHK7RJUBFYXRSh8XrPGvHiWdm8ihImr9viiamraPOHNrPSfuKXGQ88aJ4foRBRxArY8FCJMOm3Pnn+K/lKUG0aI8XYFbwjwkXQUfrww1CnIAkyf6/BmjN6pBkUoJWA9sgSgll+UT/NGpFhbdaKm5dNoeGxGsxBxT0jrrS2pG4rRwtvuz0rrwiN1O/7hDvGHpndJaLhHc/J2TJiyQ085eAR/FUCHBgKVGSlhPetlfMUGGo1v0fGQX4xqEpy39bW2BnbTRrs0r/ncwSlINKsfTKJ8u8655HKWxLeRKICzkQMhCXRdTA1grxbC4Pou9pgvRp3RGHVfWNwzF0SacBwQoO2DUQXXv8Ih1cm91oyb306UATzESosQaF/uRjeDe+lKXjqOTc/Mb+oAQu8hPG0JXTmLmvrX2qEaAfNEbI8boKkjVO/+56h1UWBe57Xx7BDH4yTEjw38YXGeGJoxvr7J1Vj37kahHps8NAef7OdQT9bDwrHKUwrA4xhZXveaMpuFN50CdTrzNhjNBJizfyqHKR9uG0DqaQvIe4ej92R60JGKTj0QYngSVGQNv/AJxpAo8bt55J1Nhfv4V+Kh/fasF9CU4U7Ea9RW5fMjbOAh/Aqxc2AMEc1M+pLonK/ngfZ40yAUronr/BPifwwZpFThmHJWpCZUjTtte6yCPhU1LRLKq3dHp0jUm1NusBQ5U0Q1ZvXuzTWfIYnxCIt2Z/tXYQULQbSv4WDfGHfKFhoyO8d7xjP80I6AcTiLAHCSci77Xl0acvYCQ5eO8apiRaDUlI9i/qOHI0gvK1tGzyLaDFNae5NG3KMiLDeh9vup8vvxkcIKVDisQ4C80RjrGUKfFD1t3ExzOya4Ol12SM/qM/297xiB4TwkkWMeIlCvIQiAVCvRfu9Lr97Fz0zZlcGaG9lK28REZ6eA5HGA9Zc3lYoWtgUH/GeyCC4LFEk/cZDYaMVCndYIZvTEbMivPW2kcIc76saF7UrEfr1OI2N9+Y0v/YtXPUzoz7ROnwpviJL2oAGyApGiXUjp3u883REwd+tAV4uoV9jwAMMiJJ1gwcHCTHeS/pnaDHSODFREE0jx/UdBXTA2IbPKFD4oiZdQ+dDlTdmdAAAbyUKmAICSqxlFhOiKulX4dZP77knh4qjY2Y0WHT/ooDAEKpiCWGjKGB4Cy7vVQJCgK6RFCrv501gIMpFSN8zCJOH3GSMWglRus3vu47HOzwGwoDhVdKGvjA+oc0DQcyjQD9oprfN5JfPwr/2RB1U32Nogmllgb55B7z5s885L+f6rCN8l86/PTbh5NqzbxLD8S0AACAASURBVP8t+rsxrWzl7XhHPNOP7qLj87z1YmjZu+z41gsuXJQLMn2/soChILWlMhqtthVuppl/+MeswNDMIKOwOR6hZ+2NJxWjPTIT7TNa+xnZzT4H/UwRMFJtFW3SoV0A2rcdkbFhbv2827wGv/99PvjE3JttDOqz+b3n8TB8UGjR97Vl/C5nUtAXBX2KPjCmowDn0jhwEx2351Xs49fou8aJFqXzurw7VHlDXunNNYhP6LCE4YQdhE1K3uU5slq75rOaC0sB8FBLcvQUobCZcv8oWCiMz9IsCbd433sXLVr8LIXcHgshpRbg8iuc1c0D/acsIOCapU3xlAphbQvRC5mXWNvGai4Yz1Y5a9GVBrwn1OegEN5CLfS8D7eq9zFG6dzaeNSftm1/c1exk/TOOuvc4lBdu/3m75QMg1Q1/HjBuFem8taeFMSw6EjJmLXLmD7v/AvyliwGJy/Y+vnbygDtMBLsDMG7Nc36niFrxwbDqa3Yh/Ut9NmLVv6mM+32a48sYgQr5CuZr3dEMa64oncBDVqFT7wvSkTGjlKq5s17907NT/3GOuw7B5+g35L3GRUqz3nCJYBmrF9XGdLsAz2Qj5G1r9+XZpYu6xf1qJ8Z9Gndb+h4cc1Q5a1oAMNEAeEQoqVWj3tvS4rNLJJwLcRHwZh5D3I/JYBpKb+SUBfC5hVbtBJAYPXYuzC6Z+oogwtCGDyiBqpMS4wHY9YmvLM4xxOSNhfeNqERVbTGIIRLGNfbPSjuixZdnK/XLBEg/dZDP8YmuoTOb7t9RRaEog6LL7n0KSXQ792S7+q1IohGgbH5B+qfm594RE4eb/Oo/N78e/1z/f6o/ig80aISfh3WtnoLBjwFZv5CiQ49Quf9PMVhbQ37m/mi+auvviaHO9EI+mXc6jNKg/oybnUnZKf2S8C64CeHEZUoEH0aO2OcMcEIUMhKRjFYuvCCsZNn7iIojVZRvOYglVcCPV3wRJECVrcjglsS/RU1oLylH6KAnu5/4IGiGhDOlChel34HKm9MyRMk/KJAiPXC7fF3KXwKAPKi4JhBHkqJwYFh5ZpKhBBG43kotilhVhay/JvPErDgboXqEtqr2zdO45bbdgrWkT88utjS1CaBIAzH+y2UV3k8FBSG5RWUgDkRGASVo2XhpVmlXtJm+x2CiJFHKKJXfcInYSktkatsW0d3ttuI/K5t9GU+w0B4kaAiqFn/IgJy5cZ62+23Z5684cYbs+d14kkL8p3LN950Uw4vqqRG/ww542eMSkFRlMMEvQLNnOIq4NdBczFf/V540cVP5Szh2NYhXv7119+QxzdsXIPaHvQ9L8nFO4z/Sy65NOOgRHFr31ilDMmx8RxMBAdw618JGAf6PHnBaVkBK0arowtd29OG9EUvahVPB1pLnn5pBMGY77r77vDWN/Ozfui6aw65iRPjpoBLcf/oo4/m9GSzzS4/29Zra7WowSgYqLwpMcRX4kkKyfTLI40ajL8TNPbfljCmQgF5ipKQOeFo3CUWJqXLSqO4ooA5eHCqI/0cBQLbOc+EBYKLAjwT2LxuISpWcpTJFfbIJ/eUVpzB6zGjOR4LZVsyl7odngoj4NifnJDD+CW0VLfV/DRPngzvxW1OhGtzzYyZ1e0KWX8bzxya/fpZv3J4+jMfBhsFK0ohROeMbdXBjGbpBkobL+BDx16K7BCgah20tXjxkrwzQtGS9RauU6wJb7YXMhSshZ0TQp8uokBj1lhNBBybH7qXl1xZODbX+tASc2jjl4FqrMaD30sjRW386ofRd9xxJ6Zlyy7P3vd41o8ckbtUbFhqBOjfmolCRULH3sse3L335VMi0cMllywpGoe24FghbKlB7QTIXkQu7n2jKwaxSFoUjN32RXRUQp92T1D+JZEPnrNxl6x974z460ZOd6DyVvxDiJZMmkdSskcYst1QZJO+nyNgnK5QJJii72JcgklILvquMbLsbCUpWSi5NUZDlzBJP3zweJcvv7Iov2KuqjHd9yzSgUkpUGtvTAoWm8KzX/++4+ERVKNyaIPe9z0vTwSAciihubptngUjijGiKEcInQIbT5vahhtRHQrUFYC18qr7rT8zLd1zbxYYwr0rA8yJJe/aScYVYS6cTCAKrTL+RMjg/5//5V/ymurbGL1b/4MD4Wi58yuvuiaHo43X9/6hX/+8S/nwRnm7vHmyQP0LT0TFvnFQ7hdeuCgrcHucS3injR/jEbmz62IQ/swH3zAcjIGwG0/f+hRNESp3LgH5xSgqMeTr+RgPnmJYWaPS8VkPMs2am/coYDQywBg3FJczL3j/jGu8ba5RMHbet3GUyDh0+HRULibXjZURWroe9BDZzgiKQm0Alchm9FQadifTKf5RUe+ByhvzGHyU6DCcM8FLK8WdmjVq0P0WweLw2jF+FHjOPA0CKgoYvD5lK/ou3AqRYKwS6w6uGQ62JkXXyVj1qVJYcWGt3FTKE4y8ecYQr5zwHtQ+pabC3rGKJYLBOOAQ/hlPCv9KQf8UN28Rw5kfT7O3hadM8BjLb3772+zBY0aMNUqIUqAUAVosxYm1VegDJ4wawtOpVXLsBJI1Iag9ZzyD1qeNS89FC9a8gz7gk0KXYsKjDC2hbYaSQsWcdvrlL7MRUTpv9KQtbQ8D7YsKes42QQpSJXUUtGMnArxSejx7StcWRb+XbDWqx6Bt0ZHb77hj5J7r+p32J9xLbQnn48VBgA6cZMiJwEs8dWvl/TzHEQbRoHbr76331VdfV5TO1AY6poSNKQqMUtEDVfxRwBsMzmG4G9QmmkdXjOQoiP4ydoT8o4DP0PWokH1f5f3LX/06e2Mle311ytIhWKKgStz7Bh8FCrS0wMQhGyxuDBAFXo/FJUyjgJB7RD2YKYe1KXypIpZ1XQK5MOfyXjUqJq/Bz3BB8VkTggNu22vqOZ4Fxvi3gjXTH8EC9wwQxmIpaIfxxSMVpqsVrO+FhUV07H6I0JZ3ee3aNH+KxXddgOCHt8gRj5QPoUtgEMC1wBbyJjwJP2NprlWXsTSf8W5UeTffb/5MOBkjocp4dkIXXmAM8voYUGim63itmajG9Td0K9LSrvVU68IDF0Zv02hzvO2fraWID682K/8nK9m1y/ASgSKPxuOBGx/akcMspW/jVMfDCG2HrikY9G13huiXIi3PtOnUc4xx86l5o42PYb9r7+ZbeseOlmyFNXcpHWONgr7RlS1Y7Xl1aUtK1NavkqgBfDLkIvVE9ZjUG5A70TGjP+kstR3DoK/yvuTSy9LFiy/JoT+hFpY+pkAAo4C7X7o1IFdF/i6+KR9yVGrLhXUVFPU8zIkCQtTRdz0vp6U6MLpA+pce0HeJ4icU5IEU8ETHrW/KmeHA0BoE5kT5EMKENEUOx/r2N8r96muuy0ptUBujvlflLoeMWEtwWLfvfbggKI2vCfDDA1JXINLR/nvzWT973jPwIxLkXb9H8Ay/DqmgeIfxTQ/HvXQFOpJjo/h6ofB/yIqjxotxiNIMa689l/bv5rCylDeBSj7UyoBwRMuiH44ypbA842fKx3PDcJjDhTffkn4dvEdBu95lAPLQukTu4JRcI5gp7n40gb7rnS/9/t7G7aDfGX3yrta1xtWgZwd9X9MjnMKhfwwMqSGpHMaieQ9TUNIloiSU+7B1GDQGihe+SoqJ9dfbu/5IEQ4YiCJfooJRgBdRIemVKOgvv/u38bs9RJ/JDwZiFLwr5TdsPfsqb1sD5Bh4pFx34WjE59YUwhbRCCe1L7ywQEJ7JcqIF2pDfxfGayPCeGxX8RkFiEVUwr5R4LnCDessCgSw/dBOMythJOPmbUQKWeox6g+e4ZtgGQXGimEJCBX1LGBKiSdAsZcqE7k4wgD+hhHpqPER3IwQEYBBXpI5GytvSn+DoiyeE3FC98K3BHjp/J745a8yvvqlkGqFw7M3doqHEhE9wAu1wm7O3ZrxrsZzcp35rSzlLT3B622DPnhn1oV3Dpf1oRcUANx7pgm+Y3gxEhUGRkF7HAwnK1q3YQ6E9WTsMZxFMwYdAmINGNhkC9opKYQ1D2Mjm0RNGDulgFelJBUgwhW5Bbfm2sW4NA5zFiEpMUbgjaFdyvNkBlov2VWjpoISNe8ooEXrTIdFgVzi2N3903joPNP0o48W9Wut8QKDfRAMVN6EIOLFEAQYpPEyIR8SneYlx4J5WSeep8xUvUZChfXAIIhlFQl71e8yNIxvkECun+v36V1XLpa8S/AiiC4KsN035asAatjitN+pfyf4FQ9R3v2EfP3coE/KgaLA+BHQL2+Forn88ivSuectzEKpZAzesd7GULLm9bgZANbAv1FpHsKL4s4XD/S5jcyYGCloXO6wpOajHpdPwp4i+cWjjz2VViAM5FjRjvPAeaa/+MVj2eAdhcdawfHgSgEOVobyNha1Dl28CrJBODwr8TvvyrQnzO574wEUEEMOfZWCtiglsonHw9Foh3hrxS3CIbIySol53lpRegyrerzRMWqnjpyU7HnWL7nKkMB3dUSgicMuY2JE2OPPoCyZi5QUvi2ZA9pXv1GigI2VAsYvcBkFRhPjqcRJYHQIYUf7NWbOldB5FMhahiP5MWjMfZW3wxD6KTMNEpCsZ4hkTfsn3McrIxRZZhgQU4wSRs0J2eeMOaII0gYPgIHRMuabzff9+d/zqWI3ZUu27wNDvjQ3AsC8o2BRKU+EOEp49GubsYSB5HCjUBOUAp12/qxLW97/h3/8fTp/4YW5KpeiI5gVD0XWmyDjuZeEwepx9gR1j6G7hvKMnwJn+GDoms7RXQ693tXL2UaFYj2m9iearo9pNEZ95vDuijvzz/rpCuhbe3K0pWD+K0N5w6G1H2UwNccJx/iUEhfeFvIV8RJRYET73vjGC+iQM0DB8RLRiXZ9z+POqYkHHnxq7Uf1R3jicyFrNFIKjGbzxPdkaVcwfkaSSKjIEeVtPG3DpEt78MAAYJCU1KkYi50GZE/JWj38cO/sgQjd1/PiKMJdF4Oxfqf+ZLR4F/9EgbGtXqAksltHOOGtK6ANDg3aXXjBRZmW+73bV3m7GKALYWBG3ok8KMY7+eRTctWmn+Vj3QZEYBkIBhgk3H3PkysNtyvaKkGsQi9bKowzCsYqhFmSR6EwEFKp4sd4LLIIQdTzU82tgIPgLQGFG4/84tHs2VhTRgiBwouR1zS3YUztb56huCnwEmPNuNEMAeLwkWjqwBiaChx9EgjonjdcUpwyCJfmx6hlnPI6eHBNo2HQe4O+p3x4vBHh32zL3FeG8mb8jMrnN/tt/gwndQSHUKRkeSclQrnZbvtn4WWGjrWmOPWJZ4XWa6Ot/c6g371v/7stlKWRooz7f/qnLCN5VaPAGvNwebsMBzUdlAEDqFe8Frtru+4PHq67/sYcvjamKOB1KSo4iULOIf/0nqLqe/KO8eNa1iiQVXV0N/qufnPkuSDsjlY4uGixH8A/fmDM0KV4gD5lqIlEnbzg1LzTpN+7fZV31/29zQYNwOEUCIvFQDnxiAkui+07ClboB+MgzJpwesLkmqLTiCCVsVBymEwdMi+5I5jXIDxXQsAYl+eMEaNA+QoR28oVBfhmvRJoJYaS963h5Vdc+YzUiLQBY0CxovUgcDBLvb7NcaIT1eXC0iXGh7a02xNAN2RCH2QUNvtt/6wNQt2YrQVvhHAuzWu22/e7+fHUKLqzzjonC+ASemm2Dbc8+ajBUrdh3uNV3tpwcEvXaEfdd/sTLaAXe8XtYccXKyviUfeleM7hNWSEYj88X0p3eMbWH3xfajyZMxnp1LFBhi56RieMI3ltDoa0ArzXUO/bLhmHdhhNvX3b3SMAdd/So/iXkomCvskv61HCt9lxue2OIqPfeMm+aL/GjN/QUXMNuszd+ohU33TzrU89jgbQIJ2Fn9Foroi/0+mBN+a14djRmTnFN6Cmqq/yjg7QqBAb77m5T9fAMfhjjz2RF3v5lVfnsDriN2BEgFnvufe+XARVwlSImCAvWRDGhTBKdL6et+3BEZQlwLCBg2i/+qJwbCOCuyhYD+cuC1mWQO21r7iz/95FxkjtSWEUNNFcF/N1rradDOMR0oolrR0PtkR41XOnqBmWp512Rq4MX1ket3ma36OPPZ6LAikMXpN1L/Xa6jEzily8oq0SMLbxKm98qhK2xABsjhltSL8xbggvJ/ypA9EuAbcywHwJwlNPOyML7pJUUXMcdQ5T1EjbJYDOhO4pMTwCn3ChPevL+2IM233TU7B/fFY3cKRynHwtGQdjQPSutPgR/eGdknUiw0S5Stai3lVSUvRmrqXV8taEwRXVUdbGWl229PL8rvUWoRQFEE3RJh0mkmFuTf0Jt9YJHfSDvsq734PDvtOJoi/EOEyY+htPhLWteMDJXhj2tNPPyjkYloi2akLuQpTLLr+8SIiweiEOIqPA06xz9NF39cvLo3iiAC8MHVZrCTBUWMwlc7YWiozsJjCHQWCMUgnCoIqGEKR19z6FxvJ1DKfnSsB7GF/RFkYoBeMhAKyFEKRQNKFSOq56HN7HrLaJSScwaHxn7sZNWXWh67q9fp8EtsLQEtD3eJU370f1rQrg8YCtSw4wqXkBjoQLly67PK8F42o8uMpzfbKIVrpCeo3sGSajRs3HWtq/6+z8UkPMuAjpM844Kzlr/tbb8MnvsjJzaBInh3EPH8OgliMUfgmIOlEiJTTPeLFTpkSJohu3L5akDaVzGXolMtCuAutf8q61llJjTHUBOKXL/vDHP+aI0tlnn5duufXWfMwsWUN+OfzJGg+jcX/n7PSDlaK8WSNXLL+yc3VuPVhMxGs+9dQz0pVXXpXsL1fVJ49KwYyycuQIKP8SC84iqp4vYUAWJyE8irn6Idw2DeHZkgp1hROKnRSIRQHOe15O2eUpFKVUgb3eXYB3Qcjz0OR6KRzK38l99fp3aaf9DEFP2VJA4wG5N8YFrxgdCm0Za1fm7Nc3ZlVZfvHFl/T1mNSB3HFH2b7+Zn/GfvkVZXiE+/Eqb4YZvlXwOR6ot6DCWw2EXn3iGeVCyRU6uDm14ypYwp4sYbwqqPX7eGiQsrTO1153Q3E75M473vnONHnq1LTh5MnpLW97W1qw4NQcURFV6zI+co8DUrLNFb7xkp1DeDMK1owswj8lkI9Uvr1MFuVahhtu7ISj9tjUNynWjYL1QPOctmEAL7lO4fEnckSJIcrrdrY8h7VW1l3WVz8cJVu3+8FKUd46WLw4fhWiCdThH8rMxIQJ7H9WxIIwfWI2uda2hckSooTb3/ebaPs7uQVeYYnVyVouUaDGYJ80a7fr4jXHjVFEN0rmSyAKScqjlABL24EsXb1d84Nb1chCQuohzjjz7KJrYo1Xe+hjyWVLMy2UrFs9b2MSPoPPOlSuPblIe9+jlyAYG/qVMsDcjEpM3F5j68bjKA151+PHIz844sj0V4cfni5buvRZkRD94km8hcatHaMEH6mVUEBz9jnn5bAnIcrIciiMdkXGKJZh3qndKCXGZz1+n7xXYUM4b0Ne63/7t2xsEnwMq6aCbz/f/r23Hv/81LWePC7fWWP9EqKiP6XQa/9/p1tvuyNHCiLtGANluXz58rTOeuulVddYI62y+ur554sWLXrSWOkWjjcO4fdBofVR4+LFolkytAQ4WRR4iTyypqIuJadDomnHBZfsVBE6t1e+ZMz4SeSxCdaTsZVTAXfd3bsg6Lrrs1GkoJYsYDgysPTr+Qh4d5DBMG7ljYDkIN06E2EwExAWo4yE3AmLmsEglqA2cXs1CVlExuKv9wlS5qXnr+vbIvQ7PGMUYglFIcuS0DPFx5soqVCHk7xn+BdlXsPPf+7IzbIjAq0FBVwSbrKmPAQ5PNseauVYr/cofNd/Rys8bpGLEsar27F+Cr5EXdCt8dVgTJSJsBaB2Pxb/Uz7s/fOb9O1112XlSFcDXrP99rv7Rl+9uEm7bb7/U65nrxgQdp0+vTssW05Y0Y686yzclSEYSAEyyOUR1PsouBJeNN8H3ro4awQeVvnn39hLhz82c9+nquvpWMIYmOzFei6667Pn9aN0jduSh3+8E5JgWg9HzgzNu0OkhlwZZ2FFhmNokb6HgXeY5xd8eR93IRfcz3QEUFLgTNqSqFWwlkGjYgCmS/DiNH/ne99L73+kEPSrO22y0p74mqrJf/WWX/9tHTZsrBwV0MiPdPPCBo1N3gRnkc36DYKlGdvy2r/Suph7VlLayqKGQXvoh00HQV06xhdBmsU6kgHD5xewjNqb+CfQa5NThI5j+6aBrzvlixZGl5fdDaoMHDcytsANa7oJGpVYE6CwEEbTQarkeo77Vsslr78oVCPc8wJ4J8cd0IWNgQtaxaT9Gunbq/+lKdhzZR4D64/ROwl4XbHRD7w4IPpfxec+w7HBGlJiIuSqoVwF/zUeKo/9U3YMqaioD/ELo/HYibEeFwsZ9a3NRsFaMChNBTSMOXYpR0GDIFj7fvhoidof/uUAtf3IECXaK937OqvOymXXs7ukUy3w9oe1Cf6e+uhhz4l+Hlurz7ooGxQ8oQoJLtFhO4IG3RKcMAbD9SYeR9ytnDgd7st0IhnKT7rjM6EmUUh5OcUOSrSvHTJ0hxFcVyld/vhcNDY6+9FnhgVPJlRQKbIjZMvBOQwb8uz2lQJL5/aU9zP7oHcsW4UeEnOtm7R+ikeZJC2t9bCN9xRyF/7xjeywt5h5zlpk1lbprV23CSt+vLN04R9p6SJz189bTh54/Tmt70tK9K67a6f5lw7NCVGLRq58667iopv9U35ki1RQDdwh6ai4F2ygzyIgjFL37nHvgt4Hl8osCY3OCCizGiRPBeGxy94DP493w/wSl20FuEZzw6SkeNW3ogUY9nWEBmUCWIuiGgTfr/J199BEKHjqNYlly3Le/54Eo6SIxB46ULDmHjQpD3HSiohdp6zxR+0SPU4+30iVOHJEqEtRaBSvORdggrhYdQoWKPa6y6ZM8JnYTvIB31oA7ETbHLOvHkCdNBaece45S5FW6I0Vs/XewwnRh8FMGwucEw42BpiR0E/OkGD9V5MXk+/Z+q+25/6Z8BYly6gbTiikNxW9ta3H5rDrbXXNmWzzdLHPvGJdP0NN2SlOwxH/tYl5+05ONI3wWTNCKoLLlyUQ7XCteZAsTMYPDOs33qehBihyyCM0LL+0RAjQnFXe/38zrhXMyM1IB0ybDzkFmNHGsvYS0D7+ANfk0foU12I8PdXvvrV9NqDD047zpubpu74wrTWbpumVV4zLY19fGYaO2LnVJ28Wxp7z4w0ce010he+9KV00skLiiJyxg0f5J/PKMCbNYTbNk67tEWeKYLFD1Fg1MNdSegcP1xzzbWFEYPfZ+O133jhgHfOcMVvDBPGkVSTYkI8L38tVI6Wu+IMH+EZofSu7/QbX/O7cStviyZ0NEj4Njtr/ozws1BedkWIibWB6RGrO44xnnYQgn2iOQ9z191Pnsd+X14AeS7hpVpYCKkRBsOYuznW+mdIV5hX4v0SFldfc00Rg/GM5P4JvCiYc96b+lDZ1jQhfoRb4qGISNdKsL21DTFbM+ek11uFeIttwra++newRnS9mrgSKhUO1mdNB82/t382DnTT86qfeZkJw5CRiAalT9pjbrfV/l3/hJ79uwRAP9AmnPFOpJbqrUXChXZYHPiKV6SJa6yZJszcNa26ywFpyrY7phe97OXpB0cemT2pQcIUDrso735jwuMXL74007/wPfzgNwoVjRF28GttBwG89SIf8VsHzUkfjAaeUL2OcIU+hS8JVwp1FMCD9hRg8qLqtka91/y7d2whEg7/ylcPT5/7whfSa1772rTjHrumKXNemNbcc7M08aBpaewTs3oK+7TdU7Vo71Qt2zdVS/ZJYwdtntaZvEG6/fbbcyRG7nkQPTT7bf9sHGgRbqK0qK3eyWX3FKUC4dCaSmdFgUxk7JABUaBg8UVJvp6+kIKjE9ABGYNuOXTkDHrg4N3/wAOZ/zhrZL7xmq9dUlFZZF1EHW+6+eah/BHBw7iVN0QoYIkCQaBiU54tSnCEgxx7O+8GoRiXcIUono0DQSyEk5F4kEJ25513QVaixhBZBEUHlKgwfxQQRh2ujb7L+3PlH4MjCrwBjI1Bo0AoIGbjLhFuPcbuncY0CM8YQtRG9ATTULK8dc9bHwpCDre5/zE6D/Rg6xYPcZhiabdrDMLDKpRFc9AW7060AE5Kz4fWj8OKhPBFJZoAz/pAp6x+hgsBJfcr3eLv5nPWOeekiWutk8b+9EOp+vL5aezNn0vPm7Nfmr7T3HTQwYekE046Kad32l6lOZUob+9Zz6XLrngKh76rccKjyEbGHXemnz15jkNbEaFf3hKFF+X5GkfohdHO4GPMSgUwoGybwt9+7woZF/mqyt7NYl3eM1+8tGLFinT2Oedkr1naYosdZqYNd5qeVps/NU143fQ09qltewr7jD1StXjvVF2+b6qW7/f0v4v3ThO2Wz/tNG9uPn0Ln0rlieIYVxTgQm0D2omCOVk7+IuCdSTb1ONEwTzxvu2jUcAHeILBFgHjxT/oRb+MT/xMR/hkHMOl9SCH2nIP/Yl+0T2RZap5hd6C75UB41LeEMECF16MAiTwPDBylFhNXvn8KEFsfIQ+IUv4KtgxVudyy/Pkhfqbv8lj6LdQ7TlZYDl3SiUKcrwMijYxdGmnvqe35F0MybItOUWON2M/LwaLAsKm+FR1s3BHASPw0ccey4YGi5fSJsgwp/vlS6BmGMWOcnMlTKMNBoV0CVwyhDA5ARCl2+Yc0CZrX3Ecpeh3AoOith+cIGZ8CrG3193vPN2svA/+i1Sd/HCqfnJPqr5wdlbma+y4V9p67u7pz975rqxg5OZqRWrMJcobzT/yyCPZyGqPx7y0y1CwbnDNO/bJQ9a3v5tXT8H2jzY08TPsZ+uoWpwAvu++B7LXWrq+5kL53gRtygAAIABJREFUOwhDTUZ7Tf1ONtiedOutt+biwMM+//n0mte/Ns3afae0wZxpaeLuk9PY66ensU9vm6ojd0nV2Xtmz7q6oqGsm4qbIj9jjzRx3TXTn73znbkSWT8MWMqEbIwCo4V8skbtOXRpiwIW/q7ppMs79TNCzPgDD0eB/Lf/vmTO5LrTHvHOIKh1AD4SBUQ35IvUjd0vUgbmbu3xIXoYhj86hyOIT4f122882ua1l+C4X3vjUt6ZiXiUBYeGYAgJ/CgCPE9wOl0oqkQ9zwMT5qG4CeG773aede+0IIqZglUg4yCBtpBadnlZuF07CrYYOlGw0Ihb6CYK5kt58tyHEWS/dj1P0MJRCbER5BgDrrv2bW3hiCDO265uvCnjzUEHJWD+hCEL2yUMXcfR7st7PG3FKs4VKMktttv0O7xSPvKuBIiT8xgHjAXCbNB4fW+HxvPWXS+Nveq9PeV9+hOpOv3xVB2zIlWfPCmNHfhnac3t5qUd9tgrfeTjH09LlizJCojwKVHelINQo/DhoHHVc4R3ClHUhuEpumB+0mslAr5ut/nJKBfyPvPMs3NlfMlNhnV7xmt8ZAOPCh2KEjhT3MEap51+evrs5z6XXvna16QXzts+rbPj1DRh90lp7JCewh47Zm6qzp/fC4c3lfSgn5fsk6pv7JirzI886qinImqMZTUZZFAJkGlkGdkaBXyHxrucud5uW394Vv9R8K5+Ge5RQEt2IDV3DaFNesn6MY6lp8gAtIK/KF6/W28OoLUfRc/NcaENBZ/2ikdqtbRBD4g8iY5oZ7wwLuWtMlX4qkSY5RBcYbidMKAUoggguBwEQ7FYMP/8zMOzoCxXwsZ+aMJR+IQQQgg9Y0OoPs4YiIjnXSK4CHLhVQI3Cixic+LRRYHxQpEg8hIQ6eB9ldQHWCe3D5119rnZI/rVr36VcRdZb4zCmmbkWb8Ig7bn6314xLAKooSIS7z4Zrvm8s//8i85PH76GWflcDTjUbtdxkrYrTNpchp78VtSddLPUpWVNwX+RKpOfSxVR92Wqg8fncb2eV1aa5ud0pw9905f+su/zFva5CevzBXS3Y0ifBLd6mINVL4zTs4865yc/qCgfD8egDt8yVMUuVCXICUSoY9m//DNkEIrDGWVyKeedlr61Gc/mw545YFp8znbpDW33zhN2GNyGnvj9DT2ue1SdcK8VF20V6quaIXDByns5vcX753G3rFVet6aa+Yiw5qWjIPssX2r/q45zlE/qxmRakFHUbAmlK+IZBf6a7bvefgXJYu+a83IX1HYKChKrA0W+oQS5+SQWdIAeLYuqiTL8TFlDRjHtvySydExk0+LL1kSXiNzZeSURona+BmX8iaYSzzg//iP3tGUrKYo2NJSesIW70vBDeT3A8hleVN6cuW2kqiGZK0pGLKtTZ6F0O0qZPVDCWKoqKXmXRXZQpElAo/SR8g1wfab86DvcoV6Dg+PDnm324AbHjvPO8oY2sJYBBhDihHAc2adq3Ye5pHW49CnYi/CpNT4qNvSHzyq9u8VkP0yh2sZVYPoqH530Kf1UGHLQJTGoSzk9f8YSMfwCjfZYss0ttefpuqkh56pvGtFfsovUnXETal6z7fThF0PTGttMTPtts++6evf/GZacMqp2TPpQlfwKfXh0KToeuIp9MvLueba6zMu8RdPPtoWfGqPASDHap8vjxuNkCWciK5teg6dkmFwaX/8iSedlF590GvT3H32SJNmTUurbb3Bkwp7izT2lzuk6pTde/nrpiIu+Xnh/DRxnylp46lTs5fdHDPlI70ARyXAsfF+l3Vtt0/Bqe8oibTlFNA11xW9K9JJj1jbUQBX+AdfMlbI1fPPvyArRGcUkBV17YwI7SAeJYtFFjmBUVx5/tIll3WSRc35GDsDAs+367Waz3X9eVzKm/vv1JgoIA75Z8iLgqIde02bBN+lDYQhNOQi+kEL2m7HO1k4/PrX6Zxzz8/WltyY3BSiqYsazAdB9SM+46T0Cf6SMSPqEs8ZgfEUSw6EMY/egTCPhscMh4Q1hSefFQU4kivPhYFPWsWErEpaysN1gASuNRyET8/buqON8YA+GCFOgmLZA31S3CIpIgIRw8i7aAV+7JtnnLD8jXfJkmU5HPcfHatg5GC33n6HNDb3Jak6cYDybirxH9yQxg79Spq43e5pzSmbpV33nJ9OWrAgGxDG0I92a9xl/D/ySMZFx+E9hSsee2+P/+/yPHlK9kVbT/1GBKcx8q4Y1ULytZKxTtZESJJAH0QX3jcXQh3+hMQXnHJKetf73pu2nzcnrTttUlpl+gvShD0mpbG3bpnGvrVTL3992T5PF5qVKOvmO/LgZ+6Rnjd9/bxjgDBvgjEyFM1v2Jo032n+LK+r+r+kcM16oPcSz52cZGCXGMv6ddjJoLQiGuFl1wpbDQ7doeZBsfQJJ5yUrykmFzw7aP2bePIMmSxnHuFhbehDtEdkL7pG+sXrtTxpjin6c7HyNgghsetHnPXab0CQZvIYLQql4XZMi7gIjyjCLa796Iq+VJrLo1BOto1dffU1OedP4RAK+qkVORyx8BCYFEMUhAZ5j/AVBQROORhTFAgUHj9BEIWe8OmdeWz+USDs61x5811tEdYK6OCdkKjzk81+9C8Mx2DC7KWAQSkYVjKaa/bhZzTA26PAPTsKjKvODQr18hZrOvTJ02KcGHOzr0Htorc5u+2exrbbM1UnPtjf866Vd/3JE//+9WnskE+mCdNmprU33iQd+MpXpYUXXJBPjEK7/fpG8/AQpUN8kJXqtdc9NVfzQZNqGqTc0HgX/BkXeSFtQXAbaxMocAf5wC06qefh09/gHk+4//3Y436SDnnzm9JW281Mz5+yfpq4+Tq9HPa7Z6Tq6LmpumCvZ1eHNxXweH5eum+qfrhLWnPdddIX//Ivc9quOQ8//+rXf5N34QxSZu3nm7+bq+1XwsZRgKu6yDT6rmgqvuP5RqG3do/nnRXexQ9ool43ERVpTbJQpTej/JFfPJpPM6P4OSkK0uo179q/9t1D0KalUe8bH/nDyIq+q+2VVftRrLxNXJjFVq8oQDSPMgoW1EJaxChQCpA2SEANa48Q6rfIiIVSthdXbsWVqE6uknciKAgM4Wdh8xJFwvulJPQfBYVqjvDrIhjbbWN8B8JEtt3UbfCM5Jp4lyWAKVjUw2oLWNgYGNOaI1qsGRdtMVpsQywFzCl8Ka9lHHXbzfZ8J8/Hi6TARwFBLAUjtNfP6taei1Gcmf9/OhgDntv7gBelsa1mp+qEB7op71qJy4l/95o09sp3pwlTpqX1Np6SXnfIIWnp5Zdn78f8m0Bp2iIWBUpaeFGaqQ3oUmU0ZWvNR9E4PmPcEOL1efTtNqXFHDZCgWhPH8K5t912W/ru97+XDnzlK9OmW0xPq62/dpq42Tppwt4b50NTcv76kpXoXQ9T7vZ5f2xmPg518SX9d8wYuwIrFxiVAJkj/N1exy5tMSKdUFciN3j75F8/fhnVNxpTwGzuInbWWQGhOxF8MkgUiuH1Jng+74L46T3hMWvrkksufYax12x70M/m510OQkn4m8O7MorWipU3ZhJi4UFEgYDnsUaBAsaciDMKhLBLLaKEhQEQtD2YbcIxBu15xj9/pzwefdTtUXfmvejHH39SZiSCvn2W9qg5OFWsHVYb9U79d94pr6YEeDcMsyiu9IUmeEaYKgoMK+8r6BjVN+HCQDJWYVQhLPi3FURUp0RwGa9+KZ2LFl2cP4eNQx+iExQ4A24Q8D55rjz5YcajosSlS5d1WnN7jV/xmteksalbxpU3JX7aY70q9b9alCa85G3peZtskTbbcqv05+96Vz5MqDYwzJ/h4XzxCPB+0YEI1SAcwp91Y4zLU9Zh8HY/BCR6FjUbhj/9kBHnL7wgnXveefnQlP1e9KI0dfPN05qT10urzlg/TXzFZr2CsxN36x2YwhNu78EepnzH+7dz90xjr9osbTB5cq7sHkSntiJxCMoM6H/MXqxtelEg13tFb4PpeVCbIjOMhkiaz1nzFJk0wfEnnJSNPdu4yAAGNJrA6/DUj44E99CHYsqozPG89BXZXGKsOOGz5pNBOOn3vboEsmAQvfd7p993xcpb0QiLiEKKgAXwrkWOAkUmZx31YvUpJ8NSigIrn7cknDSI0Zpt6gshEDIWVjGFMDBlzstwylePMIcXX1FElHfJgTAOk1G9WaL4KXwEXZIzQ4wUqZxZP0Zr4qnfzw4mIewJkC5gPQhrlde8LZ6ZamHpnFJAJ2is6zGGBADjTr9to9L48g15N92cBYRnh+HF30RpujC24r1D3vSmNLbBpFQdf3/M8649cJ+nPJKqH9+dqs+elibuf0haa/qMNGv27PTRj388XzvqNDc3mC26ePHQsbfxTSnzwkbxKhwxlihvqZomzcIHwbz8ScWNvvrhTx8q6B1L+pGPfSzN22OPNHmTTdI60yan1XbaOE08ZIs09qXtexXiF8xP1aX79LZ1DdqHPV4FPez9U3dPz5szOc3dffehCoPsEAHDE1FAZ6IZlH8UrIetamo6oqDgUvGfnPsgkEYUOXs07yu/I8tExhu+d4AJ49s6k3/G0m+9222TtYsWLe7rXLWfbf6u7Vx/ctvtRYqUPilR3hw8kcOSHUTN8Rcrb+FryqgLcpsdQjSCpNCiYNExcrRPxMz7IRijQDDIWQ+z+Pu1aYyIUHGdBaZkWKY8NSEh1esMGKFxv8On54F3Wd5uv6m/69fHoO9soXkiV0PHvV9MRPmWVMZbVwJHHioKmLU+xAPTdgW46inQ32TvTGGhMQwLuw9qO0d27P3/6U9DVjxjjQK3C6I2XHzHg7EWXfO6xsV4ED73zjA6Z6C9413vShPXXCtVx903XHn/4PpUfeCIVH1jaf/nTnu8t93syJtS9ZGj06r7HJQ2eOGstPWsbdPW226bpm4+Le25997ppptuGjqmGq/oXDqNpzxsDvXz1huPMGod9sFw9F4dKm+ncPyNwscftnR96CMfSTzsLbaZkdafuWlafbepacJbtkzVV3ZI1YnzUnXe/FRd8uSxpMMU63P9Nx7+j+emtadulN77gQ8MxQ2cwJ9tdl1wWOPSp+cVqqJHvBEFzlXX6u9228LfZHQN+MB3IlMOFrK+9rLjUTJZVAevKkSm+M3XOxEwRzIaDUVxld9ddnmRvOCoMHREDyJgbUWS6LPxQLHypoSELKPAsqZESw4iYLEIUUaBUOb5CrNGgfIWkokSBQIkyCnpmoG04XsKmYITXpLTtl0BThTwUJ6ElT4xYJSQza9HGPFCNeOz95HXVFBrlpnSnCPKt14Pni7vq6RIRxv6FdXg/TqdTPSAFc8o6AKMFdEVRWgl1rR1QtMEJq+C12NNpYiia+hiDQcfDTOC5AU/9NGPpomrr56qo+9IFQXc9Kjrn+0B/8gxqdpidqoO+ujg5zwvlH7C/an69pVp7E2HpVU22/qpC1DWnzQpffHLXx5ZUGft1QBIXUSOtEV7+JTCYtS6uEb1OFzgF+0ycJ0DftwJJ6T3f+hDaZ8D9k9bzZ6VNthxWlp9v83ShEO36ilse7DP3bOnsP8zQ+KjlP/ivdPYF7ZPG02Zko47/viRZKkAjHFfEgXLcvbOuzrVY7QHwvjiecN3BKwhRc0LVs1PQZNpeAFPOtZWm7YdWms85x3g/5zaLAh/4y+GMoenlrWRcfcUf/z8jp6z8kCIzutxqSsgG8YDRcobwilvVlIUCB35s65CtW4f8yJmQjkKCJlC4z1HwDy9y2Coiazr+8LtrEzhzUHKTJsIDyFbSDmerHzuuTcdf8LJ+XQ0ip1ick9sF+/f4Sos3xIFpLjHmDFgFHhCQtfaiAI8MFpEIKJWrL4wvZ0EckmYl/fKKKI8V9x55zMuseg3Nv0zWCicEqOybrN3V/Qv8+Ey8mG850FrX7/T7xM9GEuzIr1+Tns8UoLxXe95b5q42uqp+u61vYNZaoXd/Pzedal6zYdTNXO3VG2/V+/wlubf+/2soO3wxWnC3JfkU8DcXvaCDTdMn/rMZ7Mgtk74GK7bfOF7wpohVALC5NbSwTVOsxMOv+7669OPfvzj9N73vz/tvf/+6YU7b5fW32V6Wu3Fm+XDTsb+anYaO56HvWcvJP5fEQ4fpbj9Xb77zVukTadNy9sPR+GH0SKFUlK4Zm2cliblFwXvOpUR74wC8ouM5BjhP5EmqULKCZ0IS/PkySPyaxg/kJnRWyaNDw3qQ648YjDWc7OV0RzatFz/fdCnOTmfwbtRwN+ct2ifzX6KlDfFS8koMogCZcY7iQ6aB4yQEUQUKBZbDKJgnqwrl4JEPVGMp0BOG13n6jlHgVLiF150ce6bJ+KQGHkkxXq8cgUWohDtIz+9//DPH8mCXf9R4PnKlUWNHP24btOhI9YpCgQ+IcM4i4I5o0UXeDSZiFARllKJyvoXkuXBEExt4GlQhoTPMOHSfq/5e167P/whh4sZe3Y2CAtGjdS6TQabNELtdRm3XD568L19sZ/89Kd7yvvrS1JlG1hbEfPGP7UgVXv+aare9LlUzX1Zqj509LOf6/feVy5KE+bsn9Zeb7203ezZ+T7qW265Jc/J4Sh33HFHximhbc3xB7oxPkZTybytGdo+6+xz0uFf/0b6i098MhfQ7X3A/mmLXWaldedunlZ9yaZp7M9fmMYOf1JhO5bUcaNdlOd/9TMn75ZW3WuTtMNOOz2DVus1b3+iKfi47vobw9EbbanOloIpoWkyk8PTBnTIeCSjyEZ8RW6sWHFX/pn84HCoP2GEmkNXQDN4h2yLjhntKPbUZxSMXaQgSrPmdsXyq/J4o31yVhhX/eRR17aKlLdwngUqqTSXG1ToFgXEZAsRCysCEJyr24PVsvrgBdjeQ7lEgUBzCH2UCC2m8I8wEGLyT5jJyW4Yo8cs92SF7sCSxx5/Iv+N4qKw1SEIPUeYpp4bRi8JW+vL4TXWtqRfirNLkVY9zuYnr5syg7N2337H1MalxoKBQNHDVb0u8Os7EZ2SaEU9FrhXXS3cqP1eGP/mXLVfYgypMrbljUFBUJqfFAxcaVtk4Ygjj+wp7y+dl6oFjzxbKbus5M2fT9X816bqa5em6vWf6ClyRWpthd38/ZgVaewtX0xrT5uRDnjJS9P5CxemO1aseMrTtvVL5C17WnesyLKAhwWPvG602hXQOyPLiXqXLV2aj3Dd70UvTrvsuXvaaNbmac2dN0kTXzI1jb17Rhr72o69HLZ92KrE/6uVcbD/saPnprVmbpwOfsMbuqIn8yO595sCw5acLgl/G5xCWQWz5BgeE1Gj4H7+8ydv4brrrnxrHWONgcHI9Cy+okCl/fBeBDxPvvkXVaT6yTdNFihv47e9tUTxO6TMCXFRqI0cOqYUipS3cCDB0vR0ugzAwtq+UBLKoUDlY6OWiud5BwRfFMzP3u0oEZqnkIiwX60kuvYtdEQRMlL6vevvhJ2tXIRnvkrzp/fkLVZ+dx64v1FEEQZARFdeedXQPOugObCUeYIlBRiUnhASBioBCkOYdVSonwIVCnQ5AcMITZgzb189BJyVgjUxDrna2vhhOFCyhCdFG1Xg1t56qmhFD6Iv6gJqb8b6nrxgQU95f3pB43KSJ883p4wPvyRVB7wlVW88rHeE6mFnpGqLHVL1rSsHK283lH3i+LTm7Plp513npaOOPuZZRlGNJzlLhXOErXMF7NNVMT4q6gMXlMF999+fFfb3fvCDXHy3+wF7p0k7TE+r7LhRmkBhv3dGGvv6jqk6ZbdUXdznWs2g8vwvVfaX7ZPGvjo7bbzFZukbf/3XNQpHftbGpchSFLyLBnl5XYGsk3pjnIlW4g2OGu8a34i2Kiwjj2tl3W7b+nJcIvJHG3iGzLVzoyT8LaJLBvWTm+0xNn9HrxyXqD7ThlQhWd12HJrt9/uZvMIztbzo98yo74qUN0FLUEWVmkW1rafk8nU5SYsaBVbjAw/0rn2LvpvD7UXby/6Q50j4RhfVKW6XXLKkE261DacIgCWHGE4//cxsHGE4RT+8TgQNDwyZfuPxnbHyTkcJ3n44tDfbcaQl76pCVcxSwjjmrqBH+K7fvPqNlUdhrtmLvf+BvGXDz1FartuGU4LOOQBw3QRj6nn1t+colfF2gTp1omLb4UCUd5vJKXEecc55f/hHz76cRBj93d9K1Y77peqd3+xVmn/ypFS9cE6q3vT53g1kTW/bz8Ls31yWJu77+jRrzs7prw7/Wt76N2rMhDQj0t54eKAweH3NNUEbUmb3339/WnLZZem73/9+evs735F23nf3tOHsael5O09OEw6cmsbeNyNVjiU9c4/nJhzuqFMXiiyc3/tn65jfn+vQ+8L5aew9M9KWM2akS5csGYXSZ/yds8RxidIo/Ofw95CDUyg6ihL/MagYmviDsUAZulBGqlKhGRnSRTGiB8Y8Bd/l+eZkPc9rZ0BEgRwSoerKZ832GSqckCjY8YDeo4aKeUoR0GulUKS8hcuFk6OAQORtS7wsxMNgiIKQuSpkec0IIHwC0yleUegVMjhOMlYEoc8ccrpsWZjoFUsJo/NCKRGFPkJBQm4sbwypiIiVaH8hq7kuDtMv4WC+UWaT0pL3Ka2ctN/RaWHRfq0JQWNbV7Rv81UAaG1tLYMfF4VEozrGTEDhBUdz9gN9MawUd+KbYYLFs2hHlTxD7CFXaeYT+u7Kc/X3GijDpUuX5oIyF48864jUo25P1YF/nqpp26Zqn4NTdeA7UrX/m1K1za69f45UbVeo//iuNPb6v0iTZs1OH/jQh3KhGGN7FBizvCGDUZ7f0aeUOT4X8n/wwQezwv72d7+b3vC2t6SZ83ZM68yc0vOwXzY1jX1w61T9YOdehfhzHQ4/aV6qPjUzVR+ekaqPbZ2qj2+dqs/MTNU3Z6fqnD3TwDu4x+vlL9gtTXjp1LTDnDnh6y+lzZzbgNaiwIhSwFob1mhWpMiaCfcyPB01aneDYrO6PkQaRM7cCWdR3mRkMKh7qb9n15gMmwMav2zpsnwqX5Peh71T/43xIfLDyIhCln8F4W88zWjoejZFc1x1qrH5XeTnIuWNQXk8UWBlUCYIJwKIR7idMooCq1VIJEoIBLktL+77jgKGUbAUBUQvjHtDwdGGGNLezLbHw6qGd9YzoareAB7lmP/uN7/NBob14OH5jOLJIT11tWZ0vgwVOXprFAU0YT4UXVS46IvxogiQknTxCKFF2RhTl/bgiUHoCkdHWQ7Dm7/xwO0Lxez99tDrUyhNFIKgFo5GD961dqIDxlYDS/+GG2/sKe+3f/nZp6x95tRU7f6qVL3sz3seOC/83X+dqjcdlqoNp6bqS+c/s8hNzvxjx6bVt901vea1r02LL7k042QUrxq38TEaGUD261L4F160KH3zr7+dQ8TuwZ62w9ZpjekbpImzN0wTKOyPz0zVj3dN1YXP4Tni/RTuF7dN1XbrpmrOeql68eRUvWhyquZvmKrt103VW6f1qtX7vTfe7364S1ptp8npRS99adhItNZC1SWhc/ypDkGummzAa2jx3nvvz7Qv7OtnxVPWukn7FL7jbRmcw+i7psn607P6lfKJhr+9awuytGNzLHXbwz7xi4tGRqXQ+rVx40292qZonwwF0aZ2ZKxfH+3vOKPtaF37mWG/h5U35Fr8EkIiHOU3I4Rg8ATtzx8pqzRnjZV6z/I8JZfT87idLhUFzCK3SSFFceRd150O8x616bmeN/RQVuQUL2Vx7rkL87YOCgKzagchjxqHM4fvf6As3F4Xp0RP6YNXzMJrj+5F9a45Ca/BNQVMOPLihQkZNtr23bC5M5YoLV73MJzXNKAt4TWnSVHgddTD3wkdERFpIR4Qem/2jZ54MQyu+nt9Mhxs46oO+WSqjm8c1LLg56l63V+kar83pepby5+Z3z7mzlTNe0WqXvz2p711Hvi3r0wT5x2Yttt5l3T6GWfkqnHG0SiQkhH+EwFRdCYk7N7w+fvvm9afNiWtMmWdNGG79dPYyzftHUt68m6pco74f9V2Lsr7gEmp+toOqRJCd9rambun6t1bpmqNiak6Y/eVf1zqFfulsa/NTi/Yckp69/ve99QajsJt8++98Pfyke+iD/SEftGRQjLK+ayzzk3XXXd9rgJ3Z7caD8rcs4NAGwxO9SFRpeZ5eW9jiIDxo3OyYViUalCbV1yxPKcKBv190PeiRqJnJX1eedU1RTtl1I2JcNQ8PWhsg74PK29Ch+AjsKNAQNpHHAWES9BSOlHInmzBzWdCsYQ5ZRcBC0H4l9xVbn8ypR89z1ifFKCtacOYsd88VA7bd69qkqUsYoCoKBp4R8zaHMS8ckWeixKg53OlZmFlPCUrp0/ARAF+KX6phSZYa9WzTsW7774HnvLC23Pzu+I3tBwp0vMexe2cc8ITTuEWXYt84I9B62c9eEloBHiXh0t5j736/ak67t6nlbR93/MPStUhn0kVRd7Mbbv7+4NHpmqDKak6+vZe6PzEh9LYq96b1pm2VfrKV7+axwMPeK4f6BveeWpo7odHHZ3e98EPpp132zVtMHXjtMqktbLCnnDQ5r2Cs7P27B1HOl7vdWW8n5X35F6YvG6PEj96l1StMpaq43dd+WN1OMtHZqZJUzdJH//EJ4vqOxiZ+LOtXNCUfzUt8QQd7mRXgkNuVGDb/2z7HT71XFfwLOdFyifKZ951+EkzWtS1X3PlfY+K+vRrT/jbPKPgfAcnwDFookDWl+imBx58qNhgMMaw8kYc8qfCOFEQhhaejAIFzDtUzBUBgpC3v+LOeOhbfkn1dRQwVzZuCo5/RTgIPgrmSRlIZUSYUz/GmwtEngwXW184E74Vhl+67PIcdpMqkddpt6+4rmS7A2FgK0oJoxmDfaSRLUlNnOYw77339RUOBCGBI4/lwAj5wHaYm2HHeLDOUTBX88a/AAAgAElEQVR2ApG3Ki8Ir4sXL8l5e30PAuvknPRm5bCowyqrr57GXnpoqmwLq5X0Z09P1avel6ovnvv0d/XfeNnH3pWqrXdN1efP6in3j/44Tdx8m3TwG9+YPWh0yBPpd9mKdbOf/+xzzklvO/TQNGPmzPT8dddNq2y0Vpq400Zp7G1bprHvzenlr51u9l/lYdeKuf1Jee8/KVWHNzxv3vafb5GqrddO1aK9Vv4WtNN3T2MHbZ73d19wwYW5cnvQOg/6Xvg5F4a2jpzl2Qq9UtY8QBX/UkFoixNBNjDsecGiRcNorF/fIjw9Dzome/VTXys8yCDt11/9nVvsRJyioE/6oi2nRrWDvxg7ImBRKA1/q0HCZyUGgzGGlbdcBCISjo6CrS6EXhQUNLHEooRHCDM0SoQs5e1kpyhYCFvhSsK53pWziQIGZhSxuKM4wtCLLn7m1YQIH8MhaPkjCoYXJv0gzE6B+A7x+S4anTC/n/3s58lhH1GDzLvSNsZQYpkTRphNG4NwRYd6TvWptWTNU7i+gxv0r3+/lwDcwt955y1MF1x4UafIhbES0rxvxXYAL66z/vppwr4Hp+rYu59W1I5Edd75yS2v+ykF/liqhM9tC/vuNWnCdnumbefski5evDiPxX51IXOGnPkysITFjzn22PT6N7whbbvDDmmDKZPTGltsmFaZv3GuEB/7/s6pOtuRpPv09mD/d1PatRKnvGet0/u354ap2m2DVM1+Qar22ShVR+288r3u5fsl+7sn7jY5HfCSl+RoUb/DT0bRkXWgjG1dfSrtdf0NuVgU7zuMiMwiC9AlGqvpm8HVi1Q9EVZq+r1E+DvoOJmPaJF0T4l8gKMS5c0w968kXO9UuBK57VCikvA3vvJuSSEi/IaVt0EiBIwdAQTFGnzggYcir+VneZXCnFEQ0jTWqKGB6BV5lYT45ZgUyEUFO2bTp33BURBKZalG+zRP3jRvX//9wDPapciF2CkMOXnKy57yCy5clAU7uqiFfb922t/xPAkjwiEKwoAUWcm7lLZahi4ev/YJHpEI6yKyYfuWva8YrhaO0fETprbWXXjhopymMKYu4D15OXl2fcOfozYn7vGqVP34rqeVNyXdriSvFXf96e8nP5zGDjw0rbPp9Lx16/IrrkifPuyw9NKXvzx94IMfSgsvuCB96zvfSa87+OC0/Y47psnTNk1rzdo4reKUs4/O7FWI29Lljmqh58v3W/lea610V9Yn5U1hv216qr6yfaq+vF2qPjqj540rYHPE6ko2PJwGt+72U9N73ve+nGYR0eqi0KwxvlNk5uREDsyPjjk23Xb77dkpcS0sA1ZbeBS99qNJ35OB3kdDEfCuCFmJoczjJwtL3lX/wXjuN59h44crF5+UKH7b20qUt4iYc9utVQTIXBFlsrMEwsqbNWVLgUWNAMH+s5/9LFtjkfc8K09YGm538bl9sxFA4DwjFbRREHaRy40SHUtRwY9ijSjUpyFF3zNPUQnz7LqenvMej5zycXuZMVOIQlYUHM/NFhRGRb92fefs76gBaH76Jvyi28Nq3DDIrO0gY6V+rvnpWXk4hqetZbbGMbSia6xNNSP6Jyjk2TCuHLjv+uGqOQ79MUgZEnjCz7O23z5NnLN/qo5Z8UzlXSvpYZ8fPDJN3GSLtP9LXprOOPOs9M53vydtsvnmOQzu8oytZm6dNpm1RVp7ztS0yp9M61WIH7Fzqk7fo7c3msJeyYruOT9IpQ6b/9X2qVq8d++fvd4/2iVVm66Zqs/OWrkV50v3zXibvt3W6cijjsqKVj2FyFM/oADIEHzp5ECGGu9MfpTBJ5XD86aw0WUXGvSMdm37iioYNGkcoqYlzoFIQUlYuOfN/m24T2O8+uprisLfvQLYeESZc+mMjKjBYF3qAtZ+tDDqu7DyZvlDbBTqcDuhFwETVBxUUt1OMComGJxJ7D8SSoUC6uoRNVvBeCXV7RYeo0YPCoAf7wr5RIFlbJuDtdFOBChRRVaEiH+Um7nzUqUqeOY81N7VkI9ki7b2zOWkEG1JKM6uA6G4kkIY3nJvvr2wc2S+nsWgQu5oUThdeC4imAhC4Xc5ybqCl7DxM5qhwEcJSH+HY5XD1s3d1atst1uqfnRHd+Xt4pHvXp0mzNw1bb/Lrjl0bz6v+JM/eeoWMYVwE5+/epqwzXq9g1OO2qW3reu53oe9sjzsQe1Q3raH2dfdfIYCp7z/bIveaW7Nv43n5/Pmp7E3Tk87z5uXll95ZTbQrJstkgAfMUTVF0jHkK2ihXLY5A9PUJQIveNX37tpLWJ86gfdqE+JFsN6V5RLEWs0FO1dBbhRpea9fHzogw8VHdaSw98FaV14r/nSGLqC9bEdryT87VhmfF8CYeX9i1/8IgvmaGfysZATFbqIW1UtyzMKBGVJ6Fs4EhP5jAAFiNkI5yhgYPnkEqY0T8wVBcp0WMh8UHuUENz0Sw8YPyHDCMH0IjWUnrV3NKk90YrgKGCKb5S32R7DNdcqKomf3KQdSpdQiHof3kW3jCvzEQZ07oA5aJPgZcCMAnu37S1nADeVNJyx3m2jVHGO5oeBdaNs3fpk3/CqL5ydqqNv66a8hct/cm8vXL7x1PT9I47Me8qtxWGf/3yauvnmabXnPz9Nnjo1bb39dmnDGZumVRSi/enmaexTs9LYj+emauF/8t7s8SjP9ru1561gzTYx/5y29q0dU/WC56XqsJXseR+3a5qw75ScirC7wdqinXPOOS+fwmi7HxpyqI0Kf8qDESxq1bsy82lK6PHd73MNxigaefqt3k9o7Kqrrs2GQJTn9EUJ1zsd2m0P+13dEFkRdQ7ID56wA2qiwGGLpkr1YdurNerCy80x4WW8K9oYBVHs/zTljcAQWhQMUOg7SjgEVWl1O4HoUJgo8AwRQFPAdmkDkRPuLOgoKEIqOf6VUhH2Lqn+p4SWFRz/ap6qJB1zO2w9MWxPmf9LFkjWw6lhC045LZ96Z08zehICViuAaYa1py2nL5UIEWMWbi+JMlhLqQFHIdaetnE6qc56o2sGCmOluX+7SQPG7H1bLPt5MNqr78FmjBnvIPCs3N655y1MLz7wwLTqplul6qhbuynvEx9MYx88Mq2ywcbpzW97WzaM4RXcc8896dOf/Ww65I1vTN/45jfTeeefnw9ZOfhNb0yz58/N92ZP3G1SGnvTFmnsyzuksePmpcolIcv+B10SIsc9b/1UvW7TVH1061R9ZEav0vxFk1K170a9Pd8r8w7wb+yYnrfDpPTa178+37xn/zJ6OfPMs7MBxvATBuedWvNRSq7nQV8aNkDRjLPk0fEw2hpEc7aQ1rQ/6Jl+3yt0JfujfaJJzgx+jQKHrSSthe9ENqLztGYieuRbFEQoyZASCHveQoUlyonHw1uIQu+QgfuKCgncggM5UeiF2+OV5pShc9RLFgORMhiiIGTjvWhRCIKTM5VvjQKDgaERJ/LeTW0qrBE6miDMMLicuZ+FCilBY6PMa2HmU46Y99tP+Y2aQ96mePsdYTxpl6fuKMN+x7gSMgwvR9OyooU0RVFqheh9Pwv3o8VhaRFzNH8pBYKkX4TAM+av+POMM89O8/feJ6260cap+uEto5W3U9S+viSH2Wdut1264YYbnuFlwLcT+BwnzFsicH06j5wi/+jH/yLtte++aYvZM9Na201JE/fbJI39+Vb5AJLqxHm9sPp/d0Uut33o9FQdslmq3jItVW+e1jtZ7UMzUnXs3JV7QIvDWT4+K02auXn60Ec+khUDY5Uyk05CD4OMvUH0jJZs3WryxqBn29/z6Cm2Ev5h+EqNRcFcOXsl20kVtZaEouGVDG/yYJdxM6DoqJI+RVtLlDejX7FbdKzmE1LerDdeMCEbBcKmJFdOYAu58sAjwELNeZOCO8ctPAEWBYYGT79LJXOzbXhlKXY50ar5np8JV9vLaiXX/vug3wlm3rotQFHAiPaGRyHP8+///hlRDevEgxVKZBiKIlDkQtJ+xxBwQyFaE9vTogLPOL2rj2g0xbsUKhocJry0K2wmLE54EFqMm97a/i4X8lH+o8A6olsnW8lt28pXAwZHW+oxCBl4es1Br02rrfuCVB1x43DlfdpjWcFPeMU70/obb5y+8MUvPcuQYTDBuxRXGwh8B/K4tvMHRxyR+91x553zsacvmDstrfryzdLYB7ZOY9/eKVWn7N7bL70yPdh2+Lv0d2Fyd4Cfs8eT//bs/e770jYHvedwlrdumXbYZU4648wzn1K41lg42KEr7TME2nhv/44GFDuKvKCtCHhemqwkcqXWg4MR7ZNTwSCMykTzYjCXhL8ffvjhrBCjR7PiYeFvOicK9d0F0fcUJjq6ljEWhZDy1gHB0T6ZqkunBnn33f1PbBr2vpAqhRi1TCiYHG5//PFhzff9m7xTUbj9d7/LnmxUQfCwKAih6ChQaiXFaowhiqaLQmmPKYfbl8UPkzFPykENwyAhwKgg2ChpVmnO7a64K3vnp51+Zq5uZ7AYPzx3MVooe4dXRCMF5v0f//H/P1UZPmjMNX6MxfhtpVN5L79PAfOkbfXpShe1AkeDjBd40y6BLT/KkLDucPDJz3wmrbnOOqn6ztXDt4cdd28a+8AP0lqbbpFefdBBOf2gzSbkrZyKhBpnqPs73hMNEcb8P//+71nQ2K7042N/kj73+S+kt7zt7Wm3veanTbfdKj1/503SKn86PY19YlYa++EuvdvBVHX/T9hGNkgJl35/6u75MhJb79QnNAHuna/QL7rSfK79MxoUxRHejb6rLfUm0Sid91wohT6ifaLl4vC344//Pr6rg/yGn2HGdhuv9e8MjRKZiCcZ7FEwVhf3lBT1hZQ3D4mC+fXfxGP7wkUlW68otZJtYryIe++7L3wKF2ITsnRLUhR4XiVhaMwkFVESduHtqzyOgq1ewlJRi4/wKA3xK2RT+MIihudR4BkKz1rywk844eR8ZK3KTgWM0iLGQinzDPspc23U1e36jwIlec2114c9BwoQr6jwdeY8b5rg6zDtPETjJiwpcLst0IZteNqsvXF9HP71r+etXfnubteA9tsaJlz+lxek1XaYn3bcZZd0+fLl6aqrr31WHpIn396qaBzOAshRj1/9+hnrRvAQdkKGLiL55Kc/nV5z0EFpp13npikzp2dFPvGQLdPYF7dPlfz4ufN7h7j8d/TISxX0kPfGvj8nrbLzpHToO97xrOMz0arwtzWE467gWfLC0c1tI6tLG3X4O9KndkUjFZxGI6DevfqasvA35+Jv/+43YceNIqQzpAmiwNAukcMMdbpqlIHfHg/5Ja1QEmEIKW/IcBk7aygCCIXnwZOKAqF3x4p4JbUiENZQ1NviZVgEllsUhBtLw+3CpNGxIhR3JJeF23+f9ytH50gBOc0JHUQB45eG2ykK+5spfp43xUaZ2WJlu4WIEAGDcQk147SW/snz+VtXz7c5L6kennTbS20+M+jnXqj5yhweNQa0TPB2HQe+oUyFOh3CI5LUFA7at3d4rRe8IFVfOPfZ55hT5KrLv39dmvjyd6bNt9wqff+II3Jko628tetwC1eQNsG8Rb+EMPuBaIBtT+cvvDALTNXybjv72je+kbeezZg1M2245dS0xpwpacJbt0rV12anasFuvfy4O7T/H/bIxz69bVpn203SF7/0pWesGzyiAUYPRwGNRgBd9Ao3Y7cz6oNykoZq0lGXvtEax4QhHQXORYkiRe+ivNEtpVIRvfB3/C4MPICGo5DHWnCXuAhxztH3SVWNGkNIefMshU+i+QvEyXPyLwpCrG7BiQLridfSVVDW7SNSZzeXpAYomFtujW8TY2jwgqMMxWumxB588Gf18Dt/8ihLqtspH8YCoR0FyrvkqlSK2FoKQbdxRLkQDJQcBek0KEVtCsfg1QE2Fy26OCt070Y8Ds8TkiXhN7hB76xqESsCk/Fh+wtDwrhHjUX/QnguSnFFJyXanL/1P3nBgp7y/tRJqXIsatvzPv6+NPaeb6V1N98yvfEtb8nC13jayhs9MHYZgzUYH8+gPg2v/r75yVjiBTq8RuFhfSASnlf4Q5F/8ctfzoVum2y2WVpr6oZplZ0mpbE/2yqNfXdOqlxa4khVhW7/0w58GeJ1V5fvm895n7HTdumkBQuaKMs/W8d8fsWdd4VD0RrAR3gxCgorybdoxE0/Dieqj+aN9MuhKSkCw+8OtIk6NcamiBefRcHZFPgsCoqUORDRNcEnIoklIfeQ8taB8EDUEqIQHSHnFqgo2FdeUlQFmSUeqXyr7TwMlSggtpL91o45dCh+FBCKHHJJmOcfVZoP8KaGjYPhRnA0lciw5+u/ef43T14wU3/X9VO4W4ixS5+UohCU0/xY/E6B+8lxJ+ZqcIqoVpoilcOUp78ROLyNkkpZY1WQ1MzZMSRZ9U6AEmlReT5sDP/rH/4hHwqjGhU983Ctdf0Oo+b8hQvT2uutl6oPH/30FZ+1Alek9rkz0qqzdk27zZ+fVqxYkd/tp7yd+OVfs8hH+2pVBu0SgRd0q4BVTpyB5ef2Ohkv3F973XXpwx/9aNpm223zmFedtE7vMpN3zUhjx8ztndrGE/9/QYkvnJ8mHDg17XvAAQPvSFCLgZdKw9/4v6aFrrzEoBXJjCoZ7TP2S5Q3hUietuli1JjxB9oTaYuCAjvyOApqSui5OF5/lyPLJZEJcxSVi0JIebthyW1T0TAPgS8p36+KddSAe7ny+L5pldSDhM6wPnmUwhgl0YUnnvhVvo95WPv9/qa60T7BKMh38zLlJCOAifRZWksgbxYFlr58rfWMAuPP1YZdGcpzCs0oHx45paemQChNOzfdfGv6xaOPZS+UMu8HcOQSEJ5vlN611zve8tm7JIyNMeLvqrcZX/2EtzmLJEhR6N8/irtW4Pow9iuWL8+Xk1Tv/laqjr//mZ73d69JYwe8KW05c1Y6+phjchv676e80QIDoYlj1fkO4uk3PorbhS3ChXUNA8XAYJZ2agN8imaJIFx51VXpwosuSh/9+MfTjrvuktadslFaZZN10gR7yN+3dap+smvv2NJhnu1/978dMzdNmDcp37zGARkE6NGdAVGQKsLDUdpEM24fK1EyjP0S5f3QQ6q/Hwt7+8Z63fU3PiMa1BVPolxSElFwBDJFGsUrQ0PNiPqaKIh4ObgpCiHlLRRJeUfh7//X/8rebDQpT5AQ9iX5VQKkZGsaA0MuNRpWIsCMVW4/CqxSnlgUnObmHPWoRWtumMlZ6lHA9IR2FBgYDJRoVSUasLWFF9tULF36p7x7lw38ffq3P/whr6kQHIsck9540y1ZGQpbYR5zq5kWTi9dEi8oqsflOlmG4KC14YUzENWBqMbFW4SVOfqnWIcX21Sc3jF2YWr71v1+8803p3U3cNHGl1J1XONa0BPuT2Nv/WJaZ/qMfLHI3Xf3zjvQdlt5GyM8NSM4PDN1H0KBbbxT3KIHwq+MjBq0g+94PbXx6zt8f+2112Uap+C94x+PSpTrnHPPTR/8yIfTDvN2TutuPilNmL5umrDPlDT24W1692sv/p93hrpDbFabtWH6/Be/+Iw1rHFVfy5bdnmR8maUWpuonLKWrtMt8Wbz0cIFXjBPFp1LYUXAWEW+SqKgtm416blrv4xquG3SdZd3rUPevVPg7XMW9RuFoPJ+OIfNo50IqZXkygmz0lw5YQwpUZDvYLW1BdaodigFJ46V5EvkZkqiBAQhTywKvXD7vUVhJRbmtUWHyfxTrjTnEUegDjU7ACUKGIpno40arCsF7YxnOXieBI+TouJ98s5V1fKWLlq0OAveCC14luJi4IwKTXqW0UfJC9fJ06EfjEz4ELDtvvGE2gpCTRrKqW0v2HDDVB3yyaevBVWk9okT06rb7pZe+opXpvMXXvCUIau9tvIW0kZ/PoFnKGH5+WaFvu+z4r7m2syXDIv2+OCcN84Y1R6vAk5dbAEfcN98x9pkg+pv/zaHc+WH3/Hud6VNt9kyrT19o3y2uvCzrWfV8fN6547/DwirO7xmyvZbpmOPO+4Z863psP5UT1CS04Vb3nfJnu1hNQz1uPp9MnLJnEEGab93fCdCeMeKO4u8fTcIigBFgeNWUnhG4TOao2sCJ+RHSe6ax/6cK2+WXkkVNoHkKMymIOiyGJ7XZ0k+gGdZsq8858pvua3L8J7xDEFrK1y0Et+i86YsYBSEaAjGKChOEjqOFmIRvEJ1mDgKaglY/FFgAQstK+5pCv0u7Xh3VK5cmxQiRU7pwqkIiv2w8uU33XRr9howtahB7ZkP6l97BIdCyz82jIZBz/seDRDCv/r13+QrAs927vWDDw30qoy39sBdKehO7+rVH0jVj+/shc2/tTyN7f3atO3ceeknxx+fx8+IISDwoSrn0884Oxu3PH6esrQCHACKAT32wui9kZuX6InqfjzZT3HXcyE0Fy68MOdzKXK8Ycyj1o8iF/2477770l9/6zvpiB/+ML3l0LenmbvOTmtvMyVNnLNRmnDQ5mnssO1SdcJ/Y0V+6T5pwsumprnz90hLLrush8AB/8s/w1fTwBzw6DO+hk/8VEc4nvHHEb8w/Eo8b1ESOy/qosQR3Tz1ZwYdr13RZhRuurnsykyForaSjqK59nhEM9FfCX5EbPuljNp9tH+nN6THohDyvBWdOSoxCiYEmVECpVwIsdLwR0mI31nDJblgi05oRy02TMiDMs8oiGjIi0YBE8l7jVJE7XYxIQVAeEeB8i45TEao7eprrguHFjFtzwO+NuQp9JTU/5crvCkvtCc8rJKaF8mQEA0SLbHWbZqmiCnKUV53P/wpYOKxyjMzytAEIdJvnfTLKJZDprzHXnpo72ax4+5LYwd/Iq2z1az0jne9K12x/MpcaGQrl2JK62ePvHvYGSmU97nnnp/7JER4DhS5qFVdvGZOzgVQAyCFhQ7aAG8UOlq+9bbb8lrbFhg1ELWrHcWGIlmOG3aq29e/+c30ujcekrbYaWZaY+akNGH3yWnszb0z1quTd1u5N4GNN5/ucJZ5k9Lr3/CG5OKRYaAOQEi5H06HvQff1pYhHgW0VaKcOFGq1Wsjr2u/6EeEkLyKgsOOGKpRQOPGS75GgMxguJLnURBdKHE08ZtQfRRCylvBkX9RIDAIPQQXAeEW1p5QTQT04+7b+wr2lTM0br8jfgY7YS6MFSUWgsrxeCUFC6rUb77llghq8rO8y5K8NYVEwEeNKevx+yfPYI8Olrdbku+2DrwERmOU7igt+W7KlODhwWNqwodCp1TdcYzJH3jwwVw/YIsV/OTxXrE8LIzhhUdjC5ccH3qiKLMX/+hj2VBoz4NSN8f1J01KY/se0jvf/BMnpFW23jntsPMu6bvf+34+Q1txHsVt7SgJqQK1EmiPx287nDmpaudZO/lLhE375i9VohCtVjLtcUhBGO+9996fr4FlAJgDI7hEmOkXjfX29f9rxrvtos5XP/zr30jvef/708tf8ydpxrwd0to7TU0T952Sxt75wjT2tR1Tderuva1n41XA43n/WzulibPWT5857LCRxVZkHAVVEv5m5JUo795Wz/he79/89rfZqIvWraBtNQ+idlGQPpImigKdw5uN5q5Fe3uHw5SF6kvkOL4qqZUKK+8SD5FVUeIFK3RxE060whHz1wUd0UXnORCYUXCcp/BjW7CNaof3xiCKVkbqh4Asy5X3bk0bNbb234U0Mb7PCFgPik9YKQoEBQ8jCphQeJ+BE10TSo33THG1wXf+znOhYOTGhdlY3QxUp7ExjAg6Hkq/Ntpt+t0YKVlGAYHjdwKdIpSD1zYaaaeetL/Z9Olpwp5/kqrDTk8Tdj0wzdxl1/SVrx6eDRDGKPznQszbbs/tNnPe8u3WlGctLC7PrQreLgbvmgca4x20vUPGje10IhGE7M8f+UXOb+rPP0a34rqu+PecIkP0Je3l4hVGhHoAhpIQPKOcUL7lllvSqaefnj7ysY+lA1720rTF3G3TWrtsmia8ZGoa++A2qbKH/PQ9UnXJ3v/pW8/GPrR1WmebKemYY48dacwzMu3egP8o8GYZVlFAS7/81eirZ9vtiqLkWoaCorVe7jquvMniEs9bQacIYbRIDt2SU1JYURCtQrdRoLzRdhRCylsnQudRoEjl2qJAOREa0VA0DyYzesG2JJ6C8GgUCFmeQhRYzrzDaCU+oc1gEM6NgpAQZoqCw1Dah3t0aYNARtQld7JT3iqbo8AL5pm0Fc6oduCVQlI81qW4zvOUuVSEMPTpZ5yVBRxP0fZIChAdU0iUsuf7AcXFG5Zvbj7jZwKawuI9E0jWrw7Xe2/bHXZIq87eK43t+/q07pbbpC986Uv5bmL8ytuGf7UYhL32msob7aF5zwjDU5SEpXFfdfXVWZEToHUI3dj1SdmIQigkpGAZZ+2okzXQJ0PHO23wnX4pBXPSP0MATTMGTjnl9GzY8urRgTk327G2jmq+/vrrs6J813vek/bcb5+06U4z0uq7bpImvGbzXqHbkTv3zlh3GMxzXezmcJZXbZa22WV2WnTxxe0p9/3dkcFRg1hDaLREecMxWo3yhvUVmYnW9Rir9J51jILb18i5KPDyRW2jNQHo65ZbywrPeso7XjUuFeGq5Cbfd5lvgfKO5zsRi5BaFHg2hA/hGAHPU9686ChQMizTKBA8wuZRsI2OsRANRRF6pblyHhHPKgqYtqToTIUyAa/oLAIYCfMpsIkCBaXorCnsu7RBQKFX0ZDou4ShHHQvxP6bHP3hNde5cjSJpnm71tvzNcOiWR7voDAfj8ChLXZtUGwULkUPp1l5b7xZWmXdDdJe++2fll/p/Ph/zQaFM/r1yUi0HUy/TeVNuTLKRAkcsvLoY49nJZm3d113fXJ9K4Ph3/+9dzqdcRLCeESxFbo3j364gkvjFIb0d/8U8emLQmfU4DcGOhwxHKQKtISMyVsAACAASURBVMkYYgwbe42jYeuXjY9f/zpdddVV6a+//e2034telHZ0xvrsrdKa8zdNE964RRr7/Pap+vGuqTpnz1S5Rey5UOQX7JUmzN0oHfjKV6TbbusmD2wrLFHeTi4bZBgNw5VCLilFxlUErJ+oUjSNqQ8ee0nVeC030H8E8Aa68hkF/MUwjQKeEK6PQh0lbhu/o9oJKW+IVOASBUJL+DsKEAgh9uhGgKdO4GD8KPSUd3wvO8+7pNCNx0LpDxLag8bved5YCbHIecuzRYF3RNhHwXoIYUePSCS0KRFh3Sjw5ijDKMCramwKtp9CGtSeZyk2t5c1BY05EJLydiIPPFVhOScVojXrT8AwUvPxoo0rQPv15dxmSs8ZzArI7CO2VWyV1VdPqz3/+elb3/lODlULsTsJEX1QyoS8ff14sVbelC6vz2l7OTp2z71ZyVP0vAjRAzwo9K1P6ydtRml43nyH4cjfGAuLLl6cPUTvMzYYRpQ1usff+jA+CrgGeDMHuIoKNe2cfsaZ6aJFi/LRrK969avTtnN2TJO2n57W2GezNOHPXpjGDp+dqpN2S9XC+alyxvp4ctzNd380N02YuV4O56tH6AK2bkU9RO3CDV7uYtw0x4GPGUpRh0EbaAHNRsFal3jePFLppCZtdOkbPqVaohFNbVPeIk9RwMMiGlEgBxxxjR8jEFLerH7MH4WsvAsu+mC12+7lGsIICOkpJCopdKg9gUh/niWUSvLPCFqesSnwu/RNITBQot6stnsGw+1dunnGM5i+5EhVXgWBH61SJbQJ9pKUC+UtbB4FeV8FcnVYuuv71o9H4uKHYcLUc4wZhiVm5w2r/j3l1F6ImNFgDBi5HSaux0IpEmYUoANaKO6Jq62WlfeZZ5+dlSNhSfkRXhQkoaJte/Rr5Y32eLfy2r7n8QrDCpMLpzNk/MO/F198Sa5aJxDR3iClbX7GJtpCgIoOyV3b0oZ26op3BovnBrVTz5ExFBVq8O8iF/UB+sAjFPknPvWptP+LX5y2nLV1Wn/m1LT6vpumCU50kx8/Y4/eHeRL9x2XIh/77LZp1enrpaN+9KPO6T4GcYnnjX6sWfROcOuCPkr6FKovUd5kY4nyRrfqHNBhBMga/FEyVo5GSdSWQc6ojQIZR5YzhiMQU96FJe22fMg/RIHXQFhEgefAumeVRoDAsHWDkRIFx7GW3H5mj6c9kFFgNctplhgovCgFVlGgvEty5QQ1RRo1ULLiePjhHGGIjpWCLI0SlF2e8sdMc4TNMOXdngec8EjPPOucHLmBJ4aOKBfaYIhSXgwZz9bKzqdivI033TStusYaWYE/f911cxGXbXmM0DrsTDjYbvd3v/ltvriF8Fa7IPrCwxBaZ/lno+6227NRQfjBv/y3tMUZZ5ydw5DN8RuDuTIyegr7n3PuWtpBZECKhXHiFDGhc+3V42+2M+hnbbtStZlvH/Rs83vvyc0yRJr9waNqYOfBv/+DH0zz9twzbTxts7TWCyenVfedmsY+NjNVP5qbqvOfvLq04LKUsYOnp4223ixdvHjxM/pujq/9M/xakygwqhRMRo0bz7vKteSmL/xfUjXOaCtR3ujz4YcfDis29OhM9ZI+3QHAcYwCni1R3gwwJz4y2iMQUt48oJKSduG6UuWtYCEKiJJi42lEANO76L6ksAqRsfSiwANzTGcUhDrtIY2GhSgABSC8sShQ3iX7yq1DyR5vCkTeigcZBcKQlxAFSr8k3M5qttuAN9NUGKP69ywPsT4JzvoYO2OQdyRvL1TZM9T+LkcvPINW4cd2pE2nT0+TNtkkveyVr0ynnnZ6evyJX6Z/+dd/zQqcV8+gYMyKClCoco+U9+JLlmTjT6QB/QrDw7d2GRS8JcYE/JtXXYGvb2NwrzheY2QzBNzoVh/ioj5C4ahntWUc0fC3d+0VjypvOBU9wFvG2Q8oMAfpnHveeemtb397rhtYe/310vM2X6+39ewz26bqxHmpWrR39xvPlu2bJuy6Udptn71CWzivv/6GIuXNQHMBT9RjgxPrH5WP8MiwLFHenIWSqnEGLCMlmp9XWyGtUNJnqfLm9JUobw6YdJRoYQRCyhtjlwzOwAiPKNh6UqZk/j57LtGwEA9Cn4glCryb/0zlbX+oqES0IIMAlZ931V4UFBFRAFEgJEq9YEJYvxEgnAgYud4oEBIl4XbbupZdvjzkdRsbmiOgKMpa0VA+9T9/F0miIBUZLrlsaS4aosy9t/CCi9Ktt96aD0aBZ6F7kRweL8HFg6D88dHixZdmGlVD4JCeRYsW57vC3SYm952jVb/7XU5Vuf6RckAvtYHhtLr/y919QH1WlYfCf98ZVJSOtKEMDL04IEWkgzGWRBONRmONxuSa6xe7RqMujS1K1MSgEZGgopRhhqFNgRmqiKBSpHdRUSxXc7/ckHu/736uuPa3fvs/G88czjn/8+wZUO6z1vv+2zm7PPvpz7P3sRYTZX1tWnnhqqwEFJnx2hkhrgXltczRY015QxGgvCdh89h9+uYwOFxnqE/X6YMiF5pddNZZ6UV//Mdpux13SI/bZKM0Z6dN0+wzt08z79tvsu1s1ZSQ+hmHpTm7b54fRnLPveNlCIUYlVXwaDuUWiLGVhScpx+NTOrDiWciPlEgGz3kJwoMTXRZk59XJAdHUVDrwbCLQq3nPVHe8TmOVt7yzirGMXQU8klJdz36ypvQiwBByUupKcrjuSjyiYKQCSKLAm+GYuMpRoC3RKCz2KPA866pUq9V3kLGFHB0OwyFg2lrUi7wWaO87Sd12EkUrAej2JpQJF1AyVDs5iX0LNrCiLYWn/70Z7I3TXBYH4qIp4queNLqKeRGedc+855VkC9Zck5auvS8rMApdcpdfQmPTOQJHii+HAW4/4c5DH76GYvyyWyTaMhP8z501xibsTcVdnMe9oPzoIcUafP68l6blEzNASbOUjfvsY8vNge4Uzj3+ZNOTv90wmfSi176krTL3runJ263RZqz5xZp9nk7ptkPPGWSH+/Kjf/d/mnOjpvmosFIREyhq0N+/rNn/Qs+2q8MVI9LjsoA7eSq8YpTxNBcjectgioS0kcj7bmVz8LeNVu+3P+tb19Xddb4TTffXKW8GbE1kWlGFAMF7UVgtPIWhhAWqMkFPPrKu5xPG1PemFe+jmcRBXhxwEYUCNma/eGEA+UdtUgJ0InyHu8ZlDnxumoMDcq75nnllDYvMvrIRAqRkVkT7SEIKbAoTArdLo3elpWxVIRIyhjB5hpKzTrydleuXJUVtapceUVha561aJeiGzjgea9efUk6a/HZ6ZRTvpw+89nPpY8f/6n0uc+dlChkoXnKXV6ax4H+GaLSDsaG70WWhM8pYcqUQh4zXgihGHntNcpboRv66TNsuhDOCHdE69lnL805T/1HgIEjqiG9dNU3vpE+fcIJ6QUveXHa+Sl7pifuvGWas/+T05wXzU+zH1o42T8uN37+Ufm41g232yytWLkylCJQc8DDjI6T0Geg1ihvkTCFilGwE6NGeWca+tED4TmSc4zFqGIzL6kcUcYoPNrKm9GNT6NR1NHKW/7qsaK8FWTddtttYcWWC6TumTx7NrrgjxXlbY75lKqBZwz3zT0r74pQNOFbU6Uur+95vmO9pzJuSsJRnyo4oyBsXnN0bFbel8aVt6psnr4xj1WG5iQSRjAx4NwLR7x/0SYGIeVdlLk897JlK9MXTv5i+tCH/y799bvem97+jnenv3nP+9MJn/lcOnvpOTlsbt4MybKNjVBhHMqp8vr1U+NBU0rC/e6PAIVta52wIoU8BtC38PfRxx6b9lm4MP2Xv/zLHD6PKP9LL70sz9t6MOgpEGFwZ6x/9OMfS7//R3+Ydlq4R9pw960mzyB/+S75QSRzt98kbbjZJvnZ6SJjY+HXVeOxc7jVGyjKEqGKwqOtvO0rV/Uf3TlkjpR39JRN+KC8GZ1ReLSVN/pab8rbwznafwQ+j0QYs/3btM8Et79p17V/zwU2l10Rvk9+hUDMW6k65tLup3zmdfP0eJflu7GviovkDcdeX66T65Q7LJ/HvmJ4VdGE9Nh7XFfmyIKO3OdaoVVCOHqfsZ5/wbLwffK6FyxbmUPEkT6FlK2jXGLkPteimfPPXx6+zzosPee88H3qK5acfW6OhkTGyjsWBucdMxzLvdI3Uj/GA++EO8/7vPMuSJ878QvpHe/8m/Tmt7wjvenNb8+vHz/+k9n75nmjYeFNIXh0InpR2vXq81lnLcntN7+f9l6F9+LFZ+di0GnXNn8XOXB0qLCy+TZ/63tP0B95zDHpiZtskivwt543L33+pC+E+OTspedmYdrswxysFRypJP/0P/1TevVrX5v2PeiAtPH8rdLczZ+U5m74hNzns5773HTJJZeOGq8+7PNmpFi3Zp/T3uOPi1ZdnO64467Qfdr11Dde+7Q+2r87819Upv39tM92O9iBYDfPtGubv1tPJw+iyeb3Y94zNPU55trmNeR4jXx0NDK502xrzHt8ikfNte/6LgOk0/NmBbT/7PukLK644usP+619bfszwaAStf39tM8Yl7KYdl37dwhU6EKJt38b+uw0LEofMw1d1/Ub5Kve7fpt6DvC94ILlofvY2AImfK8htpv/4bxVH77a/827TOvzNOopl3X/h0jLF0jENu/DX0mtD0Ni5AZuq79m+utI4+z/du0z5Sd8PK069q/Wwf7mdvfT/uMRs8446zwfbxj/EHQEGxd/RAGDpxw3eLFS9M/fvqE9Na3/XVW3JS3vw9+8KPp1FNPy2FtIXIGGqXQ195pp52Rr+n6ve87tTKnnX5mzqn3XdP1vXEIt3uoBQHXdU37O3PYY5998vY5e9/tgfcwE0Zy+9q+z7btoYO+3+Hbel922eXp1K98Nb3uL/4ibbjxxnmvvT6ffvgRacmS8TR04YWrsxFmTfv67PrenJYvvzCvcdfvQ98xNKUkhq7p+k29hF0VXb8NfUeRknV9tNp3b95xsfqSnArqu6bvewWZ5HLf733f254oMtH3e9/30i1qNPp+7/ueXC3Gc981o5W3EGD7T9iCdVj2o7V/H/rsNB9/Q9d0/WZrmvxd129D3wmZEvxygkPXtX8T3iW8ILD927TPPB1hmmnXtX/n4cgHt7+f9lk4iGepoGPatc3fSw6JYGx+P+Y9r85hHmOubV5jrLZfNb8b8161NOXkCNkx15dr5I5U01vL8t3YVzTjgI+x15fr5AF5JeXz2FepCEaYwrCx97hOdbI1JMDLvULc8qDWCQ2rwRC9YnQzgk78/BdyqPwtb31n9rp54Z/4xD+kRYuWZCXpMZzao/R5usLVco1lXPr0jHP5+fLdmFe1CxcsW55zemOuL9fYOmP8IilljuW3vlfV9n/z3vemzdccXmMP/Je+/OU8l7572t8T3lJv7e+7PhvXDTfckI469tjEy995t93Se973vhxm77q+6zs4JwekPLp+7/tOesQWvKgM0J46ByfA9bXd9z1DSgSm7/e+7+X1RbU8XbDvmq7vzZEs99r1+9B39s+Llgxd0/WborwaHWCODLCuNoe+Ix/VmwzNcbTy7rrwsZTzJoBZeNFckHxZCRd24WDoOyG+2mrzR7NgTQ4P85lnFCYFa/GjSqtz3v/2P7Jwsmc5AnKr5sigisK65LzlSqOA5ngkio4iOW85XIqKh2BdCHDhcwqdEBEpI0gY3ASuM9c96OOEEz6XPvp3x6f3f+DD6fi//1T64pdOzQehUPBCjI5oZTQztnm7FCehwuhztnptzntVZc5bhMk8xxZzuc6xwfvtv396/FabpA02fVL60z/7s/xs8LF5bwZjpBBUPcBFq1env3rTm9MJn/1sVty+GwsiRQzVsXMs7apJIHMeKwVrajSicyQ7br3Nsb2xSmw4eqxUm6/XnHchjuarghFM7cEFUXj0q80n+7yjW8UIfcKqptz/0VbeZatYdGO/Zy9Pqs3jxVyURJ2hodr8qijZZG9LGDQqnAhOgoIHGQV9CblHgWUtNRQFxhSrWyX3NOVN+bg+e9i/+EXOkTpW1XGOhHjxmG3JMf9Jjvb6XMMhB2t8PHBPPjvllFNzKPucc86bhMy/9e1cz0Lpy7tpg0cg0iYPLkysbkUY2294y/5iBUjTxk1g1xasoRse/7Q+mni3/k89+OD0+AO2SXMO2yZtt9cu6cSTThp9oJEQZkR569v4Vq++OPcRGat7GVgU8VjjosyVk1K7VYzRxyiKAmOqptqc7mAE1syRQSrCEYXHivIu1eZRfdWZ8+5CEga0AIoqouCccY9HjEL9IS2/yIcXRA8+YKDo07abKAhVyl9GAUHbixsFVZgEdnSOBFsJq0b7nCjv+FhZz4RFFChSIcXoFgq0yhOlcKJQq7xtnxJujwpu51LjKYq3Ldh8ZlBqW6haKFc4OxeifefGnKb5yldOz1EGygb9Gj+aMnf0KFTppCnHYX7tyq/nIje1AAqd1FoollSToPgN3ePx666/PkdmpMoYCyrZeYaKnFxnTXjmHmU48conT0kTRejyrIyrdqvYxRd70lrsgQ1wNn/BgjT3Gdvn7Vy2dh3z7Gfmp635bRo4bAceo6BaPxrt0weFKDUUpR1pDXQTfWa1PhWB2VseBcZ0jfImq4w3CrWHtMAlukafUaitNldRX+P4kVWihFEDZbTyhgCMXTO42rPNCTUhpShQFk4eigp9XgTlTShFgZdSo7x5MTXHo1LahHhkS4o5EaQIWkg1CixEzBsF61HjzVJavD5KKwKUnhBvjVFEaCtEioItXwwUIf6IEDZWitm91oZx5aQyDw+BN3lJKSAhbcKIsLb/2PnlFJGCNApduF/4Db+ovXCffbyEJuVNMV962eX5YBfv7RzxsBF1ATx3r+pL0COByaPz2TGtcCJvLWRuvMYnt86z17/rKHMnmjl9ixDilRufORmblMIYxdnEu75WrbokrLz150lrs7+/Y5pZfHiafeOe6Um7b53e/La35mrnofWBf8WcNcrboz1rlPc3rnbCWtyzzEb4XXeFT1gzf/zIGI+CE9ZqlLf6i5oT1hiNnD/8EAG0o9gNPUfhOzfemKOT0ftspRa5jQKjhvKORlEfFeX9aJ9tThg6lSf60HhETRAK00RBqJEQjILDIGoUIgFJkBOiEUDUmIiwjQLlXfNgEgZGjfKmCBl+hFQUCN+ag2HcV5e7/t/5EZrWc0g5tOfhsBMhd8ecUtYMKyc1UdQKbhiEaItwpwiboB+5wGXLV2ba41k7m5/iRB/Ok2b8PPDjn+R0h73KDmvRFuVtTYROhab1QRlT/AQmL5rRJE2CPoX2VSejnyYYA2XuoSeKfFwjh2/nBl6izAkm3ro22/c322q/dy2DIeJ5Z/r+yU/SJltskWZfsvPkkZ9LjkhznrND2uUpe6WTTj55UNnBjfnWHDlaq7wVgUa9Lriy1hwceI0AI8oaRQ1/fTzaDybJdHnvveH18Bhp6QhebRTQeo3MqVXeDAwGCjkQgZDypiwweBSE7moUoqIjBTQRYWhsDvcgSKIem3sJHPOMAg/l+htuiN6WBaWq8egcKRkLzguLglwZwo4C5a0iOQoUDEUU9bxcnwvP7o4XnrFibfmLArxScFGgWDE8pfWrX03O9263YY0pF6FlHt7//F//KwsX9Hbi50/OWw1V1jrlTGSlKwStzdKOkLZaiy+felo+mhWetU8I8Do8uIYneO+99+X1xhe2jZVHgjrTXN9onvfM2PWe8qLAtaUPvPSFk0/JbcKPcfXRq3sc6kJoigzZZfAvp3wpn7UuGmBe2oQv1/a1Y54Mm5UXxp4qZmy33X572njzzdPsa3fLJ595VvfsJw9MwufPef7z0jXf/Gbuu2t9CFIyJ6oQtaXQrcbzrn2qmHVBc1G+soaq+GsOPvEQFfIjCoy3GkVqf/13v/vd8MNX0KDtfjU6wH1VyrsyrawvBm7UYIwp79rned97bw5jRxdcKFoBjUr3CBDckPHjiqdRURa33HJbpLt8rbEi0CggLt4OYR4BxKlinECMAuYjrKMgLFtbeEaZRPPzBLEQbk1Eg4KS240CBjJHr0OKpavdSXj48rWUbmnDq2JBkRK0SWA7U5ynyiDm7VMcfQq79Kcdis8aeniIrULaVE1ufYxBfptSzmec//jHuQ9eFkOPN16Ut1A/5Wpd0KCUETokTHhmFDhDgKFHETPC7Z01Xm2XuZWxdb3yyuXWFdCJ9jCMFIQJo4oyUCSUOGi25z1vVDQhopyM/6qrrkoejzrzpr0mTwW77Lg0s+rYNPsXe6SNd9kmvfltb8s55vZ49SnqwYCJ8qN7VezXKG8RohrP264CCrEdkWnPq/1ZvYzT92r6ZLzXKG9GaY3yLrt/IjRgvuhW1Kkmr0/e8PijgEfsdIgCfrv77rvDBmNIecsjC4FHAbPXeLOYmyKNWsEEL2R4OEEUVGLX5NkJJwQaBXknxUWEbgR4L/aze9ZtFIRK66rG/7Uq/G1ucEoRR6AIcAoqChRUbfU3JsRQ+o+ANaGQizCdPDLzv2dlZw4K2ihreTHKlDKnrF2PDuS9h0LElJw6DoaXqALDz/3Gif541ctXXJgrxPEMA08oLz/Y4cEHc96c4C3K2/MK3KPKlQJXI0Bha5MxypMUFVJQpR5E/3hLdIECds2QUHW9dhlR2vTZK+O6KHNGi995u/pmUAA44VkS3u4ZC8ZzwbJlE+X9nv3SzIqjE887/512WJr73B3T3gufkr74pS91ri++sBbGGgFRFF5plI/1oXgsati6j/dcs4VKjhWNM5yi4KS0aKpOH2goyv/uE7ElkwtPjR0vms6PTA4cU1vanpzKFtcd6kYYflFwDx0ZNRhDyhsiWd9RwIBOWYoCZqb0FS5FgBCFjBpE1ipvT7HiXUaBMKbY5OkjQKARgIRzFChvQjkKufDsiis7hd5QWxQJGqgp5lBFXVOpTkHUVH8TEmoCMHBEgFOgFI+tV2iPsHLaEo9WrlnxGG+ActGHtpvGgfV0OEgXrbuOR0fgEp62a1LMzfGZrwNUFi1anA0P7cmHKlajcEvRoL4fUt6//GUeJ4VOcCiM86dtSsFDTmxFs3YFjMUcKDhGhBA7odwlXK07rx2dNkEbxqcdnjkewHeK63h29qXz0h1Ta9zNeTbb6Xqvzy+femp60qabppmPHZBmLjrm18r74mPT7Ef3T084YNv0e89/frr55rXrPoyLwVITdaEQjVn/UWBA1XnBV2fDK9qfI0qrnwN+xZVVypth+NOg8W5eFCInztpEgIFBX9UYRXj//ooz0cnx71U8MwJ/kRl4IgJh5S3kFwWDswhRsACESXT/G0GiKl5OLwpyiDVV4wisproZ05pjTSiK51WzHQpePe85CtbB0bOEWwSsh5Aw4RwFyptwiwJFykChhKKMb35CoENKQ5sUHqOL4hHCZGQsWbI0h8QpLIKDR0ZJjWFMdMfAcX0Bylx1OI8d72mzbaFTgNaTp8q4Vr0M11kI3f/DPA/hQ9cYd1N5q9VgFPAYeWJSPxS+KJLnGjMAhPitXxPgxthEtxTXGbtowq8az/NG28LkXYq92dZ//uev8pzMgxGitsJcT/niqVmZ4ys7QNBt22hptuO9tfuHT386n20+85mD00z70Z3nHZVm/8vuaZs956e3vfOda3mfcGOvdo0ChnvOQnPt2mPr+qxPUYwa5c3IqalSL2ehR8fq6X54Stg9CgrdyKso4CtOXBTQq+3J0egCusY3bYNzTP94rsZhROuUN1qIQEh5K5DyFwUCoEZ5s8hZT6zvCECC/B2GioJwaY1C5K0JuY0R0s0xEZoEbk2In8KvyV0TgjW5a4IVbnhdEbAe1tIe4ShQ3oRbFAgmTGH7UpQpRG54wW3lTWlSnsLFFJ5IixyyPKnv4CWHmy+beG/RMZtrOd3L+BmSlCnesdaUW3MueL0obnOluITiCckLL1qdD2RRrc+AkWKxD9X9TeVtrl/72iQEr4/Lr7gyP+c7R7zWGB4MU2F/ArHZv/kVnDA6CD24ECWgZI0pyvfap+xFKjyfgEHgABvRCzlMD0ZCg2SKHD9F2xwTfnrfBz6Qzxqf+dKhaeaSY3/teQufX3psmjn5aWmDZ++UFh50YFpy9tkP3a8dR9xGT/SDB8ZVNErgPuNlVInKREHqpEZ5y3db6zZ9T+vfWsgH1xgaIio1ylt/NfvD1QJxGqOOBr7D0zXb2hiwCuyiQMfVRCVDyhsz1ijESRHYrWFiQST6rAm3sIBq8uyEb03hGWZwH6EVAcJTGKsZmhx7vz5rctc8G4zfFHpj+iQohdtqrEtrqfgoCgwG+5Pb3ua0dgimvLXtmu7K4qH7rQmPkWA17okVf3f2ZjEourovn/39s2yUuM744FMemQIYyl339e1+5yoLv97wne+sOe/4gew9tI1C1+qXQUQpo7uynoSdCIl2eANysXk72XduzIKQt+0hOgqIfvTAA/mhMdbG3AgS95pjEe7mVhS4truq6dEG795YVOtq65LgMaMFL/DPOKKgzcncKVSGkz6ENO+86+6cbjI/50+Iftjbb81f/4Y3pCdsunGaOevwNHPpmnx3yXt7XXlMmv3Q/mnjhdvn8Hkx8PTLUKzxvNGo9ShrUOYy7ZVhItwalRvaLfUK0/po/+7BIjURKdsgRQlrDA30ZdtgFBhrNZ73Pfd+d00kJFYIzFNX08HBiQJDAx1GAU4fceXNQ8TcURCCwIyYIwKspolXunbObEwbPA0HTUSB8q4pPBNKwoSYIgIEEwFaY2hQ3gRtFHjBqomjQsppYIR4DV49kMA+2CigAdEFzBQRjK4VOue9FSU01HdREpjXvmiet+NAKSHrqjDQOlEePGT7SLvGoy/3ua6tcIf695sQvPU888zFWenydLpCzvpg1MCL3RhNj9z1xisMJ6xN4eE9jwR1ZDzfUAAAIABJREFULWUnzH3GmYuzB+uwHk9D4o3xjLTFWPGZZ1uAAleBywOnwG3jaoNxUWBSVvLVTlVDL1HDy4lhquC76BPOzRFd4DljyYb67XfkuTFmnvGsZ6XHbbNpmjn7iLW97qYCX3xEmvNnu6d5e+ycPvSRj2Tl+aM1J9NFw8nw4Oz2qJfnPoKbrIr2+Z+/+lWO0ljfKPCCo3JKHxwMBlVUjlsv9RM1CjHnyiv2apOn6HUM7zfxh6bcW5MaUN/xg4ozKfQHr1EIed4EAmKLwq8Lz2KhIQQtXFYzMQxBUEVB4Rnh1iWYh9rioYlKRCsq9cMDqgnVKzyTj4wC5aM/RzJGwFgpFEVKUXAiGIEcxSvBb/0ZjdF7CX/7hPsYmHKl4OxvlrYotRnCZkLA55x7Xv7e/mgCq6+dNi4Yq/LGFOE00CZlJTrFcudFEljCzRRhG1wvLE1QuKa9ZYvi5bXzQgGcGY814zER2gSMY1HRD1qg/LRljYA2Gc2+axog3hsnA4Oi7zIsXMMAViwoTw2Pdzow6Rf/ulZbuaOOf+7nPTOAxoJxMLqc/KVQcI+990lzF2yeZs45sl95X3xsmvnC09Ljj9o+P8Rk1erVme/x4th1LuOD41WrL67ynm3rw1NNPJd2h17NVx6ZERcFXnCN8mYUMpaiY82G5revy1Gq6Fjl2KMyVR+iTgzHqMwwP7sz8EUE9CNK8MOKHU633HJLlY4LKW/CrcZDxLiUfrSiGhPps+a4UuELXlMUhLHkMrsE01Bbwl7GymiIAkFY4+2zZGvC38Zqyx9BHAWWfm2+XEFX1GpHA+iGkRJlRH01w5mEjrmLPMhpff/7jh69M9MJ7zR71z96IFvdFKq9013e3zScoZ3J/un+Iy/NRduEhUgGY4qnYMwEBwWu/qLptcKFHKcToLoOEqF0hd0pz0K/2mP8UMZAv82ct++MQ95VnrkAg4YB0hacxkDZMwYoS9GYAtrmsTgyVe5vooj/NcsMhgl6Y3gMCX/REnvAa8KPjH3z2GnBrmnOwq0mp6s1ve32++VHp5kPLkwb775t+oMXvjCdedbi8PG25s7IohBraAWd1HjsjE1boarC7ZfbHhiLEJqnFB1DIwrkG0MwqhD1I0pQsz9cCpMhGwV1JlKD0TVxFoloVc2hWYwiqdMohJS3PJ/QW1SIEvi8UpZ+FBSe1RgMChYIjCgYI6UfzesQYoRtTU0AIWjPZhQwkvB3NORGIYgwIJooWMuaw08IGZEQxlEU3Cu0G6E711JcvFCKGY55oJSYwicKkJdLoXQVPlFS5knIeR8FNHTf9773sLUxLvu/RT0YpRSkMwlEAJrzIwQYkcZN2WXF/e//nvNxlH1bUbjXXFSIU5AF0Ai8F6Hrurbydi1jQVqgjIHyR8882TZ9GQuDgDBveuC8QbjGr8V40J736A0/UsyEMeHYxqtrFX0xSJtGS5nLtFdKdPGSpWmnXRekOYdvl2bOO6rf8y6K3NGpL12QNtt26/RXb35zjj4UHEzrz+/mwGjnnNSMmceuijsKjDe1C9E+0VKm65pw+zeurjqVjbEHR22anTZnuGW0Sw9GAe/UKG/RZdu92jQ/rX/GPj6rGStZUeP0hZQ3hYg5owRDMCk8w8BRICQYDFHgfQjZRYGw9vzYmopqxCJcEwUCmoUZBUI6h78buckxbRBOvFmFK1GQHuAttAXvtHYYNzzLGoNB+NlTsIY8Nv0bE6ZDb7a1SddQGIvOWpznCleYU8SCQTDUHhwROBRRlJGNxdrYkw3PRRlQYrwPXiWlTQCLApTfmzg0F4aGMVO8QvdwR0B0heN5rCIbhEdzbTIfNCJJ+upS3s5hoPyL0jUWhpoUAiXeBn3kCvNrr8sKXGgUjxNEfR4WY2pyz/UP7SLxXZk/4Q7nNSccagOOFi8+O201b7s059k7pJkLRihv4fNTDk0bPGXrtPtee+Unj5V0gvEM0QicwBcFY42mXdvGoetXX3xJ2MvTjrSC+TbXut1+12epEZXxaCAKIm41R6qqq1Ds1qStMX2jaeckFMNzzD3lGsZoTcU4gx7PRPHKGKc3qnPlFYVuIeXNa3IoCOEYAcU9BBFPJAoESo3A50Uo6CmCYWy/rHchZfdHgUdRE/4mcKvC3+tQ/U251Ty4g5AmOLrysUP4sg4Uv4NLouCRlJPHLf77WuuJwQgEQlakRK6UlY9eRDKuvvpbWfnae13jQVPaF198STgKU+ZHQVN8wtkULmNCaI1RaQfFNAHBSBZulBcVphYt6FLccKvKu1Sdl/59z/htGpS+61LexkZwUdgFjA9t2j5GybbB75QxXPuT8xtj9KIhRhEB637K3lwZsQqbolEv47JWFP/qiy9Oj994ozT7R/N/fTRq8bL7XlcenWbes1/aYIuN0rOe+9x07nnnr4mI3JOjBOhWpEAfFC4cFjBulfxRh0YbDDtrG/VI9e2xpVEedB/DUf1IFx2VOfW9OgmuRnmL0DSLH/vab3+P9hi4pRaj/fvQZzss0HQUGMs1sp9utI26z3DtGwc6kGbqMpD77infh5Q3j0V4KJovMUCMZXtHFChvG/WjQJHyGqKMIaSpTx5aFOQvWbVRECq86huY+OECcqgtiguB2toQBcobM0YBPj34oYbYCEBPiWoKvzH9m2culrzjjixACUoKHR2ykik46QMekMgQRiqCjbAth2BE+zU2e6Br9u+6lxVOGam+5pES1LY5jRX0xssgoRycnob/uhQ+vDpUhuJtzpHCZTTjvQJ+71Le9oczdhX5NIH3Q6nj3Wbb5Rp9oPlFi5bka8Z6n9pSVOdhPu5n2Dt+uWlolD7GvKoFsM4iLXOfuGGa8+pd1z4atU9xl+8vOCrNeeb2aeOttkhfOe20h2SA6BSPU4GgLWXWA04o8mI4OpJ27JqWuVhHstTaRO/VRtnKWNob+8oAtMbGHgHXkxdR2a8PirTGIyWHHVAUzeujLbJASicKnK82D4xpozY1gI5qD6IJKW8MIqdbU0DAwq7KXf9gclDFGAQ2ryEYhNujRGPhhXhqvH3EUnMOtxAr4U4wRMBYMVPNYzqzsLv08k5lMDQGZ1zzGnlZUcCEDg/pUkBdbZmfPwqB97Ns+Yp8NChlbY+rc7ERPmajrLva9Z1ICkGJUaIgr0jgUZAR0K97VHWfceZZa7yd8blN8xbhsvOBp84jsA0KrfitgPe83u99/wcPUwKU/a233rqWwHV9l/LWnv3ZhFATXM8ouGjV6nwATPnN95QOL05FsChDqQz221iwtoribM07/YxFD4UsI2241lx5o1d/85tp7pM2TLP/1555P/dD55oXJd336jCXU5+e5u64aTrk8MNyCNTYtM1gtfVPWsCpZkLd1oRMU2jk0apoq4v++vBAGTK41AlE5qo941LNH6VJ9xor7zDapygB464u3P71sBw2VoY43o4aN9brm2vOqO/Df9/3wvQ1uXJ6UQFs1xbKvr58j5/Js6jsd29IeRO+LPkaryvnriuOSCU8v12hKDAFZqOIo8CbJYyikMN+V14VvS2HsBzlShhEoTb8DT+EfjNMOqZvTE+pyHtHgbdMAfFkpwkPv2NC0QxGGIH5j5/+TC6gUmlr/ASg66a1hflXraoLfxPIhGzECHQPJchQUaDlfsVyEcBrPHUGLzxQDh6NqK1iPJs3o0Y/XYLc8555sk2l4p4+5U0A8XQohybAn8JRgq2AMTEs8Ikx6ENIlsdTxleunfYqjA5PDN9LLrk0XXf9dx6KnEy71+8MN8Y2fl+xcmVW3jPv3i/NXNg417xPaTe/v+TYNPumvdLjtto4veNd71rrqYSFxsxTtKGEdBkc9uUr7PMoV8K4jb+uOcApYzRqUBoH/MI7foqCh/WUqFTkXrTECLbuUVAgp7YjCuhNGqbgfuz9QvSKUqOyTfsM0JqiWv2JAkYBHTGAyfEohJQ3YUl514SUCbOa8C7hzSOIEjkGYzA0Q4ZjkUN523ITBUpJmC16vCJm57UL80fBotdUf8OPdax5KhlFIWwXBfNk+PEiuwQcheUUJuFTBXyXXXZ5vpZSwJAqzkVUitIe2z/mp/QmXuvYu359HcsY/cLZEBDsBKvtaXLbvBVCWrj1pptvTg6qGQPwIA0gVO09R9YctKV9tQpygYQwo4YAaCro0oejStvRLu30KW/Gp5RIW9C6x5orGqSoeSaMN7LA934H1kVR4kSBj8s3Grd2eLIUgzlJM1Aycoj4vrRf5tV+5bnzKAnrr5522kR5f/SANLMqqLwpcuHzI7ZN83adn86/4IJOo8h4nMfOg3VSHboiM0R3zF1UCC/b8+uaLlo3r+UVuXJtkYcM2K5227hpf8ZDNcpbXhZ9RPtEs2omasLtUolkahRsU+QM4Z0oqOeJGp/6yNvEKuqk8Evho+hYQ8ob0VKGCmOiIH9Rs3XL4gn9Ra0oQoElVBP+ZjB4uEMUMCqh2twvO6YNeOXZKbCKgvC3IjDHckYAfihElmYUsvK++NJw3oyMx1A8RUxNGQp3Il5GD8aRPvBMXBW/hIxrVKpTDGiPMlKXEIXsVd7NcxhWwF3tZmU38DQlAk1FLO+rhI4ZcE7BAvLJhLkxmMcQwI8coW1kcqtNxTVRGv+ZeUE0wrO1zz33/By5aV6nfYowV5C3qlhd16e8KRRGBg+yDdaLMj31K1/Ne6kZWdam3a/rKBbGB4U2DUTGrrv++rze2vJnHIQ9ZSjPyuDTbhfAFyMUbhlHJ3z2s2nuRhummRMOevhDSZpedt97x6n+44HpcbttkZ79vN9PN9xww8PmWMaBPm31MmY0YNzGY+wiLYp70TVDlByy20aUwVzIGJGLafRQ+iqvrmc448EIGKOxkRXRe/VjJ0NNuF04mGITKYuCvfM1hW7C7fAfxW2OJn3r2iyTomNlfNbkysk+jkFUfhtfSHm7gQCFnChgQMUAiCgCCGYS/o7vDyYYFJpEoYS/o2MlzHj7ToWLAm8HsUZBCNuBBNE99OZG+HgQRhTMk/X/45/8pNPj62pPf4QbL9FjJlVPqzYW1kVTrF0GWlHYbQvf/ZjLedk1+2LhiQcQNQLNRd8To2Lt/Z8MIF4Xg0LRFQO1eFruKeC9rSToXxSh+Vu5xivhqn4BvTc92uY13uuXsXD20nOzIi0Hs8BPaRs+jYtx1wS/9ylvv+Ft/RcgABnQlA/6dMwqw8Jalr7KteXVbwSZMPhQCNLY1BMIybYFrTnCByMB7ik6Hnb7OgaC9IJ9tnjogx/+8ER5f/HQNGMbWJ+SHvr+wmPS7Gt3S5vtPi/97Yc+tFb4vMzROHhN+KANxk5BGz96EPrlDdoyRchT5goQbfujzPvw2G7XZ/06PAiOI6APtMfow79RUAxYo4DRinRgTZ8iijXbxBjRUXkIHwyFm2/mKK7NM2NwRZ6Rh1GwLbImDa2fTuU9REyUE6KLglAbQueFRMCi2zRPwEchh7+/fW30tkwwtjdQJBHAtBR/F0NPa8cWjJqzvzExpVETDcmeQ/DwE/OgWCkHOOor0EBD1g7zTYTGrVlwib5QOpQEr9s2EEJOm0N0p1+/C38TItOubePb9YR8X4i5fX37s3kwNtyvLbiTByaMeaQU3JBAJXR5AwwtbTRhEpH4f7MBIP/lMaJD89OPBy/Ie/I2Hegi4sM4oHgJLkKB59peH+32KW9jImjxN48JXUlx8Jx8TwlZd94wY2gIjNF8Jwr8pzn037yeoUGROOFuqC08JVRfjH90Yy3MC92YL6/bvJwK95a3v32ivBcf0f1QkiGl3fztq4fl8Pl+Tzswnb106cNyvYyFUr/RnFfXe2ODD3TLwMAPqvPhlqzwqtZAxI7R1jZcS5vascXLef19kYhybfsVHhl5NaFv/Ra+a7c77TOe+fkv/nW0kV/as7Z2atSE20WuagrA0Lsojr4jAD+FziP3ubakV6L3ub5TeTuLuG3hlsZNkCUcBciUO4xaNRAj/F3j7VPeNZXYrGEb7seE/dp4IFhqQu4ElHxZNF+OKRE44okCQcFgQKzwPBZcS4gIfzfphIAyFuFBQpW35o8SQTcOTaDk5HIVKLk+CtrTVs29FADarfEg4BkN8maLAUthmtPYMCRjhhIkrAsfwCVDgGDVdjtU3saP6+E4RxHW5NAJe/TDyxWGE824YNnyvHXKyU08VkrDvI2VElaZjc717d58vruzEb59bc7j4hvrhvesmeIofcMDg8Vpi9PSF9bI/WjTGNwL7FjwqFJGgoNGxpAeZcUzUjTFmJiEyu/OBkupJeClv/bPX5fmbvbENOPo06Yyjr6/+Ng0+6GFacP9tkkvednL0o03ru1hG7fahjKn9jr1fYZD3viFF67OUSCGFiMn42PNITzC7arYrRN6KH0wWPLuh+/c1Kvg+/pFI55VXsPr6MMajqXz5hgYepNak/Hyxf2MRPQxZNg1+2m+p/TRcxQYkzXhdmskMmRHQhQY3NJMNdCpvN/ytrdl6xahtcFDDWpy1yX8XaMQy9GK7bFM+8zKlHvrs2T77id0WMd33vnr8GHfte3v5a4dKBIFTMW4qamOJ5Rrqr/Nk8KQcykCYuy4CdPzL1ieBar8HYV2xx135CpP8xApsW6MNuMrngKayuHvSy4LW7jGRnFZU4onCpSnPbs1+z/lpBgdlKLiqFxZ/OCDYbxRltmwyWc9/0fGDW+cUcIg6uK55jwJCsL9jjsm3mbzt4JbhVJCjhQxT16hqDVhkN5+++3ZeDhr8dnZGBGxYZS4Bi243t52PG7dunhHId4VX5s83GLaeK07XvIwE/xYzlEwNgI2Snf4hGBXQHXe+ctyThlOAUPqhX/84jRn3ibxSvMu5X7ekWn2ZbukeQt3TR/92MceEs5qMKQFGBFRmJw0+KO1HCA4MC8GFgMMPzKcGLjWhKFCqfz0Z/8t0y+FH8WbdbQdL2r0Wl/9M5qi98KN3QNkfxTMH91E+4QXBgMnKgqM0nZUbEwbIog1jqm2Ge01uXL3dirveTvtlFZeeGGncC3hbwexR4DgJOBVkkaBQjPJKKhMtiCEUAQQgEWsYU4MqNq0S+gNjQFTY9CalIQQnn2fUYZ2PW/GwxymjRcTGyNGRKwYa8nZ5+R7eSVClzxiilEofBrTObmsRgEbB+PI2k5THF34Nk6GxdgTpuCIwcDTpHDkfeW3fFcDxsyTwezqMeyXt82kma/ua9caUVyMF0q8DwgDwo8A4y1RttaMckNjjBCKjwEiT8crdq1wunWTBjC+PjAH+dtSDd93XfneuKW+eG/GxTPiJTejNuXaMa/aUxWvWMx2R4V56M5BL894zrPS7J5bpJmLKirNuxT45w9Jc4/aLh16zJHpgmXLshGKB+x5pkyjwNBQ1DhUiAUv1s01vDL0yiuUplIvInpjzew0IVen8b310i+5NI0v2/Px7HaFpOhjWj/te83DroGo/NWOQj+yNNqn0/lEjURGoiCtJtoRBcbWRKb082RXm+ZmnviyBjqV99xtNs4WrEKStlA3OYwdRY6BCluuS/g7KqwRDU+ixrIpSi2KVCE8XkZUMZmbYipeTxQwupB7TXiK0rDdpS1IjYfXNBH+/3c+mAWRqvwXehYyvvqab+WtSsJFro2sD89OwQ+DIAq8Efnmmn2uFCeBX3LXQ30L2TkqUV7KfEUY0IX5M0TbvDHUVvM391GizuGGe2HpMUBpCIlbhyHgmdsT3l5T91ijoZy3azzDQCFZiZZ09QU3jD5Kc4yANRZRj5oDa9r9i24xrBmQjCieoQdR4J2FhxyYZg/eev0p71XHptl375s2fsq89KrXvCaHt9EOA6Rm/aVLos8G0A95Yt0XLzk7K3JGvj+5cjUP6BJ9UM7t9XD/vffelw2n6Ji15bns5EQE0JnICoOXDImCdJ75REGahnyo6ZNhXqO86TRRxihujZFzWRNuh5dO5T37ovlpk3lPTieedFK2fpoIhFDeS034m8Cq8WZZmaz2LmHUHFv7PUJmMFDgUWBp1ihSOWvPg+WFRoGxoTAkCuaZc4B33fUwxp3Wlns985oFD788UkZAsfqFVQlyCswxmR6ZxyJ2nz/jFfKLgvZ5ICXkGbmfACzeQOQ+1xIqjE/4Mv42+N12MgxFCFAKlMTEM55cnen4+huqQnOEIQOCt83II9wmRVv/czD3a214ysYzpFSNXx6tj/78Pk15o31rPa3oh7fBqBnyrPRnvISbKmtj421QgEPzaK9L+YxO4U7qoawf3BirsPC8BfPT7HHz6vZ4d3nevjvr8DT70l3SLgfsnT70kY/kR7jCTxSMk7GjiCsKcCXfLZSelfl//Efebw8PjEl1FOiaUSk9wajBW+6DM1u98I31iIAxO10vusVSP6IzDI7oOruXgVOjvNEG/jTuCLheHQnajwIeRs9RkP6g+Gt2wOirU3k7JnDO3lumQ48+Il177bVrIR/DCNtg3CjwgIWbokBZeLRjdJLI9L/9/BdrnQw1tm99WsyoNeV6DConFwXMRhlG+6QQhNDkesbei0Fcq0+FNwpkrI/CGUeOSlMUDzMXLPXsj3ZICOEdFQqut01NSLfmXqFr4217GWNwznCQZ7ZOzb4xMAFHsSs6ZPSxjpvXaJ8wsh2QwCQYx0JW3GvOAnCv0DcP1gmChA5h1TUf/VsD90w7upEhRUH2Gdfamqa88TgcUAxD4Dp0wrjpEpb6gh8RFg/eoVTgjuxghPjcdV9fn3Cj5gYeuoSsNdlih23T7B/stH6Vt73fnz4obXDYdmnhwQemf/7cidm47Rtn3/dCuiInlEsU0OE3ru4+IxwOGYQMJAank8nQAOUpiiKPLk2iDde26blvLK7DDxR/MZT6rm1/b63UhtREA9GMEP+QUdjur3xmIDJcxs6x3Ee3wFtUx7hfdTtFHAWGFl06NoXXbr9beV92XJp9417pcfM2Te9+z3vWes4vpGAgFncUCB7bK6KIpWBU0fKio8Ait6BRIEgJmJrcJoJFuFEgeFnlBFMURwieB92nvLXnT+GVcHN5CheBJy8llya6YQuS/ChLe8wYHGVJiUaEcMELASPkV3MvhcFqjaYn9G1e7lX0RSjBGcEmv8grtAXL+g/Nn1BTZIb5+nBe5ln6JIwIb5GMwrD6KIe4sOAZjW0BS+FlD6t11Gmz/fKeYhAZ68OL/qYpb21932NLr+s/oOSh/h54IBt5xt0Ewrvw7aTi+Nden9+aCnwM/rQN5wQlemuvjc9O5nv8Fhun2VcsqDugpc/z9v3Ko9PsO/dJT1qwVXrhi1+cDY/mfMe8J4vIhbHzbbZJOePTMYB+KCEhZLTmVLUvffmruU6AgtcW+iu039emdhiwTmGMjtkaO9e/JtyuxonjUHikb3xd3wu3m18URKromGgUEd2J0JKZUVAkaq5wVQO9ynvm/KPSnMO2SfP33j0XajQ9DERRU3EutEB5R4W16wklAjcKchgYps3s09oxX3lDHkgUCP6a8DchTSlRCtEFxYi2bikkLHP1qh34Mx8CVuEQheukJQ9ZIOgVDwk5RhkNXhgateFvwswWixpmkyt3fCK6KPONrFPxZBmEPECKU6FLJPwlnSPvK8Q+NAaRSsYSnmkq7uZ43a/GRBSEcrKevvPHc3KviME0EDURXu2jH+2NUd7GMNnHPxx+1I+9yowLdKZ9gp7RW0LkXSFX9zF89AH/feMt88Ub0gx9YVh9X+OhJJs9Mc15/R7rX3lT4GccnmZfvHPaZe890j9/7nMhhQYn1vHb18bPnYAba8+4jgK8kWMOEcL7cqwOXCGH8b4CyOKRw6G+rCEgMxgMUYXmXm15gmCNTEHrtQ6B8TLyoiAtKBLXPhdhWjvmqYB2bN1Ksz0yR5+10K+8EevHn5rmLNgs/ckrXpGtttIJgckrjYIQqZxNzURZNlUV57ZuXXHlWqH/MeNGxBST8GwUeFj20UYJAdNgpJrKcR41YhDdQFCEhQiAHDUh6khFVqmwGoJpWrX6ldeqYVL3Cp3XhJvg9YorvhZSmM21ULncl7tuXtf13rgp0kVnLcnhe9urynGmXdd3fYdGfvijB3J+rmnctq+FV0aK0Pg0YaaKngLHJ+iIEvfeXI15GhDwQ6F1bYxR3pTvLbfeOsrDFDIkcIXqKQu5ecYrj21ozPAndDg5PGftFEZzntqAOzndvn2/8HrRqlVp7uZPSrNv36f+dLUh7/vS49LsPx2UHrdw63TQoYeuJROb4+16z0DlTfalM7ruKd+RCeZeE3kU/XAWfjOSRD5YX0Wf0kPOrFfwyvPk7JT9+3DqcafWKQKuV6zG2EK/EbDWaMech2inq018puiMoRwFqYGah4PAlzquumeOcxYeKeXtmMAXzk9bLpiX/vnEEx8qIBDqtDA1yLVVzOMLowBJQmZRyKHKG2/KWyui91J+ci9RQEQsOUJ0hLxdq3lKQPg7yjCUtSMYedDqCpzCRDFS1rYiwAOm1a51a6+dULGwsWuiwIqv2Xuqn1LUEmVy9xJMDBbGZAQIBlEcW40uvGhVDg1G8V36s14UUN95AgQg/ChwQhdtvJd2yqvfeao8WQ9mUaFNMVq/acAgw5dDITztj1He6CCnJkYUZsEd4+JrV16V+//mt76Vt/KNwWnpR2qrzwsR0oQHHlUfP8HPmYsWpblbPCnN/O3CR0Z5U+zLjk6z79o3bb7DNunVr3nNaOVkS15thbqjdS+97IqwM4BeKG103gZ08Ks1URI0zFERCRFFwxOMQGvqLAcG2TS6bbZvTRkqjA1yKQL6mRTIxarb9SEqY8xDhnTfWPBajcfOeZACmmaUd/XLY49E+tptDHveiPULT0tzD9w6Hf07z0hXfG2Sx9UhoRkdsIVExDVPFxM2ooyiwIr8wQ9+mJVY9F7Wcs3Ts/Izr3/qmdfXhYje+BAexet1iGEIRspLKE6YXWpAbvHUU0/LRGzs1gfjwftQW/qWBQF5AAAgAElEQVTl8fGAKLYoWFMFYH151qH2CBeCoqbgw5zKfuMxB/szEIQOWdny3bwPDM8rHqMc++Yx8Yxuy7nyJp6z4r76mhyenHbkabNtbVg3wu+cc87PDyBhWPluCCg5odChNdT2GOXtOsbntMpo10nHSDnYBsZwtONijOIucyHszbVsPSvfe2WIKGykXIbatJYcjLlbbpRmPnVgmvF87iEvuvY3xWunHZY2eN78tNMuu6QzzjyzOdzO9/97TZEvQzoK8FvSjd5HAL7ITV71EGjXteiL3MELwtYcF4Vu8G9dnXUgemq9hgCfybOj/+iYtS0SwNCNgi2g6KXGYJBKqIkelseWespcBBjo1gVd18J05X3RMfnB9pvuPS+9813vygVGLBRhnKjAtZDyq9MEQtdkEA3mji6qPgmXmnwR5agYYUgYdo1Vn4R1Vfj7l7/MuCWIm0SIuYxHjkoRicIqfzxIgg+TUtgrVlyYX4cEXdeYXS9cpY0oYHqGQ82RhPolGMwhOmbjRBfC30OhYu0yMCgYhg66JVh879WhJDV1BgVP2mGEyCcyJkq7Ja9o3aJCzPV4jAeDFiY7AK7NeDLmLtA/+tB/H2h3jPJ2v7O2eYtdURG0qWZB5bfUkseeGi+jPsov+mJkq6URwbCf3hysrQfRqC1o8kLX3IzFKWhzt9ooOxwzlxz3yChvSn/VMTl8vuHeW6enH3FErqYfwjmZZ21qwrIOYLJvX1QtCnYzONxFBCUK5AB5QK6Q9/hHNMg8yFLrrpLdnNpGJQNAuH3amrXHBIeMBjUUXTTXvr792XilVaK8Rj+gYXwaBQqY4RgFUSYyZ12chunKG7Gedlia+6wd0n6HPDWdfuaZeZI8FmGWKBCcBEIUIJblGg2R6gchyvdGgXVUzhmOEgQBK4RdQ8CIYZKD+bdsdQvNOI1LaJuyFqYlpF2HWBE6wjdGTEURthlqzNyFzGosV21Pikzi+yvdy6s0rxrLF355m2ijPWc4EXK89rrr8lZDlbaYpb0mBBTc+r0WhCAJMmFr42FoMrJqhIkxOIhE5Ibisr6MA5WpFKQiL227pqk0hOGkl4Ygorz1efMttzx0ApTTtuQT7TZRiS415FQz48ArcCtsScjXgHnib8qBbFGrQqFP8/T09dOf/Sy9893vTnO33ijNnHHYuj2UZIxXft5Rac6b9kqbbvPk9LZ3vKNX8Fsfc8EfzbUaix9et5QC/EaB8QOH0YdB6cdaOgWxyD28xXFyCBUaI2OcZ0He4C9pIfxDJqlpimxbLfOyzrznaQZoub79KtxfYziiV6HvGoPBMcTRA8uMm4xgVNX0WeY9TnmvPjbN/u3C9KSnzsvFa85IhmCFNFFgISOoaJgB8eQtBBVPNJO7VoUYZR5CnjJzklgUWJ9C2ZigMMBQG8aGOTAGZf3lL38lC29b8vIpSg/8OP9mLgyDtgLStn4I0hz+rgg7qVImrGsYgJIhoGq8C7hSVEcgjMFVG48sZ6dNFcMOLhlsDpjhKRCentpGOHS1L+Set4lVWt9lPPolwM48c3E+lYrwjNKcttzD0zbuIniN2/jNi2equEjEgZfiOuOf7Jtfe8tWGVt51c5YzxvPETAiCJk2br41C2uGEqWK1oyv4NSrsUlDmHsU3I8HtH/a6Wfm/KsxlPaH2nMS3p+//vXJ6ZAzy4565JW3sPzph6UNjts+7TB/flqxcmXmy/YYKTPeL48yCngcT9QcbAVnZBdDaAz+mmPTLznEEO0C7VE6HCo0gPc5c9ZN+kzOmuJXG8UA1N6YMWhzUqE+nDJsj0nb6MYOGq9RYGibR5RX0aY+8WQUGOCchmifzX7GKW+W6NlHptmXL0jz998zHf+JT+TFqqnE5l0ZeLQ4wAIRCF+/Kl60xvshgKKKRZ8UmWrqMcTXRCxBy7oiZL1vg0WjhOWaCULWH69KKMWJW47OtHUIUSHIsQygXeEjTBOFYnBQhlEwR0ygmjaKK30Ju/LaagwHuHG/g3zgS7UzrxAeeS5CstPG5BnhPAlroL0oaB+dSQHYFaHAihFmjaf13e4LDoWfrUPXvdYYTRQPyBnjq1atzgaDqmxhdp4ofuEpW1froy1/beWtPYJTm/hSu6rvjZ8hKJddIj4E9ZBANl9ejOciazcC8M641ycDQJX0mG1k+rDmnv41d/tNHrlitbZHLqX4iaemudtvmp77/Odlfm3TjiiZ1EeN52wtGO8P/Dj+nGhraf1U/EfBvdYbHY2BQj8cC7Js6TnnZUVu7BN5dseak99+nhV+lzzUDzoVrez7vW8s+odn3j+FGgX57pqQOdrksNTILLRdY+A25zZeeSvUOOGg9Pgj5qVjn/nMdM6552YB1WxszHuEcffdd+fihzHXN69BzDXV3wQTgVITzlPBKxwTFUSEJENFkZ3+fUacviOcWapCnw7tYLFSPjxHgpO3juFdM6YQq4kj71nM2mkLkvZ1XZ8JTd5Tzb13rHnoh3lGAePzJIv3HLkfbkWCbBPBFHBqC1eEqcp6MfKi+UX3UogMhhtvcrjE/5OVjmgCARoRDISP0CFPbYwgQpdymworGT/oCF1Rnv6kfRiRDuMh4BiEvjvn3AsyT/gObzAy3cd4EcUQXfMdr3HZshX5mcxjhCpcMKDQoJz5WMAj1vBb3/52HiMcov+SypnWt3k/5/nPS3P22PyRy3W3lTeZuPzoNPvqXdNG226ZPnb88dmbKnO27pTXWCVY7vMKjxQhQ7CGn3h1jOkaI34it67sjCQ0x9j1nuxS3c6IE3Ug68y/yDpGAXozN+F1PGpt0bHiLWdPRLfYut9xydqLymnX452hB/10zdN3eKUmRWltc7j93+IPT2mOZbzyRrjLjkqzb9krbbXf/PSSP3lZWnrOuQ/tCWw2OvQeorPF8p21n487dE/5jYC3B3aMUCv3eLVAvBjFMFHAOAgDIUL6WHAtwjz3vPNzuF9Yz2P1KGXeEUMCUStmQfBN4eTeSZThGyEFVMZG6BG6BGAUeDCMiZq9knAsTB0tZDRGc87K4pZbQ8IKLRBU2ftcfUlavnzlmi1649eq4IjBwlMnQOB/zHqjLVX2FB7jg7FX7jMuqSXKU2htjGARppZPjlTu689Z0PowB+uOXhXFMIa0SbkxJNCdcS5esjQrcTgnTOWuhcYJW+NGk3BLAZlbJOxLEetXJW6Trgue26+8Up6+qAX6K/eYi5RAqSIu37fv91nR4eHPOCbNHrjVo6e8yUTh8zMPT3MO3Crtc+D+6fIrrsj4tyb4u7YoidyxVnfddVfXdAe/Q2fWS2S00OLgDY0fXa/w9OtXxeuSrFdXmlGbaFL9CbpgSDpDQGpIdAx9UuYOsGGADq1zY6gPvUWnHvBTUkwP/TDljXFxCNVgMTaioC7J/VEci/LZVlmeQx/tt1wfU96I9YuHprnP3THttPuu6f1/+8Hs4ZXGxr4SLDykKFCGWTlUPPQc8di+EAWElEMyt9426I1awCLsKDEGCmF5xhmLsgXMI5O7trWLYJ5mXWpPtTohGgXCUL69JiyDiKUmGBVRMGbGCYGLkaMghSDURoFMA+0z5jC+Yj5C4Pvfd2Tq5PnHYxRlVx8Uj/FL7aC3IcbUhzEwxhTuNA++KW3zYngbFCDhNSSYCOxSdBbBn4pkAmgMrRizMcnV2cI0DYzXOQEK+iJgLHA4VAQIt66D7+uuvz4L9va6+YyPtEUx9OFPpGC/px2YZo/e7tFV3mu88dn3PyVtMH+z9KrXTp48xuiR/7U1cYiG+nCK//BSzVYiXiTFD69RQIMMOZ5yFMjYW26ZHm63pq4VHXTmB2eBgXb6GYvSzTdPalcYkIxR42nTRHNccEtmORuD/I2Ads2TAdtHV0Pt8dgjUbXSFkMVnuBgXSCuvD0i7yP7pw333CodduRRmemiA1CdJ/wdJWqLI0xh4lGAKMiOCEV9GKNcprx3kzh8b8G1S4AjNopE3kWBiZApoW0rASZsemRjxy5SoN0h4u1ra3LU5/RjJ7vuVwQFz1FcaSsT5q23VRVxmCcvUNibEu0CeKdUeZXC1LxIyr5cz+uv3b5R+pMj5/1SCARDF50aKyPMGhvHUNjNbyIDDE9jJZC62iRwzT3qBYjo3HX3PaMiFvpt57zLvPteeQi2bHWNue8etCNsfkV+qMXDharfGfF4meFj3frah+uswL99bc6JdwlaxvFO++yeZn9/x9+I8p5xoNULdkpbLtg+7zc3J9EvnlkU4Aa9MGRreF9dgqgHuRUFjsfV11xTxb9qijgNhRfH9m2Oah3OPff8nKMv8pPBK2dvPtqmKHnXTZx4TxZId0XlFTpy+E2N9+zeSbg9jmPywtbWLjoeizPXxZU3S3PxEWn2T3dL2++2S/r48cevpdTGdE7Z2T8dXWTM7V5eQxQs+iT81i8k+tqE5OUrVmalQfDaw817EZpS0UxRa5vgpcD95p4sKB98MNcGDAn3vn55/KzSqDDXHmvSX411Z17yOeYRBYqveN99wnioTZ4Gpm3v29YWehFNgBNFTcKSbdy4Rs5awVfT2Brqs/1b6Uu9gqetabM5F+95jHBE0IxZW2OxxUoOkyIiiJpCiEEiVyhd0eyrPbauz8bJIG6213Wd77QdVd6MFJXsUX51WAv88ADLnLxqh8C1RsKkYyMG8Gb73MQDXzuyc/3116fNd9o2P7rzETmcZY2HPdj2yU9LcxY+OT3t6CPSJz/1j1WerzWiTITbh6IWfeuLBuCb8VADoiw1J1la15yzXpdwe6O6HX+IUt55552ZZ/ANnEgJym3jE7zvOjQmLTmG/ps4yXJ9+cqwnDBXY3BefFv+NNvvex/ZhdTXhu/rlLcDEE48JD3ugK3TAQcdlJ/mM9RJ+zcKpZY4s5CrCn//Zw7LCWWNsdAsEGKwwISzKsj77vt+zl8q6hLeFK516pBw75CiKI/NbONh2mdCbrL9J77thqfPAyXooiCkzxhxLjo8RIH3TLF5elkU4JzRglmLAWS95Im0q+ZBDnnIKFGk44hO0YOK4echmzdak0tW7VvW1/cEBkNNdfsYxV1w4F6ezfU33JCrqRV2ecCKokT5P/PyOQLatDXHWMeA66PKG64ZVLajuX8suJZixjuM3ryOa6IQaFOe0xqPBbRxzz3fzUpfbUIR1l6v+sY30uO23iTN/vnuvxnPm3K/9Ng0+7a90wY7b55e9ZrXpNtuuy2Er4IHXreITqG58v2YV86N6J/HsEaBvMF7UlBRYLSrVxBtiELRB+ihC6wvnrP1TPtqUtQhkTGiTo5w9Tt8obExNOoa80WbUTwbD37gqEXo19z0Wxtub+OmTnkjVGf8/s2+afPtt0l/+YY3hCYBwcKHFGkUCKna8DcB4gSyocWyMMbnWqEcxCEEffoZZ+awjtCm3KU2xhCJ+SlOYJVqOwoqqPVXA05ga3uwY9u57bY7suc+hKu+tljF8sA1Z9hrUzgVc1C+hIJIACUq7DzGM7Uu2rBLoGaLTnNeFKytdyqhGTWUNUtf6Ksrx928t+89oeF0KltUKGwFQhdcsDzs2dKjxiMFNXYscBNV3uhWfpJHNpbmy9wZIyIlojGKlRze4f0Yb7u00Xw1FkYc464ocLx14udPyge0zHnLXr855b1GLs559g5p3u47p5NOPnnQyGzOq7znyaEtHmYNUL7qE2r4Vuri2muvrwqZ5+OVv3FNVRGWSMOll3qQ0zhDjnxGP+iJI/XZfz4xH8IlBeMsEDpCW2gFvXbRbNFBoj9j+y3r4d5sMI94VkG5p7zqa7I1bZyxXe7req1X3gj1jMPSnOO2T9vtuGM+99ykxgJLaezzaZttUqqT07ziz0ElSJYtX9FJ2H7jFQk52eZy4YUO578651wILgLPk8IQRhcxNMfYfi+8y5KuCbHcdvvteUzmHQXbglThRrzD0geGKvnk8l3kVYiTkosyhj7gF2NesGxFtrAVY1mbCN71K3wuQlJjNJW56pOSwHDW0dG+DJManJY2vRoTAQRHJ5/8xSyEorjCb85oVwg5VlibT1R5Gy/v6KKLVoXWoMyTYP/8SSenFSsvzIWc5hlZyybeSpuUFKPa4y6dQPa+938gzd124zT73v1+s8qbXPzswWnuAVul4373melrX48V5qrE9lzyochSGx/lM7xKQ9QUm2mDJ8koqlkbaRCORs29DG2h5AjoB/0rDCanRdt47gwXj0aWSiJz5cvJ3fa4yNNJGvUXYfkAz3a1cCwiYAwcEfqrRp63+1o35e2Qgk8flJ64/RbpGb/7u9nbaSOp3WH5rJgCkqNA6CmEsf8zYizoB9IRCWKhrBVBEMisL8KZp0rpENaUNIGoj2LByUkyOqKgHcez1uSQCXghRoVrUUC08jI13rd1pKR4hmPXtDk+uLXPmPccAX25lxA566wluVKfpxpVwNox/yLgo7TSHLNjQdGJw0psv6n1Gptteo8eeQqUGnq291NEaqwidr+H2KDJsWvkujrl7byD1XlsY/ryeFWFbiIo0kbqQpysWGP8tvHmMxyhTWsiwnLCZz6T5s7bJM187IDfvPImF9+wZ9po923Sm9761rzGXXNof2dOFApaqwG0g2fJtygwFkQVGQ9RQIf4XBg7CmqRzJeijQIDmiIk39AkHifXKUbGPuPd71KPDk0yP9EFv2djdNXqarmCF8ilCJBhdk3UnqPR7mvdlLdDCs45Ms151a5p0y23TCeedFJmznYnXZ8hXqUfJI4RBqUN18qlEnhjhZx7LawFdXDB8uUrsrKGSPklRE+xGgtrqk/Qu7fmIABjVqAX9R6N24KzLIVtI3gq+BKC46VElZ/7KRYVr5RpFPSnXzjuw2e7TUqR11DOtuYJMKoI/BqALxa5EFdt2kK/QtLWXkWrsK9x1eCzPQdj097Pf/GLbGhgaqkB+TzCsMtjaLaB/pcFC24yTv7jP3IVeIR/XCvcTSAOzZ0gF6lS/S1iggasK4Gp0JThPZYemnNtv1e4qKKaYD576Tnp7e98Z5q7wyb5IKnBojKe8aPxd+bhae7v75j22H/f9IWTTx4lq+BKigFdRMG62h3B8x5an75285MBRz56tt2G1JIIUk16j6Eh0lnj2NhKJtzeRcdw4Hs8hP6kQG3bU1tCkXPizlx0VqbViBJGu1Ia5GKUjl3v+Neozmvju3xeN+WNCS4+Ns186elp7p5bpP0POjCHfDDwNKAkEVqNYrEohNYQ0iEKEwhTsOp4Nqx/hXJnLz03W2t+J5i1N0YxEtoWTRVtFDAl4qkJl7AYHbKBEKPAKmUR11jjrGJ5JFXrNUDpe/yrEPgQmBc6EAHhTVG08OTvu/d9L+fhxqxPVx+YGA54fTzOKKAP3hCjwnwUzah4xsBj6LyvP3usv//97+e6jyJs0SxBo8rWmvHypT0oqragcI/UBm89Mo5a5a0/60LwtU/90yYDi8GhjgWfwQ+as4Zl7RzZqrCsRjk18ciA5lHhC7jh3f/pa1+b5u60aZo55dBHRzlPMwDIxY8fkDY8ZF76vec9L33zm998CA/NuZT36IESUxRY6KH8NuaVAnUgECM/CvrD4/ZY1/St0luBqEchR0FBLZqK9oumrD2+ngauxT9oUc2MKKaUoNQog9TOlVx8fJ+H7Pz3Qb2ijSvzk8T+x+B6do0Jn5biza7fo9+tu/JGxCuPSbPv2Dtt+ORN0zv++q+zJzFtIBYLwUHEtANL2m1BgjyXEEhZ9IcE309/mhWAvcoWyFGQwjJyHx5OIVxvQ3+NN2fheEosvigQ/IiE9x0F/U22yIw/brL0Ycys4ppQHKJnsBAKNTlea0KgyxN3MbZ15N0T+JSVCIh1KWuqf4Ke1+s3n2tAP3LD8BBJe1DcCmLKdibjYujJ7xkzgTdkQPaN1TwooJzL7whxGi8lrh99UFRo2RqiBfxiHMZlH2zBV19/ze8zTis8b22YK+FT5owmRAt4fPDhVd6xrbRL/2iAYlesV9oov415NXZ8bA++orXCw/fdd1967etel+buvGmaWXT4b4fyJhfPOyrNvn6PtPU+89Nr/ux1+QQ5yqML1No4YMi614AtqwxMBncUbDN04lnN1jTraC3k6aOAzlXF1zzgSr8MRE5RFNANw5hTweMX+UK3orAMwSKP7LYhr5u0SiYImRt7BDLfPfhgNjaa7UXaaF+7fpS38PnSI9OcI7ZNC/bZM61aPX3rislQLKyfKCIIK0qFYLUACJ+HKN9jKwFi4nHnQrMHH1zL+ocA4U+Kv+3NtJHT/mzMteFvT1FjYdaEv81XONWcjSEK8viMGPiOAuWJQZy6VAOUjT2nlHgBc2D9EvYUEyZxXdd6oA17T1XsI/qa+etXqEoKAS7GRDAwqeM60ROB21SQxsRjYLUTmE44i4BtbwSFs+CH5qNPClLIz9Gl1pBwMSb9KppRqd6Ft77x6K8m5609hu+5512Q+Y3hIIolEoX/KFXblNpeeXscQquMMR7O0Nzb9xVDMCv/H9yfFXe5X1TqZa98ZZq7YLO8C+ZRCYtP87z9Ti6ecmia+5wd04K998hFdfgYLzQFOHpU10I2NOmsjYO+zxS+KnEyr+Ck79qu70W9PE0Qj0QBbdo2WRMyFzm66aabspEa7de9FHBNRJGsaYfb5crRN4eSQcpQxmN0CjoX5WHccCKc1BnFM5lh59Kdd94d4tchvKwf5V0I9WMHpA123DS99BUvz4UP0wgRAbNiKJVpyMC8Dkch9BE/hHpsII8UYik2xG8xMcNQ3+4nBMcI8TbyWMcWtsl87Wv6Pk9C55NDP/qu6fsegwkpF2+j77qu71mPzecyd13T9x08wi2hWTNn6yafJm8P3wT8xJu8MRMz5cOLHAL9UryUV9TQa7aLMZ2fbP37DBl0iIl56WikrxjMvLRHeflTUT0G4JMAUBwZCR+b978/+GAWdPbT8sRP/cppWZEzBCb0/9McXWJMwJkxtvnK5yHlbXz6IsizV/LzX+RT8xjEoiO2tDltDc+JmohmjeHfghvtW0c0MFZZaF9VeVFQ7e1/vL7nveAP01wPJRGuHqNYH61rFK99eP/0pAPmpaOPe0auv5B35WyIrMA1vrY3u4a34ZVBStGg2yjALVnKAGvTypi2eL8McLQWBekhqYJp/N/VLuNZdTt6ioA5kofuHQJjwie8cg6iQj4RAmkq+8rJY0oeD08zWPUDz/pkdETx3DfH9ae8MYPw+R/NT1vttmM6+ZRTpoaIEe6k+u7hFidiIOwJB56Xk64wPQTag0yYLDn7nGxtEgJ9E+xaIIi87LLLsyLp+n3oOwJbDtQiRIGiohR4HVFAJO5F8FGAS14evEXwVPoRVqOg+g5RKNf1vRq70DnhSwlPQuQ/GW0MZIWzprhLNKVGUJSxYThj4aW0hYZ+eNk8auNEV0OMBpdOHyM8hdoo5WljY/XDJaE31HYZb9crYUGgrFp1yUORJ8KbEOYF8YopRwKGoeJaY5Nz9mf//fIVF+ZaAFtt/AYfQpgMU7xFoVgn7VEs2vObNp2zYE1rxz/xmr6d+x2iR+3D1+QUwxvyLpAuQSlXe+yznpnmPPVRfijJWANgyRFp9i92T/P2XpDe/d73Zjw7zta2JnNz9gS6HsJFFx34joykAEvFdd91fd9be4ZETTpP32jNltQokP0OuEJjUXAvmsanUWDUiiKi6bGADt3HOfQAFJEvBqP+jd/BQY6FFoVg7BtfmzfgSrp2mnxojwlN9BUMr1/ljZg//7Q0Z98t07HPfma65pvfHPSUDIwyksMyOUrV9hJWlcXhUUCQLUeECY/Db0KJ7rUNivCJIgSCasPf+hX+VjXbXqA24tufjZPipwSj92pLXooQrZkvpUUQ14SZ9GfM8N1WeO05Nj+boxwcD4OA+eppZ+QQvLWOzh/eeZdSHn3ecLPvvvf6FYIWEqfIMBrQvvCjMBlPQth8zBhdYz4U22Sbz/29Sl9fE0+l/oAXY8UnWWiuefBEGQNP2QMtCBICinfsOtEiRZuEjj9zt8UqC59bb8uCTFTIHz6jvOGaYGesTgTSxLOCJ88O910tGK8+jKkrx+t3uJLacoqdNTE3fXeBo1EPPuqwNHvUb+ahJFM9fSdSfuFp6XFHb5/2fer+6aJVk1QhnnSWAU8OXcBF3xy75u277//g/rzGfbn0vvt8ry/RJcZnjUwhuxmMfcplqG/ryWhAY1EQvdOvyE8UGIOKlxW7RYHBavcLXFHmZCk9RSZnQ1eN1W2TyCyZpw8psuLFuze6vvgAnrpg/Svvi49Ns/91j7TRgq3S+97//lyd29WxSRQEyKMRFhiagpEj5Z34DAkERdek5SCEoAjPKEC2Po0hCsbIo4kostJHEY41hSWqOilwhB8FAp8w138NIESePwt/DMAN4r43PzHqhrx1iCBm8RLONeA+hp45mE8tYD7CUirAnn4MQnBSJuY4Npzb7F8RGUNSHs7BOuaun+ZceTfC3ZTrugAh4nGEY8aJb6wFHhGWFQqUxrho1cXZ2xJi1w4+GCvAbbNBg825RefDABfdEFFr9mtPPX5XB8EYuvvuu/NaD/XFSdjr4P3T7HN3+O0KmTc98xVHp9kPL0wb77Vdev4LXpDzp5Seg6p44QxGCgk9WqsuedfGMR6QKycjh/DTvq98zjx9/Xfy/eW7sa/GR1ExDmv6VrQo/18jQ3nAin9rZLcIh4ObomN2PXxx3NrgN6kceX86BV7QNuNYxJNhT99wYPBaWy6022t+tsYiXV2w/pU3gl10eJpz5Hb5EX3nnndeZj6LTUgiTMJHCFnYBMGe8sUvZ6QIIQmRY94mQ3cN3HcW3j5PllgUhK4J2hpFiHgIYeHkKOiX8kdEUbCQ8MWoiRKfvnjP9saOEfrtsVkPVrI92NaxD1xn/fRFOZqrOgXrT1F4zKnoSs349cmStUOBAhoaR9/4yvdoBx7hg/XMI5799DwAACAASURBVBX6rsFNadMr+sa0ajF4Jjx4c9cf+ma81AisZh9o1hnvNQDvQznvMW0ycmxzqxGezfYJOvSBj9hz8MLAIeh4R5TSGPjalVem7ffdNc2+eOffXuVNLnqg0ysWpK3nb58+8clP5t0G9s2jY8YMDw493nX33dn4g98hPinysyt6MQ1v2oVnPFCzjmQ4WVRToW6+JSo0bZzt3/FSrvmoePAK2cT5YKBHAY6kjCjmaQC3WZnTcWvOujjttDPz+Q0MNXIUDzOmtWtOfetMntgW3QWPjPK+7LiUn2+755bpT1/3Z9lbZGXyVglJOUePu+RdE5weG/jjn/w0vGXMhFhRNaFgyBI6F5qLAiIQvpUnjIKFEllQIFID94hO3HhzlQKgPFmCCKoGFEwJuXbNGz4RorQG5nAdRmkqWO8JbMVrru0j2GljY+A5OU2OCT5roexjX7RocfZgagp++vpG12hcyBqjCvFZd975uoD5mjfDswbgfF2VN2XL86lRGs0xy1+TBwwabaENfEVAtovSmve13198ySVpswXbptnX7vbbrbwvOTbNfPHQ9LinbpPm77prOvlfTsnGXnM+aIVStL48NgKevGkDQ0fhIMO4ho8YqTxBofso6E+ondddEwHjwFj3Gl5QYyKyhVai4F79/qhCblsXNC/sHgWGjl1V+Pauu+7Jp0faccE7V4hJZpI9FLV1LTIt8+qDD2aHp6vPR0x5zyw/Os15wU5p2913Sm9881vyEYZC3IpiIKA5wMnezeurvB6HgNSGsHlahGoXc3Qhq/mdftshv+bvQ+/XhfAV8CHAseHr5jgQw0Sp2Fvf7z0372m+t2Y//8W/ZqHRXD/4y3moW27NERRCp4+p9StUyCutwXsZj9A5I0a/NcLLPQQjhaqCOj9W89/WLRRcxlZeKSDKm4HpTH3CzvxrxlvaNGbFMnBcA/peV+WtX55/jdHcHLOxZOP9iivzg2fUVIhIRfCDDpevWJEet/2mafaNv+GHkjTD5H3vVx6dZj64MG249WbpRS95SQ61tufraFl4ELkS6eKpEerN68gQMqgmUqQdRrw2au5Hw9++9vocOW2u55j3+hZZuOnmm6v4H704zAk+osBQkWaouVek2AmBzTUY07/r8YnoUBMc9EXvkQlfv+rqLCOkTtSq2LnCsbA21ogM6YJHTnkj3s8enOYcuHU+9/zKgdJ8E3RGc41Vw6NnQdZUf/PghO1q+lUYJOxUU6XJy2BdI8QowJX9gha6Big742bw1ADlQaiwfI0FIygstPdRKMzv00BYfcWKi3J4XRs1YN+86nXEz2KNAsXKeJOHZxlThgpK5LXWN8D32Wefk40Wa94WxJH+5NUYAyIXNQDf60N5S10oZqsFSheu5T3PPPOsnP6qqQNhJJ5x5pn5aFRPOZxaPNanVB/N7x3e8ryd0hM22ih99fTTe3mGkqRw1DfYWlhkHKPXbgGfa9hHu2hd+q8GRN6kTmqMN7RP9lFKUUC77pOyjIJ7i+KP3kvWwJWURhTQp9SElFkfGBtFrQ94tR1NTQrv/Nxzz+9dp0dWea86Ns3+5R5ps922y2cP8xr7oLYIxsQdkVeTQ0bEChDkT6OAgQieWg/IIo3Jn3SNi8VGeQvlRAG+WPIEgvdRcI9+CQ8GAKWNGRkFirbGtOkaSpf1XXPUbBkzghdeZDRETumjuIX1jbuEytGCKIziEOGt9QWUrNMAnQImh2tr5JVXfiM98EBd5MHYeA9j8Nw1B/etD+Ut8mGLUI3hROkQwE4rlMIRhRFF+cEP4gYlw8szFebO3zQXhD0mlLe96F95ejY49l74lBxJ6YtCMXLUTdghIWIFb4xO/BN9qlWhh5JvHmNol3vKK/pBw9atRN/Kb2Nei+KvcZjIGDKzxukxV0cNK1SNAn6pdbbQOlnLYRkCeIVPdODAGLsH4PjUr5zeW9/yyCpv1uypT09zn71D2v+Qg9JZixf3Ch2hAYqwhiDtl6wNw1KCvMgaQsRAWXF05KSGFspvzsguW2CmXdv+nUJgzfHoagDjqNquYYLiDZy5aHE67/xluWaAdRnFHwtcKIkhEVG8zfkiePkzYTTnxvs8DShuNReEAAYp93g1N4aR52PXbudr949GCA1GAsak7FjYoheYmgHkXOsx4H74cvRvLZjn+lDeBKkc4FjvS7+OhFXIx2AmRCledGBeeLCmgljO9/i///s0Z5fN0synDnxseN7k4kXHpJl37ZuesNUm6Q1/9Ve5UHdoTdEmvqVEPvPZz2X6RTeFfofubf6mHY82ZgRGeVY71ntyVHPcwDVWW9PITGseBTTDeKmJOkkz8pxrjE07AESaanST6JSUXHSdrA1+EarvG/Mjr7xXH5uL1zZaOC+99OUv7z1mU/hbfqfGImPNIWrCIAoUGEFOGEUBA1CgNZ6aEGFR/tF+EQIhXrYeRO/HOML+ztYey8Cuw7hyxCqBha9s8ZMCiBJmGS+8UWCItBYmCm1yVsC0QpSiuIWwusZtHoSbU5UU1d15551VDFvmgh49IYzHXfBc+mA4+J7RypN29jorvVxX2mi+GjNaZVjUgv7Xh/K2pUsqbKjgU19wrs4FbzOyKGmRG4LQ7wV4JtaFYI+AqNl73/e+NGe3zdPMiYc8dpS3o1PPPyrN+Z15ad5u89NZS5ZMlV9w6ZhgMocSFNHhBESUmZPC5MprvG7rgv9rdxqgb0VaNZFOfIH28UmTbsbQiut5sRy1mnvpF5G66L1kk7QHQz0KHCK8MJReeOSVNyvTFomXL0i77LtH+vtPfrKzYMDiyOXxpKKAeAmHsVtLmu1DktypPdRRWJf8jb5EGjzNRjtRsLVE4YftJTVAWJr3NEWAYFVpIiThMlXyDC2PZeX9ayMiPJpjRdyIU8i0xvAqbcHf/T/8UU5j9NEAwVceMmI+Q0rSuFjMquYVWcJVlHGNjbAgNPTdBu3pR9sU4D333JM9mutvuDHvA+ept8fIA2A41RQZlf7zelY+mKS0UV55YIRTGzfoQQUt4xTNELqMZHTjt/b12jNXa8fYYaSMBduG3vjmN6c5e26Ro3yPibB5ya9T4J85KD1u9y3Scc/+3Vx/gSa6wPfwQ0byxOCI4kZjFCKDk+E5BH6/5NLLsoxt09bQfeU3tPr1r1+V17ZrDct1fa9kiK1SfZ5k332+Z+A748LhWFEwbicQMhyjMJGz9/Q6nUPtMdAZWjURTk6sCNUQLzw6yluO5x8PTBsevkM65hnPyOdLd036uuuvrwp/IyShcyHIKFG6txwIE73XHIRyLFANQdpyI/fNsovCRNj9LHvPNcqTMCBghXT65k1JsLKFaRE/5VFOHoM3hg/vPZ9U1iN0ps2LB6B9RoH2asG9jCEKpWkAGifl6Xu4nqa4S//uo2woIAaK8Ow04Vju9QpXvHfRCm0NAfzDgz5+cP8Ps7Lj4Xhwi0dEMmz0jU5UZE9pbqirPJb14XnrxJox4IydkDNnwllok2foNwqnjH8aHvCQezwLfCwo3nz1a16T5uyzZZpZcsRjx/MuCtzZ56/fI22y67bpb9733s4DfOCtKE7h34JHNIFGHXfL0BS5QG9d/Ow7hj5DuUZWWQ+8YH3IgCgwsNfldEljN7+xKabm+ChPhcmUaRTQtBTjkBLta5NRzhitKcQkwy6/YvgwmUdHeSNUFZZv2Tttvff8bCl3hcd5gayrGkQR3Iir5l4MYa9pTQGYUBClUOO5U6CUP++7i+H6iKJ8b66OjsW8NYCJhTLhrtk/Y0Alfg7PqYp/4IGM1yI0mn2x/impZv64+fuY94wI46CcmuMYc2/zGkqEQsFspWqcAaLAR1oFvqLt84C/+93v5bAZ+hwj+Gz1UR1MaESjKopV8Ia8uDw+fjB2itwe6Ly/euQhRk3clPfWcF2VtzbggbHs0B0hRdsXjZOQNW/CZwyuyri8apfyIfCaBljzmuZ7tRLo5tnP/b005ylbppkVRz/2lDfZeMZhac7R26W9D9k/LV6y5GHFTYS/kwp52V30y3CdGE53p+/ceGOO9jT5sayXXDdl39VGE69d7/VRUlzaiwKaICe75P60tvRt7o6CjYKx8vjxT3Tcri/R0SjO3KsAVuQpCvQCnTTtMJl1U9486vOPSjNnH/HwvwuPnjwSr1iYQkRfPDRt8Kwd0777L0zLli9/2Jx4SMrjh/JoD7tpzRcEN+9K4VoUCBneAi8zChaVwFJ8Fl1gfamSJ/xqtpxZZEwr9+V9FIzX1iOn1ME9YSg8dbcHbawJ+WL2rmdxl760wUtkkWOyGtCGvCgjpqZ+oPSJYXgoQvHGL8RmXYUVKeEo85Z2GTOEj/FZa0beEL5dy0NGk+sC+tWXHCHBd+FFq3IBizy5cQgDinqgHYYJ/MPl0Dz9NlZ5a4vxYR6MVEYWA4Yi4QXB7dKl5z7kUYkclBPlaudtzowCSvlXA0pCP8by1dNOS08/8og058Ct0oxDUIq8eSy9Xnpcmv3o/unx+26d/uglf5yuv+GGh2SJNYB3e4EZNkNgnRjAjG5/Tj8j23jokwdp3ByKHjX7crgIGqxJ2ZiD9bReNcWplKC+p82/Od7yHl8wgEWwooDGbIPlEEQBnqTCyMUoGDN9Mu30unVT3ucdmWbeumea+ZP5aeZPd1n77/MHp5lVx6zNTCuPTrN/t3/aZJ956Q9e+MIseNoTk9yHaAseAUJJqK52C4NFqj26kpdEgdVYlZSmYw4J5CGh24cLyopnWUOc2sTYqjDlJeFOiNg2IDm0sV6j8D8DovYhMcZBaDMa1jX/DYeIn2Lx0Ac5Qop7XUG7hKjojuNPVaW3jRXXCOvZAsUIGVLw0fEQygzbn/z0Z9mQIBRuv/3OnPIxHsKNsOApEHZo0ngZY5S7NUKfE2Pgp/lcBXn9yXf/nq/xmTEp1M3yJ2y/e9/38oEewo4Ein54MnLNrhNhED1aX3OFQ0rI6XSiP23QDyHOeEH3PNVDjjwszTly27VlzWNJeRvrsqPS7Ct3TVvvMz996CMfeUg2Zlpe8xz6Ni66PpOb1tQBUray4uVJhOSSbNjCbxQUFzLw0VFULutLFGXyMJD4uQDGS7aSTTU0xsBFszWGNB4qx/dGccYB5UzWFELjW+nItnxpj2HdlPfph6WZY7ZOM0/dPM28aue1/048eLIdos1EZx2e5rxsQZq3YH7en9leEFYO4eDZ3VEguORmEXwUKB6575rKZ9YtYeKvBiyWkFQNgcHfpGr7ykEPuWtcRVBSBJ6NjmB4jYgmyuTa4Jny0KL3lrHJjTJirGE05Fra0Lf1d/gK5S3UrN3aMZV2yytjyf5mRialRVAWgWYtCBleBmNkfYIQutBhEwhVwgH9iFw4apFxwdOgaIWx/Xmf/266JRtHtsqdccZZudaAwVsUc74nP598ch+DTk4ZX1GkUhHWpczXWOBAnlvOe30B74xhgCfg0dr5480QqOjM2BgaCrD2P/yQNPuc3+KHkrRlYN/nk5+W5hy1XX5C2tJzzsl0C7/WPUpPomWUrfU/77wLcnpDFK0tb6etGbwz4IyhlifVtDAgonMwNvxFCaKHKJgrZ0AkLsr/rnffzbfEI6ruZTRwhGr6ZTgrrp0G66i8n55mnrltmnnlzmnGsX/NPyH1LiL1/ecPSU9YuE064OCD80POm8KA4DVw4cAoEKy8EAooCjxQSoOlGkW4vnKo9JpvVRFormi8q75ynFBTbW/Rx4zdNRgJc99xxx15y5lzknmrtQwqV4tJPdt2msU4tDYEsgpvQsuaRMC85PoIdgzvmEGKiYdGyTXpLNJu+1rjkq646aabslCjPIXYGAkOeUHDY9ah3W7fZ/3xqu0XHwOElnXEDzxtng9PgAC0xZAw9rADNKta3Fwc/+gQJXNwcI4+x8zB9dar5pzqobmgT+fXF6FvHoxjUSK04QE14MKLLkq7HbRvmn3Rb/lDSbpkYfs7T2R8z35pw322SS9/1avS1678ek6pWZ8aQAfWxdG88EYBM8LImzG8YP3xcn6Y0MAjWYfGhgadGFZqUIau7fqNPOYY4K8oMFYYpzW6BP+UaGS03//vl79MnkHBCY2Cft07xhFcP8r7Nbt0K+o2cZbPFxyVZt62T9p4my3TO9/97od5RoQtBh0jPNrIESKRjxtDnO17eRis+prqQGHJfOZ4Rc5dJIvH77xoSjAK5kpAC20Ren148z2GVnHNQ+SVssyFld2HySjPGtwZs7ArpUkp1LahHd4V7xDTjW3H3AgKqY9rr7vuIU+QEpLzRlMUwNj2xqwBgZLxePU1uV/9CFWuzz6Mw7hvv/32rHjHjGvoGngam/Meaqf8pj31BcK06xO06+lzK1ZcmHEs7EoQC5k38Xve+eenbffdJc2+eteYDCqy6Lft9Zwj0+yf7JJ22HtB+ss3vGFq0VIfzuGPEYkfiyHMG1RcKh/OsB2SFdolK6wrXhybQmuPZ5LOubfKoMe7zhKQoqoB57eLHFGmUZB6gieefxSkHEWxxhRdttt2rxootD8N1l15/842k5z3uUemmebf6h7PG7MoXlt0RJp7+LZpq+22TVddPXnKVBksS4vVUuPBeVYypCPcKBCShH+N506gyEtefc231hIuY8dQogYMiBrAiJ7OpmCvKdxKW4p/4DOHZL51bbbEKdsm3HefPNkNWblj/hqQ9pCjImRr2yi4lK+2JmOAN8F4ojzbIVzjIEQcpdoW/mPaHrrGWDG4yMfnP39yPgaV9ez72vm3+/PsY4qrhh/abRnT+lTe2sczeHZ9zVc7UgIM2iVnn5MWL16aeYswb8Ois85KG++2TZp9w57/Zyhv8tEzIQ7fNj3tiMPTipUrO/m5jYf2Z7hSB0NZN+UBGhLBsYeYd8eQd2177XzGRytXXlSVzjMeCn/VqtXVqTRymHNRkzc2J0YHgyUK5k6HiMS28TKtLdfjBYa8g4wi4F68Lu02BtZdeR+xVZrZdsM0s3CzX/8dsmWa+dKhw8ykmO0fDkwbbL5ResGLXpRP/CqIEooT/hbii4ICMIK6pkJQ/zwp+cwylkj/vFZFRfK+UdCf0NJFF62u6tv9GNH9zRCT71nQKoFZdKpW4bXJ0GWsrlV4VlsVqh19YTjEX2uta8e9xnHZZSrh+0Nmxux39MLLGKqGdbqUx8AKJXbNv+Ah+qpWgWcv7XDVN67J4U4V4uZgfOsKd911V6bpdW3H/cazvpW30DYvhwG6LgBThC6DzSlgzs3nNS5fvjJvcWq3bQ2//JWvpA123jzN/vVj5KEkYzx9p1K+a9/0pN22Ti99xSuybGzPfeizNZbKmWy5W9tAL/cVGet0P8WHlHqTVtHuvffel/O2NbyiLQ4YWVxrdPK6a3m1VN2PNf4LXrxKG9lyR5FGAf2K/NaEzN1L8QvXj4F1V97Hbj3Je390YZopfx/fP82oRJ9GqCuOTrN/uFPacPNN0mlnnPGQt2zhMe+YuH/XJN1HmDeJseu6ru+EaFg+NYJIyNsRnQoVaoDiKfuDa8aOyewD9hADhAAodJ6wDf+8eh76EMiD8+Axfy0QDCzPGgJu9mmstu8ZO6OgCyhuYVv5vLbH3b4eTjG184JZ5ENb4Nr39n2GcwJGysL78plnQ3jKKZe16Gtj6Hvz5tkqnlkfAAfrW3lLu9xyS91hQ2VO8JaV9s0TpU1xlLCuuatdaBd0WvvPfu5zac6CzdLsBxdOlzfT5NFv0+9nHZ7D5zvvsVv6xKc+FZJljHdeo8LFPjnie3+2iqoxosQZ9Z6gBXi7nkFdq3jR7QXLlmc52jeGsvZdr2hBAa1IWQ2UA2HQVRQ4cPA3TZ50tUsWcFykJaLA+eP4jN0uu+7KW8GaSnOedPNPaHwaM9iXedphae5Om6aDD396uuPOX+eqWdw21g95XX3IcW63nENN5Thi9QSosdZPcwyFGRR/1eTNERpiXblyVZVnqH8CbtWqS7LyZcRcfvkV2ZqjxDHUNEYyBkUit912x8OEZXOuQ+/1IV/tsJSu7T5D9zZ/0471ZwQQLm0FLsrC20bwzUMpmm2032tDFIKRY+9rDX012yRk1A5Q0gXgkOJBh6IdCo8YCzV9MaZuu/32qmMhy3iar3C6vpW3NimKGmPbeiiWc0KiJwvie4Zzk1YZPx4Wo+iuKYzh/mPHH5/m7LF5mj3+gOnyZpo8+m36nWz8p4PS4w/ZLh16xBHp2mvHhVKtBSMdTQ5FoQpNwCc+EilyNoFDRaTWbrv9jrxzQXtRsHbOAhCNmuYs9LWtxkEKsMbwJQtsNaw5StV4RF4p8Jq5T2Tn7WvRad8c29+XHSXwNwbWj/KOFqw1mURu/I17pSdut3l63wc+8FBlIO/N1i2h0ygI+RAkts1EwYIhXvnWmuIxyp+nIFxUA+6nqIyhKajGtoXYeYFLl56XlRoDhiERIURMj4kJ0mKJj+2/XGccFJZIgrWsBeNmkKAFHoK1BQQOxcjIYphE5oc5spd3081ZaahKrQFjMUeRlq7DJ3j2rHdK3Ph54iz6yHa64gXUCsH2vOBpfStvfTCwrMXYdWDI4G01ItZV6B2dwGlXGyImaLKZkhIlyw8lcTTqCQf/n6W8ycjlR6fZd++bNt91Xnr5K185qniK10Zpkh9jAb7xKz6i+HncixYtzl752Daa11lb6Tvr2bWWzWu73rv/4osvzfOtuV+kiuyqiRpwnkQNayr80a7aFH1HAf7JBn9jYf0o78hWsabiLu+XHJnmHLpN2mP/fdPFl1ySkU5x8cQpwegCup5gwOxF2I9FiOuy4XDzLen+++OGg77lrj3sfqwF1RybeatStH81Qnz6QnCUJWF4/vnL8rGmiCIK5qDimzdE8dQCJmRE8Y7XRfkYD29MHkoKgOKluBln1qrGyHGPokZ5cPiqMZYyvr/5ralVpdaGASIVwbCj7EUlKKRp3pFwNBzCwfoA7TwSylt17m23OTu+31BDi0KDlLziQUIW3oVo208Za8+VIQ1v999//0PemPTQm97yljRn4ZPTzL9MqbEpsuax9Cp6KTL5ol3SLnvsnk4+5ZQ2Wtb6jN/gFl/UyD20YX1E63iu6nfwR59BtVbnaz5YY/VG6LtG/mnG2fbaqJEZ+vS8BlGaGp4RcZB3/v/Zuw9oyasqX/xVt8lBoHPOOecMTRBBggEEE2YdGcxiegooiFmYUTEASpKcaUIHmowEhSYpCChB0RlH31tvgv83b2be2v/1OcWPKcqqW786dbultc9ad1XdqvqduM/+7nT26YT3FvOAllksc5QBShasY3YvW7oE7+eTtMx4WVQOG/niv2/Ob56kpdnmkR7wxFmx/bj+cdTb3pZuyzIA0YZ8XTmR4yKAEXK7FHPNJgoB8P+IIM4hAJuIKTc3ApfGBoQJIO3AV19f0CJ/cl/SBI1d2xIU5MydObFhJd9gDs3x/xfzmgShhx9JjLrT6MuijuIV6Nxzz70p+YrgsL44uw080RlthcmLRl+mCGqRlU+Ws7JMisCgPcIZ4OEWYqJDp7RIvsp6egNYtIDcEwjNxqH+TQHeaARo0KCLoi30S5tBjxi6WBTvCT40vU6AAUMWj+I4jQJY3vGud9VSo0oY1Yy3bOmfuff77+bFDnOGxNKVK1NehnoaqZ9rVhpn7uutE8X3ZV6tFboUpY2nEOAJWJQggma7tdIvJmtHXvGgZv3srR9+D7DXrlufrbXLf1640Xprq9l3xic6vxOrRX09TrsQzptZ4ep/1+y9s90E9U4Elu7A++oVUfnUtKi8Y1xUjp7w4r8zF/5petTeNtI1K1Pw2ojpE+LMH/wgEU+NITyW0oc2G3Bvn2GoogVJ650SkXoRL78o/2inham50L7bgW+zuilZJGB397bKyV3THP+txhTvuz8RjWcwfOMlQEjMUEYAaNYHnwFHZiDMtixANdaln46k0ZRzzElFfcZEGqYVSDAC9Do1lxd1Nb7aMIBBoAnNng+2XQH4jqXlSNnqxigKBvnkL2zcR1K0uvuK+R8JPZKqkMata18V87gpwNtlLCwExkFA0WfaE/p56KGHQsQ8Wuwm/7m9RLMprpUkWB5+5JHRs2hQVC4vESDbG/95KX931Yp0qdPuo4akS51YcRp5WjKX378xgaw9l1OsGStZccpHPeiQa4jQxfWjHbTbrNifkjQRrBv71+z3jZ/hMczGaL5VG43P1P+vTVeW0l5z+JVLlgB/mTPW9e16b03wJBaoTgu61i7g76R0B96ypUm40vRikr1efDFJmc3xjfnRb+aAeMUhB8Xd99yTFkDeb+bbHILEKH70o7sTk+xkUvwWQ3dHtGtKc4rnmQYRfg4hIUTEUIsQ/+/N4vNCW6RZk4wRHbBuLCRI2k5O4J66tEUjpJWSwnML4rShCEOdmIXq2zNmWihLjHExrdnoLAv62W1BX4QVG0j0em3em8cKAD8glRvUUt9Xfcf0CDjO5WqfBI6BCdIS//CrXz/XsZZa30b9e+31JXhb25o14X8lYfG669ckJi9glCUD/ROMCOI5e7i+794L4EPTaEAyngMOOih6lg2uZXcsw2O2xN88H9jrUqeRY8fElVdd9SINTVyFfUF7K2s5apxXVp9a3MKjf2Ltw7/wUkI8XsDiISlVPV9DVxQWwZk54Od5dLT+xg3ZWndxPI7232nRfs199psXjatsPc88IzX3z9M+LftM8TsCEX7S6Qmf7sC7rzfCDXtF9T0To/+0kXHCiSem4LV0M9TGB9KmLQZb9hUxFAE/ZZ8pfmcxMXPBXzkXW2BUCN7zNpT6Oi3Mq5h3cVyCQMDcCLSYx55++tnEiFvVbXPx4diUzcC9TH9IwDRmWiZNN7eoh0lVystOTGrGRqqlwRFmiqhyTBzBM9V2Ul9v/deWOXYFKoBQtzWoN4NZV7nN9SfXJdFbH/h+rTcJvnaL2C2JMRPSALs5FNkO7LUP+K1zb9Me7gAAIABJREFUKxpobMvvcsDbuM2NtWBtAMhcUk5mONdqPriZ1qxdn2iOFue3fQHY9WNI8/+LX6aEPOZn5T57R89eQ7fcG8XK8tAbankxth23R+yz//7BWkNwsvZAlRWCJSenmNPCdQSAWxXrzypkvWni8ukTytAU/lIELbZ6vrfP8Qe82pHPeqGgt2fqv9MH5n57NyfQmKvB8c6C19bX3e69+WNZtDfL7sP6OrnfCLrmt5Py0gJvhHz2knS37YKVS0PqQ4DB/IZgcgomcsstt3U8MdrCGE0sn2TOoiBCZxX5i3IJ0nl31/ExoSJuACbPNeZdhjEWmorNWeb3zeYYSCAuQkOOOauoEzCpg2mu2PTFd81ezXk6Qyxz2o//O+Vp8VvMytoAcZpA7viK+opX9QAodZtvGnFNc6zdN43B5N7iVrTR7tVciXuQh5wAASgxacIYExvzfvKxPflkcg+xjABUv8WACJ7WDYDSqtCyv//z7/9euwb2plvSdxiGzwm6fmu+mUoxM7RDK0B76AdQ1wTHBxJYsw4wlUvyQaj0R+DJuXe53XzUf69/hIXvfu/0mL98cfQc+BdwKUkZEHfz2Dsnxg79XxafO+mktI7W3bEwa5/Do8wr4RcYl01xS9N/5tlfpWdYidAHl4gAt1yB1nPSM1vbnOL5detvzDqbrT173VEte6HTgg+JC7BXOi34KUXBfHZaXnrgfePeKTn/jtMHxzvf8+50UxIfDA20U8nEZFjUmpSYFzmOmGR6ctVjp5vD7y3obbffWQqsGhcPiDjrKEWhCy/4nJidOwFQfZDopBbg1XnmN31SB1AQLISJdzoPxbg8Zw0Bott6AEarunwOMGmcpNpWCROsL8HO+GgNOUJS0b/GV3VhSu5XBpQYpHacgsjZ5I319/Y/ugHSALQo5oS2xfpAKJUK2Hlac8Rsis71D7D5Qy/AlEYE+Al/v3zqqSQAXHHl1Ul7w7DcRkarJ6CpS7tFHUW9PlMP8yDAICyZg/r18567gVVoUxeBVSed/IUYP2daVA//C7iUpAx4M5+7lXH+oBg7ZVJce9116VSLPdkJT6hfG88x9wKvTqxz1rpwMwFtR7vEF/1HxukWfcCjCOg5xZ4obg/zvtOifaeDcuNX7DF7q5P5K/roNA/eQhnrtLz0wBsRX7o8qq8dHRPmTo9vnnZaYhY0UBpspwUAYrp8MTmaGQ3IZSXyfuc8r7+Imxm0LGHZGM5mM7tjyKtXX5euR8zJ2qN9ZnsEZoPmbnJj5/9mxcgxLRXrZmz6wP/dypzvN7RAfSYwtALuok43TBVH0vj3+xLAtUGIICBIIiJVZ2Gy1M9NVQgIhd+9TBvWB5gSNglatGD7hc8ZYwHe5lu9AP6SSy9P9ACw+TBZt7RHWCEsEx4wM3NvvcqOFZA4EZC7V8qOFbOTeaz/xOF/OZeSlAFwcUZfmB39hu0a++z/8nS0lgCbWwhiYklozzmFMG6fXn7FVSmPAaGK9aaT9ae5uv6VBSCnuD76uutv+BNhsmxdzN1uRGzHZ5rVh6fnHk2zp+xFAnQOz3ppgjci/urc2Gb+4DjwkEPi3h/XzuEKPivLROonmum9k0su6p/Vns1RpArMaR+gsBy0882qGzFgwKRhuX0xVWAp3R9G3MmmqB+HYAimVgw9ZwzqslH1wXGKnAxy9f2hdZsT46vX4PTNJiJoCCApG2+gb0CKoCS7W66QUt/H+vfqIwCiA+Zs86Cf9f7w+t93+54pNPfISm9tm98cn3dvddZ/h864FXLNn/V1Nb5H+9aZYEG7/+T/+HTsNnlYVN876S/zmFgrMHd16GFjYofBu8fff/ObSchvnKsy/9uD/MT2TS5fYe0CQCw6BEbmY3Wig/p93ao/lCMxNQLhcgr/tpvD8LYcADRuWrfrcHPmgGUUvecIHngoJaaI7u90/C9d8Jb3/G8mxaCJI+OjH/94Co6g9dGCOi0AEWhhiDnA5fnb77gjMdMcAtFf6f5oNepqLPqEcJhdELIELQ89VDtyU/QXWNDCc7Ve9dCsAA+tNrfY8Mmk+tDD4aaybgrzL4kb88CUFf5ZZiTA3akkbG1sJoEn6sxdq2ZjQj+YFHM1LUX/CJM0TQwoZ+M3a8dn+k1QyNWGWtXrc3SwKcEbfbBMMMX3VdFnc4L2WeAIfSwJXz/llNh58pCofnTaXxd4A/Xzl0bPjAExc8G8uPmWWzoWVtFrCvh89LGgueYUgislg8m6oH9CrkA2KaK5XICatWvGKqwrkKdY5UaIU6ykky4jKDSOUftoSlAxuu20eN5FTyy7xfg7qYPGz2phP+aUly54I9AzF0d13+Exb9GiuOKqqxL4ALCcAgiYPDsxAda3g0j4vnOBrzANYf6NBaCTvhCxdJHNNHTEwbQjYCiHULTJfM506uhdNwWhEzAAV25fivYFRgFwQgst2/o2C04rft/utbYh/3fKEMUc2BeaMebj2JYjeepXrJmobxHWhAUBZd3ORTE2GoyjVjnSfFFHq1f935TgrX4Wg7vvKZeLu1U/i8/VZx4E9axbvyH55u1Bc/21U06JfhP2iOpxM//6wPumWmzQNiNfFu9897uTwFTMWZlXgiFBHnjmFutsjzUeRbVm+KxgX6cPvDY7cQNwnQunqOQUbdD4+dpzij3sEiZzYY93WihbgD83KY4sdpQN85VTXtrgvW6vtDF3njQ4XnP44ck3J6IwZ7DMK4JyaI3NtN8yk0fi5yPKeV6fmXaYiWlqCgaE8GlxRd01KbX5YvKBM9HkZI3Tnj7wFQoYk2Yyt6hHsIpbg0iu3YCWusyBoL5rVl+XBJTacbDc3tXGicEXZ6VZa7STWwg8zPiNVh/jZjEQRMg3z/xGCMkVEIv+PfjQQ8lSlENnRR2tXs3DpgRv7YqNIJB1U2p74w8pV0Ixr+a/2B8ESBHXPVP2iOoX/8IuJWllLm/8nHXylSNj4PgR8b0zzigd6Y1mCaOE7xzQsq6AV7riVql70Zk1pPQInNyw4abkaqp3twF/+f5ztF59AJouYcpRqPRPu+KJCqtfp/RKcBHAmfO8PtsjjYJPJ314aYM3Yr1oWfS8cVyMnzo5BajQPk1YTikWC+HlFAE8tONcf94//8u/JI2QtEWbQNSkL+YTloF2G8lmYC40B7kErw1avs3bCEadzIm+/OPv/ikdz7BBuwFHY2cmvuDCi9Oc9AVo6Y91dqRrzdp12WCojhtv3JD8rM3G6DNzaj0IV9YU2LCQoBPz1GmhyfPrNmuv07oaf6/OTQ3eIuRl9+s0elffaGjcS45YsmoAGHTaKBAJyvv4pz4VPTMHRPXUeX+VmndF7vPvLoxt5g6KFXuvig033VSKZlgxuDZyeYh1ItCi9XbA6bdO6qBnyY+4morTCk424Gd+02kBmI62/eS+jVnPEyLwUe6dnD2qzzc8f/lKp333e6c3coG/aO+lD96iK0+dFzvMGxrLVq5Mvme5c3MKUKD90sAxg04LH69gDP7PHIBBJAjesS/BaAjXkRuEWJaAMTK+KlHDZZ9pHCdAQjgSpuQQblEf0EpBYnc435mn3TI9SQBDS9YnjIWZLWd+i34Vr+bHOvNJWTemaKb5TuZNIE0RVFfU2+xVnQWIOxVgbe/80d1pbDQM4yzTrnFvuOmWrKMjzfrV+Jk+bGrwBsBPPfVMOnrW2H6z/40Z4PP/SW/p7DABsxloF8+zPh3z/vfX8pp/Z+FfJ3hTbtbslVKn7jJlaLzvAx9oe1abZYhg1cw1V8xtu1dCKteb637L0LT67A1Aj3fa79ddd0NyN+UqEO4hp7myAHZa9Fm7a9as7Yj3Fu3gmeaRMJKjCHqe25EAWnb+irbrX5uDtzzBzhQ2mmn+XP/L7fvBKTFo3Ih47zHHpGAI5t+cgdMSgWfZKOb6yfIe4TL19JaJqPEZ/wMRxyho7ldeeXWSvBBzp2Pwe5IrUOEbzS2IlwshN/lN0S7BQ+IQQlGnQScAjQmfBG4TmiMxAfzezNT1JraivZxXjIN537Eodxabv3bCm3mmOd58y20p3WMn62RzCrwTwSp4h7DFrC4vNx9jb2a23/z2H1Kgz79mBGaWmRvj2NTgrQ3jFCDaqlgTAEL4I7AxQUpI4zl7tJ3wJsvd29/5zuhZMjgqZy156fCqPwePvGhZVA8aGRPmTI/vfO97TTXqtO7/8i/pqKc5Nv85xb4B3DT33ui4Vd2eFzgrfmjduvVJaEcHnRSJhqw/RaiTfVm0AXDxAjwmp5g7GFKLUO/capByR9y3sSvLp343Be/qK0ZE9X2To/rtBVG5amVUaL9/DqIs2iRI/GBxbLPPiJg4dWqce94P444778oiQIstIIrPtx0Db7awGHMtNWk5X4ffC4hgoqH5Sd/32M9FaOZHjts0mB4Az9lAxqVftJ077rgz9S9nExTzQxAiCDAVlzXF2UAkV5HlgLu4cQzTJpGqD+gB+L4oxqefBCj56pn9ervYxPww2/p9Dp3oszatD+bED0wbZy4DVI899nhI/duokcspQOtsB165c6JPmxq89Y1wLWNWPV0Zk8BNzFuEsj2AiXJt+L2b2sx7meJGtiPe8IboWTk0Khcu23z86fo9o3LWoqh8bkZUjp0SlU9MjcpX59Tud/hzKTza/erc2H7RsHjFQa+M229/cbxBQYdcdAK8cunZurBCifi3jjkFDVhz/FDuC7yQMKDesnvdvnF6h9Wy02Iu9J3bsJ3Jv1nd6JPwQwnL5b14LsWr2z3eFLwX7LksBs0eE9suHRrVI8dG9fiZNen22j07v2ykAOBuX6/bMyqfnx27jB8ch7zqVXHRxZf2ynybTXzxGUZBe87N1U07lIiCH6dVscg0N1plClT75VNJUrNgAA4wAZDcaGiAp45cn5F+6wthgn+RJl7PaFuNq9XnxiqYTn9ona2KNgC3OalFVP+pX5hkS7DAJIwx17TWrA8Yl6xGpG5HWZi0GzehtWMSFERnLN3MS9EHdaqLYMKPm3yGDz2ctAfvATYfOf+6ueyLNou261/VuznA21jkJjAu+wRocI0QXlh7HH0U6Od3OUyMAHbQoYdGzz7DonLlZrhRjH/5oqVR+eiUqBwwNCqHDI/KEaOi8tqRUdl/SFSOnx4V+ce75XO5z7uV8ejJMWjW2Pjghz+c6LdYd/PLFQEwG4XF4jdlXlkbnUtmucrV3J3QoPwAL3XY20DcPvd5bT+2TgqEdwJ8AkDOHqG1u8CFcpBT8Ap+e/10k14nJe29f6mlge0LntYUvG9Ysya+8KUvxWFHHhFTl8yJl80fGdu8fERUj54Ula/Nq0m6m5tQbZ5LlkfP4WNjwNAh8T8+c1zS3HKkSJNIw8FEc56nJT7ySO2iiEafBybN5CmYwmZhUkao2qkntqSNb3wg2/StHb5c0nSz42dliUq/aDG0eGOp72PZOorf6Y955Q9qnJfiN5gHjQt4E56Mo1lxrSoJ2aa20To1rTWrs/jMGAk/+kngsJm1pS++00cBdJhUq/4VdeW8qhMT4oJhQkv3pj/80zQnF150SbJgoBnAhln0ZR+Mb1OAt3qBBG2GP9Lc8kmKBgbYrDIySaF77WPcnsktt995Z6zad9/oecWIzQOaBIQPTorKsgFReevYqHx5dlS+syAq35gXlROmR+U78zu7AjkXpHt77qzF0e+gUTFj4bw4+9xzE+0kAf3XzyUrUjeBpeqpZZrMSwNqnYu9T8uuvzwEfdvfrIlyKfzsZ4+la3m1WV/QC6DPvYrX8xQ3ygoBudOinwQYAak5wovnWZxq4+885qqxv03B2yBTQoSHHooLLrwwPvChD8We++0To+dPiZ2Xjop+rx2T8o9XvreoJvVuLrP62r1SdOV2UwbE3AUL4jvf/V7SZnOYANOHbFw5i2gShfg7X4jB40H6QLOiadAoAQ7G3AoQESYtFZAh6pyibhqM3N+N2mPZ+vTbswK6nLnMrUd76jJ+m1wEfX1dtfmpWRz0l4Djs96K7/1OIBOQpbUW5vXeniv7HcEFSKqfMCGYxnWGtWC+u7M2aNm2i9+ZAf2w37hz1q5bn2gCDRFcBFeiI2Z3jIfAg17QT7v5K9qof/VMt+CNCVlb2gOhxxyau+KGMTSt74TXq69enYRLoO65vipr162LxSuWR88hozZPfM7X50Rl5cCoHDkqKpcse7EFktl6c/HA3sB73aqonjw7dpo3LA48+OC4f+PGxKdkRMSncguaIYwJdCNQ5tCdtvEqdNGK5wLE3//hDwm877v/gaQAOaFTAKWYGtYb+fxzihgacRX2Vs4Y8FuCqD3Z6fN+7/k1a9ZlmeubjbcpeNf/EJNg6rjtttvi777xjeRnmrV4fgyaOy62XzUyqu+cENWvzU0ZfyrM6pva73Ptnsk8tN1uu8SrDzs8+UvqQaK+7729N5nFeWfMs9Pi+aQxPfLT5HuhbTz62M8TcAHlMsFbGDZiRtSdEkPRX+0Ay27M5+riPxJ97hhbvVRctFP2FYNmUuLHktSkABnHwbgQOs2cVhA9MxkBg7+rqLNsn3r7nfr1zRoQxggWrprMvXe8t7bafWd8mCxQ5DZgGcIomPgJg0BRQovHH6/dJEaLpb3TBmguNCtjAe72hHXklrEmxklQ8FoP3unz58/kYpLm1rMYjXr0BcMG0oQn88LV4oiNfjF16huzLD++eWSBQZeYdK6W0m6urrjyysCHeo4Yu+lN1YD5PeOjsqR/VE6Zu+nb6w2g2313+YqULnbYjHFx9Pvel3yz0ofmFvRBoBW4idZyBTD0yU9Nc25XBxrEO4CsuBgKAToEvOgtx91pHBQ2Jm9CcKfF8/aZPOY5eGNvUQrS5S3/8WKLQqd9KX7fFryLH3q1mfmurr7mmvjEpz4Vq/bbN8ZOnxy7zBoW/Q4eFdWPT4/K6YtqwRvM6kzd7Yit0+8JB27WmTswBg0fFl/44pfinzLPxGJ+fNeYksXptABs0cv8QECJidwCl63L7xCp53MIUn9tBEzS8Tnj6KbQnoyHj7KQdnPqY/IGPCR1QM5EbW7MUW6Uv/4wN4lgBh7Apew8lxmDPtvc19+wNi67/MpkwtPvvhQUeuuHsTg32iyIxtiTOfoPf3gB0N3fjLGxSBQAitmZZ4DPbSPS3fzT2u2R3//hfyYacRvZ9TesS+NFM8ZNe8YkBY8BYNHEfPGEy0Jw0BahTKzAz3/+8xR4VvitCcCN62GtCYSYZeN3vc1Fme/OO//8mLRwZlTfNr7veUwjT6KUvHZEVFYNisqFSzd9e43td/L/hr2jesai2GbfETFuyqT4xrdOywIba2DNAJV9CzhzQEs9//lf/5U01sefeLIpfbda74Q3TiPcd3/644aRFCan4BeEGPScQ4uetx9o/jnFWBwPk1gmp/1mbXYE3kUFGicJ/fRnP0uZfQ5+1atj7MSJMWDCiNhx4fDoOWp8VL8wp6aNr14ZlXWr+hbI1XfS7Og3aOdYuGRpysKUQ1jGIfKX1tqJtgkwLQbGyMzpesXcm2GY2vlcMeDc4DUAg+lK7qFfucV82ByO7rAKtJOQe2sH4IjUtuFIuwSUXOCub0cgmShwa0bL7KaP9fWqh2YhQpoQw68m4IrJGq0bT19tuvp2vVcv+kNLnayf5zAVWo24B/Qokht48zFjVHyI1pNF4a67701nz92OdvY556WgTdqQY2zGSxhIAWWuEX38iWQqdZ4asLMEECAw4rLFmJ55xr3PD/X53H339NNj5LxJtTicTsAt57dXLI/KwcNqgWmbIzgup4/1zzj7ffLs2GXKkHjFgQcmIa7smtX/Dl+p5XG4M9FZ/XedvEc/NY03T7nAiygn+CzwpOjoW9linxBM7QF15ZRaFsg7Sp+mqW8DbyE833zLrX3Gr9SfBd71HQOaJvT0M86MEz73udjvFa+IEWNHp6jw7fYaET3vnxIVSRSuWpESCvSZWX3dXtGz/4jYYcDL4jPHn5AWJ4e51jL/1M5Mt3ve9xiSJBxM1Zg74GXO5DfNBRKaiZzmNf955xYA6+EeXQxYJG+OG6BYU2OgWWHiTJ/t5qR4rvGVIcPz8idfeOElyWKTOz+NdfODqVc/mfT6ol7AxPQL9BR1Wg+CAl80QHeUaVOAeGGpAJ5F6tzGMffV/9az3mzeV/U2q0dbBDZnYvtijerbOOXUU2PArNFR/cjUTa8JX7MyKq8ZEZV9BierX59bE+uBt6/eu1b5HRNi8JgRceLnP98xTxBbwipz/Q1rOtKW69fIe/jgQimuV3snp+gH3sbtZs8TBMTUEFzL0BVfN77IKpVTjMG58gcezL1X44+JXxEgMgy8LQX6rsHbZNAW5Lk2SNcxilY/+phjYtacObHb4IGx7bg9ot8rR0X1szOjcsGyqKxd1Te+8TMWRc/Y3WLyjOlZN+voOwbDLOh2nN6kOURinAjIGcH6c4nP/ea38ePntdUc4sC8mfDX33hTV8xb/202ZtLcjaL/1pGUaqzed1rMqSxbznAzmwp2YTJiYvVdXxQCiiQNhB5zV2YTt2pXn4CzKNTGefOdTedoIesBk3PBNPpuLP+ZjqWR7vsyIK/ZePV5c4G39u0ZrojGeW3Wt7KfGQNA2mn6kKh+ZsamB2+uurePi8rC/lH51vxN315fADiXpdwYCwcnq6hrlcvuEfPL2gR06y/jKbs+xe/UIy7CXzN3UPG73l71mdmepQ1/Q0eOeiZ35Z13JRef32irWfE5NxDBGN3nFHyLVZMy0mnRPqvV+vUbWvaxtzopi4Jpm5U+AW+M1D2upCETbDJtWn6zs885J177utfFiHFjY9sBu0TPtD2i+oaxUfnm/EgBbt0QKv/OOybEtoN3TWcbmWlzClMKTZqftlkxJuYjkYIkONpE/UZAUMAckbUiomb11n/m6BCfSquFqv9tq/faFlgk4IofPLcv6rd5+awFinXKeEm6BCLScmFyZuGggTF791XRL2ZtG4u5P9fiYK64TwBzq2IT0cRp/JgaekDjfVEISKuvvS67/530AU1sTvA2Ntcmig+p3zOd9Ln+t+rATI8+5n3Rb2r/ZB7eLJrwiTOjMn+PqLxlTM2C2A3f2lzP3rBXVL80J3YasnuKPrcXy/AEdM3yxt2RW7TDnWPPdxOh/qtfP5e0bQBYFHWjKwK3W70EgREOmo2NoC1fhJTLzb4v6mz1iqfg7dyaOc9z7eGF6sgp1uKqq65p+mifgLdBiXSV8s5kFQVzBUpMJnfffXd86atfiRX7rIoBo4dFv+G7Rs/iwVF935RaApg1mQFuFy+LfnMHxripk+Oa1auzGCCGAKQQbL2mqf/6zg/qHDSQt5jNFtF3zOeCqXILIkeMonVzi74BFr7M3CA4bavHhrEx+FDLaoTWnwDiT/vFXBGAaJZuhQO4ZetrNw/WSD8FUwk+BMSdFGv/y6eeToKGunorfos+CCIPPfxwogtaBSZVjLO355t95zkblMXEHG3qor3NCd7m9NfP/SZpPrnClTkx74WgZo+86ai31C4l+fpmiv6+bHlU3j42KpN2icpRY6Ly/UU1E/oFS6PyvQW142Ob+qRNp6BP+75sefQcOS52GzAgvv3d77b12aJBShh3UT0v7JQurTvgJmjl0rX2xcwAaXuvvqBjbcAXlj3xIlxejQI1jR145mr+v/ntb1OsSA4v1Uc8D73m0L55E8NCKWxW+gS8VWwigVzN9PfiiTbxmDrfxc8ffzxWX3ttfOjYj8b0hXNjp1EDop9r/Q4YUcvklszqHWQqsmE+MyO2m9A/5TpWf07BgC0yQjAWfRXI4/iO27MEljUSUH07nhHc48KRXKJXB+BGiHyfFj+nIBRjIZAg7txivIJNHKkzL+36Y41T0NPDjzyf8vTFdGB8gJbmWgsS7PyIXrOx6CetwkkI5u2nn3mmtLUAc2EhcAStbDEOTMLJAlG4GF0tm5hjdp2NqWCWhB31bupiDTcneGvPrVJudut0X3iWMCamRrCPVy4S6/v2d70rehYMisq3FmweMzY+c/7SWqKWxf2jMn/3qCwdUPtb1D8qp8798ydpaQbujrmdtTi2mTYgJk+bFq6bbUWj6I+LCA9jwWu331vRqnoEM/NP4wm59VhvFrV2wIuu9FdyF8GYzzz7bGqXQilYkzCS0wc8GA8loPfG+1vNA95LoHAyI6ew8DpqSalrVpqCdysTRLMK6j9zRthRnt4m28KaVCbKe+65J84488w48s1vjHFzp8YOkwbWtPE3jUu5eiuXLy+X/OCKFSkx/+gZk+LM73+/1/br+1v/3uKQcjB/jJQW51weUC/LVJlI0vGaR/Iul9cfhMjXfP/992dLrOqx4CQ2/p5cyVc9nrWhBW2JaG9VCuCWrc2ctSJ2nwNwbpafPfroiyw1reou87nNqQ+YO6ZB4NCP3grzvs3lwpCcOTIWIM7qwuXCciPjneBFQYhl6MYGl0TDnOQwmN7G1+w7bWxO8NYH88CyIDVlu2JOCWL2Ir8myw9Lkmh6n1sn+/LNb3lL9CwfEpUzFm0e8AaMgFC0+RkLo/LV2VH5wqyofGV2zQ/uVM2mOBrbDJA7/ez6vVJswPb9d413vPvdKS6pkdb878jg3Xffk5SQVvu3zPpZK9omPt/YTrvni+/tn9tvv7OpMlj8pv5VO/aS/e/IJKXL84A3V4Gh8btyVFBsTuGbr6We/mPHj9szxiKRWKs5bAretCfRy50WG4v2Xeassw75PQ33scceS9r45z5/UixZtTIGThsd288eklIfVotodRGfrTaHz0+ZF9vOGRQHv/pVSSjopO/6Qsqx6JdffmWS3mT6AQadFASP6DBwx45yir4QfggRjv6UAYBm7aiHFk8jLJMYoVkdxWcECn0BuF4bi3litiZ0OMcoAK9dAVZ8arWo9vxN3tgOmiKF0+wxIhYDR/DMR2MRI+EoFXrtpqibNuNcuA2n7doRrfvKDgd/AAAgAElEQVSSrwu461ezYq3Xrrsxe52b1dnbZ/q6ucHbviDUs0w1o2ffY/SYpT1I8CJUcUGhk0arF03msCOOiJ69h0Xl3D/DjWK0cG4+l5TIZ/FSyK7WG6Djj1euiJ5XjowhY0fGOeed9yeCLQsHa103FjG0JahLDAo+0WzP9UabxXeJXp6PKO/UWoO+nEZBR5dddkXqS07eCkI54JcQSX86LQQG59pp7k1YT9vq7Af8i9u2VWkK3qJDNZ4z+RZfFqhOpR2TJbLxwosujs+deFK882/eEwv3Xh79Z4+ObVyQ8vqxUT1uZm2zNsurvnrP2tGImWPjsyeemM7VtRp0/ee0L740hGuxnI0VVQyEcwpiU5/ApmaMqmydIsZtgm4O9WtfX7q9PlSfAbS6CANOFBTF5ywVIr+BZllCR1tAjZYqVsD7ss8Wbbd6VTeGXwODh1KaTsJU/XoQ1mjotLq+ald/am3/fynNI22cJQZt+RO0wq1UCIV+yzpw0823thpKn3+uzc0J3ubW3H/pK1+JYz/+8bj0ssuSwE7YodGYI0d4zA9aIGyhfZajVgLPxo0b45WHHBI9B4yIysXLN5/m3RtAvtS/I3B8Z2H0TNw9pbq+7/77XzCfEyDNPf7Xm9W0HTHi+finI5f1e63dc/Xfo09pdllcygbY1T/vPZrj8sRXXGKCPzG/A3X1lylM7WgST8sphHhjINB3WvSfu5IC12oPqLMpeGv0qaefydK+gbBLHWjUZSeqfnA67UA+U+ILF6S84ciYvGR27DpvZPTsOzylR618fV5ULl0elXV1/vEzFkW/VcNi8Z4rUvBabwRkUrTFZIqJWywTjWAIIBYuh6kbM/O5rEACvXLmwHxom9QmP7Q+5RbChKh/YwSQ3RTHv1ylyqVAqy+iymmZtfPW5TZGfR+Al8xHNpj16G3N6p8r894cunMXgLIMOKspV7o2rDGfWit/Upn62/1GOzQRfnXuC+uJuWGS2icM0TD1bXMV9Lg5wRsYnH7mmTF1xowYMmJELFyyJH54/vnxwAMEvofTXFgXrhmMsoym9aO77qpdSnLoqKhcvXIreJcVHOQ+P2Zy7DR6YHz0Yx9LSZTMNz4lIjtXYUG7hDGCGNCkNeYUtGm/iIlhes/lBWiJ9QYGwSOnRAgneLp4Cfy5t4Jm8SOCZA4GaFPsFb6Tw//xe33Vfm+lKXgzIwLgXNAgSZN0OtW+ddSC0dwRlOdJ7SRtG/79H/pQ7PXyfWP4nInp7tqew8ZE9dMzailZ+aKu2zOqn5geL5s1It757nenhWocvMkEYk88+WTSSCVZsciFhON7/9dMFv+tYTbW09v/CTT+1/9KQTZALWcB1U9Dc4StdiypMxN+ff8AFuAAVt53U/SJBimo5Z57f5KCvQBgDpEX/fjj8xGjLAS05UIzLb7v9hVjUS/gZCEgzDh/ziybuzad9sn8/Nsf/5iEHv5cecDFEcga5Uge4VHQHGGGkNTNfPbWN+Pd1OBtD6MJoCw4dcVee8W2O+4Y/bbfPrbZYYd4z3uPTmPnzgHY1qeTsv7GG2Px8uXR87oxm+dGsbLguCX8zs2Mew+LCXOmpUunBJZxkxKcc/cCWmWaZm0U95RbBIjpS7ucG73VTxhJfvvf/OYFukp779/+Le0xigaFjTm6maBoDoAmXtkuZqZVPwgPlK4cd5z29Y31tx0fbAreOiWCluqfk7LTxqXyY0Y5BKFdko8AiqKYaGb1W2+9Nb5+6qnxuiOPjFmL5sWAOWNiu31ckDIxql+dG5WvzY3qgSNiyrxZcerf/31i0EXgBGGEdGhiJRBh/m22gIAcY0GM7Saw6F/jqzoIMCKZtZEzD+okvNQ2xT+8IGA0tlXmfwIL8CIN5o5JO8ZBILn22uvjggsvSdpjroRc329zJBc3ALd5ujHf1ddb/95xD0KbhEKSxtB8u1mb+ro7eW8OtYsWgTffmCtmWUf88bP5jsZOGwK2BFkgl0tHRf8831fgrS5rj57seUzn0ccei1tuvTUdS3rne94Ti1etiJ3775aAG3jvvNtu8cUvfzkJMUWfOn11KcmcRQuiR2DrjZvg/oQtAYS76eOX5kS/yf1j/4NfGWedfU7aB7nCIhpgsZQnAR3n1gNnnnvut+loGHrKoXPPUHTE0jTT/tEqNySFjYUALxBT4fOiPRghtkdwbvFZJ/Sp74A/X+v+Y7LGlblMpiV4Cy6hEeRklTFYJjEaDibVaUEAyQfzs0dfkJ6KOkyoCXIs6PIrroiPffKTsdc++8TY2VPiZQtGxbaHjInqvsNjh2G7x+y5c+Mjxx4bF19ySQqWERxlTM88n1qvqLPZq8V3MB8x5CyiZzBbFgxaVaHZN2ur3WfAjCsDI8/pi/o9RzouzEGSjnRa1AFEHMkgGTL/igguNkCn9TX+3iYiUJl3dWMKucygse7if3MgQ54AquQeeurpLO2vqC/31VxKXEJI9t4+cbMbAdXVrPyG0jHSFATfYAbyhItglZ7XbwkjhBxmOs9b04IRqbNZ8XlZ8Db36FbdrAHasi9oJNacb1q/brn1tjj3h+en9Mivf/ObYuFey2PIrHGx7fSBUV02JLYZtEs6ZzxzzpyUPln2vhy+UIzn3PPOiynzZyWBfbMkaOkGKF+Kz0re8vYJsdOYgfGxT3wiO/e59RBb4jZF1tLcNUVnQFV0eDcWALRZXNDUG99A05QipmnmdSefPFsoXMaTY3W2t+xf9ea4INLzz/0mxRWVUV5agreIYQFTtOfeJqLYUI2vNjfmSHtuxUgan6n/3yKSoLz2Vkj8Dz30UHz3e9+Lo9761pi9YF4MHDU8tttt5yTtb7/zzjF91qz4wVlnJ9Mx8CnTH2M2BhpazkIWfWY64cMRzZkzj+rBkEVy05wFWpXpf9F+/avnMP9aBPpvO+qPZ80dHy2zlDnxGUJ3JA2x6me3RZ3F2V6CVl/Vq1/6VwhvxsLCY6MxXxOwCKrdCFmdjB2jIxgyWzYr5gEoo0FWoBQI+vAjKZZCf1koaOmYJpeIulgSjElQHHM0kPWHMRV/AP8f/vF3sW79hjTP9Z/bSwQmjBTd2vvadjQrWQccYdz4QNx++x0pI9wZZ34/PvrxT8T+r3xlul1w59EDk0ZHeK6+d1JUvzwnKh+ZGtsPfFm8+rDD4vobboiLLr4k9a/ZmMt+dtp3vhNj502NyjGTt/q7c4WDc5ZEz8qhMXvJwrjk0kuzrHH2CsUCLdqzOaXGV/5PcmfZi7lF0ieKyRNPPFF6LPgBdxr+tfGBB1IMwE033ZxM//rVaaFUErbt1Zzn7Xf81V+Z0hK8Pcy8wJzXzsHfrCGdp+kyHedoeYCOVC9isAxD9XtBVLfedlu8/4MfTMExzHT+ho0cme4ib9bP3j7DYPneEWcu8KpfSlWERZrKWVR1ABsaKX9QroSrHuOg3daCQsoLVmgAUMvc1ijM/PznTyTTfi3IpPNjFc3WACHLfOacJHNaN2Mu6he44vxnPaNRryxK3BuEGuZq2kQZmivqzXmlOWuv0yBC9KPPgJZgrL9iENBYTZO4P62F44qsI1wuAgzltgb6xuns6Hk/vDAxLVqw75gK9YdFQjpTFgFMDVjbxwRHjAlwu4ToPUcfHfOXL4kB44fHduP3iJ6VQ6L67olROXVeVK5YUbtJ8Jwlsc2SoTFm/Pi4+957X7BEdWNBMtdf/upXY+ic8VH56LSt4J0L3htWpaRY204dGKwljzzS2VWZiY/8wz8k3ggAc4t9xsqLrjqNfSjatCcIrGIhymisxXPFq3aB/oUXXZJykBOAO8UsfSA8c8fW85eijXavxfMCne3tMqVX8DYo2jdflso7LZiLzW8ycgowwDjKBkHoI2K46eabY/8DD4wdd901aN6Tpk2La6+7LqcLSfuR0pOJM2cONMqKIQZAxHEugapHIF3hE+5GmOBfElSx/sYNSdPqbVy+c5sWcOgtAY/jHU4IdHspSv0ikYzRwM233Jb8SECrt77WP9v4Xl1Maiw5zebOutSuG/1REhiAIknab3PbbOxD/f/2htSPm6roszGbM4JQoWEXpvk1a9cnhkfTZnEgnPmdeTBmf957ToTu1atXx4ePPTbmLVkUuw0dGNsM2zV6Fg2O6rsmRuXv59eSlziOVIDJlSui+p6JsceQQXH8CSe8YJUhxGLW3QhHx51wQuw+e2RUBKsW7W197Xwurt0zet4wLgZNHBWfO+mktNZl6BFtsegQBJ/8xS+z94d6uLFgjNecog77VAY/dTTb22XqZeFyZJPAy3xPaSMIlK3PXiEAP/10+0yUzfpjn/KVc0mWLb2Ct0r4HvngTFBO4fvmv87JZW1hmANpBO0Sf/htzVT/k5Rk5YILL4rXv+lNsfd++8WHP3psCv7J6b/FY0Jcvfq67DnQLibI10r709fcAlSYftXTTSkk3hvWrEtMu1WfHAcjTdY07t4zBT3rkpDb70gm6LJE324Mpoom7DgVFwZNNadu2ilBstFq0Ng+wQbAu3bQLW/oD+23mp/G58v8r65kBbj73jI/79PfaLs3n7fv0QaB+Ya1a+NDH/1ozFkwP3YbOCD69d8pemYPiOo7JtbSkjqmVQ/YBYCuWxWVU+fH9mP7x9IVK5LQWcwf4Q6Al9Uumg3+wx/9aOw4a2hUPj+7c8Aq+rj1tTZ3py+KnhVDY+HSJel4bbP5bvysBlT3JvOu97kFTxTXUdZM3Kwd7Qvw5MojrOYWwG1P2v94jLSqTtQIoi1T7y9+8YuEc8aUU7jtWFadRS9b2oI36cOxmmaZtco0QnNyhjAXbPjugAettVXRR78ROIPZ+p8kQzp0Cbpn5UYuGEirelp9bvGAByFEvbmF7/DHP/lJOnucW4e+8DMBF+PrpiB8cyOXOq2rcX5q57hrGa/KECUBjZWF9Mrv0412VT8u/dJX/td169Ynd04n62DOJB4ihDWOsb6d4j3hQN8Jg0zFrvOz9rWz7N27BQgDNBYupc1djL8ZeJsjwTZyK9CwFy1dGkNHjYydhvePbRcMiZ4E2PNrJnHZxWQVa5Xx8Nwl0bPf8Bg7aWJcdfXVL5pzzLFw2eSM3dq8573vjX6zBtZSKG8F4e4EGGe/Pzk9dpwyON7w5jenvOC9rYv558oUg9NN/I39TLulrXZqoi76h5bFZ9jb3QjYgJOLqBDs1Wv/E+JFpbMo9hZ7hRfR1nPdB9oi0HZ681lb8DaQWuj7E1l3TWMKJCsRs/+VkWbO83wJNLrGlK0G7WKIDTfdEo8/8Yu0kIhCnxWviI1ZEJFYpJyiHuAGOPjr1JlT9I0bgN9afbklMf8nn0xClfe5xbgQHq0UQ2U6LeZOvYDLRmVaLT5v15b14n9iUnOekgDQV8V609gQOgFBxGi7tSBQCHzMiRVg7TE/fFjOLJPEWT24HDoRHhrHb34wBYxncxfrWIC3NebvX7N2bdBmV65aFWMnTYjdxg2NHZYMj553TkxphysuC1q9Z+3ijVaAXYDoNSuj+uGpyRf+t+9735+YYrXP/ZIrzMtTcNTb3hY98wdF5RtbyN3axdy8VF8vXR793jQ+xkydGCedfHKvrj1COQuWEw9leUIjjXsOL3ZShXKWWw++Ln4DPuTWgacwuRPUG3kJXoYnAmXKUit/NHyTlIXSmFPMhcBTc9FJaQveKsO8hNTnat+YlWCa32aaeklEJqjQVEwqBgrQmfX5D4Fh4+QXE+FzFgBX1JH8cxbaMxbR0a+c6+GKvnhWFD6hwzhyC8IVZSypQTf1GBcgEhwoSEm95jIFKnWY8rQYi/7QcgU58dEXEm3xfTev+mtDMWcBcDQhmK9Z8VvagXvYWQ78n1PQD6Bj6eC2YOrDNKRezDHj03AFkrWi15w+ln2GAPnzx5+Ik07+QnzwIx9JsSFTZs6IgVNGxY7LR0S/d02KypfmROXsJTUtWyrismepb1wV1VPmxXbzhsSSFStSBG+zOSfUSVSjL2VLbd3/mPhISo26YkhUvrewO63zpQqmm7tfrCjfmB/brhie3BzO6Tcr+B/3mcDgbngOfi35lL2UuwfwLBZIgJqruRsDwb6dRRXAE7S1B3P83tHJgibdZNYqlqbZPNZ/9n//4z+SNZbFuNO5KAXeKqW5AItONlzRSYMnsQEa7zst2jc5JokAce+P70tmbIEvmHIZQpK9x6QTInL6oM/GzgUAMHI1ZwvOtMynkisM6Ys5QVD6I5isGZPsZJ75lUmPNEsgXkRNdkpQRZueA3YAjtWDpN6XxeYlkFlTwpC5bKRNvxEvYdOVoZEy/VMn7V8CFXkM7t+4MUVra8Pn7dbB98WFKGXa64vfoFXXJDKJf+rTn46DDj00xkyaGIOnj4mdlo+MnrdNiOrnZtUyFUo5fD3Args+KwsmFywNWQ/Hz5oa3z399JYxIpg3plkm0l7faemOxTFtcvHs+/L9o7rf8Kic9We4lKTsXGxpv3M3xMenxe5TR8QbjzoqHROspz3Bsk4wNNtn9b9r954gjwfjofZSTsFbCBCCgMvQULM21EEppdCVEeztWwI82pUdkSmdy5EFrYiLadZOu88Eg+ZmcysF3jrAXMzkK/I8pzBLWLQcv4CJBnjXX78mrrnm2jRZ6gPC7Zhl0Ve/s0iuqkOI6swpTBu0JgwlFxBIijQPAQo01NyifWMBuL/8Ze95cMu0oS/XXXdDXHLJZQlgcsdXtGWOzTmzvCNJfNZl16uoo7dX9QNMZidzyQ9nM2tD321wcRA2XV+2q0/qZwFgVaJBEFIAkn7Y1PzjzeaPaQ3jAvabsrBGYAzOVoskPuINb4gFy5fG8LkTa4D9pnHpmsjKtxdG5eJltRuycgC7ACnXTn5sWuw2c0S87R3v6NV3Ssiyh5jsG4s11Xf7i2BGyLWuTz39dBKYBCbtu//+UT14ZCRzftH+1tfurBDcIT9cGj1HjI3x0ybHN771rUS/9g3AFfckZsdeyi3WnQWVYmDf5hagy6KXG9mtXeNgubNXO8GCGk/7t4Rjd9xxZ1xwwUUhWC1HENEH+4DZvxmvaDc/pcEbUGI6NlKOmcLzNUlFdqVy5rIa4fwxnnrqmaS1C/YC4Ln+Mv7Pp59+Npl+utGcTTafLgEiFxQwceej+TpamX3bLZ7vzSstkE8m90hfjZj/7wvXMTJF8Xe71CN3fPV9p9UDWK4X2moOodbX1/gePdHCmYP5wwkLjo3wrQLWTVnMj/HwIxMwgQzQ4TIgURPSCL42qo3PgmRuuw02bDYmNAWw+bC/8rWvpaRFrtgduWBy7LxiVPQcPiaqH58eVb7ii54H7HY+7DKgqI5vLYhtVg6LZav2jLXr1rVliECZBULBT8RVEO5Y98THyC/BWuczApn5M9f33Htv7Ln33lE9bExULtt6o1ifHpVbu1dU/25+7LhweHJ7/OS++9K8yxPArVasQTPaa/eZtcP/7U+xKrl8Bd8W6GZ/5fJwQoR9QhDsRAGsH+N//td/pat85U4wT/a8fa6+soXGjkfkCjKlwVuHUkq5h/Ijx50xZf4Cfu2KhWGisUhSRXrGJsYMmWE7kZbq2+Lz9nynPrf6Oiz+zx59NEmRuUEK6iNBAm9CUTeApj/mpxbE1ZlVwSYSVMaqIqKeZQEjJViwlJSN0K6fn2bv9dHxI4KBi2u6iVRtVr9xuPgDWGMQt956R9zw/NW2zX6/qT6zjoBZTIbNmTSNhx9Jr87CG791ItDkMrCi755Hf0Bww003JW3JhTzL91sVoxZMiZ2Wjox+rx6dAsiqkqcIPGMSLwPInfzm8hVRfePYGDl7Upz8xS8mobboY7NXDI67h/ZkTgBDIew4lipdZSHwND4vh4NLSaryml+z9UaxPl/Lq1ZG9aPTYvfxw0Ju+rvvuSftJ/TaTSG0cnvg6bm8Ds+Xc7y4MSynP/YMHGJy7+ZsOaGSe9FepzyhYVY3ex7/bIdP8E2EOkW03W9bjbMj8LbpnnzyyaQ5YMadFouGgfOdkOKaFfUSEmqT8UDKYQ5QDLDGrP6/5xPH5A+65r+5s2mEYbM+NftMn/g7mW46kbbq6zIepl3SG3eC/3OLPkhmf/c9tSjmsufqBV4I+uO7qSc65m5CBVMw03AugdWPRx2YsmA4Qpz3uRu5vt769+ozl5dedmXcfPNtSZNDT+iqm/mtb6Pse+MlpGBchUYueI5rQrpRIOU7JnbMUd/b9bFW578lwL7jzjvTdZuiulfuv0+Mmj8ldlwwPHpeOSqq758c1a/PjcoFS2sm8U7AuJPfOmp0/MzYac6wdNTowYdenOLSeJgU0ZN1wLwxOJYil9uISXBBhPgVe6odX7lm9eqYPX9+La+5I2ud9HXrb9vP1/Pm834Hjooho0bGSZ8/uVQsR297QpAu/kJhasX3e3ved+gI36ZgiN9ot09a1UfYdbMgC3JOHZ75P//+7+l0jlTTBf+yf9EwixFFCLhzq7UqrAcSsggQzi0dgbdGbECMl7SRUyykwUl9WV8wJVIM0wowk4rz93/40ztdTZZED7fcentXZhwakXF0ozmTAl1qL4ghhxCMH+gSaEhhiLObwqrw8CM/e+FIgzltVfSXuZ65h3kZETWOwdwwXTJxAtre6mvVTuPnRbuI3IYmeWLujW03Plf2f8whHWe5f2OiVWYp9AQ8C3Doq7bK9snvtMlyRGsQafvC5SMPPJgkdkEwrCeEOb+zTzAEYOaP39EVpj/5yU/i7HPOifd/6IOx1yv2ixFzJsZ2Mwaly3iqR0+u3axHwxYl3hcm8XaAd+6S6Lf38Ji5aH5ccNFFidHrq2BKrgy0zY2RLDsbHwjg7jwrn//NN9+SzruXFTTN43nnnx9TZ8+M6t9O3jzjazf+v8TvCUXfmB87TBkUi5ct68rVZT9ae8oYusgteFFxQU+Of1m7eC3B3hE1WSNzijrwF64E7+uLPU5IpdAVeUEoPo39NQ8SdvmuG17UMXiz9T/9zLPJBNLY+fqBtHoPAAgAUlUWvt4UoPKP/5gYG0Btd45WuyR3EnxOH/QNUclzTYprPD/equ+NnxMkSFCuGO2GMJmtCS2CQmhq3RQAzmxMY0ZIzYjDZ4CBf7HIVd7sd/rBvOOMs7myboWk2U0fPaseDJwLwzqav3ZZ9Nq1aQyESuYsLgkFvdVuKnsgmWkdMeOfRjetxtyundzv0TXzMAuHtvWBwEobxRC4UJiSbXwAz7LDn2aNLrr44vjIx46NfQ56RQyfOSG2nTwgqnsOTelJq1+ZG5ULl5U7h92XYHP9nlF924TYdeLQ+OCHP5KEJPsBs0aDxuEVWMu+RwBET8W8mwvj7qS4lGT87KnJFbBV696E16E6r3/05Nih/8vi08cflxXfY49bX6dB0Hmx7p2st9/aJ+pBL0zeOUXb6A/o0pBzCl5CAZB5Eb9qNR6f+x26Z1nC3/i18TffGYf4HHuhm9IxeGuMhujYlwCdnELqYaqlFdEySFQYFABjxi1TgJyc490QhVzWd919b8rC1moh2vXFIjq3KoIyV5DQRtKCH300Mbt2psN2fSLpCe7TJxJr49gAN0m4rLBA0KG58hOxMnQzzsa+0874gQv/ejd1F3PIqtJYMBIgqS1/fOPWTnuN89P4bF/9zw1h47ZqLzGHf/7n5Ae+9dbb4mtfPyUOO+KImLt0UQybNi62n9A/epYOierbxkf1y3NrUeLdRIh3A+S0+lPnxbazBsXKvfdOt/YBanTFgkDQQ3vG1KpgyLXkOeVdcO4CHzF7YlQ+Ob29Cbib8f21P2t9L1ke/ZYMSebzdetraZRbrWXj54XQzLoCyFrRfONzjf97jnmaxYoVJ7fgDUX8SW5fgC2l6Gc/Y3Jv3xOKLusxNyGcwX8IEGvXru/aFaH1LPC2MMwPEsp3qomZOM8wD/7w/AtjzZq1aVJNbqfFYggSyHm2aIvvwx9Gk1sAkAUSONQbs2pXvz4QYmgvnc5rY938Mm6LcuWk+UFs5h4B0rgFTXWi5RMorLlMbI74dNu/+v7qkyA25iygmmNGN++EP5p8bxItsLaJmNIdsRMFb36Mp8R+rO92R+/NPYEVuNUXnxtvOvL2q1/F9WvWxP847rhYue/eMWT8yNh+1O7Rs3BQVI8aFxUa9iXLa6lJ/9zgctXK6Nl7WAybPDZ+eP75WfuHEsB9Yv+ULc6pD5ozNirHz9wK3puaBp7PUd9vyC7xykMPSRa4MvwNTVOqgBQhrswzrdYfT6Rk8Jfn1uM5Vj7HVTvhefV9wh+4+ORA75T3JZ7z298m3nnRxZemrJV/LHk1dX0fGt9ngbdKSFOOS2HoZUvBqDDMDRtuSot7yy23ZmtyFsW5bRaA3IXFOJlSAGZuHcbFH+kqRfPSTUFc0vU59pXbn6J9IGZsQINFgwbNx90pcBf16Q+hi9mom81U1Ff/yu/JEvKju+55IRbBvJYtTNEsOI2xFK2etwHRDb+7270cYWMRMsZO2m1Vf+PnmBBLCK1U/dpBe8z8G26+KY7/3Gdj6cqVMWDYkNh24K7RM2tgVN/4PGBftuKlAdgFWGzYO6ofmRrbjdo9pVVllckp1qBT0/kx739/vGzOyKicvPVSks3iNhCQ+MaxsV3/XeOUU09tG5eDttG6++IJ4p0CXT0d2SPcdQJxexPI659pfK8/7rdgKcajcws3nEBr8VY5xVj4uM+/4OK44YY1KWhOqt9u+E02eGsUI7/xxg2lmF3BLAGHP2H6FuTa667vyqzCjCtlXeHjzJnYf/zdPyVTajdmGdKVQAWaqfe5BbHRwq5ZfV2fBIkRBgAU3ykfpLONzYLTyvbXugtGIoFivN1szmZt6hs3BKGurGBozviXcjL4WSvXvYq1IJQ4lph77rLZeIrPRJYTnAgZaP+W226Lz5xwQixbuTIGDhkS2++xa2wzY0D0vGl8VESJy3S29vlMZ5sj8KwA5jKv5y+NfpP3iH75G88AACAASURBVDmLFsSPfvSjrmhAYKp5KVuOeutbY4e5Q6PytblbNe8ya9Xtb9DeFSui34wBMWHalLjttt75G5ecAFhHabvlDaxUGx94IGnxZemj8XcUlo1M3Y8+lq0MEbIlYmGtyy2wzhXMBAnCDZq/8cabktKojzklG7w1xmfIz/XLp55q2TbG6qzwffe7TOLueO43v03nioGAP9qPtKe5A1AHxsufyFScU9TxxJO/SGMxppxinBZFpi0R6N0U/aGRSd1HKFF3bvEsie+6629IAgETZTf16Yf+mSfETLO3YbutsxifeiRdQRcEDXPZbk0IkeiQWSunH8bDLcDUJzIaPcp8JMCsG0GsGJP6pVP8wVlnx6c/85lYte++MXbihNht5ODYfs6Q6Hnz+NoNWYLOrn3+ApCy+cS7Zc6dPr9+VfQcMip2Hto/zjrnnLZnuos5aPXK1UEIxCDbFWDwmsMPj35bLyXZvIILAD9xVrK0uGaZJtyssFylUwX3P9D1vvndP/1T3HzLbcmlYv/kFLxATIWcAnhzTlEHN6E7LXKPdeEhKQ/HnT96YV58Bhf1TSwR4b7TWKeuwNtmorXIN9yMyWG6/Ml33HlXPPX0M0nraPydOlzy4NhV43dlJ9ukmgAXPuQwb+3wewqg60ab1DatlG8FCHRTzMuzzz4bt952R1eWCZHsgI21g09ZNHOuoFQ/HmM1Z6RjhC3wMHeT1dfrvbqNH5hK4uFYBSbfrH6/E6VNsu6U+BvbVT8QEaXPL+4UASA3RuuqrbLFGATa0FQ+c9xxKSvY2EkTY9DEkbHTguHpFqfKF10AsjgqV66oHe36cwWflQVwF1icPCf6Ddsl3nDUm5OrodmalJ0jv5PFT1wGYa1dcddxupRk2ZCobr2UZPMC+LV7Rs9rRyf6/eZpp/2J+RxP4XoUWY4vdFM8f+OGm5IwnosJ2mdJTYHVv/tdNi5QnvBPGdns6U6LZ1jybtywIb3W12Hv0MjRPqso/kxoKXv7ZlfgbSAWDejxqxYb2WeYruArjI/m57P6jtdPgksrmGFzI8fVS7IBTFKW5hR1CK4oclPn1OEZDJ52y4/arZYLSGwIwoC56bQAbtGRkhKIcjTPhCnEaD36otC6Aatz6gAvJ3Vuq34UxM0K4WpS/nDSakFnnuNXI70aX18VtEAQIBRyy/CHC26zDuI1uCLq+1C0a+0dS7vlllvihBNPjFcfdljMXjA/hk0fHzstHhn93jg+qp99/gIQgWfX7Zl3AUhZsO3L3xEsLl0ePXMHxpgpE+PW227tmkmbN8wZj/DXrtCA9nvFK6K677Co/GDx5gWvvpzLLbWuMxbFNnMGxuKVyxMYFcIsPpUCwtI1t91ZCtEDXqI+9bbCjHa0QnG0Z/Gm3KPAeEAtUdWD2fySIAIbmclbjcWY8XcY5iQMXle4gT3TShjqGrwxMQ2vXXdjkixo0CnK+ac/S5ITc0UzRlc/+b4vBIDcwARgVETz5tZhEoEB6TFXCDAuxOIsoUsxpOzsplg4WqWjVJ34YmvA/WCyJBSAZ55pkAjJ0YtWRNFpf22yWgT3fcn90Ff1Fv3AJPRbkJxocqcMAKt2jMOlLAUjKZ7pq1dzJjKUcIA2ROoXR9v45FkcZFOStlNq0CPf9KZYuGxJShW669LRsc3rx0f1UzNS7u90FptZnAa7pTHwa/eM6jsnxPb9d42Tv/SlJOi2Ykadzj0rFYGyXXn00UfTnePVQ0alSzS2uDnc0ta8sb9yn39sWuwydWj8zdFHJ/M5gAOQgLJbZQX/JYhTOOztXPpSD1cqgbAbc3ktKdJ9SflsR5vNvsc7uPRYhdtFuRsrPuoEBv+6xFh4jQBoc9usdA3eKuWjlBjjuuvXJPVf4hOA7pxb2cJU6UgALcugcwoGy/xQRPTm1AH4nT81ebnaabEQiEe0ZG9WhzJ9BNo0ZsepzFO7AriBPf9TAdzFMwWAq6+MP7l4rt0r8GTy4XYQ9KXd3M3XrK1iTvm1CwDll7ZJc6wSzdpo9xlGJeAMfUtN+r0zzoxPfPJT8bZ3viOW771XjJ43OXahYbsA5Nhp6ZKHyvlLo7J6C9KwGxm2/2XcOnV+bDu+f6zab9+UIhmD7KtCCLJvG4Vua+6UhCAfufYvvPiSWmrU142pnXFv1tetn21awfDiZSnmYfy86fGNb34zKUyUHadjukmyhJ6cWhDsZo/lYgCapLUTBrvhQTRfGrA+5SoG+JITWYSbssW4CS74HGWUBffyy69s+nhX4K0hEy3SV8azSy+9PAFfrrmDZkWTymXG+sOsmW7E6sJ8zrdWpOLLBSDPAW1+U0CZKwgUq4YQgbG57k2aNPcAtGZ6ebGJuairWDfCAJ+QVJx9UYyZxYLQon1Hv/qSyeujNggw+n7ZZVck4qb5dju/7cYPWMRU3Hb77fGt006Lt7/rXemKzSHTx8auS0ZFv0NHRfUDU6IqChpg07BfqkFnnQCcYKWLloVc10NHjYrLr7iiz+eaVYU1peZ2+Y9kYRIs6H55Fjn7R0aqSy+7PGbMmRPVt4xPEdBbNe9NmGGtFY04JnjKvNh20ZBYsc+qOPP730/KUjf7PAn+6WZEyts/dSX0c30SAPiRc0GXkI4eWSjbacyt+AY+LLMaNyxlqtOCR3PZXXnV1SmNcLPns8BbxQBEUhJAaYMxEyf/7L0/TpJDs8bafWbABsuMlsuMSS00s24A0/j46VkCcu8vN9YCaJh6Cx9Ouzlo9b26ECaN2jzzNdcX3yMS0hqzLsnROFoVv7eGCcDv25hAt7fft6qn2ef8TcZLmyKQ9SZsNHu+3Wf6jubQng3mFXN3BMvG66sCsPlZf3TXXfH9s86K93/wg7HfQQfG+EUzYpeFI6PfASOjevSkqH55TlTOW1ID7FZMb0v9XJrMY6fFrqMHx3uPOeZPgm66mWvrKEai0HJoGXyMaNiZeIIqrYU5Fr27m3zm3LlR/ZtJNWvGljqnW3q/uVDeNzl2nTw03vWe98RTvZw2akcfeA7XkzSieEY3xX51c5l7x8tm6mzWHksQHOrm1jFWSO5jwkhOsS+46WBQq3iepuCNAdpYzYpJ0aFHfvrTF8wKAFMh6YhqNvhcSYy0wcZPcmrVh2b9qv8M8D7w4INdZTwzBzQB4+lWMzVfTLxMId2Ai/ngQ6HVMu3XCzjWBZAx05c1O6lPHZ4TjEU4yJVW6+ffe4KYaE+bgM++L6PRMXvZ/ayz+TS/BLZ0xeRTTydzWc48mw8MgMB23333xQUXXhgf/djH4uWHHBjjFkyPnecOj377DI/quydGVaT4uX+hgF2Aiwxbpy2I7RcNi/mLF8cDDzyQvSfRBEaN3lhO+PYIRrQTWdaceb3s8isTeFME0EtjoNEll14ak6dPj+qHpkZl7RYYN1DM61/C6zlLoufgkTF90dw44/vf/xOXRyM/aPa//cbKKgeF8/7dKA+elbYUb+ztNq9m/aj/jBXI8VexW7m8UPIV+OhIXe6Y+Lq5ons7hdEUvDnMG8EXM5QU3m1ITNtMWs2yiQEojTb7rn6SWr23oDRLJmKTkFNMGAYg9B4TyC0AkQmYBgmM9C23MOcDcFpELlFoWx+AFZ8OSRUzBDjAy1ligkan/dQf64loCQeNTDN3zNbB/DNBsT7odw6o1revTpd20MjqhZd/Jyz8wz8kjZzwZ74JMe3mWn2ET5mTfvrTnyazsBSc+x/yyhgzd0rsMHVQ9KwYGtW3T4iqrF7nLq1Fib/UEqf0NSA8by7vOXJsjBg/Jv7+m98szYjQH/5h/7DCYNBOOjCFu/4Tg7WnxCs4h2ut0IjAnt5uezr9zDNj/NTJUZXX/C99/vt6Pfu6vhtXJQF2+3lD4oCDD0rJVDrhO36bjhI/fzy3G75Q4/e/SQHC4oM66Uc9b9EHuAN/cq2F+A3LMRovE59U337xHl/TBzy+t7E0BW93DmvYgzqTTOTP/ipl6hKM1A6A+FFtUoCXU0hOKfFKFzm+JWyRPIZGmdsP42euI4xYkEaBppOxqYsgQPDpVgtVF5AVKMLMSGoF3CKwfZdTPOf2MAIP3y5Czq2rsX3EyJSljwQO65tbd8qod9sdLeMirDWLCXCw9qxAaNnaFW3a7AQelgbS8eprr43jPntCHPjqQ2LUrEmxw/gB0bNoUFTfNC6qn59di2zeXFds9jWTza3PjWHHz4xdpwyNw484IgUj1q+rOTSn5htIE4AI2wQmuR9+9avnkivDPmYRuffH9yVmxBTOHGgPeLZYE0xXVi6016p85Wtfi5HTJqR+bfV3/xn83Y20dJWbxybF4KljkkupkxM6SeGgGG3s7kZGdEhRZLmxn/2fU9AhuiyuP86tgzVQnJO6cor+U4DlRmkX+9UUvDXuonCSUQ0kfpJAh+Rc5hyvjchWT5spNmenAxGERPLQfm4dFpWPGPB2s6iCFuQbpznm1mP8BCG+WlJZNxKiuvQDMF188aVx7bVSzHZ+DrzZmqgTgBN8cjPWNatXf21u1gcRmEzf9YDa7JnGz8yf9LNMSe1OMqib+Zs1QTAlTf1///M/J9AQq7Fu/fo48eTPx4GvOiQBwg6j+6czzNUjx0b1xFm1KzaZjRsZ1l/D/wLtvrswtlk1PGbMnhNXX3NNEnYIsgR5whBGiVbsLWZvNG1drS/6cdxHHILfCLYUj9GbXGltMTzpMFuVTx93XAyZOS4qJ23Na/6SocszF0W/V4yI6fPmxKWXXdbW0mVtKQY0y0KRabXe7T6HCzBKgFo3PF47aFoyKLwll8dTUigNlDT0nFMoYJJOqaNdaQreJOnrrrsh5QyXPcv93fUmynaV+l6aUEEnudF6JpBWSRLK1Zz1g5Vgw023JKZdpt/NfoNICBHuICcN5QoT6jYWjM4fbSWnLs9YD1rM9Tes7TUDWbPxtPuM9IgJC/pjxszpY6s2gCqmXmRNM44y9fsNIJCNj9RepngGowDcq6+9Lr512rfjuBNOiJe/8oAYMWFM7DB09+iZ0T+qjnYBBOlJt8Qz2H0tUFy9MqrvmBADRg2Lt779HUkQB8h33HFn2ks33yJ97N1JuGbuxh8kpyEsl13PZuuHcUrQ0Yoe/vZ974s9Zo+KiutQ+3rMW+vLm9P1q6L6hdmxw+RBsc/LX56yQjZb2+IzfF2Am9TKeGpuQSP4gOBGFshWNFOmfkCLtgXX5mKN9uGVU0q5LmNzIwaEixHfaleagrcN6eqyq6+5NvusHCYtgpBElDuxhU+EFSC3WBgWg3Xr1mdLQ0XbFseY9Kubguju37gxAXiZRWpsC4EJMuMj5OOmdd+44ea08LlSY2MbhC5R60zPrAR9XQhBGPU9996bUmS2oxHzdM0115b26ZsH/Xav+Ze/+tXYa999o//gwbHtbjtHz6Q9ovqa0bWbqS5eHpW/Vg27GWBtWBXVz82KbacOjAMOOig2btyYom7RGHeH/dRurXJphaAtEFHeiGbljUcdFbvMGxGVU+blAU2z8W79rPu5vGJFVI+eHINHDo9PfPKTvWquv/pVzf3KtdVNgS/yLVACcnhofdu0XFajXD+3uriBWAByzeXq4BKkucOrMqUpeEunSXqgaTJ95wCCDc52z/8tbD63MH0W2Xty6wCW/Gl8b90U82A8pL2y2l+z9swN3yDtm3WiExML4KYRMwcXpnf9YvZxPaoo9E7qa9a/4jNjpN2LuO8t6rH4fSev5sBYmOflD3/88cdbzqmNmqLJ79/Y60ZVp0109z33BP+oVJqjx42LXQb2j+2mDYye146pAXZxDhto/yWcxe5LADp3SVSfN4Oef+GFL4C1ue3N7N3J2rf6LaGY4vDMM79q+hN5zbdfOLSWra4vx7y1ru4AXPDgmYtjmxXDYvK0aSnbYLMFxMspPwAuB1OKOtEi8GdR7UaxKPiFGK9uLKr4LUsUrTlXkPAclyo8KDs3TcEbU1WBoxwYN/9kTsF0aYg6pc6cwscuyEnQmPpyikUCblwA3RIO7cNxLH3KHZMxmF8+YL5Bc1RmwfgNJWAhhNCE6p/xHiEzKwtg+78lzC5l5pIZ1LEJwWby1de3Web53n5jXRAt+uLn4Zt2vKxe+PAbTH3NmrVN8wf43rGju+65J770la/EQYceGlNmTI+BY4bHTrOGRr/DxtZ8pGcv2XIuAPlzgckNe6VjcLtNGhYfPvbYrsyava17q++su7gSZ3Ubi72/5957R7+lQ6Ky9VKS7sB2U9DX9XtF9UtzY+exg+LlBxyQlD97syisKngIzTsX4NSlzuReuePOFNNS30bRVplXz1FOuB3RXD3PKfN8/W8EveLLFLLc/sATwXsShJUtTcG7eNiGoR1KEZc74TqjUyKZcwbmmSSRP/ZYun2o6Funr0AHkxd4Bshz+qJNzwnAIdQgxG4W3bMCf5yFFsDRW58At2MMoneB3f/7f/+9MYq58LygLP4kAlNvx26KZ9q9qtPaM+mgBQGAAL0vi7UhFAlSFMQiULHwG9lg6IfLopgfr7//wx+Shv3FL385Xvu618XchQti2JSxscvcEbHN68ZF9YSZUfneotq92C4A2erLbs/wvzo3+s0dFAcccnDcddddfSqolaEX6yohBY2qsTimumTFiujZe1hUt15K0n4tNwVA91Yn7dvFNW+bEAOHDU2uqgIzWMO4yBwJ7JZ3oA8+bv7pXGUObVG8WC+ZzNVT8JZGumv3P0zh6ukmmBmvY9E1P/+vTuBp13av4O1hk0XTZALPGaDO0HZFsAO9nIK514KopL37x5wq0jPAkiCCkLo5rqQ/tUjmH6ejLTnzUgwC4QBGgXniA5oVwC0QAng7L6v9VkVfgLvf++tGUKlvQz9tQmZ0JqJOjoXU19Pbe5vdFZEEPb52FgSXA7gWlT9Kjut7njeJv+moo2Lx8uUxetbkeNnCUbHNYeNq53+/uSAqFyyrZeDaCtjlmTzGe/DIGDdnanz39NO7Mkf2tsbtvmNRYiErEj8Vv3dCYMGSJVE9aGRUzltafly9Ac7W7/p2HrmhzlwU284fElOmT497fvzjpJywmroSmiDeDa+k2bq4hIutGyEAcOO13LHd9AlPZE0AurlWWJiEr3MXNdJ8QfutXtuCN6CgFf70py7FyAvUcsSEhENrM+CcgrETAu6440fZR5gQjnr49J1Xt3C5RT0CJgQYdHOcTftcAy5kuffeHyeJsr5PhcbNLAMwewPu4jnjJM3x8ydN/X/nuT2K+opXbRMGEL6ISHfcdnMZQVFv/au+I2LRy+b27HPOizPO/EFKEvKOd70rVu69KsbNnRa7LRwd275mbFQ/MrUWwIShX7Nyq4adA0gihj80JXacMjiO+eAHUo6G+jXZnO9Zi8Q38B/WFxmr5ixYEFWXkly0rG9BJ2fOtj7TfA2u2zNZvbYf9LIQYHjtddenOJzayZr6Fe3svefFGjmW2I2fG/7QkgkUrdKOlu1ZSuP78CNJscgVSn71618niyYLbKd1tAVvAzFZKaPX0/nMmsYISBzbyS2EALm41dPpQOvb/Jd//ddkWu5GYlIf8MdkmJNzrQpFvwB4EdChX8Yn6hZoE3oAd6cmekEYjuxZu24SGBR9LF5rfvDnUsT8T3/2s66It6izeCXBAu477rgjvvDFL6XjJwuXLY2JC2fGbotGR7+DRkX1mClR/crcqJ6zJCpXbwXsro9NfW9R9CwcFMv3WxVr163L1iKKNezmFY1ziYh/qC+CEGe6lOSt46Ny2fLmwLEVUP/888J8Lvr8VaNiwPChcfxnP9tVwDIaoCgVx7CYqXN5v+dYD1kOWXK6qYeyRZHE98soVPW0XLyHqxQ2t2DmKLWlwNsgNcA3myutSKrBpynakPkjp+iHAfM3dxt4xvzOHfCPv/td1sQV/eePLwir2xzoFvC5536bGBcAZyGgfXZHIP+aNCn1CPToVAAoxtn4imCZsUVHEl6Y/nMIUL2EAetw7733xtnnnhsf+djH4oBDD44JC2fETrOHRc/+I6L6nonpPGlF4BnAvvGvNIFKXwPU6j3TOffB02opULs5GdJII7n/20fr1t2YmLb9Tqg997wfxoTJk1NGr7T+fT0PW+vrO+Dnrjp9UfRM2SMWr1yejmt2Y1amIIl7QZu5QFlgB16V/NyZSVTUwwrgmC4MyuV5xkFz1xcYklNKgbeKaZmPChpL11vmRY47O8wEz8afCyKeA7xuIBIM181iIgrngGm1FiW38NM5i04L7cYUr33jE3l41VWrU2IRWkjuGIvx8Ber07ltRyxyCa6or/61EF7UTeComcfaz6XNbDM6R3zRxReHfOIHv/bVMWXpnNht/qjot2pYLZ+4bGdnL66ZxDdsBeyutex6kHK940mzYruJ/eP1b35TPPzII13tg3q66PS9/UfDkmKVonDFlVenC21Ynvyd+vd/H6PGjUs3nFUEINaPY+v7l958rOOKmRo7DN893v/hDwXzcKc8Ft+TmMnpAwJcLmagRXyJkvXQww93dZ6bNZRS5SZD9JpbalbWe1IQdW4dpcFbAzQtkgsAyME6i5fO4cqf/dxvOl7MYpDAx/EqR6aAZadEUV8PgcSCdhPYpX0CAKGEcNIqyUTRbqtXc0oLZepes3Z9rF+/IR3X6wuwBZZFgoRnf/Xr7LiBZn23qWxO0rHAC2vc2GdzZGziA9z+c83q1cmkdujhr43Ji2fHrjOHR79lQ6J61PiofnZWVEQU82FvvYBi0zHmi5dFz+LBMWnujHTdZjdJKprRRavP0MJ//ud/pZzo4mhY87hKCJgsOU4c3LBmXay/cUOiWfEb3zv99Bg9fnxUj5u5NanOliKsXLUievYdHqOmTogLL7qoba7uenpBI3zTTNPFXQv133fyHsiKTmd9ZHbPLXjar5/7TQp4loU0BwO1bZ8JdKulG88XADoCb8eT+KwFK/3bH/+YNQcmgPlWYo5cc4GGAYYJEJncjQTEGpCi/R57rCutGbGJiBfBmHuMAUFIHZoyp/3rv8bTTz+b0pSyNDSCYc7kmzOnBkRyS+ZCGu3LArQJVbIVIUyCFcC2YVxUs3bt2vj8ySfHq153WEyYNz12mjQ4+i0YHNU3jKtdNgGwV++5FbA3B3OmGf3NpNhl5MD47IknJiGxL2mhqIv2hHYFXmJazOAEXQrAz3/+RHLFuSWOUkDwY70Rn4Fxy2NfWJ2+dsopMWLcmKh+Yc5W+tgc9NFHbVRPmRc9E3dPbjD3W5fhY3gpXuIIFtN0N/wdz5M7gkBIYcwt6BDdEibQpj7mFPVIsiUAvFv+2xF46yzAtcmYiIuN1ekgMHXh/jQ1k5tbMALHiExmN/WQ/PXlySZXoXbSN/OB8dx2+x2JUMpGYqMDwM2sA7jrbwcjLP33TV95kfr1Y9BHwYMYpqNkfa1t0fAlLbhxw01x0003x40bNqQzn6854vAYP3tqpAtAZg2InteMrmlRfNjMoFs17E2nYTcyYvECpy+KbUbvFiv32Tvt5dz9g4mhKUxZ0KX1t78dxWTNIrgxg4sgFzMjB4HztYIoH3/8yQTi3E6NDNqlONddv+aFfX3c8cfHkImjo/rVrXnNtyiXgZMM75wQO48ZGJ8+/vh0bW89P2r2HsbgoU6zEP5zC9oEuI7hcpHmAq720TLXIB91btH+73//+9iw4abn0zzn1lR7rmPw9hjNWR7XbkwQQOOmm29JvoxcIUBfSOoiU51t7mZxSGfM8O4B76Y/npVNaP36G1MQV7u69BmBAm4E2yzoLd1NftfdyYRYRnJtRxLaNP8sDqwX/Izt+tlbnerTL3WKwrzzRz+Kz510Yqx6+b4xesqE2HH4HtEzdY/oOXRUVD8zs3bF5pq9tizAJlwAveJvSxU29NvFI/sOj92HDoorrroqMSbrax39oYXiD6gXf9a4BtL/kUAa3Vpzwi+txhFCyYEknCBwomfBpbTqJ578RbLGOAEBqLXTW1E3txEhQHnfBz4Qe0wbGZVTt+Y136LAm+B40bLoWTk0Js+ZGRdfcklLQEYThD88CUh2C9ysqvzlrJnd8E39+Pnjj6e6yipkjbRtbBS0dQkXulM2i7qzwNtEkKbdLpQrsWMOJO7Vq68rHeRUdLrx9YEHawlJck356jO5NZfAvcn83Y65NPah/n9jE31du6qzd6ECsSJUjK63c/QCHFyzyk2QO+f1ffTeOj75i1+mrHM5gXHGqQ5S6X333x/f+Na34tDXvCbGTBwfOw7cLXom7B49B42M6mdm1AB7S70ARPTsJcuiIif6Bc//Xb4iKgSQLS3q3b3kn5kZ2+yyY7zl7W9PSXBoytbQH/8yoVwwofTIzz77bAJlmrPAMcmWaM7Mhy7DkU9f0iPaDZcJlxHh3okStJ1b0BULH6EWvb/5LW+JXWeN2JrXvNGKsoX8Xz15dvSb0j8OP/LIdO1rM/6KXvA4SkWjJaZTOkI/3INoEn3nFjzOHrj99lqiqNx6jEcqbPFV+tYXJQu8NWyjCy557LF8M4KgFRK5c3fdbHQT4wpLwWLdTIz+AEfXw9EouikYjuAsAN4q6b1+yyJG0qRxNyPoog++U5/jbZ7JlQCL+orXWj9/H2vXrkumpTLzpy/8NaKTv3naaXHwq14VYydMiF0G7BHbTuwfPQePiupxM6Jy7pKoXP88wG2pmurzmkNlxcCoTNk1KtN3i8r0l9X+9h0SleOn18z+WwITJWicuyT6TdwjRowZE9//wVmxdt36lI701ltvi9tuuz3R4t13u3P9J4nJFsdZmB1ZucRfiO2w/2kk6EcsDCbnr6Dh4rWgs05fPW8PEhC0I2f9TvOHp3vGtzjNc0ugjU3dR3nz3zQudh83NMVYEBLrizXml/bXLXCrl7WHsMm12g0tit2BTwTS3HrsC0dhi+OPufXUz5f32eCtA/y76Y7rDpKp13dAHRYq3aX6zDPZi6YexGCSBXl1Mzl85oX63gAAIABJREFUbcx/ALXbyz0wNuZE5j8BGPX9IqyQCpl19L3+u/o5qn+PCGhFzPsu8uBj7IuiXgIGpi0is97nXtSvfzbCgw8+GKd95ztJw5YCsf/wIbHj1MGxzSFjaj7s7y+uXQBCK6WxbsmgXTC085ZEZdKuUTl6QlS+NT8q35gXlc/PisqRo6Iya7fa65ZwfEnyjCPGxC79dw854aWixTT9ocf09x81k7h9WfurmcrRcg2ogXTNvF6GZgv6yXnV3g03rE3mxuV77hnbLRma0m9uBe+9N198RLEHun3FB36wOPrtNSzmLVkUl1522Qs8jyLwwIMPxn331YC7W7pireGflh+jm7q4YlmaKHR4ZE7RPv7u5AT/ezf9aWw/G7xVZHOLBpSLOHdw6mE+J2HzneXW4zlSkoAYJuZuioAJkbCipjGQbgpN1q1cIicLYsIkC99g7ZKR8oShP+pJCVw2bkyMt5v+Fc8iKuNOQXO335l81/qO8DY+8EB869vfjte9/vUxb+HCGD5hTOwyY1hsc9DoqH56Rk0bumR5VK7ds3aM5y8BsOuZFfCesEtUPjujZionmABraTo/PrUG4J+a9tJmqDSfL8yOHUf3T1el3rBmbbawXNDMpn61p93XTGCdMWdO9Fs5tHbmv35ttr5/adNd/fqsXZVcaDvNHBqvOfzwuOmWW1JwKzP5Aw880LW1Ez06skrxEnfUDe8mUAjo/dmjj3XFY/ndme9ZhXOxrdU+6wq8MXymLZogv21u59TDJOc6S9pdbiFMuHhEJCtNN7cYB58dtwDTS7fSkn7xBfINEiwefOihZNYhieXMGaIEqo899ljSloFuXxTjrJnDfxrn/fD8OOnkk+Oot741lq5cGWNmTI7d5oyMbQ8dG9WPT4tKugBkaVRWr/zLBOx6plOA9+dnvphRMkOftTgqBwyNZFZ/qQot+nXW4thm5bAYN3lSrL722rjl1ttf8uCNHvGVu+++O2VX69l/eFR/uPVSki3S8oAGWeIuXBY9rx0d/YcOTgLZIa96VZx9zrlt3YZl+Js4I0qS47Bl3H+t6vSseyEIFd3gEYtWLTvcxmQ9atVeb58XPLnZb7oCbxUCH5ogCbnRNNyswVafJW00nX+TKzv//DFhQnCNfOCAKLcU46oJJk9kgWx92+kM988fj6uvXp3M+1wO3UiGnpVh7vEnnkz1MYHmFgTiedLvt7/znXjbO94ZCxYvjtEzJsUe80fHdkziH5oa1a/Nq/mxpSfdUoPP6kG57PtW4O35K1fUzOljd37p+r4vXxHVd02MQRNGxmeOPz4lRNlSwJtvHXPno68etvVSkizglpnQfl27qmY5EofCSiangr185cqUjzzljL90eVQuXpZAtnrB0iQsVc9bGtXvL47q6YuietqCqH5jflS/Pi+qX54TAtEkVaoePzPd6lf9+PSofnBqVD8wJarvmZTorvqW8VF987iovmFsSsXbM7N/9Ntx+9hmhx1ij4GDkkUPD8otnmW97Ytz4eoCuDKo4dG5/YIfTjA5dcGinFsofo15/ou6ugZvFQES2ZFECpI2cgfM7ypqVdS3TucUbTNF05j5lHPrKcZlAS3AM8880xWAE04EY9x4400p+QQTf47WXT8nxkpYkXBFgvtOrm21Zn/4n/8zAfYZZ54ZH/zwh2P/Aw+MKYtmR/8FY2K7g8ZE9W8nR/WLc2r3JwMpm78s4P0l/a438GZ5OHZKVIbvWGOAL7Vxr90rMdmd5gxL5nIahYt5tgTwRuto/FunfTuGjBgRQGCLupSEtsk60wicXC6AUwbBq4Dnij8Bz+pFy6J6wbIaeJ61uAae31kYVX9/Ny+qpwLPubX9eeKsGoB+ekYNQI+dVhO23z8l5YKXjMdZ6+rbJ6Q5FDhWff3YFP9Qfe3oqL56VFQPGRnVV46MqnsE9hsePauGRc9eQ6Nn+ZDoWTokZeJzec02CwfHdguHxg4Lh8VOC4fHLgtHpit5d184JgYsHBcDF46LIQsnxNBFE2PEwskxcuGUGLNwaoxdOC0mLJ4Zk5bMisFjRybg7rf99rH9zjsnvlPP1zp5jz7E6DCVi1XC732WW/BQ/nL8uRvlyukd5vKctLBF343lqaeeSseyi8/qX/sEvE2WhgrbPqDKLb/9rQxg9yXtIBfcPOcwvOAr98jm1mMMFvC36ZjW3dn5dc2H29CY82WWArYCIZyJ7qZvxRwTmAhPAJz7oZXJyBqZF/nEz/vhD+Njn/hEHPKaV8fUxXMSYG/78pE1Sfmk2VE98/nAs78mDbsV8PYG3jSXYyZGZfROUbl25UtPuDl7SfQ7eFRMmjU9rTna2JLAm/Xsf3zmuBgwZEhUjxxb/jrQwkybgHOvmsbpmBzgLLRO4Jk0zzrwdGOZ+I2Ll9eOBlp7rhH74fRFUfn2gtpxtVPn166i/fKcqHxpTlROnB2Vz81KeQzEgVQ/MT3lYa9++Hkt9JjJUX3vpKi+e2JU3zEh3Y72gjZ6xJiogejoqB48MnoOHBFcBD37DouevYdFz55Do9+eQ2PbFcNiuxXDY8flI2LHZSNix8XDY+fFI2P3pWNijyVjY8CS8TFo8YQYvGhCDF04MYYvmhQjF0yOUQunxNhF02L84hkxdcW8mLFyQczbZ2ks3G9FLDtg79jzlfvFvoceEPu/+qA4+P9v79yjq66uPH4TQK28Q8BAYsJDIORBIA/yIA8RpVo6IAWLoPVBpyrISIsMFUGqduwsZ1TEVasjCKjQqWLQVAhBgQQEgihUJKBQsTo+Vqd/oGuNdcbarj3rs38c1u3tffx+v3MDof7OWnfdPO49v3P2OWd/9+vsPfVKmXTVd2TK9Kvkikn/ILWXjJPrbrhB/vGmm+Tm2bPln+bNk3nz58s/L1woi+68U+5aulTu+elP5V9+9jMhC94DDz2kAa2PPvaYrFy1Sp5cvVrWrlun6VGfr6+Xp9euldm3zpX8kSNVIMstKJCFd9yhCpfhZ27fwR2UF3DH1NywAW4sx8RMUXEMnuq3YS0iJon75X6xEFwwGd1ISx6tJQW86RiiMXmSMuB78Cu18D01WxywK7NJP4T3U8UMP7PNokJIrAFEY3udG3nOua/qRD86ZT1hSPjmSWZBTudkADhMGeBm8yEcmM0HYGM9IEqcCM8lS5fKlVdNk4KqEuk9OlujP9WstbRAUp4oc7QAfFOxgOzr+Pd44P1MuYQm9pfQmLSOd+e7oVrNl+kF2TJn7ly95sU5OFvAm3Px0saNUlpeIef36CGpeWlOvMXPTwLow8VO0hayrlEi9r6TZlxAlP0MiN6RJykLRmjddzXl3hoGomii1w3WK0yqiU7NUX8syYTIT5D6TQdEO40fIF3GZ8k547LkvLos+UbthdK1Olu6VedIz7EDpUdVjpw/eoD0KsuR9DGDpW/ZYLmgZIhkFA+RASVDJat0mOSUjZAhFQVyUXmh5IzOlcKaMikeVylll4yVysvqpHrCOLn4istk/Lcu11Si35o8SSZNmSJTpk2T786YIVdfc41cf+ONQk37W+bM0ViUSVdOkZtuuUUWLV6sdQIAUW4R/NsDD8iy5cv1GufjTzwhK1auVMENEH32uecEEH2xoUFpu7mpSbMgNjc3axne3Xv2qKZHadjVTz0tGzc1akEqIq7JeIYmSQAuFSLhqyggKATwGPg/sTiAF3E43K+GD8GD4MdYVtva2qS5pUWeWbdO/vX++9UlwjNxT2IxddvYxwA3QWWYuEm/a8PjcdWaLJs2+UKYL0G/5pqa2/mEf455YE1Ql+3RYzHnFRW8bYjAIqMB2tyvo243d5mJyLbxfyP1EA2PQIFf3qZBEyIGyV2ORJRIOOHzPF8Dbva+phszHKRZZILYkBq5Oxv+P7/j5JkcKO68Y6InSpzgJALPps6Y7gB2UbZ0rsyQlOmDNPITP5aa7oKKXbEFlmjgjYBTXyWhO3IlNKqXhG4bGvv7Z0LgwVz74Gg5t2KA1I2/RHa++qpuK/ZIRwdv5+z8ScEA0Oras6dgYsVPek5eugOedTnSvXag9KgeKD0rB0qvioGSNmaQpJUOlL4lg6Rv8SC5oHiwAiim2+zSXBlcnq/gObyySPKqiqVwbKmMqhkjJbWVUlY3VirqamTsuItV27x4/Hh1M0y44grNY0B0NLctZl57rQInmuj3f/AD1UinfXe6/m/ej36kd5jvve8+TQmMFkriol88/rg8sXKllrsFSBff9RNZvWaNAujGTZu0hvrWbdtkx86dApCRA3z/fq6DHtQiPseOHdPrSgj81AiAqQOq27Zvl+PvvafgScpjgBO+C3CiIMBjEOoT8SrDbwzPIjkPfAnNEeBNRiOPBYAGT4d//t+XX57KFQCPR8EhZbObctFYxfkOLiB4HCBu05gjLlbGlijfRrznQGct0LT/gAo18T4b73+sGy4ALMfx6B8VvNEuWUg/jQlwQZ6gMZvMNoDtm286VbriTSDRGBkDmjz3qW0C2HgOAMu82NhImbEAF9IB3Ehg3GHnUEX7LNKi5i7f02qVn521gkaMCeEJDfvm2XNk4pWTJb+yWHrmZUpnCoBMy5GURfmO+Q9fGwz+TADL2fZMA94A9JNlElpRKqFlo5xAtZp0CX27v4T+s4NFQT9bpQFeAwuHy8OPPHLqLLJXOhJ4Mx4AhnOKxsa5R5uDeWGt+vbkyafA+7xu3aR0zBiZMnWqZly7YdYsBdDZc+fK3HnzZMGPfywLFy2SpXffLXffe68CKFoo8yc3AQC6as0a1fpI01m/YYMKt42bN6v22bJjh6b2pa484Hno0CG90UGufuoeAJ5k20ID5XeikUnxzLU7fiaJEsAJmBjgjDz3poYBPNILj6Uf6AMvQziHPjb8NZJvMhb4o1EomGPk2CO/4+Z3+mXc5LUHIAksi5w3vzOXQ4cOy759b8QFUDNOBAv6pG+bxhyVpq2tMZNpue0f6wPYQPVGv7TjLOBvx8qbKNAtKng3N7foBowksttJoPJTeQytl8H4bUwCacw2uItNidTHAQNU/c6LeZCFDf81jOXTKKAMcHNwyRzH/fdEkhzjIdXsjp27VAN3Sy/mAGAjGOCjQbOi5vGM710ruaVF0m1wX+lc0EdSJ2er/y30eFlQYtOv0EBK1JLeEirv41wLG99PQpV9JFSVLqFZgzre3WOC1G4fIV3z+wsAB9CYxr45U+BNchf2LOcDgHPA+oTyCTQvNA0sRriTYPQEiT67fr2UVVRIVk6O5hjA7AuIEodCCldMtsZca4CTZ7g9R4Yuid6hG4oJ93bJlsVYscLhouK5bhv90EfTlleiAllkP3we1xtZ7aALbjHuvfsFh8j++Z2+WAtozjNwNyajMXb6BdAovRwPaJ15fqmKH3uAz0bOkc8Y3gouwPtsGv3jtiTFbzRe7qVv9gAKIoIA+89vw3XA/I8f/13CLqKCN8B7+PDbvutS81SKabBoONshup/G994/WXgkmsTmtk/6gVkQDY82DHH9jolnwhjIUYuPBDOP6Yt33VzHfqvAzQY0/4s3VvpDQGlu2aHvCAjRGn3xWTYK5nHMayRPmXnd92TYqAI5PzNNOg3tJalEjS4Y4WSjIjiH4B2/wBV8zwlwur9IQkvynBfJWh4okhD+7saajkVb1npFmd7pLquqVM0yfA/yc3uBN33DEAE59qkBarQqzh+JMwBkgosAP+JR0DAI5AQEcR9FMm364Z439bzrN7ygfUQ7G+35N8aAAoCfF82Qcb97/D3Bveen0R8CO3kt4jF6R1j4XN11uP64FhqLN/gZB9/hGQg/gDbXa92Yrd08i73gRIHvUZO4W6sn4yGYl1tHkXsBRYd9wv8QYGwa+xTzfVPTy2oxiRQUvPTNGmK+xyrrRZCLfIZaH9oOqx8fOiRqUcGbtJuk9KTUps2kkOTYEBxcv40F46CQ4ISfbRobaPPmLSrpuyFOvGexYPik8D8Z7RozuNG42bheGnTG7IIUSOBZ+Pj4H3NH0iSN4H+sWKEa9tCCPOl6QW/pNLCnpI4fINyxJAVhaFMA2F9bYWVTrUZlpw3J1OClSO3EK3jzeRrvvNiL5sUe5WWAGuaD2du5UXFcI27RIgCe7dub9R3rF9oJ2h3nxi0YcXYpl4sGejoac2VuPBe/MnNA0AB0EdBtG/xjc9PLajmAnpENmiLM8Ey0bS/BXJF9xfqd+ZG+edfuVnmbKl6W/NU8h/nge8elQMyPV77N99Gsw3kr9NCsl/veUD5pnuXnnbV1xteiWBCN/m77pS8EChQ5m7gqxkBMFRZdtwJAVPBm4Nx3o1ABEYJ+G4vGAiBp2xAI8EeqQeq1afAhTFYEe2D6shkT42B+mOP1cH32mWr1FHhAYvTT2AjQm0PtFFn5sz6DcnSrVq+W6TNmaKap83v3kE5Z3fUaCebR0Jpy5ypMoCV3LC34DKxHyj2FWr1p+syZmskvch8q43Jxz5vPAawAMiCL/40zQ6Qx/lbSRqIxU2EMPkHuZoqc8DOAjeCO/xQFgPMAUNg2KplhcTodjXOIoEHtZXiY11smicYIfdH8Xn5l29/E4gAsaJ9UGkRYSAbtIscD7zvUdli1f4StZD3DmdensnFjo7z/wQfylc91Z3zsL7Rs1uLIkXfUTYH1xrYBjmrJOHrMtivdF83NO/SdufttrAHWD3DXbYsJ3hAPrRn/rl/zEJMxhTS4h2zTMJuTa5zgEduGhkuyFPxlNgDO/GBu0Kh+w4tqHbAx7zMvxoMZa8XKVfLQsmVy1dVXS15hofTpnyHnDUmXTpdmSerteRLiWhdBZ00nq3adAaD42mq3HZXWz1VpUo2siwbJ4iV3aVEPGAvlDAmcdK4B7VGNaNXqp+TVXbtkT2urlvckO1VLy07Zvr1FzwY+WeoNbG/eof/HnwdzQRDH9QQww3AANbRCBGyEWTQkgIAXe5mXDVMLP+uY2j/86COrMxveX+TPjJ3+ca9BCzQqgAMt2YZPRD7H/A5d0HoBaJ4N/aAtVkbesd61x3PVnL27Vd48eMja12vmwjtrjnCFEIcb0FYgcKybb0lDw0bZtWuPaty29GDuCGMoXbbjY89veXmr+s1t+kI4RuD1WgAlJnizGJiMSM1G+LvfwUFs/N8Ab6zL5uEbINbP9IMgQBCYbUCFM6aPtS+A3Ia5YCqnTuvzz29Qn7UfrZvnsxEI6iCpwYxrrpHhefnS78JM6TY8Q7pMyJbUBXlOgoi/5wIgHRUUz4ZxvVKnyT++kdNHlt5zjzIC/JeAD6ZzBEI0Pfb7B//1oWxqbFKtmCx7/J3P8ELrg8Fx9nkhnPLCVMwLgOGFa80AtS1DjXXmI/+OO0kDnzwEiEX2Efk7Y0f44JrQ1m3NemcY4IEG7QXa4WNgfdDusSziFnjrrTZ1DUBjG74U/ozwnwkixpxNNDk8J1lrx3iJZyBuJ1lWCjAH7fuFF36tFp1E0dfh84z2M/OljDFKqa3rg72PK4izxNz9NvYYwgSWLM6ZlxYXvNk8ACUAzjUIvw2Aw9RGABsE9NsgGKY7DhmHy6bBfLimZSQ6PweFRUPrRiPBd4SkjjnGDYDzPBgldxWfXLVKsxhV1lRLzrCLpFdepnS59EJJmT9CQiSiWFvhZIJCyw6Cz772pvGoFo9HSiQ1t7dccvkE1aZhCuwxXjBoXjBDzhDWoW3bW5SB8Tfzf97Nd2zOVnt9F95BMK2t8M4cMZ1iPdi9p1X7xDKIIMPfod3paqTRJBCvoeElHQ/P96soxRoz84VXAVqte19TTRHw4u/JaAh5+LaJvkc4TMb42YvmBgK81bkHvl8FTD9jBhjx63NFDxrbNObXunevClzM3W+D/ghtWAEiY1Pc9BkXvOmAww4oUT8asPHbIBhSM8SjT7+Ng0UEOuY9v+Z882w2MEIFJgu0Dy+Nw4C0znywCLCgzPHdd99Vs1ssAEfSbjt8WH3YN8+eLeMuu1SGFuVLn6IcOXdCjpPQ/99HOX5sYxYPADsA7Hja/0s1GrCYMTRb1v3yl3EZAQyjvaLNvZwfP59l7M492g89f53vAv5onviTSSSFaRrTP1YJeAmAcToaz4E/cE8ZwDt69LcaSMv1t2SPAb5EkB+5vwFAtFf4L/RIRoOfIRRQgZG+kzF++mCsaN34uBkvyhrrhZbKenlp8HncrfBqvmszd/CHse17/XX5n88/t+qL2wtgj9/A8ITgDZEAJYI3IIBfEwEEAyB/8+ZBBUy/BOR7jAGNlRzoSFR++3Lm9kcNDjML62ZTGOAmNR8Hw0iajANakREJCRdhh79R/QvAfurpp+WH8+fL5RMnSl7ZKM0CdR6ATc7j+0ZKaOUYp0ABGnY8Zh38L6CP2QNbL9ZrgV2yesqtt92mkdHxGCj78WwFb84mPnd8g+bMxTuv5jySMQzlAzBA08H8jmkXX+Pp1LJZF0D7nXecRE8EpWLRJHELSgSlghlTMhrYjEBCRjYEHqwM8CZokozGXKAhcQho3bagaMbEuqKJIhBE8lZo4xXAsfryHVKoYuWwmT97hb2DJdp2vli/iK1AmPSLqa7AmwmzyZBYyR7jlwAsDNmTuP7A5Xi/je33xy++0AUhYtLWf8Gm4FCzYZAk4zUIDRAD9uGby3wH2iAlEvL/q189q9mcyD1MnuLCyhLpVzJYzsUkTl5lSumRPIViCAFgB4BsANntOxnynqqQ1MI+MqqiTLODJfKbsT/PZvCG2RHJHs0KyNzQ0vgfnwPoKRCBP5HrpviyMU/ChP3yMHPOvbwraGOVO378lACBKZgUnwZLMb+izZFwyY1gEu/53BKANx34zUG1DmJdwE2YrMb4HAvGAaWrUVJs+mc9jFKEkIWiF0kH3bthAJ7I1Mw6m2tcfrVbMyfGgrsG7GIf2ewf5snNKcYGjvltrsCbzhk8Ugf+XTaG38bAia4k0UG0A+ilX6QXE6VHvzYN0MYcgtQXy+TNZuAzSJuRwA3TQBo7cuSIrK+vl0VLlkhVba0Cdt/Rg+Scukynpu3ifC3rFwB2kDjGyrqCK+WlGi3t2D0jXYtQ4L5J1JQBurgqlqifM/V/AA8tCkCiAYwILOT2JnUp5xOBHoCHORI9zv1bNDAbhutnvowNbZfYGvgKwgQ8FP4SbSwoRnpf2KNZ2IyNPnEN8Dz6IecEc4/2LPMdr+9YCShTiSKHoGHj8zXPZnz0A33grSfipp4mVgjrxVH9bKz77/Bj4hjoD0UxUhAwz3bzzjoSDwFm0acNPemLeaIoxtoHbsbEZ1yDNx/+4n8dMwymb5tF47toumwwQNeGGEhU+K84pICrTQN80aqJSOTQhTckVw3K0PSEjlRoABszGAUGqJJDetLRNeWSXjRQOpdnODVzKQ/4aKmjYW8JTOJWoOVWK/17/9zmWq3l3Cmju0z6zhRNGeqGQXHWzmbNG+YHcGAGx4rHXWICkch4SMUqEnlwOwbBnvNpw1vCz7+XnxkjjJlbNofa2tTlCNNPpKHCC9U96aMgCHNFeEN4ARiIgra1SEbOmTmRUxy+jSvCVmGif4dWn58CbrTpRGvG/+HPb78NgJPl8q+tpdwtR0hCu0VLdpsIKHK+/M6zSJ2KJfXo0aPWQgD7lfgD5sncbZon8OZBSDqAm5NExJ8pRolP5Ohr+3QzuGE68SZJ4gj6IiMRm9hv04UCwNsO66FDiuVvbFL8Jvgo8PNg0iFfNFV9Hly2TK698XopqauU9JE50rm4n6SQT/z2EZJC7d/6sRIKSmwGJvFkChOYy9dWSOea/pKZna1FNRKZy82ZYD+fTeANg+P8wawJiIIZc3e9sbFJtSqCRjmL3ELhM8zvTDXGyhg++eQTx2978KBqqYCLW0ZNkg4ACaXE7VxMIB7BXChF8Ce333VDK/qC7yNYYEEwAbpuvhvvM3/+y18UeClAxXVbL5ZYxsS829qO6D5AG6eBJR99/LGatxEwbPCA/hgTsU24XmyEFdYfujlX6f5gJQQYmnoGb4hm/Na8+230A2G2bm3WnME2AE5fpFwk01kyEq+ggbNRAXHGiMaNZo0UvXv3bs0nft2sG6W4pkLScrOkc0G6pEzMkpT5uRKi1jCAHVTsCgA7mYAd3teL1ZJ663DpcUEfWbBwoQKG23Oo566Dms0ZG9YzNEZAEO3k9//9Bw26wvwJOBFrgt+RTG6435Lpy3VLw8jPwbuIcwF4TVpPUqoCKG5B2/TJ5+E3AFoizRlaKahSZ2H/AaWHDcCYMZh31oO5obBQyQzBgHVJRqNfNNr9Bw4oOALEXhvjQ2iFV+M+RSglSQy5QFgLG+Cmb7JxIhzysrE00xdWC64lg1M24wqnkWfw5ssQnoALrmvZLCYblcQt27Y1q1TidaOHT4QxYdIhnZ6t5Mk4kJLIOkXmtAcfelgeXr5crv/+LCmqKJVegzKky/A0SZ2QKSm3nQTsDQB24McNTOLtvAe21EloeYmcm9tXyseO1XSlXs4NjORMa96MgTHDxAAbGCN8BP8s10C5doSZEmsapk9MwQRIAeYAFp8nmQk+1zPZGD+gg6bHlS/uoGMe52/M0W/DwoC2h/k/WqNvIslNngpAFSXD5pmRz6EvhAesmmiLv3v/A2u3pHkGvBr+CuCiICUSUsz3or0zTvYQfTW37NTU12CTLUAyJlObA9raNPYrrgyuBiZzjXyBNxNB4uF6w57WvVYmACZDAAR+ANsN+KevvtK75K+/4ZSU80pwNhXzAvyp5fvoY49JRXW1ZA8bIt0y0qRzTk9JHddfUuYOl9AvSp0Sm4GGHWjY4Vpxe/5MkNq6SkmdlK3m8mfWrvW6xZV5nA7w5lzzAqQ5VzBTgBdGi0aDNsf1JcywMF6u36CZYD5FO+F2C0wvFrODsZIg6XQ3xuOA9hdatpExk+IUwGBuscbrZZz0YSyJ4cBmno1lEEEB3oulEfoms7FmBAZSX5vy0PBDLwJivLFvxcesAAABcElEQVQwVqK2yYmPhYE9YdsYG26G1Wue0XSluCls1oH1RSAi6h1ByqaxJ3C5krzLVqCIHIdv8KYjTAHcIWRwtg1zGIEQbBqbxmZHKmdzeNkYEJZggufWr5eb58yR/JEjpVvvXtIpvaukjuknKbOHidbEDkpsBmDdngAdr+/GWkm5M1+6Z6bL1TNnqqDp9azA1NobvA3IIIwTFU7UN5oH5m4yu5EPmlSg/A1NlbrcaKteAII+MZfaMGk/tCNnA9fPsBYCoIBne4wBMzy5LAAR0wAChJbGzVsU3NvDZcBcTnz6mQpSWBOI0k9mw9VB7BBuBS/rHWsMOt4TJ6Sh4dcaD8Eew3XhxwxvnsHdeBRAG7cwfTE/5steQRBNdrMC72QPJugvoEBAgYACAQUCCgQUSEyBALwT0yj4RECBgAIBBQIKBBToUBQIwLtDLUcwmIACAQUCCgQUCCiQmAIBeCemUfCJgAIBBQIKBBQIKNChKPD/XYuFPH7aB2IAAAAASUVORK5CYII=[/img]
Sketch figures similar to Figure A that use only the transformations listed to show similarity using the applet below.
[list=1][*]A translation and a reflection. Label your sketch Figure B. [br]Pause here so your teacher can review your work.[/*][*]A reflection and a dilation with scale factor greater than 1. Label your sketch Figure C.[/*][*]A rotation and a reflection. Label your sketch Figure D.[/*][*]A dilation with scale factor less than 1 and a translation. Label your sketch Figure E.[/*][/list]
Your teacher will assign you a set of five cards and your partner a different set of five cards for the applet below.
Using only the cards you were given, find at least one way to show that triangle ABC and triangle DEF are similar.
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[/img] [br]Compare your method with your partner’s method. What is the same about your methods? What is different?

IM 8.2.6 Practice: Similarity

The diagram has a pair of figures, one larger than the other. Show that the two figures are similar by identifying a sequence of translations, rotations, reflections, and dilations that takes the smaller figure to the larger one.
Describe the sequence of transformations you performed to take the smaller figure to the larger figure.
The diagram has a pair of figures, one larger than the other. Show that the two figures are similar by identifying a sequence of translations, rotations, reflections, and dilations that takes the smaller figure to the larger one.
Describe the sequence of transformations you performed to take the smaller figure to the larger figure.
Here are two similar polygons. Measure the side lengths and angles of each polygon.
What do you notice?
Each figure shows a pair of similar triangles, one contained in the other. For each pair, describe a point and a scale factor to use for a dilation moving the larger triangle to the smaller one. Use a measurement tool to find the scale factor.
What point did you use for the center? What is the scale factor for moving the larger triangle to the smaller one?
Each figure shows a pair of similar triangles, one contained in the other. For each pair, describe a point and a scale factor to use for a dilation moving the larger triangle to the smaller one. Use a measurement tool to find the scale factor.
What point did you use for the center? What is the scale factor for moving the larger triangle to the smaller one?

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