TÓPICOS RECENTES: |
---|
Tópico: | Postado em: | Postado por: | ![](https://2img.net/i/fa/empty.gif) | Jogo multiplayer com steam Mini Quarteirão com Texturas 3D VENDA Controle do braço e cabeça no fps PRECISO FAZER QUE MEU GAME FIQUE ONLINE Como resolver vazamento de memoria? Procuro Pessoas para Projeto Ativar o objeto correto em Clones. [TUTORIAL] Como fazer um interruptor simples (Unity 2018) Unity-RawImages e Renderizção c/ Câmera Jogo Lento e travnado. Alguém pfv?! Preciso de 20 testadores jogo mobile O Labirinto II - Trailer Oficial Ue posso divulgar meu game que ainda esta em criaçao aqui no forum? [RESOLVIDO] Inverter o sprite para a direçao que o personagem anda. Set Active não a reabiilitado C# Build APK VR Google Cardbord com video. [PROGRAMADOR FREELA] $$ Mais Um jogo! Collider (mesh?) [TUTORIAL] Deformar mesh com batidas (para objetos, veículos, etc) WW2 Low poly Pack (Free) Procuro freelancer Novo Teaser do jogo Dark Age Unity Admob Erro DEATH ISLAND 0.2.5 SURVIVAL GAME 4 ANOS EM DESENVOLVIMENTO Player travando na colisão com o chão Unity 2D Sombras estão quadradas na build nao consigo fazer o player sentar no sofa alguem me ajuda Unity - Ao mudar de scene, todas as Lights são deletadas 210 Linhas de código para inimigo é muito grande? modelar avatar e skins para um jogo web ShapeKeys do Blender para a Unity altera áreas próximas COMO EVITAR QUE UM OBJETO (PLAYER,ITEM ETC...) ATRAVESSE UMA PAREDE. Ajuda em Script de Verificação de Ação e Reação unity Failed to load PlayerSettings (internal index #0). Most likely data f Materiais do Blander não aparecem no MeshRendere do Objeto na Unity Repetiçoes de Textura no Terreno SERVER IS DOWN - UNITY+MSQL Procuro programadores - Novo jogo Problema com o MS VEHICLES Preciso de ajuda com a Unity Problema com vídeo em 360° na Unity Problemas no MS Vehicles unity- eventos na Animação com Armature/Bones vinda do blender não funciona ajuda exibir resultados simulados em uma liga Game Unity Unity - ParticleSystem não é redirecionado no rawimage no canvas Como resolver o problema de "face orientation" no Blender. [DÚVIDA] Tive um problema com meu Canvas erro na Directional Light Problemas com o Directional Light da Unity 3D Novo jogo da franquia Sphere game em desenvolvimento malha da roda não girando com wheel collider unity Problemas com ambiguidade Touch mobile INVALID TOKEN Como acessar o "HD Render Pipeline" do HDRP por script? CHAT GPT PRA JOGO DE TIRO? comentem Tutorial script inimigo segue e foge do player Ainda vale a pena lançar Asset na Asset Store? Ajuda com tabela de historico de pontuaçao. [TUTORIAL] Entrar no carro estilo GTA Como derrapar um Whell Collider Como altertar o valor do "Asymptote Value" do Whell Collider via Script Preciso de ajuda para substituir valor de variavel em outro script Ajuda com Top Down Shooter utilizando Photon Duvida com Netcode [RESOLVIDO] Unity - Movendo a Câmera na Horizontal/Vertical com Touch Alguém me ajuda com os anúncios pfv Segundo Trailer do jogo Dark Age, Feliz Natal a todos! Unity - ScrollRect, Viewport, Content - O Conteúdo ñ inicia no topo Coleta de itens Unity - Cadastro do email do jogador [GRATIS] PACK DE MODELOS 3D PARA JOGO DE TERROR Onde Conseguir músicas para meu Jogo? error CS0246 em Script Alguem teve ja esse problema? [Projeto em Andamento] Draug, um jogo de hordas DISPONIVEL PARA FAZER MODELOS 3D Unity-Loja.Como os Jogadores terão acesso aos ítens comprados na PlayStore? Bugando depois do Build. Primeiro Trailer do jogo Dark Age Problema com sombra Mesh e Material do objeto trocando para uma instancia no inicio do jogo [RESOLVIDO] Unity - RawImages_Layer_Camera INVESTIMENTO EM JOGOS E BANCO DE TALENTO Teaser do meu novo projeto pessoal, Dark Age Preciso de ajuda com mudança para mobile androide. [RESOLVIDO] Posição final do objeto em jogo 2D Input.GetAxis() obedercer a orientação de um objeto. Interação com elementos UI Meu primeiro jogo na steam Minimap/Radar/GPS Estilo GTA V [RESOLVIDO] Erro no console depois que formatei o pc PACK GRÁTIS de Músicas ELETRÔNICAS para ajudar vocês em seus Jogos Indies! [TUTORIAL] Entenda como funciona: ENUM, SWITCH, BREAK, CASE no C# O Labirinto II - Baixe o Jogo Qual e o codigo de Botões na unity para saber seus estados? Como carregar itens pequenos dentro do carro sem que atravesse os colliders [Duvida] Script pegar itens Travamento ao trocar de cena
| Ontem à(s) 5:53 pm Qui Jul 25, 2024 2:48 pm Dom Jul 21, 2024 7:07 pm Dom Jul 21, 2024 12:07 am Seg Jul 15, 2024 7:02 pm Dom Jul 14, 2024 11:24 pm Sáb Jul 13, 2024 12:33 am Qui Jun 27, 2024 5:49 pm Sáb Jun 22, 2024 9:05 pm Qui Jun 20, 2024 12:30 pm Dom Jun 09, 2024 7:43 pm Dom Jun 09, 2024 2:16 pm Seg Jun 03, 2024 11:39 am Seg maio 27, 2024 12:45 pm Seg maio 20, 2024 9:01 pm Dom maio 19, 2024 3:08 pm Sáb maio 18, 2024 11:46 am Sáb maio 11, 2024 8:55 am Qui maio 09, 2024 11:33 pm Seg Abr 29, 2024 9:34 pm Qui Abr 25, 2024 3:34 pm Seg Abr 22, 2024 5:15 pm Seg Abr 15, 2024 12:23 pm Qua Abr 10, 2024 1:33 am Ter Abr 09, 2024 10:28 am Seg Abr 08, 2024 9:27 pm Seg Abr 08, 2024 8:01 am Sáb Abr 06, 2024 8:05 pm Qui Abr 04, 2024 11:34 pm Qui Abr 04, 2024 11:13 pm Sex Mar 22, 2024 2:41 pm Dom Mar 10, 2024 2:30 pm Sex Mar 01, 2024 1:27 pm Qui Fev 22, 2024 9:57 pm Ter Fev 20, 2024 12:15 am Seg Fev 19, 2024 1:06 pm Seg Fev 12, 2024 1:56 pm Seg Fev 12, 2024 1:17 pm Dom Fev 11, 2024 8:55 pm Dom Fev 11, 2024 11:16 am Seg Fev 05, 2024 4:18 pm Dom Fev 04, 2024 9:39 pm Qua Jan 31, 2024 11:59 pm Ter Jan 30, 2024 7:37 pm Ter Jan 23, 2024 6:33 pm Dom Jan 21, 2024 6:03 pm Sáb Jan 20, 2024 7:03 pm Sáb Jan 20, 2024 6:58 pm Sáb Jan 20, 2024 6:39 pm Sex Jan 19, 2024 8:40 am Dom Jan 14, 2024 5:30 pm Qua Jan 10, 2024 10:29 pm Qua Jan 10, 2024 8:55 pm Qua Jan 10, 2024 7:14 pm Ter Jan 09, 2024 3:55 pm Ter Jan 09, 2024 8:04 am Sáb Jan 06, 2024 8:02 pm Sex Jan 05, 2024 7:01 am Sex Jan 05, 2024 12:12 am Qui Jan 04, 2024 6:55 pm Qui Jan 04, 2024 12:52 pm Qui Jan 04, 2024 4:34 am Ter Jan 02, 2024 11:48 pm Dom Dez 31, 2023 7:25 pm Qua Dez 27, 2023 5:44 pm Qua Dez 27, 2023 3:08 pm Sáb Dez 23, 2023 7:27 pm Sáb Dez 23, 2023 5:06 pm Qui Dez 21, 2023 8:10 pm Seg Dez 18, 2023 2:04 pm Sex Dez 15, 2023 5:11 pm Qui Dez 14, 2023 9:13 pm Qui Dez 14, 2023 2:47 pm Qui Dez 14, 2023 1:48 pm Qua Dez 13, 2023 8:58 pm Ter Dez 12, 2023 2:32 pm Seg Dez 11, 2023 1:53 pm Qua Dez 06, 2023 8:13 pm Sáb Dez 02, 2023 8:06 pm Qui Nov 30, 2023 7:49 am Seg Nov 27, 2023 1:35 am Qua Nov 22, 2023 7:37 am Qui Nov 09, 2023 1:22 pm Seg Nov 06, 2023 11:59 am Ter Out 31, 2023 9:53 am Dom Out 29, 2023 8:05 pm Dom Out 29, 2023 3:03 am Sex Out 27, 2023 3:43 pm Sex Out 27, 2023 3:28 pm Qua Out 25, 2023 1:20 pm Seg Out 23, 2023 10:34 am Dom Out 22, 2023 6:55 pm Qui Out 19, 2023 11:57 pm Qui Out 19, 2023 6:39 pm Ter Out 17, 2023 6:37 pm Ter Out 17, 2023 6:18 pm Seg Out 16, 2023 1:59 pm Sáb Out 14, 2023 12:15 pm Qua Out 11, 2023 6:07 pm
|
|
|
| ![Ir para baixo](https://2img.net/i/fa/empty.gif)
por AGAMENOM Qui Out 14, 2021 2:50 am
Eu uso um programa que converte áudio em movimentos labiais para animações mas ele salva cada frame ate quando não tem nada.
Mas eu posso converter a animação para para Blender.
No Blender da para visualizar a animação como um gráfico com altos e baixos.
![Limpeza de animação AjKAMGZALQkQtARSbsR1EGDMgEoCMXgIpM2O8PQrO7Vb3KsBUAAAAASUVORK5CYII=](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAsoAAAIZCAYAAAC/PBnBAAAgAElEQVR4nOy9e3BTZ573GTpM3k53pptcJmkBIRAIYAwJuQDhaqzrkWRLshxZRrEtX5BsY+NgHEjnMoEhhBAMaTpNQkKHOyTECelJAjSdS0833VPTlzTv1OxcUkxP7Wxt1bJV+8e+xR/7Vu3uu9/9A+TItizrco7O79H5/vGpmmlj58gfned8dPw8z7lp9uzZIKQcmTlzJiorKwtiwYIFWLBgQcHfrydmHYtR/82ZM2cW5UYCejgx2qtev+eJjlOP1zF79mxs3LgRdXV1mDdv3vDPLeS/aeTvdcGCBVixYgU2b96MHTt2YNu2bUgmk1iwYAHmzJmT93+3lOdCPr+XXP6t0WOSSu9fo3/u6J9VzPuwmOMq9dhd7O9QLwc3mR0zhBiF6jFWrpRDKKuASr/nuXPn4oEHHsDs2bMxf/58048nGxUVFZgzZw5mzZqFWbNm4f7778ecOXMKOm6VHJUa/m6yo+f7kE6yw1AmZYsVT2gVsOpgy9/z+FRUVKCiogLz588X85ec8ViwYAEqKiowb968YSoqKsreUanh7yY7er4P6SQ7DGVStljxhFYBqw62/D0TOuLvRmWs6oShTMoWK57QKmDVwZa/Z0JH/N2ojFWdMJRJ2WLFE1oFrDrY8vdM6Ii/G5WxqpOb7rvvPhBCCCGEEEJGclPqEwIhhBBCCCEpCo3LGTNm4N577y0Lbpo/fz5Ibph9+59kxuiVvoSOrAAdyYeO5FOOjioqKjB79uycAnnKlCmYPHkybrrppvLB7PhUCbPfrGT8k9jsYyB0pDp0JB86kk85O5o3b964gTxt2rTyC+QUTqcTqrBs2TLDWbJkCRYtWsRQVohyHpjKBTqSDx3Jh47kU+6OMsXyjBkzcPPNN5sftEYxffp0qMKyZcvQ2NhoKHV1dVi5ciUefvhhhrIilPvAVA7QkXzoSD50JB8rOBo9DeO2224zP2YZyqUL5RQrV64cc2fZ7DcnyYwVBibVoSP50JF86Eg+VnBUUVExIpQnTZpkfswylEsfynV1dViyZAlDWQGsMDCpDh3Jh47kQ0fysYqjEdunmR2yRmP2thv5UMpQbmxsxLJlyxjKCmCVgUll6Eg+dCQfOpKPVRwxlIXCUCaZsMrApDJ0JB86kg8dyccqjhjKQmEoW4uFCxdi1apVqKqqwuLFi8d8bcmSJaiursZDDz2U8XtTX3/44YdNfy3lSqGOFi5ciIceeghr1qwZXg9g9mspV4o5j9L/3eLFi/Hggw+a/nrKkWIdZft+Yr6jhQsXYtmyZVi7di0effRRLFy40PTXUywMZaHkEsrxeBwdHR1Z/017ezvi8ThDWTCapuH111/H6dOnceLECRw/fhxOpxOVldcHnc2bN+PEiRM4dOgQjh49inXr1g1/70RfJ+Y7evbZZ3Hs2DGcPHkSp06dwsGDBxEMBk1/TeVGMY7S2bBhA06fPo2nnnqqLC7ykijWUbbvJ+Y7Wrp0KV555RWcPHkShw4dwsmTJ/H0008rf3OAoSyUiUK5paUFX3zxBc6fP5/133388cf48ssvJ4xlhrI5rFq1CkePHkVfXx8ee+wxVFZWYu3atVi6dCkqKyvR1NSEI0eOwG63o7KyEtFoFCdPnkRVVVXGrzc2No74OjHf0aZNm+B2u/Hggw/i4YcfxtatW3H06FEsWbLE9NdWLhTrKIXdbsfBgwfxxhtvMJSFOZro+4n5jn74wx/i9ddfx7Jly1BZWQmXy4Xjx48rf/OGoSyUbKGcSCTwq1/9Cl988cWEAdzS0oKLFy/it7/9Lbq6uhjKwnjmmWewd+9eLFy4MONFeXBwEJs3bx7+WkVFBfbv34+enp6MX6+srBzxdWK+o9E8/vjjOH36NPx+v+mvrVzQw9GiRYuwd+9eRCIR7Nu3j6EszNFE30/MdzQ4OIhNmzaN+N7XXnsNGzduNP21FQNDWSjjhXI8HselS5fwD//wD2hvb89p/nFbWxv+/u//Hr/97W/HDWuGsjm8/fbb6OzsxLp16zAwMIBkMonly5ejsvL6n7lOnDgx4tN4RUUFtm7dipdeeinj1ysrK4e/bvZrKxeKcZTp53k8Hpw+fRqrV682/bWVC3o4SiaT2L59OxYuXIi9e/cylIU5yvb9RIajDRs24Ec/+hGWLFmChQsXwm6349ixY6ipqTH9tRUDQ1komUK5ubkZn332Gf7lX/4F7777Lg4dOpQzJ0+exD//8z+POw1j2bJlmDdvHkO5hCxatAinT5/GW2+9hT179qCrqwu7du3C4cOHUVVVhcceewynT58eMZ+1oqICvb292LdvX8avV1ZWDn/d7NdXDhTraPTPW7x4Mfbu3Ytt27YxwgQ5qqqqwqFDh4ajgKEsy9FE32/26ysH9DiPFi1ahIGBARw7dgxvvPEGjh07hlgspvx5ZKlQnjFjBlQhUyi3trbiD3/4A/7t3/4NX331FX7/+9/nzB//+Ed8/fXX+OqrrzIuAGQol54HH3wQp0+fxhtvvDFihf3g4CCef/754YEpEAiM+L6NGzeOCOXxvm726ysHinU0+me9+OKLw3dczH5t5UKxjhYuXIg9e/YgHo8PX9AZyrIcTfT9Zr++ckCPse7JJ5/EO++8g9bWVtTW1mLjxo04fPgw3G636a+vGBjKQhlv6sXmzZvxxz/+ER999BGam5tzmnrR1NSEoaEhfPXVV9iyZQvWrVvHUBbC4cOHsXXr1hEX5N7eXuzfv3/4T12NjY3DX8s09SL965WVnHohyVHqf1u0aBFeeOEFvP7663j88cdNf03lRjGOAoEAjh07hq6uLnR2dqKzsxNvv/029uzZg0QiYfprKxeKPY+yfb/Zr61c0MNRe3v7iJ/5N3/zN9i+fbvpr60YGMpCybaYLxXLZ86cQVNTU9ZIfvLJJ3Hy5ElcvnwZW7duzbqYj6Fcel566SW8+OKLIwamp59+Grt370ZlZSX27NmDgYGBMYsnNmzYkPHrlZWVI75OzHe0aNEiPP/88zhw4ADnVAp05HQ68eyzz47g8OHDeP311/HMM8+Y/trKhWLPo4m+n5jraNGiRRlv3GzZsgWvvPKK6a+tGBjKQploe7iuri786U9/ws9+9rOs/+7DDz/En/70J3R3d0+4PRxDufTU1dXh+PHj0DRtePHDkSNH0NbWhsrKSsRiMRw5cgQOhwMLFy5EY2MjTpw4MbwQbPTX161bN+LrxHxHzz77LI4cOYLa2lqsWbNmmEceecT011YuFOtoNJx6Ic/RRN9PzHf0yiuvYM+ePVi2bNnw97/zzjvK37hhKAsllweObN68GTt37sz6b1566SU8/fTTE/4shrJ5JBIJHD9+HO+88w5OnjyJ/v7+ERu0P/XUUzh+/DgOHTqEI0eOoKGhYcT3T/R1Yq6jkydP4vTp02OIxWKmv65yotjzKJ3BwUH09fUxlIU5muj7ibmOVq1ahVdffXX4gSOnTp3Cc889J/oJigsWLMADDzyA2bNnj0t6KP/FX/xFRiZPnoxJkyaZH7oMZeNgKJvLww8/jNWrV4/72NZHH30Ua9asGfeikPp6tkfzEnMdEToixTua6PuJ+Y4ee+wxrF69WnQgV1Zej+RsgZxPKKdQPpbNjl+GMimWiooK04+B0JHq0JF86Eg+qjua6E5yIaE8efJk82OXoaw/dXV1WLJkCUNZAVQfmKwAHcmHjuRDR/JR3VG2OO7s7Bw3lF955ZWssWx67BZD+ouVTilDecWKFVi4cCGfzKcAqg9MVoCO5ENH8qEj+ajuKFskpxgdyq+88sowDGULhHIoFMKKFSuwePHiEXeTGcpyUX1gsgJ0JB86kg8dyUd1R7lE8nh3lLPFsumxWwxOpxOqsGzZMsNJPY99dCQzlOWi+sBkBehIPnQkHzqSj+qOconk8eYoZ4tl02O3GObNmwdVmDt3LubOnWv4f2d0IDOUZaP6wGQF6Eg+dCQfOpKP6o5yieRsi/nGi2XTY7cYxotCwlBWBdUHJitAR/KhI/nQkXxUd5QplPPd9YKhbGHMfgOTzKg+MFkBOpIPHcmHjuSjuqPxpl7ke0e5rKZemB2fKmG325VnxYoVph+D3ixYsMD0Y6AjOlIdOpIPHclHdUePPfbYCB588EH09/ejv79/xP+ebY5y2S3mMzs+VcLsN7AecGCSDx3Jh47kQ0fyoSN5ZArlxx57bEwsj7frRVluD3f7Qh9Ibpj9BtYDDkzyoSP50JF86Eg+dCSP8UI5FcvZQrlsHzjy/YW1ILlh9htYDzgwyYeO5ENH8qEj+dCRPLKF8kRTLxjKxPQ3sB5wYJIPHcmHjuRDR/KhI3k8/vjjuofy5MmTzY9dhjJDOVc4MMmHjuRDR/KhI/nQkTyqq6t1D+VJkyaZH7sMZYZyrnBgkg8dyYeO5ENH8qEjmVRXVw/fWS4mlCdPnqx+JDOUGcrlQDkMTHSkFnQkHzqSDx3JZzxH6aFsesgylOVg9hvWyDe9ylhlYFIZOpIPHcmHjuRjFUcMZcJQVgirDEwqQ0fyoSP50JF8rOKIoUwYygphlYFJZehIPnQkHzqST7k5WrlyZcb/naFMGMoKUW4DEx3Jh47kQ0fyoSN1YSgThrJClNvAREfyoSP50JF86Eg+nHrBUGYolwFWGZhUho7kQ0fyoSP5WMURQ5kwlBXCKgOTytCRfOhIPnQkH6s4YiiTnEO5pqYGW7ZswdGjR/HOO+9g69atSCaTePPNN3H+/Hl8/PHH2LdvHxoaGkx/w2d706uMVQYmlaEj+dCRfOhIPlZxxFAmOYfypk2bcPHiRZw7dw5nz57Fz372M3z44Ye4cOECXn/9dRw+fBifffYZ9u3bB4fDIfZNrzJWGZhUho7kQ0fyoSP5WMURQ5nkHMq7d+/G2bNnUVdXB5/Ph8HBQXz55Zfo7++H3W6Hz+fDvn37cObMGXi9XrFvepWxysCkMnQkHzqSDx3JxyqOGMok51Deu3cvjh8/DpfLBYfDgb/+67/Gz372M7S3t8Nut8PhcGD79u04c+YMgsGg2De9ylhlYFIZOpIPHcmHjuRjFUcMZZJzKL/00kv4+OOP0d3djY6ODhw4cABffPEFduzYgUgkgubmZrz11ls4ceIEPB6P2De9ylhlYFIZOpIPHcmHjuRjFUcMZZJzKHd2duLs2bO4ePEi/vZv/xZnzpzB0aNHcf78eRw5cgRnzpzBhQsX8OKLL5r+hs/2plcZqwxMKkNH8qEj+dCRfKziiKFMcg5lt9uNRCKBAwcO4MCBA+ju7kYkEsGePXuGF/ht374dNTU1pr/hs73pVcYqA5PK0JF86Eg+dCQfqziyVCjPnV8Jkhv5vsEcDoeInS5yedOrjFUGJpWhI/nQkXzoSD5WcWSpUJ4/fz5IbixYsIAQQgghpCxYsWIFHnnkkbz/PUOZZKTQT2Rnz57F66+/bvonw2yfDlVmwQJrfIJXGTqSDx3Jh47kYxVHlgrlu9YkQXKj0Dfa1q1b0d3dbfobPtubXmWsMjCpDB3Jh47kQ0fysYojhjLRNZQlwYFJPnQkHzqSDx3Jh47kw1BmKBcdypqmYf369XjttdfwwQcf4MKFC/jss8/w85//HGfPnsWbb76JjRs3ctcLA7HKwKQydCQfOpIPHcnHKo4YyiTnUE4kEvjggw/w+eef46c//SleeeUV7NixA7t27cKbb76JTz/9FOfOncOWLVtE7IDBgUk+dCQfOpIPHcmHjuTDUGYoFx3Ku3btwieffILm5uaMX6+vr8fbb7+NU6dOQdM0sW96lbHKwKQydCQfOpIPHcnHKo4YyiTnUN67d2/Wx1O7XC7s2LEDZ86cQSgUEvumVxmrDEwqQ0fyoSP50JF8rOKIoUxyDuVt27bhk08+wcDAANatW4e6ujoEg0GEQiE0NDSgp6cHx44dw09/+tNxY1rCm15lrDIwqQwdyYeO5ENH8rGKI4YyyTmUm5ubcfToUXz22Wc4deoU3nzzTezfvx8HDhzAsWPHcO7cOXz44Yfo6ekx/Q2f7U2vMlYZmFSGjuRDR/KhI/mUm6OVK1dm/N8ZyiTnULbb7YhEIti5cyfef/99/OIXv8AXX3yBzz77DGfPnsW+ffvQ0tJi+ps9BQcm+dCRfOhIPnQkHzqSidvtRm1tLWpqauB0OjP+G4YyySuUUzgcDrjdbvh8PmiaJmKXi9FwYJIPHcmHjuRDR/KhI1l4vV50dHSgs7NzBC0tLWOCmaFMCgplFeDAJB86kg8dyYeO5ENHcvD7/cNRHAgE4Ha74fF4EA6H0d7ejkQiMSKWGcqEoawQqg5MdKQudCQfOpIPHckhmUyiqakJDocDy5YtG+bxxx+Hpmlob28fMY2UoUwYygqh6sBER+pCR/KhI/nQkQwCgQA6Ozvh8/lGRHJ6LIfDYXR2dg7fVWYoE4ayQqg4MNGR2tCRfOhIPnQkg3Xr1qGzsxNVVVUZQ3nZsmXweDzo7OxETU0N7HaGMmEoK4WKAxMdqQ0dyYeO5ENHMnjyySfR2dmJNWvWjBvKbrcbnZ2dCAQCsNsZyoShrBQqDkx0pDZ0JB86kg8dySAVym63e9xQTk3PYCgThrKCqDgw0ZHa0JF86Eg+dCSDVChHo1GsXr16TCQ7HA60tLQwlAlDWVVUHJjoSG3oSD50JB86kkEqlJPJJKLRKNxuN9asWYOqqir4fD40NTUN76nMUCYMZQVRcWCiI7WhI/nQkXzoSAapUM4FhjJhKCuIigMTHakNHcmHjuRDRzJgKE/A/PnzQXLD7DezHnBgkg8dyYeO5ENH8qEjGTCUGcoM5TQ4MMmHjuRDR/KhI/nQkQwYygxlhnIaHJjkQ0fyoSP50JF86EgGDGWGMkM5DQ5M8qEj+dCRfOhIPnQkA4YyQ5mhnAYHJvnQkXzoSD50JB86kgFDmaHMUE6DA5N86Eg+dCQfOpIPHcmAocxQZiinwYFJPnQkHzqSDx3Jh45kwFBmKDOU0+DAJB86kg8dyYeO5ENHMmAoM5QZymlwYJIPHcmHjuRDR/KhIxkwlBnKDOU0ODDJh47kQ0fyoSP50JEMGMoMZYZyGhyY5ENH8qEj+dCRfOhIBgxlhjJDOQ0OTPKhI/nQkXzoSD50JAOGMkOZoZwGByb50JF86Eg+dCQfOpIBQ5mhzFBOgwOTfOhIPnQkHzqSDx3JgKHMUGYop8GBST50JB86kg8dyYeOZMBQZijrxooVKwghhBBCyoLq6uq8Q7mqqoqhTDJj9qc+PVixgp/gpUNH8qEj+dCRfOhIBryjzFBmKKfBgUk+dCQfOpIPHcmHjmTAUGYoM5TT4MAkHzqSDx3Jh47kQ0cyYCgzlBnKaXBgkg8dyYeO5ENH8qEjGTCUGcoM5TQ4MMmHjuRDR/KhI/nQkQwYygxlhnIaHJjkQ0fyoSP50JF86EgGDGWGMkM5DQ5M8qEj+dCRfOhIPnQkA4YyQ5mhnAYHJvnQkXzoSD50JB86kgFDmaHMUE6DA5N86Eg+dCQfOpIPHcmAocxQZiinwYFJPnQkHzqSDx3Jh45kwFBmKDOU0+DAJB86kg8dyYeO5ENHMmAoM5QZymlwYJIPHcmHjuRDR/KhIxkwlBnKDOU0ODDJh47kQ0fyoSP50JEMGMoMZYZyGhyY5ENH8qEj+dCRfOhIBgxlhjJDOQ0OTPKhI/nQkXzoSD50JAOGMkOZoZwGByb50JF86Eg+dCQfOpIBQ5mhzFBOgwOTfOhIPnQkHzqSDx3JgKHMUGYop8GBST50JB86kg8dyYeOZMBQZigzlNPgwCQfOpIPHcmHjuRDRzJgKDOUGcppcGCSDx3Jh47kQ0fyoSMZMJQZygzlNDgwyYeO5ENH8qEj+dCRDBjKDGWGchocmORDR/KhI/nQkXzoSAYMZYYyQzkNDkzyoSP50JF86Eg+dCQDhjJDmaGcBgcm+dCRfOhIPnQkHzqSAUOZocxQToMDk3zoSD50JB86kg8dyYChzFBmKKfBgUk+dCQfOpLL6tWr8b3vfQ833XQTvvWtb2HWrFmmHxMdZYbnkQwYygxlhnIaHJjkQ0fyKSdHCxcuxK233opvfetbuPvuu7F27VrTj6kYJk+ePOZCd99995l+XHrA80g+KjpiKDOUDQ1ln8+H+vp6aJoGu90OTdPQ3d2NAwcO4PDhwxgcHERbWxscDofpJ4PdzoFJBehIPuXiqKKiYsxF4ZZbbjH9uHLFGXDBGXDBE9PgiWl4eM0jGS90kyZNMv1Y9YDnkXxUdMRQZigbGsoDAwN44403UFdXB4/Hgy1btuDixYs4d+4c3n//fZw/fx4ffPABenp6TD8Z7HYOTCpAR/IpF0c333xzxgvDI65H4E364E364B+oHSawLTRMaLB+mPDBhmEahmLDNF5oHiZ2qXWY5ssdw8SvJIZpu9o1zPprPcMk0ZeR1NdT3/P4y6vGvdiZ/bvWA55H8lHREUOZoWxoKO/duxfvvfceNE3DunXr8Pbbb+PEiRNYv349Wlpa0NfXhxMnTuDtt9+Gy+Uy/YTgwCQfOpJPuTga78Kw+KlHh+M1PWrTYzc9gtPjOD2a02M6PbLT4zsV5N6kb/jOsCemDd8tdgZyHzeXL1+e8fXc+pffMf13rQc8j+SjoiOGMkPZ0FDev38/zpw5A4/Hg0QigSNHjuCFF14Y/rrL5cLOnTtx5syZ4TeYmXBgkg8dyadcHN16260ZLwyPPvqo6cdWKNOnTx/xWiZNmoTGf29BaLDe9GMrFp5H8lHREUOZoWxoKG/btg3nz5/Hhg0b0NLSgkOHDuHVV18dnpNcU1ODH/3oR3jvvffg8/lMPyE4MMmHjuRTDo5Cg/UIX1435qJwxx13mH5sxbJs2TLce++9mDdvHtauXQtv0oe2q11oGIqZfmzFwPNIPio6YigzlA0N5ebmZhw/fhy/+MUv8Oabb+Ldd9/FL3/5Sxw6dAiDg4M4fvw4zp8/jx07dohY0MeBST50JB/VHTVeaEb8SgKemIbVq1fj3nvvxfe+9z0sXLjQ9GMzypEz4BqePmL2sRUKzyP5qOiIocxQNjSUPR4P2tvbceDAAfz85z/H5cuX8Z//+Z/4+uuv8Zvf/AZDQ0PYtm0b6urqTD8Z7HYOTCpAR/JR1ZE36UP8SgKNF5ot6yj9Q4LZx5gvVnGkMio6YigzlA0NZbv9+jzkcDiMZDKJ/v5+bNmyBU8//TR6e3vR0tKCmpoa00+EFByY5ENH8lHRUWiwHkn0jTtX10qOUr8L/0Ct6ceZD1ZypCoqOmIoM5QND2WV4MAkHzqSj2qOGi80o+1qF7zJ8ddJWM2Rf6AW66/1IHywwfRjzRWrOVIRFR0xlBnKurFgwYKC2LNnDzZv3lzw9xNCSCE84n4UsX9pQ/3njaYfi0RSv5/gh0+YfiyEmEFVVVXeobxs2TKGMslMoZ/W3nrrLezYscP0T412Oz/BqwAdyUcFR4FtISTRl/MdUys7Sj0EJZ89m83Ayo5UQUVHvKPMUDY9lCXBgUk+dCQf6Y4ahmITTrWgo5GEDzbk/TsrNVZ3pAIqOmIoM5QND2VN09DR0YFdu3bhrbfewpEjR4a3h+vt7eViPoNRcWCiI7WR6qiYLdDo6Ju78FIfTkJH8lHREUOZoWxoKIfDYezZswefffYZzp8/j6GhIbz33nt4//338cknn+Czzz7DoUOHEIvJ2OieA5N86Eg+Eh0FtoWKWpxGR9eR/HASOpKPio4YygxlQ0N569at+PTTT7Fnzx50dnYiHo+jqakJLS0tSCQSePHFF/HBBx9g//79cDqdpp8QHJjkQ0fykeaoYSiG9dd6itrujI6+QerDSehIPio6YigzlA0N5cHBQbz77rvDb57ReL1e7N69O+u/KSUcmORDR/KR4igVdHosRKOjsUh7OAkdyUdFRwxlhrKhobxnzx4MDQ2NG8E+nw+Dg4M4c+aMiLnKHJjkQ0fykeAotQ+wXlME6CgzocH6ou/W6wUdyUdFRwxlhrKhodzf348LFy7g1KlTeP7559HV1YX29nYkEgls2bIFb731Fi5cuIDdu3dz6oVBqDgw0ZHamO0ofLAB66/1ILAtREclcCTl4SR0JB8VHTGUGcqGhnIgEMAPf/hDvP/++/jyyy/xm9/8Zpi/+7u/w0cffYSXX34Z9fUyVlFzYJIPHcnHTEepPX/1ng5AR9nxxDTEryTQeKHZtNdER/JR0RFDmaFsaCjb7denVzQ3N2Pjxo145pln8MILL+DZZ5/FU089hba2NhFzk1NwYJIPHcnHDEdG78ZAR7lh5sNJ6Eg+KjpiKDOUDQ9lleDAJB86kk+pHYUG65FEn65TLeiocAp5oAsdldaRWajoiKHMUGYop8GBST50JJ9SOopdai3Jzgt0lB+ph5MY+eGFjtRDRUcMZYYyQzkNDkzyoSP5lMJRaqpFqebE0lHhjkr1cBI6ko+KjhjKDGWGchocmORDR/Ix2lFqqkUpH6VMR4VRyoeT0JF8VHTEUGYoM5TT4MAkHzqSj5GOUg+54PxXuY6yeTNyigwdyUdFRwxlhjJDOQ0OTPKhI/kY4cjs7cfoqHhS+1sb9XASOpKPio4YygxlhnIaHJjkQ0fy0dtRamFYKada0JExpB5OYoRLOpKPio4YygxlhnIaHJjkQ0fy0dORWVuN0ZFxGPXXATqSj4qOGMoMZYZyGhyY5ENH8tHDkSemlWwRGB2Zg94PJ6Ej+ajoiKHMUGYop1FOA9OcOXNgs9kwZcoUzJo1C2vXrjX9mOgoMypePIx0FNgWwvprPQgfbDD9tdCRsej5FwM6ko+KjhjKDGWGchrlMjDdf//9sNlsw6Fss9kwY8YM04+LjjKj4sXDKEepcDJqwRcdFe9Ib/R6OAkdyUdFRwxlhjJDOY1yGJjWrl07HMlTbTb81e23Y9qN/3vVqlWmHx8djUXFi4fejtL329XrT/F0pK8jI9Hj4RK/J6sAACAASURBVCR0JB8VHTGUGcoM5TTKYWCqqqrCfVOnYu60aVgwfTru/6u/QsX06aiYPh3t1dXo9fnQ7fWiXdPQ5PEg6nYj7HLB73RCczhMP34rOBqNihcPPR2ldkKQNNWCjkpPsQ8noSP5qOiIocxQZiinofLApDkcaPJ40OfzoeLee3Hf1Kkjpl7YbDZUV1dDczjgdzoRdrkQdbvR5PGgXdPQ7fWi1+dDv9+PPp8PvT4fEl4v4jeCOuJ2I+h0wu90wmViUKvsaDxUvHjo5cjovXXpqHhHpabQh5PQkXxUdMRQZigzlNNQcWAKu1xIeL3o8/nQ5PFAcziwfPnyMXOUlyxZkvPPdDkc0BwOBJ1ORNxuRN1uxDUNCa8X3Tf+W6mgTt2djmva8N3poEF3px999FHMnj0bixcvRnV1tem/e71Q8eKRjVzOI2fApfuuB3SkryMzKeQDFB3JR0VHDGWGMkM5DVUGpvS7xwmvF2HX2NCorq7GkiVLDN3xwpV2dzqSdnc6kXZ3ut/vH7473Z52dzo13SPXu9MzZ86EzWbD3XfffX3+9dSpZbOTh4oXj2xMdB75B2qLno9KR8Y6koB/oDavB83QkXxUdMRQZigzlNOQPjBluns80feYPTDle3c6Nd0j6nYPT/dY+sgjmHrjDnkqlG02G+bOnWu6Ez0w25HeZDuPwgcbdNnhgI6McySJfB5OQkfyUdERQ5mhzFBOQ+LAlMvd42yoMjBluzu9uqICldOno3L6dFTcmHtts9kwbdo0049bD1RxlCvjnUexS60FzT2VgFUcSSWXaTp0JB8VHTGUGcoM5TQkDUzpd4/jmga/01nQz1FxYBpNZWXlcBzfb7Nh1o1YnjlzpunHpgfl4Cid0eeRHlt/mU25O1KBiR5OQkfyUdERQ5mhzFBOw+yBSXM4EHW7h7dwi7jdRf9MFQem0aTvDW275x5UTJ8Om82Gxx9/3PRj04NycGS321HjXoPfb74T/33Ht3D1r7+NFxoeRGiwXsmpFuXqKIXZY12hZHs/0ZF8VHTEUGYoM5TTMGtgCjqdaNc09Pv9Rd09zoSKA1MmVq9ejfvvvx/33HMPHpw1C84yuoiUgyOHoxr/146bgZdvGsGBXzqUnGpRjo7SUTnCUn+hGL3vNh3JR0VHDGWGMkM5jVIOTC4D7h5nQsWBaSJHqWkpZh8LHX3Da83zxkQyXr4J/+e2W0w/Njoai+oRlv5wkp3rKvHftv8F/sfOm/DvP/xLNPrUfm3l4igTKp5HDGWGMkM5jVIMTEbePc6EigNTLo76fD4lniRoFUcfdU3PGMr/385Jph8bHY2lXCJs/7trxrzn/sfOSfA61d86slwcpaPiecRQZigzlNMwamAq1d3jTKg4MOXiqMnjQZPHY/rx0NF1no08lDGU//zsbaYfGx2NpVwi7P948b9kfN8d6bjf9GOjo7GoeB4xlBnKDOU09B6YSn33OBMqDky5ONIcDvT5Mq9+V41ycfT1T+4ZeTf55ZsQ8y83/bjoaCzlEmH/90vfyhjKF3ttph8bHY1FxfOIocxQZiinocfAZObd40yoODDl6igh4PdLR9cJH2xA8+UO7FhXiS967sKpxEz4XVWmHxcdZaZcIuzy07dnDOV9P7OPu42cKpSLo3RUPI8Yygxl3VixYoWl8axejSerq9HjcqGxuhqOVatMP6Zyx7dmDdodDtOPw+poz/rRca0Hq92rTT8WYi08VUvx33eMvKv81ebvw78rgNb/rRNPftUGe6vT9OMkalJdXZ13KFdVVTGUSWbM/tSnBytW5PcJXtrd40yo+Ak+H0e9Pp8pU1ro6DqemIYk+uAfqB3XUTmgsqNMlJMjp6MaP26Zh5Mtd+CZyOIRXwsN1qPtaheaL3eMeI+qQDk5SqHiecQ7ygxlhnIauQ5MEuYe54qKA1M+jqJuN+Ka2vv0quwofiWB0GB9VkflgMqOMmE1RyoGs9UcSYWhzFBmKKeRbWBS4e5xJlQcmPJx5HI40O/3m35cVnQUu9SKxgvNEzoqB1R1NB5WdaRSMFvVkTQYygxlhrLdjuXLl+O+++7D3XffjRkzZmD58m9W6qffPW7XNAQF3z3OhIoDUzYyXTzaNU2ZDy7l4qhhKIbmyx05O1IdFR1lw+qOVAhmqzuSAkOZoWz5UF61ahVsNhtsNhvuvvvu4f+7pqoK3V4ven0+RN1uuBR9uIWKA1M2Ml08gk4nuhV+Up9qjgLbQmi72gVnwJWzI9VRzdFE0NF1AttCiF9JiAxmOpIBQ5mhbPlQnjt37nAc2+65B3OmTUPl9OlYOn++cnePM6HiwJSN8S4evT6fsr5UcuRN+pBEX9att3iBlw8djSQVzPErCQS2hUx/LXQkB4YyQ9nyoTxz5kzYbDZMs9mwaNo0zJo6FVNtNtx3332mH5seqDgwZWO8i0fE7Ua7oov6VHLUdrVrzOK9XB2pjEqOcoGOMiMpmOlIBgxlhrLlQ3nRokWw2WyYNXUqZv3gB8N3lysrK00/Nj1QcWDKRraLR7/fr+QUGVUcxS61omEoVpQjVVHFUa7QUXYkBDMdyYChzFC2fCjb7XbMmDEDFdOnw3bPPbDZbLj33ntNPya9UHFgyka2i0dc0xBVcFGfCo6yLd7Lx5GqqOAoH+goN8wMZjqSAUOZocxQtl9fDBZevhxz5szBo48+avrx6ImKA1M2sl08/E4nen3qPbZWuqPUDgHjLd7Lx5GqSHeUL3SUH/6B2pIHMx3JgKHMUGYo27/ZXowDk3wmctTt9Sq3qE+yo1wW7+XrSEUkOyoEOioM/0Atmi93oO1ql+HBTEcyYCgzlC0fyukPrODAJJ+JHEXcbiQU2ypOqiNnwFVQEPA8kg8dFUd6ME+0uJWOzHGkFwxlhrLlQzn9EcgcmOSTi6M+nw+aQov6pDpqvtyR0+K9QhyphlRHhUJH+mBkMNORDBjKDGXLh3Kvzwf/jT/Vc2CSTy6OmjweNHk8ph+ryo4ahmKIXWo1zJFqSHRUDHSkL0YEMx3JgKHMULZ0KI9+ohsHJvnk4khzONCn0KI+aY5Si/eMdKQa0hwVCx0Zg57BTEcyYCgzlC0dyqlFfKn/nwOTfHJ1lPB6EXbltkuD2Uhy5B+ozXvxXqGOVEKSIz2gI2PxJn2IXWrF+ms9BQczHcmAocxQtmwopy/iS8GBST65Ogq7XMos6pPiyBlwYf21nqJX8/M8kg8dlYb0YA4fbKAjgY4mgqHMULZsKKcv4kvBgUk++TjqS5t/Lhkpjpovd+R9MS/WkSpIcaQXdFRaCglmOpIBQ5mhbNlQ7s0QURyY5JOPo0wfhiQiwVHjheaCF+8V40gVJDjSEzoyh3yCmY5kwFBmKFsylEcv4kvBgUk++TjKNL1GImY7Cg3WI34lYYojVTDbkd7QkbnkEsx0JAOGMkPZkqE8ehFfCg5M8snX0XiuJWH2tlZJ9MET0+/OO88j+dCRDDwxDY0XmkcEc1VVFb7//e/jpptuwqRJk2Cz2Uw/Tis7YigzlC0XytnuMvLiIZ98HY331wNJmOXIE9N0WbxXrCMVsPp5pAIqO0oFcxJ9+Pbtt46Jkbvvvtv0Y7SqI4YyQ9lyoZxt3iovHvIpxFGm+eiSMMtR/EpCl8V7ejiSDs8j+ZSDo+Xa8nGDpLq62vTjs6IjhjJD2XKhnC2aePGQTyGOom432gUv6jPDUeOFZjReaBbjSDo8j+RTDo4eeuihcYOkqqrK9OOzoiOGMkPZUqE80Z/hefGQTyGOUtNtXA6H6ccvwVH4YIOui/f0cCQdnkfyKQdHVVVVGWNk8uTJph+bVR0xlBnKlgrliRZ28eIhn0IdxTUNUaGL+krpyD9Qi/XXenRdvKeXI8nwPJJPuTh64IEHRobIpJuwZMkS04/Lqo4Yygxly4RyLluF8eIhn0Id+Z1O9PoKfyxzOThKLd7zD9SKdCQZnkfyKSdHK1euxKxZs/Cg5yG0/C/G/fWHjiaGocxQNiWUW1pa8Prrr+P5558v2Zs9l4dP8OIhn2IcdXu9CApc1FcqR0Yt3tPTkVR4HsmnXB3FryQM/3BLR+PDUGYoGxrK69evx5tvvjmGU6dO4de//jXOnTuHN998E1u2bDH8zZ7Lzge8eMinGEcRoYv6SuEodqnVsMV7ejqSCs8j+ZSro9BgPZovd5h+PFZ1xFBmKBsayi+99BK+/vpr/O53v8OlS5eG+f3vf49//dd/xT/+4z/i0qVL2L9/v6Fv9Fz30uXFQz7FOur3+6EJW9RntKPwwYaSXmh5HsmHjuST7mj9tR54kzKnjpW7I4YyQ9nQUE4kEvj444/x6aefoqenBzU1NaipqUF3dzeOHTuG3bt3o6amBprBd/lyfTobLx7yKdZRk8eDJo/H9NdRKkeBbSGsv9YDZ8CljCOJ8DySTzk7Ch9sKNlfhOhoJAxlhrKhoexyuRCJRDA4OIiLFy/i1VdfRU1NDdra2vDOO+9gx44dhr/Jc1nEl4IXD/kU60hzONAnbFGfUY48MQ1J9JV8fiPPI/nQkXzSHTkDLiTRV9IPvHR0HYYyQ9nQULbb7XA4HNA0Dd3d3RgaGsLHH3+M3bt3lyyUc1nEl4IXD/no4Sjh9SLsknPBMcpR/EoCocF6JR1Jg+eRfMrdUeOF5pIsxqWjkTCUGcqGh3IKl8uF+vp6vPLKK/jd736H3/3udyUJ5XweX8yLh3z0cBR2uZDIYc66yo5KuXjPCEfS4Hkkn3J35E360Ha1y/TjspojhjJDuWShbLdfv7vs8XjQ0tKCp59+GrFYzNA3eK6L+FLw4iEfvRz1+XxiFvXp7ahhKGbqKnmeR/KhI/lkctR8uQOBbSHTj81KjhjKDOWShnKpyXURXwpePOSjl6MmjyfnKTkqOQpsC6Htapepcxl5HsmHjuSTyVFgW8jQx8/T0VgYygxl3ViwYEFBDA0N4dVXXy34+8djUWUl4suXY1Flpe4/m6jPwwsXIr58uenHoSdL65chiT4srV9m+rEQQoyh5X9N8BwvEVVVVXmH8rJlyxjKJDOFflrbt28fnnvuOd0/BeaziC8F77LIR09H+f7FQbqjtqtdpizeM9KRFHgeyccqjsIHGxC71Gr68VnFEe8oM5RND2Wj6PX58n5cMS8e8tHTUb5z2CU7il1qRcOQsXP+zXAkBZ5H8rGSI1W3ilPREUOZoWx4KPt8PvT19eHw4cM4d+4cvvjiC/z85z/HyZMn8dxzzyEYDOr+xg46negtYK9cXjzko7ejfHZFkerI7MV7RjuSAM8j+VjJUcNQTMwH43J3xFBmKBsaytFoFEePHsU//dM/4fPPP8epU6dw+PBhnDhxAufOncPly5fx6aefor29Xdc3drumIVrAn9R58ZCP3o4KmaIjyVFosN70xXtGO5IAzyP5WMmRJ6Zh/bUe04/RCo4YygxlQ0N5+/btuHjxIjZt2gS/3w+v1wtN0+D1euHz+dDR0YF3330XR44cgUunB0CknsTnKmDrL1485KO3o2LeL2Y78iZ9SKIP3qSsJw3yPJIPHclnIkexS60i1iSUuyOGMkPZ0FDet28fjh49Om4EO51ObN++He+99x7q6up0eVNH3W60F3iHkBcP+RjhqNC/QJjpyBlwoe1ql8g9VXkeyYeO5DORI/9ArXJbxanoiKHMUDY0lF999VV89NFHCIfDGb9eU1OD/fv348yZM/DqtKiq2+vNexFfCl485GOEI3+Bc9rNdNR8uUPsHEWeR/KhI/nk4ih+JQH/QK3px1rOjhjKDGVDQ3nDhg24ePEivvzyS+zbtw9PP/00ent70d/fj127duHjjz/Gr3/9a7z44otw6PCn72KDhxcP+RjlqJgPWKV21DAUE709FM8j+dCRfHJxFBqsF7WQtxwdMZQZyoaGssvlQkdHB44ePYo//vGP+POf/4z/+I//wJ///Gf84z/+I4aGhrBp0yZ4PB5d3tDxIv+EzouHfIxyFCliyk4pHaUW75ntwQxHZsLzSD5WdbT+Wg88MRlPGS1HRwxlhrKhoWy3X5+HrGkaamtrUV9fj3Xr1qGhoQGBQAA+n0+3RXx2u73oRVm8eMjHSEdmLerL1ZHUxXuldGQWPI/kY1VHDUMxNF5oNv14y9URQ5mhbHgolwo97gjy4iEfIx0V+xcJIx05Ay6sv9YjcvFeKR2ZBc8j+VjVkTPgQhJ9ph9vuTpiKDOUyyaU9ZhjyouHfIx05Hc60WfCor5cHDVf7kD4YIPpv3+zHZkFzyP5WNlR7FKrEuODio4YygzlsghlvXYt4MVDPkY7Sni9COs4HUgPR40XmkUv3iu1IzPgeSQfKzvyJn3i1y6o6oihzFAui1DW60/mvHjIx2hHYZcLCZ22KtTDUWiwXrm9UnkeyYeO5JOvo+bLHeKnZqnoiKHMUC6LUNZrERYvHvIphaM+nw9aCRf1jefIP1CLJPqUWdFeSkelhueRfKzuKLAtJH6rOBUdMZQZysqHsp7bevHiIZ9SOGryeNCk05aFhTpSafGeGY5KDc8j+dCRHW1Xu0TviqOiI4YyQ1n5UNbzQRG8eMinFI40h6Oki/oyOYpfSSixOMcsR6WG55F86MiO8MEG0VvFqeiIocxQVjqU9X70MC8e8imVo4TXi0iJtoob7ajxQrPoi50UR6WE55F86Og6SfTBGSjtguRydsRQZigrHcp673vLi4d8SuUo6HSiu0SL+tIdhQ82KLd4zyxHpYTnkXzo6DqNF5rRMBQz/fjLxRFDmaGsdCjr/SQ1XjzkU0pHvT4f/DpN68nFkX+gVqnH0UpwVCp4HsmHjq7jiWlYf63H9OMvF0cMZYaysqGs5yK+FLx4yKeUjqJuN+I6v8fS6Qk9hj9svgP/tPlW/LinEuuv9cA/UGv671glR6WC55F86Ogbmi93IDRYb/prKAdHDGWGsrKhrOcivhS8eMinlI5cDgf6/X5DfvbuJxcAL980gj/tsZn++1XNUangeSQfOvoG/0CtyClcKjpiKDOUlQxlvRfxpeDFQz6ldtSuaYYs6vt/XvrWmFDGyzchXvO46b9j1RyVAp5H8qGjkcSvJMT9hUpFRwxlhrKSoaz3Ir4UvHjIp9SOggZ8KPM412aMZLx8E16Oqe+L55F86Eg+xToKDdYjdqnV9NehuiOGMkNZyVDWexFfCl485GOGIyOm+fy/OydlDOWOwDLTf8cqOjIankfyoaOxSFscrKIjhjJDWblQNmIRXwpePORjhiMj3nM/bpk3JpL/py1TTP/9qurIaHgeyYeOxtIwFBO1VZyKjhjKDGXlQtmIu3spePGQj1mOjPgrxu6PXfj3Xbfjf37mFrzTfr/pv1vVHRkJzyP50NFYPDENSfSZ/lpUdsRQZigrFcpGLeJLwYuHfMxypPe8eGfANXwBoyP50JF86CgzsUutYraKU9ERQ5mhrFQoG7WILwUvHvIxy5HeH9IahmLDj6mmI/nQkXzoKDPepA9tV7tMfz2qOmIoM5SVCmWjFvGl4MVDPmY66vZ6EXa5dPlZ6Yts6Eg+dCQfOhqf+JUEAttCpr8mFR3lG8rV1dUMZWJOKBu5iC8FLx7yMdNRxO1Gwust+ucEtoXQfLmDjhSCjuRDR+Mzesyho9xhKDOUlQllIxfxpeDFQz5mO+rz+aAV+VeN0Xd36Eg+dCQfOsrO+ms98CaNW+NTro4Yygxl3aiqqjLsjWr0Ir4UvHjIx2xHTR4Pmjyegr8/03xBOpIPHcmHjrITPtgwvC6CjnKHocxQ1o01a9YY9kY1ehFfCl485GO2I83hQF8RH9pil1oRPthAR4pBR/Kho+ykdtpxBvRZZ2EVRwxlhrJuGPlG7ff7i/5zdy7w4iEfCY4SBS7qS98Sjo7Ugo7kQ0cT03ihecwHdTrKDkOZoSw+lEuxiC8FLx7ykeAo7HIVtKhvvD990pF86Eg+dDQx3qQP66/10FEeMJQZyrqxYsUKQ2h3OOBbs8awn09IISScTjhWrcrrezqu9cDe6jT92Akh1uXJr9qgPes3/ThUoLq6Ou9QXrNmDUOZZCYc1H/ek9/pLGo+aL6sWMG7LNKR4ijqdiOex186sm3PREfyoSP50FFuBLaFEL+SoKMc4R1lhrJu9HboH7RxTStqh4F84cVDPlIcuRwO9Pv9Of/75ssd4274T0fyoSP50FHutF3tgn+glo5ygKHMUNaN+DoNTVF9o1aPPWvzgRcP+Uhy1K5piOSwG8tEj5ClI/nQkXzoKHdCg/WIXWqloxxgKDOUdcPldKAv6YPfq89DQfR6Clo+8OIhH0mOgk4nunN4j0600pyO5ENH8qGj/EiiD55YaRbKq+yIocxQ1g273Y5InRuJFn3ittAtuIqBFw/5SHPU6/NlfWJkLnuX0pF86Eg+dJQfDUMxNAzF6GgCGMoMZV1D2W63I9HiRaSuuIeDFPtQh0LhxUM+0hxFJ9i+MJenYdGRfOhIPnSUH56YVvKt4lR0xFBmKOseyn6vE31JH1zOwucWF/uY4ELhxUM+Eh31+/1wjTOXvu1qF7zJ7B/66Eg+dCQfOsqf2KVWhAbr6SgLDGWGsu6hbLfb0RT1IL6u8LlPpV7El4IXD/lIdDTeI9azbQlHR2pBR/Kho/zxD9RmXWhMRwxlhrJBoWy329Hb4UOwJv+FfYU+9UwPePGQj0RHfqcTvRmmCmXbEo6O1IKO5ENHhRG/kijZVnEqOmIoM5QNC+Vw0IXutvyD14xFfCl48ZCPVEfdXu+IRX0TbQlHR2pBR/Kho8IIDdbn9JcvqzpiKDOUDQtlu92O9iYN0frcF/aZtYgvBS8e8pHqKDJqUd9EW8LRkVrQkXzoqHDWX+spyVZxKjpiKDOUDQ1lzeNAf5cfmie3+cZmLeJLwYuHfCQ7Ss2tz2VLODpSCzqSDx0VTi6781jVEUOZoWxoKNvtdkTr3Whvyu2TqlmL+FLw4iEfyY5SH/TyvejQkXzoSD50VDj5fri3kiOGMkPZ8FC22+3obvMiHMx+Apq5iC8FLx7ykewoNXUoly3h6Egt6Eg+dFQc+UwXs5IjhjJDuSShHKxxorcjeziYuYgvBS8e8pHuKLEzgvZ/T9KRgOPQEzqSDx0VRz4LkK3kiKHMUC5JKNvtdsTXaWiKZp5/bPYivhS8eMhHuqO2/9qBxM4IHQk4Dj2hI/nQUfHkuqWllRwxlBnKJQtll9OBvqQPfu/YvZXNXsSXghcP+Uh25E36sP5aD/p8Pvidue8hTkfyoSP50FHxBLaFEL+SoKM0GMoM5ZKFst1uR6TOjUTL2HnIZi/iS8GLh3wkO0rN8WvyeBDXct9qiY7kQ0fyoSN9yHeNRbk7YigzlEsayna7HYkWLyJ13+ytLGERXwpePOQj2VFq1bjL4UC/309HZQQdyYeO9CF8sAGxS610dAOGMkO55KHs9zrRl/TB5bx+B1nCIr4UvHjIR6qj0ReXdk1DxJ3bw3boSD50JB860g+jtopT0RFDmaFc8lC22+1oinoQX6eJWcSXghcP+Uh1NPrPlUGnE905/qWEjuRDR/KhI/1ovNCMhqEYHdkZygxlk0LZbrejt8OHzjqviEV8KXjxkI9ER/6B2owLYHpzXNRHR/KhI/nQkX54YhrWX+uhIztDmaFsYiiHgy7s7QyJWMSXghcP+Uh01Hy5A6HB+jH/e9TtzmlRHx3Jh47kQ0f6ErvUmnFcs5ojhjJD2bxQdrmwrS2AaH1u8zhLgdkDkxGoODCp5CjbnZfUoj7XBB8G6Ug+dCQfOtKX8f5SZjVHDGWGsmmhnPB6EfW50d/lh+aRcVfZ7IHJCFQcmFRyNNFcvrimITrBoj46kg8dyYeO9Cd+JQH/QK2lHTGUGcqmhHL6Ir5ovRvtTbnvOWskEgYmvVFxYFLJ0USrw/1OJ3onWLBKR/KhI/nQkf6EBut13SpORUcMZYayKaE8+kl83W1ehIPmbxEnYWDSGxUHJlUc5XoR6fZ6EcyyqI+O5ENH8qEjY1h/rQeemD43s1R0xFBmKBsayh6PB08++SSef/55vPzyy9i0aRMikQieqqmB5nDA4/Ggp6cH2198Fr0d5m8TJ2Vg0hMVByZVHLVd7crpz5IRtxvtWRb10ZF86Eg+dGQMDUMxNF5otqwjhjJD2dBQbmlpwalTp/CHP/wBv/nNb/DrX/8aJ376Uzzf0QGXywW/34/9+/fj3XffRXydhqaouVvFSRmY9ETFgUkFR/kudOn3+8fd4YWO5ENH8qEjY3AGXEiiz7KOGMoMZUNDefv27fj888/xzDPPIBKJ4LnnnsOX585h6NQptLa2IhAIDIeyy+lAX9IHv3fifWeNQsrApCcqDkwqOMp366S4po27ZzgdyYeO5ENHxhG71IrwwQZLOmIoM5QNDeXXXnsNZ86cgfvGqn+v04ndvb0YGhrC6dOn0dPTg5/85Cd49913YbfbEalzI9GS29PMjEDSwKQXKg5M0h0Vshm/3+kc9ymUdCQfOpIPHRmHN+lD29UuSzpiKDOUDQ3lvXv34syZM/DeeJRvk8eDZk1DR0cHzpw5g48++ghnz54dDmW73Y5EixeROnP2VpY0MOmFigOTdEcNQ7GCHu+a8HoRdo1dtEpH8qEj+dCRscSvJBDYFrKcI4YyQ9nQUH7hhRdw9uxZtLW1wW63o+/GI30dDgfa29sxNDSEr7/+ekQo+71O9Hf54XKWfm9laQOTHqg4MEl3lERfQavAwy4XEt6xfzGhI/nQkXzoyFgC20JovtxhOUcMZYayoaHc1taG1157DRs3bhwTCalYPnHiBPbt2zfi+5qiHsTXlX5vZWkDkx6oODBJdlTsvqJ9Pt+YRX10JB86kg8dGU/b1S54k4XvUKWiI4YyQ9nQUE4n4fUiMsETytLp7fAhWFPahX0SB6ZiUXFgkuyo2CdVjd5DnI7UgI7kQ0fGEz7YUNRWcSo6Yigzckj+xwAAIABJREFUlEsSyulP4sv5hAy60N1W2oV9EgemYlFxYJLqKN8t4TKR6VygI/nQkXzoyHhSW8VlexppuTliKDOUdWPBggXj4nnkEfgffTTj1959913s2rUr49cC2mOwr3k4688mpFTUf96I6r92Fv1zAo89hqrFi01/PYQQki/BD5+Aa4/X9OMoBVVVVXmH8tKlSxnKJDPZPpH13ljEl+lrzzzzDDZs2JDxa5rHgf4uPzRPaRb2SfwEXywLFqj3CV6io0K2hBuPoNOJ7rT5+nQkHzqSDx2VhmLGQhUd8Y4yQ9nwUA67XCOiIF+i9W60N5VmYZ/UgakYVByYJDoqdEu48Uh9eFyxYgVmz56N6upq03+3qjsyEp5H8qGj0tF8uSOvBy6p7IihzFA2NJQ1TcPzySTefO01DA0N4cKFC/j8889x8eJFnD17FgcOHEBPTw/8fn/WN2p3mxfhYGFzovJB8sBUKCoOTBIdrb/WU9CWcONR73Bg/owZsNlsmDJlCmw2Gx577DHTf78qOzISnkfyoaPSUeh6DRUdMZQZyoaGctf69fj87Fl8+eWXOHLkCPbs2YOdO3di9+7deOutt3D+/HmcO3cOTz/9NByO8adXBGuc6O0ofEuaXJE8MBWKigOTNEfFbgmXiVkzZ6Jy+vQRoWyz2bB27VrTf8cqOjIankfyoaPS0na1K+8dgFR0xFBmKBsayq/v3o0vzp1DS0tLxq8/8cQTOHToEE6dOgVNy363Lr5OQ1PUU9QbfiKkD0yFoOLAJM1RsVvCjaa6uho2mw2zfvAD3DXlDvzlbXfgzjvvhM1mw5IlS0z/HavoyGh4HsmHjkpLITcQVHTEUGYoGxrKJ3/8Y7x78iQ8nsyB63K5sGPHDpw5cwahUPZHY7qcDvQlffB7jdtbWfrAVAgqDkySHPkHatF2tUv3n3vXXXfhu9/5Dn5w5wzc/v1puPOOe3H77X+FpUuXmv47Vs1RKeB5JB86Kj35TklT0RFDmaFsWCgHnU68tXMnPvnkE2zatAnRaBShUAiBQADBYBBPPPEEurq6cPToURw+fHjcmE4nUudGosW4vZVVGJjyRcWBSZKj2KXWghatTMT3vvc93D7lB7jr+3fj27fcgttu+z7uvGM6/ForPO6g6b9nlRyVAp5H8qGj0pPvImcVHTGUGcqGhXK7pmFjWxtOnDiBL774AidOnMBPfvIT7Nu3Dz/+8Y9x5MgRnD9/Hh999BF6e3tzftMmWryI1OX+hL98UGFgyhcVByYpjjwxDUn06f5zq6urMfeBR2G7Zw5u+8538L1vfxt/+d3v4p577sHqlRqeCPUhWNMOp7P0j3FXzVGp4HkkHzoqPfmOkSo6YigzlA0JZZfDgf4bO1lEIhHs2rULH374Ib788kv86le/wi9/+Ut8/PHH+NGPfoTW1vzmOPm9TvR3+eFy6r+3sgoDU76oODBJcaT3lnApPO4gHns4iGnT7oXNZsPdt9+OiunTMXfaNNhXrYLdbkeNrwmRun7U+JpM/51LdlQqeB7Jh47MIZ+/uqnoiKHMUDYklKNuN+KjFuc5HA54PB74/X5ompZ1l4uJaIp6EF+n/902VQamfFBxYJLiSO8t4ex2O5zO63eMly5ZM7zTRWrXi8rZs9Hn86Fd06A5HHA4XKj1x/FEqA9eLWL6716io1LB80g+dGQO+azjUNERQ5mhbEgoZ3sSn170dvgQrNH3v6HKwJQPKg5MEhyFBuvRfLlD/59bm4DfG4XdbseSJUswc+ZM3HnnnVi0aNHwv4m63ej3+9Hk8cDlcMDt8iNUm0BdoFuJ+cs8j+RDR/JRyVH8SgKBbdkX5KvqiKHMUNY9lEc/ntcowkEXutv0/e+oNDDliooDkwRHem8JZ7fbUeuPI1jTnpMjl8OBuKah3+9H1H19Tr7mCSMc7BU/f5nnkXzoSD4qOQpsC+V0Y0FFRwxlhrLuodyuaYi4jVlsN5r2Jg3Rev3+WyoNTLmi4sBktiNv0qf7lnBeLYJwMPOi1WyONIcD7ZqGPp9v+Lzye6Oi5y/zPJIPHclHNUfrr/XAm8z+YDAVHTGUGcq6hnL6Ir5SoHkc6O/yQ/Pos7BPtYEpF1QcmMx2FLvUivDBBt1+ntvlR6SuH25X5nMjF0d+pxMJrxfdXi/CLpfo+cs8j+RDR/JRzVH4YAMaLzSXnSOGMkNZ11DOtIjPaKL1brQ36fPfVG1gygUVByYzHTkDLt23hAsHe7PGbD6Owi4Xur1eJLxe+J3O4fnL4WAvNE/YdD+lcGQGPI/kQ0fmkho7nQFXWTliKDOUdQ3lUiziy0R3mxfh4PgnZ66oNjDlgooDk5mOGoZiE94VyYdgTTtq/XHdHUXcbvSm7ZChecKoC3QjVJsY9851uTgyA55H8qEj82m80Jz1r3EqOmIoM5R1o1SL+DIRrHGityP73KhcUHFgmggVByYzHem5JZzfG0WoNmGoo9QOGXFNg8vhgFeL4IlQH2r9cTgcxX94lOjIDHgeyYeOzMeb9GH9tZ6ycsRQZijrRikX8WUivk5DU3Tix2BnQ8WBaSJUHJjMcpTryu1c8LiDeCLUl9PuFMU6cjkcaPJ4RuyQkXpgSWorunJxZBY8j+RDRzJovtwx7lZxKjpiKDOUdaOUi/gy4XI60Jf0we8tfOqHqgNTNlQcmMxylOteoBPhcLjwRKgv5znDejkavUOG06khWNNe8vnLPI/kQ0fyUdVRYFsI8SuZ/5KmoiOGMkNZN0q9iC8TkTo3Ei2FT/9QdWDKhooDkxmO9NwSLv2hImY4Su2Q0evzIexyweMOlnT+Ms8j+dCRfFR21Ha1K+NWcSo6YigzlHXDjEV8mUi0eBGpK2wKiMoD03ioODCZ4WiiRSi5UuNryvhQETMcpdYNJLxeBJ3OEfOXjXxgCc8j+dCRfFR2FD7YgNil1rJwxFBmKOuG2W/mFH6vE/1dfric+e+trPLANB4qDkyldpTLtka5kHpynjRH6Ttk+J3O4fnLRj2whOeRfOhIPqo7SqJvzMJoFR0xlBnKZRfKdrsdTVEP4uvyv2Om+sCUCRUHplI7ymWj/IlwOrWsDxWR4CjqdqPP50Nc0+BxeQ17YAnPI/nQkXxUd9QwFEPDUEx5RwxlhnJZhrLdbkdvhw/Bmvymg6g+MGVCxYGp1I5yefTqRNQFugsOzlI7Su2Q0eTxDD+wpC7QDY87KNaR2fA8kg8dycIT08ZsFaeiI4YyQ7lsQzkcdKG7Lb+FfaoPTJlQcWAqpSM9toSr9ccnfKiINEeaw4F42g4ZqWkjwZr2oucv8zySDx3JpxwcxS61IjRYr7QjhjJDuWxD2W63o71JQ7Q+94V95TAwjUbFgamUjrLt+ZkLXi2CukC3so78TifaNW14hwy/N1r0/GWeR/KhI/mUgyP/QO2IreJUdMRQZijrxtq1a01/Q49G8zjQ3+WH5sltYV85DEyjUXFgKpWjYreE87iDiNT1F30HVoKj1A4Z3V4vQi5PUfOXeR7Jh47kUy6O4lcS8A/UKuuIocxQ1o3Vq1eb/obORLTejfam3EKmXAamdFQcmErlqJgt4RwOl24P8pDkKOxyDe+QEfDUFjR/meeRfOhIPuXiKDRYj8Y/tGDq1KmYMmUKpk2bhqVLl5p+XLnCUGYo64bZb+ZsdLd5EQ5OvPVXuQxM6fDikZlit4QL1rTrtr2aREeRtB0yAtr1+cu5PrCE55F86Eg+5eJo6dKlaPtvXZi9bA6mTJkCm80Gm82GVatWmX5sucBQZihbIpSDNU705bCrQbkMTOnw4pGZYraEq/E1IVSb+RGt5eYofYcMvzc6/MASh2P8Dxg8j+RDR/IpF0czZ86E46CGyvUP4b/ccstwLM+bN8/0Y8sFhjJD2RKhbLfbEV+noSnqyfpvymVgSocXj8yM94jVidA8YTwR6ssaiuXmyJW2Q0bU7R5+YMl4j+nmeSQfOpJPuTiaPn06Jn1r0oi4mnzzzVjwwAOG/nddTgc0jwN+rxPBmuuEgy5E6tyI1ruHn7fQ3qQh0eJFd5sXvR0+9Hb40Jf0ob/LD4/bwVBmKFsnlF1OB/qSPvi94++tXC4DUzq8eIyl0C3hnE4NT4T6dNtvWDVH6TtkRLUaBGvaM87T5nkkHzqST7k4uu27380YWA9MnYpenw9NHg80xzcL7tMDNxW52QI3PXJTgdvf5Udf8nr0drd5h/9de5M2fNMsWu9GpM6NcNCFYM31/5bmuf7fTn+yb76hXBdwMZSJmqFst9sRqXMj0TL+3srlMjClw4vHWArdEq4u0D3uXVQrOQo6nUjc2CGjXguhLtA9Yv4yzyP50JF8ysFR2OXCX9x8c8bA+t5ffgebOvzY3hnA/t46/GhjCH/TE0B/p3/4zm4qcrMFbnrkpgeuXuQbyj7NwVAm6oay3W5HosWLSF3mvZXLYWAaDS8eI/EmfWOeFpULtf44gjXtdJRGaoeMhNeLOl/D8PzllStl7oBjRUfjwbFOPqo7it5YEPztW27JGFh3TbtzROAGnU7ENQ39fj8SXi8i7tyfgWAknHrBULZcKPu9TvR3+TN+8lR9YMoELx4jKWRLOD0eKlLOjlI7ZLRrGur8zQj6ewy5824mqjsaDcc6+ajsqF3TkPB64XI48OjiioyB1fy/r0fDUCzj94ddLrTfiOZ2TUPQOf6USaNhKDOUdWPFihXKEAmtRWO42vTjIKVltXs1kujDavfqnL9nzWoHgv4erFntMP34pROqqkKPy4Wo3Q2fuwkBXxfs1bWmHxchpDSsXbkS7Q4HGqursXr1SjwZqUZL1I57752Om29MwZg8eTLmzJmD1e7ViHwaQ8e1Hvh3BTL+vNUrV6J2zRq0OxzocjrRWF0Nx6pVJXs91dXVeYfymjVrGMokM2Z/gs2X3g4fgjUjP6WuWKHuJ/jx4F2WbyhkS7hwsLegp9NZ1ZHrxkWy3+/Hk75wQQ8skUg5ObLbOdapgGqOwi4X+v1+RNxuBGuc6O3wjdhpqrq6OmMreJM+NF/uGPEEv0xoDgeibjd6fb6MiwCNgneUGcqWDeVw0IXutpEL+1QbmHKBF49vyHdLOD0fKmI1R5rDgfYbW8rF/BGEg70I1rQX/bhvsyhHR2YfAx2Vj6PUfOSg04lovRv9Xf6MD/nK5iiwLYS2q12IXWqFJ5Z9nPA7nWjyeNDn86H7xnxml0HRzFBmKFs2lO12O9qbNETrv1kwoNLAlCu8eFwnsC2E+JXcHxLi90Z1faiIVR3503bIWFcTQ6SuvyQfPugod0flAh2ZQ/p85PYmDd1tXmiezNGai6PwwQYk0Tfu/OXRBG9sW5laBBh26bfHvd3OUGYoWzyUNY8D/V3+4ZNalYEpH3jxuE4+W8J53EHdHypidUdhlwvdXi+SvhpEatvwRKjP8CktdJSfI9Who9KiORzo9noR1zT4vWOnWhTjyBlwofFCM9Zf60FosD7nYwq7XEh4vbouAmQoM5QtHcp2ux3RejfamzQlBqZC4MXDDk9My3lLOIfDZchDRejoOqkdMtb76xAJJJWZv2wlR6pCR6UjfT5ypG78qRbFOsp1/vJoXA4HIm43ur1e9N2Yz+wvMJoZygxly4ey3W5Ha6MdC+bPxj333INZs2Zh1apVph+TXvDicX1LuFz/jBeqTZR8azMrOoq63ej3+9FRG0UkdH3+cuqBJRKxoiPVoKPSkD4fOb4u+1QLvRzlM395NJrDgSaPZ3gRYNTtzmsRIEOZoWz5UF6zZg1m3DsVFXOn4+6774bNZoPNZsPq1eXx0ARePOxIog/OwMR3O2p8TYY9VISOxuK6cQHr9/vRXPMkInX9qPXHSzblhY7MPw46UstRaj5ywOdCb4cP8XX5RWuxjvKdvzwa/42HmuSzCJChzFC2fCjPmzcPNpsNc+6fhpkzfjAcyg888IDpx6YHVr94hA82IHapdcJ/p3nCCAd76cgER8M7ZPhr0RyII1LXL+6BJVZ3pAJ0ZBzp85FTUy3Ge8Kt0Y4Knb88mvRFgO2aNu4iQIYyQ9nyoTxz5kzYbDZMnWpDxdypqHhgOubcPw1zH5hpyHPjS43VLx65bAnndvkRqes37U//VneUIrVDxsaaEJqC6xEO9kLzhE1/PXSkBnRkDOnzkVNTLfzewub76umo0PnLmYi43cOLAOOjFgEylBnKlg/lysrK4bvId999N6ZNs2HWfVOxduWD6O/yo7vNi6aoZ8zDSVTByhcP/0BtTlvC1QW6Td2BwcqOMhF0OtHt9aKrNoKm0AaEahOmz1+mI/nQkf6k5iNHvNefO5DvVItSOCpm/vJoXDceapJaBOhyOBjKDGWGcnV1NaZPnz4cyjabDdOmTUN1dTXsdjuCNU40RT3obvOiv8uPRIsXkTp3zosXzMbKF4/myx0T/mmu1h9HrT9ORyY5ykbkxlO4krUxNNY9Zer8ZTqSDx3pS2o+cjRc+FSLUjoqdv7yaDSHg6HMUGYop/PQQw9h1qxZeOihh8b9Ny6nA+GgC/F1Gno7fOhLXl/MEA66xE7TsOrFI5ct4fzeKOoC3aa/Jqs6ypXUXa1EqA3R8GZT5i/TkXzoSB/S5yOnrnWFTrUotSO95i+nw1BmKDOU08h7EZLHgUjd9X2YpU7TsOrFo2EolvXOgscdRKSuX8Qjla3qKF+aPB5srq3D+lCy5POX6Ug+dFQ8QafzxmPnr/8VNfWMAdUc6Tl/Od9Q9jocDGXCUB4Pv/f6c+7Tp2lE6926fRovBKtePJLoG3e+WuqhIlwoZq6jQtAcDsQ1DZsCDWgN95bsgSV0JB86Ko7UX26aQx70d/kRrS9+qoXZjvSYv5xvKIecToYyYSjnyuhpGu1N17fWKeU0DStePEKD9Vm3hAvVJlDjazL9tVjZUbH4b2zt9FSwCfFwH4I17Yb+dYCO5ENHhRPXNHR7vWhr1HeqhRRHxcxf5tQLhjJDOQ1D74SlTdPoS/rQ2+EryTQNK1482q52jfvnthpfE0K1E++EUUqs6EgvUjtkbAy2IF4/YNgHIDqSDx3lT2o+8vpaLxIt+k+1kOTIE9MKmr/MUGYoM5TTKOXFIzVNI9Fi7DQNq108sm0Jl3qoiLQnv1nNkRGEXS5s9NeiO7QeT4Y36b7dHx3Jh47yIzUfORH2oi/pM2SqhURHqWtErvOXGcoMZYZyGmZePFLb0I2eplHsNnQSBqZSOopdas14t8Dp1BCp6y/JfFY6Mu88irrdeKqmHp3hDWgI6jd/mY7kQ0e5k5qP3LnueiSXagG6JEehwXqsv9Yz4fxlhjJDmaGchpSLh8s5dppGahu6fH+WpIHJaEfZtoSrC3SLeyyyFR2ViiaPBwPBGDrrn9Jl/jIdyYeOciOuaejxe7Ehfn2qhdXXzDQMxZBEH8IHGzJ+naHMUGYopyH14jF6mkZ328TTNFasWIH58+fDZrPh8ccfN/01lMLReFvCSXioSDYkXjyMclRKXDd2yNgciiPxxNOo8TUVPO2GjuRDR9lJzUfeEPaVbKqFKo48MQ2xS61ou9qFwLbQiK8xlBnKDOU0VLl4jH5a4OhpGg8//PDwY7mnTJkCm82GhQsXmn7cRjtaf61nzJ/QvFpExENFsiH14mGEIzPwO53o8PrRH06ivb6wB5bQkXzoaHxS85E3RH0lnWqhmqPU/OXmyx3wJn2w2xnKDGWG8ghUvHikPy0wNU1jzv3TcN+MqZg69ZtQttlsWLt2renHa5SjTFvCuV1+MQ8VyYb0i4dejswm6HSisyaMp8JdaK7bmNc+2nQkHzrKTNTtxqYaHzY2+5Bo8Zr6FFlVHKXmLzsDLoYyQ5mhnE45XDycjirMnDEVc2dPQ+X86Zgz868w5/5pmDljKtZWqf/6xnOUaQVzqZ/eViiqXDyKdSSFsMuFvkADNj7Rh2gwCbfLT0dlAB2NJa5pGKj3Y6DTj6aox/TXpJojZw1DmaHMUB5BOVw8qqurh+8g22w23HXn7Zg5Yyrm3D8N7U86h+c4x9ddn65h5lMD9XKUaUu4YE27qIeKZEO1i0chjiQScbvRH2xCb2QA9TWtWecv05F86OgbUvOR+9f50Zf0FbQQnI6uw1BmKDOU0yiXi0dFRcWYOcpz5swZ/rrf6xzeVaO3wzcmnovdkq7UjkZvCef3RsU9VCQTS5cuxaxZs3DnnXdi0aJFph+PkY4kE3W7sSW8Hl2RLaj1NWb8Nype4MvJUS7Q0XVS85EH4tf355c0nqvoiKHMUGYop1FOF4+HHnoI9957L+64446cFvKldtYYHc9NUQ/CQZeYwXa0I09MQxJ93/z/7iCeCPWJe6jIaBYvXjzmw8z9999v+nEZ4UgFXA4HWn0BbH2iGx31Tw1P2Xn44Ydx11134bvf/S7uu+++spjnr6qjiVAxwvR2FHW7saXOj60JGVMtysFRvqHs669hKBOGskoUMzAFa8bGc6LF3Hge7Sh9SzinU8MToT6RDxUZTfr0mPQFlytXrjT92PR2pBKaw4FEzRMYiDwF++Ne3Hbb93Hrrbfilltuwa233oopU6aYfoxWdzQeKkaYno7imobn1tVga3eNmKkW5eCIocxQNjyUNU1De3s7du7ciTfeeAM//elP8dZbb+HVV19FT08PampqTD8RUvDikR2X0zEmnvuSvpLG82hH6VvChWoT4h4q4nI64Pc6Eay5Pt2lKepB65MezH9gGioemI7KedMxf849qJw3HRUPTEfYvxyJlusPAmiKev5/9t48Kqos3/OtqhwqMyvvrcqqvJkq8wwxMBNMyhAEEEwBBATzDBIKgsoggiIOqCkOpBMqCAoBTqhZpqZDplmmaZaamKYjQ/Vbr3ut27fqdb9+b63uvnetvvf1rfq+P6xzKgIiIAICYgf+/vispcQZ9jnfc/b+xI599kF2RhxU6XFQpsYiKUEGeXyMRZ9an01G1kiSTIaPPvgIS35jj9/8agneeec9vPfeL/Duu+/C29vb4uWjjKZijRJmjoy48cgtpSlYXcrWUIvFkBENvSBRnldRTk9PxyeffIKbN2/i2rVrGB4exrlz53DhwgVcuXIFN2/exPHjx5GXN/UlEZaAGg/T0ZbnlUWvXoc6WZ7NKXbaGWlPCZecWIDU5LIFPbf6JLisQI7VpQl8D3xtZSJWlyZgZdGrMeDZGa+k18HeBjY2f+tRXrZsKWxslkImjeC3l53xapvFuXKsLErgt1tb+bdtrynX3b62XKcmyywi14vlPnr33Xfx/nvv4cNffoQlv3HEx7+xx5IPHRHmI4M6Yy3KlGtQnL4KBakVyEkpRUZSLlITVJDHKxEfl4q42CTIZHImhwEtloy0sUYJm2tGqTIZGtOTsFmdguJctqfBtNaMSJRJlOdVlBsbG3H16lXs378fVVVVKC0tRVFREUpKSqBWq7F9+3YMDw+js7MTMpnlZ1+gxsM8cPJckB0/RZ6zM14J3GzFTTsjbkq4BLkKytQ1Zj+GpAQZlKmxJktwarJsxl6dgICAKUMv3NzcTC6jPF63nJxclxXMLNdlBXIduebKzsn1bM/dYrmP3n//fbz77rt499138fO338Yv3nsP77/3HsL9/JErT0ZRYhrKkjNRmZKN1Yp81KaVoV5ZiQ2Zq7FBtQYNqrWoz6rD+qwGrM1uwhpVPVZnrkOlsgal6atQlLYSOSmlyEwuQlpiDpLkCyfYiyUjbaxRwuaSUXZcHDbnpGBTVQpU6Qv/lr3XJSMSZRLleRXljo4OnDlzBgqFQu/niYmJ2LNnz7TLLCTUeMwf3ItRJstzWYHcKHkODw+Hg4MDPvroI9ja2iJ6dQxK/69V/EtFjJkLV7ss8ynBplxvbm5u+Oijj+Dv779gOcjjX32R0Zbr4lz5FLlevypJR665ISGcXHNDQji55vJbLPeRUCjkRZkbo/zLX/7S+HMdEwN5TAySZDKkymTIiJMjW56MvIRUFCdloPyvgl2TWoT1ykrUZ7wS7KasdWjMqkNDViPqspuwNrsJ1ZnrsCrjb4KdryhFTnIR34udGJ9mkmAvloy0YaWuMxfTZVQsl2NrcQpqyhKZHmqxGDIiUSZRnndRvnDhwrSivHfvXpw7d46JscrUeCws8vip8rymfKo8R0ZG8r2vH330EZYuXYqULzKQ0J4MZeoaJMhV/DbnIsFz7UldjBlpn9OZ5Jrrta4ui9U5x5xca4+35r5wsD7e2sfHB7/5zW/w3nvvwc7ObsFmvZgs2ZnxSTqCXZmSh6rUItSmlWG9shINmdVoylqHpqx6NGY1ouGvgr1GVY9VGTVYmb4aJWkrUZRahryUYqTGZiA9MQsKuRLyuGRmh4iYAuv3kanoa49iY2KwJi0R2ysVVjHUYjFkRKJMojyvolxXV4fr16+jv78fzc3NUKvVKC0tRUVFBRoaGtDV1YVr165hz549NPRinrC2immyPK9flYTYKF+4udjAyWEZbGw+hovIAZWoha/YB9XlJXolWFvOLCnBizGjmQgLC+OHhGjLNTfempNr7SEh61cl6Yy3ZuVhxqioKHh7e2PZsmUIDg62+Lk1Bk6yuV7snIRU5CcqUZKchYqUPKgVhahILMDa9JWoy1iNBtVaHcGuy25CbVYD34tdkVaJ4tQyFCqKkZucB9VfBZvrxWZBsMViMT7++GMEBQVZvCzmYnJ7lCqTYXNOCrZVK6xmqMVkrLGuI1EmUZ5XUVYoFGhpacGFCxdw+/Zt3L17F3fu3ME333yDr7/+GpcvX8bu3buhUqkW9MI3BIkym3h6usPBfhnsbD/CRx/+PUJaQqC4kAaBh4h5CX5dMtJmNveR9nhrTq61H2bU/lVgoR5mDA8PnzKO3N3d3eLnd74y0u7FTouNR2Z8EnITlchPUqE0ORcVikKsSitFNSfYmdVoyqrHxuxGbMhuQkN2E9ZnNaBWtR7VGTVQK6tQnlaOIi3BTkvIQEppu1BYAAAgAElEQVR8Gt+LPdfjiIqKwvvvv4+f//znePPNN/Hzn/8cH3/8scXP71yIjo7GP/zDP+Dtt9/GO++8A3t7e6ji4rC7NBUbK5Ot7m2q2lhjXWeqKMtiEkiUCeNFWSp9NbyiuLgY69atQ0tLC9ra2tDa2or6+nqUl5cjNZWdOW9JlNkkICAAb731ls7N+eY7b8HT0/qPbbFkpM1C3UeT5drUmUJmepjRwcFB71zXoaGhFj/HrGXESXZybDzS4xKhkiuQm6hEQXKOjmCvVa5CXWY1GlRrsTG7ERtzNr6S7KxGrFetR01mLdTKKlSkVaJIUYz85HzkJGUjMyEDqfI0JMUlIz42ge/F/vDDD/Hmm2/ijTfewM9+9jO88cYbeOutt+Dj42Pxczxb3nvvPbzxxhs877z9FhLD3VGRZx1DLWJiYnlkMjlPXGwSfLwDERebhPi4VB3k8UqeBLmKJykhmyc5sYAnJalYh9TkMp60lJU86YrVPMrUNTpkptXyqNLX60UWE2eyKMfHpZEoE6aJsjVBoswmbm5uem/QDz74wOJlo4ymwvJ9ZMpMIUKPV/Nce7nbwt35I3i5vZrrOiEmAKtLE6awskg/ZQVygxTn6qcgO94g2RlxelGl60eZGjuFxPgI/ouBPpISDCOPj9FLrEw/M2YSE4MEWRxS4hKhjE/he7HLUgqwMq0Uq9MqsEa5CusyqlGvWovGrDpesv/+Fx/g3Z//Au/8/D288/Yv8M7b7+Gdt9+Du70Aq9PVWJ2uhnoSlWkVPOVp5X8jtYSnSFHMU5icr0O+FnnJOTw5Sdk82YmZPJkJGTwZ8jQdUv+KIj4FivgULA9ejrfeegtvvfmKv//FO7Bb8vf45d+9Z5RYGiuXhsRyOrk0RixV6et1ltNeP12xGhHhKqQrVk/Zp3Z5tMupXX7t45p8zNrnQ/s8xcUm8WhLOzcmn2O665OGXpAom42cOxWzou/5IPY9PjLr9YnFz9JQW7036E9/+lMIBAKCmBc++OAD/OpXv8IHH/wKv/71r/DrX3+AX//6A3h5uCDQXzyFEIm3XpaH+BgkMtxXL9IIP4PES/31khQboBeFPNAg6YlBelEpJAbJTQ/WS0FGiF6Ks0JNxtC2CjJCdPa59KP3seTDX2DJh+/D5uO/w8cfvo+PP3wfPp62WJ0tx+psOapzEnSoyU3iqc1L5lmXr+Cpz0/laSjM0KGpMJNnY3EWT0txNs+mklyezSV5PK1lBWgp/hubiwuxubgQrSUlaC0pQaY0Eks+/CWWfPhL2C/9NWw+/hXee/cXePvtdxEclIzlYelYHpaO8BAFT2hwkg4hknieoEApT6B/JI+/33IeP98QHXy8A3nEYj8ekVDMY+l7c6GIjIw0WZQlEgmJMqEf5fb8WXH6xhD2Xzg06/XNSUprlsXLYG5i6pMtXoa5skRoo/cGffPNNy3eQ2kOBALqUWYRPz+/KUMvbGxsLF6u1yEjQ73T3C8CHL/5zQd4++238Pbbb+Gdn/8NPx/RtL3ilsRQL35qsgxREcF49923X/HOW/zwizfffBPR0dEWz2WuWGNdRz3KJMpmw9IXszlgvfGYDdZYMU0mKChI7w3q6Oho8bJRRlNZTPeRv78/bG1t8atf/Qqurq4LNj0cZWQcQUFBeP/99/Hmm2/iZz/7Gd566y18+OGHVi2Vf/d3f6czRvmNN97AsmXLLF4uc2CNdR2JMonyvIuyXC5HWVkZ2tvbcfToUfT09OD48ePYs2cPqqurmZg/mWOxNB7aWGPFpA93d3f89Kc/5W/OJUuWWLxMlJF+6D5in8WUUWBgIP9lxsnJCStWrLB4meZCVFQUbGxs8O677+IXv/iFyW/sZBlrvI9IlEmU51WU09PT8cknn+DmzZu4du0ahoeHce7cOVy4cAFXrlzBzZs3cfz4ceTl5Vn8ZpBKF1fjwWGNFdN0hISEWLwMlNH00H3EPpQR+1BGbECiTKI8r6Lc2NiIq1evYv/+/aiqqkJpaSmKiopQUlICtVqN7du3Y3h4GJ2dnfTCkXnCGismysi6oYzYhzJiH8qIDUiUSZTnVZQ7Ojpw5syZaV9hvWfPnmmXWUioYmIfyoh9KCP2oYzYhzJiAxJlEuV5F+ULFy5MK8p79+7FuXPnmBirTBUT+1BG7EMZsQ9lxD6UERuQKJMoz6so19XV4fr16+jv70dzczPUajVKS0tRUVGBhoYGdHV14dq1a9izZw8NvZgnrLFiooysG8qIfSgj9qGM2IBEmUR5XkVZoVCgpaUFFy5cwO3bt3H37l3cuXMH33zzDb7++mtcvnwZu3fvhkqlsvjNIJVSxWQNUEbsQxmxD2XEPpQRG5AokyjPqyhLpa+GVxQXF2PdunVoaWlBW1sbWltbUV9fj/LycqSmplr8RuCgiol9KCP2oYzYhzJiH8qIDUiUSZTnXZStCaqY2IcyYh/KiH0oI/ahjNiARJlEmURZC6qY2IcyYh/KiH0oI/ahjNiARJlEmURZC6qY2IcyYh/KiH0oI/ahjNiARJlEmURZC6qY2IcyYh/KiH0oI/ahjNiARJlEmURZC6qY2IcyYh/KiH0oI/ahjNiARJlEmURZC6qY2IcyYh/KiH0oI/ahjNiARJlEmURZC6qY2IcyYh/KiH0oI/ahjNiARJlEmURZC6qY2IcyYh/KiH0oI/ahjNiARJlEmURZC6qY2IcyYh/KiH0oI/ahjNiARJlEmURZC6qY2IcyYh/KiH0oI/ahjNiARJlEmURZC6qY2IcyYh/KiH0oI/ahjNiARJlEmURZC6qY2IcyYh/KiH0oI/ahjNiARJlEmURZC6qY2IcyYh/KiH0oI/ahjNiARJlEmURZC6qY2IcyYh/KiH0oI/ahjNiARJlEmURZC6qY2IcyYh/KiH0oI/ahjNiARJlEmURZC6qY2IcyYh/KiH0oI/ahjNiARJlEmURZC6qY2IcyYh/KiH0oI/ahjNiARJlEmURZC6qY2IcyYh/KiH0oI/ahjNiARJlEmURZC6qY2IcyYh/KiH0oI/ahjNiARJlEmURZC6qY2IcyYh/KiH0oI/ahjNiARJlEmURZC6qY2IcyYh/KiH0oI/ahjNiARJlEmURZC6qY2IcyYh/KiH0oI/ahjNiARJlEmURZC6qY2IcyYh/KiH0oI/ahjNiARJlEmURZC6qY2IcyYh/KiH0oI/ahjNiARJlEmURZC6qY2IcyYh/KiH0oI/ahjNiARJlEmURZC6qY2IcyYh/KiH0oI/ahjNiARJlE2WyEhYURBEEQBEEsCqKjo00W5YiICBJlQj+W/tZnDsLC6Bs861BG7EMZsQ9lxD6UERtQjzKJMomyFlQxsQ9lxD6UEftQRuxDGbEBiTKJMomyFlQxsQ9lxD6UEftQRuxDGbEBiTKJMomyFlQxsQ9lxD6UEftQRuxDGbEBiTKJMomyFlQxsQ9lxD6UEftQRuxDGbEBiTKJMomyFlQxsQ9lxD6UEftQRuxDGbEBiTKJMomyFlQxsQ9lxD6UEftQRuxDGbEBiTKJMomyFlQxsQ9lxD6UEftQRuxDGbEBiTKJMomyFlQxsQ9lxD6UEftQRuxDGbEBiTKJslWIskQSDHt7ByxduowgXlscHBwhkUgs3nDMBDXw7EMZsQ9lxAYkyiTKzIuyQCCEjY0NHBwc4OTkRJiIo6OjxctAmCcjBwcH2NjYwsuL7caGGnj2oYzYhzJiAxJlEmWmRVkikcDGxsbiImPNkCizj6kZ2djYIigoyOINiCGogWcfyoh9KCM2IFEmUWZalB0cHEn0FljCCPYzcnBwgL29g8UbEENQA88+lBH7UEZsQKJMosy0KC9dusziEmPtkCizz2wyWrp0mcUbEENQA88+lBH7UEZsQKJMokyivMghUWYfEmX2scYGnjKybigjNiBRJlEmUV7kkCizD4ky+1hjA08ZWTeUERuQKJMokygvckiU2YdEmX2ssYGnjKwbyogNSJRJlEmUFzkkyuxDosw+1tjAU0bWDWXEBiTKJMokygzh7OwMFxcX+Pj4QCQSwcXFBc7OziYJV2RkJORyOS9fJMrsQ6LMPtbYwFNG1g1lxAYkyiTKJMp/xcHBAaWlpTh58iR6enrQ09ODrq4u7N69G5mZmfO+f3d3d1RVVaG3txcajQYajQa9vb1oa2uDi4uL0cdQW1uLnTt38i9oMYcoJyYmQqVSWVwoFyskyuxjjQ08ZWTdUEZsQKJMorxoRDk7Oxv+/v6zlhV7e3usXLkSp0+fRlRUFCIjIxEbG4vq6moMDg4iKyvLpN5dU0Wpvr4efX19SElJgZeXF4RCIWJiYtDY2Gj0fu3s7LBmzRq0t7fD3t5+1hI2uWzr1q3Djh074OTkNG/n4HWGRJl9rLGBp4ysG8qIDUiUSZQXjShXVVVh48aNKC0tnZUw29nZoby8HH19fVi2bBlsbGywbNkyLFmyBHv27MGWLVt0hMbFxQVSqRRKpRLx8fFwd3fnJdLDwwPh4eEQCoU6+/D29kZ4eDhcXV2niFJfXx8qKyv5fXP7X7ZsGS+9Tk6vRDUsLAzp6elISUmBSCTi96stynZ2dvy2p1tHe7uhoaFIS0uDQqFAUFAQnJ2d4evri+bmZnR0dCA8PBzLly+Hj4+PxeVyMUGizD7W2MBTRtYNZcQGJMokyotOlDlMFWZtUba1tdWRmM7OTjQ2NvLDGQQCAT755BP09fVh9+7d6O7uxtGjRxEcHMxL544dO9DR0QE3Nzc4Ob2S587OTmzevHmKpDo4OODEiROor6/nBdfZ2RmOjo5wcHDgRcrd3R2bN2/G6dOn8cknn+DgwYPo7e1FfHw8nJ2d9Yqyq6vrtOtw2920aRMGBgawf/9+dHR04PTp05DJZCgpKUFPTw9OnTqFzs5OdHZ2Ijc3l8Y+kygbhBp49qGM2IcyYgMSZRLlRSvKpgozJ8r9/f3Izs5GTk4OCgsLsW3bNhw9ehT+/v6wt7eHo6MjampqcOzYMYjFYixZsgROTk7YvXs39u3bxwuul5cXjh07hurqajg7O6Ourg5Hjx6Fu7u7Tg8xJ0qVlZXQaDTYsWMHCgsLERkZCVdXV15mHR0dUV1djaNHj0IkEmHJkiVYunQpysvLcezYMXh4eEwRZUdHR1RVVU27jqOjI2pra3Hy5EkEBwdj6dKlWLp0KVxdXeHh4QFbW1vU1NRg+/btWLJkCd/jTaJMomwIauDZhzJiH8qIDUiUSZQXvShXVVWZJMoajQa7du3Crl27sGfPHpw8eRLNzc0QCoV8j/KpU6dQUFCAZcuWwc7ODnZ2dpBKpRgcHERISAicnF6NeY6MjMTAwADWr1+PgYEBhIWFGZRMW1tbpKWlYefOnRgYGMDg4CC6u7v5sdEuLi7o7e1FTk4ObG1tYW9vz4u7RqNBTEzMFFE2Zh0XFxf09fWhuLiYPx57e3v+uOzt7XlRtrGxgb29vU4vN0GiPBlq4NmHMmIfyogNtEW5qKgICoUCcXFxiI+Ph1KpRFlZGYkyYZ2ibKwgTxblvr4+vud1yZIlsLe3R1tbGzo7O+Hi4gJvb29oNBpIpVKdnmGxWAyNRoOEhARefOzs7FBVVYXBwUGUlJRg2bJlvGzrkyUbGxssWbIEDg4OiIiIwNatWzE4OIi4uDj4+flBo9Hg8OHD2L9/vw4DAwPIyMiAjY2NjijPtI5SqYSvry8vzZN7urly1dbWYvv27Xo/J0iUJ0MNPPtQRuxDGbEBJ8oFBQWIiYlBcHAwT0hICORyOS/LJMqEVYiyqYLMoS3KXM8p17OakpKCwcFBBAQEQCgUQqPRIC4uTkdw/P39odFoEBsbqzOW+fDhw/xYZmOEycHBAXZ2drCxsYGdnR16e3tRXV3NC3pubq7OjRocHIygoCC4u7tj2bJlvCjb2trOuI6bmxu/jPbcy5PLRKJMomwK1MCzD2XEPpQRG3CinJiYOKUd5WRZqVSSKBPsi/Jcp4fTFmU7Ozs4Ozvz44MLCwsxODgIoVAIe3t7nDhxApWVlbzgODs7Iy0tDRqNBmKxmBfl1tZW7N+/H2KxGCdOnIBarTa4f+39cfLk4OCAnp4e1NbWwtbWFsePH8fq1atha2vLz4xhY2MDW1tbXq61RdnR0XHadWxtbeHg4IDjx4+jurp6Snm4clRVVaG9vd1gbzhBoqwNNfDsQxmxD2XEBpwoR0ZG6hXl4OBgxMfHkygT7IvyXOFE+dSpU1i+fDkiIiIQHR2N3Nxc9PT08GN0HRwcUFBQgL6+PsTHx8PV1RXh4eE4cuQIWltbYWNjAycnJ34ZPz8/LFmyBDExMXxP9ORZLxwdHdHe3g6lUomAgAC4ubnBz88P69at49extbVFTk4O+vv7oVKp4OnpyU/flp+fD4FAoPdhvuzs7GnXcXR0RF5eHk6fPo3MzEx4enrCzc0NkZGRkEgk/DZ6enqwYsUKBAYGTpn2jiBR1oYaePahjNiHMmIDTpQjIiIMinJcXBzUajVSUlJIlInFLcplZWX8W/E0Gg36+/tx6NAhqNVqfvo1J6dX07nV1NRgYGAAAwMD0Gg0aGtrg5ubG+zs7BAeHo5Tp04hNTWVH8ZhZ2cHtVrNz5YxWZTWr1+PEydOQKPRYHBwEBqNBl1dXcjMzOTHNtva2vLizpWPe/jQy8uLHxO9Y8cOvqw2NjbTruPk9OpBwqKiIvT19UGj0WBgYAA9PT2IiIiAo6MjXF1dsWHDBnR3d0Oj0aCiooIe5iNRNgg18OxDGbEPZcQG3LCKuLg4g6KsUCj4ZUiUiUUryvb29rC1tcXHH3+Mjz/+GEuWLOFZunQp35vMic2yZcvg7OyMgIAAeHh4YMmSJTqzQtjY2GDp0qU6b8ib/DdtUbKzs8OyZcvg6enJb5Obqo3rHea2YWNjAx8fH/j5+f1VmpbqjKnm1uGOa7p1tMtmZ2cHf39/+Pj48MM5uCEg3MtXJp8LgkR5MtTAsw9lxD6UERvIZDKo1WpkZ2djxYoVUyQ5JiYGRUVFKC8vh1QqJVEmFq8oc0KoPTUaNz0aN6Xa5OU5CeWW016G25b237h19Ekm95n2g3x2dnZTpmLTtxy3Hw7tdbi/GVpnuu1ql5P73ND5IEiUOaiBZx/KiH0oI3bIyMhAZWUlsrOzERcXh4iICERGRiIxMREFBQVQq9VISEhAdHQ0iTKxeEV5oUVnpu0Zs83ZLGOu7RLmzdvUdUiUFxZrbeApI+uFMmKLjIwMvS8ZqaysRFJSEqTSV73JUqmURJkgUbYmSHrZh0SZfay5gaeMrBPKiD1kMhmUSiXy8/ORm5sLhULBf8ZJslRKokyQKFsVJMrsQ6LMPtbewFNG1gdlxB7c0Aru/9zsWNp/k0pJlIkFFGVHRyc4OJDoLbSEEWxn9Gr8u4PFGw1DUAPPPpQR+1BG7MLJsaGMSJQJvQgEArPj6OiIpUuX6TyoRhCvO6+mC3Scl3uOIAiCmBskyoRe5uNbW1BQEEQiEZYuXUY9ywvUW0mwm5Gj46tp/AQCIYKCgizeq2II6gljH8qIfSgj9qEeZRJli4tyWFgYgoKC4O3tDUfHV+MyCeJ1xcHBEWKxGEFBQUw3oiyXbba8Lg28NUMZsc/rkhGJMrFgoszKRW/NvC4VkzVDGbEPZcQ+lBH7vC4ZkSgTJMpWxOtSMVkzlBH7UEbsQxmxz+uSEYkyQaJsRbwuFZM1QxmxD2XEPpQR+7wuGZEoEyTKVsTrUjFZM5QR+1BG7EMZsc/rkhGJMkGibEW8LhWTNUMZsQ9lxD6UEfu8LhmRKBOLVpRXrFhh8TKYG39/f4uXwZxERkZavAyU0fTQfcQ+lBH7UEbsQ6JMovzaifJilDBr6pWIi4tDSkoKFArFvJKcnAyZTGbx47XGjIyB7iP2oYzYhzJiHxJlEuXXTpQX200slVrHT10JCQkoLy+HWq1eUIqKipgQZmvIyBToPmIfyoh9KCP2IVEmUSZRXgSwXjElJSWhsrISubm5SEpKQmxsLBISEpCVlYWVK1eaRYjLysqgVCohl8sRFxcHhUKBwsJCqNVqrFy50uKyzHpGpkL3EftQRuxDGbEPiTKJMonyIoD1iqmyshKZmZlYsWIFgoODecLDw5GWlmYWSU5MTERoaKjO9qVSKfLz8/meZcrIfNB9xD6UEftQRuxDokyiTKK8CGC5YlIoFFCr1YiOjtaRWI4VK1bMWZQzMjKmSDKHXC7nl7NkrzLLGc0Guo/YhzJiH8qIfUiUSZRJlBcBLFdMubm5UKvVBkU2ODh4zqKckJBgcNsRERH8csnJyZSRmaD7iH0oI/ahjNiHRJlEmUR5EcByxcQNfQgJCZk3UZbL5Qa3rd1jnZKSQhmZCbqP2IcyYh/KiD2io6ONyohEmSBRtiJYrpiUSiXUajUiIiL0imx4ePicRTktLc2gKMfGxvLLxcXFUUZmgu4j9qGM2IcyYg8SZRJlEmWqmBYUmUwGtVqN1NTUKcMvQkJCkJiYOGdRLi4uhkwm09ubnJWVBbVajfLycsrIjNB9xD6UEftQRuxBokyiTKJMFdOCk5GRgfLycqSnpyMmJgYRERGIjo5GamoqSktL5yzKarUahYWFSExMRFRUFCIiIhAbG4usrCxUVlby45gpI/NB9xH7UEbsQxmxRXR0NIkyiTKJMlVMliEjI8MsQmwqlZWVSEpKsvjxW0NGpkD3EftQRuxDGbGDPkmeLiMSZcJsoqzvwrMkK1assHgZzI2/v7/Fy2AMMpkMSqUS+fn5805ubi4UCoXFj9naMjIWuo/YhzJiH8qIDQxJslRKokyivACirH0RskBkZKTFy2BuwsLCLF4GUzDmejFn5ccC1pbRTNB9xD6UEftQRuxgqB0hUSZRXhBRZklcQkNDLV4GcyMQCCxeBsqIMrJ2KCP2oYzYx9oymslbSJRJlBdUlFmAxoSxD2XEPpQR+1BG7EMZsQ+J8k/wE29vbxAEQRAEQRCEMWiLckhIyKKGRJkgCIIgCIIwGhJlgiAIgiAIgtADiTJBEARBEARB6IFEmSAIq8PPzw8SiWTKq6wJ68Tf339e8PHxoetwgZFIJPDz87PIOTR134GBgYiOjoZMJrMo0dHRCAoKonIzylxEOTw8HFKp1OLHIJVKsXz5chJlgngdCAgIQFhYGNLT05GTk0NYOcHBwYjKWG92ViRXIFASZpI4mXwdRsiQXHUcyo1XzUpwcPCCnPf52G56ejrCw8MREBCw4PeyKfsODw9HdHQ0/Pz8IBKJLIqfnx+io6MRHh5O5WaQ2YoyN3c2C8fMZRUZGUmiTBCLGT8/P4SFhVlc7gjzMV+izBEoCTN7z7Kfnx/CImRmF+TFIMoc4eHh035Jmc97eaZ9BwYGQiqVWlxeJjNTDy2V2zLMRpS5nuS57tvb2xu5ubnYuHEjAgMDzZLVdD3LJMoEYeVIJBKkpaVNaRiLiopQWlo6hYKCginL5ufn6122uLjY4tL4OmKMKMuyG5FY0ILk4s1ILt6MhPxmxGQ1TLusds+yv7+/2a/D5NXHFkyUy8rKoFardcjLyzN4TnNzc6csX15ePuW8G5tRXl4eKioqsHLlymn3q016ejokEolR9zJX3tWrV5uEoXt2pn1HR0fD398fIpEIYrEYERERiIqKmjWRkZHw9vaes8RwvX7GlFubwMBAvdKjryfT19dX77JBQUELXm5rYTaiLJVKZ33MYWFhyM7ORl5eHsLCwjAxMYGJiQlER0eb5RqTSqUkygSxWDHUuB87dgyDg4NTaGpqmrJsY2Oj3mVPnDhhcWl8HZlOlGOyGrBhdz+6z9/FmS9+wKXbL3Dxq+cYvDqCrqGvUdF4cMo6dTt6ceryfZ2/mVuUg4ODoWyaH0nWJ8p3797lG0sOtVpt8JyWl5dPWf73v//9lPNuTD55eXm4ePEinj9/jhcvXuDSpUtGy3JwcLBR93J5eTn+8R//EX/84x9N4uTJk7Pat0wm05GS0dHRKefLFEZHRxEZGWkWKZPJZEaVW5tt27bh8OHDU1CpVFOWVSqVepdtb29f8HJbC7MRZVOPWalUYuvWrRCJRHj48CHGx8exa9cuhIaGYnx8HE+ePEFERITZrjESZYJYpBhq3E+ePImtW7fOWtY2b96Mvr4+i0vj64ghUc6s3IHu83fRd+n3aN6jQdaqdkRn1kGqqkdm5Q5sOXAOms+/x/bDFyHP28iv17irH0PXHs2/KM+TJOsT5e+//x7d3d2zPsddXV14/PjxlPNuzLpbt26dIoY7duwwOltj7uWKigr88Y9/NOmYXr58if7+/lntW1tiQkNDMTo6iszMTIjFYpOlIyMjw+KivHv3bpSWls56nwUFBdi7d++Cl9tamG9RPnv2LCYmJjAyMgKRSISxsTG8fPkSmzZtQkBAAGpra7F8+XKzHY9ViXJAQACCgoL0jqXy9/dHUFCQ2Sv42SIWi6FWq6FUKiEWiy1enrni4+MDHx8fhIeHIzk5GREREfD19Z33p+S9vV/9PFdeXg6VSjUv53K6YxOJRHyOls5gNrAmygUFBSgqKkJubq7O3/Py8lBYWGhxCdVGpVJhy5YtqK+vR0ZGBv/vrKwsi5ZLnyhnrWrHhZtPsPvYbxGbs8Fgj3Nq6RYMXHmI7vN3EZfbZFFRfvof/m8M3hxHbuv1RSXK165dmyLK169fNzpbY+5lS4qyt7c3urq68MMPPyAhIcEk4ZBKpfj+++/R29vL1+3mkBhjyq3NYhNlsVjMD4lJTExEWFjYrL7EmIJQKERlZSXS0tIgFAp1PjOnKG/YsAE9PT3o6elBR0cHRCIR7t27pyPKGzduxIoVK+btIUCrEWWRSISTJ09iYmICn376qc5nYrEYQ0NDmJiYwK5du5gQU5FIhIsXL6KtrQ0ikcji5ZkraWlp+OyzzzA2NoZHjx7hxYsXuHfvHtavXz/v51sgEGBwcE9CFp4AACAASURBVBC7d++el3M53bF5eXnxObJwXZnKTKJcUFCArq4unDhxAu3t7XrHKOtjNqKcmZmJCxcuYGJiAgcPHuT/np2djZ07d+Lp06dQqVQWlVBt0tPT8dlnn+H48eNQKBS4fPkyjh8/bvEyThZlqaoeXUNfY9/JL3j5nY6E/GYc0dzGsbN3kFjYYjFRfvl//j/4y1/+gv/+z/+Kbx7/Z+w78xg5rV/Miyhv3rwZO3bsQG1tLQoKCrBjxw7s2LEDRUVFqKmpwY4dO7B582Z++dmK8saNGzE6OooXL16gq6sLXV1dePbsGcbGxtDc3GxUtsbcy8aIcklJCVpbW7Fr1y5s2rTJbKIsEr0at3ngwAGMjIwgPz/fKNnIysrCyMgIDh8+bNbxt6+7KIvFYiiVSly/fh0vX77Ew4cPMTo6igsXLkAmk82bMAsEAly8eBFbtmyBQCDQ+cyconzkyBHs3r0b1dXVGBwchFgsRkVFBdasWYPY2Nh5OTZ9WVmFKHt6eqKnpwf37t3Do0eP4Ovry3+2fPlyPH/+HL///e+xfft2CIVCi5SR65n08fGBWCzG8PAwWltbIRAILH7+5kJKSgqePn2Krq4uSCQSODs7w93dHbm5udBoNPN+vj08PKDRaLBz506zn8uZjs3V1ZXPUSgU6mRs6VyMYSZRLi4uxt27dzEyMoIXL17g9OnTRsnabEQ5JSUFZ86cwfPnz/Hjjz8iPz8fOTk5yMrKwrZt2/DkyROkpKRYVEK1SUpKwqVLl3D48GHI5XLk5eVBqVRCqVRatFyTRbm2rRsDVx4iOrPO6JktYnM24MS5b3Dq8n20dZ63iCjv0TzCn//8Z/zlL3/h+R//8q84fW0UpTtuIbPl2qxF+fbt2zh8+DD//+HhYWg0GmzZsgVFRUUYGBjAwMAASkpKsGnTJgwMDGB4eJhf/sCBA/jmm2+mnPfpcsnPz8d3332HiYkJHcn+/vvvMTExge+//37GX03MJcoVFRU4e/YsLl68iPPnz+PQoUNmFWWRSAQfHx/09vZiZGQECQkJ0wpZbGwsvv/+ewwODsLX19fsEmNKuRebKKekpODZs2c4cOAAxGIxHB0dERAQAI1Gg/v37yMsLMxs55rruRaLxRAKhRgeHsbmzZvh5eU1r6K8Zs0aSCQSXpQXQo6NFuVDhw5BoVDw4SUkJGDr1q3o7u7G0aNHUV1dzQuDSCTC2rVrkZ2djbKyMhw/fhwbNmyASGSeHkAPDw90d3ejp6cHX375JUpLS+Ht/ao3uaWlBRqNBlevXsXWrVvh5eU1q7KKxWKkpqZi//79OHXqFA4cOICsrCyIxeJpt8exatUq9PX14ejRo0hLS8PFixexefNmCAQC+Pj4oLCwEF1dXejr68PmzZv5p4ynK09aWhoOHDiA3t5ebN++HWFhYfz+oqOjsXPnTvT19eHYsWNobm42+xyonPDfuHEDbm5ucHd3h6enJzw9Pfl/CwQCo893cXExTpw4AVOuLXd3dwwMDKC9vR1eXl4LemzOzs58ZVBUVITu7m4cPnwY6enpfPkMlV0sFiM7OxsNDQ06vdFisRirVq1CRUUFxGIxfHx8ps15roKir1H89NNPdXq4cnNz0dTUhCdPnqClpWVGWduwYQOOHDlikuAlJiZiaGgIQ0ND+N3vfocjR44gOzsbWVlZ2Lp1K548eQK5XM4v39zcjMHBQVy4cAGdnZ18b3dmZiZ2796NhoYGbN68GWfOnEF7ezt27tyJhoYGtLa24uzZs+jv7+cf4Nq9ezfOnTuH7u5uFBYWIjs7Gzk5Oaiursbhw4dx9uxZaDQabN++nf8sISEBly5dwqFDh5CQkIBt27ahrq4OpaWl6OrqwtGjR3m6urrQ2toKlUo17Tb1lX3v3r3IzMyctSh39t1A465+k6eBSyxswYlz32D4y2cWEeWVu7/C//yXf9MRZY7//s//iid/+K/YO/gIGc1znx5ueHgYZWVlBj8vLi7WEWVD5326z7neZEOiPDY2htbW1nkX5TVr1mB4eBgHDx5EaWkpP8zJ3KIsEr2S5QMHDuCHH35Adna23mXS09Px8OFDHDlyxOySPFvh3LhxI3Jzc2e9z8zMTGzevHnByz0ZTlavX78OZ2dnuLq6wt3dHW5ubhCJRBgZGcHevXshEAjQ0NAAhUKhs+7atWuRmZkJoVAIuVyOtrY2nDhxAkePHkVVVdUUKa2srERvby+OHj2K1NRUDA8PY9OmTXB3d0dNTQ2ysrJQUlLyeony8ePH8fz5c0RGRkIsFmPnzp3YvXs3qqqq0NDQgG+//Rb79u2Dt7c33w1/+/ZtXLp0CRs2bEB5ebnZehs5UT558iQaGxvR398PkejVN5wvv/wSRUVFuHr1KrZt2wZPT0+Ty1pWVoaioiK8ePEChw8fRlVVFTZv3oxPPvkEQqFw2u2JxWLU19fj2bNnaG1txdq1a3Hr1i189913vCjX1NTgxYsX2LlzJ//51atX4evra7A8BQUFePLkCTo6OlBVVYWTJ0/i3r17CA0NhZ+fH7799lv09PRg5cqVqK2tRXd3N0JDQ83ewI2NjWHNmjVwd3fX+eLDfauc6fxwx3fr1i2cOXMG69evhynX1nyJsjHHxvUo37x5E0NDQyaVXSQSITU1FWNjY/x0SN7er+ZDffToESorKyESiVBYWGgw5/kSZUOcPn0aDx48mJep3xITE3HmzBkMDQ1hzZo1ePbsGYqLi6eIMjcUY3R0FEeOHMH27dtx584dfPXVV8jJyUFaWhq++OILfPvtt/jiiy+wZ88erF27FteuXcPdu3dx+fJltLe347PPPsPIyAj6+vowODiI9vZ23Lp1Czdu3EBWVhaysrJw7NgxHDt2DFu2bMHu3btx//599Pb2Ijs7W0eU5XI5PvvsMxw5cgTFxcXYv38/9u7di71796KzsxMvXrxAd3c3lErltNvUV/ZNmzYhIyNj1qJsLPtOfoHLt1/opffidxZ5mO/bJ/+kV5S1+dN/+2f0XHmOdZ3fGJRmS8+jnJeXhxs3bvBjkvWJ8sTEBG7dujXtDBhzFeWamhoMDw/j0KFDU/YzH6IsEr0ahtHV1YXvv/8e2dnZOiKjVCpx//599PT0zNt0Z+Yc6+vt7Y1169bh/v37ePDgAerr6/lnVVgsd1BQEN+Gubm56QyB8PDwQEdHB+7evQt3d3fcunUL69at48cTCwQCXL58GZs2bYKXlxfa29uxa9curF69GvX19bh79y7fjgmFQqxfv553nNraWt5xNm3axLeTt2/fxsWLF18vUXZxccHXX3+N+vp6/sR6eHjAw8MD7u7uSExMxMuXL+Hj4wMPDw8MDw/j1q1b/DcaDw8Ps4tyb28vAgMD8ezZM4SGhiI9PR2PHj2Cp6enjijPpqzffvsttm7dCldXV7i5ufG9jAKBYNrt+fj44OHDh1i3bh1cXV3h6uqKiIgIjI6OYtOmTRAIBHj48CGampr4z/39/fHs2TOsXLkS7u7uesvzzTffoKGhgS+Hq6srLl++jNbWVsTGxmJ8fBy+vr5wd3fn1zN3j2tycjImJiaQkZFhcNiDWCw26nx//vnn/Hk15dqaD1E29ti4bK5cucJfF8aWXSwWw8vLCzdv3kRLSwu/34qKCvzwww/8uoZy3rJly5zHRZsqELW1tUaPp5ytKJ85cwZSqRQ3btzAyZMnoVKppojyo0eP8Mknn0AmkyE2NhYKhQLPnz9Ha2srEhIScPXqVfzud79DbGws4uLiEBkZic8//xw3btyATCZDXFwcEhISMDo6iqGhIcjlcsTFxSE3NxcTExN8r3JaWhoSExORkJCA+Ph4lJWV8U/0a4tyTEwMLl26hE8//RQpKSlISUmBXC5HfHw8NBoNvvzySyQlJSEtLW3abSYmJk4pe1JS0oKIclzuBiTkN+slLneDRUR55a6vpgy/MMT/+rf/jTuP//OsRHloaAilpaUGPy8qKsLQ0NCsRXnr1q0YHx+fUZTHx8exffv2eRFltVqNixcv4vDhw3plfL5EWSR61bN87NgxjIyMIDw8HCKRCBKJBA8fPkRPT49JPclyuRzffvut3s+6u7tRU1Mzb6JcVFSkk+P4+DjKy8uZLLdQKERSUhImJiagVCqnDH8QCASoq6vD+Pg4nJ2dcfPmTdTU1PAyLRAIcOnSJTQ3N/O/pHLts6urKxISEvDy5Uu+3Xrw4AHWrl0LZ2dnuLi4YPny5RgdHUVLSwv/y+utW7fg5uZmdlE+ffo0enp6eFG+ceMGRkZGjGL16tVmycqgKHt5eaG/vx/t7e0QCoUICQlBS0sLent7MTw8jEuXLvGTOnNCsWvXLri7u/PfWsz1AJS2KLu5uWFwcBANDQ04dOgQ9u3bB1dXV16Uvby8TC5rREQExsfHER0dzQs+h0gkMri9qKgoxMTEYHx8HKGhofD09IRQKISHhwe+/PJLtLS0IDIyEuPj44iMjOS37enpifPnz+OTTz7hv41pl2fFihUYHx/H1q1bUVdXh4aGBjQ0NOD8+fM4fvw4xGIx7t69i88//xwbNmzQGSNmrsZNJBLxMsnNL2loWWPO97Zt2/jjM/XaMrcoG3tscyl7VFQURCIRGhsb8dVXX/H3w9DQEDo7O+Hu7s5fd/pyPnny5Jy/aJoqyrm5ubh27RrOnTs35bOGhga+R3Uuonz27FkkJCSgqqoKL1++RGlpKdra2vDkyRPEx8ejoqIC4+PjyMl5NU5YqVQiOTkZV65cQVdXF2JjY3H16lUcOnQI8fHxSE9P5//W2dkJuVzOr/Pw4UNs2rQJycnJUCqVUCgUGB8fx8qVK5GdnY3CwkIcOHAA58+fx7Vr1/DFF19gYmICRUVFkMvlvChHR0fj0qVLOHjwIBQKBVQqFZRKJY4cOYIHDx4gLS0NcrkcKpVq2m3Gx8dPKXtmZqZJM2kEBwcjUrluVrJsLP7+/mZ9eHW66eGe/OG/TivIf/7zn/Ff/t9/wbdP/gkdmkfMDb3Iz8/HzZs3dWa5MCTKExMTuH37tsGHZoODgw2ed32ivHLlSuzevRuffvopLl++jL179xrssTZGlA3t2xhx8/Pz06n3uBc/mDoTgUwmwz/90z9NEZnu7m786U9/miI+3ANr5hDl5ubmKTOWcHP1slZugUDAizLX2TNZpOvr6zE6OgpHR0fcvHkTa9asmSLKGzduhKenJyQSCZqbm9Hb24sLFy7w7VhERASio6MxPj6O4OBguLu7w8vLC25ubrh16xZaWlrg5OSECxcuYOfOnXB1dTWrKCuVSlRWVqKyshIFBQUQiURoaGhAW1ubUWgPN5lLVsHBwfpFWSQS4fTp09i1axc8PT1x5coVnDt3DiUlJUhNTUVWVhYmJiYQGxsLNzc3fryKOXs19Ymyh4cHSktLcfPmTTx+/BiJiYnw8PDQ6VE2paxisRiJiYmYmJhASEjIFGkSi8UGtxcTE8Ovy1UI3t7eEAqFuHLlCjZu3Ai5XI6JiQkEBwfzn4tEIvT39+PQoUP8tzHt8igUCkxMTKCjowPt7e0827dvh1qthoeHBwIDA9HU1ISLFy/i5cuX+O1vf4uQkBCzinJQUBBGR0exdu1agzI53fmZfL65nltTr635EGVjjo0T5dmWXSQSITg4GC9fvoRCoeC/hScnJ8PT03PanFetWjXn453NT9K1tbV4+fKlzpvJKioq8PjxY9y7d29a4TBWlFNSUpCcnIzPPvsMGo2GF+W4uDhUVVXxlT83djczMxPDw8Po7e1FdHQ0rl69io6ODigUCuTk5EAul/N/S01NRU5ODjIyMvDgwQM0NTUhPT2d/xsnyhkZGbh16xb/ZXPVqlWoqanBxMQESkpKEB8fP0WUDx06xG+/vb0dT58+5ZdVKpXIysqadptxcXFTym4qk0U5Ib8ZKSWtetF+4x6rotx18ekUOf63/+/f8af/9s/47O7/gXWdd6Dc+PmcxigPDAzM2KM8MDAwK1HmfoUxVpTHxsZQV1dnFlFeu3Yt/6V6/fr105Z/vkVZJBLpFWVTRNWQyBgSGHOLcmFhoU6WY2NjJj30t5DlFggECAwMxNjYGGpra6dM0SYUCnHgwAHcuXMH9vb2ekX58uXL2LhxIzw8PPDb3/4W586dQ1FREd8ZwHVWJSQkYGJigh8qKhKJ4OXlhStXruiIcktLCzw9Pc0+j7JEIpn1WyANvcba1KxmFOWdO3fybzsJDw/nfyJOT0/HxMQEZDIZL0PcmNz5FGVOHkZGRvgHsby8vPiH+Uwtq1gshr+/P0ZHR5Gbm6uzXx8fH753V9/2pFIpP04oNTVVZ72RkRE0NTXBz88PY2NjUKlUOnL5u9/9Ds3NzXByctIpDydX3M+12kMrtIeDCIVCuLm5wdnZGYGBgXj48OGUB8fmAjdO9+zZs7h58+aU7fr4+CAgIGDa8zP5fHM9pKZeW/Mx9MKYY+NEebZl54al9Pf3Y//+/Whubsbt27fh6uoKLy8vo3JeaFEuKCjAnTt3dBrVM2fO4MaNG0ZPHzeTKCsUCmRmZqKiogJjY2Po6urCkydPEBsbi5ycHIyPj6OmpoZ/CE6lUuHevXvYs2cPoqKicPXqVezdu5d/pS8nyvv27dOR4gcPHqC5uZkf2pCZmcn/nMr9zJqVlYX4+HgkJiZi9erVmJiYQHFxMeLi4vSKskKhQGNjI54/f45169YhLi4O6enp/IMs022T6/nWLvtcRfnk8D2DY48P9N1gXpTL2m/h3/9dd/jFF7//j0Y9xGfpMcp5eXn49ttvp/RCTifKExMTuHfvHj/ry1xE2ZTyf/PNNzh69KhViPJkkTEkMOYWZW9vb6xZs4Yfo7x27Vq+zmet3Nyvm+fPn8f169eniLJEIsGjR4+wfft22Nvb49KlS2hqauIdQygU4rvvvkNTUxNCQkIwPj6OsLAwfohhamoqL8oBAQEYGxvT6Z3lHGzTpk28w3CdfeYW5ba2tlm/BXK6XwRMyWpGUW5vb4evry/fyyQWixEaGsp3zRuSofkUZW6qLi8vL344w9WrV9HW1mZyWTlp6uzsxM2bNyGTyeDr64vAwECkpaUhMDDQ4PZiYmIgEAhw6tQpnD9/HhKJBD4+Pti+fTvGx8fR3NwMDw8PnDx5Ep999hlCQ0Ph4+ODxsZGPHv2DGFhYTozK2iX59ixY3x5uClZkpKSkJKSgujoaOTm5vIPGoSEhODBgwdYuXKlWc+/WCyGTCbD48ePceLECcTExMDX1xcBAQEoKyuDRqNBQECAydeGqdfWfM16Md2xnTlzZs5l54bDFBcXY2RkBLdv3+a/wXOVlaGcFQrFvI1RPnjw4LSzW3R2dmJkZATV1dWoqanB2NiYzgtKmpqaZjXrhbYoZ2dnIyUlBUNDQ3jx4gWePn3K98yeOXMG169f519Osm/fPrx48QIqlYrvUdaWYlNFuaysDCqVCqOjo2hqaoJSqURhYSGuX7/OD5PQJ8oHDx5ESUkJfvzxR+zcuZOXZO0XqEy3TU6Utcs5V1EeuPIQw18+Q9+l30NR0mqyFNe3n0LnJKFeSFFWbryKGw/+k44o7z/zeE7zKE9mvoZe6HsLn7Hoe1vffIqyMdcVS6KsLTKGBGa2wtnc3DynWS9UKtW0s17MV7n1yXJcXByePHmCgwcP8g+AR0VF4ezZs7hz5w58fHzg6OiIPXv24OrVqwgICIC3tzc2bdqEsbExbNiwAT4+Pnw7JhQKERwczLdjUqkUnp6eOHXqFM6dO4fAwECIxWJs27YN4+PjzIvyzp07zXKNTSvKfX19aG9vh4eHB+rq6vD8+XN+LuO6ujqMjo7yMnP+/Hm0tLTMmyifOHECPT09vCxxY325b1JXrlzBli1bZlVWbpqu7u5ujI6O4v79+/zchNygeEPbE4levdbziy++wNOnT/kn7S9evIjm5mZ4eXlBIpFgeHgYL168wA8//IBHjx6hrKyMf3hLX3nEYjEOHTqEFy9e4MGDB3jy5AkePHiAwsJCJCYm4v79+3j69Cnu3r2Lp0+f4uDBg2Z9gJLDy8sLMpkM58+fx+joKH788Ue8fPkSd+7cwapVq+Dp6Wny+Tb12urv78eOHTvMPqxnumNbvXo1nJ2d51R27XknuYngg4OD+eOYLueSkpJ5E+WZ3syXl5eH69ev4/nz53j27Bnu37+vMwfsbOZR1p4ejht2wI3pffnyJR4/fgy5XI6srCxkZmbi888/x8uXL/Hjjz/ixx9/RGNjI+Lj4xEbG4vPP/8cHR0dOqI8+W8ZGRm4f/8+Nm7cqCPKo6OjKC8vR2pqKnbs2IEXL17g4cOH+PHHH9He3o6xsTFelLlptqKjozE8PIy9e/di27ZtGBsbw+joKEZHRzE2NoaxsTFoNBqkp6dPu019ZTeHKG87OIzei9+h79LvpzyYNx1SVT00V77Hmi3HLSrKpe238L/+7X/zoqz+5PacRHly7+nw8DCGhoawdetW/sE97gG/1tZWDA0N6Yjyp59+iu+++25GUdb3Fr6JiQk8efIE5eXlKC8vx8jIiN5l9L2tz1RR/sMf/jBrnj17pjO8ytyiHBcXN2dRFoleDZGbSXRMLfdCzKM8H+XWh4eHB+RyOa5cuYLR0VH88MMPmJiYwIULFyCRSPgeYolEguvXr+Pp06d4/PgxDh48iIsXL6KxsRHu7u5Yv369Tju2fv16jI6O8p2BISEhOo7T29vLO46TkxPOnz/P+441ibKxWRkUZbFYDE9PT/5nYk7CIiIi+KmznJyc+FkaPDw84OrqOi9DL7inMrmyTP5cLBbz+59tWbnlvL29ERkZCT8/P/7n7+m2x/287urqivDwcEgkEri4uPDzGnLDJFxdXREYGIiIiAidsnp6ehosj5ubG4RCISIjIyGRSPif5L28vODu7o6goCBERkZCJBLBxcUFnp6eZn+DHDd7g4uLC8RiMSIjI+Hr6wsXFxd+2Iup55uVa2umY3N1dZ1T2bksRCIR/5ADN8flTDlzvc6WEOWcnFdv9tq7dy86OjpQUlKi89lsXziSnJwMmUzGj/PNyXk13Vt0dDTCw8ORlJSEnJxXb8XjlsvNzUVsbCxiY2ORmpqKpKQkJCUl8b25OTk5SE5OnvK3rKwsfrYLTpRVKhXi4+MRFxeHzMxMJCUlIT4+nhd5mUyGyMhIxMfH8/vRnp2CG6/HlTcqKgpSqRQxMTFISEiAUqmcdpuJiYlTymkOUW7eo4E8byOOaG7j+LlvkFS0yYhZMJpwoPc6jg5+PeVlJQstylmbvsDof3z1pr5//C//06RhF/pEefKb+Zqbm9HW1oaamhrk5+fzD/oUFhaiuroabW1tOjO9GPNmPu15k00desGNf508u4yxolxQUIBjx47h5MmTs+bYsWMoKiqaF1Hm3sJ38ODBOYvyTLAqyvNRbn1wkwc4OTnB19cXUVFR6O3txddffw2JRAIvLy8IBAK+nZNIJPDz84OzszOcnJzg7OzMz3ghEAiwfPlyeHl5wdnZGY6OjnB1deU7JV1cXBAaGorAwED+c24WDG5GKGsUZWOyMijKXAOvPYMFJ3bcFGycBHLLcEMHzC3KXIG58TWGluHGHM+2rCKRiJcfT09PfsqV6bbHbYO7mLj1uGUmf85tm/tM+4KfqTzcetzy2tvjymruc8/J4eT9cb35sz3frFxb0x3bXMuuvQ43pkxfj7++nM1xvHMR5emYjSirVCqoVCp+pgfu79nZ2fyMFNrTpGVkZCAlJQVJSUlITk7mxwFnZmYiMzMT6enp/Ouk9f2N2wa3Hvc3pVKJ9PR0/mUnqampSE5ORkpKCj+9W3p6Ov8wYXp6Ol/m1NRUZGRkIC0tjZ8mjiM1NRUqlcrobc72VdiGRDkq49Ub97qGvobmyvdQVmwzKMny/I3Yc+JznLvxI1TqdouOUebo/fwl/vKXv0BzY8wkSTZGlE3FGFH+6quvDDbOT548gVqthlqtNtijPDExgTt37sxKlGfDnj170NDQMO11ZQ5Rzs3NxcOHD+flLXwkyoZlmes84zrTjhw5go6ODp3luGW0X67FtUlcG2jo88nra3uHtowLhcLXT5QNicV8CMt8MNuyGlrPmO0Z87mpZZpunYXOYz7LYulray77N0fZzX38LInybMjOzuZZiP2wvk1OaAyJMjdf8pbOcxi8OoL2I5eRvXoXpKp6SFX1yF69C60HzqL/tw9w4tw3BmXaEqKc33Yd/+lP/wOrO762ClHmpv2bCzdu3Jiyj/kS5YWa9eLZs2fz9hY+EmXjpdnFxYX/1VPfMtOtP93nM60vEpn3FdZWK8oEQVgHhhrXY8eOYXBwcApNTU1Tlm1oaNC77FxEhJg9k0W5+/xdNOw8PUV2i9fvx6enb2HgykNc/PIZLn71HEPXHqHrzO/QsPMUYrIaFnbWiybT5HeuY5QnN5jc68z1UV5ePmX5mcYor1mzBvfu3dN5QYWxjI+P47vvvkN1dbXRsjpXUf7hhx9w8uTJaa+ruYrbyMgIuru75+0tfOYSzq1bt+Lw4cNT4ObU1yY9PV3vsu3t7UyKMgfXwzt5fuWFwNyirG9+a2PZsmULiTJBEIaRSCR6pyErKChAcXHxFPS9rCAvL0/vstoP9xELx2RRjsvdYFB6pap6xOU2QZ63EQn5zYjPa4JUVT/t2OUVyeVmF2WJRILkVUcXTJSLi4v5h+k4tGcmmUxubu6U5Se/WEefqBYWFqKsrGzKujNRVlY25f5JT0+HRCIxeN4N3cvGUlJSYvCenWnfUVFRRsmvRCKBt7dp06nNBT8/P0RHR5tcbj8/PwQFBU1B3+uqfXx89C47ly8Dsy23tTAbUZZKpQaP2c/PD2FhYbNirufRz88PUqmURJkgFiu+vr4ICwuzuNwR5mN+38y3DoGSV1NYmvs6DF0hnbdeZUvNo2xOwsLC4OvruDiNqgAACzJJREFUa5F7eaZ9BwYGQiqVWlzAJhMdHY3AwEAqN0MIBIJZiXJ4eDiTx8w9uG2o3CTKBLEI8Pf3R1hY2Jx6owh2mB9RXocVyWUIlITC19d3Xp4T8Pf3R+gK6aueZTMLszWLclpaGsLCwhAQEDDjeTf3vWzKvsPCwqbt9VtI/P39IZVKERYWRuVmDDc3Nx1R9vf3N1qWIyIimDlmLquIiAiDvckkygSxiPD19YVEIkFwcDCxCPD3958XfHx85vVhWroOpyKRSEz6cmLOc2jqvgMCAhAVFQWZTGZRuB5ZKjdbREZGwtHRUUeUXVxcjBblkJAQ/guCpY9FKpUiPDwcwcGGJZlEmSAWIdovQCGsE67HYz62ba3X4XyeE1bP+2LYN5Xbeso9EyKRCE5OTjqSzOHh4WGSLIeEhFj8C+xMgkyiTBAEQRAEQcyIp6fnlJ7kybi4uJg0DMNa+Ml0B00QBEEQBEEQryskygRBEARBEAShBxJlgiAIgiAIgtDDTwQCAQiCIAiCIAiC0IVEmSAIgiAIgiD0QKJMEARBEARBEHogUSYIgiAIgiAIPZAoEwRBEARBEIQeSJQJgiAIgiAIQg8kygRBEARBEAShBxJlgiAIgiAIgtDDT3x8fCAUCue0EaFQiMDAQERFRcHX13fKZ97e3lixYgXCwsIgEoksftDWglAohEgkgrkymm5bQqEQEokEkZGR8Pf3n/P+XgfMfW1Pdx9NXs7Hxwdisdji58AaMGdOxmzL2BwJ3XPm6+uLiIgIrFixAt7e3nPe3kwZCIVCLF++HBEREfDx8bH4OWAdc2Y0031E3mCevObaTsx0H70u3vCTM2fOIDk5eU4ncv369RgYGEB3dzdOnTqF3Nxc/vONGzfi9OnT0Gg0GBwcRFdXFxQKhcUPnHVSUlKwc+dO9PX1Ya4ZzbStoKAg7Nq1CxqNBt3d3dBoNKivr6fKaQbMeW3PdB9ps3r1agwNDWHt2rWLtmJiNaeZtmVKjsTfqK2thUajwcDAADQaDfr6+lBcXDyr69uYDOLj43Ho0CEMDQ1hYGAA/f39iImJsfh5YBlzZjTTfUTeMHfm2k7MdB+9Tt7wk6GhoRklTK1WQyaT6f0sPz8ffX19iI6OhkAgQE5ODjQaDSIiIiAQCLBu3TrExsZCLBbD19cXjY2NOHXqFAIDAy1+8CyTmpoKtVqN7OxszDWjmbbV1NSEQ4cOQSKRQCAQQCaTob+/nxr4GTD12p7LfcQRHR2Nrq4uHD16lETZAjnNtC1jcyR0iYuLQ3h4OAQCAUQiEYqLizE0NGRQXudyLy1fvhynTp1CbW0tAgICIBAIEBkZiaCgIIufB5YxZ0Yz3UfkDXPD2HZiLvfR6+QNRonyvn37kJGRofezvXv3oq6uTieITz/9FNXV1XqXDw4OxtDQEJKSkix+8NZAYGCgUaI8XUYzbaujowPr1q3TyfDAgQNYs2aNxY/fmpjp2p7rfSQSibBv3z5kZmZi//79JMoWyGmmbZlaHxL6EQqF0Gg0yM7ONjmjmTLYsGED9u3bB6FQSPePhTKazEz3JHmD8ZjSTszlPnqdvGFOoiwUCjEwMICcnBydvzc2NmLHjh16txUfH4+hoSEsX77c4gdvDSyEKFdVVaGzsxOBgYEQCoWIjo7G6dOn5zTc43Vkpmt7rvfRypUrsXXrVgiFQuzbt49EeYFzmmlbs6kPCV24Zyny8/Nx6tQphIWFmZSRMRmcOHECarUaubm5qKurw8qVKxEaGmrxY7cW5pqRPma6J8kbjMeUdmIu99Hr5A0GRZn7ts2d7MzMTIhEIp1v4QEBARgaGpoydqi6uhr79++fsk0fHx/s27cPbW1t1MAbyXSibExGxmxLJBKhrq4Op0+fxpEjR3D69Gnk5eVRRiZg6No2130UERGB7u5uvkEnUV74nGbalqn1IaGLVCpFT08PBgYG0NvbO6X30Bz3kkgkwtDQEI4dO4aOjg6sWrUKO3fuRG9vLw2PWaCMJjOTF5A3GI8x7YS52qTXyRv0inJFRQWOHj2Krq4udHV1QaPRoKenh/9/V1cX/P39+ZOZkpKis/6aNWumNAxisRhbtmzhv4FY+sCtBUNya2xGxmwrPz8fJ0+eRHFxMZKTk1FTU4Pe3l7ExsZa/PitAUPXtrnuI6FQiD179qCoqIivhP7/9u7nJZUoDOO4/05ZlBk1kIIkQZCFq8BqUUGSBUUYkhJRtIh0U+aiRCWr+Tvfu6jkHs7pjpNzGzt+F59NP07MvPOMjzqNFOWfn5PXWn7Oh9BNTU1JOp2WTCYj5XJZms1m7xXEoLI0OTkprutKo9FQ7gZQq9WkUqmEvg+GXRAz+ns9r15Ab+hfP48TQXa7UeoNxqKcSCRkZWWl5+HhQQqFgvK1z2cgppfnS6WS8lbjxMSEnJ+fS71el/n5+dA3+jf5qtz2O6N+1mq327K7u6t87erqSi4vL0Pf/mH3r2M7qBytrq7K8/Oz7O/vSz6fl3w+L09PT1KtVmVvby/0ffAbBDEnr7X6PR+iP/f393J0dORrRv3MoN1uS6lUUp5kHh4eyt3dXejb/Nt8Z0afv+vVC+gN/vTzOBF0jkalNwz8z3y3t7dSLBa1C74PDg5kfPz9YK9UKtJoNMRxnNA3+Lf539coT0xMfHkt0s3NTejbP8z8HtvfzVE6nZazszMpl8s97XZb6vW6lEql0PfDsAtyTl5reZ0P0b9arSanp6e+Z+Q1g+vra7m4uFC+XywWOd/94Iy8ckRv8O87jxPfzdGo9YaI67qysbEhyWSyd6scPzszl8tJp9ORxcVFiUajksvl5OXlpfd2TLlclk6nI5lMRpLJZE8sFgt944fZ1NSUJBIJWVpakkFn5LXWzc2NVKtVmZub612U32q1pFAohL4fhpnfY3uQHJnW4tKLn5+T11p+54h3m5ub4jiORKNRicVisrOzI67rSjab9T0jrxlks1npdruyvLzcO991Oh3Z3t4OfT8MsyBn5JUjekMwvvvPfOPj3jkapd4QcV1XPuXzeeMP1Wq1f75aeXx8LN1uV5rNpnQ6HVlfX+997/X1Vf7+G59svNdekNbW1uTt7U3bb9+ZkddaCwsLcnt727tx+Nvbm5TLZT6tyoPfY3uQHJnWOjo6oij/8Jz6WcvPHPGuWq2K67q9/fv4+ChbW1tf/vygWdrb25NutyutVkteX1/l5OTEyg9KGNYZeeWI3hAMr8eJQXI0Sr0hEtRCMzMzgXz0KMITj8clkUhYeaD/FuTIDszRv3g8LslksvcBBv97BtPT05JIJJhRiDPC8PPK0Sj0hsCKMgAAAGATijIAAABgQFEGAAAADCjKAAAAgAFFGQAAADCgKAMAAAAGFGUAAADAgKIMAAAAGERmZ2fFcRyZnZ0F8IFMADpyAajIhP0oyoABmQB05AJQkQn7UZQBAzIB6MgFoCIT9qMoAwZkAtCRC0BFJuxHUQYMyASgIxeAikzYj6IMGJAJQEcuABWZsB9FGTAgE4COXAAqMmE/ijJgQCYAHbkAVGTCfhRlwIBMADpyAajIhP0oyoABmQB05AJQkQn7UZQBAzIB6MgFoCIT9qMoAwZkAtCRC0BFJuxHUQYMyASgIxeAikzYL5JKpcRxHEmlUgA+kAlARy4AFZmwX2RsbEwcx5GxsTEAH8gEoCMXgIpM2I+iDBiQCUBHLgAVmbAfRRkwIBOAjlwAKjJhP4oyYEAmAB25AFRkwn4UZcCATAA6cgGoyIT9KMqAAZkAdOQCUJEJ+1GUAQMyAejIBaAiE/ajKAMGZALQkQtARSbsR1EGDMgEoCMXgIpM2O8PQrO7Vb3KsBUAAAAASUVORK5CYII=)
Quero saber se tem alguma forma mais simples de selecionar todas as interseções ou apenas os altos e baixos pois isso adiantaria bastante o meu trabalho.
![AGAMENOM](https://2img.net/u/1914/40/81/62/avatars/22977-72.jpg)
AGAMENOM- Avançado
![Avançado Avançado](https://2img.net/i/itest/ranks/default/default4.gif)
-
PONTOS : 1666
REPUTAÇÃO : 15
Idade : 21
Respeito as regras : ![Limpeza de animação WvDYdlf](https://i.imgur.com/WvDYdlf.png)
-
![https://paradoxicaltimegam.wixsite.com/paradoxicaltime](https://2img.net/s/t/16/90/42/i_icon_www.png)
![Ir para baixo](https://2img.net/i/fa/empty.gif)
![Ir para o topo](https://2img.net/i/fa/empty.gif)
Tópicos semelhantes
Tópicos semelhantes
Permissões neste sub-fórum
Não podes responder a tópicos