/* =====================================================================
   ui-components.jsx
   ---------------------------------------------------------------------
   Qué hace este archivo:
   - Contiene las piezas visuales pequeñas y reutilizables que se usan
     en el resto de la app: iconos, el logo, el sello de estado
     ("Stamp"), la forma de mostrar dinero ("Money"), la barra de
     progreso, las tarjetas de sección y el listado del libro mayor.
   - No contiene lógica de negocio (dinero, familias, etc.), solo
     "cómo se ve" cada pieza.

   Este archivo se carga con type="text/babel" porque usa JSX
   (las etiquetas tipo HTML dentro de JavaScript). El navegador lo
   traduce sobre la marcha con Babel (ver index.html).

   IMPORTANTE: este es el PRIMER archivo con JSX que se carga, así que
   aquí se sacan del objeto React los "hooks" (useState, etc.) que el
   resto de archivos JSX también van a usar. Al ser <script> normales
   (no módulos), esta línea "const { ... } = React" queda disponible
   para todos los demás archivos que se cargan después.
   ===================================================================== */
const { useState, useEffect, useCallback, useRef } = React;

/* ---------------------------------------------------------------------
   Logo de Clevank World, incrustado como imagen en base64 para que la
   app no dependa de ningún archivo de imagen externo.
   --------------------------------------------------------------------- */
const LOGO_SRC = "data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAHgCAMAAABKCk6nAAADAFBMVEVMaXHf3Nfq5uL18/H38/ZwRir6+fj9/f3QzcT6+vn5+Pfr6eX08u/39vTu7OjTw6tUXDdVVi6FnXEYWyooTylbNSlfojSvaEL////58uX99+oKJVcJIFEBBy4BCjX+++8RKWYTLG0MKV4IHEoGFkH/ww7/Xmv27OD/hYkCBSX/yRwWMHQFFkcDETr/uwMkP4mwHET/jZHp4dwbNHv+aHcCDj///vXBVgEeOoIlQpD96b7e2NcEoLbfoe+s0jb+567+7ki/cd3OZAX+99vNys4vSZTFv8RXjCICO2D6253ccQXa0MwBfaADAhcMXCokZiEBjqz35dWBPQ9C3cX+1SxFeyAhUhz1zFMJTSICWowDQ3ABT38507prMhGGgJL+98bE1zz+4DssfCoCbZWUSRE8iyz/zgg9EQmnTw1VKRXr6es2bB771lpboi0UGjR38a9IF3+cvzLCIEaFsS1az/ZLly2RjZp8d4e3sriRgnKWzTX9dYGppq5nWUxuoijpy53+zsQ4Up3+nJ+BdGbbvI7BdR6cmKZzSbX+3xRuan1tsS/phQYztelzZltE5bczNEm1useBwDHLORJfX3S1YBVg7LCWeVnmSRtbEwcFcl4mJju54PtSRT+jEDM9LiVbI5OGWMKyMQv+sbFBQ1UHPx3VkeijjHEiEiDErovIgeE/ve1SUmIHYVEgreNpNqR3x/MXcjuVJBDViCQFb36xnH7+8Wzw27Tpvk6FZkodvql7GQmmsMAEWnD/9CGT97H1nQjSqXajZB0gIU0HQ0H3ZSxa5s6Z2/rcMVHa/ev++JipnDeVpLrFkbuaasqFYSHYtkTJpT4zEGsJmpnzyoPYqNNFpk+4lGQojEgKvb/3UTvwxPan+vDsnipy6vsPjXkk1sdPVx8SLhiAjjKEFjRfve2bgCx/jqr8fFdtdZblU2v5uDJ98d5ifC8xuHk5QGu/+8zuthGwT2s/a2JMnZ1Dg4a6c5RJo8MXeMQ7ZrF2xEuAPmDfg6R3yclnjU7MdmhovZuU14HDAAAAT3RSTlMAHDKV+v7e/gT+yUl7sGP+LFr+w4uwopz////////////////////////////////////////////////////////////////////////+UguO5gAAAAlwSFlzAAALEwAACxMBAJqcGAAAIABJREFUeNrsvQ9Q03e6/7tqMOA/8F8bUHF/aovtqFMzK8yQs7KFDBTYwsIpyG97I60bDIHCqAwKlkivBLUwGUGZSD1slMrGdHC8QtOQC3sGUPf0FFfU2tLrHm4H6EWty+m0ttuZs1vd+36ez+ebBGt392xtVz15QP75D/LK8//5PJ8f/CAoQQlKUIISlKAEJShBCUpQghKUoAQlKEEJSlCCEpSgBCUoQQlKUIISlKAEJShBCUpQghKUoAQlKEEJSlCCEpSgBCUoQQlKUIISlKAEJShBCUpQghKUoAQlKEEJSlCCEpSgBCUoQQlKUIISlKAEJShBeQgkNHTy+6A8XHj5TURExHf4zwflHykRcxc88khdXd0jj8wNvadAfJYh+Bj/I/E+UlJX10iyc/3OnY9E3Cscgu4USPAx/kfKgnJmK2X9+sa59w7v1Fmzp0OmTQ0q8T/M/84vgP7WNUq6LI+E3hO6U+bMDtOwqFXTglr8D+NbXlJSxxq83iePfPuoasrM2SpCCwlTqzWa6XNCg0r8j7DPBQUFDPguhENZ/j7TPG26pKsWKgzMs6cECX//8dWpAmhw3dcANwZGWqH/TbyhM2eECaZEtyg9PLyiQofPZkwNEv7eDXTGpk2kwcJG+wnvfAR58dxHIHMjQv+bnncWKW8Y665aG+5yWT0eT7WrogiEZwYJf4+VDTLQGRmZgvCdKlwy9xFBff3OrX9j4iSUd/Z0Ut4wiq6KmG48SX6+x6VXqWbPDD723xPeCJJHNmVknAJghFklk1V45666Omm46bO5fxveKbNmSM8LFU6XdBMS4gXjams6CAdV+HspXD1CoXNJeUl5Zh50uByBVp2EKfjuxG8GhNZ/LTWWgZXK53mhvNZUggu6EjDEGj59VpDw91C4Ki8R6tmIdwWbyEaXl5crhHfSy86SgpIAm72zbu5fsNLSNqt8yquD8iYwXiIM8+zJzxdKHD571tQgge9W5sIky8CZzHAdMDZCXetK6tjjsv6ubyznT32AG+si/pLFnzJnhlpJilTJ0jTHJ3iYrtvu9To9SUzY45o2NajC33FhQ0mMAJYYMse6EnxArNfz60422gE+ubHxkb+Ad9p0xTartRVu4GXNJeWNdznt9srKGovdlZQvzPScIODvUuZvKif9VYrPvtCK6CpfXd+I5wD9sUZ/2vQNKgzrzGkRwmZSXr3LVZ3AeD0JHugr07VZbJWVdq8zS5jp8EeDJa3vsHCVuQnwlKRI6u9OoaOA2Ch6StBnMtSNUGKFbyNlxndR39CZ0ynppawIyuti5Y0nvrDNTq+9xtLS0mKxtVgq7XZ7uDTT7ogg4e/K/1Jdo/wOwD4r3Nio/MYLHGzhayU7RVCN36kLvYv6Tp3N2kue1+22Jki8bJvheb0Et6YS0tJSAyV2CcJJru+JMAf3/6OGVOYjZC73ASbCAZEUA55Uz1r/wk6OpXcy/Ii7OF+VJozwaqvcfalsmCmwik+odoKuraXFVlNTWVNjA2Sbw+Z02n1m+nsoaYX63v7PQRxBVQ1/jMUq7AO6s3FSNesFVmP2zazAdwKGdZ7F1lmjSXc7hfIKvNUUNtssUF6C226xkdSQmYZL9gjC8XO+6wYxvr+pc6bNnjF72sz/Ob3oBac2MWF/AziwCxwI+AXldT3+YGMjRWV3psIzZ2jI9YZVVDqtwjRTVhRvtXstNTVsmyGv2ocudt24cNEOxi0tlUAsHHF8/rTvNtQi76ESzeiw2f9Tmhyh80/docKTNbguIPWVCswqXFfOda9JGhw6jdsJqqoad7UsaVAhw+21eKGsLZYagXe4t3d4uL6398YFGGpLS43dKR1xfFL4vX/YQ0OVDmfoD+aoKDggUWvCZv3PAByRkZm5SSHc2OhLk3wmuq4uALCi13WNJQV1VNecBHhObJgqfU+lxU5xs6g3e1x20KW42YKwqqbGbq/tre9Mq6/v7Oys771ht+G3bHZfvpTkmXtPCQd6WvAVsR9CQA3l59MezFlm/zP2bwTMzaNNPhVWjLKIpzlPmhRjCcNdV4LEqmRTAU9cKv/3LF2V2+0K93isVmt1dTUagkN2i0UoL4XNlTX2zuHetM60tOEua7hnuL7+xjiZaYsX+ZJS1pp5b2OqKTNnkcxBrWwm9FetibHevn3bGkYfznrQrPRkqn8bYwDOVADLarRsGIlAqm5ymCW572zchOQZ0TTKXb6eQ+hMuysmKSkpH788nnCry0mKS5GVwAvAndDc2sQ+rSpsaVRYFxT5xhCHWqTEMiNOmnXPHHEoDZGI6RGNagbcL3LzvsS03vr6tNsEW/Vg+WEO/qfMnDlzzpyZU6dO+Ru/9VAJWBCGla5TKhukv+WbSsSnfu3dKRJltJvqhLdunK/8V4/2oYGQj6AqnhhD0pPdFsp2Fb61nVDfRKs6NmppVFRYZxwRttuEitv9jvjeZMSop00L0yhOl1uWmrBraWv27XvunZ982hmjCYORDn2Q8IbOnDZDpRYDi2GqGVzB/+s/wHwinMmAETcxZJ8io61UEKDC0nDzF8pLdvpyKjGs9YMIpxM1Z+oR5ctWIOuyq6VGIrbVpwGxVa1aqlalV/Q1NaWB8DDSJThieGqvM1864nuTEU+hkD5W+FyNOpZCq2v1mzdvfvGdd/J/0nsbgKc/SAqM8q9aM2mojRj/9UeKBjgyMzI5zCooR02rQDImZS6pExUQf/C1U5any5WhWtLnRxjwo5UA6eyr9vC0hgI5Kd5So3jg3trO+iHV0qVR1trCwsSmRALca6fcCYpu8znipKx7kRGHzkbBRRP2yp9un7229vUiekyqezc/tnnfWwB8eXNiEfA/ODYaM21sg/zCn0z/a20a6F0e2vsyziItBtUSaatZqGuonHHYqRQ4GuvK/SkV6tQcTC/kNMhrd/dZq1MpQWLM+R6LtNC22noosEsTFetpMtrdTigwAa49SH+NzLR0xPg7Sd86IxYxsyYLEXtv7xq43c4+a1/vZlLgt956Jz91X70OKjznwQBMCXwY1Y/UKlURRAULrQrjQFH9Fx+pufMzcjMz8oSNltUOVDBKFB1mtMQ8UIu5wlFQ4quK0JcWUJGIyo8gZbHYvHbnEFNmzDbpgW2d9bX1ieEa+F9tkepfADgxrT6tt5b/FtVBWmRpOis+K+lbz9OGTgfA9LjezftefOudt/51H0F+jAD/5CdQ4Xf21b/ywDhh8J1OMFW69HQtJIveaHU6XRHZ679wfGBBXgZJnuKFy0skYFLich9n36xHY6MyEFBC1BXkjTsL5nOMhbIFTK2DekUQr8BsrZYeuMaSWJvWm5hOgNUavbO2CU64HqrF5S020xZnpd0qzHtSzLcy00iKwC+sKW3NGqgsgL7z1k9efPGtfQD8FgF+67leK/7A7AejJo1oAj+MPlmXlZQUI+LXqKioyBidDsmAZvaUb2wjSckTkbQCuLG8QERcknCJKGNKxiVCArLmxrrMTWQnFlBdCmy9KEz6xGuvVDTY0lRb2xuXromKDIty9RcW4lMCXEvlaRbb8eOOFq/TWk3BeFLstzHToT+YhsckvLV3zRqo7T4wzX/nrbd+QhqMdwD8koiypt73fQfK5RFNoDWnz8rKIryRSVF4iQThpJj0IiIc+k0JksRLXjhzk2DKEVRdpgiqJeTMTXVKZC09dEl5wIRPY0HmJsps5grAlVaXewgtBIKLQmRNS6VTAG5HXDUc59aoIj1DxuzBoeq+zlp44f6D/LsE2F3lcoVjrpbeerIiZ3ybogc96W/HEWBJ+J19+/axD36HAKd+epus3vRpM6fcz4jFZBuZ52RY56ws4htF6htFkPFJOunw3Ss2fgWWgAvKFRVGHWOTT43LMYIncydE1XVsu8vFdAdHYkiWN22iCmPoQljo/RZXtRAUOjC3UWNR+Na0GxILh+u9YTHh/SHeqiJNPBU9Euu9ryppMtIkUl1IFgolHpdb+/fWmpADo6yhsSciwCLAcMQ/eVHwRRQN2m+982KaVsPp8X18zFFMHasQTWn0ep0uiwEnkQIzZOhyUowOvzn9rgHLXL8Gi1F3BlwiKhwlmeUiqC4HXxQ12C+z+jL1gk2s3xxgE99MDqMjWiyO/TarBJyamuCx2Gz+MofN0dSU2NvkjESogO9Z21mfltiUVmvx/QG36BpmScpJ4e7wWd8K8O24eqnCAbKP1BmQN5+NoexYLVtL9x/iUNl9pbp5UbJOAo4UZBUVTqJI6+5l9Qh2vsJE50nCJSWyclUHvpliEoBnZev4N1EIYe4FBSJtxjsqgiFEE02HhS2H99d4ElIhzDjeZqv0lSlrao5BhdN644bwwIZprbVpiYlNTfUhigJX2lw0cJmflJ+fRS9UJgkPn/WtALem1a9Zw244kPCLP3kLqdJba+qtMdQ5xOOnuj9bS3NmaISV0ej0Wp8GA60w0qzCWVoAVt0135vvC7GEjRZeWATMZJhl4CXnPMgq0x8guuSwCyRpBiyrlXNHHchmnW4Xp0gJqfEBCkyN/v1GEB5ObLp9+2JtHOg2Fab1tyt1rkoblJ4PtWQxZY6lPa6/0w+Hkg92taYlEuHH7kr4J/s+rb+2O0YgnnG/HXPEc3S2mnPfIp1Oq0tXNJgVl420kCwd/sjdv/250gGTAueJUkc5R8ecBwEbhrU2lSiTPOtLhFdmoKIoIgDjs8wF8l90w3e63E4avUKW5HbZlCJWJY/pWByFiYW1w2mFcYihC8G3vh9RmA+w3en0PTm4GkYG2xXx90fRRR1xiWmC8NcQIx1GVL2mN+22jo3gjND7L/dl29xTkZzOotNKH8xuOFK4YAH4GyLpBZKvDKRFosRKDGebm5eHr8gmMdecd7GaZ4qylxBSYPA9JTtK7lQP7CrpX7wn3F3T4nBYeIjDp8IWRzYUt5ZSYCBOTAvZXxMAWOTPFpk/W6nhCPm7OsR4fGis09lKhHsfu1OHCfGLrMdQ48TbKqruTru/+M5kvroKXQyUNSYmK12frgCOFIhZf7OS0ou+kXDo3PmEV7hiJROWJY7yvDYuUCtTAFRzzsSfbmsbbcvYJD0v087MPDVfKrDL6i9C59PhQagzD9jZbKKaYbMdMxuBtimxKa6pyeg4VmOr8RtxWSVhzmgRO4fclDD9vSMAnDySCkOHH5M6/FiAKiNrIlv9zlv76mu19Gen3Ff6y81NfTLFVFGRQEpWGjhjqNIRo1BmxOnJReSp7/oEDV1AgDP4jRzrQJxM4TQAkwoXKKscSHLa8LW2PJFWCbxUxs48JaxohN3ltpLWKefKPB75PaSHu5yVXOYCu2MtZoOxMNtgPrzfVmML0GCkzMdrMGZJw3k8Oe310u/9fYChAmoqdbCR5lBakUl6vHnfcy9u3tfbRCp8Px1URggBvUzWJ8VEck7E4ZTOb6IFYhhoAI7UVmhJh+8SaKH65NNg2VAithROFbD1ziwIPPGQCcBtedJrE2L+axkZ0kBHgNVQH2rQCJZSCbOCOt/HORwKDXyO447D+4+x8tIMrd+CW6wkLpxt8cK+O6hPbIn4+2tZMNLhhXEykp4kdxjsOCpM308DHrPw/SD3jeHSVRRHVKDJUVYWv8TImiVVt6JiqqhzcmcUwZ/OFx44w6/CBTJUzsgjfZWjWtxjKJB029ht50m6GfMVAhEWUYcm29onXWh8oOQL35HlYctNox6WSYmyxVKZWq2USZx2RwsVShZ+m36hmnLhtN6v8Q3k/ORja9agQn4fARYBlkZXhdpVTEwSGWiJl/kyYMGZBX8kaw+y4cABlVA58BE6XwZZotghU59yjp0YsEiOd5HhztyU61fgPP5d+rv+U8IRFuo2sHklzl77kKx53BU0laukRjPmGgLs9gFOcDtp3Mdmi/hWDUONCk1JAvx1JX5MfnVNb2/v/QZ4NrmMc1y8ipHBsiLM1f+pTryrSIYbVnxMxKOPHjp06FEel5uv8JLlLDG8w4DbIKOjmZnFBaKclZnhc8Gsxm38uiDg+5LBFGqOwpMiVBL9JDLaX+OslCUJtNvJE7Qt7morVcBg4hNc7hb6xxZ+Kz+GVDiOXfBdEPv51tc3UTno/vHB7IF1V1Ge1Iq4KitLSx9KsklZPsTa9HR6l16VrHS3QyMePXDo2tmzQNwE5YvIzVOgcSSdKSa08EHe6KjJYW425+K3M4qL6SlAyP06LD6YH/B9LWRdtLXUkB+2VltTK48LR4raB3NOlZwT4gOHPmT5GYFYjYXSZ+TP1QwYzxXL3L9fDciPxRQG8lUQ8zsFLqTVfX9F0VPIQuvPJSdLqgDMreCsOwSBdTolT1nJ2/XSBEUUHjrEgM8eOHDoUO3cH8zNY25twuJytEWZLdE0mUkc9Fu5ilkWihtgqXMDKyfSOrtJZRM81QlOB7yyQwoZbQatFKvvUGlgjvfEs38myk4XWfwF37Kf5IqrT5sEmDImAZrh0kxJYuttctbT7h8LPYVaRA3nGpLTpQVGFqzXo5gFmApltP11ogBCCrwdiV4sNHhuK/geOEtyiKX20VxB2O9Z2ziwzmsbdTDg5lECzH+gLcD3KhKowaGy1e92D1GYVV3NYVSLTwJAu/ycJ1MWAsxOO2Y85of+DRPgod+YSao1/aKSdQdiftvLeNMSWwvDKcm4fypZZHvwhCPAei5fwRDrkyFUzNKJkY4sHWuvXiBO3r4HfZPpUyIKDxDfVsFXID6b6GjLU1S4bWRiqG9oZGQklz5nwAazeVT53bZAuDIym6RiCzgutli5WYjjZg5yyhYfZIdD4XwcrX2L1Ojqu4Bm95wV/k2Hhr/GNDT0biFWmEbbeqcC+xiTBqelxRX2u8KoTHD/zEjjO6f+oLrnXE8PCKcTSfBtaCDekwRazeArqnZQpWbGo63ge+hA6yEC3NoqVBics3OlkR7tH+7q2nD58uXUXIbqaDYbDAazyTE6OqrYcaW6KZPnjElBbkQLE6U+EgB5nC1UxLKICsf+wzg4SsVmt9uJqkcLQ2aF9lUmqdngSUhI8BvtOd9IFxPgc+bMmjaLhsCn3IVxKFeyyEL7sfb2BvjhzdDgws/CteIss2rmfZQjUSOsqOochKkSxgYhyUSUrDV/kV6At2LPq3oqe3lbye0eaGUFPtDcfeCQD7GBfWubo7PzwoUuAtzCQEdJg6HCjlERXvmdMfDmchY82UeGimOhBJg2rjhxbEXUKW22/S2VRNYniJstLZjQUew2nW5wypg7FVGYiMPSI+6+0xQLiVW+EdKw6TN4LmMyIh66cwZaaHK6vT7CABz3B2gK75mYfh/Nz/IAVtEe9Af1PeeYqoK3oUd8qmguPoL27rl+ncocRR+1wjpDWtkFt3Z3d/gJny0khI7sptqLXV0gnDoiNFYCFkaabHTuyEiGLxgD4vl3tJgtzBMRNNFJqLGI+jPGOhw2gddN4lRQ16AbEeCgj1t4pstid1OVJOEugMV4v0oZDPbPgGtUs+cEzvlDD+i34IJ9FhoGmeZ0BeHNawiwlo8ya6bPup82hKAApynarkMRK0abTFB7fHh7WBoaKsTXeqquQjb2hGmWanQdkq/wwAQYiKUfBuFDIaMIqrJra7suXgRh52ie9MIADDMt4+aRkMHxXIUvFbHuuLbDB5hn3z02ZV6yxlHjgs66XdRhYv9bUykYw0K3KIwdFqpSDmGaCxqNfKkGfyXizhEH2s3E23sCRGBWzwhAzN0kjcoYl4ix6F5yt4lxcXGJiRL4YxiAX1PfRL5u+oxZU+6fkR0ZQZ9riBGhsp5R+hALOccCtj16GpJGDUuT3s3hFSsw50gdBLi7OQBxonnUYTAUXrx4GzbaxYBHR9kHGwzZI4LvYH9tf1ubD/CCOx8WAgy1FYCzqi2swag1t1S6oLjIbI+bIGb8Oo4RWVJlpwy82/H+uN3ax7VoRGgC/OQ6Fv63OWIhcViYZrKEiT2n02f5+94w0eowI6BSMgSycUIwAECIqUKZ1qTmcab7aSJLlN+gwJwfabXpyaDq02IFMCnu1Qadcpg9TFMBvgekAosQq7u5mRF3tzJiCqrPGkfNRmPtxU4AtsqgCsiZsNE4GDIy2FTb2Tk4WOudO3fB/PnzF/ge/IgFC+cGAK6UGlxtkb1AW40VfK1OwmsWYjI5WpwYDXBXEuB27gM7Kq2Sr7XaRrPwle5AwDTiIJSXdprqq65ffxVy/dXr5/RFvm2Y05VpahFkuTuE3grArfxJryhNP7kmkQZnZ9xfA3diUKFhj0h5tZQfsQL3+OiCrx4zHmHK6RU8HGpnxwGfiBypI9s+6EcsQ62zcdm1hf0XO/tA2CHjalJfsyHb2EQ9enTqOw2d1x69I2adGxLiDWHCcwMBx1e3yEaCDW1d5msG32a8MGJHC3QaQx9UchaMbU4a56Bql4tPnDorF97RAhdOt+jcwS1HTu49evT8+aefPn9075EtB6/q+VC3msfAQ5VCFkWWUnPjWjv6+4E7Mc7nhQ+47sfzZ/S8PFdBKS+XMvQBERbT7bnaoPEv3g5DrFnkVdyvL8Q60BGCfDfExIj98TR+o7Cp8+IFRFn2UZH3jgJwNjS4v3+wn/g2Zfd3PipL2nPl4e+FISQ8GU022eKs5vNn8VZ5rLAGk9IQhmtQhAjXWMlyt4jQm5tLOGKI8rXL6uYDa27b3K9lh/h5rn+yZe/5p9/41a9+9eMf//h3kB//+PzeIwer1GIhtRIRc71P6+3oaC0sbG3t+CxdrbnNCt0rK1kHdHy24f4SaoHBBeu5qKFTFFgxz0iNr57TCLZ0uHDOzDkztBwtT1JgWGj75b6hIbtZQXzIJwdqOynKqh4Vha1RczbEMNgPxABci/edj/IDuCAkZDDkUWwGj2C+IV58cYEFXV2LWwJ2yZPBNh7MaDFxTJ7N/142MTY53CDsqmmRmVQLjVRzRRoqTQcV3Qsn8WXrrNp46cjR82+A7a+gvU+TCMhPn2xv4NNYMqdlb6amDca3P/vsM3c6abjms47CuLg0UepIQ4wVdv+d8icTfa5HzxUOob8UOPvM89VzNMcwfZpYWgBLOvOjA2c5+20VhKWF7oMMDQ2FCMTNza1+woc6LyoqjFdHNqlwdr/g22Q0ZvcvnEtD7iFSFsqPvAsXzF1IIxqEiQG7FcBQYGulibQ32ydk+k0Wax/YW8TpMxtFZ9Xcd6h0UC84oNfv46s/veXo0+ff+PGPYZrPkxx9+se/+nHR74qKfver80dexexKAOFpmoBwjK8B0XYUFsaJQctecsH31xiHr0WSfF1ku8lCcRt8YfP16w2BRgqOMsJ4IBCvCLEOkAJLxBaT0OLu1rO+tDjxYmrqnAWilzCfqZCNJsJGo9EwCKgRC80hBgEWakk+GK+IjQMB5yuAawhwS7PZx9eIFxKTw0UqrGRTAjCNUjoRcSExDuA7k85Khmn2LD4psCqCD2GtSYdVv3vjjaOfNJCZ1sjOaOg0mmpXcimOR8LJSNOJUmTB6fehC6b0Dj/puY1kl5MblJiZAeNLep6+onsuZBF+Sj+CJx9eX4gVYr18WQIeGvIKxHDFPsSHai/Poqna+QtC57LesQr31xbCYAOnkYofBDc7RPkIgBEZH+fjo5jLiifClS01TnbB1XCqeB5ItkYfYLPJSZmvRUzt4BATojPaAJFUwynSXH9SS8kh8Lx62gd37969fspwyMT4vTfOb9kjdHiq0OGZyl4sXntA/4QLRjqRmwxNBPw+3MMymzxLg6RK+dA5fZj/4HeYL4ykw0KP9p+N62C8CmJFgS9f9unwkD1E2mlfVkyI5b0bEULxDP1N/f2dRpOBQPUbzA4B2AAFdoSwBoeYUcJgwOFWAuxJEMfOnDVOq8vqNBBgo5EBF2Lmjj4wHGfASqxN7X4CnJ9E9Wvb3Dt+aLXm1UvAS1z3TgbMjJ9+443f/e6N80e2a3gQPNS3tXrajOkzZqBoPXPqDHro0gXhtNZ0Tex9NUnpezLzvKxKz5rbwymgyB6EGVLumgqlKcehvuq+24E5kkiCs62XU1PplTCDcJ/d54rP+urT6CRyL2ehwcxhERzw8KCJFdZoQD7LakuAzYqtxigdVyarrdzo9dj43JnTBjtstRuaCW+hfC2kT4zZx+3Iea0+wC4JOIs6wS2hk5N/6O+lowrfvScpS/IhPk+2mkx1EQhfZcLTlEch4C1V8VG0tSOubjWG08N4HyqwSAfDpLb6djUoZXd/KSfi0b6+6gRPar6bsqTAEKvbS3TxKyEVD28qq7LdlzL5EJ89W0tGcq5PhZs6+02kwBwAM1aDmTRYAWwKAIxCssfCx8oIcF+112AmpIWFBLiJ3pCYBGA59w7bbuW9D54WNCIWThpwIP+7ai/47iXdPXmyouHoJBU+Lwj/TnX0/JYqemR86zdk84ldFrWI8Xva8IrwSGJ9v+VIyhNxhlwOpJYrt1WwQZDZ4qyr2LzxqJyQQQcu+4AvyhI5kovx5ofbCVyImxAPDfnttIilmTHMZGiIDLNQ5+g3M2AoK5los9BgYa3pg+Mt3D2qZhMd72mxUa0CQTQqkF5DMwM2FjahasKIAdlUmcqAnU6ud4E2b+gIb8EM/AK/B+b5V10p0qO9LCevU5NPd36ykSbAv/rde3ufvqTnSf9veOjEYyZOq9yfdydSxX22L/pHtjtz5hTfYIOsMEUgkkUghdm1hNT8kNYOkm50CwkwFJj4xnsNHThi0GQ0IOTq82fFzd2tom4Nwtf6QHiBWYRZ+LMMGMDvDtjEgJVSNDDV8NFgBNF+wIWFtYGAnQDswk5hBmwPANyyP+IOBW6/tPe80N+9R7QcK2t+e/JOFf7VeyqY60/U3zDHTucx5eWJmr+yvuQffeobW3Gnzaa9uIHXWfhuXo5wWjmEIgNoTQhB34hEVrG6h+h4pyckG482Pea1RkNfKsdcQz5XLEvX11L7IhBmmRXATQY/YLxPFuQ/AAAgAElEQVTHR1KZAwErpWiucxA5BNHWQfQx6P/qB1sjzp0BL36Z3Apg0nQnvl0KovPdlgDAPJqBBLj0JCvwSQJcERXLUcdvj96pw+/97nd7n0Yo/Q0zOHzbAHrJYWHTZ8+8jxewhE56//V5FScVf1GMtBNlj4X4dne0drACd2TzwQMD+8Hs7EFULprM1RxvXb7slYShxXDb3bdTSYUXUqZEiVJhf7aJfC8BdlC0Jaby/IDbCbBTTtM5WYOdVKi0urIZ8PCLG2Ci6WBhIWmx0YSwCnVnGvFwVlpoZpYGLfNhrVvmT6rOhmkOnuao6iQBPnlpuyYsMhL5UJjut79lx8xxFhC/8d7vnoYKF33DUQ5lH+CUKaH3+cJo36zZ3b7LiEq3vYY2odhJkRNCwLaj1eeBvRg7zvcS3+yWN3/xxReW7CajN+GykD5yxc3kivF3jBs2XARgToWpHo0XRFkhSGAdjtyR3BbJ1yxdsATsFoA9MNaV1NR3UiXawICxs2G41g8424Swqtpt49ZwpcWlAKadSgvEjC+nDfCXqtIte4UC4+XolgpNWMyOkw1sblW69xjyXlbiN378HuKsqxRnzfimR+6/scrz/pSIGqetxu22O9lOp1q6RYglFLjblYCh427ie+zL/+//+urLz0OMtQYXjDSnTZeHzM1SCjGgRYAXiPZAdj+Mq4iyzKN5uTSyk5vrUDRYAUzJjgBsI8CV7hoUnF1uWIBC2Ip+Y2ctbL1AXGg0hYOpkwG7ayiIFrvf0ZPaD8A4/PjBXAp9qeG57gjUl+JndsKYQYoBaX2RXgQjOCT93nvn97Ib1p0/evITLnx94xzOA7/PfyHoYmTRzia62t4dUMXqDvGkIsCCAme3f/mzL//lP/7tS4uxKRsqLPgi4IKdbm42mWoxvbOhVppoEuCRTtgxStPwkFMZNFClBNGswS1UyEIUTd3gSgJHgJ3ZZgKMgidSYD76TS/ZZpqPx24OAkyjXKLNSFnS4UcigPf99z+YHwHAKs2edSclYNLhLagyxr53Xq8tOnl9T5VsfKtjf0uE33gPnvlSz31aprpHMpeGn4aGnF4CbHV2k0NVZrGG4lNTww2Ir1q+hDR89dWfLQhuDUrhQygxqpdNN2jEcnwuJ8I8twMVhtLxZ2JGS8x1QJdzHbm5uW2jh6kN5LAP4aIkT364hdMfGGAqZGU3c/2KipVGBlzoA1wjAVfiE3E7B4Low86bp04B8Pu3bs3D7mHNqwR4r9DgkxxGY6mfqkjdAHU+uXFjsq6I1ByJMgC/d/Tolle/IVN6SCTUPoTHDMuqKDTugwbDRiudfg9ZaDjE7INffvnV5ze/cBy0ITk1WFMlYCRMfVa7uXa4kwEvnLvQ18SF/hnNDFiM0eZlnFGmZ2kUr+0wKshOWggejsRIxFgA7BKAKUVq4lR4EuDqahuPZ7kpOONhzHyXwzLqyDxFgEmHM9VFRdqD0Qz4JMveI0Ua7GzUotmtJ6Ut+u3JvfpYddFBdsNvAPDJT6iaNT30ob0qdi6mnajKPES47PDBrXJattsOBU5wQ4Ozv/iXr7788mbL4E0bHnJDNRe3rENDVsqdrSFwlrXDXRsGHSOMlFTYTCrMuuxQAGcE7NoCYJvNjZlXXuPg8WDDna9SKQAT1kI/4CZDCx0mtIkpWgrOOMZKch63YIsAASZ5P3dei3n7dfLBzJcSJWgwhVa/1Wt0R0+e16qLNlLv/lVOiwnw3pOfkNlWTXloVfgHCzFNTi9DfW67uYP4ylksawKd3DPDKH/+bzr9Vze9gzcHUXwISRC6i4l1vkzDa6Ahnf4LIaOIowRgCqQhCmA5H+2HjNNqFovTJebXMXO31G0jwDQqiV5Dc6HAGgi42ZsAs2whvG48ERCcMeCaloGhecVw8Kc+AONNIQZkeUdWHUEUfVJq8EmtOqxID43W6faeRxJVRH3g7VtEIP00Ab5E+8EeXsBQ4ZAW0LXDVIcYursVBYaFJr4JlAUjhv7q33oqXw2hh9pExSyEOPny+td8NwfN/Z3mttxRYZXZC1PqTHUOHHUIUF8hpxxihQqdHOOjCm4uc1ioG2zPbqYqJQMu9AO2E2ChwTU2ZU4g3jIyNla2voz4QozwL4WF+y8R4CMnT/6fAHzkKtbqqoD4PV3D+d/qVGH6IjjgS0dlpuQDHPbwanBoSGu3GYC93mzUOHwKfKDbSYBT8+3d8IAtNz9/1QJjXZhm8qYiBVXoklRTcw/VZyOCp1w6wuKftzGbR3JJXf1kpQa76LoGPtXtxPlASwiH0ZUWKqd5JeAmBXATA3ZKDaYYq8blqRabPVomylLKyra6CW+m8QAmqgoLHZcCNPjk3u1FPG+mVunDdEdOHsWYg+qTvbKDCMAnj5zWPtyA56JO0e1FlGWkEqWiwNQoTCAXm+AxG7HulZqy/ECHXMa9kQpbgTkkuwllic5ORxsCZAeNQjY3M+CRkeLiYpwjhg6fAltAEITbapLk1c/5yh6lSur6OUifvahzEFZGjBqH1GAXD1A62ZJ7+6gLBcDhjomxXWVlZfNunTo10nqgiQAbzZe2oFJ1UqjwliOXtmyvKKJIGoF0UUNDGDtg2V56+o29J7ecVj3UJjqim/oLZhfzZcByFmuQ6FIDwoW0RTzc2HdTmeCjm6BosduAGUoEWjTynpE7imy3bdSEc4cjxTgdXswbAPJOBUhGbla8/5/wH+vGgh031sAbmtnAC8qKsTZbBWCM17lpQY84ZOiGhSbAY7veH6SZZno2GJtPX6JSJQAfObmlKlZ98NKWSxuLYpHtquimNc2OLdyG2MvjHXuPXDrNo0sP7Z21C7m50OxsVvS3g/BSn0EoMEod1pBmg5Hxej1+vAE22gwD3dnfL06qZGb4Vmkpmyo3FdCVaWIbGlY+ZMzznwqUkhC4eCW9YjvO74vWIxUrC/uhltVoZ6KzQCeWXNXy3GhWZeYu8N21q7xg/FBiYm1tYlxTYUe34/QRaOeRI8QXdUjtEajpkY1VSIDhjRFgMV8aATj/xvmTJy8d1CjL60IfSgMt+oMiPaIcuJVPBLdmVzNd3oGR7xqETg3arQn86Z2Sj/pWU2fteKbYmZThW0jLwpTL+QuEGpuX8tzyn4n3X7oy6WA3MC8F5/RwFNlCuPRpMKOolopY282Aq2nOJyvLM28iN3cXJKf/UNrwDdzeERdXaOw2swofZcBqbWz6Fm4MH9lyZMvJjXs2XtorhQDDki/eQw3FsBmzpj6UF40KBf6IS9Dc6qc+0iEa5UgQJPG4Wikn6kPpiIDnk7rBC/tAw8ram2vJC1PNOUO51IG3zdImLYaM5Tt19J4XSOehxJ1KGin+jfi7Cx/sXro0UgvOTruN4u0QnESzU1cCOmy1Fxen4J/LKM7ZtKn27NnhGzc602ivpbG7ufQS0tzze7ecPPlJhTa5/aRo/etUuo1HjmzZ6wOMugdZaJ2cdFHNnvnwqfFcUl7RAZbzdq2EFxa6jzf9Ml6M8+QncOCc77H2DV2E4EupimD03Qx/2dlpxsKOAto+GnCzklgEv3XgwosXy/gWUtpdaucxr1SF8jcrs7JgB9u9smhlFg8FYO+Z2T6Sm8fmHxtPCzY1nT17bRhy9mxaXJzRazm+bgvp58ktUNtPLgm+R/ZoVOrY63v3BgI+ihDL0dkXqZZT0VDj0IdKjSO6Fb7dwgVTH4kmcDqMEiCaiNX5HAolJOAcfn/nsJDOTprT4oIldRS7yUYbCsppf5bcNeyXXSmf3njuxS66vrKsrLFsV0mmxT7Ee+5SJeZUT6pPlQN1OuEOyy0ELWwkvuVw7LD+deUfFJ69xiLrb27X/ujTyJQ4kvbhPPlqrKoo5rz/C5QG791y2NF/Y7izTxcmpt01YeJgaehDUuNYyHQ/km6YWIuzR3iYGHAf1asUTxsPvDeECMR9+UL9UvOdzQA83J8pgqpy1lu4Rn5Thyj34oYbvZ8ObG3cCsJlZXUlmcVoHyLM9lKZQ6zGsvKuFQauOHrl1tlA3njN8iTdQtnq/YJT79O22w+MVwjw8LWz14ivC/1H95JoGGmam93rB3qpQrM0/egkwEdPnnYY8TM9+Wnn7XCVRs5gTSdv/HAghgKDruDLhJvlYX6cV0ngcqQ/akagxXiHkQ91DjPiWhAWuVR1M8Lo4c5cuQme1bauDq94V1JXtmsM9wB3oiCxFYwBeBc75pSCnGJKpkKoW4k3XrE5eoh3MzBnQXkSX/qK51YmOgvl6B+B7/shV2CgmS6CB2N4PDcllpRukYT9smVP1cGTkyz0yUvHDU30Qz355JO9nX10Jsm3t/+h8MWIsD7KljpM0zckwHyg1WhH6dKtFJs5G3bikUCgmm3mc9k4ODhcP5xYLVLlhARDIaXCI6ckYNJd3hbO+rurZFdt2vCFrevxsnXnTmBmyvhDKRMQUHa0UNfBt5nSxqR5rY7i6HnjCt8BnzCvoByto7r3WT4YZL5soK+dbQrP9yTgqtrqliUUSd9JeMudfNdhFUX9jeeI8XPPfVrfWa3iiwtR2Jo95SEgPJfJfmQMwMuIm5u93iEXqUuqn28/4TWYRImKUlQQrq/NZz2DE8awe23nYIa8faVOgQuTvKts/dayXeMXXwDd9euJLt7SBdL0IUx4Skp5ea47PyHAz+aLHWc2r1gGLc24uL2j+tYH7/uk/IORQ1ekB4YccCfxZmL8bce60q8RPno0kO/RI1uij2cX4r6A4RcJ8ZPPPQdT3aeVZ8+mz3ngCYeSdc4mAx1AlyXEyomQYMsv4cQXs+zilAHNs2Nqqn64MFykygluJEpNnYN5ypVZdQJtY6PkSbJVEfH5C0KgzbtSil0ikJu844w6ibyDtEbYbnB2OYsD+EKBCw8pGnzt2pXbUbzzkHbgOY+vWHf6JA/Y7b1TThJ5HAUvNWUbqTgSl3YDiGGmn3vxOXjjdHE+XDPtgR/W+egjH14TDd6Y6Jc5BA9mdbzUXYE3NX5wGHzNfGIIxUAQhiYXdnYm2vNFUETFLLjhXMVGl5fsmhgjSyxpCsiAuzMQrpSxXSkuUPHfQjo5F+bbJPgsMKTtVCDf9zcdOHTlyhUJ+DatRebN01nhn3UcLz2NviEfKjx6B2U61nLkUulxA/jWJtbSvpVhwCXEzz33mLDUD+q97gERloEAC9tsEkIrbewkmNVh05sqy9HufkTNfCKsUBwlQWkJj07ncKHihWGjm2o3jFGNg/i6kMo4resZsNBaiVi5O1qBe+EFmG4Uk70UW9E+pPz8u4Om9ZTxTkvGqQAN/uCDERq6B2JS4rN9S0WpE4ztqMWZlpymYJqHoI/6IfNHR7acXgK+TcyXXmCob7z44nPPwRe/iIDLykeTHuxBLShwyEfNAXhNwCv42u2cqoh8hVqGXqS//WgnYd65UDBGJxArHIYTh/IFYBfuOSqsHSzO3DR24cLYRHxClsfqGSijyJk1d/1WxftuXX+HDlPMNTHSQvGzyI5JB+/O2XorgwY3JF1ICJ+quMKIa2Oi5MrzmMrWK4euHDI9cbp03aWTyqS7PCNMeC+djo4+buivlQpcm4Z780iNFcZP1t8uorUdUx9gwqTA3X6+x49jDUoNNeAhTrsrIVUpVeGjalJgI7p4/U3iF6y0wQT71llvjJctiZD+IbTrR3LLBgbGhjwU6XiyYm7tKqtLWa/YaOmAOcIiwuv9gMfGJkZwVD+EvwHGbK1WQAcQtt4UgPGG+1IEmIZ8yUyfva1RroLSFl5h6X629PTpFac5ePYdFQbeVavWlTqy+2s7fQosEQtTTTH1p7Uq9YN1r/tdFDgAL9YgUCRTY1dUOD7VLwnuJpQ1cFaXG3jcoCUVNlHgXOiSNto5hM5ulOvWxK6xAToTSt2ApPScnOIU6XXXSzWGRV4vbDbjFeHXCxcuDoyNjQ+Mjw8O0mQtB8/MOUCh8+PdPHzFyitmOAxyjBtafCA8Jpbv+UqKxT3e18D30JXW40tOk1zasgWtB8iWLZdWrDh9evWzx+n5eQdfgbgTEdeTN56r5706D3CXeKHP+x6HbbbxXc01IMyInV5Za75MBcl4J+YmsTSHe7N0k5EgbIKJ64yjMItttIuHaKLcJRNj9nBPavUrUOHwzJRdu2RypLwr49c75EIXNl92bXhpA6QLsAGaVwHwTI8w3DQKPY8HKD/wafCp5m7RwsYBKa/V6uEbgqJ0rdeurVx5jQgf6HYcXrcKiFesOg21JTm9bt3x4zvCKy3Z4vma6MecKCKuTjLSn95WBxwsfRBNtKTLl9JYxP51qLC00V53PNHFESQcRUqobBqmrUg02dHJAi0GYMp904xURq5OsIbg5Ge1p9rjGsuc50Q9iWysdSi3GMmSxMoKXIasCKlvCjX54KDnsZDuQi6A8Et4FUKgJWce3qLRz5EMNsynFL4fOFB8oyo6Xuy8hTZ+adJS9wGKqVfS66HWSs/29sOl69axJq9YUVp63Nzd8VE4kqnkSjrnSogTpRILh4xP6288+ViT6pvOLD0ohBeaTOL6MJtyQzN6cj4rzX0G0RDIdxYCMM5yYj6WyBqFCptNlBkVuuKrh/ri3SP2sYELODIUPi/3Fs0705y6ZyIzl0am+LWMM96UnJxb8+ZVpGtjIqPCYuW51tioIh2agm5qVF1gwqTJG3ycB8hwo6iJVbY0v0fWeZOYDclAbtfM/ZLuGhftvbOGeyI/uiIBX1t7pT+Jzk64Km3tx46V4toBKrdjqCGdTiXn670GocaCqzTVYhHppwz4wY6jQ+cuELorEYsgq0aosAh0uCGc4DYCcCcB7i+svfHcMCZp6DwL2ejaRG9+vx0O1zVvbGBsHroTObk52EWIeSlXnxv9+GJBmDQ2JWdinksf6d8ywPskwtT+vQOqGPQjFciC8oYuQXoDeelisUr+lJyiBOBRSt9ZbFjCg4ZFn8vWwRGWqG2lo88oZ0ViPqKGaOs2/PJm8bHz+KxKGuE2FrKl9nnjTnrptNOgxwNfzgqda+E13CgK4kLfZ5991iGjLK8znn0rB1nWbJqpo7G7ps4nazuf/DSRk2GTIa0JNrpviFYCe5wTE2Plu8pS0PCfsM9zhzst9rGRkdHinIISYZVvuXRhvjVUvIbsTtJyuYTWeuHihS6C+pIk3EVC8XbKpkyxwfaUnOBzcJDIhRoMWtO+wwoTL/KCA76C2lZslrwSCkPyHVgS9dQ2RGStlcips+JxhYXrQC3N5xulHhNgSCc0OO4+u3zj75YFYtG6DcumnjXR5k9fHO1v6VdnUwupnwak4I1RhaYtZ2SjUZ+sLbRbq0lL4m9htgJX6uSi2NGWmUMzd7k5I21U+sgpzrnl0iqrXidDDVMHaLBaIz/Jsgbo8Usceb1wYT0b+YLiPOVSEAzTH6ethyQG07PHW+jwms3UKnqe0OLWcA67GLK2m2si9Dut7iRZI3N14EsHqPSqmGrWYLwWpov1ow9+U1isf6zBgT9TiBfrN1qchLfSa/UDThhM5N2TMNL9WK+CDxmwATaa5qGt8QiuPOETuIIlNxPXfpfkwDDnFBfnpJRgnCa3rXheeJRcdSEUOCzQLCuwJXu13Jqg0YJxly/iAuELWwfI1qfgYqYM33UQoybeKYBBzGaTg7ZLV7bwkXSxOcSL+Wl5ey6FXrImQtyz5MXhRv7C260hFn76AjE0GGoc95nmgXfBypWExNdL27fN2O5paTZXyjg63w/Yi3kNTGygj4RTu58WNondNxRHI2sqtHvsOLc9r4BvUkpJ2ZRCd5/lZRbnAEVu7gS21PjoBqirughL5iG48KcoLFCrNcpmjDAP1PglH+OLA6iMoUlFlxNnKsec2mjG3kinZUzNx44B8bPHmyl34uy4w0l3L2Ux4sgD13bvptwJ0p8u71NLCj9whRPmK/bwdBzsyPZ54w4+7jD1YegKR/B1GLiu9zjVkSpNJpvTXjm51pFgp/NlKEajzdCUzUf/eGeH2UynkmqzXfMQGdM90ZtyMkc6B1JQvypoy83ILM4rnpcub0bn5dwikqqo2t6+f/9+JC3roqOjV6PwgM/at1dV6WI1gc8F/PJcHLjgS5wuDIyVyXEBzFrLK+dpgTGqLlh2aPjiJkayT5yBR6bhFGTH3XznFqJ5KLD1AHLjtbt3r7127dBt382crgOi5nXodjjaFC67gZe/FMZ1/Jb3xD0kg5XUYYeNNlMjyYmTCdJGh/tsNEVZ6AYaSYW5FF0olrIYzOjzwwt73f8171ZBZs6mkhcGu4aHL+QU52IoJ7Mt16Xy0RUri/V7duw/vTp61fLlixcvY/nhsmWLFi1avHj5inWrTxPmokmM1Z6hcWGpKUe+SGPudCU1mWmhwg7ajYnNTQz45rFjr72mBNbd3WaPsjS82mM8IJKntbtfv2ZVLtSNcgubfeXK7fQoBBL5lc0ddIKj+w/0f6umPhwjlnP59oQaWoEDwN5mc42Mo302+nJ1CK/4FgeOjLLhUAjAtE+ntil7YuJWSk4uAqrBy56ueOezbcU5iLL2qCQpfqvW7jl4eEX0qsWLGOwilmWL5AeLmPWixetWnD62XUf2WXhkvElXEEO6Lo6VlDFgcWEtANO5qGxDocFk+RyE8XrzTRMOSHXDKdu8VjHqZa22d0iUgPyyJ0pejr3UdUUBrKVBg3xt9oHW7sIOO2+xfFhO/YdaWIVtx82GQRQGzaaWSkHYI3oN2E2W6uSRHAM1lOhEmNwziJYS16YNIyk5m3JHcxFdDXmqs+wjBcA9z4+XVpFtP7Zi9YpFPrI+WS6BL5OYf7hs8YoVx7Zr1XI9HyMeGL9A2TBH06hZo4GcgvE+cvm5aBrgG8g2mh1ffP75F4T4i/0mXsdmsrhwpzAtoEa5xtxxQFHWK9eqo+S150v7rl2TgLN4kiTq9oErhwpbnfR/T39ojistYL52BwY2vOPjIXjmc7nDwvPpfX0oRyeEU+uok/RXABabQrOpSkCkR3LQVRgdHckpzk681jc4lpN7Syf1lt4U7Tm2evVygriYcZJFXr5KoP1k/4roJ5ZErxaaLXV58brSdrLVYTKmDrOOwxdzSoxfSJnouAo54szcEQaMeODY538GYmJ8vJmiBYMpvM+L9bjYMY7jqaYOX2MRMLlkDRVeevvaWlG1VgCzUz70WVisOmzmQ6HAoRFYX2YTFxaZTIbB8UEvEwZgrx2Tlcokq5daR6DKUQgnSfQY8k1JBlQRHY6RkYlBZL6FaYXmkJGJCql/NL+W3F66ehVRXURvVq2Iji7dz3K4dPWSFZ8c3I5Qes/GT/Yfjo5esVhAJj1efXiHcuYAb2KGBqlWzTWPDRsuIF+CG6bDbQQYncxs880//5nwfv75zeMi7mqJ7xvyGqjcbnNZTJQ7yfsI7FBdttFRkR8Lr/z67T6tcMoM+GwrtgCoHwYPHLFg/qlT8+cjjvYizELRIGRwcHAgBIu86aiIt/qy0hVOcJIKNxkIsIigmW8zslD8jfEBFJHHJwbHR0bS6rGlsiZSgCG8VfuXrFvEqrto+bp1KyiMqkjHRU4xkbgJMxlu+Yln9++gazJitclVB/dH03NBMl614qBeaLAa4XX4+PjFi1zSurChi2oeSLVz84pD+KQ5AH9BgInwTRMDNlWlYmVBCM8hoWPW3CGXrB7qcCdUe2KWLkVfMf3QtWuPX7m2cvfuanELelI6FcDOHqAqx7QHH3DEfLRlEKqMOuguBLvlWRNo9bOY4YgDwixMbFD7lFc3SwFf3H1F51guXuCK4sAgdBgmYCRZrLglMFX7o6GUTHd19P5Xq8JRNHzFJ6gVRkXqXy19YsmxKjVBRJi98VgpWXNhqpeXtuvlP4b7fQfGBi5eoLYiytJlovyZmWvEsEkn1h6aT3xBQdbnAMyzY4YWz+U+u9usdLxN4uwGCtGG9GoKrOOTkmLDD4hpvWvXrFpRD8m6Qk6ZL1l5CMpY86lmj1AU18NSS7jG8ayD9BHedrjWZANhj2+wwxOCaLlW7DaSg5WD/HBzj080BtAQGB80W7Q+65x8bMliobyrQPe3xPT11wVZIa/gJSsqpupY9JKDReqopVFLYzkei163SKrxqtWvFklzoFG7BsfIWAwMbB0rQJksBa8j9M3SOYvawVOvMeKbAnBzZbzVOuQ0+ZrePPJN88E2j1VeuhTjRe70ODN2hWu4HpJ1BYnytUOfiUJ06AO+nIPbqgS4bYTunGppGXWEGMdrL6K9P2x2ALA7PqDWQZtWePCO1o0OCmspevTMWPjH/powjQydte1Llgu861a3/+F1klcC6Wa9orxLytp+OrpUr1kKiYoCY/2rh0nzWY1XHa6SnhjXKAxS65j7y1DgEkR2I0ZJGIz7xyeA9wsLkmJodDoWAVntJoNQ4dHjIjuGxbZ5WINB2NV96IBMnXBEJxJGmwCjHrL2M5VyDfp9tZHyG69Avut+vtD5PLfGe41yheDGOlSaWbJN1Bn2V7OsRrpIhcq+cLtklLtYZwXly5dfunz5LWSp426uJuPR0WwvXSfxltr+9Mrru3cDr2AqwSb57x+HYh8DYegwI15KN7YdJu2H/HBZdHuRRl6UoUXLaqyMxwfK4IJvzRvyDtJgSSdTxtmL2sERA63Jy/bCvVitZvClsxgOh8k3WljT4qXcyeUOt3QfkFOZ127z3uqkpVlXViLsqr6tvc+ccOh/Z7viFFymO2fBAsGXdThDrBvMG4Vq0uOFl36kwzVe3ynRywl2fJ26NmSZuzZI5aW3ly+/89Zbb6VevnDx4qBLZjYaXfuSRcsE3j/uBt3dUn8pvEri2xTRoE3Cx0mRkTFRr6CGuH/dftVSJkyQcUfCnv1kAZaRnS6tkEmxRjWRciuHtjaUjeW609HWfWWI4gaK8QVhnJrqx91NBhwyr77sNBBgx+EzJw6bleHRlnBvC+XH2AQhAy9uS8TQxHy1h8IuEM6CLZQAACAASURBVL6WrrmPLvpmdZw6c9a02dOmzRK34/4lTZ4yW6VOP5VxggfYuK+KDjrf4zw6UosVdQQYYsbSfZvPRl9OtY53Ghw0zY7hGvQA5MzFBqDlvXddA+MD4KsWfLeXrmL1XRX9xz+9vnst+PmESGeBKkfSeEG2Av1eu/LjxdE7NApgIF5KEXj0ImGnl+wgm0mWIWwipwSEEV+NxHj6EBy8Yh8fp3t82PQQ4xuDIf39tGYTBbhsupec/PIZvnqYnLE7AQmgxWS2WMw0CyJi61Z7PO2F8ORzmoSwy0r/1f2TKE2dNkPlu4th2tS/rMm4lkQ3eubECV5rdEqsNsrjG9lHQ4bhY1kdEDGbLNisHq/wTUgYcYxgLIOXnuxKGbsI1X1pw2XoLuB2dVEsPc6XV9Alce3RInSO3v8HwssSwBiZJxhHEeSkGOL7+tqVLz++f/l+lR8wWWpNGJ4oP+Tix7pjInZDA3kiZxc6kSm5dlj8rsupfRMjuSM4wzYu9BiMQ0LGs2soAXCZjegjtlD29OaJE8f2o9xuaqGtxCJ7EgVrRtztqu6jvWxJTuGUD93W3C8TWby1X+W/A5kuZvBdZh569ztJ1e1nThFgYZ6J72Bt7cCgw9w/XGtmwHQznYlUWHaFE1IHinPopKAiIE1azPVhSk0xFjmeLpUs/fA64F28aHF0jR+v8k4iXkuQY6JIhV95/ZXdK1f+6O2WRUuSY6OWTmKs0R2L5hrmDxeTmWYrHWYpTsnMScl1vuJJvQHPMJEz4cI90c6BAdhqIzDjl4GqcPH2biw2BWAs2qQMGX0U8/HK1Gp3n8sC8IgmUH8XByrN4Va6LsKaZZTlrkLarTT7ryzg/p7uzpkt2uQaeVkOtUFUPk0O/fqlwmrNnrbXTpw45V881zaIJz7FVTBzJiMd6CDABgftZBdHHNw5Obu2Bh5QQBg7cbGra4MSPV/w860qXcx81x3+0+sr1wbIbv9HgvHa3a9QfMUK/PHbhwVgEI5SMEdFxsLaL5dmuko4eI2qBVXv4lH7K6+k3rg8jPbkQLzncnxWDKIunCqnRN7IO1twFQGvJze3fPElCN/EAi+TI/xyAua2+JrFlmM3Le3H9nMgRsM+CK1d3cosiP7uY9EBaL8fyKFz+CLVMNzins73jKoUN8hbRb7+bdCVpO1noL4nxF5Q4hvSz4vMALe/k9a1CxVGsQ93yNHJBs8tgVcZYedZdYQ5cnKKKg9sn5nvxieo+7d4UXQ7Guxr7ya7FWUWqAkw+G5bvUwCZsh+V6yHQeCcOHq7JFzUklJSnDuC9bgbbuCa4pFxxADVqZdrcDpilDK9foOXJsqw4ItvkEDk/8WfPz9GFzmZvJ7LWBnhbab71Cw3D1ra24+d4YEuutXHHR4iStYYmaeVpV+LssSS/6lT8Br6/TAOncYVANClOVQ842O0kQFDEXeeY6b7DOnatzYB+JRgPKp4r0FcWNQPFWa+nVDhGrpd8LKrOEUMNxNe5fTY1l1lKCyJaZquC121Lh6oAt8lpL6LFy/5I+zu2rsT9hlsGXbtXvn4trc/Wr5oP1JRFuUdI1YXtS8RCVP0q+LZqykaKZ4oHrVNjKchWKhPu32R7jH2VI8N3LgwnjvSP2hWLLTvikva3EL31Lpp8YuVL2by4s7oHbZ2NJEdHGFjPtzMHpkIf6a+M09iu0w3nExXkUyfNvN7UOFQviYoTK9HWBrJjwv2DkWFYWs9z8EEXD6pRNAqvjdq9MSZM2cyTokh1DY6piOyX/zgnWZztiDchDAL87SeseKSMoUvo1VOFA2MXZCAuy72cWWS+P6QFbj0M1LflStXfgNivyKTPP72Nijw6h2aSAk2KpbHpRUlflUQXhZ9UNxyo9Fh6gv9Z8yPYD9X5SuXxeY7Gp+/OIKGWAvFhlix6LvhkorVZmiyw0M7X+zZdGlI5cZXN+7Zs3HHzZstqKmLeogMug51kMNX+/tJ0jIH3m+oUfNOntDv+hJ3urpORxmHeGCYcqQWX4DBptRCFdD1orvM6ZmpLwVfx0jbCArHuW1t5uxB1uDOYdjnWqMpO1uGWWbHzZuOnJw63wnQwGOBW1+YGJRzrV0Xh9Q+voupGVj6p7UvE1+ocADilV9nTFHX6y+/ve3tw4sXHy6KUhRY4/rs9m2tOkqJtbY/sUgSlnWUitGc3GdH23KpOzyPrwl55drQyMD42ABaHyGV+WyhaQTFKGpv2IkMg22qIfLVSKOamkIObrxZtaehavsXN/k26u5ug6nFwVP0rR1evmznDss8c5pKmQiUjWrVtO+ynIk7KKaTuWpI12YJwPLhQeUAkHGvu17nuyHXf7EfHp5jiwEYl1UN06lQ1KGz+yVgxNBN/SaDQWRK/Qb0eVNKGkVUJf2vH/BYzgDP0YDveJFGLfzvMqG/zFdoMENeuzbQXPvzJZLX14LvR6uWPVGlVn4IjbsjMa61VRcrS1tRmuQnFgsrvUO6+u25BcW5o6MTxWNjDrrX67K12js6sVUAJgudUGPwA8a5V/Su0SLmOX4Dyur9joM3NzZUNVTtAWD8ue5ujHVtt5g5e6oJuyNLmok8NEwO9YZhg3yR8tmM7zBXDuUboFVVep0WdSE/4CjQjoykQmBMsj4gVODLKmnefPvqZxafGTWECMNMHV04Yf5kGOYZV5YJFQbfFL/zvePgNgAjF5YN2v503gZI/lfEV39Y+yPBd63EK36RMoPqypd/9PHHP/rRj15eSWZ699q33+YISzHQwOnqqH9uOC3O6E+YNMmlXLlctkRcChumuVk8kZMzWozJ+me98X2Xq8dDXEOjOQMXkCxZOIY2ZwsXTK1NXNADJW0WppsOqydm39xxEzfuYgDwi2M0toCpn+wQnTY5uWrHdh2zm+0jN1VaZrJSRbiMma5U12p17O6mf5eEZ+DnbKiCLabCH3thdESiuHyQRP3NmMgqVeDV5LP5sdGvgJYBcHY/Kyqm1cx0pzNvRzKYBwcxgzpI+jtCsdUkvlu3SrgvEuAyAkwZEgdYZDZhn5nvZ2sfJ3TEd6VUX6m6KxEtP/VLlqe2bXv77cdfXgv7vG3b4UWrj0n9RVSV3hG3b99bw/Vxt32lLRBeIqz0E1Wkwxxo5SJ5a4MzHkGM9QraYAiwRsbGB02VCdJCyyGy7NrxbFo/b8LSaVwzYu7vrE1s/3PNjp6qiqpzO6DB2XTkqja7UqWS4594N1u5bGrKNJXPMGPUF+Gs8IcIdFQilwr9bpoLP5hJx6P2JDPgGDGhEEWl3SyqAmbFRAJwut534YTw2Pgbx5ZDzVZAg42kt521SB/Enc4w2IMmAgzgg4MTQnvLfEtU1m/1qy9F0TljoiY9YNeIwKdU5kd/XPujlbtZa/0qTLq79uNtv5Ty1FNPbXuK3gDyNnLAq3wOOCq2qLC19183P/dWfX1ruI9wpGaPiLQWlerk82kEjYccavu3jV9O9UyMOkZz4VPGJkbZEHthoQ1GocG1g1hOnt1sCufZBXNnbVr2F1Xztlf0VPRU7fi8vZknvWuzq8QF4ERy+iwfX75KWM12WVdBDzZZSACOjS1KL7pbMnXv7o7Ff1y0Jx0JsJaK95GAS2pLHxNkAqxt8M9vs4GG84qmPKZ0VEl4yUabBwVhLNLBVUdm+F4+3yn5fs1A4wNUCyeo6wAHPKhlwx+2fxXzXf3HtY+/vFvgFT6YEe/eTXifIrRP/fIjQgzFfYqFMqRSfaySHGk+60jbt2/zmp88l1bfER6gwzuY8LLF+0W/WWMbGRsoy0wpbssdubA11xEyPjIKg43NajgslRCPGBpbkLN5uqOfR6dNLQmXObhGUaffYtveo2+o6Dl3/XMHzYai7Zi9PZYu1po9a/a0Ob6bs6fydZdFeuQlMVpYZ5pGIX9I31LsUl3Rd9R1UgyHpuhqcjL5BPK4hDQmRmnBcbNG20NGmaIFvnmV9GwF9VkXryg1c+MIWA1QYR7koMDK5DCYTbkFSlUy0P2K/VbS/4Lv2Dgd277Q7xYK9epqUb+C/j6+O0CBxfvdL29jtd227aPDp08vh6w4bP7lNpK3P1pBnlXmwJGavo64NY9t3vzYk//6aW9iR7rG54g17SuY8LpXhcnQjoxNlOVMTIyM5OZg+m5wgE9DjdC5ZIzwNxNTI98UT0MKMNcw3dVUoK7t5I1947YdVbqe7Vc/x3Q3AAO6g0ax1CIqlcygv3g6FSVr4QEjdeR+CXBSlPK00xdpvouaNZlnMbCovdrTgP9Vx4iFaOWHYK3VnisSA7584zE9Ku1iunEFllQMCsvcf9xsMvQPkgb3Z5tHzaPIe+k8b1nj1vWyuAGkjHinWIaEEwso7g/QfCMOaYuYp4oLHIuWH177MhywkgML4wy+b7PqbnvKsXwxz7mzs8aJho+e+qV53SIKsJaKDE/jam39dM2afZsh+z6tjyt0aZYqpS1tqQill3BZOkwzD0egxujo+MTIxMjowMRoyq6ckSHeAGVFQ8HcLNNgPilHMTRZaJuhk3cybnipqz+k5uCOr74wUMTRj5qnWSRhgV51NmtRD/IUAEbQSo8zlZRIfem7ikwO09z7AVu4UxVPtOmreq6ea0gWVUqJV8c+WWF9Tq8AFinwnmg+SrB8BWw0ZmCbQLgTqYGZmqr4FZKbm7OrcSvz3Upot7JB9i1AQv2qEUENznq/JIuU/elsGIoOSwf8h5WP/+j1tWtXToqgd29jk/zUfvqfo5ccFlOVpUswRrlo+apFS9pj/QlS64Hezb0E+MnNT764Ji2uw66WFY9IhHHCDR8u4rBHhWndCR7iwcDf2BjOqhaPDMkFxfFYomY30D4v1mBywRxDexyDsnVM7c6L4yE3b2YDMHaSDnsty89xGDrNd9P7LOIb1pOexYAjdZSRCsCxsgij1997Iy30F4MtNJ+ov9oAIy0L0USXwngosZb56nv08pDcTMHh9DLqoS8/c6b0CROFlwSYVRiAMf5KNWfaUVenhM9bZXWSMfPhvswRcVxInM4etysGepEw0LvJQK/0R9ArfXx/uX/xohVL9rfvqdDGsugqth/DwN3qJ46FKSl8mLO1/tN9a2CigfexNT/Zt28YhMW4Fgqxmh3RwkjzGn6Ks1AupeEhjOFBRnIHxSJTcW4d97qEu8UVENmKhU5wm0JC+hXEUOMNFwez0V0xYlLAcuKZZUVccZ0pL0fnsFSTjPNxWdy7ztJRCSkyAHBUZIP63l/pQY5Bo+6pgNtH5nauB4iT9QwZb/ExTDYnaun6hp4ezpOUFPgge7Hly89QCRqJItvoWtToaGu+A4100l1BV1mdIsKqMm4g4ejCyECXPLWLRuHARK6O/129rEAf/tPLj7/8uqxwKLWN3dtgm7e1rFq0akl7Ba37jBIZ3VKGvKN9o0qGV7GR3rjeNZvZOm+W7/Y9l9hhTOdQixT8mGgtLUlmNxzmHaCWlhweujg+IDbz0OoYsYsYm3+qh8TtD7iBOIEtNG24HTE21fNwANlqDPrwbObNZ36+6CD/ONLmzuL6HJSEAJNo6QNRclD4khe+x+NbZDjw/N1TEUMGWZdVca6np4EYC9FT1AXEwJ2s77lO5wPQN5zF33hFtOC7vA2r9/OOU8mKXO8grTB0FNPi3zLhfLfKvXSicoX33OXPKZ646DvrB7onXsuo4We85piIoKM/W/n4474MWBQpV75O/nfb4eXLovcnawiueIDY40Yupfu5fSW4jwo3U3wVKI9t/tfOJq9K9JiiYvWlbKQX7xcTPBVyHB4ib1Ok3aW0WyQ1IV5uH85PCrdndxuNDi5TmgdHJvDDTFB1p3P4uecE5FrajnzmmWd+vqqBH6hp5NSmsf8919AAwFoRvmqFM/aVVPGhTqe55zvxSIGT9+DppCPJ6gFhIPYLUmMoc3JDz7mrOtG3nko2XaPav0hRYLrvZtQcYhQq7Dieu6kcR29hmusIr9gYypRZf1/AWljMMI4pp3Xfeqvr1muvvfnhh3nCA1cIBV51GBE0p0j+GuXK3R//Evp7Gv2lHarYyICCmxTf4xWpsXd39vauWbN5X6Bs7u1N69YqjWLNRmR5ixYvQ+uQu1eWcaUrTbvnyTT3OSXj6lS6JUAg9tiNJls+lynH8VPuKpvAHvqyicHAFeeDbc/8/OfP/JAfKRxroMcM+dFVvb5H5inkAjnGisQ4t/iWk2Ki9AR49r0tQaPAEXaVKerwkp587hwh9gmrM4zz1atIksLoFKSMsDZyY3Xx8jaczsa+hTyTQdjo7NGcck5864T+lrHfpeFFYaBhm1OKR8QBMAhGdQjvm29+eOKgSFi4dgKEn73MCqxosAiySH/hflGBugveQNIaS3dhWn0vMV6z5lO8//TTT3vr6+t748xFS1nlYRXD9i8WcZZKBO+DNCzEk52+HeKpfZi66hN6LBkDsRs3WqbGh4wMpOSUlKVshU3CM3ccmUSn4NuZe+YEVHjZdanCHGCpz/Xo9Xg89XqdFK2Mt6J4aSJKDcn0jUy/xz2kMI3uaoMIrVDn6AHfcyQ9fs74+HoDZ8phc37ATQY4ytXCvOVBfzMzNhXnjWJfI2RwJKcEfGkJsBJcUYWjDo53Pa37xdKEYrjeDT7fO8B433zzF2fSFctPfFfsX/mjx3+0e+UkeX2bqGSAb4wEGXV30JGxe3By21gYhxUo9cQZcGmhUX1it00Tqbg9tYikl0WLmnTRIEVXdE0I3x4hlsTnx1c7sfK6j6ZwqpWbAZLicXvMEN3CU7dzZ0ndToSMWxE3TuTgwk3w7Xe0nTgDFX5+UY9GrECjukHR1R7yeSKM1XEAqxPumMr9kUiJs/T0x6fd2xga/3MD8l/6X/FfVgTAPcdoSaGvXi3iTHnGTF+E1b6KAZ+hy40yc7AGAbcKmmkDFY4I0M8NxML/8qrBMsINPcYBAmhvl3+VAtSX6L7705/++qZQ4Hb2wIujSYEDSlgku19G0fmpFT6+8LpyU4d6aWRgc58krNLUTElNmuDLiOsTO5rN6bGyGUoFrWP8Y6CexV7YSfsPB4ZIi32EiXGC1ck7pun4HN/8ANBWK921V4LbXxp37mzcJap0jSUoy46Pj2Rii96Jn0M+UQlkswXghmRyevRYA3Bysi/gokIhikk6/b2+QFyULPRXe3o4dE7ukXjP9Ug9JshXr5/jTFnDIx2ihpW8WvLNyMPtGSk50OI2zBmOFtPeuTLiWyYAy+pV2S6sA8Z4ORnnLv9esq6bv4buvvuzn7377pkq+Q8vEh4YfGGhv67Ahxc9sV3yjdXocJRwx/aqZH0RGE/W4ZjIChxx7O6Oq1cIpxV2m8w2XawSltGAB6swvDD35DXp43RmeBDHpIaEEot7PIQeu+Ue8epUcd+DG3udcnIy6bqBEnr2kpT/V/EEHg6clCjYdAp8n1+2kbsZU/lRu3ruXIMETA821Ry0XEnioW4EXsk6nqu4p3lSKJVHr5/juEoyPSettIAMvOJAz3RuSE8Vz/Vj3G+jBCmvGD9RCi3FwbWROWKrIGkv1rQ3lm3dKY10yq6tu4rzchW8G3ihUdeFm9DenwLvz9796QlRHDu4ggGv+yMAvzzZQu+GB9720XLkrUJd1fqDy1dwQrWKjvKr1JNVmFK77Y7mDkWF45pNIe50xaSLcpZU4WWr2sWUpfcijeDj6JsBS4Iup/pu2yLPC8bkj8WdAPhCy8hoW0pJZlsJllqLTsrW9Y2bMISLpQF4ipd/8NrPf/3888vobLNm9lQKYBquK1GND3Bg2TAG2YruXquwaPvpr19VXO+5q1cVwPgQn/QU8cnr6eK2NrY1SKtWUw1rMcxzXm65uJgMT+YcPJPLROWZ6AoNrqvDE7pkEzZS5RFemYewXHiN+b4LxD/9tYhHtKXMd3n07R+xhQ6Ql3d/zBlSqdDBKHXV8mfe/PKrr/7t37766qsvf/HMJxXqqElaHEmpgaO7kADXI3o2VxVRJuiz5QxYemHuKoVpXLVij+lLxNjsHbL6L+UR1wRUs62GP+4bcuSOFpfTIqDMnbDNjfRsXv+TlLYcwK1rbPyv/3r/gxPPP//8/xIVy5mzyQb2XOcHV6ShDSLw0VFNiSQLZimGUvt72lKCE6YFFrqr169KaUBBQ3wEg6JTtpjMnqK4bN5tc5gP7J3B3oNNdHEGrjhCy6iEI+ddu3zzznyxEW3BwIqEDNJeMRPbJTR4Q9cp4CXz/FO44DPJoj21WgmxPmYLPckFI0P65XKll79Uu2LZl//B8u94/ff/4/lFyeo7Qy2ddjtUmOOswuaqSJ4mDHDWvkB62eqN4vk1LqJo9iEoPYYMwlYH3rAIfwzGUO8hO1ww7vkp21lSsrORLHQdH3NCeRYGDNd2/df775+CBj+/qIFXOKCRRI2GhnNXz/myUFZkVmL6FUMdWnTs8G3MvKdemEukmiId/Ze40poiHepXFqnEPCUPtZD3DZX1crxsXPdDcl10LSj2TJXz5n2+uGqXD61Q4bJGeGPsOMmlohUNTF6gjsJFUZqcIL7vwjy/++5P3zzBdT0lR4r+48sfUxIcqMFr11KKtKpUu1TkQTuif/7//L//4ZN//8Uz7ZrJKgxzrNWbhRdO7LaotGLQLCpwzFKzg6OJxcfEcjxsd+hSrAwtWwJjL/nj1IAbcLEQFyUQL6b3c1IKdu3KwI0+ZWU7ob9bS1Jy8nCxdQE02KfCP/+ER3amUXBKj+25q/5Cg16UDGGa9encF45cmpx8z0sdNC0bsE5KE3CwgT9ViUv4fDE3nueHedHJGSRIBSl0QZmky5EzB8xCdckZY4sZWqxUQeji7c3zxm5NXCQNfmnghOBLEda7b34hBkQ4R1q+eMkfAHiyhaYYettTPgWO0bRH//zd3/z+9z7AXz6zOPkOIx21NCbK1m0E37QOU3JU5NIAurJHpxHlrGWrRZLm9nuRlxTGgyEwyjLikreL4DCatQ/94rxN2KWGJU/liLLKqAKLU5V042IeKj2kwj8H4WeuCiNNhwrQIQ4L1GGpxOkN+iwBOKqo6jtYyTNzRphGnmhQzZ5NJ5Nk9qGaPn22QleWvciO7lj1DC03ycClCrjaCPe9SsCUG9XJAgdeEF0WZOQxXbHS5tYtBFUfvjYmHr/i1z78mQAM+bWIoTeyhV6+6vCfPn5bDHKIGgf9ev3jXyIHLtUJIxujORj9zLv//Jt//uffQH7/+9//+++fWYQDZ3cQjopMbu4ohP6aNqojRTUTI7Tq2KWKCi+NPabYaHqGhfeLFQO+QP8lwXjQ3ueLuRQ1zs3ALai4j20ndpoW8AUiZS8U35pH92kiKuGrIEiFn/9hkYiNQ6dROUut1ok4h0RUhRHe6rkFT9lwj1p97xtKoTNnzcYI9vQZs2ZiJHsqToTOxiDCnDkYuw/1D/KGyhqHrpSPU+eRgS7H0uaSXZJv3S5fBYsUmJQXnfMLN250XRy4dRPVyF/89Gf/9OGYKOgPnPjwXRYGfEIvLPQqKo4tX3ds7ccf71bGY5Uk6W0UKVe0R4oSR4x6x+rFb/7fACzl9//x60WfhC311yxFuBy51NLdgVtiLdRE1MTi0AZVGjAAJSalY7leiZ8GcTR3yAYv+mIE3x7il3jdQIhg7Lu/rS8ns6COboXZWYalqVSuRT8ZqfItoMbXGTCr8M9F/DiLB+7YLBaRedbp9D1XSZcJMDUR+YhkctW9r0aLf22KpPm1UzOhgYN5pMAHVz1DKRI8MBYOFqfIeyNZg6WdpteCzNxi3oNBcH/9JrEl+XBC2MCXcl77kAl/SGHWz17jZ7mYxFq+HJNYb7+snD4SKgwN3kYWentUDCtpTGzF6uW/fvc3UGChxL/5jy+WLdeJtgP3lmJjo7jKi0C6uxn1ychY1fZ2rDxcgcV4i4+179GKAR6R0i9eVCqCAO+ATOQ2+HZJ+P0x9FjcOYA3VvsEXULO16NmkiHD+sUx2kxfPQ/Nl4IScdvHMwD8v3+YLHfdYXRG2dYnRE/2uqeBsidqy2bFpMuGTui9n7oLOK0fetdzb6H+IiVF0Hmwz8WZ5YS3hAJoWb+iUBrPaqRPE4A7MAa4oCvg/hN4foCvkoZ04UDxux/+JwRf/Kef3lTKJ2Shl8MFCwsdMA699nVKgpfotdJER+pXL37mp7+RKkyAv1y8uIqccKwmVtdAm0kjqfqBFk2LyZEeG6nR71++6Neff0Xy5ZvLV5/eqF5KTwSkBGyjK/jZ6+5nDd6AZZYXuvybxP1xNTEmRe4bmCjOoyotbbssRzKM4sY8lDNR0xzJxZfFbT0noML/+/lP+KebTbZylkoc7aPTfTxm0SNKheeqKpKTK6qu67nb8F2NVv71mggrMPX5qYeUmVki6aKcw++Idl05ciJS3oExwH3+Fz8l3f0ZIYbL/XDggtCQgczy9//z/ff/88//+Z/vl3yIGIuHrFdwkoSzDC+/vXuSfQbj1596m2JonUhyYrRFGOl48/9n7v2jojzP/P+mpSWYNj3Hv0DmGZQZhIfMcGSOA7s7sUXkS+YwThKVmIhKghrUiR2tMcAWtuuSLUJJHVeSrWLECHGpwSgJy3ZNQD7Fo6KNSXTNmtWVtGr2xOCvxF+JST75vq/rvu/neWZAo/tJm94gv2NkXnP9vu7rmqN09J4ZQ3tsDjLCib7K8za3w+l097OYJqWjCwp8Cx22ns8HxCWCgYG9l5MdTQkAnEK/ENX9K4Wb9+ZbYmLpF7gP+/gXB6Ig04TLN4kxVRP/+SwGLs7jFdY4lAh44p95b8Hf/+vMefPuPyrWMZEVnuX/vfCzCNwd3/8B9b2LWTByqDnqiB/w+X3om7srbgiwnWdC0k3Ch4zloEKCeQHsPBLekz89ebZzGytmcUAXLxDgD98Wo3QOQIv9ErHEpz/7FMs/t9Wo5w7xdUZqz+yrtTrRfIMBJtjbFgoIM5vuSWmy2XruNY3wniG/7TxszYotnAAAIABJREFUag1qyZdJTP/nst+RXBFPl2+Q1vT0p/oRMQ+oE3fJ7yhNRDOFCJRSXQ2i4PBd8Q/8bScMyOD69Z2Pn3z74eGMkZf+wwMPke19glaUk1/10ENPnUV8/I8r//4LIk5rp0lJsxU+z47rKOPmyl13wcMRl1cSxGzrEFWXRMrwmxpryRY4XjzfKUmJLTdyu68wwU+RQw2HEsJ78uwDuy10pYIG4K4Dv32b9yZ0n3wCkcQvP+Xzk3c6C0UFQ0TBXgYcFQNTq+zy5f32poSAuPGLm481ruSSqaYE7xnqcdhCiVVuvx+CyjHfwGW/sy4eDW5JKXFtybbPBziekpSH/P4INDSqhG6j4IBn2XffZ8An1x8+vBNGZZAgnz3wlmXtAz46QPewzr5/8iFsCplJ5RYsG4DPgU7bv/v7/zPtn59AeDxP7AqYx440i7BIYFgM3x3f+Z6KS8VVVs4If0NTDy0WGFms3RjgTFsjWXr5EN37X3zxAcT8J+dt8/fE0iW+9w5+wYksBjxPCPCnn0JRv9NZwH1RHLEgT9lR+9Hy2mocC2IGrDUkCAlOSfIk4VaFv2vPnjlKhI9fcjkL4iM2/5DgODCQMODviYS4v7Ih2f/xgAqZ6XzeVZIaSSDAPgac2s9Zu8SnKZn18MNHD++k8+67UDsY2bDt6BdvP2yV47ewuedt6tB7iJrlsc0adbIX/4jz9MynT2Lt4hNUZKNvP1EyC4RFVWlU9BQjMcIGZ5RyuhJGff/Ob2rUgxJgJwEGX97tS+c+okzjWh9BE+WTPyG/AnZ36tRovBCGBw8jRJLDzhiwkF8Y4Xc6uYwS6ucSM/JYwwFTtx0AV45RgMkIIxk9RwGGEZ7jcL5e6Uj+/PgQ5T+Y8O/9/gr0BiTWOEuS96q8Jr8b7PGnIqwCYI+b0japjgI2E3/7JrmBb6/fSYTfZcY7wXj9+m2dX/zUYCxneWG1Inq6T55EUgv6mqYCvPhHLIc5SVeO5z1Bs93ev2/bLLLCdfzoxbRbqU/uuOv7o76ncg7fkH6WTYE+yvuQANPyZhCmjcw0nh1lYQRM9x3d1jMbPvODiu+91gPABwgwh5cxgEWU5BSAtY8AkwGLk1HNTtbyCTa9NEnaYABOaXAm9xwemjODXoQRTj6fnHqZ+CrCA35/W0LSmLiIP/ky0A5xQIW3x3f2lKT6z8MG58TjeUW/lJsi0ITEf2HAJ7cJvO9KOX6XDTIYk9clbbE4dOcUNgmiiuEtuD/7BOC+j0b+A+jlp8TsyYdmDxfhb8WKMiDfeeefb5bDDebpUKMOZwUeuZ9TWE+JQ2st7n8IrRqgO2s+62bB997o8+DgehPwgQd+aQI+KgG7RR+7duUzkuCJ1fRqUAbgfs0KeEyNO7lkcM+MOXPmSC+rB5z8Q+A3dFwwPh73sT95DWZzOEv8hHeGipmHurr8fltlIsdJERqEN9ZNQx0QJ73J8zJPSh1NjN9lxNDVg12KsREi07ha6gMhzjgzAft90RYC/U0ifOA+dqTH1hlW+MYRzJ13fnPjd+5gj55qL3Bzqcj/ODmPFCLQtoN59ym6U4fZXqGfd1JOo1MBRph0P9Q5If6ndwhwnEWCHQbgKMSt+5YzYFXQ96QXOGz+rhl7DBE+ftnl915lKRV6GAnMqzZ/E3R/SfIl4rtHnoFLPV3JfoS+BJgvaEjA8Ym/efMAtY7l/Qhu9M45O+nVOMR4EIyfUnIs/S6qMfJ08bfxSn1dJLqC8ckn7scjQ7Ew+3A/+Na3/kJnUYpW2RouBuxG8Pc4p3FoFD4ylo93+kuAd+qN8BJgenA6DRu85OEHOp8UbvQ7R99ZLyVY9vER4AkATNd+J0rEGdWtZ5b366VjAknq4rIniYzwzqE5JMJEeOhLhLrMd8Yexju0Z2DIVmLzfWDz90j1LAW4pwvp9EgCJStlZM9jWRIJMF98fDjvsacG731353tzrIR38vMUBhly/LBoKlOQCfNbv31bjLCV7fNwN5GgXU9Vw9nJllj4L/F8L9HoeHQ8IqN74J2HviQ4zSWwvFNH8qzU2XnvuXODg51n6VFgD6X7wIuP/xP70QDceb9U0amsIBhwdoagqwgLwA0pgXRDRydJIzxHauk9Qw7H54LjDLa3Q9DVPf6Sy2hC//z4Hgvgwa6eZL9TaGgF2FtqBUznl4ehnOdIwnOELN9LsZPU1W+ZrWVqcd7DZiXq7bfPbusiPX+4i6xwyXkOg37wFyrAok5YyALsnEmAIbgPEOPdu/1SeG8oviS/5yiv0/kAzwwWj8rZRx7/JR36+m4LYIcAXJ0hJVgCnthaDRXdlBLwmIDrkI7uEkaYdfTQx11DMnk5NCTcqeOXHOiNIgGeIUQbL8c/75kPAXYW5BBgjGXh3JxXSvBJ0b+dR4TPMWBmjD+MmghTzhU+1/rOJ9+SFScjaf2wWHpK3lfnemnGB3tmzeLKv3mT5S8OsCj0d3hJwP44kxYc0CG6JcPwCsDvRltginaPzrv/5G/fVoCXnH2xExl6+ODztknAohrsYsBnsll6DS09sbZ2X7+9GRkfCdhDRtjFgRKJMCFmhHzmzBkS6cs9nzv8JUh9HOdciHgRAmxryxG3gqQEy4Lhb+6TV5clYdBdjZedEjURFtb4MPqNtnU+fkCusX14ibUIhXePDxpqfX0PiXCTkZH+y+N7R5y8dk8CjDVVlLxhusqzsgAWTN+NUtDnmC9NhH/7rbeN7VRnX7y/cx5lSLbt9kkvWtYaCHDtRCHCEyVg1AsjXhQbArIXGm1MoYjT1nV4zxxlhQXfOTPY62KWQ3MQO5X4u47TZ8LXngMB7vLDxapAOYkBCyfLLp0siwQ/9uQ7wLoaZ8ZqIcVzTJNMGRDS1EdP/naJklruJxR15LceP6f4kgjPLuH+u8S/yA1oIotFc1F4qtEjM2nm2e7k5JKeHuCdP3843pgDvkwY4yyfgPchl7wiGH5xN8w4Okx3G4kOBvwRAC+vlXjpDUtx6/hTTg1elieFAeP21phKp6vnsJBgYYWF+NKLKEMA8GVHCQmwkF52trt6umz+1OZQjrhZjwSaARhh0s8t038eO3qYni7SAsyR+nrOThUgk6ZGOvLkw8Z6UyMN8tZT50zHDH4WAH8QdZ/0L2g4OHdy8K0wNKi6/jjzkUd27072+/09rJyjYqMRCRPcd7B/6ujjEOGzD7/1llFNP8lTaud1PsIt/QhIhQRfP/LRBIsbLV9bM055vRHo6CSu85KOriEjPGOGlGBo0hmCwIw9h40U9eeO5MvHjZqEEGBoaFztFz0dOXTLilS0uN4w+kljukTeksfeGdyJvx4CLF7mKMYqemJbfHTeWb4Fq/wrMVX150fx/S/FTw32qNaOxL+oNbMquXIXx3ABNy5YO50v/jG82wG+wnOWEqxKRiN5WMz3nZ9w2IyJh2d/K9vaqPP9wEOck3+kkB/cDgfxddgjR65MmFCdPTHq4K7/R3aHXoX2YXFdi65vkRHeuWeOOjOkMO+51CWt8Z4ZJ/zJQ0MzzKITCbA/NdldEC97dkJhXovn5FukiWfVJSocAO7aSdJLdOmVnksWMVZx0/qjT509eeC3URL82yffOXdOPg8OD1JdWERKfzmLoiXdu+4W86P5uhnV8sJhrAr0U9t+Tw+UNF1NoJKvKgqOpJ9ZgKna9BQRfkJew+V7uG+dpYjrkRoG3ETXVhwudzMBlkZY6Wic1upm3AqOw9V4tsLQ0aE20wib8gvAuA0zpER456XjEi6p2+Ofl3T1pPrRoiMnY+RwLjqVig2kRc7yLBEpwj89OohIeIZgPEO8ob//PasxRmcKfj0kKqmBRUbH1Fn9y08VYTwFqLXDrwr/fyF6GdMy0aoVL/vx1L1dJ6QX0UzJrMs46Kb+4HLX7B7ZkvPgg/cOk+BBMr/kLPOBve3sREHxLcuudbjR948WBX/20rHu6o030CIrdLRgy6e29TqLcAB+FjrUyAiXko42wa6WfC919fSYWnnIrDjNYQtckuzHPGE18L+KC2SpzZxN8zwk502wn/XQ+q53CeZqCZfVtYQsCZ+DB3nunV9++sW8h2gHBG1VE47WT5/8lGRYKnKks0pKkgv+Mtwskfy+S1Yr4+WuZY+bYlQare9K/QAXIXEfSNa4QiE0nlxSt1CEKFMjDvfUDZL4ckGRGJOa7kRtDQ+FWKTz9gFc45l3v2zZsfNTCHHSGzDC2RkTTRkWbtZnmsMdCaGVmKd/p3s8hW5HlI42BLin5JL0qM1DojgEC9zF45OMmVkVlF9PtYmuu4InxEQCymX99KGjgwCMo/6a92YIObbIL+iKnPqnv/zJWTonuYv0tw/TncrH0bPCjwW5WbPVddJvdlElD7q9Qwx+N4ay0WzBGi8Bdnjt5/+nADOAMGGR24qMFrK4gt9fJkE+zFeNps4/TF3Pg4MEmCuLQohF/nrePCqycY7+rAScwGOZCLDLJbwsU0cryrUrr9ttemUcesUhwAQ41O+y9RxevdqKdycJcElJ15CSNMYs3LA5JMA9Dr+9Rs3MQqnYa2nZqXnigOCLC3P3PTW4/jAk+L0Z7/HBuxmS8GpBmHrKPv0Zn0/p/adofX9I6OoDuOjws3+i7krK4R3uIsAl4xJUZ8c3ifeOu0clmHDj1bb0Ji/Na3Ccfz2Emw8JqkOeG05Ukzxafi+zGE/lK794LFFiE9lqpaP5ngsjfug+PBJneX3vvM6ZIdU2S2ZeeFnLa6Px4s/K1rDLplclQYYxbIpGPDbYbSVdO1fHCrAf/sHVPcq7FtUI+hgCjDJDcjKWskgNnRQnL68IJ7riiZN8oxl9CydP4u7Uu+++Zxx8LPnOoKfUTtgeOVeGCf9MoD6JtQC8sEc0D/8SLdJ4mpMfXTLb9vo3q6NJeO+SSxvoAVcdngkFhTUfOLjUk3r+fH+kra2jqRRtgCFLw4lS5QWXoQM/viwuLEKRr6mqqfviY3QvkRf9OMmyFGQ+84RhnveIqLZXusV6Z+2NzzDDLtqPJsK1K69oNpe+hggHaGxMep0dhYTDUXxnzOnpcnb1+C8PSamVgTEL8CAE2CmSHEKAk3xh8/pZfOLHD4DOfbQv5L6jeIbeKwBb3855T1rhT38qJ9aLtz/62T8RX/rs54BMDU2cisUvjN4sVtElqU3f5DJhwnv3KHWDRereuMKahraI2+72qo28Dnlj02l3R9rON9QUsjJPkEIPTL4BJeDmCRWOxh3ix/kmopJlQVjWHCuEEdbYUXfppaSjIcLVMYhbV36kOVx6TUKAEWO2E/on4TLPsArwYE+PDve+h9t5DA+MPtpDAmxzpIY9OVKC01PYBHNLFuVaZj6A5oz77jv7xVG6+niYK8GGFNMHeIUXjb/008diD112/9k/0TQwTBLCpArV84IMAAgTYNl9942kKwnv978nBVHQDdWUtkWcXqe5jleseUwdiyO3bNt4CWghX1EzljDLpR4J4oKTaBuEGvgCrfJREjxPvM6TRhgnQuUql1NrO3IFsygzsmOtMJT0FQ1ausETYsQBBEpe/+BglAj3dDm03RDhS0OsmE0nWwiwm0ZjqfGBnqQOs2uWZoPPA+CH5m2j8O/wu+9KvMrHYtLsbM358qdipIx8I2cIkemmuas0zw8XLX8i+l64vZLc6NmpfNfwG8h13Hknr+Rg1RzP0uip6+h3e3lPr5wWaLPFAOYzdlxqMi5gN9AO5kSLro6+wia0vWf0A/NEh57S0fPEQarDw55chZ0BO7XPPqNpha1RfjS9zVgJLW1P1prrQuk0yitUAd5gYVrhPYd7ujS3hkCpa49i+54QYbbAfleqvVDFSLhDHBZ97+LuTOWLnZRj9/d0PXgvsd0p5Vc54sbH5540BVeNNpeQn/wlTwXju+8/ffKX99ETZl7nA7vpcUT+jJ7uf/aSEv53dwm8cmolxsbZ5fJdE64t2fzUpM2UU13u/qaqhERjh4flfoay5fTW9/EDQj0TYpJc9Fcz4UdEsc4XtgkdzX70xuoYR5pjpdbPntdtNj1S5wuF4Gc5HQ7wsJhgCKnu1OFm9VzdYxVfIcBdTpurTfEdg5KjLq6PiskFEdDFz3Td+655ZrxnpsFYhvGFne88adA12EpxpnksYvIbzQO7b3RVAHdx4+JCGBVY0dQRJ+e//znbc2i66Ci1LwlGtKoJdJOlTmaUNpfXjWXb/f3sYF3HwQqZSH9/2G73kgJn6+yy95eGEtWt08QEjxwWFDJMOn1n9MzHZTeXEF9wRl258375CHd4OZflDn92hUaO1sYaYRDG7pwrWCjq0sJt8AA88LxRDzT8rD3oxtkNCXZ3lZRc3mMKMJwjjoH93mRLjBRIanPynB15r0HfjYbuqYKvgmwGwHgntPR7O5/6iUWCfxTFGXx/xruCMFPoix+OiXZGEkTnjvWO0J9j39l3EgzpjcOSPxev2RZCCrhuzd7cVln3xhFznWs6rwucFsAQlI5Iv91L9RjcKPX2c1XbV4inKpYzu3HVy+lu7miqKIgzEBfOZG/6cWWKSX3h5UUxB6VKo2jb7WQRXj5hX6wIc0YLC7Aqm+0ul9dup2eY1+m2J+80YiRoaLvdrVEidY9VfikGhn9tczTHKQH2eao0czA4vHidtPPUrgffNUX4PYn3vT3vGWb4vZ1Hn3rMSvhHVswEmGZ0PvRFQMaZ6hh6TbXI3vnn0s7xIppNDJXSst1kQwkjrxGONFzhfcwrW1fGnGliCFCgprLNaUczBp4XWoUPe7ft0jET6hs22h4h4U7giQEBQdhihgnwIx1GQtRBF4uaWYQ3VmcMC4YnTszGv6T1yvVIpN8JpXK+o/JKs+7fKZMcfmhoeP2av6fEf2mPIb+mAGulSoDTA2OaODpwdrBpjGuGgibA8++NAizFlwgrwI/jMrByq+QAXYu/9aMfYeXlEzXx/KymyIIvqBhWS7glo75/x58B8Z18pVFu2Q6Vht3JJl4XAqGmKz9sbVULmQ3xTVfDwgVnJIYLKvpRbIIgu91uh+lzG3baZm8uVUs/qx4B4Mej3CzaDV8oIyVIMIRSr/zsIyKcXT2CDE+kbYU4P/yh3DQbaLYLMzzUxRrabdfgZiGbJdgyYvpWl50G/qskR8BTgB4GBPeamBBSQwIMwFPnPzjVICxyWDOkIKuQ+OjPzz5p2mDyna1lZBrX+FCB9Dkt7ogRUgjacbQx8M4/Md9vy9kRCBIqmmkDq01oZ5vXHqn8rLWV14mZQttqEV++lC5BT0vxPG+n/07BpZSjl47LwX8pCnTNVXJR0eiZBl9KTeMVheIXO/i5jpv7+C8RZbd/doUm9k8YmfDEajAW/xh+9l3Rk1EC3rnnyx72oVFU1iHK/s9nSPGFAF8iF9oNHYOB4TwIzRMYw5OLk70d4jFo240f6REV0AcfNAHPsLzwl959d/DsU4//3LS8T/70viejnOmf3+dR648pi/t6TU1VQVy84XWqlYEJ37njTynE+KvvTlDiWxXRbKmm8DZfJ7rZchlzK5NurW01jtzfC9C02RWws7M77GLIlY3IuiIdv/rVrxoampoQbnHDcyoNYxe3rD5+gPtulQB3cv8tRJhaKjxhF5WdncHrLMKnPoIZHj8ML/fiZRjXS2tbIzp6O/aQBYaG1lJTdc0pQmFJeMYQhbZusbGDx2+nBzyBMP+6uoiR6oLh8G4/VT+75uPtvdLPes9EPOO99yT2w0fR6Y87Zk/ygCzeE/+kVYAfCsj9pom+irZ+Jz3THZhb3lRRVyXSQCppEPcnvI2Ev/kHohSIh7VJ4nUgJem0t12hLYAZtUJE5C7mYTZYiQ8Z42lomnqjGQbU5vW2PT36H/+jez+fRzFB7IdNlAizYX5+g0iC+mbOk63VnUwYRhhdQM+TncIg+SAKSk6nN3hFED5D6Y7xw+OlqLPyI0hsF1onegad8LFSx2p2zmYNiR6AGSzA820ussDpPG0HI9eTuIswGXkPlqiKhsrKygZcaiZPiwnf+641F/2egReABx8iN+I+3gaFnPNPkJskIX6MM5c/fahQmiNfU9iLXZjjcCh1YHN44TbA6UxIVPb5T7ctSWx5Ec+jOrFlm+uBXnvHlVqi2yroyvViANk63M9aKczwyqTW8chCfBZ2uOzPv9VNh/GK948++vd/Z7fxhoQGuSHhkXnzVJZjHlPuvL/zj6UcQSd2aA4irEVYSU/YeIaCpfH8ckPKtdXNflHh6IIAu8amYtp/MofCnDyGh0XFD2j/sEdO70gPpNfo/JwO++SeShHIxHkwzeoy2eLD9wpny8hFm+2EKADOE4EAwOKK1k94wu7P5ejzn49WO9XCTmSCUlP9Zl4IoJHKiVQWyKwBhPhP0+Mht9nRPyPUpMkMhoPwYpE65sq1WunW1o4swMR3Gr0kZXCUet0b/pc8A+9+DCvZL89v+h0swyKhEZpp0EULLpaGz+TjEesTEALBj0aoJPysU0QYoystclw9MaYtvrb6upt0MKUp3Rrl3zSKlHoGh6iQ9N6eoUEAhm+vV+Z4GHBSwBdqduFXTuV/ksqvJqg6GWaWXR4EY6mkCS5K3NwVTW/pnoa0MMSXBJl3XYsa0hNyHVODrlJ+wt/0j/UbkYW7rS5OPbG+/ydZpiP4QmIKxJZtwuvS2hgvByK00KbWQDyCAE8zJHjaNH7sxz9vP5D34Y/3d5PUYu8SD7LJwShkEP7HMAdSmqgbkQgT3JmPzHzgidF1NYW+uBTKkfIvXKBzAO3UhZKecGp5djYhjlXV1aonD/ceJp5pJw8YAmy3a/QgOhEpIfCdQ1fOcJsQ7Qg9docrTJsSQBj1qIQOyosmO9oS46OTEfGqjBZac4kmxbDEcrP71MOW09kp3EQMGrpPyC9vrP851rWMFgvVKrE+lfSy18aLQ/rddicFGoQb6d5kd4QCqcTE+D9Fq6VcxkF8KzThOEM725uvtOLeJvC21hprW2sNFT1cNf+NEOCV06ChIWNntOeLi4tJaoEXOw7wdgwBTtlfX9b973YC7GoTw9RmQnJfnPnx6JqCOGt0mCgCKZ3cLDd70kx448QYZ7ra6OVhyhiTtq/dCcCHKYvlJLFJttudlNmYQzccqEt9qtvp0CvH+IhveqBgDLaQUoOKncIZo6odrwJWmZGLE4wPH8Zu99ep/rkBzQ5rXv8SW8CPPkHN/7i7Q3wl4Z8T4PtmivVeNfpYci29z//n3z86BWbfU1hV0XS+30txJG+pTrW3FUi38+ufnHS3lJa4BqmeoZ2xiJmu5dYqvJblvBbA0yTdv7HgTs8eT0r0lP7+xeLM7u68PLzygbJ+NGfKlO76+t63NZslrT/6gdGjf+gxctUi0yKGzySQo8WutB5Bh/RGWlB4al+2QDw+RnRFWJxdOxGAceN/t0bGl9UgYmFqCvR3TR2k6GeqnwUYEowUdKAwqUonh8Nmr0lUU/6i0ufm6L+4gi/X+AaGVUDjE0KBwqrRo784+wTd/+b9bqSqcdX/aWGBmynd6wr/Z3de936e6c4LVjyFFW1uwTh1nC0s/vdfd/0B8iu3I4faxH0R/LL2yGfYjz4xe2XrjbYwC19apTwkW+acPp7Omfb2VzHatTuvDEcApvcQ5yXYeVIWpp4BmnbCD1tIakMpNtEPHp79LofT7dWfJ8J0TuEyy4ghMb6G6/8Z+/a1IzNq1+CcudjO+SHC7q4ecdjDwojE0pCPxbcAfF30S3s/8K15va6isuN85Hwkcr6joaKubk0o3trHkBgz39E655EPtpj96+gvHiJRZsgzRcqmwg4BdvQ/TJ7mj1OmGAeYfRXIB5MUj5UewNc8JVrOmOUdVNwL6yDrex3Gl0rqtTfaop4dNTKj1XShcfYB7/gJegsG5zcCcJ71QIgBOK2s2WlsohJ594T4RCM/Gx8X56upEKeupiqu1G5zICsWlIRPbTx1ajkh5gjY2mtJm2WzJ2ItZTv42vGfuGXyzO+Gt9Ul6OLYoRNwtckD6S0MjKnTvVARbpdtHAIyr8tlk74QKh1eV39/Q8WaOLNLJT62AmoiNzOQSb6q0WdJXd/3hDB+qG0n28JvXXwVKyPSurHqgZwR49S0cVwBRVMjVOnXaIbvlItT4D43uyRfsr4Z2FN0Q/EddhRl9rRa940/c2b8Ym0xbUYgwY1i3P1oHnba1D/vJe9WjByz9BVgW2NFZRNqUw5UNXCgWsGJ1CeqSl49wnaYdlCeem3CGRocXV1dbVxr4b3BE/dtXL5xOdJXorwh0uCUO7Nr6KplCe6hspdel877oDyeJt1Fh1UKFbfJ2aUqN6KYe+65Z9zYZJcjtanCoxIS0vOKKoBaU8sKekLh6D/MnPmFuXbI9X5jPnaDNKaRKttPhljgRXbg0X9t9nKTjF3EzF9fF4Bc7szyKwZTQXdFYH3Hn6ldWZuRfXtHSHLGvjPY7aprc/sYcLQEK8D/7uVdaa6mRLOAGCqs7AijFMnFCdEnQg843QOnhBqIae1XMAkceOm8tnHfGXM2Cz3NqrFFeCMHU5rD5uTjIH+RdAWAa5qDKsMOu9PpQsdtAe3sDdWE0dlFKVSugVnOWP/Ysf5x/nGEeVyqy9lRF5JNEKJ/SRVAE4yMo1We+RmQEBhdJcfVwLXpfzUfKq2vqLibrFUZdNkYpazhiUac/E9oFvN9vj4/iwfmGHxJfqGesQdyX2tr9gh81dJt852pujmSal05bTwA/9cpAJYSfBPA6G8TKz7Q70Vw3Y7kqOKEyGTLSrTDbffa9Y+I8ClxXnvtFCb77ztDZ9++CWqH8KkJC5EegeeNp4SDficHdw64CbFbSLYrWBMo8KT7atrQBOJ0ObjEKdsY6Hk1bizxpQ/AGG9L7hmX7OxvWiO8L09NU1ME/5WDBL+tqaGuwGctIhg9qMaXuPuopS8fEtxYVK88EpLjHGYM9/M3FFdwu1D819hNK/ZqCL58mQ+J+afxgj6xAAAgAElEQVRbsSl938pWuV/MGPOanW3Zyhy1f9vqeYHwf2G1+n+1aNr0RiXBZSMC5gfTznu3fZURO8G19IzI9yJkY8RYbQpG+vUztB54o4LMR+2HPiVcsHVBipzdkFOKr9AkCA702/FnUPlOr16aEPLVNDXrVJCk74G9pjkxY6efs+fCElNWcSzLMeG+Zxz6P6qwWbnDAR3DGUdOOlJTgqOtklfD+eISorpLRdxTwM1Hz0vAvcZjQXL8aAoQw4p1Py+S9MIr+ZruhotxG8Q3IuXXof9tawbEAeo5Q8mrlFpz52eGmhupPjJluBZhFWlouLFCgpUDbVIWgE8CMOto1BzWQHZJhIxmoKgKo9FuQDf+vch4NF+XVBVY5i3w4osbJ6zDYkriqwWb0WzShtdIc1gP6poG40ti7f7gg8K6jrDd60gWtTLN2daEcb4b+NBGkv/5oOm834HqVyopaOIIyJDjVNsHsJbj7mHw46SlppMqukv7ubm0qiDBEszH84pch+vNxnwmbISNgnE3NHV3cWbe2yKB6677+m48iGkM9A/poIZ+4HXpcK/GC76GkKqN6sbS7WxzCahlVaTMgqxEkEImOCycLIuHJT/c320CRmbnfGXE7Uq19BXgAQcEuzxuokDflS1DDoqY3HYdJ4jTfuqUkFtTmE8t1Mkxc7qDkS8vDKTk4NfLQT8d9kCVdnSEdTLl7vP9mkZ0UU2BRW774PUNAwMbLIfHagH1/zSdd7ldycDpJ8KgeY8NkjzWEF+y0OwsiOfBPVRFwL1LV6SpzqfqRGKFqtP7OwZcJAEvMR+WKWPyijMz8ziwSJXDqr8eHa0crAba24eHzkF8Ib+ttYZYmvJqUcwG24xsc9+61NErxxPgUwDcAqexqFgKr4G51wKYdLLDa+kaoX4vd6SjYfRvfogTCPzwhzXwqSGMNtUURvJm1yNNDVR8bOpoDgYXEuJTLL502nWSVJjb4Je7lu4CJ64nUJaUnsmejiD+D+wy03MFf1n/Bxs2HD++l86GvRuizgCB3vD7D857XckW75o0t0043vwW2traW8rwqXMlUkkdxFwxcZLy+UWRBKyOYrx/SlkmAEe8/FtGOCv9vTu/NgOM/CQVUvCPdeilgm9rhimuFoE1vqTC39paxTVbIoYNJr77FmthO8XB+QxY/mERloDft/db+gEc7EShJajt6d/8G4UNIniQH/1bXYfTLrW0V2+rrPKojGZOuqeuDYj5rFu3EHR1EV5p+pdLzy3FYPwpAwO0OZ1SzrT8kfJibpdwvLB1+PzvNwi4RHdvDGCJOS605oN+u22c2R1sc57/gHbDhkK+AvB3ulhbp0rIwnJTeOWMlFKdiG7L46ptkQDcF6WiTcBlES9Ham6uZ8Xd8f+so+VenAS6QsA3NR369dZq8K1tjRrtGr0yULAmpBST8Hr15fv2nUE9UaSqW2sZcDuy/Az4YSm7ZXm9RsKyvDyLASvCnBz1auFf/ed/7H90pDNljKdSIy8w2f5xwRQKHx+dkqRWFeZUBTV5hFYn+fUGK547d+5CygAhnjIwhbdcYA1CUlJ8h52dDUReWv/vN+w1DwMekXEchjifdwvE4OhdNnnLpGOTJh07diwOc/njCppcbJFR/Xb0pyKGZ6lm5i4qIvjcdA+2mTQ0AF/sFsLLr930sv/RYgYMRZWaPE4vlHf/7/w6Fp2xA20TfLU2lt+JK02yMXRNvNUi4JQHS4yWgzEhXkke1r4JqMNq+I2K8j8UgHtNxt37TcCiH5crV82jubLIe8XksdKe8m8RuKLutgsDFy5cYMHmJZ20iTWlKui28CUb69LbduGy30ASXgjvFHoLUR5IShl4XaOHGxMo7B8o6TURb9g7IuIQEpZrOtzJYykV4tq+9eDBrcDLC4foJKzpx5cd50t/f4S+uub3pSgjuKgQCGn3Rjrc+B96WyTgD1mArSl6CbiZLdE4veDrkWAjQmqSCUpv+EgthZMrs02Swznjw9raM7RaHVAZLd4v5w/3naEgaZ8wwVGAyywS3GsBnCzxOuzN/9mt+gGsZ78V8q80m/bluV1TAHhAAUYyd8qFnF8xYUkXf53TEfwS4+OXpgww3gHB91H8GTOw9Msw2uNdyV7n54T3BF6iEUeTjYsbkIjjEtf020k/n9/6wsFVR+LoymycOMfi1thtTUcg1Fu2bIFk09fWNPSLBmKIsYMAL5aAiyVYRmyR4LfC+IfBjQ5/PUsLafMg97VV2cXEMYf+RusZqaAVXmORjVWCgXeCQEp8DRHGy8blZ1onkgsNDY3MYFgALpZhkoIMwGkWwLR3I3ySNLfR98E5AHyBFqlLwlPo/dPB3RiFBxmG73OB3vB2oSm7HvW1k9tNcIUxd7p3L4UAXxgzIDe4880UEuCcpee+RGrDkeztB1w6OwzAG4QRjoKcyHnIBAE5LtSE/h/HwYMvvLD9mFDRxwTgY8cagBd6OxQXou/Q9+JCdfDOWEVR1sX73cZcBlzWrfgqzPsfBd/MtzUGLIeRjxq2J+Nb/5t137S82ybnFV1fORF8z6w0o5/hFhjim4FML9NdPsGKmAlPoG+B7wSdTGE7Af7vvGJ2rnqlCPf25hHg8vc1ARjZB/sfHu5loACLCnKZcYopnadUNPWDtLyIm1vvpFy4sEueC0kDA2Mu7Ep6Ogi17FB3aFxO/fJzpKFJnRuHIp+UuHfODXoRHHnH7j2xYsWKHSt27Fghz44dirN5kHGMwwsgx4UY8QeusYcOrnph1XaiuEXI67E4gj1JAucSJ2PGJ6/3e/nRdbrD3ulFubm57ESLp2+3BN2dt//HmZlpArCNauSWW6X/a8gcAlvWTzkw7OQzUtCtI8itle+ZjSS+AqcB13JItve16BSnWACrGJgx7y/HtvUDej9nLhx2+4He+mIO+S1sl5AQ80eKMQnzf7RjP0unyZcJT5my60IhAMucM7Wuu8PEd9cA4iTruTCQ+PnRc36Kjv5q74qos2PF6RWnT5/eQceETHjVQcmXkiCabRkAb1/FYjrCkTJNkIkxCmHcvA/ACwzA4kls8aL3l2emFb/PgJPdYl8E1lV9/+47/l8GC4+Si61Eex0i4JVQ0MurW6tHFFxj6efG5YLvyHgF3+VkgcNCRQMw/TK95GdJd8sETHyb3+otL87LKyuLobtEfVTWLUMmiPDf/hGAv0yxQptCIjzwMe5PiLwXXp3axyzAF3ZFnws5A0fXD1Ir4fkTVrqnmS9Js3GkPY6LZwmWEyri9m54XXMte2E4YLK+wv6yBVaQwTihABGWAZjDYFJTdMqEioYE70/LvFj8ps4SrFWZzQZxo37Ai15vn7HMYSXwTAriq3Uc+2yf8rCsJjeKbyvzlRZ35EOAT2lapE0HYIRJr3ZncgBclqco9+7PVIDh2TUXl5fXR+G1cM7jt8VLhAiTfW6Bjj46xkJuKaneXReoJYO9crzanPDF4GJBgHF20SuL8tKB+C+3DW5DXar/xIrYs4P1tWS8l16Eupbyy4jj9+4VgFdtf2EECd7CryJ6OqbcL3jV51GuAuBFAnAfAGfihY2RlOBukuA/aGG4EKn2AtVVIquO3/vO3f+bay1iomggzMU43LI+QgmK5RmtGTc41ab8LjfwKl/L8gF9rLmDFaXBcHsRAy4vY6tDvw1+tcz6egKc9jYBdnqbL8Kjpue0VT/HnuIy6VN3570/E0MQd1lFGMmqKReWXmhz25Jl6ddh3y0E2IKX36UMbFu/3u9Pdp5WWF9i+T0t3ph4FV8S4lC8qah3GIAP3khFC0eapZgxE20QRv3q2fzcRflFv75Iv22mFOJiAXgJAW6xh8mLiCQkRhWmWJJ/8O3bm/Av5tWRADu5bwEpjmP/l8Kbldk3xAu+1VHyiw9PtbS36xSBtrcsPqV8r33NuFwaamDA+fmNDJgJUyzAgIuzsrIAGKMutbfLs8rZ+Bqv6uRZ9HVZGRtiiHAZRLjznRwLX05HLt1VEbQpDe3QLn9pCDCxlX8uJJAA+1Ptl1a89NIKK2NCTCI8HDE51iEOhyRgu2sTFPTIgLcICSbGHCoJQWbCyH3kA3BR0a8/pLyzkmFB+NGyNABup/AtmfoQRXdIQkKCOboqftTdd96GFKuRwHyjnQQ4fKQV+ah9Z24owIS4NhrvxhbKC6qDj9tbTpEot2jOYIUHEqzDBOcXEWDmJfACcDcBvgidGtber7+YJkzSDSR4iXq35MdTfty9f0nvyUfYzVoapaST8KbZrQTYGf7SIsBKfvFEuICxziV+h3/FMy8rti/xu9PCDlussKGiOW6SY6ISTu/4vde2adX2VZsmHxtJQxtv6T3ghpSWDmN6SH4uAUbulgCbMkx9asVpCIP1MFR0sl01ZsfeXEocddctC7Fs00lgFzqZ7tA3HPsIgJfX1t5QPWfQngR1IKanSHTtnNankIjyDICMnH8Y90QivqqKYFh7lgDnCQlm8S2nt/XdeQS4PRzW/gB3q5j1s2QsXsrMcmmUmt6/v6zsMeFmLY32jqGjRwelE42ZHNDQX0oBNg8EePd6CLDz6jMvP3PC4mGZRniHkfDYERUx7aWMB8T46ukPvC4GvHVkFb3FJEyI+SCIiqsLOtvZic5HeY0fimIlxQQ4My2t/m0ARocR3W0MFVZV1eCGWpXPbOekNz+41Xstsgws12qgCh4+coT4Lm8dka7gW1tt2t99y9t11TKFmp1M8EtB1uxBbMKtI8CUu8mDDyV+J3Hqy7u7s/oIsNZejg/yBFslw/Qbl33YR4u6M8vyLHyLi5HWyivu/cP9RzuPplgDIFLS4NcuSk42hz64GkmOCzF8d8Vd6Ny2bX2yo+ell18+Ea2fSXzBd++J01evffLJtas7hiW16PNQ6OrpfwDg7du3jwR4y3BjzDHysTj4XRG9BRqaAPcKVWYh3L0/DYDf13GTGgXluo5IMyVtvKiaOSNtlTWqGYzSUnffqpoepVrB5BCMY1cAeMKZ1uqRjC8zrq6VePFn36mgRil9O4rouLKPC/zNqM5qUpbdwQZfTWEV6oW/E4CLywy65fQnTwBu1w9k9fXFCi80WGPRr/Hf5a7NL+ozEeOHMpc82p3Ze4BE+MLAUoOuEOHndn2s821Xh1M7N4IAP3cBLvS2bX6b896Xr60Y7kWv2HHi9LVZNFaVzvyrw7OWe0MbrhHg7QR4yw2drC3Rn7AIbzlWF1wsAUtbVSwY0+nen5WZVv9dAEYDiota0lTZile/hTtqQnJkCtotb+X6ITR0otz/SBVYNA+/cWQCBHjjZ7XVI/tXGdWGAJN6XswVVy0Y7qgoKODOs4KCmgaUZsHc7iQFDR2Dn1nEgC3SK0Q4r7uvr+9iu/6H8r6+rDKLANP7vA9/XSQP/uPG4jyJlwl37y+uf+uPnUc7zyUsHSbCu0TzulPbtvrc4C5lgY0zMAC+6202/8vXXj4RFQSzi3Vix/x7aP2rOtd2bNgRzXcDAf7/bgR4S4yCnmR1t/C2f3HuIjjR+Y3G42E4WtBoAPw8VLRbLDS22dQNJsaM7bcNPjESASnMWyhCKA3tCctpkB3H3phwAw1drWywaYGRp8JUBHuwuaLAhy23dXV1ZC+wgL6mifVzc0EhABdAiS8A4Fz1C5UPA/x2Vl+j9DaEB01O5cVfC7TiFBVlKvj8Y/vL0upbdiOdNbDrOSm9TPECfd6mURXQqWMe5LlhArwrnizwtmQXBPj0ipdiLPCO41fHldC2DHnw4bUNO3bE1v9NwJNu7GSpF+VUb5kUN2nypO0LFxHg3P+2PuH5l8/sLstKS8tsgVMSdnA2HfNG0BWG9iLuBaQ/znBDSN5ruRXCUkPXib0paNM59hEnKFqrM26EOLtWCTDkF3z1cKnPV4V7YgXoLRY+Ae6MFVRGIg2+Alpv7AvrdgYs3SuhlPCunAA39l0MtqThXW+m6U6SnAr5Zbi5nJtvLLae7iVZ5W8CcOeugeeEDEsDSzp6dBCPj9MZBuClAzEW+LmBgfUkwC4I8L0xaSyS309SFdu/EoRnf7KBnGmrBG8A4PMK8A3U85ZYR4veHDt2cOtBAF5QVLT2ogWwkmACfFFvb2fANCvj6X/5V5zRT0ea0S9IbQ6pqV4aiaAI39LmMkwpEtM+kYU+wqb1zIiAhQ3GoiLJ95RGdww6CnxYq+0TEzow6RVUAbkqAI0N+SXAzUEBWFlgkuA0/qC3Gy7UxeDvIMCZveI3VYyLpW7Gn1wpwmnFSonjLIED/r4bgN9JkUHurqWmCDdTQyw09OAwF+u5XexCb3N4r7187ZkTL8Wa36tjleDykEECPH+DiJeiJfi8y7WdvKxjI8ovVx+2SHW9xVTbxw5O3tqyYAGipLWZecVpJmEBuJgSP0EG7LU3//tv1YVbumj7NM05oru2mO4kb6CMuvPWlsN6OAh2ufQmaGhiN5IJrpZJDqmhJ1Cl1+0MloaqMJUKYGmUvs/DB4xr2LkvVICnE+APy9QvlMYHItzdiP7vhejxb5TJDyPq7/u1wLto3cKF6+Yuog+zyiwSXNadlfVquLNzfafvwnMEWGliFuEv6KapPoIAP/fcALvQu+2zr127tmJFDOATp8cKuslOnghE64FK/mGDCokNCd57E8AqE82QzYyHTFWjQaBt+isEuDgvMy1KgMuKuyl1+z4BdmstB9SF+R+r+9S/eV4MLRqLjdi3dLFFZTlouDmayZ3BK8eucK7xBlEwa+hWZYFJPwcrQgqv9UCSIcd0GLBun0uA/7s3zYSbRh/Ud1OD/9y+RnjJlt8Vr3lFnBvJXdi+kE77a1QfL4vS0Wl9fe27O9ff/2WK0NFGlAsRXkpeSvjcSALMFni9Xbt2bf415LEsmSwESMfnjyOZTaaeAYR6rlQCDBW910TMKa0d154Zyyp60/Zj0f4UVRqOTRKNHrKKuMXycuzgC5Ovv/YKqeiyvMwYAS7rTsu6WP5dvV3TWw6IAqKQ4B9T5E8J+ANhJ/ld41yyZ/qrbh/e+b1EVWegqVUIgtkEL2+9YZ6yujZbOlio5IOvp8aXJKn6ohAn0fIEXPgB4EjQvtgAnJYmEdMpz2vMb3x1OgAXF5vmiCDnsfwuaF9IAoyzcN3mRpMvPSJ5mX198LKwpJmAWsNcESk5tG3nBr8cyQLv3rber/uvzZ/1EgN+aYVRCN67Y9zsklklmo6GeDdff3COY8Dm4UiYACezBG9adWzSJAOiUsPLDuEsW7UVhLdu3TLJ9LO2HHuBAL+2CL9dXp4yVZJwGWmlrMzFerD9gFkq7jZ6W5CA7/6PZq8gTB2XX6WkqZVDLQ9NJherQ5jgkdMcRhkJRUBhgJ3BhlDVcPHlEyLENLTGU+XrCNpbJGArXToAXPSLBbi5VBblUDLg3PzpQQjvYhbhhXNfLTMA85OgLLOxb3q4c9t64WZZE1UDS5/7MujQMG97JAv8IjS0W58FwIKvlGFKcRwnC+xHszxm6bpcFM3rjhjAO5QE404DAX7hmNDElgBpE+Di4O3BSQC8VVhj8fbYC6sIcC4BLkvLtMpwGZudrIvB9vdl48sSQoy12d1L0AGxBJy7y/K6iTBp6SYhwjcb5KF2D4bclBdwu4KlR94QZdxW6TLfEDAEmG74hQoNor5oujwRgU5coaeBARflNloBZ0kJzs1/9tk+lEat8TEB/nBtfq7QzoD7/oHM3l6TLgt5WVpj3wINRaFt5xKeo2NAXDpw4dyu3fbwufXWJMdz9PrcBRZg3PefOn/W1BMS8DPPvCRdLIxf92s0B5F6LWk4puacX/LJXivg0zsY8FWXq18B3rpFQmSE2xkvn0MHJ21lwsrl2nLs4KqD2xlwUUxagHOV8LEWvClyOiTCJMA/fnQ/P7NRhMijG7hvU5CPS+Ly3sOor2y2YxNM97mc+hsYx0wZKgCuvqEEs49FAuzV1xT4PJ4bCHAoXfSnphSg2mDnlo7G3kwDcBa9ZpXnvZqbv6gIJtjqUdLp7r6Y+8r0uYvnvnngYn1vb69KcEi+1Hp4sahvgU4O8f0Du1Yrws9xqgoifTm4e3B9tACD79LEz3eTANuTryG+VYAZMQT5xAnsBULexqnuROECk3NWDGAW4tPXrnoZ8LKDQoIlReIo5Je09LJlm7aSCFsQE+BVDLgxNu+D52xZVmbjf/PvKjpY9pPtXWJqN2qHyPsDRnrwPhjedxB/k6z0nXJ/d6WXAVMe+srG5SoMrh7ZCLdSnwZZYKfeECqwiK7PKsVSgqnJLeCpkICLek28AnBab2Nu7oKixvyLpkfJv0gaNxyWlQFtr6w1FBcbaVsBGHK/QA/DYXrkywEhwvIFIkxu1rajlwYsaJ+zCLDdPnvqrNlXBeBn6JUIrzixI7kEd8/cyermjMsqwafFG3phwF4L4K0G4UlbpQALwAcF4K0C8BYC/MKqdXAZ1w4DnEmA+/p6i/mXXcJ9w/uXFEf/wMW+8gMaO/i8uvorHGnZDk15ymQ8WSPwsTbKPEd19Q2daBJhdDt79YKAz9DOsaIcShcSrAAXWQFniVfoo96+3EULGhVgC+O0tDLRiwYbJCKoNMMHkxoNDvh0TUfWcVsnjK5JGK+7QBbel1WAxTcTWICdXvv8+bNKrq4QeFmCcVac+By77dyaTV51o4vImktKsMQr3m+4SoAPbd+0adlkEQ0pQd066SBx3SRs8LJlCrDiDxssAffF/sqQ4A/7LtazplrC3nN3GWtuixZH4SULLXl8t9bRFv9Vy1ruiDN8rGRo6KYjvBIBHlTrxBtp6FoGDA2NoNlTGKuZKRmNN9KP5tsGAFzHgHF6iy0WOIsl+OLmRdMBODOPI6doxGnWmDn29PYht7VYIx29/v41F1hHmwfdeOfuNyywUt5CgLdtQ4IGJvgeAvyMEmCcl07ssKXCsTJSvxBhu2PWuKsswadPC74swVevXbMLwFutgCHIk14A135Hv62fAb8wSX1jy1YBePsLsMH5lMiK0dAAS78nF5WI7pJYCS/OpKkAfSg20cWHVL7ZcrOLD1RpoIRIHE+vtzuDlXCiuddmH6Yf3VSC96GUr1f5CmLxejxJPJI3JyElidzoMXCjfb6aoF2jqDa3tzhLKWjCm6UAF0GCjfD4pseQ3/o+Sm7hAhLp6G2XB6L5Prfrwq4LiIF3md4VvwywAO/G/X4AHvfSCqmfJeGXTpygC21uc2Y9Kjg2Cfi0+cqAP4kBrBhPWgWulOKz90OSBWBiK4X4GJq4tpME/zozL1ZB59HzP5OFV9CNJlx/ETqrsTELHVs0jodX/lAh4ds3Bnw3N4F4HFSMAuBSC2AMurgZYLSXN3sKfTF4k3Bxjy7v0QbtnHi6MERxUqBKt3PFH8noLOVeEV4J+DUJOFO9fOUprs+k1vGiZ1HSIB29/v4Lu1bHEqYTZYGfkwK8HsGP/9qsWWNPD5PgE36XC6NTjQEOuFGaPGvc6b2M9bSQXnq/4RoBXkaAt8QCJida83qdXtchBZgQT8YB4WPbt79wnVU0AvmY33VJN3QzC68i+6HxBr90H+FtbHwVl/kEYK9oq73rxoC/zzcaRR7LTk70G+KSkQA8fmL1sHZKkcjat1xzak0hK2DcrxPDeHmInTj4NAfDp3yFCnAx5dINuPSGASOnQQbJyHBFC6vlpDHc+uKLRWspP904XdftrKN3fzkQDXgpyfCuXQZe8cWBz18kk627dfhYEvAzURL8sRsPhDmgAw9L6qx7JNgdBuC9Gz659g+aADxJqWgppoiCNx3SeDLAIXxbxknMdzIlPRjw9KL8X5eVDfv9DMObafqSCm9mI/GFjm4hAaaOBppqcguAuZRE/YduA/BGOTGfhwRWR81JysheSYAnQENXWCTY50tPUUfSjSdhxoAvjJ/yhHVtEQPuNVW0oFxfLgAjDs6yJkCi+aZJg1yPvvi0vqLctbl8ivgCsLaeoA0sXR2rpXeJmGmp9L5IgAf52aDbg7Pmz5rtP71CONFSgMnLuqrZMG9J7pAhI6wBsPSeT0u8eL/3k2uz7d5NALjJFOAtwgbjawKwVwCeTIQni2MBjDwHZfWihLibdLP8yofR6rlPFMbBlzqj3FxX+mrA3+EoqcLNgO36kTckYN5bI8c/jueBU6YEryQNvRH7S+p8CjCUM+WsohEnCMA0vjWkAF/sFZbXlOByAowcCBxsC2DiqZxHybseB0XFfAWX+E6ny/3Q0eRmkQiLF0OIhW+11EQ+sOsR0ufIM+vzUU9IBeBn1AtDJh3tddqFBPMN32QNxcMTgqqkSxK896+jAG81VfSWSbC8/QTYzYAnM+DJBuAtAHxq3QL6jQXg6GRWmRX4h+rpXV/fKPm+2qJRswzNm7CRio6/JcBeATisAKvFRHJQLwmy6XKtPENONAC/rgBj97bUzYqvlOKEMSnxDJgq/hJwlvCvlARLwORgZ0UnMWFnZW8tncyLMNSMVbylnogFQQE4TCK8foDYRkOWulkh3gUBxg9ug8HQFGCpn00R/lxz2W1y9CuJsF5yzycnTsccAlwiAG8/FmWBQRCAnXYJeNkyTnRMNs6Wrdu3rzq1bhGHwWkxLkdx5kgOCPimycaWxt9pPNKNhxLYUp1i3uFXAi4lwC5cATQAT6idOF6NYh5vDFMXJcPWzzhKcmoKsM8zJoXjIYMxpJcQp5DDRRMCQ826RkoJyegsA6045fWLFnBitr4sGnAWJFiQ7SO0a03BJbiLFuUumh5kvJp0sz5HpLR6taBsyrFhf/E1dqG3rQ9TE9lUAnx1hdXD4jcrjl/SKU/EM1UIsGtcyQlcVaJ2vB1RgP0xgLdaANvtrKLhYy2jbxh4t06etHUTA87nPIdQ0Tf1KoE3k+ZfwIwVNX6Xut9oZB/d1LPJMCnh2zcHHE+JLADWLIA3YvqZUtLWeds0TK61Vdrg1wOFAebLePlipgGZnWkCnMKA24IYpMTJaCXBSjxwCIQAACAASURBVE8rwLnFecze1NHFZdBL+fm5MWDVeW1hkJs4iTEZ1m2DA6tXSwFerYTYop7xFRZguFgoBLolYEFWKmjpZ10OunhAVgnmquBhOb9jxUuSK1lsA3CqlwGvOib081bCx0YYilkzAU/aYoovvg/Aq7avW5er8hyZlhSO+jjNan8RDxbly4kPLdS7auemb5pSx43xiTe5PmwAxs3VVGcU4OwMOWZbDmM2J26zEWbANYFCioOTxpgnZYy6gquWPPKI3riGoMb1wqJeq/SyIa5/9pW56MjLRZyUZdQgmHF9/ebNw8iiFwJvps9d2N5OeCVhasHZhkhpNbMV757bw6+K7nOrLxxnAYaLZdedBDj5wRUKrIH4ZRC+FNa5YIPJw1r/1ROKr8h5nX6JfKwdf3UN2xnJiUYYJPhKP1kAplZXBrxp0tZowAcF4Py1KndHLx8qMU6Tr2kfSu0N7Zwvmw4XtVN/o/DxMVIRjfFi8+2oG6YqYwDrzSbg6uzxyo+OmqhO0fHKzzhMIierkJIZSQZd863S1jkA7PElVAa1lhsDfg3SnSvcaKujlVn/6uYooRWAp6M2vBDi2/J8O+MF4CCB23ZpQOHlNwbcPc8J2zxwebd0sVADZAmedUKQtUgwCK84MXTZwe55+ONLwMt8V8iUpiC89/RfXXNZASu+ADwZgHUv9TJ7SYNPmjwM8KZ1c/Pz12aWGZm7NAOs9TPhXMnGtKLGuYxXzP9LpTFIDlFsuEkumgHHSxXttNpgrENg8yut8HjragSMjUagFKY7KYWFvqQkq/yagBVhLLrweHIqZUG4qLc8KwZx/S9QM6Ke2t4ylQSRp76+/BVCqsgumD79NYaLCmKw5THUS09Sn73S0RDhpUqEBeY9UoiFYb4wZAiwXbcRYH/JiZcMsLji8LIijKrS55cuX756gvEa1SYpwS+9tGPv1b++5qRawyaqBwq+kjBS0ZuWCcCuTcsODQO8atOqZchz5K/lBrU0GQMaajrNgry+vu/XQjvnNz7bzj0m8lodNeTRGhHie5O10lE2OBowMh3jBV711lDT4zFchYpJWOWKeX0KcIqwwFbWHDmlj8F4oxxRLyTA9TESnFX/6isL1pGtzSQHLEqE63ufXTd37mvgOnfuOomWDzU8cCHisXYBmHU0kh1zVkcdQz/TRxwDU6sOXaxhCS5JRq5SQOXzzMsSMhcOcfjCg1mLMIRYALb3b19GgIXtVQwBeDsSWdDR9n4AXhUFePLWY9slYM5zMFsJOTqPR89vpHMYL66Kz6WBbhjCx7dicSmWBtU182Djm9UaorxoAfiIutrbKgV4vMFYCfF4crMw/MoeAeBCz5gbHzLByH8keVIqjGpD/TAJbnxl0TrESblom83KkmlM0c5TVl8/d6GFqzjt7e1vFufxAI/uvMeCGjnSHApzpBR79iin67hhgQmwUwD+hFNZLxvnmZcNQbaANY/MXO/Ye+2vr3nthyilcXCLlE0F+IVD2w8JwPg+8bce5Dk2raI8Ry7iQpXCyUwz2apsfFp9WuOvZdNw0SIlvjyKSPC1iRFLN23KEl3vtJzXiIOPTDDd6PHjDbxWvkKEJ+iuMPqtCgMpNwWMOfkAnFMBDvkScKwEXwRgyoKQjs6SeAXicmQlFxuE2+UJtryVl/fjvxFTWqCl6Q6U0NG7Pz8uRXiGIcMydGILTAIshiwJL7rEPw5ds8+YdCVjRmx+qpBLhxvY9+69NuuaXQCevGVrFELUGhiw16uNCBhR0vMEuAiVNROvSNUpgSb1bGhnFl+60OeQQ46Zb3KwIvEri4UkwQlGokNjwB9JwBli2YJJ2RoSt+KGeNhFucrCwvQxagpZyoiA8d30MZhPpnMyun4Y4HIAnksx1NqLvcVZ0Vq6nmQYbXfrROcO420/0NvbLRsNf0z3/HW+5obboDJSGibD/Pb40DYlwBQGc6JjdokNPvIKiwQbVF8mzDF0FWQC/Mmsa5oAvDUW8PZl2/spG+HV4ETj29GAtwDwYiSy1hblZcaClf1MHBz1Nq7lttL8xt+Jy31OnliANxjOh+FqulwldrN+jqhMVrJIVR65YnpZ1hOV9BifPa16X8RNOrqgKpDCdJNGEuCcdB+tm0pPL9AF4LX1w9xoAjx9IQXJSoQtpx4dHQdM+UW34ZtlvdSshGEP3ITY3X2SkMGPJsL3Dx2fs3rkM3COBZjp4lWfNZ9FuITs7MsvD0NsvlMSbQF8eu/xfxCAqZgUTZABe28EGM8GdFIz4MY80+xKsGbZG91X5aJtuGgxi69b7OlNpiWf4GvTm+RujZv2RSsVXSeqSW69zkxlkRG2yu94FTAx49aVZybYXUEKlKo8FOvG8BWf5vgKEQWnA7CPrp/h37s5bXicBFd5QZDob77YW2y1wcIOY9jSgT8sZr4t3z3AzVl06aWcm+NxWeutIAHW0X91IxGmMzS0bb0UYJ4TrZcw4JJkdO2seOnlmx2gjjLGBHjvrPnzNY37NibFAkZo5OZjJ8DR8i0Ar6NMZV+v2UCcaVHP0i7nFZejXta4oJ21s8uobrmdzLdB3l25+Yw0da/hdTfXg90o+BuAN9ZmjCjBIrlVvbJ2X7PXHfbRzQUmPMYqx7xBLAl806uqknKwcZaqDZSMhhoeAfCCRUFOg0CE02JEmBJa1JdV/xiyltSfVcw9IeXlRLi8m/LV7XwZOUgSvH73jUR44BwDDuNC6/9E6GZrMowwEfazp3wzuhQYr7ACfoYTWbNuApjzxRwGH5oUFSRtnTSZAefyI6HUs0Fa+lecqM2rv7g5n6yvrpnlSzRGUgQcLJW3z+Jufg1c3B2l6Q3UfoQu9gaLl1UdraPHm3ExyXHGyuyPNIeOkjAcrXRBOFqKU3ICgVBHUI/UJIzxhSK69t3GkQHXI8hd2J4rRLhelJlMCcbH5Whm6eVTXy6+hi/RC+UBchtb9H7IZZQIz+FXyzl+nOJklBncWnNiB25ksBEGYEp2IOy9iQxTVGzlC8Ar9p5AMUmXxaRoE4xq4abtQkNTGLws5ttmIiut1yiDpslI2Mx34KvdZb1v0mRVS3UaiCC/Njg/iQliX9fdX3Vx5Q7eOyBadjAhP2LxskQkPFyKRV4LnnTGdR1PpRDJsC9F4FWSjPc5SVUB3Elqi+jBtiqMdRV3G6CYyoe50chWofOZRDi3lwhHZTvSytOGnXJ6AeGy3r7Ni/IXB89T+UAfZBGWjvSc1VbGSykGBv0wda3E1wRhI9kIE+Fk8rNOrLiBAHPSY8UwwMhUMuBlwwFvWbZpu4b/gVejMHhTtAQjiEIia+E6kcjKzIz2nGWoJGst2BnWjuDXlmrcDRaLRezNYhvLV/MVTXfx3HRHgbCbA+Erho6ujsGrAiYRLdWuzH5ed+l1Hrp9VJBEiI2DTHSgylOj61eys6+0BYNtBQ0yldU4EuDNALyQPMbNr/bWj0C4PK3cgrpcES5GNwiKwi3BiqYgJgxsE470cYCNxruaykiswXWyKgFPM+loh9TRJZLwMy/fOzLe0/4HT8QCRqayRBPFpOGAtyNTSYAPyUTW1smTJxtRMiWyFs5FdUwmsixNLFHmOC0rL49mdThsxtVvui8J8e0IyQ3ECXff8u3gJpqT6aKWjjdMIzyCjo6Kh7Fq5++IMGSY4uF0Y9RnyphQQU0hCgzPf0Y75rKvRIJOXD8zcpWxgPM352J8N98vhZKmVEisHY4VYH4t783cvAjl4fZg3Zog3CbW0eu3fT7cCg8d50zmINbbUSdoqJQA6LPnS8KpRJgRx+pm4jvfQY5YlA1ecZwBu0YEvFUAtgvAqyjPJRHTC/o5APg1KKv64sxM0382Cofm1Y/M7uLe9zEvK1kuJSXxdei08k7wjbvrVu73/8BIZVFTFl1dMYzwcB0do66zV678CPFtg49cLVwjDMibo7jqX+UpiLR/hHVkmA0+PqO1Q/fqGqWyckfKdBQxYP42EUbjxq2c8t5yqjXlL9Cb1xS0BZWOhgjvYRM8x8h47DkukpTrMTVTLwygmTvMF8tIhIUMP0hqmFWx1fKewOtVv212yedCglWGC4CvzhYSvGzZqljAk5dRppLmzC8TeY6tWw0Bpo687avaFk7PF4ksC03DCKvsdFpWWXd57/MgnCrwYgAn0sMhaX5vbX20CoTXsBtNd7lNIxzrR4/gaVWvnPYZBmQ1V0jEfCcYl4IDoYKm4HVaN9eKFaREuI2CVb6pPwLgxs25cxcu1HhAJxM2zW6W9Z6L/Fyo63rWz9DQi4NtgRo0XruFjl6/e+fxIasMz9kzdIn4kgC7od8whSDUgHUcTr2ElTTLMO44ME+GzILL5+rsZNwA95+OUdEnFGDkOV6IAbzl4DIkstwK8ORJRhJTVIspkbXQyFSmGf5zpglYUc/qLqt/rJ0GZrHxddi1Dl9ighyy84NbWgCv4qQQu9Ewws3CCG8cKdcxjDQo106b9q9wo5pLC9C3E+BlQRDhirb25z/DwsiMVlpv11qdndHaIjIdBDjWja7v25w7HYDbRUtONOFY0lJ6wbeR+ebn24MVBXWFEfjHYSHCRHj1HCXCe4aG2MFiAfYGq3CjNQARhkR49anzFeGS1FlXT8ScFZf8uB2MY1shActCxEsnjiNTOU5zSsBbRwIMxJDvQ0iDbDUKTWShKZG1kDuyDBOsiqPmtWnpZ2FiR+8B3SHWtml6R4E5Q+n7t8TXuD6a2OYQuawg+iqPnFLz+UcWYdMakxy3Jk1741eovTdjP2cV1tVUNEXaWz76jJZFZjPfpGws8c24Al2+aGTA5RDFBchS6YuLuN9qcx8Il5tXmLIsH2WJGBjim8v6GQKshWmagEWEt+0eHBraQwlK7AceGtq5XnpfiIG1tlCACIcqsI3DqzmvsZImxLP9qSVTX1ph0D19aXayw1/CfF0rVkTZ4BUMOJXCIHF7MCoOeoEylV5aAaQAW9Q35zkWLlxEvS3GnQ1ROUsr+nVjeZrla1mkpOt7/2BnvrRRWOFNHPXtWx9WOYp1dIN3LKU67JTqYB29UYjwxJtIsNitjtrStKSVrf/yq+cp19T8/PVfXaElHbTZlfcKT6kdj820tROvB+1zqbUKRd4RAC8KUgPsAkm4qFcgzrJcUuObTFkSb3k+uVekoN+0BxsCVVV1BW00tphFmMR1cOceOnMuDW4T1NdTDOzVazwBul1TEGrj6TE2RVhIMeY1zJo/derl+cCdLOgiE2JP5RmHRu2BACMVbbMrwDG1hmWrCLCdoiSRBtkak8hauDCXE1nlMqchkrIXX9m8tq/ctMv8S3fn1Ze1sHvl7kgUSzBhfe++9WGkygjXuMdSJGynSPiNN06pmuFIImyJlZQU166clk4ZZ7FUlnbRoglTbhPGHRhKbVafadcWM+BhbnR5GoSxnfNRz7IZhnBeZMRKjM2kF9HtLS9SrTxFz2peHYNeCmqqaoKI43cPKpq7d3P7lYF3PWJgSp4HcO0RxgRKmpIRwWQrYXrj5/2z9InkC1NbImeliao/Pji+F7OzHEzw0MFjI9UaIMHkRC+LyXMgMY08B4fBF5UES+NTTy7FWkT3adZfOnN/cS9iJYqP9CbhXiV+//YmkYob4B43DdtyaUJHf2Ra4Yk3FmAFmfU1jQ7HApYMrDrkJlva5JuNndFYTMsrX7PHX9fb4WUhgVMeo6PLyzH2bSHmq+rKDANx/kVKXOGUm4c+7a2/mC/pwhP9BeKeBl8VZnRBhCkWXm8cBVcSJg/LGazzYBZQEg2W8BQGyZHWTcLAa7wx6M4u0e2uEmWf5ZiWE3tpOJpLAEbP3dbYTCUWD0vAnAbZalHRB408B0mwtX2l7xXSXab7IXoT87rL897UOMERlBujv3N7s4S/LYKqNodMRzcdMUNhWOHsieO/6kjG5ueq5iQ/E41c45cH9VwOdIcDRjpqYTutYNeaaWSSlOJX+d63wMyJaNC+WJSr+vBgf3Mh9s1w4OHhYUoXYmHpZ5mMDfndpsOFjDBf6Boyw8hnoWgbdEhPy3JK1PuSWbPR3+OgfNcnV3cY9vkqD8GTIkpK2JLJ2Iq2d2Qq0Y+l0f3RTVHyrRJZsFUEOFOJKr3rffWVReR/CPfD6IpAxrI+D3dVaL2pXsUyfLurDEepWbPolXdzTdgIhUmEM74K7g2/FX3G72vXER1sRiorijBFPBiOvTCIK5FIvLYXFanOdtLDRX0X04T4XrzYSGGy6nvH26JFFNdWFWCunie9qqKwNEpJRx3mC2XuY7wob0FLJ+HKI33RPmvqfDHubNiZ5cf/QUuehe+VYPjdJ1dxPsHHPN+Q6/04m3D5zKCI692HkKl0kw0mwNuj5Ft0ZF1f+FoR+SJSQyvAz6L/LHfz2vJ64XykydbiTPhZj9GSevTohMWK9ITbcLFkxRD1Bo6EHZqoKBkijLp/9VdL8PCMteintjZjjl++jtxkynRYCbPq5YSypjXBT7K3/6LI0gi9mQ5/tHbzZvNWA31UNBfXQ6B0wTeQlOSrIT/LOSLhQfDFZYBgqSeQJAGTHU4qpO2U2ELsmD2fy/+zrJSRqsasHSos+mfNllYaa+pIbZPEzypRgKGltxqzsbbgbjD1VAIwR0kvxAJGw84pDoMl4Cylo3sXwdXMJQHA17MMxyMtawkIHyAzjPUhkYSvHqwzvN4QJ3U0jaTA70O9s0euKxGGn1V9U7RGS8/4mA6QiRa+6KLft/yUTmOSUREWIpkmnCZkHJHJAuBwsKYh6MQDs6DRAlKMqcyV8wzNW0lFz2KEhF2vQTULAjwmyROoqSlo1pjwYAxeSlGCb0eogK6kJ7GWRrt+IN3TxruFtaDbj/rufBZMHkFKn/hRp+Puj5IYFS5+ymYAplENm7a/gA1Kq8jqLqOeSgi+V7hgk4cBXkxREp7nmdF5OQGYRTvNuLlFB5503t9pPAJeaxBm+Pu3JcIiHV3BOtpJKxasjjSU9FfL8AgO2MTofurqM9gHquucjKzvrY/ym5CxWESFT70mjhwlO8KpoihhjT1oc/hdC1qUtHCVpxBpiwBVJ0G4qqCZLC0h5rNevEWRH3z1NnjQolhNZwxN5fPFleoa7vE6yTgg6hVsqZ/Wocm513C9UyV4Kd7ikxJARFOlMUxHHC4QAzBCMOGCLTtmvZlEiSwGTDn54mjA9a8sEDqrkZ0UixVL209mmJV0ss4rtG9LSatklpzor0kRVo40KemMiV/JM6rtw1qVkHwn0tpm3DAkwGvhPNWr+m5fvshYEOBCqh9TCqh9QVHRML75Bt386SijYU5hGzKkNP80nYoc6SBcSK60y41L/7v5ktk2REs6L4h2Qn5xRU61IyjCgTGBjqBGPRKYxaGJJnp+p/EYbur+8NopWDZHC/OZD75oqtuk8C6zHlwtdItSAxlhq4WevAWJ6u3rFqIaXNSbmWlN0tWnvbZIhPawwjFeaPH++t63dM5WumSv+6j/hY5u8ko3K9oKT5iAm6MTb9UAx2asVa88LULb2K7xwi8Y03y+ygxUysLCoIYx0oUKPTxLvGVB0UiMie6CFupAc2rh0hDG6JGCFs1+HpqdWFAZ1t0up91YHwGHFlpY1/HDviSz44QK1+l8ryqusEPXvbxQ0Ct24lGxnqU6GDnvdnldWur8a/MlWRbg+df8uhf3GrRDhghbEW/SudwvFPihQ9sPihEA1M4xieZqLVwHijC1UfnY+osK8ObhFVWqOpzUCLDN3iSU9N3fuu2lHIEwLVQnEW4nEVZl4eVkhm8hWBqxcqxiJIx12UgSvFg4UIs2y2Pa1MUoBBT6AoWeQtxT8+KBDs9d9Gy+OS5aTJ5dNLeFGwydOhKzHsYbYPkloZzmCaAwDcTY3y62AjtoabMXw8obCkIFvnTVi6AIM+JA+piC0maSWTDD3AXMRKcniI4J51WhhDYdQ9I1csOmTp0/FaaZ/sD54nXQRHjTstizqV+n+EuzaO/tqw5ixOzWN17Ad7ejGqwAW/Kx9Y2vLXpFEEbnaVpM83g3HC2lpAuZ1vfuvP29WB3kZiVjSBTHwkZRiR2t27TDE81ACRXhjH0Y3IO93Dp7WSObVShdDTfZMB/eU9fM8QtAti+evuhZOnTdrKWlnSUSaVngXQPxhQD7PJLXGHaPMb4Yg2EqOiK6vLWE09xRAYeqQN6RS8rhJlA05POAGPw3dPs1VFja0RY2/hM90oHF0zn4X+BapBck8X/kO0F+bAGAOrBjcLrTS+PT4Wht32RCRoF40yGSboxiYg297JDFQrONBuDp9IyGeTJn/mFUyS8MwBDhYfl6mGFKaGEquLNNtEPfVjA8SkzqoNWjGFkgSg4WJc2EM/538kt8efMOtq7rwgiPcIqmg28kROVkqNmCCkgUtzXJ7R5q2bM7zOq2ubIghIuNBShAJ4lZXHTHLSmdaaEWjTnVBYU1dRUVFRg+X+jDZm78pGwKjC/05Sghlt0JhDg9KSWOCtmYWI/EZyCUg/mq8N4KCkKluGkIxG7+l7Cgw2SjglUTRHMU7L3Wf4i5irPsEJkIF+q3+jLlY5v6exP9ZAsDXltucaOzyIl+ZdErrxhWOFZJZ+4v7/2D9KRr+ErhbaycVbN2RKSEZX+YxG9V0oLwbahp8yYTT1Pj/cITsGQHDszIIly0CENd9dIkHw3IK6ypwtylDihaklan6EClerebdvXokYYqD+GFAHuSmC8WeQcKcpLEOPKk9AD1G1BwLA8SIfhJ1ehZ0NRQGM+fpIg/fMVVjFOdZg6UCfCEN6yfKAj5gBh1CggPqXy4VqDcVpWQVBUh8uycad7+fgzF6g9TZAXNrdGXw9tN42xAxlNg4cIFnIulNKxyssrJiQZg4UivHUGEEQ0/xtuybC4ZDN+GFf7WHWKmsBBh3Im1G0raCIezs7/Sm45NY9Fl8ers6o1i992pCXQFQZs7zHVCe/dcOMU6ubk8MCBAgHy+uo5mWMKgrlZtaeFwW0MFVK2PclcBn8DLDWCFDU1VOWP4M45xqTDNk6qJso8vV7CDlZNT1VBa2lCXlDOGxdeYSiCscroxNneaCJiTPAXUFeyp6WgOs3ONdFu4rbLOF6KfDNVFdGaMsXlSyeBp4NLQgVaDr+v9m0Yw0JtwP4PldG0uyi6i/xe2uBfd/4tewQRLKcLDG5vQv3NSiLAuRHjUnbe3/ztezPWnuj91GVdYM5bkAmeQEGfcYhBMkosXDG85o54iGyfg8YGea1lUFOU6wXFCoZb4iil5EnENtCpKCKWVWNTT0dRQWVEHzYsJp8SORFKwJXDxvoqGCryGckTDXzrLajoPJU+fpkbekvTGB0orK0orSxsqq2g2jHEN0pxLYFxbT1Ht3dTZDy3v8dVU0KkJYJO7j1UCHMJQVVOzUNsuWuyN/RlaUO+oSvAkVeEGuV0XcfEhK1/czVioknR9XErh7oXytZtzN7+CdlqZZY8VYUpZlhdzxtLm6rilSeDDmyvjEws1FmGESjoN3HnjyEYzWKKMBw3bmfjVyrlaHmj15YanNuEULpiLKHfx9AX8JH52wXfhFeO5DyemEuxYLU5jMrTCBSJYwPNNCTtNFme2EEpJl2DibmpNJehXllZWFsISq++YwZD6QkqOp66htKK0rqISQowfjo++6zrS4SeGx8faIEDPF/wzqIXUwxYcXrwnKVRQ1xBpDovYOdzcVFcAI+ELpBfqGtS07jwkTPMmdsC2L0OIrs/NXaRKZn1ZnOrJKgJfjOxct1B+Z+2wkgz6d4rr37SzCIcLvuLe94gJaY6uOqj5Dn6WNMPWaJjUdC0tAv8Kh9qCt3rfRmPzLAVJQQwlFRdHKAcoPSfaHq23FSYFfNapangsA4VqJYB5GC7JpxUvMaspBbXSQvKRxZBbxVnKdE6Orw5PhNKKqo4OqAX64SpPPGZ4Jd3k9qtQ26y6WXHwv4D9dvmXp4snZXqIN1SQpJOKoS8F0n2Uc0GEpYX7Dwn3etMhFERhsltMP2Qzj5YRafZFuQA8VxqwEfoiipekXbTT4vpkb6Vws26npiSnznrCNl5wh2gk2DaJCRt2GIz2ScQ3TE9PlJuzqDoMvBvN1eDL29F6geU7kaCYAyQ8J5qZr+tt1CgFTzedxDedhHiax5CXQl7cUsiCK6ys0rqQScJbUVfRHGyqAbXKhoYaH41/sbZok+zmJBVCbitKS2sQgmHHU10pPR8aKgo9OYk5N+ELD1u6btK8pxt2XmoQZs9uHHURqOcgTsAXh/+Xl9S2GX3ZyUXTkIodMZRYgLvQ7dIv4aJbVM0Nt7TS6mlQNJy9iCjx3nW7+Uq6hqan2jifBRluOCIJm0K88QwjzqDZd1zIN8qFPEgr26CbcQbSa+4G34hSkoaLTNBu8I9FRlCTIWdDYchDjxFvBpg2JgDdR16OcaaZD7F6bGlXAFrroZgrKupqcD0GSSeIMSOuxMqmMTmWAzNaR88DGFD6UZRTgh11daCNn64srcEPjyTJ9L/JwewJrj1FHfUvkN8ga+8LcL8hSzM/DfjJGfKUhpG0ISeMtBYccYRXzaiajUi4aMFiXIVuV9+iurmhpWXXVnH5ARJhW7Imkh23VxceJSx3GycsbRT1UZN0DGGS4uraWjn2LjvqKNklO70veu37RlSS0NCIzDEhLqhizwl7DqEnCzwhqtgjz8Ru0ZiKtoaqdMNHMh9ThZiHUEMkAzWEB3jxIJLKD+oNjJgY4xsIZ3nfSxW+SJ8z3ib+UYrz9TYIMxDD5cLPYtCImKxpscr0ua+pqTAnxXhyGXqBVH5SQAVm6UmmzhaxmOQeIMRt7IS5OQtKEXxcJVXMFhcNQ9zY0tyM7RTt6nO0vlAcZfBFOaK+TwK2090zdM7eVk3pLiH2ouaAjKVypd9Y85GVMLnDEGNiXG0dCV8tJDebZHc5zRRXO8DpzXKMTQs2xZEBCwjXCb4o9unyEi3SvwIvjFlDqFV7hQAAIABJREFUU2lDR1NdoSeJs0zT0qdFCQ898shIVAElWAJjaYRkkvfZBpsbSDDp68BGnAl1JVGkn6wDXlH+o/vBOv80GFcQY1hnWNAATKhyz+AB1OCpUdlUGhhDcbJgpjR+iq+qtKPOI7+RFHuE1qHOIFwF8NVUNkWwqC7c3AYD4qGJUrBL4ZhyCo1Vbe5vWbhYb1GVtLUXRS+L6kxDYabvF3aeQkoNeLdXcVDdd3QZXOdx9i56GIJ17EtHEeas8vIz2G8HylJ2lRBXE9yNJlh5aIGW1qzGhBvek3SgSLMJ8c0JVDbww90A2WbIQqyM6ZdjoMxrhEgCTU1NpcRr51vdlD4uBWMCaj0Q87rKNtqIyj8nGSOmjVQKVU1PAcsTgp8f4hlESr+0Kkrl07UcVhUN4jumwR9j6Bg8C5Om8e9ELpePzDMF5NzsVxiq5H9J+/R8FS/SO+wI1CursCldW6DAo0GLhLheRFKQ38a+A5gzi2H+cgBa3B23Q5iyHaykm+y0geX/b+/rYtw6zzP1wxVF/fWWQx7+MztmeBjGwxxiBgx8UXBGQkZj2ZtoYEkJsY26xZpCCbgGOATMCFEXJTJrbDkocxOu2wvTgC7oi6DqjTECgs6g2GIddDdFFwjW7aZCEWHcLgSrsReG3Qb7vO/7fd/5DoeyLceyxwHfkWY4HA6HPM/3/v9RQAsXgaU0YloBJiY2Bsi/9+abamg4Ku3eBLZ0t8HVF9DA10u26gurOoggWkvetEhils7zPQC30W4ojAciaUl+c9yiy9JWwAVovQYHuwwxY66tIRgCkIkgleVGAxy0tqbDnerB5tHt3pQzIdRVPtUmMzh3bvSU7GjTT/ByGt3VhZQS7iKlafzqars9F3v6afVW6b2K+fU0fdtZ6LTWSGIn/uRb/+77BLCkUEqFrXCfgn2Gs//oj178HVWQ9jsYsYvFJX+FVBtEtDOSYNaRhyu/OyPRjlDf440FJWrJXNv434RwkIm15TRBFqq/Zz0UC0qR2zP4Ki/IJ7kjttDF5YIsHdxkZcpEeA4UGfZidDfGPmYGYYUa9hj3R6TiQaP+kPIOVKc8SUpUrw1Hg422OROKaItqbwOmm1hjPpFQJ5HQb7C3Ra8Rx5D89XmJr6x26BwiIIrZMwtPP21MCPX56flVRGLHsmDZSmrmUStVxaSLUiv5rKlKgxvFidUXZcff176ESbOkgx0VrTz5UFaWEdK1luykyLMe5ipLMPGXJ5hYYPw9+ZAv0+i/fRnlkgXClyU0qTeJZeA0z0v0lyKJsIgB70Z7e7RGkhZXvG0ua4P/6csLjtwcUUbQsON+6Ap+Mkk9MFHQlzLwQHk0zkSr3x+RzGBzm3AbjMH2+H0EJrsW8IxutzHG8+InjLEofP1KN9RzsPaeQ124tiLkCyG+2lkJdUaIb0ugnSIBlEJpRxYWUo01LLv/bYOwqlNSYT+Memcjy3FG4Y8BsAhpqrDsJKgAz2EeTq5hEwsz8T45PQ3wyXtI/ebXUHrB+MZWN7urFDea06kBHsQDN4a5t9FtkxdBV7zVB1tpYi3JbIXI5WhoQJvk3wBZ93EWn/s/PM9+eMFHXSLNYP41fYOMX5Zh/FJ6XSE6dyMRHkrl9/aL916HbTcEzskMe9pHeS7GZhncxdWFDruL8joR3xrUq3jM0yGshqZpJnaRgyGMei95tBPr4wQrlSUdZoTbCuE82SNrYkwjg3j/wRA/iH0hnj1Uy9CmWQylXWFZ2yaDlW1PsrfabFIR9/YaYF8laekiF2B4jlk2s6DG7ngVEfRKPkQaJCmfEoZgLF1O+fN+K5ntzROC45o4YofNZpyl2ie6A0Kf8YYVPBzCFqZvEpYSZ/TB5D1fttP7GIqORlaZE5IMLiyvemOBv4EvgVruzuYI9vWwPx4g+SxnYG7hZqJlOjwCEH/tRyiK4EAHAcwrwI88JAdrNYxFWUn2hllK46iO/kYgJi7+44+GLh725ptIEOZRAdSkCB+GWrbHynwS0AQ30qwbyuNZM1wn15d5SZFAKecdt1hUAbNMsVisEC2C6GuRKaOIfrhYLpcX8fOypqVyeXkZ9y3yoyv0aBnuTseBq0DA6vl8yRLqllzwSgFtwAcR6ZAGyxol2pPYma1ia42uhLGxcBemxWBT9DElNWlUL+dX5lLzOrSzEEP9PhD+7Rd/U9WhaXhf/APwb2G0WSJYNrk++tjDWdFmMBrp4UGSI1oO+8NIkWwYiO//8YeKaqL7b7753k2IZ3Sk1yiFvhCrDwYbWl35jggpWBJ0mwKvZhvDSKWACE6yDkpnFstLigSyRZ/ottxDMDLd+DBapg88zHo8faVzkcFgZqrPkD+/Twuo11ZYU0qf0pt0BFDQNW6LGcbWobb/25sN2NcMca0eCLFzbAQIp6inJpF49je/ZteAv/gHz6ICEMHAPo8R7qjKu+OHHppOiykdGXNiCRCXOKq41mpoiH/8zpf/+INBvg9077+Hte5g3/EqbAqEmVcbOOQ45hvikhiA2+LHFJRD62OprSS+EyVW2XSRedGHldE0bKnRJLBs5HyA/Z98OOQ2+stLwuyKz4nRKfNfSkqamvPAPMCfR0QbBkddUVt7VcYjJ9OxVjUBnKeNU0Eai/yqp2uxFU5JJL71fUzwl0H+XGgIZhk2OwUaBN5aeNh0ksXEKmQZHiiEIaa5lhRN3gIxY3z/y8Y1sn1jAvf+O+/ffw+pcEoCttq05H11YQXw7m3s3UVcsQWvhH0NRhpGU1+OfVKL34IwKilRWrFZrDAzCqg+n9JtI3JJ5loQK5wfCkYLzyAtTXwr54tfRKWYxmY0L6ntODX+TGfJkmtrfXKz5UjDTmtvIp0IZu7GVAhs3g/A0s1U6mlGGOXd/DQ3n/0WExca4ukwfWVUAr6eqOCHNqJVEa3EOzBjuMDbGWntLF90cPHm3xiMCeV37t9XyArf3n/nnXfef//9+y9h6lkJ3ItixjpVSDG8e5t7vQEZUaJQW8pgWSPW1QVPUNm5bKYikJb3SV9DrGuVti1qJVwxqrhsq1t8EC7E+fR/+aOKbVsELGuFsCySu6xPGaO9WEnHc5wF5YpbG2UIpiEfaBxlqgRcW9vsku3VXajGJnIYlPrspYi34T5SsXbeOMr0vIjEdqupToHGkCY6D1uVFWw35MlKsLR6ibhi4hy7kfRyRz2NMYPM9GOf3n//nfekYI5qVVdI+3Z6SC3sbW7utfeGa1YkyagwJYyx0TVdeSCkixrA4jTKKIwnwJ64Sz8RGVz+95aQZ2GgWfYB0lpA9tVEWVsD5cUi1DVV3nq+IcGSuqCtRL4sox5HR5Cq9BObFP+imPW4HZMQZ6wzotpfXZEGpui3F2ILzWGJ6sL6YU4bnP44EpqdpZD0sEU7LVchTHJaIIbz156EVfD+8Y/fEReR69J2Njv1LsUEYCcTvHf3JG5s26QCbMmNp0m/0jVanLCWBJEgmsK7Qf4tshcEo5lZWwOq/y9qSBWs9hkSbtd/sGzdbT+AcX2wQNfcjc+Q2xli6HzJ+FvC1Vo5w5rpiX29wVVIXOKHzAYwR3RkYyFFPIwa7pVNU8eLMrA6Qn2rMIxIAyd6H19CWwiTP1wbJsVfNBAzxoXhoNHzOZjFNYeX6NR5JMtHm3fv7hGw5BDt7TUag6GKG4skpogMZvLF00WxhzWPqk/ynfF3FIwKXgtluYXq1R36O4PxDuRXRkMsvIobWXGGd+7duwczib/JVAL4li1GXjSu1NJ+caK43BL1yxbUSowLO8Pndr2kXbmiSn/hdXLFgZjWG/yPw92NAcUE6jDBnuZFck2KeiJjTc2TVMOb2iQB7WgGPnHo4xKkNIe0gHBzUIjz9VEQMxsnRObcHPbvIas7GlFJEsugBMMH3x8Klzxche7eYKTSAjx5MRcXe1gJNp+3bAmc0egGFS39oGKLZsC7M+jWmjxJJtxc6GzuuOmKL5UrlczOxrbkJ0Mg1NRQAm8cdzLloL22KJxa1jiy9laQyzkw7F72cV6ytHMA6GVWzhmHmiQKiWTJDqegMK8RjICRBYZ81/guEO6hEoggXlW1ISoxU1sYF1zT2vCQZbP7La0TXClNaw1bXtxREGPVqnFcxPkT3SJGJPF3a2cEdPcokkEI79FtdoFgalJ0Ipeu+FpVK8L9yjUzjbKul0P58Y6XVj9PI8rh7rQBbpiKISNYpVdFDq17jx6hIS7u1MVo5F2KVTq3fBS6Yze9qBUxjoFDT413mi0qvl4yRh6JBG0HTHDz0n7yOVmEd3kxzQUyjLHg7CVpKJHKcHD4q01hAISFR3fhVzRqMfafdMaNaKXeGxYoOBcvbHz4oPePgPDxo1EV1KqNE65hYmCcT/oBQtvxT+YhAxWyBtwRNf2Qx4gaQ2ZcDediJWA9TRpNYFzCj/8LOTl4lVsL4MHOKFtU+Ka9jRAVVfEOLlWUAYw7fZftLmL77GY0lKoGKRWp4hqtjHLG4kr3t4i9a1vdvXtOUTNoWRwivD6JilUWJwX2kg9xeeKrEtZKZBfjea7a0dkF1nSt/mgkIpB8Cbq/0NprIz3Zq3GnlU6p4mYPHVvAF5tWxmoQ6cmPz8CEMKKW2tSKdoeJnOZiBXJeJbvYhMjncfjT9xQZcO/ttCiqQ25invlCq1n1ocwnFVA0Qpe/T6N3b2cn56UF4XQmPlZSGNCs5gVgcB3Grsb8WuaUQJyKhjY99XyLTiMq+KZkXaa/NjMa3nC1us/hiZj/QfUdK57CIrvo9Pmt7bhOlqwGNsUXFyc4eBo/2/5VOeOU2OASbVySrJeEwDj+SROmUVy2AX5GgFOKXMimrncb97jCnjwkzgR/3CDHFDEtfNwGxGKqaJA1yYa/nXT6XkbBSx4vgQv0ycZIklimmJ/tqyp1qqLFxQwOTbqS8fF1+piphgLz7g6ZxsSrTicaiih8mjvC284oFLU2YlqEdImrAHbbUV6xJxjzDcXv4PW2K68r04/w/Szoo+34khW1xiN2Oox8ZAGpkcE9iCJtnO+DtDwFYhUbYdmdyZuIiLjNnnacvTy36XgeIkoD+BybnMJChUFjcO8etUflGd+xwvfErwivEtNhDTFKQBMemVsKVxvnnTjwzSj2pXPeItamZluPohbCqcaICiQDCCjHLfVhq5FU1RQfkxQCo2GZBD8mm06shHnTJanR0A6dq4zTb1btHXo2xbBIJkOJiAoANosyq7p7gdfeVoHlJv4q/JrsOBxRz15NAfYgvi7KkCPE9ay/Q/XuAKxcZIinq+EHEgyxcpzyGJTPsMjlblSmPDW0UXRkwLru3j1MiU5yMywCe4WxP8j/E0AY/tIxsbUwvCfSHSU8R0JbynPi/wpvSs3luTtM7Ak06cQzyvAtGnyDihYgxb3+ZrdO0jc8yBnU3W50ToBYGMoO0HSprmGphpt5Sv/Fh4KvhlT6yMw9WPZVBMIVzcH26mo5FXQr1E/TC3HG6vikGGCvrNQraeBipdSNiuyIEBHKzS0Y68XFygTAyyYY8iBCOPVG2eG57YylUE6RSmYRxlQwz0RRW3mA4xUasogjHDnyCeArYvooiwSBub45TCQdzqQalezkJL/mKcItSBtIsYwdmqgUrUSe/gCS3qDOvApgws1hWhvHuaZmtejAyRDAhKZivioPbSOe5lOgO4kENLV/jaX0yMGTVTwArMUvlcLBPJ2LGFaO9vIM8GZUnQEU1THA2i1G3KJY2opGbBuNQW62d5yKilZyPPPGjXf9+Acx6zRRTRp9+cZi1isxDxtsjZ8i11R1Onm6p5EfkeivqEUNkZOfDL7MxEdEEzMXR0NotiolKAngOI4+dzktX7hkwuUsLYnQ/eFEDW+G/wPfHoymmL7WDRbHwDN+L6IZkUYsEsCoUdGmcCq6gnExsJ+jsZTeSs2F0r/Bvf5mUXW11sKLIIBjSozHqqvtP2v/2W/Uno5phFmfp9WTCVPH8EJM3APqJZPO18KTdjhh3Gzk0mWlh5dvvKuIYF72ox5Li0vlgGamXyCDC4sNDcCTho1Sg4aP6AHJQiOi5HPkzCeFLzPxoTPHxNJi8RCNrLTRS1mgfjr1qhytPxheKpYQ25fBtPFVwGY0o6I2UHo3BcuVEjk+ab7cczENwJDn2aNOVKwjFqGoN8kSS6vdW7FYeOE/DamVf6UaM1J6DkI6ky4mAXBVK+Yub0l7qTuvJXYMDZU4Vsm2D3AKilkDTBZ0xmk1qxbAYY0xasjvOYsVFdh610J42be57PiYscLY4IongghbpSbZeMDU4VzAoGbsoZOfIL7MxMdPCcSKjQFyHVUpiF/pgTRKm+Q9biCX3dkKYWUpZzIT8BLA3qDZTOn+TVzdviM2OS73nOZDGoMrAMeM/bSRyArP6dbAcP0mtdUj0taL+ghXF1pZAdj85laBTmFi7c+sJ8MpSCfMgwjgkavTWRbAKRvhsGjyaGTDoxg607s+WYq4bBKdJi/B1tvy0o17CY8vnAjBnMXDRlbzfTkvMdysmVHCx458ovgKEx8/cyIsipg0vASDos36lprw3k8ywMBX1T+l/QCFEsr7IMZD3MHqalUvHdbXGnCWVqpzej9tdCWZxnN6AwumzWQWYrNqAAabJ1lhONjUFTVqGA90Mxmv4f9meCXBNmuiP6+OAZg6GQAYSEaGTsVPNxTTudacNsDEnY74AZNoz1MymnhThyt9mLlYoOwXKMiDBfV3lxM08QXd415OSWLDtiKgaUshJlsMOhiDFJHGk/DR4580vgLxoZOnQ9rYIrM6omJ+Ue4qFiGdE80hAKd9XhWE/TCGmMpQrMN6J+U3fRGWXBxXWkgZgImvIZBtmNDjGkfK22dgZK5zylrJF+pV0/OL6lCIgw3rN+sJuo55r9VMmceUcKQsgFMaYMEXKtjdCfmBFH7bent9NUI+1eKiiWloxi0zqkuBEgGT1lBRUCBchpR2vR0kiqnggcwXrfUcMlbhlPTHvXrEXHew78mHmCT8kIL60OEzjHFUQ0u8TH4D+tUYYAlyOQpfn4WLmoFtgMnbjRcwUieme7VjMVruQwZVS9+pZCgATnYVoARAHwE7cKqmarPlkkzLkd2XGIf9BrLQ0EknN6N6SAOOUIIC6nlv2IypbZowo1FpmegFAI5XdPoQQcw0ZmKYdddVbq1qhsPa/cbrc4Uvl208dWBrOXifKQZh86387j2EH71+KFKDb62LRnnx+JAK99srdbngEXFkopGjhw89Eng1xMD46DEFrrK5wMD1RI51sCiP7ATAk6a0lTyIJ7HiJsU9efwB8xUsnHX7Id2jz3qTTCrUMMwZgYxFM4m639aLllf1Z7PxnFtYNT+ZC49cKPronC8jEswjhXFYD0SLbtIk9ETXEtEhAGxYuJLOeqOw3rUZq3aR1qOxHWETXgmP0lpKT4L5QGeYRXRlcfldXLlcoREVlglxjSVVGDebEcVEkXBEM1X49JFHxL4BjI8fOXU6pP48v4LopgAsCkSp4IyKVRUzKumXMS6SgTjruK2FTsgfs0BWEcgbV6VHX9gGEpMArmqYqvUSUqIhv5E3OkhovYBQW6FtAJ1DTUqahLnaqjgX7qCxLucVhrWqAXhMuwzw9Maeh0bPmrRChQAe+ABHUXSEjuZeZ7WqbblovVTRMcvlSRRN5Ucgh6zMrsriu8tJ1IBgkbeOoEStCxvWdzErRU6fPHTokcLrYwyQz5w6evrECSmTH5L6JQXs0P6mOKNb2c+x6WDyL02pd8joVas5j/ZzZUmozltzNmBHo0+q7kPSS4Cpon5Pbmjoil4gzyuXHJkm37nqVhIAh+diqvGvWm8NMUaj3YzpbamphSFtjkuuKHecTfKSAZhKKbPstWkZMEpyOm2EvnGNOmw5HfEICOEg1pK28IFmrbz0LsU0MDUn7IvFsCUdzc1jpw4fesTsa2F83J8Vj79ex1uGne8QvnGq0bBCzplMQFDb+Aoa44VOyu+vrfbIZE62w2rKhgCKRhpnZyGl26ujjUSW5a46FakFMLDCF7UykAracMOPhtkSADaDWVKhuSbUmj5QMbLD4mk+PzGJdsZIJ9B70ACn40kBmJ802pcVKIWbPb3aPhWt5ZVIVx6vqttBHdKSX+yFn6LIA5nIRUmCsKXFLJzzxtFwNIiwuiksHDp95vinBq8B+ThPEg9TPzGHsii+gdRPsDbDMDCKS2EkpiVAqVkYaCTqnQV/oEasie7zNNhpXjXbCosMafZXTOtqqslnptJrEmsJndQCxqhYIidLCWX8qjeq2s35/gQXfkx0DJcrHm/VUnpqFhwnH2AujE3gj+kxpuG+R2Y4PK21zpxh4XFcVTCQQV3J4Jify/zz22+/fTvrVw2Ui15pp59PplmzU/yWa7nfhf/uJHhqTlBEC0WOnTh65vChTxleq4I6HGYbmhg4q6KTdtJIha/S7q1f/L9f/OL2bh4gU+xXRHQW6ZFGDWaWIRLH2UQt5Q9NIJbd8HJ9YSK2tYfuBMBJFRul5wXAnep8TB2G1BAliNVg+33MF/9wjAs5AjhfS1k2GwNcMRzMAKvfSJGhDw8P+xP6TW3qR7ueOg9Li9ncubd/8S//9MYbf/mXf/nGG28XtQdczvZRR4ne8bHHIQ/N7+/uoN9XxnxHw8dOHAORPg6Fjp04cfrUySOHD31G6MpsLTpjQ2nyimcydsVq0U8tIL37zb/Dgqo33njjX35xO+c5quSGZHRpuNC1RuJUyVElGWumnDEKSbcfNTwdQnOrN6gGAI4r/iXfK9E1iOIw5Ly+mY82H0CZGLzWTzqwGxCritmWmbwTKUgAwA2xCURlo6KMcpzY0dzVqoAC2oJw/Nzb/0LQAts33sA7/kVGsfBSbgwTmWYZhHq5RV2sD7V8o4wYjddifClHdPzw4SOgw4cPB82ez4B/MaOWxAqiHBRp4/RRxb8udgA6ffvrX8eSKiyZo7f9zR/k3LSS0W5uDcOlYpYWHrm5USqAA/nHyVHUPIKGiAQAXmjp6CgD3FqpGkYFwHkf4LngOA1MsRsU3KwGWGE4R5lkU5ZpA0w6vN5ypAQBcnUQ1oIbiSuYZZVy9m1wrkCLA/1Pf/F3r2otXOzXtuo83XolsuGKi6yyhzBgcokVHqoSTCKIHvzMSJZ50Nwlh2zotGHgjJ1JEoSdn/3sm9/8+l/Iqjm8/1/kREhnKTABGe1f92gvidbIeQsENqvWxgbgaLeQRiDLBxiejps1jndcwiT6tyGid6qaf6VZRLNyKoUFmlAZWQtgURPJ6RyMZyUJwwBTBWDf7DzHKyCtXbz8d39BO/WIvv6HP/vZa68mVEh7OdHeqmta2CmWl1XeATKaxB9v9NZjkY5/xshOrExrJEgFx3VhFZdo0IDOtF+6UXTv/PVrr33zZ7QJFDiT6PKK4ijlXSwebAp7ySaFYWkQng/wWay6sLZpTGHkkgDwqOmPtKFeV5XAwplxLQGQwqwCb8cS0QEh3R3BPJwC8MDLFP0KBVjR7bA2B6orhbgAnHG8VkjLdUSk+Rfyt177Oq2zfe2117ApIpd3tGldSby+bQBubsaVjKbQ5g2IMScho+uOHvrscd23WnqcJBWcVdFmHO3SeOPudqfR96x8Uo62KLz6A6AM+sOv/9M/x5WZRXGcej0ll55QRiShV7WRYBYetQ3oCD0hFjJamTegga24uTsjtT0N/3xUtxJxbyelHjkho1Mba9CkpL0BsGVmVweu3QmDeFsXVpvY31W4bFlWBXCPWyHjuXU8/o00hqljV8Ruq1UqUR/Okqq6Lqdbd1+XSZv4X+u6nE5SRSAOQtDJ8cfvFnx0JMMP+9QtwyKXg1XZ1uv/datGVea9vIpDU1ASISaXpvjxrowf7OZVqIO4fVjrhrjLjgGorqyJyJ63Wbjji/FwP0/ZQwwwmte/xRM2VSgrDgltpuJBnAPgkHky6t8zSKaaQ1cinJqD55UZkEubMnsCuNSpager2k2okwQZ3QopI2Eu3BUOJucX8TmHWyKp+l6FncvpxN5evb5FhFb4tsc+lQSzlgngUp+v5emDBK+ebjn0DMBE3vbWnqibcNvTRlZWlW7FGWUUSmeVlZWO5xHHWanHtHqcn4/0NUPrK46ZnzwUje+FawuXO9fqAnKtT1NNmD5xqd1KtC0BX8VEKHeIoYNaPsfgdhsJTskmC2AtEigtbQXPAXDdWPXhNgPMHJzvRzTu8JOkQ6pYNMF3091GOGYKe4O7PA2qttCuDUx9IVlmBLA3DB9YgPsEsKtjF6XN+l2c1e16BBHzfryoOTUtpR+SDsumNb5kZiVHNchALULn5+oa3lRtJaYZe04L8RjGpUJrJrpge6O6q1stTyIdiUHUGhea6rtgtGbMTC/toN+rqj1s0rZpm4PVqejHBUI5nWierflnYjORFXM9nU1uSMCNPSuvaPUvliebFheLhXuvD/Z62/Xtu5t3X09ISF4M9aU4qq4A8K/crPDoAKZItAI4W9h6/S7UzfYCMmChgVdRQUmFMqUSstreFUScPDylbi2m26EV0gzlJuSwmmihhDH4C/kClLQkNjqresAg+04o+cQqDIpJzBt7qorx13G3VTMAVwetfpvgimkhzTJ6AuAhe3HKQsQPOT2tguUU+GKLPYsMZlWL6OhmXlreFv2GDbsndXExv7b3ujR83N0aJSqGyfE4AThygAEmK1qxpNvfurt39+7degRT0ZubXiUzEY22E/5SvgEZPah3U/44SjUVcj5Vv6lVrwYfn8NdBtjr1+n66sfOpyIrNBqvHvXtZehzlH7Ec5CwesxkeFxIbHZDc75oLaUDfjADvNHfobIPRN0yRQE4ZrIho5KKekPZN/3nGbmZSjHQuVQOUqZU2Nu+u7d3d/v10VpaFRMzD5edA8/BJKIVXt5o+y4jvLVS32qOLIB1o2Awn4TL66C+ot5tGqw0D89Xu2uNrYW5ecPDzMHhTXSGr9JxAAAfjUlEQVSlI/9TwKbC1PycP4s2RWG1lGZ0GdI0pD1QybqZF1sde26/uyU+NOca0IE26SbFwiFaLkAjiFF4mxbHWuvgkacEdCa5GTZJzSYKC3yAA82oOmiV9hJ9XJg9DMeS3JO0VOChNP85P1Qd3QfVyMpnuRUsHd+BhAbCr7++Va9t77h+0V2gm0GnkxjiPHlKW6n5SYr21sYrWzGfq/lztV9ySNCXRvV2c27fL83Nm+Urc6kGzaBQAIt8HyedRLfno0lRsDgDbDnI82K5E08hhIJMlvV4KPUsJVXS7tC/F2rD0S2rRSxHUoObFv1OY/xPuzxZCzMqKrp4h4GuuJS96HNU8MAaWW4+rhIIibuvA97t7e0tfG05Pvear+kgC5MWJk9pcug2AB5g92S3aQluIk7+Ul6ygOkBVSO6dSDSf2SsuUqVPApgUczVURJVJPx7JmySFA6e2z8UGD9FBXbW6Yf8bBf0M9cVJEcLVSuNnXTUuK7Md95663/+/Ds/IT+pvGg3kpfhcHHMvqI8JDX/IUOVWGo88MHyg49LW8uIAh15R4BDgRprGmouvLtZiAfr7nBpsFvIMTaWCOms62pPKUDhIcZzbilvSIOcqlN5Dn4JSYR6G3lFex67fWturj6ghxLAMWWKAeASjK6thjGLY1TgZQCeiFSDi2uAP+cDPFfdHFJT4E6/HbHiZQs4SRVp4BjJzs1v/I+fj36SCUxeY5at6PER/k/IxnIQDT2gkSzMxEsgFp3PKZ6Ml/qELgj4cobJ59fRd/77n/7tP/7jz9PGyBIedtzECDmlSWHbHOaTwxVlfmnRy0a0yjRu1huMcFA2q29DnfYa8TpqxreMiE7181g4stHp+fkmlM1qET3BwxTXWE1m/dgnr/CZo6HCC+Gw9cBqo5BTgdnMv/neF7+Hyfu0W/WLP/9JpfzhRKWCehPSqYMEsI5FU7IB1b0aYESOBgzwPaqzUIoXiLz087/90pd+9CMA/MX/ojpCDcJgYYxunBDSKaRqkZLbrsVsBsXFlPIciLtCbwv7j+b2aWGSz6Fu76ZHpXgAuGP0OwVJnPyw3qgbIc3pgxxFu5R9ZwNNHIzMVSA2TtXRsTlrrw9sOS+n4yKtP//SF77xW79Fo9qxO9eCeNn/4Oq8pWVhYJbQTqvG0vDMwQJYCjq2wMHohktrgONuEoMWcslkLi6hSkb3rS8Qukz/+J2s0b+6dAc5JWbhpvpPUHYLdH+9k7LFb3iksvuYWJS/ub3dwFz9/aYWVuh0h8mcw1PpEt2Ybk+Di4vfKzS2GqGU4tJoLakAntcetB8oYYBNiVhgbYPBdx45R4TidcOk++z3X/zRF77wje/91je+AYi/U+ESrfKyLoyXmjvuRGP1nCWAcy0ufoocPlgAn+Qyk1CLCnbyjrAqXVHaxJungKyKRfdf1Oj+iOjPk8aCVjeyLurVO7UgUFHwKgqsVroBWzmFYeUq6pzLlW5ub7UbnWZ1LjhQDOK5g471HMdVHCj4Lm3Co3GoABiO8bDe7nL/Ikay1DrCwSkz4dhawpBaDQIc22eGxeZWemtQUHrgDxpdkje/9QdvYZvkF7/4FsR1f1E6FAnecrlsl8MzC3N0zx0/7MbYT62iA74ERToQFchk9CxHh43FtE4I77z1I6EXX8S/7z+bVAVUOknPhnQw2MG8CpeGuG2lU/WFr7KxhAjhLpbfYdqBTiJQYRX2ZXS7LcJXBksmNup6lM1KC6AjBz2oq2n/2IOGaW/QwdjHMaca3lK6Dl90cNzb8zk4potB9AmYx59KmmSpSCzHwwzCv3rxLdqX8r2XKpw5Kle07yRfl6SsslzkniT0T0XwcfrQAUNYrCyYGCyjNQtLXDJjph59B7C+SPBiM/uzN+FQZAywmrIoU9zqEgsvzOtp/+E+KnGI23oWC6Mgzgc4m3NhZ2MjLO3n6NBOQVpC12v06htY9pvLSmwUxdf1FWRxOp2t2oDS9dDea5v1bQZ4e6s+pmhXa4UnGcmCCF6wNw/Am5F6CUbFXniaC8V712q97aHCF7UkxYq4+whzIWqKQZP/8U9/2/G5Vo3dUvWaYk5nudwpUeMreepgAayVMMYngoFLjh+JNMMD+a4hMe7Xvg9wMSFALGgKFLhePGNwdtx9LMzCmLrJtjrcJ0ol6YgFmxJZyczlC/321lbXGjnVrXf7hbxUSnMjTC45lH0PmyjAcqS0tjBqd7e3X3+9tzksUEdVolfflsH9/uQqzDZaaRMHN9DEoJYuWPlkarHoAt8Ep9KK2Z+8914rXlFz92RKkIM2b1a0k+NMEd5YrHBbPEs7KZt9+PHejxzgI1zBGxryhtX8lMGgnD9zWs/+yU20qtOAGl1t5+7cf//9UdxwcJbjlWQwKwbGdOkCjCTMHhrWMPBvlXY3YyBJbeQ5draCklG0AKkDDsXcxG1wam9UQLeAYXN6iMfD2xIFlLfFpcElh+9bvDHWw33EwuMNsPMW0vFbtO1ne5um92/XKTWZbKxiJ+HEsBfsj8ZynU7vZpLxrWTfe/zl7778Xi5TKQZmVXDPw5SRtYQwfi0tDNx7+C1In14sS7Wu5Ev6+AYqK3mKpEOFiGpekvSNvvf+yy+//H4ubaEAt7bHAPNiSji8axhKRqwNm1dGLrcxmrjgcNmqEfAoJADE2LLCGx54oQMVAWZtBSATRJA/oPvVweBRULSqlWo6yCKniZBDLOag0e08wxoDbtpDaAmH0plttRi8JoQBq2DwzsoA6yelOiD/y6889vsvf/f9kWOmCAmVA2MP1XxiuoMHwbmUaXCH3Ld50CS09oQxtop7k4SFbXQ5+F7UxVI6AQd57L3z+7Q67fEdH4e4C4O5V0/ptc0LoYGErPL5VndLaKUO38fRFbImli2z2dRg02SepnVmlQNmQqJZHh2T9fsb06oPV5ohszJDxqxx19OrSuBuFOePUcGwstVVm5jo0zZeTGejVUCEJ022c6X03guE8Msvo43F3y5QUSOsl/aNoCZPaXEp7vJs0QZXRYcOHzyAj0i3MLeP5ktOpTgxB4u4J5vJ+GUOdJc7fP/3H6MVl/dL6QALw7atYeM2ZC1mwNcpqQAlGofwHsgOJXBnScBLm0Anq1nCmHIyjrLfMw8ga1Ci+cM6U62nYeSsySO5fJzLxrD3eISmwi1e00ZYd3jXViGf4zp+Ls1bu//CV154/OWXv9vD9B1/wAeJ6OXJIeNlcYOXix47SWp8+4Gzof26uw4Fs4CwTpkJuJTUi2fTRXvCKMh9Sa+xvBn3zeks+cJbHTZzSECu4DlloANMoqRwVJLSGk46PWmEZ4Wkt3ECXTuNlVGuqjWELThUgsxfPRIqRw1XcREuyNfyjE7aPzjk2UYsK7jWUNsaztovgTD2dn63k88s2h4vF15Zs8U1Cy8tuXweuaISdPLgAax20nLCgVuyZKajukw0Bi/QqsSguOPH1Prol0qZtKVOoUv7dVg3LI2xWMzLZdM6KKkon/fbCK1Ip0WZqU3Jfo2UjBjeN9xWAjLGOOclPNls1pTn05BXGgNmRtLlVDOHeR6M4ln7JW22f/zxl3/cKvJ6AQXwjeUy1YpnKJylNkAsEQ/fcORpWk21YOMgkkoZwuLlQXyuSGUZz8yVhaqAnB3krIXvVx5/KambEUzcIjEkOwmt7v0Wxr/HLSspxzOacE21VNVlQBmjkadBWzGtFpX9g76tqbf24HFT6mshT0uk9BnTlHPSls1RJITvY5nyC48/9vKP84vB/RGEcZwiGoSzjKPFlJ2SmNBtme595iBKaOluoJRSwaEqlxKFegldnivrv/esmq2UdvqPfYXO+VdeeC+RzqYDuf8syWI2lGhzTs6ZYM6sP90lPSGELVgDAzH37wUo68HuU0nP0piccGzVn/gxONPeoh6L8n5B+LEXvvuOs1S2TCtZD7JcKZLNn6OBxQhbokeLNb3aQngwGdgkheEL57iOKU8mjjUDGuZqVnSj5I1+yVvDFb6T5TuOmhmVy+W0KM7oTsSpArhifZl00qZMdV5WLfi8oGU6xmwALS/rKXe+etGWWSbjNy5V1NRZvSQkDkuLEX55VFmyTecbejR8OZvnt5cp5vMyF0hP9z55EBnY2gyP3B6mCnvsDevOWubcrMhmVTs7Uvi+lMimJ41d8Wp5ltCEqVScrln9ue6V/WWM9iIPq6nVLG3QNtC0DQyc1QscgmVrOPiDpAPuza699AKtu3/sH4pLUxxg+msV0t0IweZlNlZhUwT00YOJ7yFZpBWViHSJpbQ4S+RoZn03V7mtzksvvAkp9subyeCcJY1wJu1X1drs6qMb4E4FZUXtrGJV6aioRilASWutkQxrZlIbDqnwg3rXZVZZcA3D8rJBd1mZTvv2N+lv0buSuPnem//2K2/e1FOUbDGt/qdpFqX4YehokO0YH29BzqfkC8ukn+hYDK18MscNHNlJCHkq8JA4+L01zxrC4wcfivvqLq1hiJWKLQ0leKGWSyo07eG8rjXgcz8ZT1dG+mrc9foMmgXL7nRF20oKbFtdlwPTGRZVjdVixSms3bxZSMuKpvLyfrpxg7wB9Qoo0X9gLSw75UBZh1FCEC552WJgRpZF7s33/mGYiCsz6QEbkMznopW1UIi6hKhn+I+Q2I+cP4yZN83x2G2aXi2L53gHnZ7ArU3inPX7GnbN6a7swFRhKXZ0bMaeJBw/+pl2eMsBRXzjRibvyeGDT1/YinKm/wALaEL4tJxCzBPMyUWTsLTZmmKPt4uj7e6B4E5gqlDVbGpWxjoWqDleFFoqTVsg/CCiMfSBLcOyzMkcGX8A7ATcirOLyqOViZSTQPMRUNK5vDxhaN1YdD0RzjSEmSuxPpnp7Y828X9MLQ4HwiUlpjMT+3F0bZYunH0grtqvUrC6gYm7toadhuiDt0V/IN5TfkEtIfbR1sytFTqFXFQcUulqX2pb5lUAYhoFnvOjoWsK39CRQwcaYb0LD0uW+gmFcMlzMpPz3YsTAcTgujkdulYsI2rUGpHNGtObDqt/s+CvLA3sixTuDJhZE79Q8FdN+/cHF4i7FtauUfwc0IL8trbSqlBkmeH1F+WVs0he6JOCTHdXQpSRk4cOOAfLWmlKHIbI0lIQl3LpB+w/kiYt9nMI64AUdq3p57LFVeSj7GO3IaB75D61SY2uNnepnlN0+dxlEH+aSvpx0tiqBcME0vaeW1qLo15iTn+SaffqlVOAR2R0IL9AuJfTuRL1vSr7wEm0RP8eaANrwtCi5PDmWl4hjKtFOwmnSGOGNOcGFKsAa6bpkiy0GXM/2yoQSrzx/NyvTDbsu/lWy8A6/e+ype3ak/jlOKpD6qhdx6R5aYx/Jo6LQu4v1b7QBaIhTLIq4eBlgT8Q4UiUyt18iNnKVR6xyssqXuWIFcs7o12FkadrV4uXWq07d14heuaZXaKHw8/i3AfR7u4z60SvvHLnzp1WqzAVavm+xHxs2fH+ihJ1ePk6kBxXg/H5AGDrfUgmYx1sA3o/wnjFtRHKSLVT6opI0jowrxIxjr+KIK43jQRYNpGwUNYrOFt35MKvrz9DH0wfFeFzltxmvM89GOjcHf03ND3zCoN9506hMN1O48Uo6h0FkNYHN6eH4iMh5hWwXUNdrc8JvhphFtPYdljw/LSLm9tHepOMI3Zp0nZZJlUf2PUOeHV9Oj3zSs7Z/Sh8e4Xp9u3bV25/GBPH71y4YAG7vh744wz1JEcn9Qo4LbXjtnPuqnMtkitfaPXCbD5HPkf4sqUV0mK6uUHVDhphE2Jy87JJxo8fJZOWa2MbtgwrXU9zqfUFvrB+gYm+XLtw7dqFXajg3QCoBOUlm66CLl2avMv/5oqgLsBnW3jeCw86Tz7OAX623oQ22icseHXYvUKrEYqGRTxHznx+8LVW4dEngtjzs6eTbzS4615gpjnnpFwtfpnk2wsKXYUy0L128eLZi7tOVrC9omgC24egW7cv7168eO0C/zGG+YI5Y6/sf2EXCmqp6BQy77lkHCoMoOljV2r4kW3XeNQIm1V4tFSojUUEnp0h940Ow796pXAy2YIsvOAzrAWq+ViXy76ueffatYv4B4SvX/97h8XxbY3uNOzOn+dPROrrUyB8Pq/BvXrr0qXLT569yE969iw+42+o8zTtpa1fuJMocUTENfHs0gRpcN0c1rQPB51IlEfakSZ7JNs1HvWw8JPH/PU7kZXBkFbuqLiAv8BNfNukWajLm+rlApJ0tASwukW8yt8wqnL1zwoETNefe/7vc+duX4aGtdA9r4ENkIC6j/4a9169dPtVet7rIHl2fLqm6KJibKMm8Jk2wtpiKe/5R9iztRM519id0rTWLzyy7RqPmolPScOSvJPmysaYV8yKWeXo0EBemdZiggne6z6q1wzpm3KdGVWm6/qGwH32+nPXd8/dvuXDe/4D6atf1cB+9Snc/iqBfuvtf33+ueeA7fPmyQGvOlxA9yJzM7Mzvcj1a+sJL8+SVyPsrfkBEc5syAJZWBSjQa9GSbeIWm2F7RqfO/Y1TEzbDjUb83alWhsb3hMUO1D+Y7JV0Ga26y/H89YvKkTporJ4ZGFJWlbIAngCZtx67on/e+7yrY8Arg3wV4Weeur/ANwnnnjiuedBZy9a+Aq8WlyLfOHP19aTFNXKq9AqajC9tS66HTawIHvcl9pLlOOjZQb75+VqaOYFvEcOfT7xlRVLR46GzKIfmUkf5j7NLvfz9TqYmbzSLxAf52wfyntFMapcwGtaABtJfPHig/Alqfr8c9eB8KWPgq8S0ecF4adu/a/nn/j3TzzH9LySz4wvcywdKzlfvlAB5neSurhSJRwTrZWontmOgd5NvOWQWS3Fa6Zk81E09HmGV29Yol148nYoUxyZMqp+Yy2Z83NFgnDpwll9IUkQTsB77eI+DjZY/C7h8txzfeLh8x8ZYYH3X59Q4BK+z2sBTSqXzpnW9742ZtGCsui8JP2U8bg2apIEDgfXp/B3/oIN3HHiU9yu8SghPm4WpYX1sglZvstvmJoSV9DXl8v7tRc0LcpbN3iSL6qNqukcDOzZHtL0PKTshSu3rj4QT61zfQENC/qfn4dg9gG+ftb8efbBritZcVGZAxfZcl9PuhwD1/hS7DEc1edYFK1ZneJfhugxWo3zeYfXWqJ1+lhwmUhUf2L9HNokTazzDBL08e6IvhOReEFdUfFI2bzRl5zYih56Nojwc7sBFrYVraaf8n+R0Vdvn2WufY4+CN2zviwWe1orY3Uvn7JrLY+DkpQ8YHjdtX49Khp24s1aKIdOHD15/NDnWjhPWaJ18tTpE6H9AlptQOwwE3PuV9dPeKX1s5ZUvnZtXfu9YmCvr1+zda+4wdfPKoCff+L6bQD81DRgJzAm2/nqq6y7mXWfe/6sUbMkKn5Xnv762aAEwb9XPIlEon5IaV+VOghP3ZvCq1OwXuOz3K7xSPcrHT985CS2aJ0+FiLCOpHQsZDZhLtBvby87NxUTXitdWJN8Uwu+D6TWF7si2pz+qIPMcNLWP3g6tUPQven1u2rP6SjQb93XYvma0FFj++NCpY/dhbGMy30JXwFXm9tVNfvJ3r0CL/ZEydofcqJ06CjZ04eOXLc3jf1a0XWm8I6EV4oQl9OScSLViyPCnmppDNusuOW1q8ZDrYCSBc0zus+yMoKUyYXYP7hpfMfwr+azv9gnzs9SXjya3ZEhaSzpK1plgtL58KwFzGbfU9a7/uwjeevJbiB5SET709FvKCJw13IaYfz4IqLSfY5zi6Hf1u4kzKCud08fUVWSdhYYLc5WTtLP5yU0EHzyrrn1reva3CnoOtrCXHJGd47vMCe9jPmOMSBxtKNJvv7vBr0uHqvx4Nv/dcZ3ClIs42NsHVEMt6IWm+iKV+pM8esO+f1YmKo5uyqWMrGK0amALEf/GCUnj+7e/t8AM/JmCRZXmx+nb997T/b6tx3rDWuClnyeq8xvCXXUWubpWY+uTau6a3Zn9PY46MOWys5PS4kdbxAw2kW2Nt5XU7Xgrt3n9QRzQtKcotpdP3s7qsMcEAWPzUN5fO3bj/p+9EW217z4b14zZhd/0FxLzciS4SS8/ZaOkdOHT80g/dBuadodKW/RpknlzPmKmee3Z+z1yjH4wRxIGLNcvYCdn5cPT9FAe9LLpy/euvWbkAH+/r+gsb34kUtn6/x4FrukIy7EoCG8o2a9OiJIzP2ncbEJ6K2Ks47eQWxYuKpBZFcmXH5XPbcLoUi/FzPxYvfRgHP7VvgTm0v/5Q/GODztohmgK/e+sG6r4TJ237ymWeefObJJ/HlgiWjyZZvuXG1jYDgLTG87ZCBNzRj3w/IPWk5HWkPEfhwFcZibymIr1jwSlb/0hXi5Pju7gXfGLrwJBJKV6cy8BQORnLw1u6131WG+LeffNIU8F3efeZJAvbbKo+0nncUupjLxRkwKstoGnjDtHd9hu8H5J74SgHikEDsmhEJiHPFWTJr6WyVV4EIjSxAfnJXo3P50tXzHwVginJdunTrVUj0H16gXyZVf5vTjVTBc273SbHjwL3rPNJURvFo3dvaWNCJ3Wj0xMy4+pDc02lflYV6Q5pMxiMxHOUYM8RXLiuUr1gAMxebCjoq6Lh6XuGr/0/BV4cxgeTtV3Uh1xVJNF6l+iwqzXtV1Rms59iuQsmvOEZcM9do+vAeO3N8hu+HRTRhT0vwkgQ15hAmpT6cG3cJ46yFqSq64n8KZEKWinUusXg+bxnRTz1QQj/1FGEJnr0FNHXth6rDu33l3Ks/fJKMuGdoSBqvssu6qqoKurepTWdSvjPp/FEgPn7mWNQI6kh3tIY6Hz3phNdpxc9ZGFvFkPQNY6zuv3rVZBie+uo0Sa3uBL5WnRaAvcr/5Wkvn4O5Bf7ddVk4o5U9x7LZxQgRMq10tgiJ3Rm8HxniU8f8CxddGdByElXnxBhjgOHlK4zpJfqYJOFqhbAfupoKshjV53X53VWbeyGer1zevQD2Xd9l3UvtcHmRzW6iMOpGolFdl0Hwzmznj66KNRdLEUhtY0iSWsov2QWloYMa4wfT1atTrayfBtH1y3rsskuG98pltqdZNhu7imVzYbxCIkbGGSh4Z/h+HIilYC+EqbEJz7AxbV+w+XgqupeuWkhzPphBvHRlopJ2Cv+qytkrt8kap35+6pBTTVYYhVkYNmqqyCw8g/cTgRj/65uoyBRtTAZOnDcwxNnkegD3WvJW7C8yrq9c0nLbrwQIcrDqfbiNMCjcpWLxcobG1ufVkBZi3k7ImPrhz3fN3GcO8YmoVXYbwpLuQsm1+TgrUczLYlR9YAuDXa1z3gZX/ywgnxH/zLLXRUaVrmh28xhEulGz6plVzdwM348L8aGTp3VxBLPxQqPPGEsjeElFleKCxhUF7KWrD2hmkLyRfEzwrw0uIp9ZRhfRMc5i5bVobgnzarc3euzUTDj/yn6xlN1ycR47nKuEMYa7ujqnmM1cvixTd7JpksB+G8MD+FcVyRqUr6ruFQMu0M1keDA4x0m577VUgNkszQiqHSdy4szxGbyfSNntmRNhw8bEOPX2qEU2V043VMcJZMYmzgL7kt93FDCkpsWwzivTi7FlUXDusvZ2VaAU6NKmYS58NbL59JFDM3g/sXq9k0ePmQpU9k0WutzqlNfOk+Jk8PI5NSv6shLZU6pl7TzhVc5U0NHISldi5lzayZvexxzPRB21V6OKeaWWjuuZZ6bVJ6mMpbRaVaAyH0VWGsTIpZw2uxjltCoG0CPBs2Q5Xwl0KWnLWoAVkawIxyNno4sWz+G4V4v6dhUz78mZbH40pdUnIhNdMLXO5ojnrbtmllGeRtEJN4OfMxkzA34fnUvbrf8Z5evqyRLYdaSbAKORiImrQfMensnmR9YhceTUCR1e0EwVAchjmqrvubmc30/OkWvEKKZOTLJuF1mqc9GX/j0Clzs8e7WI0rtaNB87dWTGvI9YVAPjsN/qpKyeZn1jMEzQIoe86TI3cwTUTKZs1kwRz57LyPYOx55Ey9Yyte8izrzZ5g7PsGZdRvfokeMzzftpdEgAY//qa5CjoYXuRv9mgVD23Jw/0bK0n5L7JmYw29Lcs9Zw0NhqytA5v7cmGtbozuD9VDCGPj56LKIbnfymxUio3m6Mh0NuPC4x0HqMj/SZ2/MjzIQBz0Nr9hp2qAzavYWIkv66GZKbTVQj0QzdTxPj4yePnrB6Fhlk1d4WWun1sFgJW2+kxT7Jo4NlNJXM9QGmMpQWPx/2h/3NXq+ufjsSiZgmSG4TOzXj3c+QkU8f8xvYBGS/ITccQp95tzHuMw1bMpFOFh7RPaPBBu2oa9oNvGG7wTN87PSZX782sc8bIx855YNsGpCl8dhuYYw0a3VFtdpCMxJsb4yIrew/B4Or+8Rm1/qz7lk8cuboCav7WE1PCEdVj314Si+nateNhDXHB7D1wZ2he4BAPn1sAi2d9lH3RMKStbDw1r3ZRqqb7t0ZuAewMRXtx6dgeoUiNp9GwjZFw8FvjQhH0/3RM0cOH5+Be4DbFdWNw0fOoPH6GLrMH9Blb/Xbh9CbffTUmZOmg3eG7eelyZzHCZw5c+rU6dPcYx+gEydOHz116gyx7PF9R2RGnxtunhLsfIiHz+hz0mX+0YcNzGhGM5rRjGY0oxnNaEYzmtGMZjSjGc1oRjOa0YxmNKMZzWhGM5rRjGY0oxnNaEYzmtGMZjSjGc1oRjOa0YxmNKMZzWhGM5rRjGY0oxnNaEYzmtGMZjSjGc1oRjOa0YxmNKMZzWhGM5rRjH5F+v/OllI6jkRSLwAAAABJRU5ErkJggg==";

/* ---------------------------------------------------------------------
   Iconos con forma de emoji. Se usan como si fueran componentes de
   una librería de iconos (ej. <Briefcase size={18} />), pero por
   dentro solo pintan un emoji al tamaño pedido. Así no dependemos de
   ninguna librería externa de iconos.
   --------------------------------------------------------------------- */
function EmojiIcon(symbol) {
  return function ({ size = 16, className = "", style = {} }) {
    return (
      <span
        className={className}
        style={{ fontSize: size, lineHeight: 1, display: "inline-block", ...style }}
      >
        {symbol}
      </span>
    );
  };
}
const Briefcase = EmojiIcon("💼");
const ShoppingBag = EmojiIcon("🛍️");
const ScrollText = EmojiIcon("📜");
const Plus = EmojiIcon("➕");
const Check = EmojiIcon("✔️");
const X = EmojiIcon("✖️");
const Trash2 = EmojiIcon("🗑️");
const Lock = EmojiIcon("🔒");
const Unlock = EmojiIcon("🔓");
const Landmark = EmojiIcon("🏦");
const Gavel = EmojiIcon("⚖️");
const Settings = EmojiIcon("⚙️");
const Loader2 = EmojiIcon("⏳");
const Flame = EmojiIcon("🔥");
const CreditCard = EmojiIcon("💳");
const HeartHandshake = EmojiIcon("🤝");
const MessageSquare = EmojiIcon("💬");
const ClipboardCheck = EmojiIcon("✅");
const Bell = EmojiIcon("🔔");
const ArrowLeft = EmojiIcon("⬅️");
const CalendarClock = EmojiIcon("📅");
const TownHall = EmojiIcon("🏛️");
const Award = EmojiIcon("🏅");
const PoliceIcon = EmojiIcon("👮");
const Camera = EmojiIcon("📷");
const Edit = EmojiIcon("✏️");

/* ---------------------------------------------------------------------
   Iconos dibujados a mano en SVG (estrella, moneda, cerdito) — se ven
   igual en cualquier móvil, a diferencia de los emoji.
   --------------------------------------------------------------------- */
function StarIcon({ className }) {
  return (
    <svg className={className} viewBox="0 0 24 24" fill="var(--accent-yellow)" stroke="#3A2B12" strokeWidth="1">
      <path d="M12 1.5l2.9 6.6 7.1.7-5.4 4.8 1.6 7-6.2-3.7-6.2 3.7 1.6-7L2 8.8l7.1-.7z" />
    </svg>
  );
}
function CoinIcon({ className }) {
  return (
    <svg className={className} viewBox="0 0 24 24">
      <circle cx="12" cy="12" r="10" fill="#FFC145" stroke="#B8862A" strokeWidth="1.5" />
      <circle cx="12" cy="12" r="6.5" fill="none" stroke="#B8862A" strokeWidth="1.2" />
      <text x="12" y="16" textAnchor="middle" fontSize="9" fontWeight="800" fill="#B8862A">€</text>
    </svg>
  );
}
function PiggyIcon({ className }) {
  return (
    <svg className={className} viewBox="0 0 24 24">
      <ellipse cx="12" cy="14" rx="9" ry="6.5" fill="#FF9BB3" stroke="#B8496A" strokeWidth="1.3" />
      <circle cx="18.5" cy="11" r="2.6" fill="#FF9BB3" stroke="#B8496A" strokeWidth="1.3" />
      <rect x="10.5" y="8" width="3" height="1.6" rx="0.8" fill="#B8496A" />
      <circle cx="8" cy="14" r="1" fill="#B8496A" />
      <path d="M4 14c-1 0-1.6 1-1.2 1.8L4 18" fill="none" stroke="#B8496A" strokeWidth="1.3" strokeLinecap="round" />
      <path d="M8 20l0.6-2M15 20l0.6-2" stroke="#B8496A" strokeWidth="1.3" strokeLinecap="round" />
    </svg>
  );
}

function Logo({ size = 64 }) {
  return (
    <img
      src={LOGO_SRC}
      alt="Clevank World"
      style={{ width: size, height: size, objectFit: "contain", display: "block" }}
    />
  );
}


/* ---------------------------------------------------------------------
   Piezas visuales genéricas reutilizadas por el resto de la app:
   - Stamp: la pastilla de color con texto ("PENDIENTE", "APROBADO"...)
   - Money: muestra una cantidad con el símbolo del euro
   - ProgressBar: barra de progreso (se usa en la meta de ahorro)
   - Section: la tarjeta con icono + título que envuelve cada bloque
   - LedgerList: la lista de movimientos del libro mayor
   --------------------------------------------------------------------- */
function Stamp({ text, tone = "red" }) {
  const colors = { red: "var(--primary-dark)", green: "var(--secondary)", gold: "var(--accent-yellow)", orange: "#E5822E" };
  return (
    <span className="stamp" style={{ background: colors[tone] }}>
      {text}
    </span>
  );
}

function Money({ value, size = "md" }) {
  const positive = value >= 0;
  return (
    <span className={`eco-mono money ${size}`} style={{ color: positive ? "var(--ink)" : "var(--primary-dark)" }}>
      {positive ? "" : "−"}{fmt(Math.abs(value))} <span className="coin">€</span>
    </span>
  );
}

const MONTH_ABBR = ["ene", "feb", "mar", "abr", "may", "jun", "jul", "ago", "sep", "oct", "nov", "dic"];
function shortDateLabel(dateStr) {
  if (!dateStr) return "";
  const [, m, d] = dateStr.split("-").map(Number);
  return `${d} ${MONTH_ABBR[m - 1]}`;
}

function NetWorthChart({ history, onClick, walletValue }) {
  const points = (history && history.length > 0) ? history : [{ date: "", value: 0 }];
  const values = points.map((p) => p.value);
  const max = Math.max(...values, 1);
  const min = Math.min(...values, 0);
  const range = Math.max(max - min, 1);
  const W = 300, H = 110, PAD_L = 34, PAD_R = 8, PAD_T = 10, PAD_B = 22;
  const step = points.length > 1 ? (W - PAD_L - PAD_R) / (points.length - 1) : 0;
  const coords = points.map((p, i) => {
    const x = PAD_L + step * i;
    const y = H - PAD_B - ((p.value - min) / range) * (H - PAD_T - PAD_B);
    return [x, y];
  });
  const linePath = coords.map(([x, y], i) => `${i === 0 ? "M" : "L"}${x.toFixed(1)},${y.toFixed(1)}`).join(" ");
  const areaPath = `${linePath} L${coords[coords.length - 1][0].toFixed(1)},${H - PAD_B} L${coords[0][0].toFixed(1)},${H - PAD_B} Z`;
  const last = points[points.length - 1];
  // Etiquetas del eje Y: máximo y mínimo (con solo 2, no se amontonan).
  const yTicks = [max, min];
  // Etiquetas del eje X: una fecha cada 5 días. El último punto solo se
  // añade aparte si queda con espacio de sobra respecto a la anterior
  // etiqueta, para que no se pisen entre sí.
  const xTickIdx = [];
  if (points.length <= 1) {
    xTickIdx.push(0);
  } else {
    for (let i = 0; i < points.length; i += 5) xTickIdx.push(i);
    const lastIdx = points.length - 1;
    if (lastIdx - xTickIdx[xTickIdx.length - 1] >= 3) xTickIdx.push(lastIdx);
  }
  return (
    <div className={`chart-wrap ${onClick ? "chart-clickable" : ""}`} onClick={onClick} role={onClick ? "button" : undefined} tabIndex={onClick ? 0 : undefined}>
      <svg viewBox={`0 0 ${W} ${H}`} className="chart-svg" preserveAspectRatio="none">
        {yTicks.map((v, i) => {
          const y = H - PAD_B - ((v - min) / range) * (H - PAD_T - PAD_B);
          return (
            <text key={i} x={PAD_L - 4} y={y + 3} textAnchor="end" className="chart-axis-label">{fmt(v)}</text>
          );
        })}
        {xTickIdx.map((i) => (
          <text key={i} x={coords[i][0]} y={H - 6} textAnchor="middle" className="chart-axis-label">{shortDateLabel(points[i].date)}</text>
        ))}
        <path d={areaPath} fill="url(#chartGradient)" opacity="0.35" />
        <path d={linePath} fill="none" stroke="var(--secondary)" strokeWidth="2.5" strokeLinecap="round" strokeLinejoin="round" />
        {coords.length > 0 && <circle cx={coords[coords.length - 1][0]} cy={coords[coords.length - 1][1]} r="4" fill="var(--secondary)" stroke="white" strokeWidth="1.5" />}
        <defs>
          <linearGradient id="chartGradient" x1="0" y1="0" x2="0" y2="1">
            <stop offset="0%" stopColor="var(--secondary)" />
            <stop offset="100%" stopColor="var(--secondary)" stopOpacity="0" />
          </linearGradient>
        </defs>
      </svg>
      <div className="chart-footer">
        <span className="tiny-hint">Cartera hoy: <b>{fmt(walletValue !== undefined ? walletValue : last.value)} €</b></span>
        {onClick && <span className="tiny-hint chart-cta">Ver historial completo →</span>}
      </div>
    </div>
  );
}

function ProgressBar({ pct }) {
  return (
    <div className="progress-track">
      <div className="progress-fill" style={{ width: `${Math.min(100, Math.max(0, pct))}%` }} />
    </div>
  );
}

function Section({ icon: Icon, title, subtitle, children, accent }) {
  const headerOnly = children === undefined || children === null || children === false;
  return (
    <div className={headerOnly ? "section-header-only" : "card section"}>
      <div className="section-head">
        <div className="section-icon" style={{ background: accent || "var(--accent-yellow)" }}>
          <Icon size={18} strokeWidth={2.4} color="#3a2b12" />
        </div>
        <div>
          <h2 className="eco-display section-title">{title}</h2>
          {subtitle && <p className="section-sub">{subtitle}</p>}
        </div>
      </div>
      {!headerOnly && <div className="section-body">{children}</div>}
    </div>
  );
}

/* ---------------------------------------------------------------------
   Paletas de emojis para el selector rápido: un catálogo curado de 30
   iconos para tareas (relacionados con quehaceres) y otros 30 para el
   mercado (relacionados con caprichos), para que el padre/madre no
   dependa de encontrar el emoji adecuado en el teclado de su móvil.
   El campo de texto sigue funcionando igual (se puede seguir pegando
   un emoji desde el propio teclado si se prefiere).
   --------------------------------------------------------------------- */
const TASK_EMOJI_PALETTE = [
  "🦷", "🛏️", "🧹", "🍽️", "🎒", "📚", "🧦", "👕", "🐶", "🐱",
  "🌱", "🚿", "🧺", "🗑️", "✏️", "🎨", "🧴", "🪥", "🧽", "🚪",
  "🧼", "🪣", "📖", "👟", "🧸", "🪟", "🍳", "🚲", "🐟", "⏰",
];
const MARKET_EMOJI_PALETTE = [
  "🍦", "🍬", "🍭", "🍫", "🍪", "🍩", "🎮", "📱", "🎬", "🎟️",
  "🧸", "⚽", "🎨", "📚", "🎧", "🍕", "🍟", "🥤", "🧃", "🍿",
  "🎡", "🎢", "🎁", "🚲", "🛼", "🪁", "🎲", "🕹️", "🌟", "🦄",
];

function InfoTooltip({ text }) {
  const [open, setOpen] = useState(false);
  return (
    <span className="info-tooltip-wrap">
      <button
        type="button"
        className="info-tooltip-trigger"
        onClick={() => setOpen((o) => !o)}
        aria-label="Más información"
      >
        i
      </button>
      {open && (
        <>
          <div className="emoji-picker-backdrop" onClick={() => setOpen(false)} />
          <div className="info-tooltip-bubble">{text}</div>
        </>
      )}
    </span>
  );
}

function EmojiPickerButton({ value, onChange, palette }) {
  const [open, setOpen] = useState(false);
  return (
    <div className="emoji-picker-wrap">
      <button
        type="button"
        className="emoji-picker-trigger"
        onClick={() => setOpen((o) => !o)}
        title="Elegir emoji de la lista"
      >
        {value || "🙂"}
      </button>
      {open && (
        <>
          <div className="emoji-picker-backdrop" onClick={() => setOpen(false)} />
          <div className="emoji-picker-grid">
            {palette.map((e) => (
              <button
                type="button"
                key={e}
                className="emoji-picker-option"
                onClick={() => { onChange(e); setOpen(false); }}
              >
                {e}
              </button>
            ))}
          </div>
        </>
      )}
    </div>
  );
}

function LedgerList({ entries, limit }) {
  const list = limit ? entries.slice(0, limit) : entries;
  if (list.length === 0) return <p className="empty-hint">Aún no hay movimientos en el libro mayor.</p>;
  return (
    <div className="ledger">
      {list.map((e) => (
        <div className="ledger-row" key={e.id}>
          <span className="ledger-date eco-mono">{e.date}</span>
          <div className="ledger-desc-col">
            <span className="ledger-desc">{e.desc}</span>
            {e.type === "debt" ? (
              <span className="tiny-hint">No sale de tu cartera — se suma a lo que debes del préstamo</span>
            ) : (
              e.balanceAfter !== undefined && <span className="tiny-hint">Total tras el movimiento: {fmt(e.balanceAfter)} €</span>
            )}
          </div>
          {e.type === "debt" ? (
            <span className="ledger-debt-badge">+{fmt(e.amount)} € a deber</span>
          ) : (
            <Money value={e.amount} size="sm" />
          )}
        </div>
      ))}
    </div>
  );
}
