BBA_LSS_collab.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {
    "colab_type": "text",
    "id": "view-in-github"
   },
   "source": [
    "<a href=\"https://colab.research.google.com/github/mrjoness/LSS_BBA/blob/main/BBA_LSS_collab.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "vo3MpoRgxooK"
   },
   "source": [
    "# LSS applied to CA-backbone of BBA fast-folding protein\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "id": "YXMnQ8QdxooL"
   },
   "outputs": [],
   "source": [
    "import torch"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "AlnTG9hKzQhz",
    "outputId": "13c13594-10c2-4c39-ed7e-fee9845ec8ea"
   },
   "outputs": [],
   "source": [
    "if torch.cuda.is_available():\n",
    "  print('GPU available')\n",
    "else:\n",
    "  print('Please set GPU via Edit -> Notebook Settings.')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 36
    },
    "id": "AZYr4J42zedO",
    "outputId": "6b042775-e190-473f-9b90-fa86be55da7e"
   },
   "outputs": [],
   "source": [
    "device= 'cuda' if torch.cuda.is_available() else 'cpu'\n",
    "device"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "v4sLC0mZzlJT"
   },
   "source": [
    "##Uploading files\n",
    "\n",
    "Navigate to collab_files directory and select all:\n",
    "\n",
    "(i) 1FME-0-c-alpha.pdb\n",
    "\n",
    "(ii) 1FME-0-c-alpha-00*_stride-50.dcd\n",
    "\n",
    "(iii) model_snrv-3.pth\n",
    "\n",
    "(iv) model_mdn-100.pth\n",
    "\n",
    "(v) model_ddpm-25.pth\n",
    "\n",
    "\n",
    "N.B. If file upload fails, try using alternate upload means by clicking on file icon in left menu and directly uploading to colab session storage or by uploading to and mounting Google Drive"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 524
    },
    "id": "wXYzQFy-zpCZ",
    "outputId": "c2c9a1a6-b2b2-45b2-e6e7-fe23d1c7f660"
   },
   "outputs": [],
   "source": [
    "# should take 6-7 minutes\n",
    "\n",
    "from google.colab import files\n",
    "files.upload()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "01xBCJX0z_jG",
    "outputId": "96ba6b2a-1ded-4e44-de08-fcb56703f079"
   },
   "outputs": [],
   "source": [
    "%pip install numpy scipy pandas scikit-learn jupyter ipywidgets==7.7.2 widgetsnbextension jupyter_contrib_nbextensions matplotlib MDTraj tqdm pytest pyemma deeptime einops torch torchvision pytorch-lightning nglview"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "Y3nhPJBV16mu",
    "outputId": "a27e945e-525d-43d4-ebae-9f34971818fa"
   },
   "outputs": [],
   "source": [
    "# enable jupyter extensions\n",
    "\n",
    "!jupyter nbextension enable --py --sys-prefix widgetsnbextension\n",
    "!jupyter nbextension enable nglview --py --sys-prefix\n",
    "!nglview enable"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "gMKPecG12DIn",
    "outputId": "f3deb779-b8ae-4ebe-8263-d6fd6bc07163"
   },
   "outputs": [],
   "source": [
    "# install each LSS component\n",
    "\n",
    "%pip install git+https://github.com/andrewlferguson/snrv.git\n",
    "%pip install git+https://github.com/Ferg-Lab/mdn_propagator.git\n",
    "%pip install git+https://github.com/Ferg-Lab/molgen.git"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "59s4FKiV_Rf-"
   },
   "source": [
    "Load the different components from their respective repos"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "id": "52nvQrpUzKaa"
   },
   "outputs": [],
   "source": [
    "from mdn_propagator.propagator import Propagator\n",
    "from molgen.models import DDPM\n",
    "from snrv import Snrv\n",
    "from snrv.utils import set_random_seed"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "_9OJrpR2zkjy"
   },
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "id": "UkKe4_6d_evK"
   },
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "77daea2656894f2f82c0048508b139b0",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import mdtraj as md\n",
    "from pathlib import Path\n",
    "import torch\n",
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "import glob\n",
    "import nglview as nv\n",
    "import random\n",
    "\n",
    "import seaborn as sns\n",
    "from scipy.stats import pearsonr\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "y0r4U0yD_vUk"
   },
   "source": [
    "Upload all files in the \"collab_files\" directory"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "id": "hDpd8OBa_4SK"
   },
   "outputs": [],
   "source": [
    "from google.colab import output\n",
    "output.enable_custom_widget_manager()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "7KFh6EoWxooM"
   },
   "source": [
    "# Load 10 DESRES trajectories\n",
    "\n",
    "These are stride 50x compared to what was used for training, but the original trajs are also included in the GitHub."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "id": "HlDEA2NPxooM"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "10\n"
     ]
    }
   ],
   "source": [
    "# only load one dcd to save time\n",
    "\n",
    "# if loading locally\n",
    "load_path = './collab_files/'\n",
    "\n",
    "# if loading from collab\n",
    "#load_path = './'\n",
    "\n",
    "trj_fnames = sorted(glob.glob(f'{load_path}/1FME-0-c-alpha-00*.dcd'))\n",
    "top_fname = f'{load_path}/1FME-0-c-alpha.pdb'\n",
    "save_freq = 200 # ps\n",
    "\n",
    "print(len(trj_fnames))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "id": "5Zdhu_H0xooN"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "10 (2000, 28, 3)\n"
     ]
    }
   ],
   "source": [
    "trjs = [md.load(t, top=top_fname).center_coordinates() for t in trj_fnames]\n",
    "print(len(trjs), trjs[0].xyz.shape)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "id": "5RF0lLVBxooN"
   },
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "a5ba1fea9318436e9d8978f552ba2c07",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "NGLWidget(max_frame=1999)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# view an example trj\n",
    "\n",
    "v = nv.show_mdtraj(trjs[0])\n",
    "v.clear_representations()\n",
    "v.add_representation('ball+stick')\n",
    "v"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "id": "g6Erd5-3xooN"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(10, torch.Size([2000, 378]))"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# extract all distances between CA as features -- 28 residues == 378 featurse\n",
    "\n",
    "coords_torch = list()\n",
    "for trj in trjs:\n",
    "    pdists = [torch.pdist(p)[None] for p in torch.tensor(trj.xyz)]\n",
    "    coords_torch.append(torch.cat(pdists))\n",
    "len(coords_torch), coords_torch[0].shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "id": "xe4EPNF2xooN"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "'cuda'"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "device= 'cuda' if torch.cuda.is_available() else 'cpu'\n",
    "device"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "zSRwccqwxooN"
   },
   "source": [
    "# SnRV (load pre-trained model)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "id": "oTeT0QLIxooO"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Setting random seed to 42\n"
     ]
    }
   ],
   "source": [
    "set_random_seed(42)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "id": "YcPjmatmxooO"
   },
   "outputs": [],
   "source": [
    "# train for 3 epochs (1_000_000 frames each) to avoid overfitting\n",
    "\n",
    "input_size = coords_torch[0].size()[1]\n",
    "output_size = 7\n",
    "hidden_depth = 2\n",
    "hidden_size = 100\n",
    "batch_norm = True\n",
    "dropout_rate = 0.0\n",
    "lr = 1E-2\n",
    "weight_decay = 0.0\n",
    "val_frac = 0.05\n",
    "n_epochs = 3\n",
    "batch_size = 25000\n",
    "VAMPdegree = 2\n",
    "is_reversible = True\n",
    "num_workers = 0\n",
    "\n",
    "model_snrv = Snrv(input_size, output_size, hidden_depth=hidden_depth, hidden_size=hidden_size,\n",
    "            batch_norm=batch_norm, dropout_rate=dropout_rate, lr=lr, weight_decay=weight_decay,\n",
    "            val_frac=val_frac, n_epochs=n_epochs, batch_size=batch_size,\n",
    "            VAMPdegree=VAMPdegree,is_reversible=is_reversible, num_workers=num_workers,\n",
    "            activation=torch.nn.GELU(), device=device)\n",
    "\n",
    "model_snrv = model_snrv.to(device)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "id": "ldymrQU_xooO",
    "scrolled": true
   },
   "outputs": [],
   "source": [
    "# load pretrained SRV model\n",
    "\n",
    "# (10 ns lag)  selected based on previous hyperparam check\n",
    "lag_n = 50\n",
    "\n",
    "load_pretrained_snrv = True\n",
    "save_new_model = False\n",
    "model_save_path = f'{load_path}model_snrv-3.pth'\n",
    "\n",
    "if load_pretrained_snrv:\n",
    "    ckp = torch.load(model_save_path)\n",
    "    model_snrv.load_state_dict(ckp['model_state_dict'])\n",
    "    model_snrv.training_losses = ckp['training_losses']\n",
    "    model_snrv.validation_losses = ckp['validation_losses']\n",
    "    model_snrv.evals = ckp['evals']\n",
    "    model_snrv.expansion_coefficients = ckp['expansion_coefficients']\n",
    "    model_snrv.is_fitted = True\n",
    "\n",
    "else:\n",
    "    model_snrv.fit(coords_torch, lag=lag_n, scheduler=0.98)\n",
    "    if save_new_model:\n",
    "        torch.save(model_snrv.state_dict(), model_save_path)\n",
    "\n",
    "        torch.save({\n",
    "        'model_state_dict': model_snrv.state_dict(),\n",
    "        'training_losses': model_snrv.training_losses,\n",
    "        'validation_losses': model_snrv.validation_losses,\n",
    "        'evals': model_snrv.evals,\n",
    "        'expansion_coefficients': model_snrv.expansion_coefficients,\n",
    "        }, model_save_path)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 487
    },
    "id": "KrgliUYxxooO",
    "outputId": "e369a5a1-b8e7-4dd1-cade-2d40e50a305f"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# after 5 epochs, training di\n",
    "\n",
    "fig, ax = plt.subplots()\n",
    "ax.plot(np.arange(len(model_snrv.training_losses)), model_snrv.training_losses)\n",
    "ax.plot(np.arange(len(model_snrv.validation_losses)), model_snrv.validation_losses)\n",
    "ax.set_xlabel('epoch')\n",
    "ax.set_ylabel('loss')\n",
    "ax.legend(['training','validation'])\n",
    "fig.tight_layout()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 482
    },
    "id": "XKT9h_xBxooO",
    "outputId": "5a5b7039-5567-48a8-cfd0-5552db6aaec9"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.lines.Line2D at 0x7f1b9dc772b0>"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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t27YpODhYN910k0aNGqUjR45o0aJFkkoOeyUmJmrmzJmKjY1Vbm6uJKl69eoKDAyUJD399NPq3bu36tWrp6NHj2rcuHHy9PTUwIEDr2ZTAQDAdeiqrgOUlpamO++8U40aNVKjRo1055136vPPP3d4ni1btqhNmza2j7AnJSWpTZs2Gjt2rCQpJyfH7hNcb775pi5evKhhw4YpPDzctjz55JO2msOHD2vgwIFq2rSp7rnnHtWuXVsbN25UnTp1rmZTAQDAdcjhPUCvvfaannzySfXr188WPDZu3Kg77rhDKSkpGjZsWLnn6tq1q6xW6yXXL1iwwO52enr6FedcvHhxuX8/AAAwJocD0KRJk5SSkqLhw4fbxkaMGKGOHTtq0qRJDgUgAAAAd3D4ENjp06fVs2fPUuM9evTQmTNnnNIUAACAKzkcgO666y6tWLGi1PiHH36oO++80ylNAQAAuJLDh8BatGihiRMnKj09XR06dJBUcg7Q119/rf/7v//TrFmzbLUjRoxwXqcAAABO4nAAmjdvnoKCgrR7927t3r3bNl6rVi3NmzfPdttkMhGAAABApeRwADp48KAr+gAAAKgwV3UdIAAAgKqsXAFo8uTJOnfuXLkm3LRpkz75xJjfQA0AAKqGcgWg3bt366abbtLjjz+uzz77TMePH7etu3jxorZv367XXntNt912mwYMGKCaNWu6rGEAAIBrVa5zgBYtWqTvv/9er776qv7+978rPz9fnp6e8vHx0dmzZyVJbdq00YMPPqj7779fvr6+Lm0aAADgWpT7JOjo6GjNmTNHb7zxhrZv366ff/5Z586dU0hIiGJiYhQSEuLKPgEAAJzG4U+BeXh4KCYmRjExMS5oBwAAwPX4FBgAADAcAhAAADAcAhAAADAcAhAAADCcqw5A+/fv1+rVq20XSLRarU5rCgAAwJUc/hTYyZMnNWDAAH3xxRcymUzat2+fGjZsqKFDhyooKEjTpk1zRZ8AUGHqP2fMq9kfmtzL3S0AFcbhPUBPPfWUvLy8lJWVJT8/P9v4gAEDtGrVKqc2BwAA4AoO7wFas2aNVq9erRtvvNFu/Oabb9bPP//stMYAAABcxeE9QGaz2W7Pz29OnTolHx8fpzQFAADgSg4HoM6dO2vRokW22yaTScXFxZo6daq6devm1OYAAABcweFDYFOnTlX37t21ZcsWFRUV6ZlnntGuXbt06tQpff31167oEQAAwKkc3gPUqlUr/fjjj+rUqZP69Okjs9msu+++W999950aNWrkih4BAACcyuE9QJIUGBio0aNHO7sXAEAVxuUDUJWUKwBt37693BNGRUVddTMAAAAVoVwBKCYmRiaT6YpXezaZTLJYLE5pDAAAwFXKFYAOHjzo6j4AAAAqTLkCUL169VzdBwAAQIW5qpOgJWn37t3KyspSUVGR3fhdd911zU0BAAC4ksMB6KefftJf//pX7dixw+68IJPJJEmcAwQAACo9h68D9OSTT6pBgwY6duyY/Pz8tGvXLq1fv17t2rVTenq6C1oEAABwLof3AGVkZOiLL75QSEiIPDw85OHhoU6dOik5OVkjRozQd99954o+AQAAnMbhPUAWi0U1a9aUJIWEhOjo0aOSSk6U3rt3r3O7AwAAcAGH9wC1atVK33//vRo0aKDY2FhNnTpV3t7eevPNN9WwYUNX9AgAAOBUDgegMWPGyGw2S5JeeOEF3XnnnercubNq166tJUuWOL1BAAAAZ3M4AMXHx9t+bty4sX744QedOnVKQUFBtk+CAQAAVGYOnwN05swZnTp1ym4sODhYv/zyi/Lz853WGAAAgKs4HIDuvfdeLV68uNT40qVLde+99zqlKQAAAFdyOABt2rRJ3bp1KzXetWtXbdq0ySlNAQAAuJLDAaiwsFAXL14sNX7hwgWdO3fOobnWr1+v3r17KyIiQiaTSStXrrzifdLT03XLLbfIx8dHjRs31oIFC0rVzJ49W/Xr15evr69iY2O1efNmh/oCAADXN4cDUPv27fXmm2+WGk9NTVXbtm0dmstsNis6OlqzZ88uV/3BgwfVq1cvdevWTdu2bdPIkSP14IMPavXq1baaJUuWKCkpSePGjVNmZqaio6MVHx+vY8eOOdQbAAC4fjn8KbCXXnpJcXFx+v7779W9e3dJUlpamr799lutWbPGobkSEhKUkJBQ7vrU1FQ1aNBA06ZNkyQ1b95cGzZsUEpKiu3TadOnT9dDDz2kIUOG2O7zySefaP78+Xruuecc6g8AAFyfHN4D1LFjR2VkZCgyMlJLly7VRx99pMaNG2v79u3q3LmzK3q0ycjIUFxcnN1YfHy8MjIyJElFRUXaunWrXY2Hh4fi4uJsNWUpLCxUfn6+3QIAAK5fDu8BkqSYmBi98847zu7linJzcxUaGmo3Fhoaqvz8fJ07d06//PKLLBZLmTU//PDDJedNTk7WhAkTXNIzAACofBzeA5SZmakdO3bYbn/44Yfq27evnn/+eRUVFTm1uYoyatQonTlzxrZkZ2e7uyUAAOBCDgegRx55RD/++KMk6aefftKAAQPk5+en999/X88884zTG/yjsLAw5eXl2Y3l5eUpICBA1atXV0hIiDw9PcusCQsLu+S8Pj4+CggIsFsAAMD1y+EA9OOPPyomJkaS9P7776tLly569913tWDBAi1btszZ/dnp0KGD0tLS7MbWrl2rDh06SJK8vb3Vtm1bu5ri4mKlpaXZagAAABwOQFarVcXFxZKkzz//XHfccYckKTIyUidOnHBoroKCAm3btk3btm2TVPIx923btikrK0tSyaGpwYMH2+offfRR/fTTT3rmmWf0ww8/6LXXXtPSpUv11FNP2WqSkpI0Z84cLVy4UHv27NFjjz0ms9ls+1QYAACAwydBt2vXzvZR+HXr1un111+XVBJe/vfk4yvZsmWL3VWlk5KSJEmJiYlasGCBcnJybGFIkho0aKBPPvlETz31lGbOnKkbb7xRc+fOtfuC1gEDBuj48eMaO3ascnNzFRMTo1WrVjncGwAAuH45HIBmzJihQYMGaeXKlRo9erQaN24sSfrggw902223OTRX165dZbVaL7m+rKs8d+3aVd99991l5x0+fLiGDx/uUC8AAMA4HA5AUVFRdp8C+82///1veXp6OqUpAAAAV3L4HCBJOn36tObOnatRo0bp1KlTkqTdu3fzdRMAAKBKcHgP0Pbt29W9e3fVqlVLhw4d0kMPPaTg4GAtX75cWVlZWrRokSv6BAAAcBqH9wAlJSVpyJAh2rdvn3x9fW3jd9xxh9avX+/U5gAAAFzB4QD07bff6pFHHik1fsMNNyg3N9cpTQEAALiSwwHIx8enzC8L/fHHH1WnTh2nNAUAAOBKDgegu+66Sy+88IIuXLggSTKZTMrKytKzzz6rv/3tb05vEAAAwNkcDkDTpk1TQUGB6tatq3PnzqlLly5q3LixatasqYkTJ7qiRwAAAKdy+FNggYGBWrt2rTZs2KDt27eroKBAt9xyi+Li4lzRHwAAgNM5HIB+06lTJ3Xq1MmZvQAAAFSIqwpA3377rb788ksdO3bM9sWov5k+fbpTGgMAAHAVhwPQpEmTNGbMGDVt2lShoaEymUy2dX/8GQAAoLJyOADNnDlT8+fP1/333++CdgAAAFzP4U+BeXh4qGPHjq7oBQAAoEI4HICeeuopzZ492xW9AAAAVAiHD4E9/fTT6tWrlxo1aqQWLVqoWrVqduuXL1/utOYAAABcweEANGLECH355Zfq1q2bateuzYnPAACgynE4AC1cuFDLli1Tr169XNEPAACAyzl8DlBwcLAaNWrkil4AAAAqhMMBaPz48Ro3bpzOnj3rin4AAABczuFDYLNmzdKBAwcUGhqq+vXrlzoJOjMz02nNAQAAuILDAahv374uaAMAAKDiOByAxo0b54o+AAAAKozD5wABAABUdeXaAxQcHKwff/xRISEhCgoKuuy1f06dOuW05gAAAFyhXAEoJSVFNWvWtP3MxQ8BAEBVVq4AlJiYaPuZb4EHAABVncPnAHl6eurYsWOlxk+ePClPT0+nNAUAAOBKDn8KzGq1ljleWFgob2/va24IAACjqP/cJ+5uwS0OTXb/12mVOwDNmjVLkmQymTR37lz5+/vb1lksFq1fv17NmjVzfocAAABOVu4AlJKSIqlkD1Bqaqrd4S5vb2/Vr19fqampzu8QAADAycodgA4ePChJ6tatm5YvX66goCCXNQUAAOBKDp8D9OWXX7qiDwAAgArDlaABAIDhEIAAAIDhEIAAAIDhEIAAAIDhlOsk6O3bt5d7wqioqKtuBgAAoCKUKwDFxMTIZDLJarVe8YtQLRaLUxoDAABwlXIdAjt48KB++uknHTx4UMuWLVODBg302muv6bvvvtN3332n1157TY0aNdKyZcuuqonZs2erfv368vX1VWxsrDZv3nzJ2q5du8pkMpVaevX6/bLa999/f6n1PXv2vKreAADA9adce4Dq1atn+7l///6aNWuW7rjjDttYVFSUIiMj9a9//Ut9+/Z1qIElS5YoKSlJqampio2N1YwZMxQfH6+9e/eqbt26peqXL1+uoqIi2+2TJ08qOjpa/fv3t6vr2bOn3nrrLdttHx8fh/oCAADXL4dPgt6xY4caNGhQarxBgwbavXu3ww1Mnz5dDz30kIYMGaIWLVooNTVVfn5+mj9/fpn1wcHBCgsLsy1r166Vn59fqQDk4+NjV8eVqwEAwG8cDkDNmzdXcnKy3V6YoqIiJScnq3nz5g7NVVRUpK1btyouLu73hjw8FBcXp4yMjHLNMW/ePN17772qUaOG3Xh6errq1q2rpk2b6rHHHtPJkycvOUdhYaHy8/PtFgAAcP1y+KswUlNT1bt3b9144422T3xt375dJpNJH330kUNznThxQhaLRaGhoXbjoaGh+uGHH654/82bN2vnzp2aN2+e3XjPnj119913q0GDBjpw4ICef/55JSQkKCMjw+5LXH+TnJysCRMmONQ7AACouhwOQO3bt9dPP/2kd955xxZSBgwYoL///e+l9sK42rx589S6dWu1b9/ebvzee++1/dy6dWtFRUWpUaNGSk9PV/fu3UvNM2rUKCUlJdlu5+fnKzIy0nWNAwAAt3I4AElSjRo19PDDD1/zLw8JCZGnp6fy8vLsxvPy8hQWFnbZ+5rNZi1evFgvvPDCFX9Pw4YNFRISov3795cZgHx8fDhJGgAAA7mqK0G//fbb6tSpkyIiIvTzzz9LklJSUvThhx86NI+3t7fatm2rtLQ021hxcbHS0tLUoUOHy973/fffV2Fhof7xj39c8fccPnxYJ0+eVHh4uEP9AQCA65PDAej1119XUlKSEhIS9Msvv9gufBgUFKQZM2Y43EBSUpLmzJmjhQsXas+ePXrsscdkNps1ZMgQSdLgwYM1atSoUvebN2+e+vbtq9q1a9uNFxQU6J///Kc2btyoQ4cOKS0tTX369FHjxo0VHx/vcH8AAOD64/AhsFdeeUVz5sxR3759NXnyZNt4u3bt9PTTTzvcwIABA3T8+HGNHTtWubm5iomJ0apVq2wnRmdlZcnDwz6n7d27Vxs2bNCaNWtKzefp6ant27dr4cKFOn36tCIiItSjRw+9+OKLHOYCAACSriIAHTx4UG3atCk17uPjI7PZfFVNDB8+XMOHDy9zXXp6eqmxpk2bymq1lllfvXp1rV69+qr6AAAAxuDwIbAGDRpo27ZtpcZXrVrl8HWAAAAA3MHhPUBJSUkaNmyYzp8/L6vVqs2bN+u9995TcnKy5s6d64oeAQAAnMrhAPTggw+qevXqGjNmjM6ePau///3vioiI0MyZM+2uvwMAAFBZXdV1gAYNGqRBgwbp7NmzKigoKPNLSwEAACqrqwpAv/Hz85Ofn5+zegEAAKgQ5QpAt9xyi9LS0hQUFKQ2bdrIZDJdsjYzM9NpzQEAALhCuQJQnz59bNfQ6du3ryv7AQAAcLlyBaBx48aV+TMAAEBVdFXfBQYAAFCVlWsPUFBQ0GXP+/mjU6dOXVNDAAAArlauAHQ1X3IKAABQWZUrACUmJrq6DwAAgApzVdcBslgsWrFihfbs2SNJatGihfr06SMvr2u6rBAAAECFcDix7Nq1S3fddZdyc3PVtGlTSdKUKVNUp04dffTRR2rVqpXTmwQAAHAmhz8F9uCDD6ply5Y6fPiwMjMzlZmZqezsbEVFRenhhx92RY8AAABO5fAeoG3btmnLli0KCgqyjQUFBWnixIm69dZbndocAACAKzi8B6hJkybKy8srNX7s2DE1btzYKU0BAAC4ksMBKDk5WSNGjNAHH3ygw4cP6/Dhw/rggw80cuRITZkyRfn5+bYFAACgMnL4ENidd94pSbrnnntsF0e0Wq2SpN69e9tum0wmWSwWZ/UJAADgNA4HoC+//NIVfQAAAFQYhwNQly5dXNEHAABAhbmqKxeeP39e27dv17Fjx1RcXGy37q677nJKYwAAAK7icABatWqVBg8erBMnTpRax3k/AACgKnD4U2BPPPGE+vfvr5ycHBUXF9sthB8AAFAVOByA8vLylJSUpNDQUFf0AwAA4HIOB6B+/fopPT3dBa0AAABUDIfPAXr11VfVv39/ffXVV2rdurWqVatmt37EiBFOaw4AAMAVHA5A7733ntasWSNfX1+lp6fbLoYolZwETQACAACVncMBaPTo0ZowYYKee+45eXg4fAQNAADA7RxOMEVFRRowYADhBwAAVFkOp5jExEQtWbLEFb0AAABUCIcPgVksFk2dOlWrV69WVFRUqZOgp0+f7rTmAAAAXMHhALRjxw61adNGkrRz5067dX88IRoAAKCy4tvgAQCA4XAmMwAAMJxy7wG6++67y1W3fPnyq24GAACgIpQ7AAUGBrqyDwAAgApT7gD01ltvubIPAACACsM5QAAAwHAqRQCaPXu26tevL19fX8XGxmrz5s2XrF2wYIFMJpPd4uvra1djtVo1duxYhYeHq3r16oqLi9O+fftcvRkAAKCKcHsAWrJkiZKSkjRu3DhlZmYqOjpa8fHxOnbs2CXvExAQoJycHNvy888/262fOnWqZs2apdTUVG3atEk1atRQfHy8zp8/7+rNAQAAVYDbA9D06dP10EMPaciQIWrRooVSU1Pl5+en+fPnX/I+JpNJYWFhtiU0NNS2zmq1asaMGRozZoz69OmjqKgoLVq0SEePHtXKlSsrYIsAAEBl59YAVFRUpK1btyouLs425uHhobi4OGVkZFzyfgUFBapXr54iIyPVp08f7dq1y7bu4MGDys3NtZszMDBQsbGxl50TAAAYh1sD0IkTJ2SxWOz24EhSaGiocnNzy7xP06ZNNX/+fH344Yf6z3/+o+LiYt122206fPiwJNnu58ichYWFys/Pt1sAAMD1y+2HwBzVoUMHDR48WDExMerSpYuWL1+uOnXq6I033rjqOZOTkxUYGGhbIiMjndgxAACobNwagEJCQuTp6am8vDy78by8PIWFhZVrjmrVqqlNmzbav3+/JNnu58ico0aN0pkzZ2xLdna2o5sCAACqELcGIG9vb7Vt21ZpaWm2seLiYqWlpalDhw7lmsNisWjHjh0KDw+XJDVo0EBhYWF2c+bn52vTpk2XnNPHx0cBAQF2CwAAuH45/G3wzpaUlKTExES1a9dO7du314wZM2Q2mzVkyBBJ0uDBg3XDDTcoOTlZkvTCCy/oT3/6kxo3bqzTp0/r3//+t37++Wc9+OCDkko+ITZy5Ei99NJLuvnmm9WgQQP961//UkREhPr27euuzQQAAJWI2wPQgAEDdPz4cY0dO1a5ubmKiYnRqlWrbCcxZ2VlycPj9x1Vv/zyix566CHl5uYqKChIbdu21TfffKMWLVrYap555hmZzWY9/PDDOn36tDp16qRVq1aVumAiAAAwJrcHIEkaPny4hg8fXua69PR0u9spKSlKSUm57Hwmk0kvvPCCXnjhBWe1CAAAriNV7lNgAAAA14oABAAADIcABAAADIcABAAADIcABAAADIcABAAADIcABAAADIcABAAADIcABAAADIcABAAADIcABAAADIcABAAADIcABAAADIcABAAADIcABAAADIcABAAADIcABAAADIcABAAADIcABAAADIcABAAADIcABAAADIcABAAADIcABAAADIcABAAADIcABAAADIcABAAADIcABAAADIcABAAADIcABAAADIcABAAADIcABAAADIcABAAADIcABAAADIcABAAADIcABAAADIcABAAADIcABAAADIcABAAADIcABAAADIcABAAADKdSBKDZs2erfv368vX1VWxsrDZv3nzJ2jlz5qhz584KCgpSUFCQ4uLiStXff//9MplMdkvPnj1dvRkAAKCKcHsAWrJkiZKSkjRu3DhlZmYqOjpa8fHxOnbsWJn16enpGjhwoL788ktlZGQoMjJSPXr00JEjR+zqevbsqZycHNvy3nvvVcTmAACAKsDtAWj69Ol66KGHNGTIELVo0UKpqany8/PT/Pnzy6x/55139PjjjysmJkbNmjXT3LlzVVxcrLS0NLs6Hx8fhYWF2ZagoKCK2BwAAFAFuDUAFRUVaevWrYqLi7ONeXh4KC4uThkZGeWa4+zZs7pw4YKCg4PtxtPT01W3bl01bdpUjz32mE6ePHnJOQoLC5Wfn2+3AACA65dbA9CJEydksVgUGhpqNx4aGqrc3NxyzfHss88qIiLCLkT17NlTixYtUlpamqZMmaJ169YpISFBFoulzDmSk5MVGBhoWyIjI69+owAAQKXn5e4GrsXkyZO1ePFipaeny9fX1zZ+77332n5u3bq1oqKi1KhRI6Wnp6t79+6l5hk1apSSkpJst/Pz8wlBAABcx9y6BygkJESenp7Ky8uzG8/Ly1NYWNhl7/vyyy9r8uTJWrNmjaKioi5b27BhQ4WEhGj//v1lrvfx8VFAQIDdAgAArl9uDUDe3t5q27at3QnMv53Q3KFDh0veb+rUqXrxxRe1atUqtWvX7oq/5/Dhwzp58qTCw8Od0jcAAKja3P4psKSkJM2ZM0cLFy7Unj179Nhjj8lsNmvIkCGSpMGDB2vUqFG2+ilTpuhf//qX5s+fr/r16ys3N1e5ubkqKCiQJBUUFOif//ynNm7cqEOHDiktLU19+vRR48aNFR8f75ZtBAAAlYvbzwEaMGCAjh8/rrFjxyo3N1cxMTFatWqV7cTorKwseXj8ntNef/11FRUVqV+/fnbzjBs3TuPHj5enp6e2b9+uhQsX6vTp04qIiFCPHj304osvysfHp0K3DQAAVE5uD0CSNHz4cA0fPrzMdenp6Xa3Dx06dNm5qlevrtWrVzupMwAAcD1y+yEwAACAikYAAgAAhkMAAgAAhkMAAgAAhkMAAgAAhkMAAgAAhkMAAgAAhkMAAgAAhkMAAgAAhkMAAgAAhkMAAgAAhkMAAgAAhkMAAgAAhkMAAgAAhkMAAgAAhkMAAgAAhkMAAgAAhkMAAgAAhkMAAgAAhkMAAgAAhkMAAgAAhkMAAgAAhkMAAgAAhkMAAgAAhkMAAgAAhkMAAgAAhkMAAgAAhkMAAgAAhkMAAgAAhkMAAgAAhkMAAgAAhkMAAgAAhkMAAgAAhkMAAgAAhkMAAgAAhkMAAgAAhkMAAgAAhkMAAgAAhkMAAgAAhlMpAtDs2bNVv359+fr6KjY2Vps3b75s/fvvv69mzZrJ19dXrVu31qeffmq33mq1auzYsQoPD1f16tUVFxenffv2uXITAABAFeL2ALRkyRIlJSVp3LhxyszMVHR0tOLj43Xs2LEy67/55hsNHDhQQ4cO1Xfffae+ffuqb9++2rlzp61m6tSpmjVrllJTU7Vp0ybVqFFD8fHxOn/+vEO9mc1mWa1W2+2ioiKZzWYVFhaWqjObzSouLraNXbhwQWazudTvNJvNKi46L6v191qr5WLJ2MUiu9riC+dLxostv9cWW1RcdF7FFwqvobbQSbX222a9WFRSa7l4xdrz58/LbDbrwoULv/+u4mLbY/lHhYX/vwfL77VWa3HJvEX/28OFMmqttto/Pp9Wy1XUXvy9VtIfaouvsrb8z/2lXlNnz56V2WyWxfJ77cWLF0teaxX03F/z6+SSz6cjtWU/n5d6TZnNZhUVFZVZ69hzf7Wvk0s899f4OnHGe8S5c+dkNpt18eLvj7vFYpHZbNa5c+euWOuM94hrf+4r9j3Ckb8Pl6q95ufeKa+TinuP+O01dfbsWbtaR/4+lFVbXm4PQNOnT9dDDz2kIUOGqEWLFkpNTZWfn5/mz59fZv3MmTPVs2dP/fOf/1Tz5s314osv6pZbbtGrr74qqeTFOWPGDI0ZM0Z9+vRRVFSUFi1apKNHj2rlypUO9RYREaETJ07Ybv/73/+Wv7+/hg8fbldXt25d+fv7KysryzY2e/Zs+fv7a+jQoXa19evXV3ZKP104kW0bK9jxubJT+un4f6fa1R6d+7iyU/qpKO+Abcy8Z31J7bIX7WpzFyYpO6WfCg/vso2d279Z2Sn9dGzJGLvavHefU3ZKP507mGkbO//zdmWn9FPuf562qz32/jhlp/TT2R8zbGOFR/cqO6Wfct56wq72+IpJyk7pJ/PudNvYheM/Kzuln46++bBd7X333Sd/f3+9+eabtrEDBw7I399fN9xwg13tI488ouyUfsrf8l/bmKXglLJT+il75gC72lNfzFV2Sj+dyVhqG7MWmktqU/pJf/jHd3r928pO6afT69/+fYJii63WWvj7P7QzGUuVndJPp76Ya/f7smcOUHZKP1kKTtnG8rf8V9kp/XRy9at2tYdfS1R2Sj9d/CXHNlbw/Splp/TTiY+n2dUeffPhktfJ8Z9tY++88478/f31t7/9za42Ojpa/v7+2rhxo21sxYoV8vf317H3x9nV5v7naWWn9NP5n7fbxs4dzFR2Sj/lvfucXe2xJWNKXif7f98jW3h4V8nrZGGSXe3xZS+WPPd71tvGivIOlDz3cx+3r/3vVGWn9FPBjs9tYxdOZCs7pZ+OpD5gV3vis5nKTumnXzM/sY1Z8o8rO6WfDr86yK721NrXS14nm5b/fv8TJ+Tv7y9/f3+72meffVb+/v6aMGGCbezs2bO2Wusf3uhPf/2eslP66Zf0t+zm+O11Unwu3zaWv2l5yetk7et2tYdfHVTyOsk/bhv7NfOTkuf+s5l2tUdSH3D7e8Sf//xn+fv7a/Xq1baxL774Qv7+/urQoYNdbUJCgvz9/bVixQrbmDPeI058PK3kdfL9KtvYxV9ySp771xLtak+uftXt7xGTJk2Sv7+/kpLs/23UqlVL/v7+ysn5/d/9zJkz5e/vr0ceecSu9lrfI8y700ue+xWT7Gpz3nqi5Lk/utc2dvbHjJLn3o3vEZmZmfL391eLFi3sau+99175+/trwYIFtrE9e/bI399f9evXt6sdOnSo/P39NXv2bDnKrQGoqKhIW7duVVxcnG3Mw8NDcXFxysjIKPM+GRkZdvWSFB8fb6s/ePCgcnNz7WoCAwMVGxt7yTkBAICxmKx/3IdXwY4ePaobbrhB33zzjd3/VTzzzDNat26dNm3aVOo+3t7eWrhwoQYOHGgbe+211zRhwgTl5eXpm2++UceOHXX06FGFh4fbau655x6ZTCYtWbKk1JyFhYV2uyLPnDmjm266SXv37lVoaKhMJpOkksB24cIFeXl5ycfHx1b/2y656tWry8OjJFNeuHBBRUVF8vT0lK+vr13trS99LlM1b5lMJbVWy0VZLRdl8vCQycvbVlt84bxklUxe1WTy8CypLbaU7F43meRRzecqawslq9UJtZJHtd+3zXqxSNbiYpk8vWTy9CpVu3tSH1vt+fPnZbFY5O3trWrVqpX8ruJi2+71GjVq2D0/bcavksnTUybPklqrtVjWCyW7eT28/9jDBVmLLf9Ta7X9H72pmo/t+bRaLshqcbDWw1Mmr2q/Pz7/f/e6/fPpSO2Vn/tdL94h6dKvqbNnz8pqtcrX11eeniXP0cWLF1VYWKhbJ6ZVyHN/za+TSz6fjtT+/tzveulO2/P52+71/31NXbx4UdWqVZO3t3ep2vZTvnLgub/a18klnvurfJ044z1i54R4SSWHtYqLi+Xj4yMvr5LH3WKx6Pz58/Lw8FD16tVt8/6xNubFtP+Z17H3iKt/nZT1777i3iN2Toh36O/DH2vbTkp33nPvlNdJxbxH7JwQb3tNmUwm+fn52Wod+fvwv7X5+fmKjIzU6dOnFRgYqMvxuuxag0hOTrbbFf6bpk2buqGb61eg43soISlwlrs7qHoCX3F3B1VT4Ax3d1A18bg5ztWP2a+//lq5A1BISIg8PT2Vl5dnN56Xl6ewsLAy7xMWFnbZ+t/+m5eXZ7cHKC8vTzExMWXOOWrUKLvjtsXFxTp16pRq165t+z+B68FvyTg7O1sBAQHubqdK4DG7OjxuV4fH7erwuDnuen3MrFarfv31V0VERFyx1q0ByNvbW23btlVaWpr69u0rqSR8pKWllTrR+DcdOnRQWlqaRo4caRtbu3at7RBagwYNFBYWprS0NFvgyc/P16ZNm/TYY4+VOaePj4/dLkup5MS161VAQMB19YKvCDxmV4fH7erwuF0dHjfHXY+P2ZX2/PzG7YfAkpKSlJiYqHbt2ql9+/aaMWOGzGazhgwZIkkaPHiwbrjhBiUnJ0uSnnzySXXp0kXTpk1Tr169tHjxYm3ZssX2aSKTyaSRI0fqpZde0s0336wGDRroX//6lyIiImwhCwAAGJvbA9CAAQN0/PhxjR07Vrm5uYqJidGqVasUGhoqScrKyrKdOCZJt912m959912NGTNGzz//vG6++WatXLlSrVq1stU888wzMpvNevjhh3X69Gl16tRJq1atsjtxFAAAGJdbPwWGilVYWKjk5GSNGjWq1CE/lI3H7OrwuF0dHrerw+PmOB4zAhAAADAgt18JGgAAoKIRgAAAgOEQgAAAgOEQgAxg/fr16t27tyIiImQymRz+UlgjSk5O1q233qqaNWuqbt266tu3r/bu3XvlOxrc66+/rqioKNu1RTp06KDPPvvM3W1VKZMnT7ZdzgOXNn78eJlMJrulWbNm7m6rSjhy5Ij+8Y9/qHbt2qpevbpat26tLVu2uLutCkcAMgCz2azo6Oir+rZco1q3bp2GDRumjRs3au3atbpw4YJ69Ohh+14flO3GG2/U5MmTtXXrVm3ZskV/+ctf1KdPH+3atevKd4a+/fZbvfHGG4qKinJ3K1VCy5YtlZOTY1s2bNjg7pYqvV9++UUdO3ZUtWrV9Nlnn2n37t2aNm2agoKC3N1ahXP7dYDgegkJCUpISHB3G1XKqlWr7G4vWLBAdevW1datW/XnP//ZTV1Vfr1797a7PXHiRL3++uvauHGjWrZs6aauqoaCggINGjRIc+bM0UsvveTudqoELy+vS35tEso2ZcoURUZG6q233rKNNWjQwI0duQ97gIByOHPmjCQpODjYzZ1UHRaLRYsXL5bZbLZ9VQ0ubdiwYerVq5fi4uLc3UqVsW/fPkVERKhhw4YaNGiQsrKy3N1Spfff//5X7dq1U//+/VW3bl21adNGc+bMcXdbbsEeIOAKiouLNXLkSHXs2NHuiuMo244dO9ShQwedP39e/v7+WrFihVq0aOHutiq1xYsXKzMzU99++627W6kyYmNjtWDBAjVt2lQ5OTmaMGGCOnfurJ07d6pmzZrubq/S+umnn/T6668rKSlJzz//vL799luNGDFC3t7eSkxMdHd7FYoABFzBsGHDtHPnTs4vKKemTZtq27ZtOnPmjD744AMlJiZq3bp1hKBLyM7O1pNPPqm1a9fydT0O+ONh/aioKMXGxqpevXpaunSphg4d6sbOKrfi4mK1a9dOkyZNkiS1adNGO3fuVGpqquECEIfAgMsYPny4Pv74Y3355Ze68cYb3d1OleDt7a3GjRurbdu2Sk5OVnR0tGbOnOnutiqtrVu36tixY7rlllvk5eUlLy8vrVu3TrNmzZKXl5csFou7W6wSatWqpSZNmmj//v3ubqVSCw8PL/U/I82bNzfk4UP2AAFlsFqteuKJJ7RixQqlp6cb9iRBZyguLlZhYaG726i0unfvrh07dtiNDRkyRM2aNdOzzz4rT09PN3VWtRQUFOjAgQO677773N1KpdaxY8dSl/T48ccfVa9ePTd15D4EIAMoKCiw+7+igwcPatu2bQoODtZNN93kxs4qr2HDhundd9/Vhx9+qJo1ayo3N1eSFBgYqOrVq7u5u8pr1KhRSkhI0E033aRff/1V7777rtLT07V69Wp3t1Zp1axZs9S5ZTVq1FDt2rU55+wynn76afXu3Vv16tXT0aNHNW7cOHl6emrgwIHubq1Se+qpp3Tbbbdp0qRJuueee7R582a9+eabevPNN93dWsWz4rr35ZdfWiWVWhITE93dWqVV1uMlyfrWW2+5u7VK7YEHHrDWq1fP6u3tba1Tp461e/fu1jVr1ri7rSqnS5cu1ieffNLdbVRqAwYMsIaHh1u9vb2tN9xwg3XAgAHW/fv3u7utKuGjjz6ytmrVyurj42Nt1qyZ9c0333R3S27Bt8EDAADD4SRoAABgOAQgAABgOAQgAABgOAQgAABgOAQgAABgOAQgAABgOAQgAABgOAQgAABgOAQgAFfl/vvvV9++fd3dxjVZsGCBatWqdU1zOOtxMJlMWrly5TXPA6B8+C4wAKWYTKbLrh83bpxmzpwpLiQvHgegiiIAASglJyfH9vOSJUs0duxYu2+Q9vf3l7+/vztaq3QCAwPd3QKAq8AhMAClhIWF2ZbAwECZTCa7MX9//1KHfrp27aonnnhCI0eOVFBQkEJDQzVnzhyZzWYNGTJENWvWVOPGjfXZZ5/Z/a6dO3cqISFB/v7+Cg0N1X333acTJ07Y1n/wwQdq3bq1qlevrtq1aysuLk5ms9m2fv78+WrZsqV8fHwUHh6u4cOH29ZNnz5drVu3Vo0aNRQZGanHH39cBQUFl932Dz/8ULfccot8fX3VsGFDTZgwQRcvXrxkfVmPw4gRI/TMM88oODhYYWFhGj9+vN199u3bpz//+c/y9fVVixYttHbt2lLzZmdn65577lGtWrUUHBysPn366NChQ5KkH374QX5+fnr33Xdt9UuXLlX16tW1e/fuy24fgBIEIABOs3DhQoWEhGjz5s164okn9Nhjj6l///667bbblJmZqR49eui+++7T2bNnJUmnT5/WX/7yF7Vp00ZbtmzRqlWrlJeXp3vuuUdSyZ6ogQMH6oEHHtCePXuUnp6uu+++23bI6fXXX9ewYcP08MMPa8eOHfrvf/+rxo0b2/rx8PDQrFmztGvXLi1cuFBffPGFnnnmmUv2/9VXX2nw4MF68skntXv3br3xxhtasGCBJk6c6PDjUKNGDW3atElTp07VCy+8YAs5xcXFuvvuu+Xt7a1NmzYpNTVVzz77rN39L1y4oPj4eNWsWVNfffWVvv76a/n7+6tnz54qKipSs2bN9PLLL+vxxx9XVlaWDh8+rEcffVRTpkxRixYtHOoVMCy3fhc9gErvrbfesgYGBpYaT0xMtPbp08d2u0uXLtZOnTrZbl+8eNFao0YN63333Wcby8nJsUqyZmRkWK1Wq/XFF1+09ujRw27e7OxsqyTr3r17rVu3brVKsh46dKjM3iIiIqyjR48u97a8//771tq1a19y27p3726dNGmS3X3efvtta3h4+CXnvNLjYLVarbfeeqv12WeftVqtVuvq1autXl5e1iNHjtjWf/bZZ1ZJ1hUrVth+Z9OmTa3FxcW2msLCQmv16tWtq1evto316tXL2rlzZ2v37t2tPXr0sKsHcHmcAwTAaaKiomw/e3p6qnbt2mrdurVtLDQ0VJJ07NgxSdL333+vL7/8sszziQ4cOKAePXqoe/fuat26teLj49WjRw/169dPQUFBOnbsmI4eParu3btfsp/PP/9cycnJ+uGHH5Sfn6+LFy/q/PnzOnv2rPz8/ErVf//99/r666/t9vhYLJbL3udKj4MkhYeH27Z5z549ioyMVEREhG19hw4dSvWxf/9+1axZ0278/PnzOnDggO32/Pnz1aRJE3l4eGjXrl1XPHkdwO8IQACcplq1ana3TSaT3dhvf6CLi4slSQUFBerdu7emTJlSaq7w8HB5enpq7dq1+uabb7RmzRq98sorGj16tDZt2qSQkJDL9nLo0CHdeeedeuyxxzRx4kQFBwdrw4YNGjp0qIqKisoMMwUFBZowYYLuvvvuUut8fX2v/AD8f2U9Dr9tc3kUFBSobdu2euedd0qtq1Onju3n77//XmazWR4eHsrJyVF4eHi5fwdgdAQgAG5zyy23aNmyZapfv768vMp+OzKZTOrYsaM6duyosWPHql69elqxYoWSkpJUv359paWlqVu3bqXut3XrVhUXF2vatGny8Cg53XHp0qVX7Gfv3r125xE5W/PmzZWdnW0XWDZu3FiqjyVLlqhu3boKCAgoc55Tp07p/vvv1+jRo5WTk6NBgwYpMzNT1atXd1nvwPWEk6ABuM2wYcN06tQpDRw4UN9++60OHDig1atXa8iQIbJYLNq0aZMmTZqkLVu2KCsrS8uXL9fx48fVvHlzSdL48eM1bdo0zZo1S/v27VNmZqZeeeUVSVLjxo114cIFvfLKK/rpp5/09ttvKzU19bL9jB07VosWLdKECRO0a9cu7dmzR4sXL9aYMWOcts1xcXFq0qSJEhMT9f333+urr77S6NGj7WoGDRqkkJAQ9enTR1999ZUOHjyo9PR0jRgxQocPH5YkPfroo4qMjNSYMWM0ffp0WSwWPf30007rE7jeEYAAuE1ERIS+/vprWSwW9ejRQ61bt9bIkSNVq1YteXh4KCAgQOvXr9cdd9yhJk2aaMyYMZo2bZoSEhIkSYmJiZoxY4Zee+01tWzZUnfeeaf27dsnSYqOjtb06dM1ZcoUtWrVSu+8846Sk5Mv2098fLw+/vhjrVmzRrfeeqv+9Kc/KSUlRfXq1XPaNnt4eGjFihU6d+6c2rdvrwcffLDUp8z8/Py0fv163XTTTbr77rvVvHlzDR06VOfPn1dAQIAWLVqkTz/9VG+//ba8vLxUo0YN/ec//9GcOXNKXWYAQNlMViuXMAUAAMbCHiAAAGA4BCAAAGA4BCAAAGA4BCAAAGA4BCAAAGA4BCAAAGA4BCAAAGA4BCAAAGA4BCAAAGA4BCAAAGA4BCAAAGA4BCAAAGA4/w+NClOUi5r8bwAAAABJRU5ErkJggg==",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "evals = model_snrv.evals.cpu().detach().numpy()\n",
    "plt.bar(range(1, evals.size), -lag_n*save_freq/np.log(evals[1:]))  # by default use evals[1:]\n",
    "plt.ylabel('Implied timescale (ps)')\n",
    "plt.xticks(range(1, evals.size))\n",
    "plt.xlabel('Timescale index')\n",
    "plt.axhline(lag_n*save_freq, color='k', linestyle=':')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "i1c5t0nvxooP",
    "outputId": "d6c1bc60-1015-49f0-8368-03675c25fc81"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "(20000, 7)\n"
     ]
    }
   ],
   "source": [
    "evecs = model_snrv.transform(torch.cat(coords_torch)).cpu().detach().numpy()\n",
    "print(evecs.shape)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {
    "id": "52WqsTTvxooP"
   },
   "outputs": [],
   "source": [
    "# lag=1 here corresponds to lag=50 in original dataset\n",
    "\n",
    "import deeptime as dt\n",
    "tica = dt.decomposition.TICA(lagtime=1, dim=2)\n",
    "TICs = tica.fit_transform([a.numpy() for a in coords_torch]).reshape(-1, 2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 247
    },
    "id": "kGXjG3iJxooP",
    "outputId": "097fcf87-1b10-4200-dca8-8cfad8c7153b"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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73hfZl8vlePnll/mDP/gDtm7dyvDwML/927/Nu971Ll566aVJy73yyit5+OGHK+8d56Lu6p+XGDtx8XJiULHtCORLsKBVC0hxYdtxWEKwadnkxyQcwU9dq3jlCIzktGfUteuNGHW+Y8YTs+N1Y6V83+c73/kO2WyWW265JfaYz372s3UzS4YLG6UkpX0vIHsPVbdNjFJ89VHSN/4UVrp1zq4lbIfk+q14PXvx+4/g7n0etWozztJ1c3YNw9wirOZWvBC+MSAGjbETFx+er/i7f8uy/YBX2Xa83+cvvzXBZ365nbaWuROMWjMWH7y3hR8/W+TVAyX+6YEcb705zdWXmLxR5ytny07cd9993HfffbH7Ojs7eeihhyLbvvCFL3DTTTdx/Phx1qxZ07Bcx3FYtmyKUa/hrGLsxMWH6yse2wX9oUCIgTF4aAe863qFM4erp2WSgps3KV47Br3D8Nx+uGqNYmmn6Yuer5jxxOy46KflduzYQVtbG6lUil//9V/n/vvv54orYvL9AJ/61KcYHR2tvHp6eua5toa5xj+xPyJGAaB8kD7+UO+cXku5RUp7nsU79DJqYhg1dgZ399N4/UcnP09KvJP7KR14Ce/EPpT0m76mHB3AO7EP/8wJlFm5YdqYmG/DdDF24uLjR88UImIUlJfWziv293jxJ82Q8ZzkK9/L8sOn8/Sc9jl00uevv5tlz1F30vNKruLhFwt86+EcT2wv4sct19SAQyc8nn6tyP7jrrETM2C6dmJsbCzyCnvKzIbR0VGEEHR1dU163IEDB1ixYgUbNmzgQx/6EMePH5+T6xuax9iJi49th6NiVECuCIMTc3utfEnx6E7Yc1J7SfWPwiM7YHB88vbb9RS7ehQvHVIc7ldNt/dKKfpGFIf6FANjxkbMBDOemB0XvYfU5s2b2b59O6Ojo/zLv/wLH/7wh3n88cdjRalUKkUqFbOqmmHWKKUQYv5/hP5wf+R9ZbEKpRBi7vRYf+Q0pdceA79+UOGfPBDrJaWUwju5H+/4bigVQAh8pfAHekhuffOUrp/ekR14+1+ovLeWriOx9c3n5DlfqAjLatLF9qLX7g1NYuzE2eNc2Ym9xxqLTvYcznrvOuzypfsncEOXUygsS/DUayUuX1fvJeX7ikdfLvLgC0UmcgrbAl/CnqMuv/bu1imf1/2P5/mPF6qCyB3XJPnZezLGTkyD6dqJ1auj4f2f/vSn+cxnPjOrOhQKBT75yU/ywQ9+kI6OjobH3XzzzXz1q19l8+bN9Pb28kd/9Ee88Y1vZOfOnbS3t8+qDobmMXbi7BAILOei/eodbrxvLjWGowOKZ/eXF+qu4XA/LIr5GftSsesE7DsJrl9d6PvMGNy0qf74MEopnj+oyw64arViy1pjI6aDGU/MjotekEomk2zcuBGA66+/nhdffJH/9b/+F1/+8pfPcc1eH4yNjzM4OIiUknQ6zdLu7nnNZyASSaqLamsUQCKFvXjlnFxDKUVp55OxYpTeL2O3u3uexe89BLYTHAhoryc51Dtp/WR+PCJGAcj+o8j+o9jL1s/gLl6fWI6F5UxtHCxpDIjBcLZ4ZFuRHz6dp+jCFescPvxTLbRl5u8315YRlQ58mMWdFpvXzI29KpYUX/leVIyqoIj1eJJK8ZXvZ3ntUPUkv2xOth/wONLrs2FF4/od7/ciYhTAE9tLXL85waVrTIhgs0zXTvT09EREo9kKE67r8v73vx+lFF/84hcnPTYcArhlyxZuvvlm1q5dy7e//W1+5Vd+ZVb1MBjOFUopdp+AfacUUsHKhYobLhEk5nDCYCpSCcjGODsuaIVFc5QuNl9SPNdAjAKIc4yVUvHwDh0+KER5xFM+7mA/XL5KTZrjqm8kKkYB7OyBNYsVXa1GlGoWM56YHa+7pyKlnDP3acPk5HI5BgYGkFL3oAuFAr19ffMaMuCsuQIsu7rGKiDaFpC+7t66lfJmjFvQr0Z1iBGIZG4c2Xuw6rIVRinkyGnk+GDDZ6Vy4/UbhUDlTOLM6RDMaDTzMhgMc8+2vSW+80iefBGkhN1HPP72B7l5rcNP3ZLGsqKz3OuX2/zXn2sjnZybDvngqKysmhRB6UmSGy+rT4Z+rNePiFGR05Ri3zGPkwN+QzsxMBw/GXK6wXZDPNO1Ex0dHZHXbASpQIw6duwYDz300KTeUXF0dXVx6aWXcvDgwRnXwWA41xzsh10nFJ7UosyJQXjp0PyGll2zTv8ftgjLuuCeq8GaIxepsXy86ATaTqxdUr/91IgWoyoHhc9RcGoYRnONn9V4g+HLeH6q2hrCmPHE7LioPaQ+9alPcd9997FmzRrGx8f5xje+wWOPPcaDDz54rqv2uiCbqx9UlEolfN+fNy8pq7WT1I334Z08AL6HvWjFpKvlzQgnpUWv2txPloOz/mrsFVF/WX+kH/fQdm03lNKjMCHKPrYSPBf/yKv4R17FWrSSxDVvRljRlZ6slg5qPb9QCtHaOa2q+wM9yMGTYCdwVm1GZF5fqwKaZVoNhnPL9gNuxDtJKth33KPkKpKJ+fndrV/h8Ls/387TO4r4Plx7aSI2fG42dLbFe2G1pAXvvTPD9TWC1K4jLv/2VPyIQCmtYn3/iTzffyLPjVck+MjbW+sGRUsXxq8QuGxRcysHBtd6eb/LwR6P1ozgjmtSdLS+vjrU58pOBGLUgQMHePTRR1m0aNG0y5iYmODQoUP8wi/8wpzWzWCYT04ORhtOBZwcmt86rFggeOtWxZHT+v26JdA9x0nGWxto16kE3LABlnVFr3f8jGLH8epoIBzJWDYTvFhOo7t5ueKGS+rDHTsy8dfsaGm+3krp5zI4AZkkXLr89bcqoBlPzI6LWpA6ffo0v/iLv0hvby+dnZ1s2bKFBx98kLe85S3numqvCxrFeM829ltJiSpMgO1gpaZuMa2WDpKbrp/VNWProRRezx78kwd12J30CcyCyLSTuv6tdV5Y/uhpSi8/BKiq5VAShK2th+dGZl/k4En8oztxNmyNlCMybTiX34K355nqfa7chNW9tun6e8d24+17vlIPv2cvyTe8C6vl9ZNnwsR8GwznloQjaqV1hIDZ/uRcT3FmVNKSEnS2TV3Yqm6bD9w9jR54k/hS8cOnCzy/q0RLWpDNq4owtWapze98qL1OeNt52OWv/jUbW14gRoV5cbfLptUl7rgmam9Wddu88/Y0//ZUdQr8LTcm2biq+a7fD58u8O/PFrEtXeenXi3xex9uf12JUmfLTkxMTEQ8l44cOcL27dtZuHAhy5cv56d/+qd5+eWX+eEPf4jv+/T19QGwcOFCkkktYN599928973v5WMf+xgAv/M7v8M73/lO1q5dy6lTp/j0pz+Nbdt88IMfnFbdDIbzCTvmpxW3bbp4vmKiAOkETXnDLukQLJmek2JT+FLx8mE4PggJu5wHCt3UL+2Eu66s98I6clrnmgJA6JAnqUK5cmuusa8XlnbBmsXR7Us7YfNyvT/gmnXQ2dL8WO2lQ3CgrzycUHCkH952jSLxOhKlzHhidlzUgtTf/d3fnesqvK7paG9nbGwsEk7Q1tqKbTc/O1uLzE9Q3PUUqqg76/biVSQ33XhOfuBez168w6+Gtgishcuwl6zB7l6LcGIS1J7YF1OSAuljr74MeWxX3V45Hj8N5Ky5HGvhctTEECLViujqblrsU0riHXgpeFO+IRf/6A6sK25tqoyLgsAzrZnjDAbDnPOma5M8v7sUyXtx53XJWS2hfeK0zxf+ZYLRrC7wjmuSfOCeDNY5+B3/4MlCNI+TgGs2JdiyMcENlydjO+wPvxifVsC24K7rkjz0Qqlue0+/B9RPr//ULWm2XJKgb8hnSZfF2mXNd/vyRcWPn9V1CXJXjeUUj71S5F23N5hWvxg5S3bipZde4q677qq8/8QnPgHAhz/8YT7zmc/wgx/8AIBrrrkmct6jjz7KnXfeCcChQ4c4c+ZMZd+JEyf44Ac/yODgIEuWLOH222/nueeeY8mSmFgfg+ECYdNyQe9IVGLZvGJ27fnpUcVju6FUjoq+arXimnXnpq9Xm1QcYEM3rFgAa5YQa7t2n6j+LUL/C6EFpj2noscLAUMT9YKUEILrL4F13Vqc62iBBdPIHTVRUBzQWnnFho8X4PBp2Lyi6WIufMx4YlZc1IKU4dxRdH08abF82XJGx0bxfZ9MJsOCKZYrnrLcfc+hitVQQP/MCbzWThKrLptljaeP33coukEIVH4CZ8XGhuco36du3kIIUrf/DCKRonhiH/heZJ9IN561t9q6oK1r2nXH9+tDDFHIfExuKkCOncE/sR+kxF6+AWvRxWFlhGjSxdYYEINhTlFKcXpYIoDf+ulWHnulSL4IV653uPuGmefckUrx19+dYCyUM+OJ7SVWd9vcvnX+V716ZkdUPBJCMJJV3HJ147q4Xn2+j1QC/vtHO5EKfvJSCRlKAyUVLGhvPCmzqttmVff0J4JyBVk3y66UzocVx6GTHi/uKSEE3HxFknXLL44u5tmyE3feeeekOTWbybd59OjRyPtvfvOb06qDwXA+o5RiPK/bvzdepnNJ+RJWLRRcsnTm5Xp+VIwCnch7YZtizeL57e8ppTh6un570YN13Y3r4sc0wy0peNcNUHTrBSml9P5GLGoXsSv4TUVsbkRgokFuqt5hRc+gztm4cRkXTeJ0M56YHRdHb8Fw3qCU4lh/lsEx3Qm3LcGmlYtozcz+q6akRGVH67b7Y4Ocm/WC4hqVyRsae8ka5JmeyPHWohVYyTQAiStuxd3xBBVn3VQLzrotlaNVqYByi4hMW11eqWkRXtmvEjqoYpOly6E+Ss//kEBI84/vJnHtPdjLNyClj+w/BoUsVudirIXLZ16nc4BxsTUY5h/PV/zt97NsP6B7sp1tgt9+fzsrlsyiTSsznlUMj0cH8pYFh0/53L61wUlnkbi+51T90es2Jzh8qjphIITOaxWE9n3gnhb++T9yWEKLUUsXWtx1fbpy/OiEpFBSLO60sGfhadZeHigopSKd6DMxgtSOQy5fvD9bubcnXinxsZ9u5fJ1CUqe5NX9LuM5xfoVDusnWRnwfMTYCYNh/vF8xVN7FafLCbvb0vCmywWt6dkP6McLUTEKdDt7Zrzeg+hcMdVdrlkc9ZICndfKtgQtKdi6VvHqsWro3+J2IiJerqjwJbSm4z2wmqWlfj0OALIxgtThfsUz+6uhfft74a1bFYvaBa6nODGkP5fuDljQdmEJN8ZOzI4Lq1dgOO85M1qsiFGg46IPnhpny4au2avCQmghJexBhEAk0g1POZs4KzbhHtwW2WZP4h0FYC9bj3LzeEd3gO9jLVpJ8vJbQ/s3IFo6kUOnwE5gL1uPSKR0vqpDL+Md360PTKZJbX0zVvv0k5wCyHKSdyKilqp5thr3wLayH251kOfufQ6v7wiqN+ol5my6Hucs5Os6W5gkhAbD/PPQCwVePVCdVh3PKr78vQn+6FentyhDHJmUqAg1FRS0TyMfxlzyxq1J/v3ZYt22ybjr+hTZguKRl4r4UgtUP3tP1VP2TdemWLnE5uAJj7aM4MbLk6SSAikVX/+PHM/s0M92UafFx366lWUNkptPxRMvl+rEKADp13vufP/JvI4+L+8SwPeeyPPotgKvHYzalQ/ck4kIaOc7xk4YDPPPzh5VXT0OLXA8d1Bx91Wz/52l42axlfbEmm+EEFyytBr2FrBx2eTnbVkDng+HyqF+G7phSyiN7NVrBIvbVSXReCBW+VLxzD7oGdTHdbbAnVcqWlMze657TjZ/7MtH9P8V508F249qz+b+Gn+D2zYr1k/iIXa+YezE7DCClGFOyRVqw8D0LMfpM8NkUg7t7e0zFqaEECTXb6V0cFt5RTrAdkis2jzLWs8Me6VePc87dRBQ2MsvwZmiLkIIEmuuJLHmytiOPoDVsQirIyo0+f1HqmIUQKlI8dVHSd/6vhmp7XKk7B8s/YiHVOwqfaU8dWGG+QntTVVTf+/ANqwVm7Baz0LWx7OA5VhYztSDNcuv/14bDIaZcbTXj7QoUkH/kORfH82xconDTVcmZjxjm0wI3n1HmvsfL2Bbuuz2FsGbr5//cD2At9+WxnEEL+wqYdtw53Upbrlq8rpYQvCu2zO88zYt2sTZiY2rnLrk5I+9UqqIUQDDY5Iv35/l078ys/b48CmvnNuraquUUixfXN91nMgpajRAes/4HO+tO5Rv/yTPjVckactcGDPFxk4YDPPP4Dh1bcrQBOw4LulqFaxaOPPwp0xScMUqxe4TVW+dtjRsmkIEOlvceAkkE9BzBhwLrlwNqxZNfm+WJbjhErh+g35Kcc9i+QLB8gXRbTt7qmIUwFgOntkHb9nCjBiaiN/eGZNtxK1pIhUwMAZeTPjhcwdgzWKFfYEIOMZOzA4jSBnmlPgVFRTjY6NMCBifmGDF8uUzNiLO0nWIVAv+SD/CsrGXrmtqpb2zgRACZ9WlOKsunfH5UA5FHDmN8l2sziWIZP3MsRwdILpmuIJSHlXMIjLTD/oWqUx5jdjo9sRlt9Qday1ehT8+TKVrUKmHql9nFlD5cbhABCkzo2EwzD+drTFeTMAj24pIVWLH4QT/+Z0tM7YT996UZvkim/3HPVrSgtu2JM/ZqnCWENz3hjT3vWH6HkHh+3c9xaGTHr6EDSscMjGz2YdOehEzIRX0DenwvWZWkKolbnVCIeC9d9QLapetc3hxtxv6TBWuW7/SE+j6jYzLC0aQMnbCYJh/MknqVmBVSq8Gp5Tikm64bsPMf3PXroNFbTpML52ATcsheY5WhbMswbXrdJ2mS9hOeH7Vq2xJB7GLgwzUeCIp9DOYKZkYh1+BFtVq6e6AvpHoZxonRoHOkVV0J897dT5h7MTsMIKUYdbkCi6nh/P4UtKSTpB0LEqhFiYt8oiy+lEoFMjmcrS1ts74enZXN3ZX9xzUvDn88SHcnj3glrAXLMNZvRkh5qYjrTyX0rYHUaMDeoNl41x5O87yDZHjRCId27MXTnxLrZTEP3UQNTGCaGnHXnlpJOeUvfZK/BP7UfkJtLCksDddj9XeVVeWc+kNqNwYsv+o3tCxGMbOREeTwShIgH/kNWTfEZxLrkFk2qbxNM4BltXc+vIm5ttgmBUHejwefblAyYONK21aM4KJvG5DVFkcl0p31F7e53LwOp9Nq2beRbn6kgRXXzJ/8Rf7jrs8/GKRkqvYuinJndcl52xVv4m85C+/OcHJAT2zmkoIfu3drVy5IXp/bRlRN4BzbEg2eIyer3hmR4mBEcmKxRY3X5GMLC1+781pXtpTKn9OCiXhZ9+Sob21fhb4A3e3MDKeZd9xHZ63cZXNoZM+KugKhCplWfBvTxVY3GnxtlvStLec5+2rsRMGw7xwalhxqA8ksLQD+kd1WFqtKAVw6DRsXK7oyMw86mLtElg7jwtQnhhUHOjV3ed1S2DD0rlLcp0tKn6yo5pMPGnrULzFHdHy04l6oa+RjQBtJw72Qa4EC1v18wrX+eo1cGo46v106+Z4MezWzfDYLhgse1UtXwB9w9X94TpZAl48BB0ZxZWrz51Y2DTGTswKI0gZZkW+6HGgZ6TSiIznXBZ2pEkl0+TyBUq5ERKinD9CKRQC36vPU3S+IidGKL76KEGvWo6dQRazpDbdMCfle0deq4pRANLH2/E4wkliL1lV2eys2ozXexCKeYL10Z11WxCJJKpUwDv0MnJiBNHSgb3hGrxXHkaNV31y/b4jJK9/WyW8TyTTJG9/H37PPlSpgLVwGXb3mtg6Ctshcd1b8A5swz/8KgyHA91VuXdgEXhMydPHtTDVe5DUG38GkZ65+Hi2EUI01Rkwq2IYDDPnQI/HX35L90CVgl2HPe69KUVrWrD3mMvuo17db2xsosG06XnI/h6P//XtLKDvb39PnvGc5N1vzMxJ+d97Ik/vmeqorFhSfOE7E/zOh9q5JCTa3XtTmm17XfJFPTkgJfynOzNYlmBoTPL9J/OcHpasWmLz9tuS/OU3c5WVDhWw45DHr76r6pm2oN3iD365g2d2lCgUFZevc9i8Nl7ky6QEv/kzLXz30QJPvlrk4AkfEOW5ChUZAUkJrx10EcAr+11+/yPttKTP3066sRMGw9nnxJDiqb3V973Dgi1rdLhw73A1uTnltXgsAYUSdMxNM3vW6RlUPLmn+r5/VIs4l62cm/JfOhRd2a7kw0OvwX3XqshKdleVBSRfAuW55OvX631jecX2o5ArwqJ2uGIlPPAq5EOLxfaPwc2hdLkdLYKfulZx5DT4ClYuoE4EC8gkBfduUbxwCI6ehv6RSNaQiFAmlQ4tFMDJIXjbNSpW5DpfMHZidhhByjAlSilyBRcFtKQSkRnUMyP5OsedobECWy5p43R+CCW8SFSYAlKpC8T/EvB6D4XC5DR+3xHUhmsQ9ux/PnIoJsEG4O54DH/JakCgijnwXexFKxHJDMoraS+x7rUo36O07YHy6ngKNT6IPH0MStHlLdRQL/JMD3Z3NeOhSKRwNjQXNO6f2Id/4KW6Z1Fh8Uo4Eyz3UQ7lKxXxe/ae10nOzaoYBsPc4HqKY316inTtMjsSvv3INt0ehZuPx18p8pe/3clLe0t1HTQBrF46+xX35ovHXq6/v4dfLPKu29Nz0vncf9xH1uhzCvjy9ybYtDqBZcFETuL6cOuWJI6lQx0uX+dw1YYEuYLkf3x9nLGsQio43ufz4p5SZbnuoNqv7Hc5fNKPiFwdrRZvazLc8CcvlvjJS+UE7qI60AiewZZNNq/u1xNSqmwmhsYkL+1xuePa87dfYOyEwTA3eL5iaEI7iSxsJTKe2BuTHPtgn+Ad1+v/q3kmFEoJEIqOc5OxY0bE3d+ek3MnSJ0Zq9+mgMd3w8I2hRBQcHXbu3ml/l9KWLkIlnYKckXFA9vB9fR5g+NwqK8+pO5AL1y2QtEZWiikNS24Kn5Ou45Xj1cTsQvCdkL/v2YhHAvluFLASE6LUvPpzTZdjJ2YHUaQMkyK70sOnxqmUNSdyIRjsX7FAlJl/07ZQKCQSpLP5+rEqGTCIZ2+cFbXUarBLL2UMMl4yR8bpLT/RVQhi2hpJ7X5JqzWrmgRowNR76gwnlsNkQPwPdTIaayl60le8+ZqGcP9qFzICikFyq/JN1XeVcw3rvAUyN7Dkx+QiwlAF6C8Uv328wgT820wzJ6RcclffnOc/iHdXnYvsPjEB9vpatcdr2KpXst2fciXFD2n69vY9StsuhdcOIKU69Xfn5TlGd9Jmo69x1y+8VCe0XHJqm6bX/qpFpbU3PfuIy4DI/F2aCyreGW/G5kUOnTS503XJiOr8u045DEyUT1KKipiVF2ZuZl7pr20Z/L2fmS8vr8ghP4enM8YO2EwzJ7xvOLRXTr0C2BBK9x1paqEYtUmvAbtxZMrQrYI1aSnWpRa1ilIJy6c35wf07TGbaulZ1Dx8mEtJi3pgDdsgpaaHIJHTisK5Ta91uZkK8+vysCYDrW7Zl314GNnoBQKYFE0zu9UcGGma+IeLQ97Gn1yxQY5v+O+H+cTxk7MDiPTGVBK4ftSu9XX0Ds4XhGjlIKSKzl0YpjxcuvW0VqbzU6RTtrYlhU7651MTL7c9fmGvWgl0ahmgdWxCDHJfchijuJrj2uvJemjJkYpvPoYyo1aBP/kgclHKyI8xax/qrL/CKoUEpZUgxZaUTdCsjoX611uCTkxgvKbC51USiHdQmPvKIDsCKRbo/ejFNaSmKyG5xPCqsZ9T/aao5xhBsOFipSKQgPh4J8fyjEwrHuuSilOD/n8xdfHONCje8hbN9WHeW1abZOwRV2n1BKwYvGFI0YBXHtp9P4sAVdf4kRm/2vpHfT5wr9kOTMiKXl65cHPf3uCkht9xk+8WmxQgibuE3liewnfr+5x/eYFn9Xd+tlnC5L+IR/Xa+5cKSXFUN1r7b9SimO9Pq1pUWf2Llt7ns+NGjthMDSFVKphe/P8wWrol1J6dbaHd8BQWSxftbD+nKWdYMf8rATigvKOAlizOGbbovptYc6M6TC/bFGLV/0j8OiuemeAfaeqtmCyrnqYWo8tXzYWiWoJVtAruIqxvMKvXaGkAVKqirdv7ZpIqpwBpH+k/jO3BHTPVAGbL4ydmBXneS/AcLYZHCtw4vQEUkHSsVi/ooOWVPVrkQ+JUQGeLzlyapSV3e2kkxa28PCV7sQKFMIvopSis2sBI8NDoBQCiVAS5RUo5LKkW2aXV0hJ7QU0V8nFG+EsWoHaeB3u0Z3ge1hdS0hdevOk58jhfpBhsUeBV8IfPYOzOOSbq8oB3HFDislcOkOxG1ZnNzhJ8FzC7swoWSd2iXQr3vHdeHue1R+o7ZC45m7skGikfA81NgiWjehYCPksxae/C8XcpPcMYC1djzrTg8qO6uTsl9+CvXjVlOedU5qc0WCaMxqf/exn+e53v8vevXvJZDLceuut/Pmf/zmbN2+eYUUNhnPHI9uK3P94Hs+H5Yssfv29rREPpuN9HlJRmdRQwMCI5C++Ps6vvaeNtpgcH6eHJbYFb7ouyWMvVz1rpIKBEZ9jfR5rl82ui1JyFY7NpMLQXHDLVUnGc4oHny/gejqh+i+8bfLR0s5DbvmZ6fdSwdCYoqc/GjJXWSE6zlQ0uC2l9ODCLn9El69NkHTyuL7eF7fCYUBXu8WPnyvwb08WUOhQjN94b2ukToWS4uSATzopWLHYom9Q8t+/Pk6hRDlUT6CUiohSQggUirtuSPL0qyWGxxXJBPz821pn/Tmfdc6SnTAYLhaUUuw6AbtO6DZmYZvi9s1RT57hbP1c6WgO/uNVnXw7HZOebiyv8w6tWaw4fgZAVcK8RnP6FQ4dmwmer7Cts5/b5/KV2ptWrxIIaxfDdRsmP+fEUDTgQaHveaIQzZ0lQ/ubvYtaG7BqIbx6jOqC2sSOTrAtSDmw7bBiT1nUyiThzVcqFrRVr17yFKM5nTC9I6NDAB/eoa8bfIZhL+JwLqlr18GOHu3Jm7DhtsuYcfL6ecPYiVlxnvcCDGeTibzL8f6JyvuSJzl0cpSNKzs5NTBGoVDExsPCwq98VYIfkuLUwDhLF6RwhMRGiyRCBOEAHl0LFmDbNuPDA8iyr6VbyDNw8hjdq9aRyrQgfZ/xvmOUxkcRtk3rkhVkumKmEYKrukUK+19Ajg4AgsSKjSTWXjVnhkQphVISOdSLKkwgMu04yzaQWH5J84U0EJNq44at7nX4pw6GrI2A9oVQyoNXopownEqrLdoXQao60BHJNMnr7sXd/TQqN4pItyNSGeRAT931/TOn8HY/E9rg4b7yMNabPoBIteD1HsZ77THwy/EnLe06iXqjsLuaqQ3Zsxd7612QH8dasBR74fImHta5RQirKVFzusLn448/zkc/+lFuvPFGPM/j937v97j33nvZvXs3rbNYYdJgmG92HHL5ziNVr8z+IckX/iXLr72nhW88mOdYn687mPVRwgB886Es112WwrIiWjrDY4rhccXP3JVhUYfFwy8WGc3qAvb3+PzFNyb45M+3s6rbZjwn+fqDOQ70+LRmBP/pzkys11XAyLjkKz/IcuSUj23D229J87Y3pObMTkil8DzF9gMeQ2OSNUtt3npzmrfe3Hw4ut0gOatd4xx2w2VJdh72KoKOEHqVwp7TPiVP1D1zS2iPo2QolGVRp8Vv/Uwb//RAjsExybJFFpmk4MCJeg/b7ftL/ODJag7CXFHx19/N8me/3kEqKXhye5Fv/SRHsDbJ8sUWZ0YkrkdFjILGg7unXyvxvjszDI9LNq9xWLt8/lZCnClny04YDBcLRwdgZ6jbOTwBT+2F6zcoXjykRZTqdEWAKG9RbDss6IrpGo3ktGD0ho3QnlYc6q+GlfWPwE/GFPduhba0IFtUvHBQe15lknD9Bp0bqRHjecUTe3TdbAuuXae4dMXciQVSKXwJx8/o5OuLO2DrOsHWdc2XYTWas66p5vpufd9QFf1WLNDPKE5UEsDqGu+srlbBXVeoiifbwja9wuFIzXy0lDoH1J6Qh1WhpD233nOTwhKCnccVrx6rCmQL2srfgUDsqhGhajl6Gm5Yr0MDl3UREbrOV4ydmB1GkHodM56rTyLheordR8fLcxBplIKUKIKliEZ46o6wklUhKszwaJ6x3CgoRWuMoDExMkQq08LYycOUJkYB7fU0fuoolu2Qau+KrXPxwDbk6JnyO4V76gAimSGxYiNKKbwzJ/BzY1qo6V47aeJxb6AHr2cPyvexFq9EWBZezz6Q5U66EOC7CKUgmSZ56Y3YS6bO2mcvXK6Tj5cKBM2xyLRhdUaz8dlLVsGVt+MeegXcEtaiFSSuuBVVyOK+9iiqkAXLJlgGw1qwjMTVd9R19K32haRufmflvT/QExWkyhbA2/MMdUgfOT6EyI3jvfJwdbsQkB0j3pQ1wHfxX/4P/SfgtXZhLVuHs+5qRKat+XLmEeHYCGfq8KDgmLGxaNbIVCoVm6T/gQceiLz/6le/Snd3N9u2beOOO+6YRY0Nhvll91E3IiZpDybJn31tIiqGiPie81g2NHVbw8Mv5tl+wMOyqIhRUE62quDp14q8/+4Mf/3dLMfLwleuqPjy97L8159r45KV8e37l76Xpadft+O+Dz94qsCiToubrkjiS8VTr5boG/RZssDmjVuTkQTstTy7s8hjL5fwpeKmyxOM5VT5faW2wSKsLOwQ/MJ9rVy+bmqR5frNCX70TIFCUVUEvbXL7Lpk7jddkSBbyPAfzxcoebB1Y4KfvaeFntM+f/ODLGNZRcLWQpYv4Yp1Dr9wX7131iWrHD7znzsq75/fVeLAiXrP1399rBD5vFX5mfcP+4xnFV9/MHpO75mQyqgoi2b1HlIBw2OKv/u3ahmrltpcfUmCu65L0dF6fnbUp2snDIbXG70j0fcKGMrCQzvCPjv1YlTw93hesahd1HnlCKFXfTs1DLaoz3HkSzg2AJetVDy2S3sOKcDNw2O74W1bVawHlVQ6n1W2rL37El46DG0ZxYoFAl8qDvTCRBE6M3DJMrAaqCdKKfb3wuF+3Y5vWKq9gQ6fDgkwBOMkRXsabrm08Up0YdZ1a+FHyupzWb4AWmu6nZet0DmW9p3S11y/RHtf9Y/AM/v1c7OtqtfT6sVwU8w8+4qFgvfeVH2/56RiW00KWQXsOF7vuZUrQb4I/aOK7ceixw9PTJ6hJIwQ+rvz7IHqtoVtipULYfMKKjnHzjeMnZgdRpC6iDk96nPijO7EL1tgs3JhNK+THeM2KJVVl4g1r9KkVaGmMVFYSGwsHNvC8yVhMzIyNo6n9NcrQ32yMqkkSvqUJkbLZ+lmUgCFsaFYQUophT/ST+3Ixhvuw1l+CYUjr+KdOVlpJb0zJ2m54jZE7ZQz4A+epLT76er746P1cb3Sr7a2pQKlnU+Suv5tWB2TB30LJ0nqmrtxj7yGzI9jtXaSXL8lVhyzV2zEXrExen4iRfLW94Hvgu1MW023l6xGXXYL3t5nQ/citbdTzLSESKbxDm2PuZEGLg9NorIj+Ie24x/fQ+qOn0Fk2mdc1tliukkIV6+O5sT69Kc/zWc+85kpzx8d1aLrwoUxSRIMhnPIC7tLPLNDTxrcenWSm66I5sdLJ0WsmBTbNDSYzW3LCDIpQbYQ3fnYKw0ya6PLcX0dxna0N+rJIyx4ZZ8bK0jli9XV/irHC9h12OWGyxN86f4sOw972GXR5ZX9JT7+/rZYj6Xndpb4xx9XvcPuH4jmc6rNuzg8pvirf5ngD365g6ULJ+90drZZfPLn2/jeE3kGRxXrltu8545MnV0WQvDm61O8+froCGTjKofP/UYH+aIinRINB0uNuOmKBAMjKX70TPSewsnPw7RlLL798ETsvjgCUSryd0zRJ/p9Tg74PLezxP/3w+20tZx/opRJVmt4PaOU4vBp6DmjsCzYuEywYkH0u56w45r/yfqPUaFKoYUf2wKvEkum94eFHagRNgT4SjGaE4zXpDoV6JC3zpjo6WxBi1dhhIDeYVjaqXhkJ5wZr3aDe0fgjZfFi+z7TsErR6vvXzg4+d2OF+CRXfCO61RdcvJaOjKCe7coXjuuvZa6O2DL2noPVCEEW9bAlpo58xUL4T/drHD98mc0TTtx2QoYz8P+0ILggvok6QFJR4tVtUwWSljrNVX3Hu39NTShxce3XqNINPAwPpcYOzE7jCB1kXJ61OfVo9WphOGsh+fbrOuufuQLO1KcHs7jRpZ5iCYcFQKEUvjSxrFV6ChFWuQRVpKlizo5eXqosh1AUvbsQTDKIloZI0l18NHS1gEIPOGQS3SghA1K0uKNk54sAtq2dUhZuMa2g8xPaDEKKq2ZzI/jDp0kGePV5NatGhd3zZptQuAPnpxSkAKw0i2kLn/DlMc1Qgihc0PNAFmYwOs/Eko+olFQzucVJBMUiKXrdRigN8nAcDKCUMPAasf1GrwS3uHXSFx528yucTYRorkEg+V76enpoaOj6mUQ5x1Vi5SSj3/849x2221cddVVM66qwTDXPP1akf/7YFVw2Xfcw/MVt15d/V6/cWuKJ14pUSipuLUSIoRFiADLFqQSgrffluLbPyk0OLMeqeCaTYnYhLZKNU6z59j1WroAUknBwRM+Ow9r+xGYvWBbXAjg49snTyhee78K3ezuPuJOKUgBdC+w+bV3z9x7VAhBS3pmndu+QcmzOya/v4A7r02ysMOKJC2Pr1D1z7AAFbdgShiltIfck6+VuO8N5+EqvNO0EwbDxcS+U7Cjp/ob7h9V3Hap9qYJuHS5DtsLe/I0n81Ih6Clk3DZStgVOPgL3V/V+lTIyyo0aa5D00Ts/GmQLy+OWCcVpbefGtJiVFAGwMnytiUd9aeFxZpm8Xw4PQbrlkx97II2wZuumP41AoQQJGc42h+agBNn6reHH2vw2LesgYQjQoJiPIHTQ5xZCG+rLUYInVPs2ABsXNZU9ecXYydmhRGkLlKODdTnhjg24EcEKce22Lymi/7hHK4naUk5nBpy8TwZaeyVEsjI3IciTQ5LKNpaW8kXPSzlk/Jy2H6RgtNGyYq22lk6sBnGtxIoK8XAaIEFOOSSXaEGSJBzOuhq66qcVygUGR4dQ0pJa0sLLSs34x7fVTkeAYmVl6JiwgKVsMlPTFCy+km1dpBIhzIAKhk9uJkGQlEOoZs9cmQAf+A4wrKxV2ycVkibUhK//ygyn8Vq7cBesqYy66GUovTa46jsSOV4UfN/+UCUZUF+DG/f8zpfVM3+hgSNrhDluI4aESoc6xHUq5Bt+v7mk+nOaHR0dEQEqWb46Ec/ys6dO3nqqadmVEeD4Wzx8Iv1gsTDLxUjgtTCDotP/WIbD71YZCKv2LjK4ftP5CnGaNhCCIQdFWkcW7B1U4JX9jfIRVdXhsIW2jPrR0/leeM1ybqZd6Xg8nVVW7a/x+PxV4q4nuK6S5Pcc0OSh14sVcIkbBvuui5F72D8qqQv7ilxethny8ZEREiSMvbwSVEwaQjgdNh33GX3EY9MEm65OkVnW/PeQ66neHZnieFxnePqmk2Jip3wfMX/+c44w+Oq8lwnmzk/eMLlnx/KsXKJQ09/o5yC1T8rn39cpE4c5bmMsYkZPPB5wMx8G17P7Out/wEf6FMRQaqzRXvy7OsFz9Or4710RJW7kjVpJipvq+UmHZ0raN8pVclFO1m7oZT2pko48Noxxfol9b89hS4z4NSQqnhbreuGDd3a+yqooWPDxqU6PDDuegf74My4Ys0ivdhD/V1Mj7jJlplwckgxMKaf4cZl0wtpcz39TAouLGmPioyup8Maw7a+Mp4IjRED+9w7AkVXsaQdjg/GXy+cFreyLfRHuFwr9LcK7S8015WYd4ydmB1GkLpIiROo4zrXCcdi1ZKqGDKayzMa8mNVgKscEna1RUpZJdIJh0WLF+MkkoycHsQS4CZa8O0EiVKBfKI9JPLo/63WJRTzOZAKv+TSNzCEVRaV9GH6Dxc9ICgUivSc7KtcN5crsKBzCV2bbsAb6kVYNs6yDdjtC1FuSYtF5fxPUtjkWxdDsQgDp5gYOEXXqg2k2zoBcJauozQ01bRGTby74+AsXT/FOVPj9x+l9OqjIARCgXd0J8mb34EVEuIa1khJijuf1Cv5lacY7KFekptv1gMKt6jFKOlPOjcVGBCVH8c/OQFKIpasRp05qcW6TDu4BXCL8WJdMNKzLH38ZFMegDx9DJWfOP9ySQXLsDZz3Az42Mc+xg9/+EOeeOIJVq06z1ccNLzuiFue2/Pqj1vcZfPBt1TjHl49WGLfsXhxB7S4kUpA9wKLD9zdQjopePyVmEmDmDxDm1ba7O/xGc8pJnI+R/vysW1QvqjrvveYy//+dpZyqj12HPJ435tS/NxbMuw55pFJ6ZC35YttEo4eBPg1tvDl/S4v73f5wVMFfvv9bWwsryj3hquSHO/P11665iaqf1oC2lsF1146+0TdT24v8vUHc3rCVcFPXiryqQ93sLBj6rbI9RT/858nONbnY5Xv983XJ/mZN+vP8PSwZGisHE7XROf4xIDi1BmdR+vydQ77julVFZd0WYxlJUV3ilAQAaqJZcGf3Vnip25N036+he2dZTthMJzPxP10a9tQ0KJUOC/RwT7FcE2auqDrGOBY0NEC128QeBIO94vQ9VSM2KPjMBa1KUayWiwpuTAwFh8UFuSc6jmjeHp/dfvJYZ1DqbMVBsYgnYArVmmhaXF7TeBh+e2Rsni14zi8ZYtiQau+3obuaEL3+tDFaM0E0JaB5V111Z02u0/oHFsBB3rhbdcoUomp23XXUzz4qvY6CrrvW9Yqrlqtzx3ORnN2VepfE0UTPJ+BMTgzpu99aSf0j+rtHRnIFavfo1pTEc5DFYhOtdcIP9C9p+DSFer8yyVl7MSsMILURcrSTouxXHTAsLSr/kfg+Yq+EYnrw4JWwYL2BKfHfKxK6B2AwhE+rZkkyxa1kXAcip4kkbQYHBrGdastlhQOntOKzgcVDmUQZHP5pla7DJboHhkdr9s3PDrOog1rcGrC8EQiSWbTDeQPbtOrx6Xa67yZxvp6SG8sC1Lda/Vxx3ejfB8SSSjmqmFnQoCTxlm8AjUxiki36OTc6cmX8o5D5sZQhSxWSwci3Upp73OoZBqEQEmJ8Fy8Q6+Q3HrXlGX5Q71ajIJKK+6fPo5csQmrfaH2eoIpp2zC4XuBBVATwyTf+svI3sN4O57QOawaDTIitj/O/IbRXlPFbQ+SvOJW3P3bUOODiHQbiatux1qwdMr7PlsIIZqKqZ9u3L1Sit/8zd/k/vvv57HHHmP9+tkLmQbDXHPDZUn+4/li5Nd7/WX1YkquINm2z6VYUly2NsHWjUn2HYsXaq5c7/CeOzJkUjqh+dKFFv/0QI7RBrmJatl3vGq3dGhx/HHppN7x8IvFihgV8ODzJf7iNzt54zXRkNrFXTa/8s4W/uFHOQKzJaie60v45sM5fv+XtBfkndcm8TzFoy8X8aUWnGpzLC3oFFyxNsHpYcmiTot3vTFDa2b6Hc5TZ3zGspLli2zaWnQ9dBurV9ebyCsefL4QEQYb8eKeEkfLebSCgeMj20q86doUi7ssUjPo+enE64L+YckXfqeLp14r8p1HCpXV9RolMYeyx9RUZgI9uPyHH2W596Y0P3w6T/+gZOlCmw/e28LKJecuEezZshMGw4XA6oVwZCC6bdWi+u96wVWcGNRtxbIuWLkoWKEtFMRXPm3VQrhqjQ61K7nQlobHd0MpMmypNhpCqEqXU6FDycI5hqp/ReuVKDcbu09Sx56T8PbrBJevjG5f0Ca4aaNeHTBujtX34eXDcPfV+v2Vq/VxgbeV72uPo4r3KVr4Wtimc1d1tug8UM408yApVRbhPFjQqssNi1GgczvtO6XLn4oDfTo/lC5b///aMdi0TJF0tFgYX4+oJ1NkX/n/kgc/dzvsOaHrGC8XxpTd4LjAa04p/WxfOAjrlih29mixq6sFbtqkV1s8Vxg7MTuMIHWRsnaJrZcbHfC1Wt1lsTmUANb1FGN5xc4el0IJgqb+ylUWKxclOTmoPaIEklYnj2Up8oUSp0eK9I/qFkwIWJKuCfkQAiyFpSQKq6yeKyyhkAiEUpEBhmVZyJDrViLh0NaqO9wq5NvZnuulpaD9aIuJLKnVl9f9qJ3OxbRdew+qmKd0+hTko2Fi0nMjnWZn+SU4y/V0jsyOUHjtUT2LKwRKWIhEGlq7SG66ccYNiHvoFbxjOyvPxl51uW6wQ8nFlZNANhnSpooxOViUwju0HdV7CKREtHaihIwYw1qEVZYcw25zykUOnsLb/vDU1iOYFqkN2QtnI6zcI9qLauQ0pWe+F7qXPKVnf0DyTe/Hau2c/MbPFqLJGY1pJpb/6Ec/yje+8Q2+//3v097eTl+f9vTr7Owkk8lMcbbBMD+887Y0rqd4+jXtvXT7lhTvuK2aw2ciLznW6/NPD2QZzZZ/1hT45XdmuPXqBM/sqI/b23XEI5PK8+JuvS+ZgFTSqtMigvZ9MiEjoCWtV+8JOsJrltpcukbbs6Kr6jrF2YIWb+69KVVX9rWXJrliXYLhCcmX7s/SP1RtA5WC4fHw4EnwlpvSvOUm/UwO9Hh8/tvl1QVV0EwKVnY7/PzbkjOyE0opvvFQnqde1Z+BY8MtVyWRKprPEWA821xI2+iEwhL1ng3ff7LAqwddlITFXRZnRmS0zW6CibzitUMu//xQoXxac+cJ/eVpmNw8+D7sPuKx+8hE5Zhs3uP/+cY4n/nPHeduFb6zZCcMhguBa9drUbxnUIvym5bpV0ChpDgzrnjxILjlJsoScNtmWLmwGgIXTjN6YkgnIz85pNuPhB3viRWUFabi4a+i3cyErXMzBcUs69LCDejtQR0CxvJwoFexaXl9G3bJUsGaRYp8CR56TYtAAQotglTrJ9iytioCnRhUPLGnOtmhqIYxXnLpzMYSUime2Qc95VA4x9LPNo5Ckylh8yViJwqeP6hzZgmgJRlNYB43NIj72AolHeIYFsyCcxsFVNR6z0EoXK/muGMDOmdZ8L7owsOvwduvU3MWMj9tjJ2YFeapXKQIIVjXbXPpigTruh2WL7Arq/f0j0ge2enxwkGfXFHQmijSlcoiUOw+KVmzJMGVq2w6nHG6EuMkLa/s7aQYGqu2TErpZT6VUrjKpigTuNKuTGvrGQ2JLVTZ40rg4iBVJUaPxRmLltIICTeL7RagWOTk4SOMHN5FRulrtef6aM2fwVI+lvLxeg/hnjpAHMKysTJtJGI8mZxUpmHn2WrtIr31bqwFy1CWzoqrvCKlnr2UTuyb0WfgD/VWxajyA/NO7K2psA57s9rrE6Ur38UfH9IeVuWW22pfUH8ht4g6ub8crqggN4oQFsJJRA1H4E5qWdVW3/fALelXqYT30gOhoPCQJQhbjuD8YFQWur+KEFURpCYzDAqkj+w/OskxZ5cg5ruZ13T44he/yOjoKHfeeSfLly+vvL71rW+dpTsxGKaPbQveeXuG99+d4R23pbnxikTFTjy7s8Qn/3qML/yrFqOgrEEr+MaDBX7+rS383L3xCagDMQr07Hc2HxVSAlEibkZRWCIyyEDCrVclI7knxnOSP/mHcb7wnXGWLozvxnzviQJPbI9PNpFKCpYttFm3zI4Mdqyy2NWITasdfvfn29iwwq60fMPjiu88kufRl2eW2OKlvW5FjAI9cHrqtWhZotyeruqur1uuIDl00uP0cNW1YO0yu25wZ1nw8j4X39ef4dC4YskCqz4+Ygp8H/72B7mpD6yt/1SUzYmIfPi6rrmCYveRGS68MQecLTthMFwI2JZg61r9unylYNWiaru9v1fxg22KZ/ZXxSjQv9tXjsBtmwVXrip7t1CNnVBKix4Brh/Mj6qaV4PmSVRFKdBj/PVLgrgMfZVsQfHjVxSP75YsbJAt4qXDcPxMvBKWcAQdLYIFbfUhdwsnWTR61SLBW7Zor52g5IkiPLsfjpxuzlO4loN9VTFKKf28jg3EH7s4pm5FVzEwppgIrXS7sC1eFDoxWLX1uRK0p6P7A4/kOO8xS+iX68NLh6g8uEo+qJrjG02cB+XHPa3yEJNghKGo1vX0WMwJ88R82InPfe5zCCH4+Mc/PncVP0+4qD2kPvvZz/Ld736XvXv3kslkuPXWW/nzP/9zNm/efK6rdtbJlyRP7vErswIAC9t8rlxt8cpRWRY49M95vJRhQXqCjmSe0VKGlw+75IpgqVY6k1lsJB42vrJQiHIAgW4Gcn4aaVm4JAn0bxsXW0ksEW1KBIokLjY+lpNmYVcb6uh2WpVkJNHNRHKB9qRRgnE/SffEURYtXIU9NFLXWLlnTpJceWndfSulcI/twuo9jN22BD+hW1LLSdC1Yt2kz8xq6UD59QHT3uljpFZfhvJcsCxEk4nN5cQQTcUpAM6GLZH3/sQwhd1Pg1cCpbBbu3BWXoq9YBmJS67FPfSKPlAIrGQaAg8r29GWuZTXIYtOQotOIY+sgPpBQtnjKZnSZSilw/b8mqklqcCKsUZ1Qd/B7U92/zMzznOGbetXM8dNg6lWlTIYzgd6z3h87v9OUAqN9bdc4vBTt6b4pwdyDX+6uaLiL785wYmYxTOg3HyEBycyOikohIjNDhI6AEvA0gVwz01pvvFQ1DNU5z9S9A8D+Fx7qcMr++vb7m17dZhaLb6v+OeHczy/OypyLOq0+IW3TR4St3qpw8h4vafSU68Vueu6JLmizt/RbDjGidN+nTdTowi3e26M3sv+4y5/fX+WYlm/unydw93XJ9m0OsHbb03zo2f0c0s40N4iKnmjgmsMjOj7mI5nV1yy4Tgvt0aeb5XPftKPX1TKqG5ruopzz1myEwbDhcCZcclju6pt1KvHdLjU2kX1IWNhskV4ZJfS3rUQEos0QQRFsLcyKhHV+c3JUs8JtNDRkYFNywXPH9TlB+P9wLNnvKCvs3yBiE1YfvwMrFlcv93zFc8fgL6R6PbOFrh+Q+N6ASzpEIwV6it/sE8/u5KnPbqsJsWJ4Qn9f2wy8BCWgPXd0W0nBhVP7a0+y9WLFJuWw+pFMLi8ukpgorxCbW3eqPHawIyQU20jW1XJF1X5J+TZRvywoFFuqkbEelldxHbixRdf5Mtf/jJbtmyZ+uALkItakHr88cf56Ec/yo033ojnefze7/0e9957L7t376a1tfVcV++soZTimX0+Ja9qAByhGM0qntqjQ+lKnqV1BQuStsSTNmmnhC308svaZCQoFTpYmJpACpugVbGEFo0CtBhFZb9PAgstpEQbB4GPTYoC7ZkWWi2PrJL4wmEsWbYG5VGLR5Ks00VXbhAnkUDVLunUoNXx+g7j9h5EAJmJfqSdRLQtpHXDFqwZrpAnfZ+JVx9FFfWssN21lMym66fsxIuUzqUVQUkgeJZ6n71sPVa6+n1USlHc+5wWo6TEKuahkMUbPImXaiF5/VtxlrwTWchhZdooPvmv+kQnWZ3tbraVjix5oaCc26pyjkiCKtaE9kmdmKRRmU3Nhpe/fJaDvWwKy34WEcJCNOE+28wxBsOFhOcr/uKfo2IUwGuHPF47pHukwS85zmX+4Em/cYex0bRnuAxRXY0vri1VwHWXpUg41pSr3eWLkEnp/8PYDUShHz1b4OnXqjcugMvX2/z6e9pm7O5fKkl+94tjjGX1Pd10eYJfenvLlHZiYYcVO+hSEBGq3npzimSi2g65nuJL38tFPr89Rz32HPXoXmDxXz/Yxu1bkoxMSJYssPj03zSeOp4qbHIqwUkIUQ53p/I++HzjzpvOPIQAWlsEV66ffaL4mWLshOH1iuupiBgVTvB95HTUwTIun9BgKBVsxMso0k2tbxCCMq0GwkTFUwfYsFREQurimjKldDh0rXgiaBxl9fIR7ZUUruu6JfCGTc0LSeG6orTY890XqqLPpcsV12+YuqzWFA3bzfA9bV0btadFNypGgb6nnkEdznj31XD5Sh3m15GBf31+8msEdqmyPeazD5p4UXOMKBfSsNugGn+XmqE1Bd3TWwR7TjmbdmJiYoIPfehD/M3f/A1/8id/MpPqnfdc1ILUAw88EHn/1a9+le7ubrZt28Ydd9xRd3yxWKRYrPZox8bOoe/fLMgWFNkiOgcFikzCL3cOta6Qc63qj12C71t0JiUlX38dQnOSSGVTkEmSdjAiKM8+CIVSomGjoUTZdVaFjYN2oxVAdmIce3AYBfgiXijyRBIl8ySWbaAUDn0DEkvXxZ8TJPxGN4a2X4LRfoSwUEqhcmMot4jV2olI1M+cO0tWU8qO1N4NspirNK7+SD+FI6+R2bA1/ubL2N1rcA+1QWEiUiflu9jda1EI7M4lOKtqPL28Eqqk83RZbpFI813K4+19juS1b8FOlnMRBaFxVsQFobFPbeW2wvsVsfHPQmg1P25EGC47LvA7ThgLC2CdS0hcdQcqkUSODaJOH8cfPYNIJHFWXzY/yc4D/+JmjjMYuHjsxOFTHrmYlHQBIuZvFf5/sqYldFIgTMSJE1OJNc/vLlGImWWuxfUUb76+6hEUcPuWZOzxOw5GVTgFHOuVJBxd15MDknxJsWqJTSZVX8dbr07yb09H1a/hcfClrNzTC3tcutoLvPdNk+eMu/XqJD96psB4rv4+t25ykAquWJfgjVuj9zI4JisrDdZyZkTyr4/l+cjbW+lqL0/yxK6WJKoCkZhamKo9N7qBSYXIprxGK4OR6rGXrrH44L2t2BYc7/PYddild9CnLWNx29bU/CQ7N3bCME0uFjvRN6IiYpQi6gAfzQnbuNvZcP6y/P9UrUNY4KjlyIBicFxEyotDSti4TCfzDpe7fkn88aeGQ01aueChCS1GKaUYzuq52QWt8QnKN3Rrj6gAYem8VWH290JbWrF5xeRtx+YVOjG7F+OUvHqxfuarFmnBLMxYvrGX2UhWrxh4/QZBa1q3u3HHhkUiARHhKNgeED6/0WceiIxx1Qpn/mhkMmqFTYFesfDGjfrzGM0pTgzpBPLppM531p6Zh7Z5mnaitk1IpVKkUvXjUtB5ad/+9rdzzz33GEHqYmB0dBSAhQvjM8F99rOf5Y/+6I/ms0pzwnhecWxA4Uno7oT9p1QlT1PS1t5OUglcT+DKai4pKXXj4SuBpwS+N9XXQUXC8CxL4UuBikm+ailJXqVosYrVVgxIUo4tUArpFkEIHFlCKIkK5xwSgqKdIdmRJLF0LcKycQeOo3wfV0pK/T2IodO0rbmMRGtVEhd2zD1YNkopvP0v4Pcd0dtsh+RVb8TqXELh2G684T5dl65ulNDJ11HlxODKinS+FVr4UqUCpYPbUONDiFQriY3XYbV1VesiLJxVm/EObotURwCJS67FyjQIQncSgEC4RZB+1MAqhZwYiZbX0l7x3oq24OFeRIOph8o2UbcqYfXcJj2e4kSpWkJWRiBwn/s38Io1pylKx3aReMM7sZesnvras0BYFqKJJITNHGN4fXCh2omefo9nd5bwpV4J7zuPxK+SB/UDjYBmZy1rvWNiPaCaED9cF7J5hRL1ZYa59tIEd12fIpOCbftc8kXF4Kjkb/8txw+eKvBr726NCBeZlKibKU8ldSjfV36Q5bWDWr1pSQt+86dbWbrQ5v8+mGPHIZekI9iyyancQ1CItGryYSnFC7tL3HVdiu88kufkgE/3QoufuSvDkgXVuiQcwS1XJXnoxWLd8/2Ft7XGCmIAHS2Nn51UcPJ0dOTS0WZVQvRqCee0CJ5x2Hut6RxQoTKCcxsdU18JIt+XoAxfCv70a+O4MSmkHn+lyH/7+XbWLj+7XVljJwzT5UK1E2fGFMfKOZVWLNBeQgGNvGNmSlh0CNrjyZz5w6F8YYrlzBJCVEWxcP2CZnrVIli7RIsUp4Z0nqPxPDy6C7paFW+8LCpcJGyotZI6cbrisd1wWg8pSSfg7qsVqYTOE9U/AkkHli+I3mNc3QEO9cOKBYqXj2gBaUELXLcBWkJtf8IRrFmsONwfPdcScOtmnVg9jkwyKv6EbbsCRkPpAIUQJB1VF7IXplYYnCykMo6wt1T4s294bI1wFdc3EQI8CT94Kb6cA71w3zVqUps5F0zXTqxeHR3ffPrTn+Yzn/lM3fHf/OY3efnll3nxxRfnpJ7nK68b6yml5OMf/zi33XYbV111Vewxn/rUpxgdHa28enp65rmWzaGU4tSQYu9Jxfajksd2+xw5Lek547PtkGQ4qyi6FgXXIluy8aSF61s64bguAYi62g5kW3GlQ9Ups6pjFNwEuVKiGhMcUq8toerigR1cBApfOWT9NL4SOLikVB4H3dK1psuzvUInVU3J6CpzAokUDsklqxBCkOheQ+qS6ygKG2mVBwNukYkjO5FeNQFsYsXGqsdQsG3VZmT/0aoYBeB7lHY+ReHoLrzBkzohuO/hDZ7S55YToEzWfBVffQTZfwyVG0MO91Hc9gDFHU/gHtxWEYicFRsRmTbKvW0A7BUbG4tRAF4J2yshvLgkuQKRaUNOjCAnRlBK4Wy6PmSFwy+oeD4Rssx1qPL5Mjq9Ffxfm1er0RRYJQth+SWl7iX4fn2ZgBru0zmq4lAKb28D3+G5JPgyN/MyGLhw7IRUilcPujyyrcA/PZDjc/80weOvlHhqe4kv3p/jzKiqJAUNvt2V91PMZjci8IRqRmxqRuTYsMKudkob9HyFgDuvS2IJwd03pHn/mzP0D0rccrN1ZkTyv78zQbFUPf9tb0hXzg2q8fZb0/xkW5EdB6vtXb6o+NL3snz1RxNs3+/ietoD+dkdbl3oWa0HkJ7M0GGR2w+49A9Ldh32+NN/HOdvfzDB95/MV5K9v/n6FO0ZnTcr6M++7Q2phmIU6FWMkg2i2CwBSxZYnDrjMzDso5TifXeGMtNGcjOJav0rzbRqWogKPu/6m49hsuJU9RmGyzt4wq98lrX4Ev79mUnc/OaKs2QnnnjiCd75zneyYsUKhBB873vfi+xXSvGHf/iHLF++nEwmwz333MOBA/ELuoT5q7/6K9atW0c6nebmm2/mhRdemFa9DLPngrETUnFiUHGgV/LcAckju7TocagfntyrV5cLvtpTiVFTTVjEdR3DPxtRU0b0WNFQ/OjI6EKkAt8XdWUotAfTuiVauLlqteCqNVqMCcoczWphSoZOvmp1tV4BV67WXkUDo9VtRRee3gtP7Ia+YV1mwdUhjc1M4igF//GaFsnG8zqc7t9fgaf3KXYcV7i+LuTKVeU8T1Sf2TXrGotRUJ9dIzxeE+gwt5GsTgAPcO260HOr77ZH6hzyNWh4X3F/126rbT4rQ4iKSdLOELZQCBH/QE+Plo+P2e1L2HNykorOFdO0Ez09PZE24lOf+lRdkT09Pfz2b/82X//610mn4xeRuVh43XhIffSjH2Xnzp089dRTDY+ZzF3ubHPsZJ4//6tD9J0u0L04ySd+bQOXbqhfFkIpxXMHtLFIJSTpRLDktcIW4EtF0QuEJ4EnYbzgkLR8HZFVUcYVvtINmZYvBLmShWODXfnhA0LhKgfXh3SiFGnYqgq3iDRyPjaW8BFIEqpId6kHLJuSnUYJi1RpDHsirwP4yoJUQrmU8Amat+A6E2PjpDMZ0uk0bna0rrVR0sfLjZPs0KvU2e0LSV91B17fYZSUOAuW6TC8A9uikjyA7+INnar/MCwLEZ5IVhIl7Egf22lbgDq1P3wQ+B7yzHGk0rms0je9A5HMkLrhp/BO7EUV81gdi7GXX1J/zRB+zz5wS/ENvW0jx4YoPveDslWyEYlkOXm5HxV4Kg2fqr/3CKEpC9/TidED3FJFnKubdmpEIEaFsxr7st4DqxJHHcyNhfcJVHEeBhrhEeBUxxkMnFs7cfSUy/99MMfohKR7gcUv3NfGskX1no1SKf72+1lePeg17MRXRChR7VjWzoBPdl5tsdEE1KJu33QSZwe5k/Ye9+pmR2tJ2PD4Ky6bVtmsXuqw+6gXae6kgrGs4tQZn/UrdNt2xfoEH//ZNp5+rYiUcMNlSbZuSvB3P4xk30UpGJ1QvDYRn7w9jki42WqHF/ZW1RSpoFiCl/d5COGxba/Lp36xnc42i9/7cDuPby8ykVNsWu1ww2WT50x66MVCbBgeQDol2HXEY/sBncAlk4RkQpB0yh6oHpUHNJ3PpSEx37G48Mwpw/YCUSpsEqao3ng+3utrTjlLdiKbzbJ161Z++Zd/mfe97311+//7f//v/O///b/52te+xvr16/mDP/gD3vrWt7J79+6Gg5NvfetbfOITn+BLX/oSN998M5///Od561vfyr59++ju7o49xzD3nEs7MTThc+CUi+sr2lIWl61KkE7Wf3+lVDyxVzFQE00Y/pUGc51CUMmFNFVOv0Y009TEjzF0rSohg6ravfV86B8N2l09FpHBZHnlXIFt6VC9pZ2KzhZB73C0fAVMFHSYV3s5ynrtEkHCVhwtr2a3YSks6xLsOxVdkkMBIzELj8b0bGMDFBa2afEqXF7J06voCfSqd/duVbRnBPddqzjYp727lnfpFf0mY8fx+q6/KtctmaAiPgIkbIVtgS1AQsQJodH9TEZ5aFqn1deG68WKVaG/nNDC4ELo762sidyYql7FSby+5oxp2omOjg46OiZPerVt2zZOnz7NddddV9nm+z5PPPEEX/jCFygWi9gXyWIarwtB6mMf+xg//OEPeeKJJ1i1atW5rk4dJ/sK/Mp/fRXP0z+poRGX3/jdHfy/P7KBbF7S2e7wtjsWsv9Ynqd3uSRbUqRbEqQTVfEm+Gl6MjzIr/4vhUXEHimwrUA9V1iAwsL1FVKAKgtTVnkPCEq+gy3ciIpdbRREuQQfW3gkLJ8OMa5zOClwZAlH6kTnlu8iyqFoMpFGKUW7yJG3OkOz4IJWb4ThMxZYNgsXLSbdICl57ap3dtsC7I3XR49JZWJbPWE5KBltqUQirROKB+9VObYRCwRYwkaU8vENYHCNUhHv5AES67cgEikS67eWdyv8geP4owMIJ4mzYiNWKrqqk3ILsS2/ve5qvGM79adRCcL2UaU8QkotHoWxgla8Zuqh7iGErbICryxqeSFxK9gfbmxrpz/CrnMqpsciQ1M1Vo2FiamX1X12w/Uq155uL8lgOAcc63X57D9WM8SOZX3+5O9Hed9dGcazioWdFrdcneKVfSW+9ZM82XwwfVn/3Q2LUZH/m6hH7bHVTqveUushFfZ6aVb8CMoslPQF0wkolBSLOgQjWR0yEVyzWFJ8+yc5LCH4xftaSCXiO6epZPTal652uHR1tAu0oM2qa3oTjraT4UGYELCg3WJoVFYeRjXcDASChR16Geo4ggmcgRHJC7v1SoCdbRbvul2PhKRUPLG9xLE+n45WwT03pGhriXZ0x7Px6xS+6/YUP3gqGgadL0G+pOq8unRdyp+Lqmxoelnq2ATloWdRSzMr7DWkwWjo8rXzkOx8mnai2dwg9913H/fdd19sUUopPv/5z/P7v//7vPvd7wbgH//xH1m6dCnf+973+Nmf/dnY8/7n//yf/Oqv/iof+chHAPjSl77Ej370I/7+7/+e3/3d3536HgwXNIPjHq8e1X03AQx5khcOFFnXnaDkaY+YpQtsjg9IdvQoil50rBDujlUmK6KHTPlTCHc3J50LrTmn4nUT/B3aH+luIioBAVJp8UYIPWbxpM6HlC9FPaWKLmw7rLuet29WODax7YlTM8xYsVCwoibLS2uqvjlKJ7RXVC2ZpG5/G9GWnny/AoazcHJIrwTYlhZcs07vk1Kx56RiJKvrdPlK6hblyJfim9sta+C149Ftrh9dYa/2cw7Pb1fqN/UcQ2XCK+682q9S5RgVP0GmlP4Mpa8qZ0fWXIopE2Bp5+T1nBPOwnji7rvvZseOHZFtH/nIR7jsssv45Cc/edGIUXCRC1JKKX7zN3+T+++/n8cee4z169ef6yrF8s/fP1URo4KOnC8Vf/21Y1gJB+VL/s/fHyOdtrnmum6uu7F9kpFD/M/RqjEsQcPiWNpTKjQ/jq8U+BLHUpHysm4aSyhStm6xlAJHlJAqgcSixdaJvz1pkfcSjLrtKCxOsoKVqocuMUJWtKIcaPeHSfpFki3ttGy4GiEs8ocP40kXhSApCyRVASUtcslOhgbPsHr1GqxkGlmqes44Le04rdWWRimF13uwIvgkVl6K1dKBtXg1nDwAxVzlXhOXXIvlJCmeDHs6QXr1ZbhHd1QSiwMIKRFeUYtTgMyPoYcd5WceFnTKCqGKCblzj+3EO7m/bHHBO32M9DX3YKX0QESVipBI17TyAhIpSGWin27Y6scl2KhYdlnNhFg7Aq0ti9AMf3nt9sj1lKo/t9YPu5neRyCS1VyrMmu/cAWJK25topzZYXKDGC4UfvBkfc6nkqf41sP5itjzfx+oTtNq0XputdTm+lpVTxilVF3HfbqzrJaAG69I8rP3ZLBtwe/8nxEmyo+iMoGhQAn4+n/k+ONfbeehF4qM53SCViF0zqzli6q/Yc9XPPRCkcOnPDpaLe57Q4rFXTbXXebw7M4SE3lVsZE/95YWTp7xefjFYvk562bq/Xe38E//niNXrBWG9Cz94BgMjXmVCaM4TzVLEJuY/J8eyPHcLlfr/wpe3FPi936xndaMvoexrKSzLTrgsgQs7rKQDVziJlvdTtWMDiZb/TByp4GtC63xHbuqHlS7EjVfhrqQQRH6Dono96n2/Gs2Odx369kPYzhbuUEm48iRI/T19XHPPfdUtnV2dnLzzTfz7LPPxgpSpVKJbdu2RUI/LMvinnvu4dlnn53W9Q0XJgf7vMrPJPipuD7sP+VWBvh7Trg6vE3aKFVdQXuuCedzmopI8xTTVFmhLqMMvKFU1ZtWCLhsJWxdpyM/vv2MIs6vVSl4/iDcezXsP6W7xsG11ndDJjRx4fmKXSdgeAJaUnD1Gr1/fbcOq3P96pO7aSMcH4SjIU8nhN7+5J749l8pHaI3nq8c3tA21uZ1UkrxxB6deD2oQ88gvHWrqiRYzxUVbWntQRaqEovaIVuzIm1lf2hYUVvX8P7pEghTtWXVDyf0wlmqUtvg3KpSFSQhUdQ/17jqXdINly6fWb2nw9kYT7S3t9elGWptbWXRokUN0w9dqFzUgtRHP/pRvvGNb/D973+f9vZ2+vr0cgednZ1kMpOvfDOfjI1rMcF2nEjnTCqJ8GRlsFEoeDz3zCmEBdfduLQSqhec40qBH/rRhps3EaNTBY27LdAiVOiAWnfI8hmMl1rICg9LKBakxhkrtuIrQdL2yAiBQ4mMynPU1avIBeedZDV9agVS6K+c47istQ9QYAHe4V6SCYekX6LVH4tUUyARSBQ2vlK0b9hCvv8o0nNxMm1kuldTcj1GRidQbpG20WOI4ZOVs73BkyQvuY7ikdf0FicJdgJ78SpK2RF8z4uEkiksfClJX30H+W3/QdU8qIoYFXmAiVRZ5NIiXmUEaFnYC5ZFDldeSYtR+gPW/3suXt8hkmuvwj99nNKeZ3U+K2FVr5dIkrzmzciR08QSTBXVImVjqwJlL6VyHKdCX1fplRCV55cHZDVCW205QY6ogKnU+qAhVrJszYUOERQCMh1Yi1firL0Kq3Px5OXMFZY9dZ2D4wyGc8hEvv43PlXScKv8e4t6JzX2VIrTm5uj3sBERAqCFkqF7EJjKqHl5cHHi7uLPP1akRWLbQrFeGFFKYXnC0DwiQ+28aOnC+RLknXLE9x7U4rj/T5Pv1akUFQMjimOnPIrA7TtB1x++q40X38wr5txoKNVcNV6h+d2lRjLlnMKlh+OhUL6it/5+Tb++O8nGt5R2UTTlqkOOsJIBZtqvLQGRnye26X7BMHM7/C44rldJe6+Ic1Trxb554fydR3xzjbBr7+3led2TjLd3qCSwhKRjy8sDjVFzblxeamCa01ZjoqKWEqpiMfW0oWCy9c63Hl9iqUL56kLO0070dPTEwnFmEnoVtBfXbo0utrs0qVLK/tqOXPmDL7vx56zd+/eadfBcOERCCy6Sx8eD+i+ftAeW0BHyme0YOHJoIWu/s6adfaA5u1Go/nMoI5BaJaUhCbK65shLUIprHK7IJQ+51A/7O9TLGwNzo+n5OnE5vdcDbtO6C5sd5deye70qOLoaXClzjE1Uk5vK9A5nq5YrXj5cFUIaU1Ddwfs64V8MdTFVToKxRJw5xXwyK6pn0/CrubsCiOAJTWRXYMTWozST04zmtOi1Ppu2H1Csf1o/RCgPQO3XwavHp28LnWfU7kedUOBqW6qTCAcNkZhWfqZUb6O66tYMyRDZiVwtqilqxWWderPtDV9dgTXOsx4YlZc1ILUF7/4RQDuvPPOyPZ/+Id/4Jd+6Zfmv0IhjhzPceREHt9XbNsximXbdb86S1g1Awk9U/jyi/1cd+MyHUcrFbathSi/HK5X/eHrrr9lKSTaANXOfFacXqiZuBRgCYkKhexBkFgO0naR07kugrS4RZmk4CVpd3JAW/m8KD52NbRQOZyy1tGB9nYquR4lqw2HCRyqwo+WWvQqdyo7wujJg1rMsGzSi5ZTdH16ek6yaPggKXei5i60lSpVVrkTKNtBWjbe6IBewS4QQypHSAo9+yC/ApHKhFavi/kQhYUq5hC+F82rohT2ui3Yi3V4qD86QOnQ9mpZkTIAz0UVc5T2PFNt7YWNUhaJy96A3b0WYdvIkYHKNUT5Og2p5H0KriOi+yyn+sF7ZWFIWDpUMbif2i+ElLqxDa4bJC0PEyx1Etf+Bw11raUL5a1KXP2mpsN65gIhLIRoYkajiWMMhrnmeJ9H/7BPqSQ53td8HiMgvs1SwQpqQTui/23kOBlzeuQ4FRYPKqFfqi7EQ+v0k83/Tn4TxXLYwcmBxs9AoFcleu1gie88UsCXuiN6z40OR3p9/vKbE7FNplTaS+mfHshH9o9OKJ7eEb/ogkTwle/neO+b0mRSeiAyGXFiFMAH70lzyUrd9u064nL/43lGJ+rDnYWAXEHRe8bnG/9RHy7+6+9p4coNCRxbNEx03pCYz7wSWtdsEaI+P9RkHllx160N8WxEwhF84C2tTddtLpiunWgmN4jBMBcopRjLSQquwvMURTfItSSqP7Fylyzcvgd9/9aky2ghRTC+qI4Gmu+HNRPCFw7Fq3o6BfsVyVD3UFhlkSloQkIiSI3GVsG29UproMWaRqGC2k7A/l549Zjelk7A1Wu14PREyJspHC6m0CHYLx2KinUTBf2CaEYLIfQc9WO74YYNjesTpjbPUfCsbrsMOssrxB0bUOzsaRzmV/K0qLb9aLUewfN781V6JXaBDkVvlrCQFCeWxYVYBvsi90L5mxV6FpUhj6iKUQEJm8oEUXyp8XUC/Zlet2H+xhK6HvMznnjsscdmdf75ykUtSE2ZQPMc8e0f9vLFf4wG71qWFTYfsR28gGLRZ2S4QDJl45YkHZ1JfCnqwiKEUHpFhnKxOtGfbhKkUpOszKBwLEnBcxAokrZPW7JAztNeZb6yGHdbIy6VIHBVgpzKTGLGRORvTyVI+kOUrEy5koJ8op0WdxwLHSpWsvW+RV2d5E7sqZ4ufSaO7aGwaCMLRo+Q9LLRa1RaPIWSkmCRbzfRQql1cWW/4+Vx/OpoIniGpf5jpFdcgnt8FyiFEgIv04GyEwjpYxfGsaSPqPmMgjt0lmiXfZkbo/ja41WBKJw7CUAprM4lyJiE7QiB8koI28Y/dRBv99M655VjB8NIKoNAJ6FzPjXylgpdD6iunBcISAG1K+rVnhfOA9Xo9zWZb29tryJslQpZVHYU0dbVuP5zjSWaS0Rrkpob5pn7H8/xwLPV8OTpJgYHvbpseKBfjhSultlgBroRocnsivge2R+2K5VrhadUw3WJv6qoeSdQlSmKhiZdQDIpePttKb75cPWZ5YqKv/7uBKuX2JPr9zPsKnzviQLvviPN959srEhNJsNt2ahXmz3a6/HX/5qN7dSDbnY3rXboOe3H7s8X9SpSj2wr8sOn4+sSl79pslxRs5kYaLQi4pTnNfgglNReUkopTgxICkVJOjWPkwTnwE4sW6Y9rPv7+1m+vBpv0t/fzzXXXBN7zuLFi7Ftm/7+6Nrw/f39lfIMFw9KKfaddOkd9svvyz9vIera0UatkBYBJBZaaNc55Sa/bjPiSlCf8P/hc8NNhGNV9wX/W2gvKBGoaTF1qP6tKjZpqnbLsWHTMnjlaHVb0dXCUdIOiWQ11wrfQ6N7l7JelFIKXjqsV8jb2VM9v3681vgeV5ZzWJ0aVjy9b9Lbo7sjGqIXLseXegz46lHF/t7G1w57Qc1mGK2oejDViVU1zzScPD9uf7hUFRvBE6VvROfYsuaz727GE7PCTPvPMyd6C3ViFGjD4nsevu/j+z5S+kipw/Vqk8Iqpdj2Qh8H9o3Q3pEEglwS0V+vY4XL1w2tJymH9ZVnyQODETkvCKsQKAQl6ZD3ms3TIMqvcvha+SUqf1dqhC08veqenKgeqwS+5ZAoTpDKtLFw1QZWrFpNbmSo/lJKQTFLqjQetVc1rWt5CIQSthajQsd5iRaksKPHBqKd9MEtonwPL9WGclJg2Sg7gde6ANHZTaylBERaz+D6AyeirWpNGF1i9RU4i1ehGghBIqlFQPfAy/q99BClEsL3IZnBuepN5WkkWS92le+7On0RJ1aFvwRqeq6ksRaUmTW2QW6usTPTP3c2CKv5l8EwTxw+6UXEKKjvaAe2QcqqjZgMIYK2uWY7U2vLYVsB1VakdgCgRY+p/aAahRiConb9okhZoVsIbue2LUl+82fa+J0PtvHotmLk6kpp76qR8Wl6lzWJIm4GN1rd1Uvj2w7bgrbyrPcLe0qV8uKOe//dGS5bmyBfjL9YZ5su50dP17tidS+Aj7xd2+8g51PwauZ70+zEnhCi8mqKyncr9P2dVDSsjmp6B8/O59mQc2An1q9fz7Jly/jJT35S2TY2Nsbzzz/PLbfcEntOMpnk+uuvj5wjpeQnP/lJw3MMFy6D47IiRgGR9jHaSksorzpXKxJJJUg7UgsC9YU0JPBqma5XbcBUY/fasoO6h1/RE4Kue3i8UT3o0mU6dO7OKxT7TkX3KbQoVahJ6D2dsMVwPeNvKHQfMbvbYoZYSmkvIbv8oI42yNoB+lneciksaBMNV5RrSWqRb+eJ0DXK1+lqgRsvqXqlSVVf1+DYyG2FhcHG1WtY58ozrhH8fBmkjokrtTmb1GhRkbOGGU/MiovaQ+p8pOdUtMOoI6G0Fw8QkohFpYMe1g2D7vme3UPcsbSVIL+CqEkeKISqzFArWRNPrQRKqIh7pCVUJRmqbmCqM+dpx9fuvyHFOgj1IPR/pZ8rdI6NNHmSqkBKFWhlgmNiY3keRmAhaU/k8K0kaTeLKzyEUvjCRloOycIY9I+TXr2JU/2DeK5PXCRCKp1BWg5CuvUDtrI7gFV+Zr6dqIgzQvqV/Z6dIunpcDpRKkAijfBd5KkDCGHh28moUBOMhLq6YbgPVPXBKMDZdAMikQoeVD1Skrr6TVgdi3TIIOAffkV/UOEPMtWCvWQ1qpCFUq4S1iaU1J5MSiJP7dfXsJ2q95IPkVXulGxQkRqC52dZk6/r22gaI9y7aDTdE/bXri1LKZ3jaz5ptscxC28Bg2G69E0x4NaD+PjtEY+oinpTFRZq28lmBxRxXcBJc1g1qFdcfauTLvULcISbsnCy68AL4JUDLj93b4Y//eo4A8OyOjAJsXGVw5ndc7fuc1ik0SJYg+OAtcsdjvfX94x//m0tleSztf4MAZ/6xTaWL7JJOPq+f1wjUgKsWGyxea1D/5BPLqYqmZTFoy9XQw+n6/kUJ4ROVsa0PNODQwVTe1UFXY2YOp11zpKdmJiY4ODBg5X3R44cYfv27SxcuJA1a9bw8Y9/nD/5kz9h06ZNrF+/nj/4gz9gxYoVvOc976mcc/fdd/Pe976Xj33sYwB84hOf4MMf/jA33HADN910E5///OfJZrOVVfcMFw+5kEBdkVhCvxNLyLp8fFQmsKl4nqYTkvGC7pvHCUGNaMZ2NDom6AZaAnwpsB0V6R4G4ljkvaqKIkLUl28JPdYR5WPDc7EnhnTC8we2Qz4+EpvuDjh+Jv7epuMVFvYuCs7ZW05tG1eEKl97LB/tqQsBt26uqUdMGe+6Qa/mZ1sCz1fsqZkHF0LnoOpqhTPjuoDw90IBqQTsPVVfr7i6UlN2+P/pelQF50kVpJWpr3utR9Rkn0UjAXReMOOJWWEEqXlmxdKqDC7KnTAlJZZt13XkojkVtCFJplNYtp7KGBgo6L+rZwBaT6iG46mQa2z1RyDLEnjSrgpTytKNebhBtayo+27474TwkUrgKwtLKJK2R5AnRAhBhzXOUrcqxV+qdjKhOikkWrETItIgLhs/oEP0rDTFZEtlh+8WyReKYGdwrSSOrHbsE62dtC1dxlBuA87pfeG+bfU+nSS4BS2DKQlKknDzBAGOvrDxrQRWbgyhJMJzsQsTkGmDku7dy1QLcaj8hC7TcsqhEApn/VYS66orH9hLVuMe31MWePRnKNq6sLqWEMQRK6VQEyNBjSvTBSLVgrAsijufrLmyqCjsaqi3+qHYthajhNQfZuUrUL32pIRb8masrxD6mlJWPb/iGtpyJ6huaq5W2LJtrAXzHFZgWVEf68mOMxjmie4F9d+3sHhT32GDoN0NjqvYDxQi6NCJajnB5MFUBC1HbQe28ZG120JCErV2jUo4VvSMsm2MuVCtGJEvQu+g5NSZ0OAsdK3rL3P44L0tnBiY4MTAJEL7NAjC37raBOMxqQHDnBmuFxc/9JY0b7iyKr7fdEWCx14uRgZZl61xWN1tV+43m1eMZuuKYsViC0sIvvL9mJ3A4KgkW69jzSkzCSeNFtD8oa1pWLlknpPCniU78dJLL3HXXXdV3n/iE58A4MMf/jBf/epX+W//7b+RzWb5tV/7NUZGRrj99tt54IEHSKer/chDhw5x5kzVs/gDH/gAAwMD/OEf/iF9fX1cc801PPDAA3WJzg0XPplkuR8YvAIxphyVEA6XUkoghE7XEV5wKPjZOraqW9xoOmLUdISAWhHD9/UaN45V7UpK6ucuw8JEeHK8VgeoLMoUuoF8CUZy2mumKupURw2blsHWtXpFvfHC5GLaVNTO56YT2gNrsucZ5BkMf453XA4rF1YrsWEpHB2Inrd2CbSFknZni9VcWvrOdJmdLfr/p/ZG7yt4xmfG9WfQDMG3ZKrnM82pDzxff2drT4z7rk31fWtLQev015KYHWY8MSuMIDXPHDmeI+GA6+lOnPQlTjkLqe95ky4HmWnXAkXQuT96NEep4JNMO5WZgZrFciZBYNd4SQkBNlOthBCcLelIZCn6KfK+7lj70kZYenU2W/h1LUUSlwWcYQKfgugstygKRxYrdU7IAol8uWV2EliJdKVyY+lu0u4EtnRRlsAe7CEHtC9dB11dlE4eQGSHqZgaYSMTLViei1I+ll8i4UZHD5bytaGWEst3QZR9v4o5bbSFaBzG1n9EX0vJQGpCTgwj8xOUDryEzI5gpVqxW7tQowMoIRCLV5K69AbCSe2EENoryy2Uy9P1txwHVcihRmsskBBgJ8CtGWVIWVmhDydkoaWMzw0Vq1GVP/wgoLs2aXlw/bBFCEIFa1chjJxDRJSLsyLWiksRifn2kGrSfda42Brmkb4hP7IqTdyAPzIzHBJ0wl5LdaulBT+/WPm+HhE3HUv8LG18WYFAVi8kTZYnEZqbaRUCFnZYpFOhssO3phQv7/WwrTwfuKeFMyMe33+yyMjENKdxY68tyBYmt5dCwJ5j0TZUAMdP+5wc8PnWwzlOD0uWLrTYvMbmaDlx/daNDh+4pzXyzDJpQcKODhoEOnfU4KgfEeQCOlphLF6naorw5zOZN5z2XGioVM4pd12XJOHM8wzzWbITd95556S/ASEEf/zHf8wf//EfNzzm6NGjdds+9rGPVTymDBcnSilyRT/0vtwqV34aQi98FBaYsEJB0CL0vyKT8Cn5zX1/pyPUNCVUCe0lFT/RosO3gkmXerViao8ZgfYOqk6QhLxx9FEc6BNIBbdthqEs7DiuE4RHLtXEPG0cJa8qGsYhBJwei64YJ4ROzp5JKbYdhlwROjPak2o4q/evWwzXboiWlU5E7XPw2CwBY7n4ZOgtKWK9a6FeeGo0ITWleBk6T4S311xNlhW5OGEqQIaCPhp5y12xuoGtOpuY8cSsMILUPLJr/zh/9Jf7kbI6gy1sUZltDRAhD5Wgs6JX4RPRTqGA4eECS5e3aY2iJjFg+R0IBRGXx6DFq19Ss3YA4kvdQFQbJT23krAlY24rvqomY5cKpLRIJ1yEUGRpQ6cTV2RFByP2YhQWtuXjKIWFpNUdiXg9VcZNlkPm0puxHQdHlvBEAoRFIdEOQNqfoNC2FFEsYR3dRSKRINm5mJLvoRB4iTQIC6F8hJfCKeVptOC4JX2ErApoAirZCVWjhsPTPr/KTlREIAX4Q6fwX+yviC9qYqQcOqMFKzE6gHJLlHY+iRwdACdJYuN1JC5/A+5rj5dvXnscyf5jFPuP6XC8SGtb0xIHfweiU5yvsWXrcgPrVPt/3JMRoj58LxCiwmvbQtk7KyRS1VktRdVBXAEWEeuuFPLMidnPtE8Xk4TQcJ6x81CJf/rx5G431Rnm+O/lVOIBMQJR3WE1g4Pav5vtmE/5exZRjyYRVLK28x9TTEta8GvvbmFRR0w7Xb5PBbyw2+WF3S4bVthsXO2wbY87J9qJ5zcS58pViNmhgCdfdXl2h6sHWsBotjqwFAIGRxWjEz7/69/z9PT7tLcIPviWFn72LRn+6YF8RaxUwHO7XJ7b5WJb0XxWloBSg9CU6RL2vKu/x6ANn5trTYqC7QdcfupWYycMr2/6R3wO9+tFDsKralMOyRMiLEZFevkh0aO6v/pzUpFj4ogO/htPbtR6OMWVE/xv1YxfdIhhSGirnFOuX3BtWZ0z1s8heq+gw9luvVT/XyuQCaqTCof69WtZFyxqg96Rxs9gOkwZjayqTUf4/nf3wO4TVGxZrZiUd7XI9Ox+xWheC0tv2AjXroeXj1SfvyX0qoJBIvMwgsntRNxwIniGwdgQos1/rYhVKadBnyK43+q9Cz1kjXhVq8qQJdL2i9DzDZXRMwgb53sdB2MnZoWR6eaR518e1t9DpZC+j/R9rHIrbJU9nyzbwkkmcBIOTjKBsCyUVEjPp5jN182mPfNUXyWkT+tY0QS31USg0eYiYSkSVr0JqXrsBnq+wPdFdZ+ChCXxlaU9omoaf08JfGlR8h1yfppD9uWMiU76EmspWK0UrQw52YYolVhQ6CXl5aIr1SkFwqL1unshmWZ8/zZaSiMkZBFLeljKI+1PYCsPISWp3BCZ7BmckV78vkMoKfGSLWWlWqCEjZvuxE+14KfaYmcpLK8Y8hgI3U2qFSUshPT0Q6mo3wLby1dbPssuCzBSh/35LigfpESosAimkBPDlF79CXL0tBaI3ALunmfASZK86e3YG7aAsIl8MoHQFPZIKntmVQQiGZ42Fw2sQfVzqnsK4UFF7Ug0zmsvrndhO9WeQe3u2nLjvKlyo/gDPfXbzyaWpes85cs0lYb54bWDbt3XLW7wPZ0BeZwXxlS5foSoWgGpqq+wc+Tk875TE06ELYQIdcoFllUeJAl0nsSa+00n4f/3qx24Hvzp18ax7WgzF+eVdfiUz4u7SygUtQuGzHRV3iCh+HTxZPyTUwoOnPD5n9/McrzPx5cwMqH48veyrO62+f/8XBtvvTmFY0ftd21y9WRCC2azoTZhfbWO1ecXSZRee74lJl3Jbyb09EtOnJ7npObGThjOM86M6x98echeEQHCYgHlfWEmMxsticAlSNX8z6TbG4lNU4laFQdeUR9CHnRja19RiyOQSuD6oTC9GvGqJQXvuB4mivDgq9WeflRHjz6UvhEtRoVFktnq34HnUjMEz0VStrvEP8ueQfjJThjN6f3ZAjy6C1YvgnuuhstXgD3FRVOJyRfmaFjH0P+N7FhtncOfY+1xtUOEIKm5UsECXKL6Xa8pp5JOIHSt3mG9yu68YuzErDBPZR5JJe3yj678s6pMCQCWwE442E7VaU0phfQ8lJT4no9bKFEqFCv7lFKcGSjw/e8eZnioiO9LCgXtyxhpDCqeVWXhCtXw9yCEwrb0SyndKGjPK1GesdCNgSetugYEwLFkeVZGv4qk6LXX1VwExsSCSuPseMVqqyQEVroF3y0ysX8bfnaMpJsl446S8cfJ+BM4fhHhu6Tzgzh+MVwsyrYr9xz8r2wHKayIs3K1ERXkWhYhy6nPpeXgJdI6AfraK0lu2Kpj1GVJJ06Xrv5bKZRlVxvA2EZfxTfUhWyd6OP3H0WNDyPsBPgukaa10mKXQ/KUhES6LETJamteOV5WxapQXSLPJb661ePC00i1olT4ffC/74csUINrxD2M2vpkRxvX72wQxHw38zIY5oGpwpGaWcksTmhRSq9gp8WYyc6dfDBROyCImdag2nWkOpPRoI61144OSkTDZZvXLnM40e/xl9+a4OSALNsmgW0HYlbcNEP1OkH5wf8z9bh55+0p3n7r3CerGMuqupn153e7DIxI0iktNk3W3XZsSM1BBPRkz2Wq56dzZAb9HdH8iGwKhsfnJhdY0xg7YTjPsCPtZFzXrt7LKTynqcWraI846ShaEl5ZHIrpP0bKrhqJWtEo2NaIiuCi4usZriuEIkpi2xlFkFtKRQQM3S4tadcC0+O7dNJwKbWIpcpilpSTtW/1otRMhambN8GmBh479XdUT6O2PggHDJBK55nKl7QNmEqSsS0iqVvqrjuFsBh7Ts35k5YdOl6Lk8Ez1hcOnn8wwTTpXDvRz6s4Rx7CTWPsxKwwIXvzyFvetJh//v5JxoKeZE3Hu7ZV8F2vbuWZ4kSeRLmXqaReUaiQ9zhxfIzt205z1zuuZNliKvG3SoloY4peRjQgzvXWKacPsh1FriTIuxYtySBoVx8TxHSHZ2SEAFvUChI66XlChBPOghKCgtNKqjiK7eYBhRLlsEQnSW7vcwDkk124js4jlXKz2kgKB6eUxZL1eZGUiM/35DoZ8PKQaiEvkjheEYHEsxMoK0F20WqSuRFUurV6UnYM1X8ESwhkMk3Fq0dKpJPUK8L5LnapUNfqi+CBUPdR16PAP3kAeWx3uKfQ+HjfK4tWImox604JCVWTrZoXphyqWDdVFaYyLRHysfa8+HxTzRCy8mLxypmVMVOa7WHMdnrMYGiSN16T4vFXCk3/ZBtRK/goIBhjWFNNmzJ1R7aWqnWo/qVFMD1/X7cCYKzXV0w9ykJ5reOmbcH//FY0QVLcJEn9NSbPXQWwpEswMNLcE9h7zGf7gbnr+VafXhQFPPpysenvxURee0nNNZOG7jWqPEy9it40WLtsnpOaGzthOM9YucihfyToc4UmACJM7h1VGfiHsITCtjwyScVEIVETBhctQAUx0cH1Q2ON2vHBZFgiunhS9RxRs12Vk4DU32MjUavowZN79WHh2geLUgfpUuOonSCppT2tE6CHr9/o+BODcLCvfrugPgPGbNnZU56vDurUoF5K6fpP5sSqQsdOt3WbSpSMQyqd29gOvZ/syrXz8cE2IaA9M53azgHGTswKI9PNI92LUnzpc1dz49YFQLWDpspCh6rxm2zUgfNL1eUahCXI5nxeeOEMhZLCK2c8DUIrot/7qQYAom57KiFDqYEUNrIcuqFFi3CNZaXdqJ1Zqb8PgaJloo9MYURvsBztMSYE/vggChjLLCWbXkTJaaXktDKR0TmoECJWjAKwvXKQdcUfV+mQO8vBTbXheT7ScsASKMvGVpKkX0A6KYrtSwgH2LkTI0ilsLwSdn4cq5DDKuZBhdJEWo5ekS+usQdUIoWwncr7ivWr9V7yPSoxJ0JQF38SBEfbjn55pZhpm5rOQuBVFQhpEYs5RYMYCa9T0XNrX82OkCI6ZY3HFSC612O3L2yurLkiCMNs5mUwzAPLFtn87i92sHFV/XzRTML0KuFVUukkt3Ly8LSZ9pVU6C/dZNSKSFUxqlFdo9sitaqbId99NN4GTKeytc8ouPVmxSiAF/e4uLXJb2OOW9Ax+YMNJorirhwku41raicbTMxVDqlwiF74/bng9q0JOtvmW5AydsJwftHRYnHthiTtKREKZ6KaXanm5xkfPlU9K/g3aSs60xJ7WuHY0zMaUaGqPmKjOr868zYmENv6RyfbP7kIJGtEtUDkCbq+E8XqccHTqohANY/kUH+Dtr3m3lum8GqdrL0PdkkZzVsVO8ERnq9u8jFP5xvR6Dg1Rb2smEmNcF+i7ntdsy147les1At+zCvGTswK81TmmVXLM/w/n76S9vayl5MClEC62mvKK4USfDdoeSxHd8Zq3Vct2+a1l09Woqd0+bXiUKX0SPhgsL+2EbUEtCV1gm5beKScUqVwVZ45keWXqmShDVoU/bcjZOScwBB6IlUWaaqdS1EWP3zhUEy2R4QPhaU9nQDZaOU7JbXHlfJB+gjpYRVzOIUx7EKWRHEcuxzmF5ZlbOnp69rVKWUFeIkUEgvhudhuAbuU1x5RlQoLVKYdZ/UVEeFJPxobnIT2rupeDY4Tyv9UHl0k0+CWqp9jcL9KgZNAtC+sfm7hEMG4W6+ZBqmEafrlML/gukSPC5VQ/q9GyQzqVOtqKqX2jAoEtEoYX81UVFCGk9CftQh5YIXuV50+gj8xMskdngVEk+61xoAY5pFV3Q6f+GD7jFcTq/Viqe3EycpkSP3gZWY6gwq9QpYmpvoi5M0ZFTZUXX0m69TOShAJdXrDSbnnSmKpLUcI6O4UvPn6JE4D0+X6cNlaO7ZpXtDe+HuQSQuWLjx77VMkaXntixhxqon5jkmJO1dQCfl7ZofL6MQ8h+wZO2E4D+lstbnuEh0urJSIiCGNvU2rb4I+fIAIjQFsC1KOT1SGiI4hJit/Mu+oYO5dxHQVA6zY80XZY0bVHdsYVb1WzWsqBNXQ6ECMCqduDXshhZmOM2j4WMuChW06tK/Omy10/LLO+Pq3lCPH4y6fSeoXRMWo6TJV8y5C/4fnsmv/Dh8boD/HIJyycR40KfV3yK/JTBI+as9JcL15njQxdmJWmKdyDsjlfbI5H2FZ2LZdE8ZgUczlKRWKOmSvpkW2HQfP9XDd+KnPvp4RBgayDWfBnZBrqC8FvhIR9TnixCLKP3gUllB0poo4tqzMqtQ3iAqJhY2HhU8Cl045hGP7lYKFUAik1ixUOQxQCFw7TT7RjmenUMLCt+OnCbToJfESLdrTiaq59O0kKpHC9oo4bhHHzZPIjZKcGCSVHSIzcYb0xCCOW6gvWAgtVJVdy5RS+FYSt20x+UWryXetqKy4Z3kl8D19XSGQuXHck/vASaGEIEh8jvK1J5OSyLEhfbxl6bBCKRHSR+TGqw+7VgRSCnvlpsj+yneFaBdBlf+IfOYVqxMjSgpREQKre0W0QW1QJ/3l8RtM14fC+AJhStRsr/PsqiJ79taXeTaJ66U0ehkM88jwuKwkpZ5OjqPobGJ8vigpFX5FlIopY9q1FZVX7RxIXDJsYQmUVJVQAiHCZUxdh+nk0Zq0ymFx5Sz+xJWCfT2SR7aV6GhtfKFjfX7s5zE41vhepFTccFnybFa/4YcR58VdnVyZxfVE9O/IdwjB9v0xa5efTYydMJynZIuhxivyHdS/TSmrqUZrEShsIbGCKeWar286EWRXrZbXiFrhYTLHedvS+Y2c2kCAmvK0A37Y41ZVRIuA2gwTEO5izk4dDwQz3y8LU3J2P/EgX1O4jLC45Us4PggH+qA1Fe1Ch88ZycV/ntli/bYwqxfNvO4BlaaudjvVetYKhHECXW05gUfbZNSKT5EhRk3zKxWcHpv6fuYUYydmhckhdQ5Ipyxsu5xYLzSTXfnfspCeh7AsMu2tKF/qhtjR4pUsTy/E5XJ4w63LWbUiE2kUZPlXrA1O9Xh9fQvL9hECPClI2NUBjCerdVTl86zyeUnLpyTDs7mKFkd7+jgWZf8rQdHuQCifhFXCUj6WkChsHK9AAi2qjaa7Gc8sLRejaHWHyXjjCOVXQvSQktbcAG350wilcBMt5NMLSXq5ckieXr1A+C52Kk1qxaV4e55F+G5Z+KriFLO4dle1JSzPuAilsJRbbVj9Ir5IoSwbmUhTbFtEenygfI6EsjeVssB3kqj8OJawyoOb8mhHSS1e2Qko56cSpSKxM01hzySlIJnCXn0ZcqgP2X80dHhZTPJDcSK2A4jyCn+hsuUUeZ1sB1HpOaiymFbu4AThheHwyECUipv+CgtWYdEpQKlqmQ16EGqq+s41zbrPmhkNwzzTko7ahYDJQt+C/VP1dwLvW4WIdB5nMnMadEKrs/PR+k2aL6pWrNKVipQzLZSKaEuNry1Ys9Tmpssd/uWxKXrxc8zQJOIS6AHLdFY96mqzeOvNKQ6d9Nh7bBZhjA2orKJXQ2UF3+DzCn2RKnm6BNP/QkUuHv0eBH978+wgZeyE4Xwl2SAnbLUdhuCHGDUZ0ZXtwj/xoBs3XkyEFimanHDXdbJjmnFsrcwTlFdao3IPelxjN+hGBteor0s18Xm4DpMGDJS3L+2CJe06L9N0iJ3oUVERRoW21x4+UagXWQJm0sq0pmDrWhgchzPj0X3NNtPhqjQwC5H9EHrW5e21YlUwVNLfxcgV6moV93lN1k2YjRP1jDB2YlYYQeocMDBY0l/IBr+WTGumugIf6HCoEDoXiMR3feyEHfoRK67eulivMET1h2qHGobKst1AuDkpN9V4dStOaO8ogZ7xyPsOvrRIOyUSysaVevW6lONhWdVGP9waKaH9pXyhBZyUKNDl9SGEIJ/sqIpR5fOyiQUkZYG24jATyS6UcGgpDNKRq2YETLg6qbmXagXLQiQyZJaswOlYhLBsQOErP9aUJrJDeJmOUKOgsHxXC3Y1UyC2V8RLZEAI/ES6+lSC0L7QfcpUCyI/Xh3sKYWQgJIIuxpuJ2pEF90ghwZS5c688n1K+17Az45CW5cWl0r5apqu8uhNAMrz9H7fD+Wpiuu11zyNOvfn8t9Bxsc4gahRKz9VTyQodxLsNVdMun/OaXa2wsxoGOaZgRFZEVQaCSsBjZJMxyXwFgIsy4qPjBKBkDTJtajXmWtD6AIPpmCdUSVVpchIeHKorvqPULlMfs9hKvcauhEBdffevcDiLTem2HKJjS8Frq+mLUhVck2dhTZhumIUQMmV/OOPcxw55ZFM6CZ7toKNqh0hifrvWOS7FfcoZjoYqDkvLhn+jZfPwfKB08HYCcN5Sq6kVzWN+7lFRZsYG4FAxfUTBfhKr6Zd2RTTdWwkCkWKEtHj4+YzK+YhmMctb/crMxTVMY5U4Fiirozq++jxDe99krp3tcLlK3VonC/1inWNBKk4MWfyEMLa+jZuKmvnqCt/T1V2zDGeB8/sh+EsJBzt8RX2XAqqXOmqN/Bqmg2NTq/eY9jm11egWUEzYHnXdGo3Bxg7MSuMIHUOGBnzsGwbhawKESHvqGa/rF6phO8KnFQSy7ZwHEvnwi7vr//hCjwZVqJVxdUxrNSHvZ4Stm7clZKMllq0xxKKnJci47h0pEqV80q+TcKS0eqL+qaxqNJMpBfTWhjGTS6otwxCULLSpGSejuIZlBKkc2dq7gRsv4gv2srquk+ifSHjfcdws2PYbp6ksCCUdj24goUiOTGI29JR2S4AodA5p3wPUCg7URaetIUMhCRp2YjafE5CYBVzdfeh7HKy9pC0rywLEdZ5As+A4FGVxSCrlEcd36M3O4lyY6fFNn0dG+V75fsKDZIq17KqopQQ8SJorGhF+Z4bTPHUlRGatpjKp7ns7VY9PnTuktVYiSTKcxHOWVgeKgZl2yh76gS5zRxjMMwl49mqJ2z4/ziRaTLByrKix4uyWFM9N3p80J7UTlpUz6+/hgr/EWkCA/EptmqR4+o8vlSNKDXJCCJ8fpxHTUAmCZtWO3zpezmO9PrxQlntvdWUWxEIJ7+lGTGRjx9MBPWoraNlwUhW8MoBLxQmEwrBb0LMrL1G/MVp+BkKKwj7D30/52pFvfJ1w9+NW65ykErnB5lpjrVpV8PYCcN5is6TU/2B6t87VH+wkdaeRm168NMPknajqsc1EgFqJyaaQuhrWOFmnWB+NU6MEDV/N75QbTMX9RLT+JUxUHwZSkHGga4WeHQ3jOa0eFMr2ESuWSOMVZ5nqDkNrlkrQjW6o1iNv/zZ5KdYrCLwXgp3r0fy+gXVeebaa4RNba2oFn6GzQiRkTJV9Jk0PleEvr/1NZyOGHXFKr3CYkoo7GYUwjnA2InZYQSpc8Cq5WlSKYuSa+EWSxFXxXDnrrZjHXTKfM9DlQf1y1a0sXbjYl59+TQLF6axRP0POOgbaiMQlBMMNxQlL3CqEQihIo2Y6wkKUpBOgG1Fm9C8l6DFKWAJkCg8kdbXIKp4W0KSEkUECh8LVyXwSSCkj028gJFPdlKgk4SXw/r/s/ff4ZZc5Z0v/lmraqcTO0d1UM4SagmJRoAQFhkPApsB2cZgxng8lzDAeObxzLVJ9m+whwHjy+UazzwGjQMm2jA2YzCIZFBCakmgnFrqVud04k5Vtdbvj1VhVdp7n9PndKtb5+1n9z67asUK77vW902Bh3Sa1NVUhj0JUAG15lGE1nTu3gu1UWiM4/gdVK2B0541mJRWlgWSREiodmbwaqPGvVBrpN9G+om2XCofHw1uHQS4nRn8+ghaOggdkCQmxQRQt7PvUSJotEZXqgjfCxf/MRQIwkE5rvnT76bqSK9r3CYrVWImLYRx1QtBKZ3ZaJpJuEl0yEJuXiIOy8Ao28IpkjDxze6hlldBGNBcpKWebTl14Gk6/3wzCIF7/tW4511V3t5CUQTUDVJuiZboBNIZa1wcBzQSraIsZ8QabRtsyMZpylLsdqXTr6BNSbXQ5S8LehWMMa2hLtPTZ8ZS0FahpU220BytpVLthsz/6QOKD//FdNp6KrNH6wXgFIFeC026ZNMY9Z8AY/nzUoJS5gpnQwH07bfEoq4nZcC8KJvjcZP9kNiXQ8Nt9/vcdv8UjoR//QsNXvK82vH313c8S3JiiZ6dNNooeC519J/9Igl6M1joeJJAC+puQGABUkUgjG3p1ItlZM9Jkc4CHrdFnvflZYWOgRZbjqnUNiK/B8oCLWXjjY7vnYC992QAN/JXL/odObRk+9KZ8ljnyYByRZTRbydglk6fT+mEdfq7F82VXWX7nStl69ljTOZig1KZ56Hg3mWvQfT90B7zcSRcfY5m6+oTwJuX5MRx0ZIj40mg4SGH1/3CagAqNWN67tYqSBN8CaUUWml838frpIN3+l0vBqMALrh0DRdcvJLLr1iDWym+nSaBX7JpsbUGgZYE2qHjOfhKh8zACC6lJL6Sxqw316opc6w9QsQ0RCjvNDbjUlSFycwnBDiY3w5dOo1lVFSLuhdFnos4SgLseE6DjjvMVH1dTjh16mN0KyMoWSGo1PDdGo7XxPGapoB0CBqj+I0R/PowqtogqDUIGiMgBEpIhN/FbU/hdqZjMCoS2xqQfgfHb1FtHUNLSVBtGLe+wE+7s0VWDNb44r9VgGg3kc1pZGsWlEbVhw2ApJVpJ7yn2nFNHCj7SkeSN2vhJARIGQJbqvAupdQkx0tFllHx2EQYJH2OErDE4sp/+A6CfU8e95D70lKa1iV6ltKyUclVF9Ywq9joaBqAkuFKOJvpLOemJwcIAk56kZ/EojK8W4r0Yj674B0IyAjlQHYkpl8Rf5uD/ZrK8o1k3Em76R2FVgYwUQV1o3Mpt8HsdcwCXQtA+bYGW6ymrhU95n1cY5kbDdRvWZFeVSMdmlUmUPC332nx2O6Fj5uVoyU5sUTPUhquS1aMRMrRNOgkwtW7eS3DTMsWg4sClkevfdt3aHkunpLhsXJ+0OtVLztXlNvG/h1yV6t8vqFs9litQUqNSbaUga8KwIu5sLjs8lRDKvtbVr+aqlvUnlXHHkvZpcxaJdnzWGiwaRAqm+t8qHcbwtqLFo+h13GRkRO3PQoTswsns0tpSU4cFy1dlZNEz79sLP7brVZQgUJImWw2RLjZCAGqIAhQgUIFAdV6jWq9TrVRZ2rSgBdnn7+C+nAj1jxA8l0UtsdsJpLgt1JCoCRSBGitTWaOQnQl+amBAMlkZ8gy7wxTdgIaRVdVmQ5GmfDH6AQVA0oJTYdh9jfOZKq6mpHOYareDEoJJAFSJJ25fptlrX2Mewc5OrSRwK3jOzVajeX4lSFqnQmU4+BVR/CGltMdWQ0afLcausEJY0VUqSHXbkFX6iAEUjpUq3Vcvx265lUhY2EkAKHB7baQKgAkKGWALAxYJbtNZLeF9NqlnFK0mwnIphWyPYvwOrHbXwKACaTvxX2nbpbOC9vk5lrHcy6fttQrAIPmQmVmFbbU7icFiwCokjrq8DNzG988SAsx8GeJluhE06VnVyBUJkhHxvHpbFDKBkmUUsWggk7qRAoDW0700hjnYweFGm40GfymP1nWPakMQkS/0/MbNG5WHEA7+rukXM5IoIC2nV/BCVdG4yOSresd0mDP/AGfIhq0rWw5c9/KQch02eKsu9lzZQHMe7WfOx5eYyGFeV6z7el0ubh81hwhSwXXXcAJAaSW5MQSPZtp5ZitDBTJ2t1CLmwFQwxOZRQMkRdE2xO5GEL9rIqyx2zLlyyAokvqEc8ikROuQ8yPwcieQCWuhcLaL2QBk2y/9l6oSL86FzpjRRJ0vFGF5SODgUCRvI1kZwxSkRZPgwynaJ7Hw4KisZW1MRdLOLu9MsqCc6bv/jNPK8LS32VjP3QCMu4tyYnjoyWXvZNE2y4Z5VXXreRbPzzSs5wMfU1VYOJNVarV8O0FNPz8noOMjFbZctYyli+vM9OC4XoSyNxXJlueG67XzYufdQdMXmYpwHEVHT+MVRRSxVEUR80QdJWLQCEJCLRjBIZ2LRc/Q7NBA0cEuFLhUQEhmXDrzDjjKFy0BlcHxtJHCCreLCund8b1x2nSri8ncOu4QQepA5ygi18ZMrGeoo1ZpWasyFQbHIlwq9TWn0Vl1SbTkNYIKWk9cR/a68YXQckKMuimBIKSrsne121S9abRQhBUhhCpjYBCqADpdVCVWnLVQle6LMhlbmhoY+xWwOuaOo4TWhAkNyS+Vyq0pHLcNOcNgvRdiSUyMTilhZNkGpQytrATkFh5yQw2XaRKKvqdcuGjtzQsajOrKrJIzUyYa7uY2oSlrBhL9CymK8+vcPfDLvc9bjbdvVyqhBAoFQEL6XN2bCCBQGmdcu/WcTni+v1N/i1OGeFBPcaXjCXdp70Bif5aKF2mwAJM4gW7PSnjBll1YWxY8osvrnPNxTWU1iaRqiP49FdnsGMRliE283Xnm0uMp6x1QCTPI+qVM6Ksj6zVV+x6ad+EEhAu+zxGz5mdcW/QACk9n5uS/jWw70gwp2s4L1qSE0v0LKYzVkgOTorYCiR6hwtX7MJwWEl+2TVS9QnC7NqBFrF7HRRzvX5gQ1ae2Ky4kC3EdWKJZJ9NjUKp8LUUvVocbKz9KLoOroRGDa48E85YKWJLWykE/3TP4ECKfR1E5pwpkHzZ444slBcCfBqUeiur+gNB9pyjv6MYYildkdCJYYPQ4XMncu2XAV/ZPrLrl8nm3GTtvGhJThwXLV2Vk0RCCN7/bzZx0Tl1lO8TBH6ptjMCo4AwQLbdEOx9ZpqdT0wwcXQWjWC2I5lqCZpdQdXV1CqarpdoVBMtSdRXGpCK+ldaUJGK0ZqHI41lk07VTISAp0LgTIOn3LC9FLsNy7nGN916IQNRQQqFQtLR1ZjLjbYOkm2l2plChKBVvB2KMt4pZT5aI5WP257BnT6Ke3QfUieuLlEGwyDwiJE9rdDCQTmVRBRKF+XW0NIhaIzhD40T1Edw/HYI5JgLJ7RxsRQqQHaayG4b0Wkh/W6/HQIIGVty6WrNBMWLz5mPDvsSWkO3HboLKpM2ozBDijDgVghICSkNkBVe8yRIsMqrJwaV2lkwivBSKksy5OYq8seUMpkBC87rQ7vx7rllsPHMl2wVTb/PEi3RCSYpBb914zBrl4vYlTtrGRR9lKXSLty8h+fjzHeQs3DKAlO9Fn8Jpd+RQrc2W7aR7jOr3Z3Lq5a17imy5krazp5PwDtfwdEpxeiQ4ZFSCJxQqzPbLMg0mhnDfCkbsL5XuSK3zFDcFbNjq84gi/Csy19k4dTP3TMHaFlB9Ptem+xpkXxSFlaaOI5alu562ONrP2j3m97x0ZKcWKJnMUkp2HZWhaoLEXhexOsMHzZr50DleS8Y5XO9onFEGGZDhuCBtVscZKloAxYRb0qBUgUAQ1GbIj6eP5nOCGvzr/xYBpNlxaRDhUugYLYN9TDJpxQiVux4GTFRGEfbmnsWkCmi7A6qv5Jo7pQFc+z2C+9H5rwm/QxlwUebbHfHdPsJGBW1JcN9at9rZPVXdN8jemw/PLind1vHTUty4rjotLaQ+tGPfsTHP/5x7r77bvbt28ff//3fc+ONN57sYcUkhMDrqlirqPwA6SbuAcoP4k2EkBLpyLx1E9Cc9bjvnkNcfvlK0BpHaiOYhMZXUK9o6pU0d/CDJOJQtDFxpQn87SuB64CvNMtqLcYr0wg0TdVg2h8m0NKqado52hmj6nih64XCkYpU0O9wtEIEqBjISuZRE10Emq6u0Qoky9QhXMtaKZqro3xGJnbjV4fxayMopwpaIVViKRRteIKhUUS3jdNp0n38HnzpEnRayGodqRRq+kjGukgTuEME1QzDCAOWK6eK7DZD1zttgJRoJloZyyMhABUCTYIomHo0/vguxJplDZUautYwdTSI0G3PMHppgDIhkH54PbRnLKu0RotoeWFd48xVjzm1lBBokjS/qRGFY8/W7qEeKaIyPhutSuxViN2GyoBj0eFnHkVdcA1yaIxFISnz1mFl5ZZoiU4CSSHoeglyVJZNbpA1jlI6tl4xCScM/4izxol0JLocNxh4AZ8GThZDK5nNHFj0d5TIA3Q4X5FiQSosr8L5f+37TfYcqnF4UrFhlUPXVzx9oHjSRYlH5jruuZYvAvtKWXGP8SzGPZnTtYjEvwUWFgVVz2X90wZQzbZ/y10dXvvCOo3aIi30l+TEEj3LSUZ8rOjdi9+3MGkSlK7VKo5CCE2r6xrAmyjRkUl6ZN7BweRNagg9AKGsJVU41JhEZqlq188CXIOCUb3GZbdjAzVRKJN7noINyzStLqwYgek2NLv5OpIMAEP5Ejk1Jqtc2dztfo6H7OsW348+g8ss03PjGARoKxtDqn7m3hYOx9reFIGb9tju3wUXbVxEK6klOXFcdFoDUrOzs1x++eW84x3v4I1vfOPJHk4hXXDOMI/unDWMXymcSpWgG6D8NNyulSJQinVnLOPIIRO027yEgtFlDS69YoQtW0aQwrgf2ALE8wWOo1OIvONoVJBoiF3X4CtS+KwfbeEIja8EK5xjJhMeMOK2qMsuM2qYbuDSVdHjYxrtBi416VFxVFgjzdZc4TPmzhqNtHZoqiFzHB8hoIpHV1dxtEc1aKKlQFvpVjXgyyo13abamQatCNxaGN8pTTIEXXS1jvY6eLVh1N4nzTUJOjh+B8veN6FIElqSRUsHAkUUXNwGmOJvv4uItNFAUK8jw+Dk2nERyrgVmJvmxO1rtxa76hH4yPasddM1WpuA56nsiaHbnrbbCsExYdVNUaSxFgIc17jwmZRMVnB2SxrEqndFocTKSqT4+kliiVVESiVxrrJqfa3zUgXA67BYNKg/95LP9xKdTDpzvcOxKZXRLs4N2ABCaxcDABjz/yjorbHAgjSYYCumC/Di3n0N+M7Yc5rzWxau3LOZ9bKgVMLS0xp1A8iFgIjSHDim+fsfmcyxQazVL1rA9s9iVwb6pEAXS5j0Kp9tt+z3fONRzZdSrqBS5O5DP9/LfiBWoftgya6u3dWLBkgtyYklOhVotCGYnA09GbRJUmQeyUhRqVNZsL3AuKFFpDT4AXSDCoEOQ6LHQsAAUzLDR7MyIfodLe9s/u4ULLmzVHReCkCaOaVjW4lM370bHxQQ6jU2reHINByeCpfK+8rBsKKEo0onMbF6AmWZsWryLnu5Oj3P9ZYTA7DreBwRaKgzx7COF4GKRUOL2hr0xtigX9lv2zrPpij+mJu1lVggWpITx0enNSD16le/mle/+tUnexg96R1v3sRjO5s88OgMw8vHcFyH2c50afmrX3QGhw802b93mkrV4bwLV+G4krWrza10HZ1iSloLpIR2VzBUS85F/teRcJHAcDVgZSMBuypSMcMo40zG7Y04s3RFnYpU1LXHVLdBaoEvI8/1EJgIqSFbjLnTCSBGQF20CHSFqjD+hA4BI0wxrKdxdICSFbSGijJxnjrOMIeHz2SkcoDls88gtKbdWE6jMxUDUMSjicQv+PVREwfK7+J4LWTQRVUbg6kW4guZxGAK3CqOb2U/9D0IAnSU8UopE0+qNoT0Omaz4bhoIdFOBeF3zcic8PXzA7QA2e2kbZ1E6JhYqxpQTKk4LhVKGalmqX9ElvtnfTiEsDZDkjBISmhtFbrOxRsllVYNRauL6DqUSa744StSZ4UPnU0RKFZIAmoNxMjykvPHT1q6aNmfDQ5SZomWaLHozS8fZt+RafYc6u0+FpMwWxCdeg9FnLVIkAdxpBQEKrGUiihedOrB1ozztRyy+xqkj7LChf3F4FH6kL1gjViRBoK+m5xyECr7u8iqKebDmWbm615X1HdRn8dLZZkNewFq5Y3R84FKtVciUsCsYVYtk4yPLN4if0lOLNGpQBedUeGenR7NjkaFngxJlj2NSO0NYKJVoVFRuNKE6Gh6EldoAmRchrCVsFYM8BeRzVONe5YNT+gUGNBPt5ltV4bDcDCgWXQ8GlcRM8m2my1R1HdOR52RGVHsrSLrrLlQmcVYSmLbQJfVX6G+WeTnkx57IieKgKu5qrdKtwD2d49nxSalTdzjMiCp5zgyfZRavAErRsF1luTEs5WWropFnU6HTiexxpiaWryw/Dt3t/hvf76b3XvbrFzucuNrN/L9n7YAkK5j4kaV0JnnruDMc1cAhrl0PVttnt7zx1iCFrS7Gtc1DDXr36wAVwRxnegPAxO5uIRBda24G67QuCLA11GGD239D7YQE0KnrBSFgAo+9aDJSPsIEh/fqdOqjuM7NZR0GAo6HB3egieqCCEIhAtCMD20nmWtfcyOrA3d2UzQ7kQ2adChK6QIU3RoFQo0QVAx7nFFzFJo4waH3VY4b6E1Wlag6qL9LiLwIVo0V6phvwE4ZjwyDEKuAb8xhnZDx/PAx21NIn0PoTqIMIZSbjMDUK0SSxopQVbR3XYakIqHquP4WLG1UQT2FG4QhfkEvvnEDWUkQhSbK+XeZ91fG7iy1WM5SVQg6bMSyK5bH6J6zesQziKyqcR0on+5JVoiTqyceHKPz83fnOXwpGL1uOCaS6rc+UBoedlj1RbHy4uA+YKyWVDDWEuVqDFDGmSdOBfXtTm5uVngR3b/MXg79oYstCRIGW3q0PWlJwbSf4zZ41max9jnWj4ejzh+MGoQa6dC6nMRU4HUIyveOEyBiM/ZZbO0Zrnk371xOG1FvNC0JCeWaI50IuXEkWnFg7s9Oh4M12D1mMOBSUX0AtpLtDQJWp69vtIEPR9hEe8BEhfb8EwOXDftkdkPRHFss0BPP7KBNGNIn66UBWvs5aW9xLRBnkEAkCzAU7ZsHXQeZX1kh1AEnpWOzxbb9nwKASGRux7zYe1lJIQdizg5Zv8uqEWgwj1ieC1M2f4gYxll+14+DC86f7C686YlOXFctOTIaNHHPvYxxsfH48+mTZsWpZ+Z2YDf/W9Psmtvm0DBoaM+3/3JZHy+PtxIgIUMPfrAofjvSCDsfWaWfXtnUErT9aHZETQ7As/gJfi+SeeqkXi+xMvFkDZ/+LrscYgEECY7nsUkHKmRQiNQOEKFGpH8yxZoJ8VItAYZeKyYfYZq0KQSdKl3pxhuHwFhMt75Th0AJRxc1aEezCCVH8c8Ua4JgN6pjmTiKGkcrwlIYxopkrhKyq0RVIYInFqCpwBKSLQMA5pnOJ70OwgdBUXHgFrDy9BCWhpckfpoSyoE1aEk8Hrg43gthFtB1xqooTFUtUbkzqelExpHQ5yxIaUmMd/CcYnMY7PwX6psfL2L1EDhGINs2uyMGi2+ShmKQDIrgLq5YOkg6sRzsdosk+ARgLZsLdUbfh05virf7wKSRhrLtX6fJVa5RCGdKDlxbFrxp1+a5tCEQik4OKHZ8bA32FpGJ+98vHFQSZBrDShttN1aJ1pTKaNArYsypWR4A4JRcSBvm/3ErKN3sO1cEPDCMnY4h6S9eU1/jqt6sQA7gZ4WUBnQbpC25h2gvVA89OhckAqWngWjsn9n60Z06dkuH3zHKGuWL5IPRjSWJTmxRHOkEyUnZtuKe3Z6tD3zGs524PBUBEZFVkp5EgJqrq1oNN91RyGFOS4AaWc/i0rq8vd70D15P7KXiSUlCuvYf9vLcnts2SW1fa53f4lCPttXdtxaF7NfkRlbdhxFs+trQZb5275fKnMds9ei/3UenLJ9RzRYHwKlBIESIdg4fzAqS2euhlc+TzC0WDEGQ1qSE8dHS1fFov/8n/8zk5OT8Wf37t2L0s/DTzSZmg5SmSe8buKKIR3JyPIR6qND6fTJwCP3H2THnXuZONam3dHsO9Dl/nv38f3vPsPePbN0fIkXCLxA0Ow6tLpiwDWvwAskbb9C06vSDZw4rpXEjM3TFaaCsXjMShsQy+ASGlcGuMLKXGdRoJ24XsRUKp1ZIqFnRgA1v2niG2kTI6nuT7Gm9TSrWrtZ2XqGtbNPMNI+ZIShMgHSfafK9NBqZmtjeELitiYRgRdqDdLjEBACKQ6B2yCQLko4ICsgpHkhtEL4HtJr43SbSK3S1gTht98oD7QtlI/wO6CUcbcDpNem0plJ3AujxbjjJqCODeyEY8mRNnWzY0rNNGs5VQhQadA9XIAiidUrU2A/kk4qZlZqfPYnQ7UXvA55IgL/ZYDEnp8lWiJOnJx4dJfReNtaWN/yqh0EjIk2+lF8qDjTngU0x9rIE/yIDwJ+9AJtyrLShkdKF/lKhUCcDUBlCkevfJTkLak9D+pzXY8HCOoH6vUD7ewxZKc35zENWrxkOEUAlFIqfX0E1j2Dd7xu+LitvwaiJTmxRHOkEyUnDk+rNCBC2uUYjMWnUiKXBHmk6lOvBEihkCFANVQNGKt5SKFxnOixNsmSsk7gvUhG+kppPCSK9gXxmIsAHbAUJtZs4lfMXvUWv3dFLKyor1S/pUvTNEhS9NpHoVdTZaJrEcmTDJuIAaLCGYRjK5mLXd+eU3yfrfrZDHfzob7cTRTMfx4ssej697Niy9aJ9eMCnn/O3McwL1qSE8dFi7Ljm5iY4M4772Tnzp2lZXbu3Mlf/uVfLkb386ZarcbY2FjqsxhUrRQgv0pz/fOHY/9qx5EMuV2k6+DWXKqNGpVGjfroEBPH2oyOuOza3WFqWqGUoj5UxQ+kZeZo+vDibHpJn0oLgjhddCQkFBVH0/RrtIMKM16DqW6D3VPL+dnEWfzs2FZ2t9cS4IQMTzDr19DamPAaS0uHrq4XLmQD7XDUG2M2GGI2GOKYN1q+gI0BEMGQN42rErNngWIkmDSAjArQwiGyJPLdISrdJiICuXK7LMOtpN+JVRRaVoybijVmE/RRgHTRTpWMs1ooVoUBkmxpFjt5C6jUwTGxmaTXBhXgeK3McDQEAcLrJLCcb3agAkyw8W7HZO/D2iAEAVqnJV/hpbSlY3bzFrvhlTDGQRlnL0Y7aF3H0m5LaeJ9Veu96y4UCUFiidbrsyRATkVaDFl0ouREWayDay+rxlpI1xGMDpU0ELEklQcbDBk5EVlMCfIg96AUGUv2feWJFub9gZK+QE0kv3RSPt1TCWBjHStrP7uwNde7NwA4F4rmlrUSmi8wZdct+/tEULbvFKVEgyj8O0vxuQIQtlaBevUE8eUlOXFa06ksJ8pcVTcsF6kyNVfjyBDkARO0XESAEdQqOs6vo7SwLHkSHhXpCNPvb/LY26CAAaPMd8VNLGeiwNIFS9NUexGAU8S9THB0s04Wwga88pTwpHyZ48UGysGy/LF+8jF7Lrr+WidAVj9WXqBXyNF8QSlRMMbc+ZIxzZeKthO92otAN7tM1QVnsU2+I1qSE8dFCw5IffjDH2bt2rVs376dc845h2uvvZYHHnggV+7WW2/lN37jNxa6+1OCLjx3iLO31GPmLiWsXO7y9jeu5n/90Vl85vc38zcfP4svfeZyrt++nOHxUYbGhhkZH6E+VKfdEUxNebgVw6GuedEWXvqKc1i9dqSkx/TDL4SxoAqUETxagyttv25TXhHFhhIoJDOdKpPtBlPdKtNenUAZGCr7agXaDY8rU1OYNLK+rtIMASmQTMhVKR2HBjynihIObeq0qOM71bw5qg7w3Tp+ddhSL5jvTm0sbstYF1lCSIez8tvIoGtJxB4WQKKYzSpZQfphG1Gwb61CTYZGqwCtAgTgeG1E0E1AskiyBD4iLCOEGYfdm4kBgwGmfN/EmvI6UK0YP0x7mNrEuCIIzMeyahLZ1QJgqb76M0fXTQKwJ60m8yixciqlaLWSas5qb3zN4G0dJ0VZMQb5zJU+85nPsHXrVur1Otdccw133nnnIsxgicroVJdFF59VYdUyGS/kpYB1KyRvvmGIT/z7ZXz0t8b41PuX8d/es5zztxhQ17xGaTAm+nYcgevKnNVMHG+qaDE94FijfiNgqrAMaXZ9vEuyCMwRUoRtZ1scvIe0tVX4zeDsTZRNqGhI8TVYuEVpLs6SLVTnQiGAGYGY87WSKsoiGH2nsgzSu49e1+iirYvrpmfTYsmJrVu3Wu9f8nnXu95VWP7mm2/Ola3XT5Dy5jSlU11OrF0mqbppVjM+JLhok8v1F1d40QUVXnZplWsvrDFUCzPnxYxIUHWSpZdSgol2hcl2FRV6P0QkRFKnn7VOis+HbTuxoXy4v4h4a5/5Zd+oiB87UbQIkQA2mZKF4zteACr7t23F1V9O5NuJjmePaetcv7EcDw0CMtmyO7Ia7ncZ+1k0zXVcWcunXm3a13Pz4kb9SI9hEfcTzwVa0GjB3/jGN/joRz/KC17wAt74xjeyZ88ebr75Zq6++mq+8IUv8PrXv34hu+tLMzMzPP744/HvnTt3cu+997JixQo2b958QsdiU8WV/NF/Opu//Lv9PLmrxfo1NX79l9YyOmxuR2N1FaU0/89fH+Kuh4Oc65IQsHfPLGdsHqPVFSxfZuoFKr0ZUMrEd/KDJM2o0SQYduIrAwcJBK5TDMrUXZ+Wb+JGRWCLDSIZrXqWu5h0s1JmtBHhOak1HV2jI2vsqpzDem8XDj4tZ5jD9U34VFjfeYqJyhrquo0O2jHz04AWktZIMZfRwnLSy1ovASBRlQaCUFMjJA2vjaqPpsGilOQQyNYU3tAyROgDLL0OTmvKAFGBD46Dcquo+rBBwMM+ReAju20qrenQdS0zttS1LCAhYjdC89v0T61uLKdy94P0PMJz9vWL7xHhIkM64IVZA+0HSEOsMhMYUMrzUq1EYyxUd9nHo5XAAO5/ctkJlCCRxmKQcnOgL33pS3zgAx/gs5/9LNdccw2f+tSneOUrX8kjjzzCmjUnDnB7rtKzTRbNh+pVwX/6tVG+8aMW+48EbFjl8PqXNGIL20bNwQ80/99XZ3jk6aCn1YlMaQijILcJiCFEEsg7ywJtllW2jozKJ/0WbwayvwdamEqRsoRKDYoE0BD2oPuQDYIoFQXJtTllOjBrv2HGcbpyGvjMRSzo3y6no5swD0oBPbmNZHHfg4Jiqbn1vRg9jolkjqlrEF166zsLXGVpw+oTmJNnkeTET3/6U4IgcZu///77efnLX86b3vSm0jpjY2M88sgjSZdLm5t50+kgJ6qu4Opzqzyx36fV0YwOSc5Z55hYgK6xTgqU5p6dHlMtTdoOwTw7rtT4CrSWlruXycoX8VSlogza4fkSgKBQsWHx0gSU0rFDgUjx8zywNYgVkgzHbFsASWF4jVJpMCw7h0Eos6yOKZNbqJCy88heu7K2y9rJ/j0o2cBS9ngZ247PZZbyWMesx8T8LtgOpPoT5c9Ptg27z7L2UmWtOgBjjeI6i0KLJCeeK7SgEv2Tn/wk11xzDT/5yU9iIfk7v/M7vOENb+BNb3oTn/vc5/i1X/u1heyyJ911111cf/318e8PfOADALztbW/j5ptvPmHjKKKRYYf/660bS8//y90z/HjHbOFiQzqSPXua7NnTZNvz1xDdRj8wWvDoUfcDjDOdb+CkRjXMsicSsRKtf5USCNd+283fI1UvBKTCNpXEdZLVZbFHeQRShR9LCDlCmZSy2vyecNYw4awBNENuO7QU0ri6y8ruPiaqa6j6LRztxz11q6PhEEOXM2sHJZSiUxunXV9GrTOJqtSot6dAa+NiZ5GrugTVUWZH1zE8tR9VrRvmK9KaV9czcaTkzJEwXadG+F0T6yo0CdDCQdWzFmphkHLpIEOLKQmo0EVQRFzWqULQNWBTXDNcsMvI8sHeHakY9EqYbwT3WWWtLHupuySlAdEiLm5bW0WSO5xXDpxzXeNWmNu1FkiVMjAqa0KRAanEQql+BqBEW9i/3Fzok5/8JO985ztjjepnP/tZvvnNb/K5z32O3/3d353XWJdocHq2yaL50tiw5K2vHi49/4O7OzzwpN93U5oCiyLWXPTKxv8Vt1H6atrYwgK9vzmArWSKccD28iLFbUfjDNlktEbMtjHYRkHkxjxI+dzxEHybL8jQLyNdVCYb8L4XRWUSGTMgMFXYmPWd2dTk7nEW2xTpU36P8IcLTXOVE9mMarVajVqtliu/evXq1O8/+qM/4uyzz+a6664r7UMIwbp16wYZ9hL1odNFTjSqgks2V0rP7zzoM9nMM/0IbK9XDDg03SYpY2FXNiif5Ydl1j5ZgEJj9hu2J3q0xOy7lCTRi9r9ZL8jYCo7x/g72ifMB8wRyX4pO84i4Cz6nT2nbB6YISmSa1XmZZbVm2eX2fRQoGTnnTVkLewv8y3I3P/wW+nyMfeiOeiReoNSVhmbgl6TW2BarP3Ec4UWFKZ76KGHuOmmm1ILnI0bN/LDH/6Ql73sZbz97W/nf/7P/7mQXfakl770pdjBXaPPyQajBqHd+73Yqskmx5Wp6zs50Y3/jvb8fgBdP/3Qa6DlRdmTdBiwUFNxNFJqfCXSuICGuvRwZbR7AYlx6wtUetWYaCRMWRePhp7F1T4N3WKYaQQaR/g4oixuUcK1h4NJJOBon+HmAfA6eMKlWx2hXV+OcioIwA26yMCLQZpqZwqvMkSnOopWmm5lmMBtoISLVj5FvruO8ggqDfzaEE5nmtrEPmoTe3Fnj+G0p3Bbk6YPEbqFKA/ZbRtXO0sS6EoluQnRtxCgFVIF9gyRQZIp0ByQ4FQNYCZkIn2JUrdnSGPc/XTiKhhZUMUglw1KRYCTEMbiSSlzzNhoF0tRGzyKMulFsZ6KVg697JXt9uzfcRyrNMl1W4vbWQQaKCNGZJWG2WjYHzutc0Tdbpe7776bG264IT4mpeSGG27gtttuO2Fzey7Ts00WLRbtPRwMpGwzr6e2fus4617OgoZk8W1/SrWdRAvFCOQoH4P9raIxqGQs+TrFjRW5fEVzKu04e5gUq43+S2uAyW+EFpvs+3G8wc6FsFxaMudtkKkQ8BPptrJ1i8qLbEcF7cWULC2S39nzUb2CNi85q3wDvtA0VzmxadOmVIa1j33sY3376Ha7/PVf/zXveMc7eoKEMzMzbNmyhU2bNvH617++0L1siQaj54qcmG1nX7Qk26oNaEh7vR/zDY3KWI/2ojLrGC/Weybtz6UdAaWgQy8yIsFkbjPxq3Rh8PFByJEJsJaVE1E7ZUBVFDsrIvva59ooOWe3aX/nrImYm8wSFMuJIrJFbI5lZ8Cxfte1X5lB2oitsylWJq1f1rv+QtJc5cQSpWlBLaQ6nQ6NRt4+rtFo8A//8A+86U1v4rd/+7dpt9usWLFiIbs+7WjtSjfFvCLKLlR2PTXFxk2jZNWIRahzrRIu3JH4WiOCqE1w0HiBhCDZXAjtop0gZFIqcWGwwJREa6BxwlhRAmgxDEi6uoqLhys8hAgz8hEQYFshaSQBLh5DwRTL/cOgNZXWBNXAA0D5TWbqW3Pc3u22GJrZY2atApz2TMwVfbfB5IozcWvDRHHk82viSC0u0ZU6ujUDWuF2ZlAAbsUEJw8vqgi8rI7JAFJlwqPkhFQ+qMA4QgqJli7C8xBCoCqVJFi73wmnKtJt2huyuJ9iVYMQoP0kXZcokppF49Q6UWFF5DgmplVUZ5AMfEXqsiIp41ZxL9qOs3Zr/zYXiCILtkHKAbnUzR/60If48Ic/nDp2+PBhgiBg7dq1qeNr167l4YcfPr4BL9FA9FyRRauWyVLeY1OiTe0f5DoGzgvYQtnaUIf/mfbLy8SbDFVgW6sxbiKWlU8/cCblyhfVz44yC7jZfLCg3SL21FODfBwWTX0pc03mQmaTIXLHyrXnaYvnQTL4RS542WzAWTCrPLB+hsJ9b649i4brgjff0ODsjSfOZW+ucmL37t2pINZF1lFZ+vrXv87ExARvf/vbS8ucf/75fO5zn+Oyyy5jcnKS//7f/zsvfOELeeCBBzjjjDP6T2SJUvRckRONqogx91gPKkxgc/s1rzqKlnKANFiVpSwoUgZCpYASq64QOpEvFlOKfxaAUcIuV7KETI2FUFcbHrN5m9IaJwe0p9suWxJnsfgiC7HigZUcLxl/6XmKsf1AWfeF9Dhz19O6f0Ve4j3lhNVn2dhyS/6CMfcDoqLxZrcORWWL2qpX4OpzTDy1E0VzlRNLlKYFlehnnnkmd911F+985ztz5yqVCl/96le56aabeN/73sf27dsXsuvTjl569Sg/3jHLg0+042Ove9kyvnPrNFbIATxPcfBgmxUraggh4owZRiOQvKgVV1OvmuMRhctytNahZ1gCZoGgq6AVuMhQeIDt7peU1Uhc4VFxlFU/bF8IfF1BahVDUFJoHAICLaMRUBU+6zo7cYxDG1r5xjIpJEcH1JpH6AyviplbgMNo52gi6Dot/MYY2q0Z8Mhr0Zg+BK6MM95FgccjNN0N2nh+HSd0mQvqIzjtmYSBBoG14dEhGJe2eNKA8D10tWDDFLrh5ZhxZDqsFFoHiMAHrVBOBdwKwusgrPmnKwsQTjgfyw6uiO+GoJKwEfnYMsqyggoK3OmiFUORRVSRZVUZ9dtMSYlYfzbVbS9fvI1dCQ2qrYjKzGejsUQnnp4rsuhlV9W55xGP3QcTofCKa2r88x15yz07jkYU929wF7P8YjaiCAu3uUFqwd6vwTLKbCLAsHJfFY+7DMgqKidCa99oQxRZkBlQJr2ojjZCeW1weT9Z0GuQcZW1kQiQIklSTnnLpqjdwcZbVKY4a2H6nA1C6V7+I6UdlYNw1z2vwlteXu7Culg0Vzkxn6xqf/EXf8GrX/1qNmzYUFpm+/btKX71whe+kAsvvJA///M/5w/+4A/m1N8SPXfkxNY1LoenFa2ujvnAltUOTx7I81dXapRO3r3IwmgQ6gUSObJ4KSni/9KgVa/2I51sITsKgZiub8e3zfPOMhezIosjHWlc4vGWK6GLQLnYYqi4SikVzbEXGBYfJwPsldSH/DXoJSfsMjbYZRctAvR6WaP1Ahf7jaOMLj4DLttyYvcSMHc5sURpWtCr8rKXvYy/+7u/o9vtFp53XZcvfelL3HTTTdx6660L2fVpRxVX8ObXrWb9puWs2TDO5rNX8cjBIa69Mr3IWb68juM6eD7UqpqhuqZmASMRI6042Rc7gmRM/KiWJ2l2JH6QAE1KS0zQ8qiGpuIoXBllr4s6gW6QxjYFGklYToBHJW5XI3GEoiIC85EKJVyeds9lSiyjKYaZkivs5mkOraRdHydQio5oMCtGaes6XmWIZmMlzcYKOiMrUU41HIBAVxpUsLLpWTGa4nFqxVD7qNmgqADZmTUZEESYDQGd2okJHSCsuExxe46D7LQMiKQCA/YoH6kV2nHya3KRXH+jzRCmjpQQtWFTxioqmk+qSFbUhHVyzE8IO+VJ+NuFStV8R58i8RmDWfOQEkUUjsEZXX7Cwai4/0E/kEvjXARIrVq1CsdxOHDgQOr4gQMHlmJ/nCB6rsiielVw/VXmGYw4ynfv7HDRmcW6pvi1LVkdF2kxs5pO230vWowWcYOobk9XgF6vfPacHiBuULyYTluCicwn/l8YK6IY74m6KtLEZn/3sN5KxVyyxtLPOi1VLi80eta1SxVnneoNRvVtt4Q/Fx3PZdmbK5XUW7fyBAYyt2mOcmKu9PTTT/Pd736X3/zN35xTvUqlwhVXXJFK3rNEg9NzRU5UXcHacZeOL+n6knbX4ZG9grGGtd5X4CsD4kTLTV9R6KkBGVBpgMc+a+mS/ZTRfJaamki3GnL8AtDFADbFjedAIBHxubm/31kQrXTMRUt80Z+F9gLGiupHMnw+bQpKQMCC9u17W3bVCgG3OT5LRcfGh/q3sSi0yHLidKcFle5vfetb2bdvH3fffXepNkFKyV/91V+xdu1aduzYsZDdn3b0g/sUo+ONFENpM8Rllzrs3tflnHNHGRszAEy9qqhXzQtuZGuiEai6OgxEnn8JVCxwzDmvK2hUFFU30pgSc7SRaicOI6QUtPwKOtSk2GCIYfYmTpXW4GtpnPIUFogicgJKiQoHXOMSVRNtVszuwtEeMyPr6DRWhFoJjRSKLi5V3cKrjsRwvNdYhtudxQ268UC0UzXWT7Iaz9G+CiLsXAiBaE7lzhk8TwGSKKOeUIqgOmJcQ8LA6rF22PfQ0WYkBnwkEKR1NJFZQbY/rRBKDST2oqxQUV7B3MYgGlOuL3tcKlU2JT2LVCWBFQB9oahSxzn7eQvf7iA0qD/3HDQa1WqVK6+8kltuuYUbb7wRAKUUt9xyC+9+97vnOdAlmgs9l2TRN39irGjtN9zzNeMjgskZjZQJb5hLLBCbclpQ+mtQs/XzZSKeUwbAJGV0tKrV5cCI7SaWBaOiMRUtgI11T/FmgExdR+Y3aP2siuwx9QXd9eAAURmVAVEius5zAJYG7zN7UefdVCmtGBO8+PLqwjc8CC2CnLDp85//PGvWrOG1r33tnOoFQcDPf/5zXvOa18yr3+c6PVfkhNaaR/dpApXOoiwlIARBoGl2HWsd319OlC0Ri8rljhFFe0j6C4cycJ9KhxYVJcqO1L5fgx8ORIabmnRG2PT+pVhOxCV6DxJr75AZT9mcslc7JXsyx5TKAkpFvfWnXnPs1ZotqnNKGtJz6bWdyG45jpeidpcNweYTmKg7RYssJ053WlBA6oorruBv//Zv+5YTQvCJT3xiIbs+LanVBQRsWOMwNmLSsU5PB/z7143wd7cpWkH0UGtqdkxtQfQfrqMZrkepUHUMIBkmoK0A5Qlz7viSqhvkGIZC4qDiYxUnoO27oKEiE9V1Ns+AIxS+dunqKhX8QgakTNfxuQCX/csuYvXUozEYZfo18Iuru9R1K83VtCZwawkgpTVKOtQ7kyjVJaiNhDPMAENaUT3zMoKff7/wPmiI4z0FlTraqaArNaRWCN+yiMJIQJGs/q3vENCyKfBjkA1ASMe47mXGWLaRSQUwL7NhzvZptx49LGU2xvbv6Nv2F00BXXOQLiLpW6zaSOWqVyKcExeg1qbFyorxgQ98gLe97W1cddVVXH311XzqU59idnY2zrq3RItLzyVZ1Oqk31+t4cik4j//+hif/OI0RyZ1fLzXYlqKJJ6EvWgswYoGouwC1+ZlOb4mykGRXIY363jkFpbLymf1kRYTBYHcQ5aYHl96ES0FvOllNb743bw7ZNnki8bUkwp3MoN113MoRHMsliMLlRlxISkakxSCy85xecfrhnCcBbgY8xnLIskJMMqKz3/+87ztbW/DddNL8l//9V9n48aNcVD0j370o7zgBS/gnHPOYWJigo9//OM8/fTTc7asWiJDzyU54YeG7TaY0eoKrj3f4YcPqAL1aDll3bKKAP2oXBEVtZ5e8xa3afPxRLVd1m/SohC2u7ddK2K4WV5dDqQZWVMO2AkBl2yCn+8qPB3L2CIMv/B4ZjsRzX0urpRl48z2008KZM/bVyGOMZwBnMr+jlwmi7YtSXiB3uNXKrknUsCW1bD93ONTrhwPLWXZOz6aEyD1yCOP0Gw2ufTSS3OCc4kWns47Q7D7mGR8VMaLxpUrXPZPwsbVDk+EHkFZC0DXiRimSedqc5FIu6s0uNJmysR/D7I4FcLEgorUE45UjLiztPx6Cv21LaxAEGgHV6TT+Wkt4iICY43ka0nHHWbPissZE9O5/iUBOfYoBKmQFUJQ7UyjEQjl47Ym0AhUbTg1Z6c9w8yeJ6jbWhKrdZP9zsEbGoMoGJ3WMDsRxnmy9UrCqJ3abajWzLVQgamnzeZJdNsG4JLGj1IAOuTAImw7BfUI+/oU3AgVUJRBMNpl6UL218ccINVGBoiyj+faG4DRhuCZGF9D5ZIXIysnLw7TYvl8v/nNb+bQoUN88IMfZP/+/Tzvec/jW9/6Vi7Q+RLNj5ZkUUIXbnW5++F0vLmjU5rdB31WjkmOTPbycwvBcJJsqfYisyjgaT8q3iDkQaB+YE2RS1w5MF/cZ68RpjP1pQcfXYOUcaiGL9/SH4yKNxVCzBnMywYWj44l4+wdt0oIgdI6Fcx8UKxpIYKzLzSwJYBzNzn8618Yolo5eVrlxYwN8t3vfpddu3bxjne8I3du165dSCuu47Fjx3jnO9/J/v37Wb58OVdeeSW33norF1100Zz7fS7QkpwwJIRgxQgcmoqPAJpjs4JOVyP7pLzLggb5peYc1n+lnSTVY9CmoC97DFk9rA3q2KwowuJdOX/lCiTLYLdHTGqty8GolILGApjKBhWVt8EbsAE5S9mUuU4xiJVrPtwXZJQv81Y6UR6HqrROOK5sHK9oftlcSkX1I4ryKm1cCdvOFKkwuCealmJIHR8NfFWUUvzSL/0SV111Fb/wC7+wmGNaopBecZUbg1EQaTLh9sfymEFghfVxHGjUdMzwDBn2HjE1rQSen8AoVmsxmGUbxkRZ9Ow+7cCH7aBisGGRBiryjC4SM9F5QQAMOW3G3SajTotV3h7Onb6LTcfuZfnsboJMGwLwdYXh5atz16wlhmi648y6y+hqB6kDtFtBVRr41SHQ4MxOIDtNZLeJ0zSgkg4CvKFlaGliJ8X9SRchJEFtiKyZZdAYyeHhglBCVmpGerWbGZWBSNTVUSymzEZAC2FiOLlVcCsE9WGUBYbZgJsJuq4ptoQKi5Vx9jKrqsJGBlxoFKpddKF00ZMH6f7LV9Ht2cHaXgyKVi99P3Nv+t3vfjdPP/00nU6HO+64g2uuuWbBh/9cpCVZlKY3vjSfJQrgf3x9lkoPw0NdtIqNzmEB8nMcT1H5gV3WSsiOyZQ6Tlai5Adz7WWVnOY90S6LJFGoXYjkGtjXol/sjSLgv9eMi8YezbVozj3jNZHcU6WJP8cLEUUxsAZTVB2/5ldIYT4h731sd8DH/2aaZnuAjK6LRYsoJ17xilegtea8887LnfvBD37AzTffHP/+kz/5k1im7N+/n29+85tcccUV85/XaUxLciJNF2yUpDmO2U/8+BFNtQdWF63pU27QEZCSHInbtdlEETsoWQ4myoAYpMi3lx9bBijLNhfzLsuapkC6CWDj8vQYs2OPwKiKG2UIHIyz2vuoXrBd/praI7T4eUG3xkAg/YmOZ/uL7pS25MRCqREioGmudewtkm0FV3Q9ikPYCnYfgW/fWx7z7ITQIsiJj33sYzz/+c9ndHSUNWvWcOONN/LII48s2hROJg0MSP3TP/0TDz74IENDQ3zhC19YzDEtUUhVF5wCzYXSsOcolhARzLaShbVSZlEqJXQDUg+/ECYORsXVVFyNY2XQA8PIKg50AxHjJgaMClLMQQMdP5FiWgt2z6xkultPAVUAvk7UCUnWC6NxjsCoStj+kDfBuuYTVFWbivYY7xxkeOYQAU4sRrpUQcJhb4jhlWtRSAIk02KMKbmCI7UzaDmj1L1pAqeKki5aSFR1GL8+gtAK6bWQXhshJVSq1FtHcIQmGF5G0BgFp2o+EQgknTR3FCKxlrJIZ/9qDIFbIQzkAlIYi6uoDUiDNuFHC4mq1VHVukEYpUQNjRKMjKNGlqFicMyWdiot/SC0nhLp40qB75tgY9G4stzflhIWcJYcLxFhQsTjNc7u1qdIknodgr0nLyCrRg78OV3pX/7lX/joRz96socxMC3JojQN14ufTT+AnXsCKiGbKlsHmYXy3I3Iy8pnj8eL8AU2o5c5tpUFZgx5vua6bdW4TOy+Hv9vVR9gZd4TACMrJvrPOdvl4Bud/Hzzroi927KDj5eCXbocEMwCVQthIZVtQwMTM5oHdi5C/MIBaUlO5GliYoI777yTnTt3lpbZuXMnf/mXf3kCR5XQkpxIU71SzIsCBW2vt87RdnuGPIDgSPOxqQx4KrV4ss6bT9ZWtDdll6hZZXxksZp0b1qX4enROmxdHR9OzTHS3QihCVR5ptcyKgJ9elmclR3P6EysWVi/LWVE1G8k+1N4CcxZ5heOkfQ1L5vLIEBlYfsZLCebj8keyVQLDkzOYxILRIshJ374wx/yrne9i9tvv53vfOc7eJ7HK17xCmZnT5wiPwgCvvWtb/G3f/u37NmzJz7+ve99j7e+9a287nWv4w//8A+Zmprq0Up/GviqfOUrX0EIwXve8x42btw4cAfvf//7edOb3sRnP/vZeQ3wuUxCCM6xknJFL7wOA5FffzGctcYASGjBbFty/4OzzLSM9ZOUAqUks21BuyNodQTtrqURBhAmzlTVUVQdRcWJuLEgUBJfSaTUICTNboW259DyHGa61XgLEyH/gZY0/QoTnRrtwKETSLoq0soYkuiQ8RiQyw2z7UWMZbhzJOUyIoCh7jFkp4XqBrRpmDELxXTLQ4ysZmjDOUy6q/BxGfWOsKq5kzWzjyGkg3JrBJUhguqQEUhuDb8xZgAmx01tw4TXNmUqdbR0jKVSdE4FGSmgEVk3tmjcWhlXPgEpVzohwt+ELnxlqiLQkWlDZH+qo4yFCRClwxhUcfs2cBT9tvuOu9LGAityKZSO+URtR4CT1ulsf/3AqNzFyEgdVaS6EOWS6ASQks7An9OVfvSjH/GRj3zkZA9jYFqSRWmq1wRXXZg3hRICmh141y8Nc8lZLq6bLES1UtiWt4RWoVImn1x7JX9nSbMw1jm9rHKiRXD8W4DIjio8f8eDPi++vMYbr6uHrhKJhNGWdVRkmdNzZ0b/OWXExJzbmstGJwtEDQoOpTL/hWZfpde770a1+LrPm0rqF4qPE0RLciJNH/7wh1m7di3bt2/nnHPO4dprr+WBBx7Ilbv11ltPWtzEJTmRpqEqrLaSdFtYNG0PXnYRrBm3rGuAuusDIlxmZsHu/BI2G0fIppw+NwR4ZKgULwJfomVrkXVQomPVqXHYS+I8CGSsgqIyMl4WCx7eB8/bChedEUUCMmvdKIi4ECClwAk/x6tfGXTZK8hbPWV1yJoEiCpqVlnXRmuRAo/sDLjzAans/orm1GObY+Ym03Mpa6ew76L+TiE5MTU1lfp0OvmQAN/61rd4+9vfzsUXX8zll1/OzTffzK5du7j77rtPyJxmZmbYvn07r33ta/nVX/1VzjvvPG655Ra+9rWvccMNN/C1r32Nb3/723zwgx9k+/btzMzMzLuvgQGp22+/HYCbbrppTh28//3v53//7//Nu9/9bnbtKnGsXaJS2nYWbFievHhBYJhL19Pcv0tTq2jWL0tg/1Wr6jiOTF7ucPEdMV2toesL60UWxt3P/BkCSwmDIwSQ2p5Dy68w063S8d0UKm4ERoy/o7Wg6VWY9ao0vQpBAAKFSxBuHDTL27upq1kqThrU0Rq0dFBOxXykg9awevIx1k48zPojP8f1O7GW+8jho+w5OGnMT2WFrttgxJ9ACuPqKJWH6zVxu7MhSCRQlTpB3WTns01aBSCUAikJGiPJmADhd3PS0GlPWxiPTsraHLFsgV+iSjD3QZhxZG1XI/e8TgvhewhhmWALGW62TN86Vie4IQgmjWoBAU4lI83sFUUYfF0pUhZX0ble0spxMwBYiVSJjwuQErl2S49GF5eSpUf/zxI9O2hJFuXpba8Z5txNicWqnVnvR/d1OWONw+bVRtxHm4vs4jMCoaJ6WVAqgnEW8k0Q9G+zCCSJYPFBXdO+8M9NvvqDtunJVjRY7mFznVvWeFlrHVonp0cyX3ymn7VRGlAsAYd6tRsNNQTj7LaOa6wL8oAk4JgUUK/C+VtOXgygJTmR0De+8Q0++tGPcuWVV/LHf/zHvPe97+XBBx/k6quv5hvf+MbJHl5MS3IiTUIIrj5HMtZIg1ERQPHYAVg9KhitG2snIcBTsmiZmiM7ZIgUyY7Dpiw7S0CpYh2AbdFr8+aI36f7T8dd7U0CpcwnUGa/Eo3vJw9rHt6bKGXCMzEgVKgI6XN9ypbNORzfAm6y3/1n1H/u2e1EURtFf9tzL6K8HEy+o/2hLa/tMmX66H7XNAIqbfc8IaBRgdXjvesuJs1VTmzatInx8fH4EyWv6EWTk5MArFixYlHnEtGf/MmfcN999/HHf/zHfPnLX+aMM87gPe95T/x7ZmaG2dlZPvWpT/Hwww8fV/KHgSX83r17cRyHSy+9dE4dbN68mTe+8Y18+ctf5hvf+Abvec975jzI5zJJIXjRBfDNHZrJJqCh3QXPhyfDoOYVBxxH40jB+HjF0ppicRGR+lZa48TMQKAyS6kIlHKAbmBr/QS+ctAYX0BttWko2rYkQFgrcGkID9c1C9cn9wj2H93CTDDEeKXJa8/fbzLpaW0sl5QdoFuC1EThq5ygw+jMXvaPXcDK7j6aahxkDUd71PxZRtsHS6+l43fwKzLWfBSRtoAU5ZpsevGiXfvgKcNOvK6JzSRdtPIRkXY5s4uLrKwEpFBF5bhIrxtfOQ3oStXEjYrKpu2OQWv8QFPtNBN3QQtUEkKauxgCThovPG4BT1G0wLIVQIJEWu2LxE5Wa5MdMFdXJudt8Cx3gS2J5FaoXPNa5MjyfLkTRKdrEMKiALlldN999y3iSBaelmRRniqu4N+9cZiP/eU0R6fS7929j5qA54168s5LaWX3xM5ClwE5SID26LsoCOl8KJZIEdsgw5V1AnRodBJXaK4dAI890yuwe9xdvPEZZFq2hj5ugNCSRxx/gHCbBh1TPDZlrlfO/c0ea2Z4/QLL9xxf5rk5ftc9M2OtNY264D1vGmHZyOkZ1PxUo09+8pNcc801/OQnP4nv9+/8zu/whje8gTe96U187nOf49d+7ddO8iiX5EQRVRzB9vMkt9yv6frEVjUAuw8bPluvWECCttbyPV5prU2m7LRlUgGTGYCyetIiOWH360hoVE38Wi+AricTC6JoFH1kVqR8P2zlT7IBlOOheLmt00vkLGXnXZRQpAjEisYaxwcOz9lWZ4Ow4+w1sgHA0jolY+9F9hiLng7b0k2XXLPEUUNg0oBoGhW44TLRMx7aYtNc5cTu3bsZG0vMFmu13gmelFK8733v49prr+WSSy45vsEOSF/+8pd5+9vfzu/8zu8A0Gg0+MVf/EX+w3/4D/zyL/8yANVqlfe+971873vf4+tf/zof+tCH5tXXwLfO931GR0fn1clb3vIWvvSlL/HDH/7wtGLuJ4qk0DSb0Gqb3164to5e3K6vWT8CM10AUbAo7C0UtAbPFzRqts92FPBOU82lWtYoLXBEFHnErhUxDhsA0yglAZ9Awa6jdbq+URu8eN1OxoMJOh2PljNCTbXSnEcIUln7MMBSzZ9hrHOIpjPGWGsfY96RlFYmt7nQGhH4OBpEfRjRmc2NHeHErnQi8KDaiDvVCIRWJuaU3wW3SlCtgwqQnSZCBaH2JLFQUrVh0Cq2mNJCIDptk7I1ukfRlYqCmFvjJ7TWsm+UVF58HXLXKaLAswRxpkyZNAzbL9z22GNwK8WAVDRerTEWVkVqj2hmoaRUPt5P/w9c9SqcNZuL21xk0kKkXDN7lTuV6Oabb2Yu6dxPVprc+dCSLCom1zFu2kLo1MIwehVnW5pzNkge32v4UTbDTk8tbqZMFKA8Aqfms3AvZF+hzIn6iM/3yQKVb/s4g6gDy0bhWD7Ba0y5Kae0CyGIZltj9apbNAZbmTFXEhTOP77nkSppDjxiQci+RmVFRCLftNLMNDWf/vIM/+6NI5x9xsnZbZyucmI+9NBDD/F7v/d7qWdr48aN/PCHP+QNb3gDb3/722m1Wrzzne88iaNckhNl5MhE35ky+g+/2x6sHIGjszAX7pNuL1qBzg2Usg3rhUjcdG3rHnvEAuIYiVpDpytza/8c0CIy884siZU1hzJDf9sarOJCx8uXKZoP9M8gF8+VdLmisURAV6EeeQ6ULR/1ZXc3AOseiOz62fuRvVcRYFok/iPrKI15prsB/OBBzXUXwfLhk8OH5yonxsbGUoBUP3rXu97F/fffz49//ON5j3Gu9NRTT/He9743/n355ZcD8MIXvjBX9rrrruODH/zgvPsaWJ2zZs0aJiYmCn0c+9GLXvQigEIf8yXqTwenzKfdNR+bggDabdi5Hw4d1UzP6tTLLWIQIGID5u8gMC+050PHE5mY0/YLVfxyCQyTcISKS8jQH7yIfKU5POnw8J464yORENFsHpnAEeBoD0cojg2fwXRtVTLarIYXqKgOa6ceJdCC9RMPMN49lHaTy5QHkO1Z3OYE1elDVKYPmTHHcZOEQbbBgEutKWNlRCLYJJrArZn23CrarZi6TgU1vAztVk3ZkItqJ4oB5aCdigms7lSItP7CN+qpmMlHMaWi6xu6kEQ3RnTbyG4bx++EY86sJqz7ktYgZSRvdhVin4OQ+2fYgm3jK0R4bSzA0Y6TlZUstqrK3nVG5Ht4d/4f1OxkfkwngE5XV4y1a9fy2te+llar1fdzPALkZNCSLCqmx57xOTKlrR19niIwyqZoUQsJv4jiCdnuETLFBkS8WCwHo+a+dI3AqOw+xnZHy/I4e9w2zQeM0tanV7ae1EJdZLLileH9cfm5jclmoflz+aODZsNLZ+89vm1Gtr7I+niENy2+TlEMlkwZIYhT0NunZlqa/+cr00zNnpwAIaernJgPdTodGo18Zs9Go8E//MM/8LrXvY7f/u3f5tOf/vRJGF1CS3KimPYdg46f3hVEFLGTo4Xxkot5ROGSL2lxTmOz48QlWfGKxyIwQITSSQwpHTIarY1LXjS+hD2Vz0Fro+w3LoyDqQ8KPLRz7YLFwwuBtfJj9vEIvClrI7XUzpwvsqyy43IVsf+ordhlzwLKiuYY1bHBsUGkSnaLkqUohlcMUKko46G1Bwmp2YHv3W8SmZwMWkw58e53v5t//Md/5Pvf/z5nnHHGIoy+mKSUBFa85Ij3j4+P58qOjIzg+/NPPjIwIBUFBbz//vvn3MnKlSup1+vs3bt3znWXiFyQNhtXEEJTrYbhgYBmSzPbSirk4ZwwI4YT+lHrZBHtBVFY2DQuHqgonkPCfStOgCM1roSKo6hIhSOM2WwWAAsCwX2PV3AqDmdvVFy4JeD5F3qMNhQKSdepM1Vfi+fU8d0Gs/VVTDXWJhY+yk90LaG1lKN8qt0ZhA7SXLroIqERfrIo0e1ZtFL41SH82ih+dQgdxpxCCHDzZpPR/kjHcZtI+tUaVRsKr1bhhbe4ueGoWmfM3EpAItFuIrodhO8BGqmj2FL9GVpUKknbrYx1V/Y6xSp9FVaSlhqnoJ848rGTRCS05xnVj7LtRWVLSKuA9t//fzT/8mP4j/+s77wWkiIT20E+pxJdddVV7Nixg1qt1vdTqeQDYj+baUkWFdNcgj7nAQgdyxnbrSu7GI3IwrB6dGL3o1MfrXTMl9IVwvalQEoZW0bZ8YQgBC4MczsuS6heNBVuyoT1GYSy7ms2aeZuTZbI+sHrzPV6RKBUr0DyxWMrv/7RuiKO0SVErk4MTkXumCJyDcrv9Dpd+M9/Nsnv/fkk9z9ZYpKwSHS6yon50Jlnnsldd91VeK5SqfDVr36VN77xjbzvfe/jz/7sz07w6BJakhPFVPZ2RxhyuTFqMXBdBJIkpXrxkuQdt0GRBFyySlqAksDsOzTgK4EXSDq+IJWrSRT1nfRVNr/sfAah9jxZUVZnax+zqQwsKipny4kioKfw2jK46igLSsXSPQKL7D6zdXu0W3ZPAlX8TBqdub22SKjjwf/8Dtx8i2bPkRMLTC2GnNBa8+53v5u///u/53vf+x5nnnnmIs4gTxs2bGD37t3x75GRET796U9zwQUX5Mo+/fTTrF69et59DXxVbrjhBrTW/MVf/MW8OhoeHqbVas2r7nOdVo/D2FAZqm4Wco4jcEJr9q4HSmmThlVHAQc1rqNxHTt4bfKiS2E2NC+6IL/0DrQgCAMfosGVAe0OzDRDsAcdW0c5wjxUjoCKo3GlQuouW9YF1KzwSELARVsVe53NtN3RZEDhd6u6nKYzwuHGJo4MbUZLE5zbhkjikWYgfpOqWsUf2ZwyQE5Iyq0RNMZIVLIuqlKP+1aVao5JR2CU9DKATlgni3gbpiNSkkADqlJHV2oY3C4Zk/C7EFk9RXW8jsHSlR+PwXQXmoVGc+xDKT2C4yb9qCDfZ6zSkaasbV+cRkLzkrTXRkZnrqb1MAuAwEe3Zujc8iWCfU/1ndNC0emq+b7yyivZu3cv+/bt61t2fHyczZtPjsvkfGhJFhXT2RtdRodECCD1fl5tcEApHQcFj1lKj1e56sJv/quh/gMK+1AmqFIK9zbHoVYR1EO5EITFcs1YFjNZYCaljc8oTfoOj2SxW3a1skF3B+YCc2AX/QCguSypbXBorpZPvYC0uVIqi1/G6i5rjZerG34XAaxaw7FpzZ9/fZY9h/rHBVsoOl3lxHzoZS97GX/3d39Ht1uwFgJc1+VLX/oSN910E7feeusJHl1CS3KimNaOgysTK5roGxJel+eJGtdR8TKvzKrGpqGq4PlnDfI+aKRUSKliICkLmFQcM+ZoVLb1amzd5EdqknBfklLcGiuqfqCIQPS0GBqEGx+nsWlBn/m2s8vw7MhUplzqWElfRfPuJQqyO8XsPcuVL5Gz0R0ryqToSHIujmmLYZ2zBiNsa6oJX78dpponDpRaDDnxrne9i7/+67/mC1/4AqOjo+zfv5/9+/efMN505ZVXctttt8W/a7Ua73rXu9iwYUOu7He+8x2uuOKKefc1MCAVBa/6X//rf3HPPffMqRPP85icnJy3P/dznVxH8MbtsGGF2QyM1IsZh2Mb72AAqEBBsy1otiMtZVEPmnpVMz6k2X1YM1o3x6zWww2LAKGpODBUF4yEIJmdtjNQmpkmnLcehtwOwxWPVaNd1i7346B7gTYvpOPAYdYyI0fzgA6Cw8Nn0awsZ7xzyLi0lZAILBWFVkit0oyyOpTSnqhqI72zCUGpZMYCJZL+NBDIChqQQdfEUFLpoN3Sa1u1wfHb+G7d+BRDbFml3Qq6WkNH6KFWoAITg6o9ayyYfA/RaRqQSimEzrMvYUuhASSggNByKXRTFCJvtRQ1k9vxWdcpCEEsG5CKU5L0YCfh4kAjUi6B8fIh3H1orWl/90vo1vxTh86FNANqNAZnlc8K+o//8T+yc+dOVq5c2bfsu9/9bnbu3HkCRrUwtCSLimmoLnjvm4bZvNahVoVVy/s/s5GrdgzMDKAddl3Bz57wGBvqv6hKZX4T6dxL9SpcfVGFVjdKq50HRPIxkAo7CYEYs6EYFA3KzjXHY8kvhPvSPCy2BsqMx2CWVccLJs2nfj4dvM6dLwymXtqXLrX2izdXCj73j7O0Oidms3G6yon50Fvf+lZuuOGGnmnHpZT81V/9Fe9///t5yUtecgJHl9CSnCimRlXwkgsFY0MG5Bmpp0GpIqqE3hAys94vougdDZRx/XNKXwnDq7N8Ow5XEdJQVbN+eSQjzP4hjIIYW/tojLdHYs2bH5wQg/HQQS2SSmc1QNkiHXD0d84aWaS/o7+LdMC2nIiVTPQHo8rO9bsW9nPQL8xjDKDRBxjM9FV6PUPg1LG2MTFYGrp7+gH8093gB6eunPizP/szJicneelLX8r69evjz5e+9KVFnElCH/vYx/hv/+2/9S138OBBLrroouOKHThwhMhLL72Ut7zlLXzxi1/kDW94Az/4wQ/YunXrQHVvvfVWfN8/4aZmz2Z65rDmhz9TzHZgyxp42eUS1zGMwyl4s2uuYN1yGKrDihG46zGNyi18TcaBCB8AYy1ltAXlzG60rpDCBCrfc1THmgh7YS1D7YBjMQjj2yuQUsfMqNWBux+G2ZZi7XLJSF3hCIUrFd1AonT0Iiaai6YaYtyZjcenNaiIbQnouMNUuh20cJA60YrqaM5ag99FC8fanIiklxAs0QNYE2lA+F10bZhAS7SUGNxWU2keQ0vHzF8r056QiG4b0W1ZYzICUiBM+bhxjVAByqkQjK8DIRB+h8rkQWQIcEmvE6/ZtVUvNa+sm0sWCIpVQRnJUQhc2T0VqCFyEi8TZdLus0zcWaocYdcN56MBMTyMDjWuenaS9ne+SONf/WZxewtISsgU+Nir3LOVrrnmGrZt2xZ/Lr30UoaHhxkeHj7ZQ1sUei7Jooee8vin29q0OppLzq7w2hfWTdwMZdyuszRUE2xeKxkbFmxe6/APP24XtJqn7Kuefb0dmVjaNttwxwMeY6nAoTbS0KsfEeu/Oz7c8WDXClxbnEUvCcSd0chq4iMRH5EhO+u3/IzApuxiP2Kd816+ZjZTi039wK/FTlZQFDzeBqBy2fcoHq/dhtYkGQLTerHUg7n/iOKL32nyG69bfD53OsiJ+VCRbLniiiv427/92751hRDHlQL8eOm5JCf2HNU8vl8RKNi4QnDe+oRnyoL3rVaBVSMwVtesGBH8fHeuCJDwwiIrnCKSQBDzd8ETBzRDVUGza69qbV5h8QZreW6ACx3vOw5MRPWigQiIkyqRHBcRz7D7SfqOYh/myZyzLYtE4X6puH7R3qrsfJkVkg2228fi0etcjqNCV7mU1dQcBVlWxpbNqWgf2U92Rrrz2O2ecoCwyBJah/c1ugcpmS3S5WpVsxdFwP5j8OMH4aVzS7Y5L1oMOXEik44U8ftNmzaxadOmvnXXrFnD5z//+ePqf04pSz7xiU/wgx/8gF27dvG85z2Pz372s7zlLW/pW+8P//APEUJw3XXXzXugpxMdmND89fdUHLTv8CQ8c1gx3RJ0fFg1prnsTNh1yGgPLtgI9zwlmGyal+2pAyHTksliUGvjpickuI6xpEIJ/ACGGyb+QrNtAK2IAgWjlSAlFIQQBBoawuPAlGBs1DF4DuAITdVVsZWTCoP/aaWpSI0jNcemzBgfflry1AGX8aGAM1ZJRocCXFenuR2aIbeLxqEV1KnJjjHrRxDghkxGM1NbxXD3qBEYSIRWaOHQrY4QOFWq3gxSa5R0kEG3cEPQWbWFmgB/5lhiGRQBPYBQCiUr+G6NTm2cWncah8CAXUEHtz1tmG0lyYRnhIRCuy4EVXQUn0kYYNBtHkVXhxIpopVx++u0cKePmntQG8Zbtg53+jBChdZSoVhIgTfxJQuBHxu9K+XefaRkqs2yvkJSyjKn6CGlBlUvZSUrlhZdKYJnnkCrANHDMm4haFDz2WezK8ZPf/rTVEwP13W58MIL2bZtG1dccQUvetGLjsuM9tlIzwVZ9PgzPp/52mwMsOw73OHRXT77jiq6HmxeK7ns7AqP7PJxHLjmoipf/2GLqTCxxc8e90pfyehdcxwDYs22k8Vo0eu6YZVg1wGVAhMmZzRnb5Q88UzQE4sqzfSmNe0u6HBVqkUCYpQBKSYVdrJszk4tZmWQcfwY4B3XsHwURoccdh8IwrHk2+5F9hZoIalnnKaTTGXjmu9COgVi9ZneiYoldTrIifnQqS5bngtyYu8xzZ2PJ2jOxKxm7zE4OmP45epRzZpxODRl9gabV8F9T2n8wPCpvcei97To2TVPtOtA1xclZRIabWgmmnZbgmYXVo1ojswU88UoaHWqVqhQldKckBKqUhkDfSlC8CoDRmXePp3rrWzsiUJWpgAnXapmGQtj+k+1iuVlYS8DLscjKorHVJB4Ow0Y6gT0OXEwxtxortchS4PGYLTFz5MHTgwgdarLiZPN7+ekzlm/fj3f/e53WbVqFVNTU/zqr/4qL3rRi/jKV75S6M948OBBfuVXfoVbbrkFIQS/9Vu/tWADP5Xp5zt1zEjAfB+aMhpjgMNT8P37YPdhze7D8J374OAxhYoW7hijmCDQIRBlwKVAQaMGG5YLzlwt8AJBrZL44XY841fb6sBsG6abMDlVFAdA4wUwO93hp3dNMDPtI4SywKiE6ZnYUeApyeFJ2LnHMBulNGP1gPO3CoZHKihZZ7JV5eCEjBmFFBpXGuutrq4yHYwyHYzSUXUSTQh03SECWUW5VYLqEF51hObIGvz6KNqtgVNBOy5aOAkTyjhEL7vwGvyRlQjHMeMOusQxpurDsHozlTMuYOisy8Bx8KrDOO1J3NYEldakyeJnAUCi00TOTOBOHcGdmUAEfi7lp/S7iM6scbvzOuB3kZ02stuKdT1OZxan24Jq3bCykmDhGsL+FfmdkTXXcHzaFsdl3N+2bw1KMiMEvnHTC8GyOVOBza3RlITPcgSoNmeJH2YwO+UToG2O7tkgn2crfeQjH+HGG29ky5YtaK3xPI+f/exn3Hzzzbzvfe/jqquu4owzzuDjH/94KlvGqUzPBVl06887OfvFpw+o0OoVnt4f8I+3dnjsmYCHnw74X//UYmLGigelC1iFRRef5fCa7XWqlbQrXbaO68B0SRyGIxM6dLktqNiHYtBCgHRMUgkZrraVUqWAhg4hqbLeIpYjUv+ybYTf1jWq1+D3f2Oc2P0vU2nLOsnzL3R543U1broh0exEvLwo+PtC0ckGnuYDLpWNuShw+qDZArOlapUTc11OBzkxHzrVZctzQU48dTBt+a+Bw9PJxv3QtOaBZ+DIDByYhJ8+Ydb3Olsp+jMDyGxcodm6RvblQRUJXolrVLMLrqOpO1GAwsRrIw28JOBSFJOW0PPDDwSectBagJDx/sMevBBJBAkn/BTx8qisbVmT/ZhrYbh7Sk5U4FXPA7/E4WLVKGxZBVeeCZdv6W+xFC174xhK9AZdUnI9M+ZY911evS/Z7dtWWGVlo28xIAg2iJqofP1SICfIl2t308eqi6vXTsZyisuJk83v52QhBXDRRRdx66238iu/8ivcdddd3Hbbbdx2221UKhUuuugiNm3aRLVaZc+ePezYsQPPM6vn//Af/gPnn3/+gk/gVKR2V+MHCq1FmIwsrxGOXjLDtA3wNDUdMDbqhAt3GG0oJmckgdZUHM36VZpmV/DMUcmeo6aNRpgwrlYFP8QWoudopC7QbaN1kE6oHVDKBD6vCM7cXOOsLTWOTglaXZeOpxlr+HlGjmGgjz7ZZWZGUG9UQGvOPzMtxBo1zcSs5MgUrBovx4gTeWj+qqomqlrHdrlzlUcQBg6fqq+hK6v4Tp11Rx+EoB2CGQKhFaLaQLqVeLMDIFRApdsyvbWmEAd3AhBUGwzVhs2caqMIv40TBKE1lLkhsjmN8JLNotChJkXmARQn8NDNCQTGGsoELzduK/FGptM0Wf6ylS3zhqgvLZ3QiioEc+ILFgpmTahGKZOC2r7AZicZgUCR+sWWMtHDUmQqkLXKygb+iCSk3R5m86FaTaiZYGhqahI6ndR8q1def0I2YfkUv+Xlnq30+7//+/HfExMT3HPPPanPQw89xN69e/nd3/1dvv71r/Ptb3+bkZGRkzjihaHTXRa1Ohkdr0gAXMhv4iNwZ5BVoRCCB3cqHn6qk9PEGt6SHBsdgmUjgmPTSXwkFRY4NhPxgrCOZaJUauUUqMT6RZMELZ/z+x6NNnNU5zchhRsBq7bSsGGVpFETjDQkoOJ6UdWn9yue2q+48yGfWiWxJjuBFvUDkQ3kFLnUzYcWKtD58bRndDQivikaeNX2et96C0Gng5yYD50OsuV0lxNeZl+o4vVg9Cyab9uoPoyGkakXrckj1zWBRLP3mGDfsT6WKRqGalB1NLOdeGUcfze7pmWPNK9P2kwrXwWCmutjQm2Yg75Kh/tQWuBKha9EXwAny6dt9iMzIVKS5a2IAbOovFKwaszE9a26mmaHHB2ehoNTsPOQCcbei2z5MlcqlDs6Pbd5tUt6DVAsZXPL+pyVW6nCyP47fESyZe0ytjyPDCFSaxZtYkW5jjHKmJ41vwGTPErA1eeVDGaB6VSXEyeb388ZkAI455xzuPXWW/n0pz/NJz7xCfbu3Uu32+Xee+/lvvvui8tFC5D3vOc9/NEf/dHCjHiO9JnPfIaPf/zj7N+/n8svv5xPf/rTXH311SdlLAB7DivueTzA8yF6DWs1WcAUTUByTYItKAVT04rREUmtIlg1KhkfMQASwExLMN0yTLtSAc9L/JEFMDJkYkoFIQbR9qBaG+a+B2c4e0uVRkPiSg1OwqS11owOaZqeRiHo+oYRFzG9mdmA6akArWF81C1k9MM1ReD7LKtMURM+bYYtaCbiMjoWiIGW1APfAEtWW0IHoa+6cWsM3Doah+mhtayYfjoGrwRQ3XAOAENrNzF74AmE1ki/E5/XWoPjopUiqA4ZN72QA2q3jva9MIi5At+PwaioPoCSLqoxAkIg/C7SiikVM2ghoFpPsu95nbhdqUoslIDIrRAh0NUGot1E6yB06ZOpcugocx7FUQY1JnB6EQU+KJlICRsBz0o/G5QSwoyj4oRtZJzg7b9Dyy89PY06fNhcL3uD3Rim+oJX415wZfn1WFAaNMDgqREbZNmyZVx//fVcf/318bGjR4/yN3/zN3z0ox/l9ttv59/+23/L3/zN35zEUS4cnUqyaC70yC6fB58KwvcjvZm3qWiTbx8bHRIsH4VdB4rrFy3k7UNSwLHpcIEXMrPSPjNgWC8gpB84ITCu4Mji81GpwqOFh0vAK+vv67cZcOO119Z5ZNdMbrNg/+35+X5sVldGqbhIsVJn4Ran6VhMcw+wnm1rIcc3UPD2zHMRgVCpeQjB2DD88vUNtp1fLWlpoen0khPzoVNZtpyucmLPUc3RTP6XQXQSOozBFL2Rw3WzL2haS0NhWTEF5IGElEgSMNWGRtWhUQ3oeNLwH9ObVVtb39lVdGqExtJJKPwwVm1RGaVNmSg2rb0szepNs+ynjB2lXOJCSzJ7rueuM98Xb4KfPFwwKksUDupeNl+K9oaxpdmACqmIyooXHsvIN3tZH3WduqZ5UVeowIl1UzpVFdChbXPyrET17XELARMzxVlZR4fgZZfBmWtPFAB0+siJk8Hv531VXNfl/e9/P08++SRf+9rXeOc738m2bdtYv349K1as4MILL+Q3f/M3ueOOO/jTP/3Tk2Jy/qUvfYkPfOADfOhDH2LHjh1cfvnlvPKVr+TgwYMnfCwR/d1PfPzAWEW5rsR1JUqlUySbVNzQ7UK7rel0NJ5nhEMQaKZnFFedrdl3TLDnkGTvEcmeww5Hpx2iF9dkwjMAlBveZSGMJ5RhLKZc1xds3jxCt9nhqSeO4cogda+iv6emfEDTDdIbpMisctcej6PHDIDRbHbpeOD5OrPA1Gxc3ubMtV0C6nRoUBNtZJwDT1MVxropwCXABWG0NEUUYAKG+7IaljHxpmbrK2KgRFXrOKtNSnunNkR9y8Umox1pJokQ6DBdg9AKoYIYLFJuLRmB8vOaJadCMLYSXamh3SqqMYqqmUCriRgWyNCtLyJdqQEC4XvlavZsea+DUD5oK6CjbQ4QxVwqjb1kLQSydrlAlPUvjhdVMpa4npDguIkUt8Eou1z8p3kmtOelwKiYvA7uBVeeMH5xOqTznpqa6nl+xYoVvOc97+HOO+9k1apVfPGLX+RnP/vZCRrd4tOpIIvmQlprbv4/zVRqayEEFScNNGg7jY4GrXQcjwnMW/6qF9Q4NNF/hSqA4Xr6uth49mxLMzIsOX9LlI3U5qAFYINOH4vlRUFgjKwLlxACIUXsxpcnnVTOzKGItO511tBoQ7Dt/AoAZ290ed21c7e8yW5c8uPogXBlyqUAyDmYYPXKUDhXimJ5LXRQVXutU3S86PZm5+IrcQLBqNNDTsyHTifZcrrJiUBp7n4yvwtPrHLMiyRIG8xHiSUi8SGAc9aZEB+CaEutc/pMnWk/5SUR/t3ugiMdzlihaFSjsaWgLDMW0m1ke6m5Ks7O58gkqVKaBL6SBCoBo7IAUCKriMsU91s001zkDMYasH65ObBlleC89fnasY6WZGld1u/xcNbs2KR1PwahCECSYoAMeb3aEcUOGdE1yGbv7TW+LOuXstj4IS4f7pXLsrIKcSLBqFNfTpxsfj8vCymbqtUqb3jDG3jDG96wEONZUPrkJz/JO9/5Tn7jN34DgM9+9rN885vf5HOf+xy/+7u/myvf6XTodBIbzH43Zz50dCq/uNIa6q6m7WuUity5BEppgkAThe00vtHGhPX7P1O4rlmwe6FxTdRsFDMKDPB1bEZz7QXw1EFjSppdnPtKcMOVNfzWJEdaFSa6w3EZpTQHD3vsPxCwduUQjiNodYx5pOtoZpuaBx/rsGuPFVxUg1sRPPC44pJzZWzBNVTpYtw9zOACLRGOpup4oDt0VZWOGmJET9BxhkI4HLqykTbhxLz4XacG0sV3avGFHPImqKkWqlKPy/qdJpXGCEIIqmu2gNfFfyr/EmkNIsripzUyzigHutoAr4sQOuU2B6DqIfgUeAZcAlSlhuzMptpPXfXIZNlxkIFXyJ60kGjHNbOQBpwTXmLZVcbTtOuipYNWGqksgFFrAziF17UnDQCQ9Syf6jORUAIIjh0F10XWG4BGt1qJNVatcUIXgqd6EEKA5cuXc/bZZ/O85z2PK664Iv6sXbs2Ve7MM8/kwx/+MO9617v4/Oc/z5/8yZ+cpBEvDp0oWbTYcqLrF8ds8hWMDwsmZwrezSyDDL++9v32QFpaIaDraX7ppXV+fF+Xg8fSKzylDSh1wdYKj+/VBL5KazRja5ro1TdyzC6jguJVo1Y6dtvrRzZoUa0Sy77wUOnCut8lmG5pDk8oVoxLHCl49fY6HU/z7TsKfDJS4xkIY8qfFPaxtOo5x//mYVlU2lbhoE4sbysDuYQQKcBSK4VGokhiekUp4UeHTuyYTwc5MR86HWXL6SInOqG3Q5aUhqEqtLrh2y3yLERaC0iF5r6ngeg9s8pl+ZsI279sEzy6D1pepOAOy2OsrLasdth9tGjUGkeY5EteQGwBE/UhhaZRUVTctGJFCOMO2A2ScUeWMnYZE4dJgE7mIsIM4oOTzZwNgBYdmu1oOp6m4gqkEFx1tiBQmicOzKF1MbiOIT2S9H20r7uwCw7QXqrOHMYxUFlR/nfZvPOuizplNZUdq7KOT85o6lVBpWK2N812lPzEWP6dSDrV5cTJ5vdCD6j++u3f/m22bdvGlVdeyWWXXUalUlmQASwWdbtdhoaG+OpXv8qNN94YH3/b297GxMQE3/jGN3J1PvzhD/ORj3wkd3xycpKxsbEFGdenv9Hl6HRBzChtwCeAajUK7KqRUsSWUdGCDMB1Ba4TxaCK4lAZ3+Z6NXn5O12DHq8ehze+AHY8CXc9kR/Xv7rSY2piP0rDweY4s75JIzE55XPfQ222XzUKJItJP4Db72mjlGZyIr1oHxmtsnxFA9c1Ama4AZtWdlm3Imv4q3FEQM0xIM50p46UgrXeLpZ39xLIKhXVplkZx6+NMtI9YgQiksn6GnynbuapDBtoqiprW08xFBgb5kBWmBjeiO8YrrRi+Tgrlo9D4NO+5zvobhtLTU/gVNBu1VxjFaSX6iGwIpSH0ArZbsWBwP3RFQjA6TTTmxPlGxNEHW7Mao38hW9OIwMf3PB9EkmAYV2pJTcydM2TrWmrssil3DBjDr+1NtZO0sTTSltChedsiZbaPZapHGReOknH1A/BuEILKdtKyvPAdVPng8OHEEFA9fpfpnLeFcV9F9DU1BTj4+Nzfkejej+950FGRkf7lp+Znub5V1y0oLxgoSgVG8269mvXruWKK66IM2RcccUV1Go1zjjjDM4//3weeuihkzHc46aTLYsWW05orfkvfz4dg1Jpa5mCCoJkxWp/R+esur3cygRw0Zkuv/2GYb72/RY/vLebW0D+9huG+B//0E7kVcxOTOOOkzyL0bg9T+Xct0tJpJ9nm+L4VWF6WinNpiDSqmYX7BHNxW3CdeCXXtrgpdtqTM4o/uDz07Q6OtdGNJ25tB2BLVF23IgWCoBfaBc7u82Faje2EhP59rIWZFprpJN+FoQw9/3f3TjExWcN/t4vyYn50aksW053OREozT/erfq6XRsShUfT5zM1tW2xIlIlN6+CK88U3PWkZveRfMsvOAdueywPQDjChBjpBvZ7bQoNV0221iwfV1ZGvSA03G/7kuxCNLZGivoKM/QZJX9mDj1ZWfYaJNfGttq66izBltWC6Zbmn+4hDrESjaWon6wVUZn8iK6Bff2Kxly21C5qtq8VVI96vSzLsm6SpesLka9jXC6zY0juVll8r+S6mfjJSifJspSCwxNmLm9+EWxYMbjceq7LiZPN7wcGpKRMzOdd1+Xiiy+Omf22bdu4/PLLqddPMBzZg/bu3cvGjRu59dZb2b59e3z8P/2n/8QPf/hD7rjjjlydIo3Gpk2bjvuhUUozMQsVF6ZmNX/xbRNnSUqRitXkeYnWuVIRMTAVUber0ECtKlMvsRCmfMUVjAwBJKlLW+F0hmrw6y812vev3QbTYYIRDWxZDa98HhydmOLw0UkOHpM88HQVT7scm5W4juTi8/OWK3sPKao1l25X8cQTM0xMegyPVFm1qoZ0JJtWKzauUggBnucz2sg+ahpHKKqOH14DONqqs8qdYK23m7o3jaPNuaMjW+hUR03sKOGG2g+Nqzwa/hRSKxy/TUdXGfaOIaTgyMhWAqeKLYjWrVnF6OgwqtPEe+p+VGsKUR/FGVtF98geVKcZ3rSCDAKhK4VUiTWYwGj+ncDHzlVlACGTxQ+tIQiMlVUKQFIwO2VAKyFAOsalTzpot5Ln4L4XBkW3ZiREDFalLKDs3zG4FKm/RKhOCopd7KAckHLc5NpkVw3moS6WPFlQioThaa3R7RZqeprGa96Os+Gs4r4L6HgFyB07Hh5YgFyz7YJnnQABuP/++1OBB++9914mJyfj8/Z7OzY2xtTUFEIIPv/5z3PllVdywQUXlIIAz0Y62bJoseREoDRHJhWNmmDvYcWnvzqbd/MahES5FUpk9FmWFnrjasl/edsY07OK//qX08yEoJjS8MJLK/zqK4f5xr+0+e7dXYJAoZVx4eh6aSsWm5RSxAFiC1bgkdLFgE3lK1oZszUdtxM9t1GVKOBpEYZnL/KjY1H57HbtPb88zEVnVjh4LODrP2pxeEKxfpXDuWe4fOv2Nsemk+tSTimVRiFg1C/G01xBpkGy182VdHSBjrPNbPyswmc0ez0zz5MQ5hn6v982yqa1gxv4L8mJ+dGpLFtOVzmhlKbZhaprMnLf8XiyVssCHvbrlH1r0yBNnpFFcVyLaM0YvORCyWxb8937dRxEWgPnb4BLzjBg1VOHjAugIw2Yo9EESuArkWvblcr4hghN1VExEBIocKSg1ZV4oXueQOUB7fC/5LCBkgIN6ASUiuWAXTdTzwSdji6iQEhdqPC44VLBihHjhfKzp4112PIRk2nvnp1JwPkyIGdQ8KgX0BO1b7PpIsu2fmy7aCxF9cosncrAs2jsReBZJD9l6rmNZJ4ZQVF/yipnQEJbpsJsy4Sr+fXrBaMFdgBl9FyXEyeb3w8MSG3ZsoXdu3enK1uDcxyHCy64IMXwr7jiCoaGhuY9uOOh+QBSWZrvw2nTxKzmb38QcDi01j1jJew+pAARLsSTTTkY0Amg0XCSrDLhea3B9xX1Wjo+kNbGBLZek4wPabSQJgaVFV9662p45RWmfNuD+56C2bZhnFtXa+54RDHT0rjC559vb8fadKU1mze6XHhuHpCabokQmTZjf/SJNq4ruehsweQ0nLMxsMaoaFQi/wrruRE+VScqp6kKLzHaUT6rpx6nKgLqZ29jwnM5Gr4cAkUQSJYFRxBaUW8dRQZe0vrwOPvrm3L3Y2x0mLVrVsW/VXMab9eDaK+Ddiv4s+HLF2T8IEOLoq7bwK80qHkzJoMe4E4egtpQ3mtGa9CBsVQKQosrt4IW0twYRyJ8H7rtZEPkVtHV0AVRBQgVGJBKOAjlm4x+gZ9fRkiJyIJLRYCU4yRlIje5uF5406PxRb8jCsGy3HGz07R2hRZAZnYQlcIkjwABAABJREFUVlnz7Gelk+528A8dpPEL/xr3vG0MSscrQG7f8cjAAuQF285/1gmQMtq5c2cuQ8a+fftSZaL3uV6vc9lll7Ft2zY+85nPnIzhzomebbJoIeTE/iMBn/naDEenzHt19kaHJ/cF6BJcuB+VucBFVjrDDbNoS9URcO1lVW56ublOkzOKW+7qMN1UnLnB5aIzXb53V4fZlsYPNHc/7GUWizol0+KjIegSyYnIEjjCx+06Jntfb0BKxR1aQAUwPiL47TcM8S/3drn1517hZswerxAGgNudSZsuJfzClTXe+NJkJbv7gM93ftqh1dF0upon9wapBXWOdDLHqPci8Cl7bBDQajGsq3rRooFcfajsGRYCfuv1Qzzv3MFjSC3JiYWjU0W2nI5y4tiM5rZHFZ1webpyFI5YRvNZQCpLecAqWnnm4SqB2ex3g/x7eMEGuGSTWefNtjWPHdB4PqweE6wc0Tx92IBUXqA5NKlTfXaDIkBKh7GGEiCo5igU4PmmrBmHSJXPUhZYCmcdn1PaZBd/8QXw813wjOVWKEQyzhQgBawYgamsvAQu3Sy4YGMykENTmkf3Gvf6VheOzWSAoYL7UwQE9QOkigAqG5DqZ12VB+/SbZfVK5tD1D+kQax+llU6Uz4aXT5BS1LAto5yhdnvZtttd2GmCW+6VrB+eb7vMlqSE3k6kfx+YEAK4MiRI+zYsYO77747/t65c2fhwMBoKM4999yY2W/bto3rrrtuzoOcD83HZS9LCyFAPvfPPnuP2oYiJgibFCIFOCXjNgvdoSGnMPOe72uqFZlaCAtMm0NDAkfCDZcJbn0Emh2zuF41KnjtVcZKKkvNtuaz3/SZaSd9tFs+U5NJuo16TXP1FSPUaiLsD/xA0OwmZrNaaw4d8Tk6EXD2RsUla46yrN7Gx+WIvwIlnNgSKtFHayoywJVmQ+AKD0k6iF294rBl42r82UlaM5NMzjTxpXFlCwIYCyZwvBbV9mROpB4aP5fATU962fgoq1etAEC1Z2nf/c9opfCrdUAgKzVQnslEJ2SKs4rWNFJrJtecS+DWkcqj0TxC/fAudG0onll0PQg8RBCmY6rUEV47uV5CmDpCQHsW4YWbO7cSx6RCBYhOywRYj2pGgFbkrmcxbuF3k9hW0QMXROmxCMuHdYICC7AIPCraBSttwKy4besBtAGnGE3Mrnwy5S2VidYaPTuDmpqk/vp/i7t+a77/EjpeAXLbjkcHFiDbt513SgiQMjp48CB33nknN954I1prNm/ezK5du1Kb4KDouXgW0rNJFh2vnNBa85G/mObIZMb9Ir0mnhvlEOv0sXoV3vjSOv/w407sGnjWBof/65dGaNTyq8ejU4o//PwU7Y4pW4YnZJVjRQBMbCkljByM+EDRkFNtx4BU/vi5m1ze9ctD/Pxxn3se9bjrYa+wbpbKNgOvu7bOq7cb64k9hwL+6K+mTfDUsPCyYZhqFqVYT+Zp5h8dKQeYbBodgulZnebrRWBU1KW1XhfRLsQCwbJjOl4wyQYX59JWbh4DBTYLvzIWUkLA7799hHUrT5yF1HNJTsyHnq2y5XSSE4HSfPveBIyKqIDFADboVLTpT/O+NDSUHKtXTMDzB/ck1j7rxmH7eQKngKlOtzQ/fiSIl4Smb8vpTZuMrV1lC4owmHpGdrhS4UhNxxN0fZmKuyNFcbDrXpZEAti4Eq4+W/DMUXj6EOw9Zp0PASml8uAcGHAu2/aVZwnODoNmH5rS3PJzIxOi2F5DVVL3q2hZbC+ZI9BMZMpnqeYaw4LovAr1vFB8L+1rYFsJ9wf18sftOcQ6Z50HoqLj/Sj7bOYBr7R8jayoNODYGKVVZroJrTa88xWicN9bRktyYjBaLH4/p6DmK1eu5OUvfzkvf/nL42MTExPs2LEj/tx99908/vjjmBgTAQ8//DCPPPIIX/jCFxBC4Ps90tsvIFWrVa688kpuueWWGJBSSnHLLbfw7ne/+4SMQSnN3gL/asMQyhexUXidfArn6CW3RYZ5MZUGzwNfwjfvTto8Zz289kqN4xRztnufVMy07ZdfUG9UmJnxUKEmu+sJOl3NsSmoVqDd1YyOVnLjB3BcwWWr9rJuqBUzvuFqk6e7trVS8tBGQsD0nBcy3UDR3LeTzoTJjDgMdGWdVnUMV4RATZF7HTDUOcqMswZXdQGBcqqMjyfMwt+/E6WhtXwjWoYXXQWIwKPRPQwEiZRUCuG44HepTx9idsVmlFM1AmR8FaI5DU4lAXOEBLcKQWgh1W0ZIMl2aQuz5VGto6VjrKGqdRM7KrwhulrHmT4GgW+eD68L1XrONU4IgWoMI9pN49qXXFRrhVGi2ohviy4/ZzuS99sl91KrgJmL4yYLwU4HPTsDUuIsX9O77QWmUz0IIcBf/dVfsW3bNi688MKe5rJr1qxh2bJlKKVYtWoVO3fuZGpqinvuuYcdO3Zwzz33nMBRHx+dSrKoH822NIcmCkDg+YJRZXUtkdPuwhf+uR0/1S+8tMpNr2gYgKiAfrijTbsgllJht5bypUjulLmh6dRfRZuC4rEpbQCzz/3vJj97wjeGnNaiuxflNMlAo26uR0Q/ureTeCSHQ5icTcpHyantUerc/DTLRyXHpnsDOdPNCO+3r0amThEb1gXlcnMtPjcXcCkqdzzAVi8dqJAmsLlGgyJnJSVC4G3N8rIssotDp4OcmA+d6rLldJITzQ45MAosNqALjtnldPESMBvDJ/rWGBe0n+9Oyp27Di7ZVJAdOaQnDyqUyrEmIAEepASpDQCk4+/iZ8t4euTzbCudZA9PW/TYciIDZGCu4Q8ehEMF8eXNWIrmld6DRZa9wzXYtDIp9UhoGdX1kjpTvqZa6b/0trsdrcN0u0zaGer4IdiTudBRRrsy2RfJZ8sQredYcvV1+u+UDiTTxiCmLnmgVBfch7wMUJYFW9VVeNYz0uqY2MlSFhthLCad6nLiZPP7gQGp7du3c/311/Nf/+t/TR1ftmwZL3vZy3jZy14WH5ueno4HFmkmHnnkkZ4LkcWgD3zgA7ztbW/jqquu4uqrr+ZTn/oUs7Ozcda9xSYpBbWKQbJtEthxLnRsCSWEoFKRRPE2soxBhGXSL6z5dpwQlVcmVWbU5uP74J92wNa1mos2kdtwtLvFinjHESxbXqdadZBCM1TT1Cqao9NGMyLRBDoaj6k901SsHeuyfjSxbRUCHB0wImeYCUapOEE8L0dAo+rQ9XzDQGPNazKOiiNiMCqiqmrTVQ0CWYFqA+W3U693NJeqP8uIN4EW4YZBtxHKB8LglsqnM7ISLazFrZBopxIKHYurRpJUa9z2NPXJ/XSHliGkREmXxvN+ge4T96Ja06GC2tTVtTqiE14PKVLubEIFYV/GckkRoKqNpL9wMqo2hNOcStoMfBPLKZ5wGMS8OYPw/eT6aR262EG8SrDP2f3krl4BiYIi/d7prMpEawh8hO+hPB/Vbhk3RK0N4FcU+H0RSSNC8+z+5Z6t9La3vQ0hRGwuGwUf3LZtG5deemkczPXIkSO8973vRQgRL9DHxsa47rrrTpjl6kLQqSiLelGtaixbC5PQ9Vo4SjGYpYlNmiSotrVovfXnXbqe5qIzK1x9USW3MG92dOEiNu0+FvJMaXD5qB/TVCInEtaTf6cigMemkQaMNCQHj+lCRY4UJpvOz55IYhFG44n+XjYqmJhOD77oETAiWeAHycmO1wNAEZnRlBYVHJvWfOAtQ/zFPzRjQGsQknazvW73AKBUEfhUVH4hrKn69dGTdGhFpzRSgltx4jaGG/lgt4tNp4OcmA+dyrLldJMT1ZLdWn6E+dVwEZxvx85LGbYbLJj4rLUXeWw/dH3NumWwsSBYtBcUjyeEmMM+BEHoJeLITLwmS+AJNJ6SJe+UCJM+JXy+XjFtt7rlV0UKODBZ0FxYol7RtLqiUDbE4Q1DuRkokVLQ+EEERiWkw+OVPjttu7/ZDrzycvj+/Qbg6k3JojwCowa1TMr2349F5/ajfUCnvucL2kzAvz5jif/XVB1NzQk4OCmYbTtxm3OJHbVQdKrLiZPN7wcGpO644w6efvrpHHMvotHRUV7ykpfwkpe8JD7WbDa599575zXI+dKb3/xmDh06xAc/+EH279/P8573PL71rW/lUhguJr30MsG37k5D2ZE5q1KaSiWNQkppmKGUhuFqralWBI4rYvDH83XPF9Z4RCULyp0H4KlD8MxheOUV6YXmmesE/3J/Utcwbc2y5XVcNwoKKXhkt+aSswLGAs2+Q3DwiGL5MpehIUkQaI5MBEjHid3v8mQE0vKRCmuWuUzMeBye9Gh2FEJIBJpKtYGjO3hhhERHSlYPOXQLtBnLxkaoL19DtVpl9sgB1MGdiJnEIVw5Vbq10XhOZgiK6QN7WLH5HNP+8vWo2VaaKwoBSGPNpJVVVxtrp24blzZue5rhowJ/eDm6PkRz589wvI65RxACTQIROOgIkMr6OiuFrjhmhFIilDQuhkICCul7iGg1IETy4AiZ0/2IdsuUtRfqNsJtByMvAqMGBZaKjvdT/0TldPgeRBYSlQq0mvHmp3r9v17QTdAgpBCoAYTDIGVOFq1fv559+/bRarW44447uPPOO+NzruuyZcsWGo0Gjz76KJ2OeUbf8573nMQRHx+dirKoF7kOvOoFdb55qxVLLqIer5SJHTgPUIpQkWAjUsCOR4yr21P7qrz5hnQclQu2VPiXexM3bimMJW+nmypGEOjQs1egAhPIVunEEtbIpuKA62CGo7Xm2ktrXHauy10Pdfnpgx7TTR1a1Aou2uqw+4CKXQ3HRwQXn1Vh94FO7nK96gU1nn9hlVXjklvuanP7/V0OT+pUf1lqdTT/8OM2b3+tcZ2+7OwKdz7g5cREYlCacUcjP8fo/Ke+3CzlJGXXJBXnvQdAafczl/Z7xag6oVQy9KxH+Dt/8cTHJV0sOVGUie3888/n4YcfLq3zla98hd///d/nqaee4txzz+WP//iPec1rXjOnfgelU1m2nG5yourC2WvhiQO9SmWfvzTEr1QENplzGh1aK1k1BAhLNKSsaoDdhzW7j2imWoILN6bXtKtGBfsnLL6HcXVLgBWD4DeqmmZHIAVUHIWUkSVUFLtKpdeMBRazQsA562DNKDx5CPYds+cg2LAMDk4lroYjdVg2ZI5lWdzlW4y1U70ieGgPPHnQWFP1uratLjz4DGw70/zesByePJC//qoHPy1zJvjeAwnfG5QdR1cpslgqqxaVsy2pUhDmAOBUv3EtjAgpuu+GzNgNIBklaFk1ppltG4DTkfC6qxZiDHOjU30/cbL5/Zxc9o6HhoaGeOELX3iiuovp3e9+9wlz0bNpuqX54vd9njkMYDYOEbqevOz5t9bWAAthLJ9MHOrkAa64IofEZ0kAI0OmrtbQ7cLj+2HbFKwZT8qduU7ymqs1375LESgTw+IVV7p8/bb02IQQ7Dsk2LU/Od464IfayyRb4JHZOrMdh0Y1SHl5He2O0gzqXLxForXP4UkfIRLHZ41gpq1Zu3yUtUMmhWfNn0HNTpDZ8wAwPL4ct2bsMUdWrYNV6+hOH2Ni1+ME0kVLJwSU0lh04CetOcvX4h7ej9ft5kCVbmMZtebRUBiHGTbas/G1NYc1TnMKvz4U/9ZgYkBF4FOlBn4X2W0ng9A6iSEVWjBpKfGHlpnfQoAWqIqD9FrIcMwaTAa+0IooSrWOcBCBB5WSIK9aA6HPiVIhUBVJooxqbK6CpEx6pex5rfPdRMoLNM74CpyzLsM953nIZavy7SwyneomtgB79uzh0KFD3H333bGWd8eOHezcuRPP83j88cfjslJK/vAP/5AXvOAFJ3HEJ5dOliwqosOTiv/xjVn2Hjarz3mt4/qAFKXVMqBJhGv96N4uNzy/zsrxZLNx5QVVDh4L+Id/aaM0rFomec32Op//ZmLqEzU10hBMzpgfxuqrHAiJxhEeAUx8jOuvrPL4Mz4/fdBLrUm1hgd3Brz+xXXWrZAQ4vRPPOPnehECrr20yqplhse+enuDV72gzr2Penzum804M1SWIhfAiLadX2XFWCvOrGfPNdkEJBr+7Lx0ZAEqRGny0qh8IbiYN3goaaDHuV7VBrCYWhTKPLd2v9lsjENVzfVX1XnBxVVWjJ34rG2LKScuvvhivvvd78a/Xbd8WX7rrbdy00038bGPfYzXve51fOELX+DGG29kx44dXHLJJXPuux89l2XLs0lOTDU1tz+mmO2kbYmi7zTE3gOUjv+y3jWMFWZcxlq62RY4qTY0PLJXc846TcVyy96yStDsCJ48aMqPNmDzKsH96djyCAHLhqyYiRpqriIxTDVtOtKGxdJjGarCuWvh6cOCfcds8N98752AbVuhVjEKET+A/RN56ycpDNBXq5iKl22BSzdrnjwAdzyeLptyeyQNWp27Hn76uA7dKpOxphJrW7rgrF4461Kpre8specQypvckWIqKhf1ZZ8YxGIqKwfzozoe6j0AITD7TOO4gnRg6xrF+uUOF26C4YJYmItNp/p+4mTz+xMGSD3X6Cs/Cth7JPolCpOLmbgUae2kCQaWWEBlAwfGZbXqyTHGRw0TltJkwWvUodkmNGdN0/PPc9h2tqTtGZ9bk7Ujz06OTOSPmQDtMi7uKck/PbKZl5+/h7FqF1+77Oqso60bBFpw+2Nw0ToTeDtC6W2aavqcsXqc9tMP0j2w01wDt0ZQTbSiQ2u34DZGcmOZPHoE3w5iLkL3RmsulXpauzq25QKOPfUwyg8z9Dku6ADl1uiOb6BWqeD7XXxZod6aRVrxqgSYOFDhJFSlhgiswOEAWhOMLEcc3WdiSYWkK/UEfAIDoLmV1NhjAMn3wK0gAh8l3URy2dZJbg8wKvDT0kbFozcUcfTQdTDOMJhtZ1CbXmVpt+x6Xhcy8RiE9nHOuwI5tpKTQVoPaGI7QJmTSatXr+ZVr3oVr3rVq+Jjk5OT3HvvvTz88MMcOnSI5cuX84pXvIJzzz33JI50iSLSWvPZr89y8GjoIBHy+rlYPB2PNYvtQpd9tWdbKgVIgQF0bnh+nXZXM9IQPPFMcWyVKPB53/6VTrleCYzSpuspPvPVGbauN+b3BjdPD/Cx3T6vvGaYm/9PkzsfTLKr2vj6TS9vxGBU3IcQ/P2P2oU5HZIysHldemn0f/3SCH/6pRlmWmZuY8OCjqdpdw04t36lw6GJgG5Xc3iKnEwf+D5l938iM/ce4GOZVVbZ70FpUPe9snKRe2g0FyEEiPA5L2g2KPBdnZhWvPiyKqPDJx6MgrnLiamptFl3rVajVisOaOK6LuvWrRtoHH/6p3/Kq171Kv7jf/yPAPzBH/wB3/nOd/h//9//l89+9rMDtTFXWpItJ5cCpfnJI4pOqIQuegoTtlAMC+jUL7vMINqMZPuctaTxfKjYES+E4KIzHM7foAmUOXdgUhf0kfHyCIfhCNuCyyjUG1VFq5sJgi6g42vufMKaVWbqAjg8A88/G370kEhZUEUkBWw/LwGjktHBvU9Ff5W/9yusbYgQgpdfDt++V8dWWUM100egYaxuXMun22YZ3Oqmm07phsPv/ksBHc9jQDFhah0HWpSta1tazUXMZe+XXbdMx61JnEAalSCOIxaNwXU1V5yV3zefKDod9hMnk98vAVKLQIHSPH2gmAGnTePB9zWumxz3fRUCUoJKJfS1lnadBFYv0sQKIXAdmJzWIS6gGB0WVCrGj3lVSUB/xxEMh4Jl5ahm02rj4hdtVlwJqmQtaC9EhRBMdurcP7WVoUaShS+irg++TlzOspshRwqC2Um8EIwCcPwOMvCobL6Q6rJ1OLV6bgxKabrtVqa3kEtrIx3cWoOxNWek512tseLsS/Ca04CmMjSKdFy0UghLtdE+shfvwBNIL4lXpYVEuxWc2UlUpYau1NAiAwxF18VxEGFkXA3GhS7FdYsZlPQ9ZHivTUyrouDHqvhiQuimJ1Kxq8IAL8QmeNY4zd+RBdUA0iXVbsFHiCSjn1ds1hc8+TOc513fv69FIKUFqiSgZrbcqUbj4+OnXHyo5xJNNzX7j6Tf5zkBTFlV+SAkEn6treCzkZm/EMY1ZM2K4qDRFVdQcU2HWze4bFztsO9wgNJmodiopeMv9Z2C1kgh0ooabSyUzt1UvDwRAupVwUNP+TEYBcmC+KYb6lx8VjUHqAFMzgSFAeRdh9hi6qwNDq+7Ni1jNqxy+OA7Rnn8GR8pBedtcqlWovggyeC/+ZMW//iTdkomRgCjDi9yryx18bG5spvUTnEe9TNkry36gVF25j87hlUMRFnj0vYBG3wTBeUzdPv9HV5+zUkIDMLc5cSmTZtSxz/0oQ/x4Q9/uLDOY489xoYNG6jX62zfvp2PfexjbN68ubDsbbfdxgc+8IHUsVe+8pV8/etf7z+JBaQl2XLiaLadj0M7MCVYcIkVVfqFi15lO3uoICou4vdXYOREvUQP6kjjNgWwahQaVROvVlt1yyxU0/zL7Gek0KHrd7roRBNWj5YvfysO7Mq480X0gnNh7TgMFVjSTMySsXRK5GN0xTYsh/M3pOutGYdf3i44MGFkyvrlIhx7GiS56wnNo/sy0w7vlQpzKfXCVHLg24D83gaCeoFdZe3lWLqGVBz5Hn2mMsNb5QvZvnUvbYu06D+BzsXlisodmNRsWH5y1uun637iRPH7JUBqEcj4RSe+y4aSB9DEhjJ/B4FGKZ0yKDFljPbB97Vh7k6y8Ot4OoMXRJpmwy1ttwCtYWpGMz5msmMMYsYohODNL5F8717F7sPG7Pb6yyU7HpX85H6VYh5lgfhHG4KAxDxWa23iS2nB2mUu07OC2W6F4aqXMl1dt6KO6hzJtSe0whGyEIwCODjRJEDiEKREbX14jNGVqwFjHVW0uJaOQ210Wbq/zMQqw8tojq/Bac+YYORCxi5yIvBwAw+ak6hKnWDIQv2im2rdFAGJ61wEWCnfSKIIKArrSS9x9dNgrKUqQRKsXAjohCBZlsvb0jM9OeKVShHZrnZZu2L7fLZOlIrK7j9FxR3qYwcLj58IOtVNbJfo1KWsVhZCsGI+rrMZKjNojMAQpXSui2jB94pr6tSr/Z931xF84KZRvvq9Jk/vD1i9TPJLLxvi/9za4o4HugPh2eOjkplmItviMHkCbnh+jXsf9TJy1PDPX3h+jWcOFu9oRodlIRgF8K072oXHX3BxlRdcXMV1YdMapzBo9nBDcvm56R1YdlF88VkV/vHHSYqkHMCoE2Bq0UjMzxqqCCQry4hodWVcEW1QqteNLwJRLZCu13XZue/kZTubq5zYvXt3Kp13mXXUNddcw80338z555/Pvn37+MhHPsKLX/xi7r//fkYL0ofv378/FwN17dq17N+/fy7TWaJTiNw+CSV17pe1AhbGHU+lREoajIrAnLgFbSdSCJ/oDOiggYvPEKVZWdPjF7zwPIcHn1FMtzWjdWNFdf+ugCPTdrDzYpBEa8LkUAnzkGFMQingwo2wfzIERiwSAs5ZK9h1pNhiaLhWDEYBPLzXLh0C7Ggu3CDYsMLw/WVDxXyxUYWtqWTRgmyy2Y0rSAFSWVAmm6mwHw3iwLAQVDSmfvqPaF1h34NBs/Xa27CkvvH+iZ/izFbl6Ixiw/KTZEm7tJ84LloCpBaBhBC89HLJd3aY0GV2ULtAWYtuq05u3WotDpttFQolQRCCWY6MFnFJ+ajvIvI8uGzr4HOoVQSvfn5aEr7iKpeO57PjMTOB1csEG1cLHt9rQDLDMARrVyief47D4Wl44qAmCDQrhlq4oT/40wclo8MNDjUVvnaoOWah2VUuo40KWuTd8QBkgZteRO1OwKwYZ5k+apknC4ZXrqXaGFyrqrXmyFSXdldRrzqsHDMZp5z6EMOrNqD3PGIKhtkG0u4UEtFpIipVdDXp050+atz1Qq6pAdGeQQ+NEj0FIvBxJw8SjCxHOxWECnBnjiFCF0EBaCGRjoNuzYBbNe2oAAIvnXWvl/rEtq+1VyIpdUSBZE9fpPzxXgBW0W/ruCgBGU8EnQ4mtkt0alKtKrjhqirfvaubkxPEr2OSEa+MYheosoAOVlvx+ZL2hIDrrihRexfQyJDk7a9L8+VfecUwQQA7HukiBGxY7bBsRPCzxzOAgoDf/MVhfva4xw/v6dD10jLsK99rc+WFVW5/IG0eUK/Cmeud4qyEwLqV5Tu4fYeLJ/6aF9ZYPtpn52eR52tuv7/LkSnFpjUO2843cmLrepeXX1PnOz8Ng4uU3TedtiYalAoBSwuAmpN7YEHbqX5sOVFUnmLdRGnhiGIREW70dBJjq2zsAmgMAJIuFs1VToyNjaUAqTJ69atfHf992WWXcc0117Blyxa+/OUv82/+zb+Z/4CX6LShoZpg8yrYdTh9PP2miMKjYL+f2edXYBzkBEEIQsWxNEhAqbRnhwjPaTatGvx9bFQFV56V5q+Xb3X42dMBh6eMQn60IRBoDs8Ii0eYbHbXXSh44oBg5yEdr6EDZT4P74X1y2DfRLZPGBsSjLfyyhdB7yxsU00DdiWWYqbORZug6g4+bz/Q7DxowLSVI4INYWbC9csFZ63RPBnqYnsBPQOxV0uHHP0uEBMDufXNhcsOyv9j3XgvXUUJGJmMObGm1oi4TXsbk7VEO9G0tJ84PpoTIHXgwAG2bt0apwGMUgKuX79+scZ3ytKLLnEYHYJv/zRgpp28kCnrJYpffiGI44lE5AcRSBW9gDYYZdqtVsr3/c1ixfCcyHUEb3hRhRuvTW8cHt7jc8fDAV1PMDKkeN5ZgpWjklVjgrPWan62czblxtHsKLp+B0GVbuDSDZLHcKajGRsaxVt9Pu6hR+Lrs69yJptqy0sf2FrFYULUOMpqqrQBQVc02FgfHOzQWvPYnlkmZ/2YWR+bcTlnw7ABpQKfeEvVY5HuzkygnRm0kIjAR2hjVWbHkBJao9uzBsQCUAFCa+TkIdAKIfObI3O5JQIDQpn2tLGWsjl31kopqz6JQSkFAYnbXvQg5dHRsguWtNfLxjeKUZU9hUAIiXPOFcV1TwBp0jELepVbomcPnS6y6PUvNsHD//EnbWZa6U36oCBDVDaui05ri0NBMwhQoSm23JoL1aqC33z9CErr2IJGa81ff7vJT+7rxkDMa7bXOHdThXM3Vbjh+XX+fzdPMTWbjPHxZ3wmZ/KazmYHZlqac89wueQsl/ufNFxZa81wTTA6VD7+Ncslj+1Oa2jHR5gTGOUHmj/98gxP7AlwpNkUvWhXlV99hYlP2KgPeP00KTe+QSkFShXUnUtbKdfCzN89x0Bm85NlogVDsK2gisCvXn1KCS/ZdhIVF5wYObFs2TLOO++8VPBYm9atW8eBA+k0awcOHBg4BtVzjU4XObHtTMloQ/PwMxo/95BlXzadPhODBvkdhwhd8kTB2QiQKXqmFce/8a+6gqvOdlPKdK1N8PaDU+aYUoJLN0mWjwiuGoELN2r++Wdp75O9x0yA8yzNdow3yhkrjNvg4enojGa4TioYe5ZG6zDdMlZXkeHmspG5gVFeoLnl55qpVrTk1ly4UXPpZiPTUvu1Hgqi6NwgvKXUMpr08bhcH9CqaAtRttWIst2V9Vs01fhYqqIZWK6t0AAj2gfb9ZU2H9cRbFp5cqyjYGk/cbw0ZwupXbt2sXv3br7xjW/Ex9asWRMz+uizdevWhRznKUUG2NDc94QyTE2AdASel38MNVFAOsOMHUckwW2t/X7EBKouOI5EKY2XUTgHAYyNmlTcdtBWHTNVzcQMPHNYU6/CWetEoWtCr3m1OgZcadRkzAwu2OiyYblktqNpVAXLrMCjVVdQFPdIaxWynDSbOnC0w9jGBj9vbkJWVtDQs7TFEG05gnfA5+JNlVxbAGuWN5ic7dDuQgujsd+6fmxOi/Opps/krG+NBiZmfKZbPsOz+wn2Ph6CP8pcYNsqKbzIsR7JCgyuIaNKEGi3aow7teWjAgaMCr8RMtkkRHGfIgdzRLhiCPISJAKBhDDfKiiQKOHAtDI5eSMArChGVRn1s4JKWXxk74MAt0blRf8KZ01xvIwTQUsajVOXTnVZpJTmZ0943PlAJw6WHVE61mCf5Uu0SJO9gatBrGeM24TiyDHYtT9gdFhw7iZ3INeMiPxAs/dwgCMF61fKEK8WvPVVw7zwkhqHJhTrVkq2rk/459iwYLqZHpvWxhKpiL5zZ5vXv7jBQ092sfJM0Gxr/vmONm986VBhvdddW+ehp3wOTxo+V3HhN147PPDcAHY84vHEHtNpZKX14/u6vPSKGvuOBNz9sJU5ZFAV9xwpBqVCsi2MBpd55S564enkWySyK7uJiPQRlniLx2iPrexYakNa4MuxYlzwW68fZcu6k2fQf6LkxMzMDE888QRvfetbC89v376dW265hfe9733xse985zts3779uPo9nel0kBN7j2l2H+4HRunUkdjAMVwqag0qZ3cTarhTTkRpQECIpG2bPSilmOkIpppm3b9iZG5geKA0k03j7THWiPoSvOBcyeFpaHZhfAiWWQqGiivwCmIUli09H90HZ62FiabGtfS2HR+eOAjnl+CSl28VHJnRtD1T3nXg+WfP7d3eeRCmWunxPLQHzl6r2XMMnjli5Ee/LVgW/IE00KN1omDpN0I7i7vdFiTPSrbvlOVVWC67jIhkgKA8VpTdnt1v2spKZL4VmRGGz1h+rVB1BC8832FkUIXQItDSfuL4aE4SfmRkhLe85S3s2LGD+++/n07HmKUfOHCAb3/723z729+Oy46Pj8cMP/q+4IILFnb0z0LSWvO1Hwf8fGdkhh6dSNzsonKBAtdNFnhSGiPZhAEkzEMIE5fKcQxIobSO8YmozXpd4LoC14VOx6Q5ldIAVI4Df/0DOHTUjxfRm1bDW3/BTQVlLSPPVzyye5Zmx1RuVCXnbx6mGqY5GBuSjBXvAahWBH4m89JwXTLZ0vjWiznkejQ7MDHdZsydRlY0nhqi0x1Ca2h3y1f2jiM5b9Nypma7BEox3KhQr5Y/3irw8aaPgdZURpch3Wrp5sff8xjezjvMDykBaQApr2tlxtOkdkYZCuojBNUGwvdwu82YC+fFQ9ScaS+lfZbagFKQlxRlJASFu6KcRsL6O5YQ2ToD9FfoAmgdr9ZASmMddf7V6E4L78HbEMPjOJsuyMXuWmxa8vk+NelUl0WB0vz515s8+JTfH0SYK6AxQPlC7WgIHH3kL2aYnNHxwvKSs1x+68bhgTTix6YU/89XZjh4zDCtMzc4vOuXRmiEsTrOPsPl7DPy9YQQjA0LJmeSEUkBZ290ufvRfOygZw4qvr+jk4svBXBsuhxUHxuW/N9vH+XnT3h0Pc35m91cJj6bppuKR3YZPnzhFpehumBqVhW6KvzzHS3ufCgz1nmDUTq+P6XxmyLLojBb3dzAKCiUPLZAssRGpA+B/JRsLbo9tqK/e5FtJSUi1wwNv3T9MHsOK372eJMNqx2ef1F1TgDpQtBiyYnf+Z3f4Rd/8RfZsmULe/fu5UMf+hCO43DTTTcB8Ou//uts3LiRj33sYwD8+3//77nuuuv4xCc+wWtf+1q++MUvctddd/E//sf/mPukngN0OsiJf3lIcWzWhptyb2D8l/30SZn2yMjWtkGNIiqyojEKC+POd8v9mla8JtecsRKu2CoHet+nWpofPqjjrN9rx+Ha842FixCC1SXerq5DbJVqz2nVKDx9OK+bPToDLS8JoC6EyeQnBOHYi8c6Uhe88nLjBqh1efDziJodU9aRJj5UxTH7laK7de9TmicPJm2VxVPKAv9FpHX6fpaWI62HLgKDisR71tlCCKObsJ8HEZXLyoCCtmxwdD4sPLI0E8I8A21PorSxmHvpRZK9x+CJA5qVo7Bp5dwA0oWgpf3E8dGcAKnh4WH+/M//HIAgCHjggQfYsWMH99xzDzt27OC+++5jZmYGgImJCb7//e/zgx/8IFU/mw73dKPH92p+vjPPQezA5RG5TlFQwPRCziw4oVaVOI753fXMZqHiCpwQDwkCO2GaoG6hxEoppBQcOuanGPm+o3DLfYqXXeZQLTY8iunpg+0YjAJodRVP7W9x3hlGuxwoFfr35l+0rWsbPLR7Np67I2HrmgadbovptmFujtA4UlNxBLv2T8VpTCsyYFltlqPtEcaGertVSClYNlocPNSmoNtm6vH70H43qog7vAzhDgPjgEAon/WTDzDe3o/UPlpKkyUvpAg40YFvABa3hsBDKxVbGdnreuXWULVhKv4xkI5xW1EZthRyfK0jQRa53oi021uROsg+llNLYKnLooGJdN1CgMuWNgV9ZU34omNZ1TmYB7QxFFtiCYAnduAHYSB3rVD7nqRyzWtPqBBZ0micmnSqy6K7H/Z48CkDXvR63rW9iuxDOesSW7Gorbai06J4EXtsOmlHa/j5Ez7/+19avGZ7g1qfOD5//e0mh60sdk/vC/j7H7b4ldCdrd3VVF0KLXN/9ZVDfPbvZuMhD9UFN760wSO7p5lpJeWMa4Dmq99r5axslIbNa3vLiXpV8PwL+8fJ2ns44E+/OkuzbdqvunDORoeKK1IsMVpe3vVwQdDt7L0r+F18/0XMfssotorKWTrFSFafGWZ6zFhdAYnVne69idCkdyp9XQG19TfE10VrnXo2hICb/7EZxgYxm5CHdnq87bXDp4WceOaZZ7jppps4cuQIq1ev5kUvehG33347q1ebRCy7du0KFZWGXvjCF/KFL3yB3/u93+O//Jf/wrnnnsvXv/51LrnkkrlN6DlCp7qc2HlQW2BUEVlK6wiyKlkK2spxYa8BMc9tEi9Jx+vvqJ4NjsjwWLOTXgruPgwjdc3Za/u7893+qKZtGZIemISH9mgu3Wz4jR8Y8Cn7jkshuPIsuPPxBOxpVOHSLbArtDhKQBeBF/D/Z++9oyRJ7vvOT0RmlmvfPT0z3eO92d1Z74EFFsAuduEBckUQBAnQQLo7kDLg6YnmHkGJ4uF4whMlQRQJ6khCEkUPgKDg/e5ivXfjdnyPa+/LZkbcH5G2KqvN+FnU972ZrsqKjIyMjIxfxPfnOH4qutfAEEAI6FnAtRuM6/rG/gWLADAyDd99JSC9NDkHVnf7y9pYvwV7r6Oji9dZ333Nnn+cMGxOrwW9oQliL4n6OmLtrB8zSjeW1/58HJJZdXrkNDIq8df/Lz7GdDj+IiFpCKxItgeyJGMpZspWQg4/vDcSe1qbYPc3b07tkIuG1n7i/HDONtCWZbFnzx727NnDxz/+ccAMloMHD4aT/fPPP8+LL77IxMQEAPPz8xek0Vcy6hfzQhh3PcuKJkTjQeV/N1NEal3Bgi3gEpTS4aTm2CLUaBtXv6SbXvx8IfxzY793tFtks5LDI3DyYXjvLbCqu/l9zZcaF9vzJY+a63H41DSzZSMQB/uyDPQlF4udBZs9m9qZnHURAno7HLKOZMtgjr0nigmiqj3jMVupobDQGHcPRyh62jSbF9loLIS5YpWJmRJaQ7Y0SsaNSUOtcecmEUzSL4uMWgOsmXqFrvLp6MlYNlq7SRc7YZ6cVgq8GtX2HpRTQLoVMtPD4ezrZgsoJ4ddnEJ6xgZYZfKgNbI0i6zfBMT/hhZOJCVF8D1l46GFIFBni8BlL7B8il9E4xNdKXGjEra1KQRYfRmlTAZAy/ZXLb60ClwC0WClkIVChASeGjmOGh26pC58LY3G1Y+rURaNT6tY0NTmaObGtCiakVgLVSWSJEFc+/rtp6s8tbfGP/tH7QwsEDT8+Fk3cU9Kw9HTLiOTHv/li3OMTpnNzvvenOO+25IxgfZszfAbH5e8dsTFtuHWXRk62yQ/+0Abn//KfMh1dxSEIbVi/RfIm2s3W7ztlnOPNfTK4RpP7TWy4cy4olwJZLam5BpyLtisKaVDhVIgh6UQDS4LkZz2+/MCTSVxN7jk416EyVpCnY0/LK5tDoLrB0hLtNLMbVQr7VtINZKVQX8Ga58nX6tx7y3eJXXhu1hy4q/+6q8W/D1OjgR46KGHeOihh5Z1nRauTjkxX0lszwlGWJwIaoy2EyHNkjN6HaP9hQonJnONOAmRpn+sPx5cYu9JzfFRzd07ZFOLIqU1U8XG4+NzMDWv+dF+Tcl3lbtpo2bzqiTbsbFf0JGDkRlDWm1Y4cej2qx5KhZ6rS1n4jgl+8/MPxtWwPoVqc1bEobGNEPjGinh9ITA88xVpDTWOicn/KtJ8zcyBDBr9jTxHH+u4TERkTfNyiUIw7pzDVkV7DXNX1n3POuv13CMqA1Be9KsnJqPs4jYiiOkngJSKywTPC0djs1gmyMFZGzlk1NB65L3HtS37xTsGNSX1IWvtZ84P1xQiS6EYMeOHezYsYMPf/jD4fHjx4+HWok3KoZGFc8fUszGUlgLAZYlkHXB84QE7QXahkXIKN+FVmvwQoaYOi1iYDkF2QzYsadaKhsiyvWiFz6fl2Rimu5qDb72HPz0mzRzZXh1yGgsLGk0DFUXNvRK2jJJxstxBAeHZhgrBkSD4NCwwpIlVvUm/ffyGYt83Uams2Bz/eY2puZctIbK/BzW9Cl6/Elvng7KwlhgXbfeOecgirPzVY6enopfmW6rSLs33TADd6oJCt407XEyCiKSpT61U/CsAataQmXbUU6Oct86pGsC+DqlWZziZEIIaSR2eQbh1qI2KBVquUylC99vYEmVkAzB30wWtEZ7riE806qqt2xquF6ThY7ZjRkCqt4m3K9Hh6uVaBGVcgONh8qXdgHoaYG3BG3FUsq0cOXgSpVF+47XeGZfjalZFWr84miIHXUOXNS5rnV0oGYlthCOYXZe8/m/n+f//Ol2To95fPfZCieGFVlHM1+GcpWGEHRSQHe75Pf/ai4MWK40/P0jZXo6JLfUWSqtXWmzdmVyWbJnq8Nv/FwH+47VsC149YjLa0ddpC0RPlkUdOMn3t9+znLi2f1V/uR/FRMbLWmJxDQZtB/iG4MYKUX9ZiM6f7FHmbZ5jGr329Tk3IXqXr4rX327lpe5rz5I8YLB0v3OElIYt8AlDvjpuWXEOrwAaMmJNyauVDlxelJzakKbwNzh0YXfjWCJGv8enBWSSzQSWNEKllgpE2+qXvUQryvURdYtWYsVeOaw4vZtgql5OHTWBPa2LSMjEuRM7FPOgR+8po3+0q//uaPQnlOs7EqSUn0dgr6OZNs2rRR0FTQj02BbmqFx47KXcUxdrqdR2nil3LJ5cYK9GQ6d1Tx/NOo1pSPvl7jo0QhfHsZ7LZrn43Kivk+DcpAMFh4s0+N/42UTsqJuPHgpbSFR3vyWRopJ0SibFuu+NGeKeqi6PrMS5QMizbTNEgpPyxgZtTjKVWi/hLkwWnLi/HBJVEwbNmxgw4YNfPCDH7wUl7vkOHza48+/b2bR+gVX8DLFU24r37RTa/A8Y6IuEjOKTi7sta+NlekucQGEMNn0LMsQAK6ncWOGTZmscc3LZJKTuwZKVfjzR02Q16gh0eR1dibHpt75cIITAtatyPLyiXh5MwkPjStyOcWhMy6VGnS3CbYP2tgpWS3yGYt8r8WpkTJO8RTx2tr1LC4O+fZ2Mo4RjbVyEbdawc5kcXJNglbVYWSynuTQzDh9hpBKgWlnnQ4jfD4SsWItevQEJaeDfHXGlHRrWFoDY7j5Dvwkukjlom0HWav696XBc7E8F1GrhISShljA8hSkEEYiOEcYayTta8qxfQms/MAfAQOahgRLtggZVi9d4kM9MF9QflwtKfHGx7B7+9C+1VT9RgUwJFzsWrJ7ZXo7LxJaJrY/Xricsuj5A1X+9GulxLHQAqpueC2ZjAp5aFNP4GKVyMS2wHmRi1WjdjUgdrTWKGUWj8MTin/1RzMx4kok3OlCgsGv37Hhnhsd/ujLjRa233mmTGeb4GuPl5kva3ZtsHnfm/OpMQ3X9Fus6bf4ux8U2XfcTc4ZlsBzNXfvyZDNmBiLx854jM8oBvssBvuXZln79SfKYV8ECPq0HlIYhUx9YpGAn7ItE3vrhYM1w9kvYfPThKsxn5uQVUtB45qh+aakeR0pZBLRXN7MCqpZBsD42KxUauTymcio1t+tNbMctyQNpOXFRktO/HjhcsqJI8OKF4/Hj0ST9YKjK0ZUBFBpesa6mutWuonfzP4lqjcktkQ8A19MmPhTy+Q8fONFHZMTRrEdeo1Is6cJznVsGOyGofHGduw7Ba7SHDitqXkmRtOuNWnhTqC33QRXf/J14+oYL2JbUHU1OwZFOEeNzkC5Bt1t0Jlf2ru792TUW9q/N9vS1Nz0820pQpItQNAuS8BgL5wYq6emaHwo/vcgEHpgPVR1/WRXMrW4+awDBUq9u3miVQmrpWbWT+F4SSGcwq1ErJ7gfheTX2l69fixlW1znJ7touqK0I0vuFKaPt2WNI1rfLHQkhPnh8uXtuQNhH94QoXm5vUvXX1Wg7h2IFjkeZ5OWDUFXEK0QDPEVWD6H9WbXPwFiznXNcc9n/gKrKksaRbRzWGmGumTYoHmQ2uYLdrsq7bTU6ixqhuu3+hwZkqgdC1xfyCouPDsoVp4/nxFU6zWuHmz05RQm5ou0tOwKTMZNlav7kIIwezoaebHo5THbX2r6ehfPH2vanB5EZHuJ2Uma1uzBYUHI8cSx53r78XqHUQIwfirz9F2+uVktZ6LVS1j1cpoJ4vuWY2enUAoD+FVk5qquMtg7Hj44JM9QbDaMAIwPmsLn3gyUl5btiGgquWk/inIzKdi0R3jGQPD+uKXrSOo6q2pLAtqUcysEK6JqyXzBf9UYcq7NYQdC1ZWqxFnOO09b0F29nEpkfbONivXQgvnCq01f/ndUrSpT1tsirrvy6w/IE4WjklV95qLiIxaaOMSD5AbWlzWkVrBtbWvg9+53uYj9+d54pUqaZgvKT73t/Ph9c+OV5ma0/zie5tnvXvhYK2B/AC4eZfNR+4voLXmr75b4kcvRdf8yXvz3Hvz4rEFKylJM0T4XxJKwyfe18a3niqHGfeCDdunfrqNjQM2JkD8NGcnYhsYn7wJFvX5LPR3C04MJ7d2cf3UhZ57Egv/2LUW4kB13TOOjuvwb/3apFkcqagi88f2E6OYQOYC5ammZJRtwc+/p43ezkuc/KIlJ1q4BNBax5S84dHm5cNP5n1ROp20akY4RX/jhEhSRqWd22yuSIgxHRFaaEJX58CSyChPYKAHbtwIrzTct0GpCo8fjK42cwoqNc1Nm5oLrLNT6QTHttVw/QbTT48fMK51wV3ftlWzaeXiRIGbotsNLIrr5asA3rIbnjtC6KYYzLkP3hARJn//jHHPjOAHc/E7NGND3oHJorl+o5VZ8mkIgQnpt8Q5K14sRT/WeK+xrUDU4rp6Y61bStQBHf7XuBYRQjBXzUbOJNoQTgHRFzhtBNsJW8I9u/0s75cQLTlxflgyIfWxj32M48ePL17wxwwzRc3UfHyxlRxpWoGWMQ1j3UAMCKWAE7CsaH8f8AzgZ+OLvaWBZVVQoedpXFfR1mYnzokPfGuBl9Nkr9AJlt0SJstHrWaY86prMTxjMTwD0tIcGYGBThAyPvVoLGk1vHCTcyajRqHJvkBJK26b7PcNdHe1IaWgWppPkFEA8+NnybV34uQXTtvd2ZalVIlU2VqDEjbZtbuxVIXy+GlUtQwI8qs3kO3uR3f14bZ14Y0NIaSNvX4XVt+asI5KtUYBEboYBHcvV29Cdq/EWrURd+I0ldmJiEiqv7n6TpLSuMEZH4a6WTmYqWMPSAiwHbPY91xDMEkLagnJRqjKkJY/wHR0/aXsQOq/J6R8+rJESAn5vLmeX96bncMqSIS0zLJHmmyFCpvcuz6OXKLF24WEQqCWYC2wlDItXBpcjbLo9JiiFLyWi2oKl75aqXenim/801yt4ub+UbmFrxmXbdIyrEui7rppICh/YMjj0ZeqfOupSgPRApDLSKb9ROSm7fD8gRofuV+HWfnqYaynGtv6lhtyWJbgtSO1BBkF8Hc/KHHtFpv+BbLpgXEN/OHz0blaazIZwUfuzzNTVHzvmQqTsxrHgn/0jjzXbHbYscHma4+X2Xe0RiEneeCOLJsGI9J9bFo3PBOAt9yYYcNqm1t3Ofzg+QpDw+VY/y3YzPNANN8H8a7iOBcrrDQLqeBS8SkzzVIqGD+WnXwuSiksq/FZbVlrMjYWcpeWjIKWnLgacTXKibHZtM17+pwXlasj6LUOCZKGJaSoP8NfGob1mUoTQc0DyipUgte3LdnOcHkJKB3bo2iTKDqy6jX/hqfh0FmTJS/eprTPAY6Owo0bm7siWzKdBNk2YPZRx0Z0SEYFd/30YRjs0WQXVNobAi1uyaU15DJw2xYoVmH/aajUDClyx3ZY1S24/3rNS8dNAPScA3s2QFdbRCKWGnQ25rdd66CnzcTJevEYdbG34oqBFDJMRBZyccVDUD6470YEkY0bdi11pRZHvEzQhsWMv1OfvdbMVuObR0GHnmSK7rCckIasW9UFb7+OJWWPv9BoyYnzw5IJqT/7sz+7mO24ajFXCuJXBJN1cvIG8FyNEjrGJSQHY/x81zUxoEyQPINMRuDYAi8We1oIgVKEwdKFMPGj0pjl6DrpE4wlDW8QWGnFNaZx/+U4hsZMTaNzWfo7qv6kp8laHq4SaGTKfTaf4Ab62xk52UGXnA2nQWXnyXd0ASYzXhrcaiUkpKbmFYfOelRd42O+dbWFJQX9PXlOjZewfMbL05KK5zBay7JxVR/ZvgG08hBSIoJg4ELibLwWZ2Nj9hqvWqEmMqT1jL3hGmSbabPV1mPuW0jiS2htLkB9KFqERFsOeDWwTHyU+APVYIKGu9UkMQVoaUGtCp6b3sOB2V2wCggGkvIHVdCUQNWwFHFTX1fd8frFgtXehiqXsbKRRhzbxrn9PZeFjAIuu4ntsWPH+J3f+R2+//3vc/bsWQYHB/noRz/Kb/7mb5LJLJ4J7McRV6MsmikGgTEWKKQJ3ZUWREz30WApq/3lZMwEpl4GiLpjwfnxMg1N00bWBC6BDRYxKXsmS8JrR9wwdmH8itmMYHpep24a4q4c9Xjwziz//RtJt8eBFZKt6wyBcXbCS52SRiZUSEjtP1bjG0+UKJUVe7ZlePCuPJYUvOvOHD98rhLdhoZSWTE66fGuu/K87aYsxbImlxWhO6NtCd7/5jzvf3O+oa2jkx7KS3/g774rR3vBzIObBuzwmokYJOepRW2mLkjTdyy+SWh8Hs1IzLRsfWmkVdK6O/rdsq1EwPgAP3N/4bKQUXD55UQLy8fVKCfKNYjexAXIgGDK1RCa0eCf22TNHrzwsuHtjBNQ9bNGI9mVnJ3rrh1rXyNhplE0xs0VGIumekihyTmaSk3ESjZcKhXbB+HVmMWVENDXDp3+ND1Taly6ag1zZcj6+oQzk5rDwwpPwZpewZZVZk27ey2ciJFnYKy4PA3XrBPsXqupusYNMZjDbEs0zfg2Nd9UK8ye9ZGsWdGpwyV6fbmaC1ZsuZjQFYV7xsYrpMsIM4CUNkxWWkjGprKlyW/1BKiAhAdOvSyK70Gj35INmaYHS9RQOGG9jg1vvebykFHQkhPni5bL3nliaFQTTcqLCBDdGCAVGicK4/FkLKA8jzD2km0FmwFTzhBU0XfHWXixppRAS4iTZ9GLn8zeEbQrdTIShonWQlHIuFRdU2VnzpAhUrtAQNgY2qU9L5pm3QBY0Wmh1qxjbGQSS1XI5zOsXdMXLVIz6ZHprIxhzWdLiqcOuWFfzJQ0xYrmxk0OWgsqXpxAMnVWairqB2tpr4JbmmPm8Mu4mW5K2W7ylSn/HjXlldvI+WQUgCx0YHX04s2Mo5wsMm65ZDloW0K1ZDRa4UkScBBBPKn4YHGygEaLIDOefzeBeiTm6pe6pdNmORCWqLmEsaVCUnQZC36tTbyoWjXZTj+gekhYxSBsOxxr4bHcwhZuFxOX28R2//79KKX4/Oc/z9atW3n11Vf5xCc+wfz8PJ/97GcvzkVbuOQ4cspbluVTU4i6z/6LnrC+jRFV8XOaxfVpuISISKfge3RKYx1CGG1wfTwlrQ0RV591L8hEVKkl+0MK2LbOprBAVpzbd2eRwNeeqFCtaXast/noO/Phwn9lT6N1LsCKbjOvHRqq8e//ciZs39EzJaZmFR99sJ1KVTe4d0sJkzORnGhbYpyRg0Mun/vbOeNaIZJ9f+1mOySjALastRlcITk9phoX53UfGrd+jcg6RkNfX14g0LEpeSmGsgth4XiWzQnPpdSTVrqwxL6/GLjccqKFHw+MzQRuAguP9XMbZ77ComnVKT+kmd2kOGeZ9gT+AtpfRTbWZ8nGtmtosBASaBzLKCyUDtal0ap2bd/Cc8r21QJbaA6eNdcb6IYbNkZK0o5cyj4Mk5kP4OyU5qlDkcvG5LyJX7VrjcD1ovsMzhTCWEeBaVc2FpliIQyNax7ZJ2KZtqM6t64WiQQd6/oEbVmTeCqI6Rgg46QZI6Tri4PfpGjM0RRgIUo0Xm8ioD3R8Xo51WBAm9Ymmuxb0irwa09z7baXFjLyoqAlJ84PLULqPDA5q/n60x4QuMbpVDeJONLeq2bFbVsaayl/0pBS+3/jG4Z4hemvc0haaah4xhoqm4liWFVdoAqOlfCwQmszQQs0syXh358fPE8q1nQWydle7Do+eSQ1BadG2bWRQtDdLti9tnn8KICZuTLVUonOTofezi4K+aR1SCbfRqGnn+LkaHis0NNPxreOOjmhGuTk8LSmUtNkbMg6IlykB32V1WW0zi+6QYujeOowKI9uxplcsZPp8hyOVybTu4oVm7fizU9TOfoyqjyHzLdDaQ6hjDudyuQQSiUeuM7kELVKeMxatRE1fhpKc0mfzY5esre/BzV8HPfMYfTEacB/2qH9bbR4aHpHWhtiSilSA53Xx4NKOx98iebP/FKC5/p8loyItFA6xTavloWuVsGyjFsfUHvkb/AGNuPc8DaEfWmtgpabpnVmZiZxPJvNks0uHp+mGR544AEeeOCB8PvmzZs5cOAAf/iHf9gipN4gGBr2+MaTlUVlQ4hgGo//xXxOtWS6QIubOKnVbCGJnychaSEFvZ2SmTlFqRppQLMZmCsm3y4pA8IrZkmjoZAV7Npk8+F3NJ+PtdY8vbfGK4ddNg/a3HtThnWrkkuYazfb3Lbb4em90WT/vjfnWNVr5qqHXygntLMAj7xY4cP3t9HdISnkBKVKpORRjWJlSfiLbxVDMiokkyTcvtvhY+8qcPiUy19+p8jEjGLtSosJfyOqiabYwCM/ofLyu+auazO8cLBKsc47e8d6i196XxsvHqzy6EsVhmKxqTR1z42o/mZotqFZDGFg/TjbldjXpltHxX9XfsKL4Lff+C8z3HZNhp95Z+GSa8Bb6bxbuNgYmdYcGw3e1YUoAQNN3IOh/iWt3xf49YpkyUUJ7oWIZP+8eivXKJCFDuf54Jf2nEm8FBiOCkx8pPm6ecyydHhpE0ZE4SpBxoY1PXD9hgX6RZtwIsMz0N8B2wdFQ8DyjSuN292ZqejYzZsh57vrHRluXAcfHtbsWgMdedMmT8VlMcsWFFprnjxozvWIlP9CwPYBuHmz4PSk5vkjUKrBinaTNU4K02fan23S8iAFfbdtNRwZpiGo+oYVcNNm4+my/7SxGIsa1txiqf4aVmyJX2+JtRRj7/g1EpScjsZ30zZo8IRFTlYoqwzB1f72Sdi2WnPTZlID319MtOTE+aFFSJ0HRqZ0w2JtoQ2HUtq4PaQw2c1OC467HmbWwmhxw0Wr1KHbnnHh04nBrlWyjSZelcDzNJad1GrPzENnG4kA64GgyGZMnKv+Ts2W1ZqhsRp5J05GgYiZDjtS4WSq7N7QRnt+4WE2OVPk9Mh0+H16tsSGwV7a6wJOda5aS66jO8yylym0N/RTPQKBuH1NgX0n5sOJuaDnKcwMURpbR6F/cMH2xRG4DgqgxxsDB2QhS/fW7ahahdK+J4zLHaDmpgmmHkMc1TfU9Jd2coj2bjK770bm29FuFffQC3hnDoNSyL5BnN13IZws2snA+CmjGQgkkfaaM51ps/hiiA/IeikjhJ8NMKYCkjaRq190XR1c3z+uai6qXMZuK+DNzGJ3dYbqFnX2GLVXHiFz4zsWb98FhNKNC6pm5QDWrVuXOP7pT3+a3/7t376gbZqenqa3t/eC1tnC5cPJ0Rjxm6ZgTkNct7DQOYv8Fo/xk5YQI7xcnZlMs+WShsbUTRrOjsVkgYCd6y1Wr7D44XPVFO1oXUwlAb/2cx30dS1snfntpyv8/SPlkPB6el+Vf/mRdjasjuSLEIKfe7DA7de4TMwo1qyw2DAQ/e6lEEyBVtOxBf/bB9v53N/OhnJRCHj8lSqbBm3u3rN04nliVoWyJ+jM9assPv7uNkanPP7j38wZK2MNh082Kgbim5OAQNPAtrUWv/DeAl1tFh+4J8dXHyvz0iEjb67d7PAT9+bJZUwGqiBQehwNz2KBe1jKWj5OPDVk2qufWP0xXU9UBcH4g3Gp/LzeQghc18PxU/8qDU+9VqUtJ3jo7ZfWxXu5cqKFFpaLqWLa4NGp33TsXyOWstkNSOk48RXS3uFVGsliHfvVQBKFfw2yv5klZONeZzoWA0kAq3uMIvzYaHK5Kkh+t6RRdD94g0zN1h3Hy8c1B85E9Rwf09y/BzpipJQUgjfv0pydMiRPTzv0tEW/p73HwVI4Ywvu2q750YHkcn7vKehp16zrWxrZoDREoW1FeM01PYaMmpzTPPxa1M9np/wnJBafmwd74I5tRhG/e63m5eOGfBMC1vXBDRtNFt2ap437YtAK0Tiugm1LQxa/2NagmRVWOM3r5uWaTZkyfj6xNmoPjSCv5qnKLGWVpceeYdLtDNt18AzkM3DNutSqLxpacuL80CKkzgNddZ5GiZdHNIoFpTVW3dFmBJaUSSFgrLB0uOcP61SGCJLSpKB2PTOdGLPFxlkrEC7VGmRTJpjpOUNKZRw//rV/DdsyqU0zTo2zU5pCxm3KnAfIZSSF3OL2kyPjsw3HxibnGggpgEyhPUFEBVjVJTkxFnWOADoLkelse95iS26YubkSEkUGE2i3OHaK/IqBJVtJ2fl2arMTiWNW3rTHmx4NySiDuhlbpVgk2Q6ZnXdg9awOLYaEncHZeTvOztsTRd3jr+G+9lisdo0IrJS0TqpKUqymEtIgrS1xeJ5pf32wEc81BFRwXwFEbFniS0yzqNBMvrQfXXOZff04ma52Bt75JrTn1klWjRo+tnCbLgaW6PMd2LkPDQ3R2dkZHj4f66g0HDp0iM997nMt66g3EOIZwQKCIi3BRQMamBP/nY9bWi1EVMWvGVQRt85cauqbhtfDrFo9VyUuLyD06Dh80mP/8TQLzGR9UsC6VRY9nQu/g1prvv542f/sV6Pgu89W+MX3JJcxQgh2bkj3mbhlZ4Zn9kb+IVLANZud0OJmxwaHDattjp6J2i6E4JtPlpdFSK3ptzhx1gsXnlIYQgrglcMurhs9unq3BwQNsnVFl+DD9xXYtdEOtb7tBcmH7yvw4fuS1/7GE2W++ljZX9D7CqmYlcJysKh1lPbHlEgSjU0Vc6njyZSfnymilKY0VyaTc+jq7UB7Gpx4OXjxYI2H3r6s2zh/LFNOtNDCclFoMA6v1zakEUNpCsd6kmmpqN9zEK7h4kRRfWlN5FAXn7cCQiFNzATEx/BUzFoqvsxUAstOnriyk0XJKNeLyKigbUrB62cbs/JJIRjsSa9nba9gbDZ5/TWxsmt6BYWMbrDs2nvSED5LgSUF7TnNfDn5xHr8fWU8cHpwLwGakTtdBWPptaorkvuFrOCO7XV1ac1zh01fybq6mhJHKfs9Hf6XXj5eZ/C3Xt41o2HTnrStymyp7iWrS6yrHOBEdgev5O8ma9WgLmTA0PilJ6RacuL80CKkzgOreyV37JI8uS/FzanhjdJYMtpILESAGK+ntKm/OaSv2LBtaRahSi9IFi200LSswLXC3IcxT4WOnIftuw16Wib5CL9sxpG4nqItZ7FpoBAung8Pa/ad0rge9HfCLZtFmM1CpTTGa+bc3AR9HZLrN1gcOO1R86C3XXDtOjvRz1J75EkGxNVKMT5TY3zWRQhY1Z2hqy35Wqi5KVRxBplvp23NVmaOvOxn5QOZydG2ZovfCekafmfdLvT8DN74ST+LXgxCYPctbqGl5qYSZBSAUArlZBFurW6o6ebqi+X4X2hN6NYXkmoa0jjGuMSJXUcIwfCjL+NkjYVGxTXB43WlGuVpDdVgS3S8v4DwtMBbgnAIynR2diYIqWb4tV/7NX7v935vwTL79u1j586d4fdTp07xwAMP8NBDD/GJT3xi0Wu0cHVg+zqLm3fYPHcgWjHF3dUSqFc/nyOayZcEObWYv1YMaW5VKXxZqAmtLcB3OxZ0dwiKZc2WtTYfuc/EgNJa8+2nK3zn6TI112S9+5l3FshljPY4LUZVqby8jrppZ5affVDzD48WqVQ1127J8LMPJjVLNa+x/ypVeOLVCq8cqpHJCN56Y5aNA0k5cfysy/i0YlWvxcceLPAf/maO6TnTvsF+yQfuMQFK6jXNAd57d5aTox57j7oN95qxBddsWnx+PHra5auPxTP2GcGsVJBU5SIthEP9x1IHVOOh8bOTZLIZYxlVNR2QtjbIXoZcD8uVEy20sFwM9gpWjmqGE1EB4gIhoi2ar+3Tt/ii6bc0QisgH4zyRPhyotk1oyVmvS1LtC+oR0BuNMn5gNLGrbuQNXuGlV2C69ZL/1zNK0Oaw2fNcnTDCrhxk4m3VO+aFrTKXUT/Wo8N/YKaB4fOajxtyKg9G5ITd71xAP51Xj+rGZ4yoUJ2DAq6CnGFEIzOmHhTPW3w5p3wvVfBn+7o74RrfRKlWX9fvwEm5uDkeGPXZm1Y3b34HHR6kgRxF10rigdWj3rXvPRSdefECgYKK6GjtUJQb+q5KcsT7Xpsff1LZNetBaDbHUWgsUXjA3YuQyyplpw4P7xhCanf/d3f5Wtf+xovvvgimUyGqampi3KdQd+zpsF1j6QZZIM5e53bgpQkyCrPt3SKx9toBkEUmyM81iw9XgyuG6/fHGvLmkwF9fyCAGxLhd+VlpRcm5zlhoYumwcL9HaY1eKpCc2B05DPaLIOvHQ8aszINDx1SHPPLlNZxrYoV+tW4D6U61IrzoCQZNo6IougFAz0WAz0NP8929FNbX46cUxnOzl0OlrAj8+47FpXoLvdvBq1E3upHX05/N1eu5Ou7TfhFo1Vl12I2mR39VPN5NDVCsEIEJkczuA2hGVTO95O7dgrietbK9Y2bW+inXOTjce0RpTmzXO3rIgQEzrKnud5jU7mC20aQvWWJEzrGHfHE5hVQDyGR5wAC74rhRYCd65Ebb6K0BZO3sFuL1A9cwa7q7vh0va2mxfviAuM+qYvVG45+NVf/VU+/vGPL1hm8+Yo7crp06e59957ueuuu/jjP/7j5V2shSsaQgjW9kueO9B4PI0UWnKsKVi+Evw8zo/LrPa8saZdLrIZ+Mfvb2PnBgetNS8crPHwCxX6OiWup/mHR6O5+IWDNbQu8kvva8OSgt5OwfhMsrFBN83MKw6fcsk6gm3r7AVjDN1zY457bkxPkgGGCDs1Gqm+hYC+LsGff7MUfn9uf41P/XQ7m3xS6ksPl/j+c5Hl1fvfnOO3f7GTY2dcLEuwacAKtfs3bHP4hx+VKVdM0F4pTKbA+2/PYVuCv/1+kYdfqCbmnBu3L42sPzW6wM5LQzIj18JY0hBsNn4WGFf1lnlaaaqVGp7romwLy7axLItyqUo2Fh042Aw9eGdjRsOLjYslJ1poIYAUgo4cPiG10Du61HdYp3xawvk6iE1lyhnXu8a6mulOIjmhyViC0vJ0y4CJkXT3Dklfh5GFQ+Pw+hlNRw5my2ZvEeDoqMnId9NmQdY2RETVTRI6wXtZrGjGZ80eZ2VX8xhDQgi2DQi2DTRv45peODScPObYmheO+nVggpbfd53x1tAaHj9oYjoFuGOb4P23aCbmjBdKX0fUpg39xuIqiGMoMITV7rWmfY/t15wYS/b/uhUL9WqEqfm0KVpjSUOqicTR6JNSC5GhzRF34AhJyiaWWPFzEmNNaHJzZymdOoPd3Y3saKckO9jWdpKjxcYHtXtpW6sLipacOD+8YQmparXKQw89xJ133smf/MmfXLTrPPKqCv16IW6YYtzoFiKSPC+K/5RWzvNjRlmWSEzy9bDt5HUWNZv34bqGw5C+va3WcPdueOlEY9msA90FQaUWeZ3XlA3C4pbNDhknWnC/dEzz2sloAZl1AqLNnKeBsVmouTrcOHhaUvIyKC2xhEJTwS0XmTq2z7h3YayRejbuQjrnpiLN9a5CuTWK42dAa5z2Lo5UVjeUOzVeobvdRs1NJcgoAPfkfqy+QZzulQ3nCdshv/tuKsf3okqziHw7dqGL2tB+ZKETa91OtFvDPf06aI21cgOZLTcuqe0i3+imKDwPrRU4GRKudRrzUF3Xj/dUR0gJ4ZuMLjIr1g9q5Uc0JiK6zB5HG1e+eFn/uF3IsvnD7+DE3/8AhKB7x3rsnh6k7+om+tYgMlmsgS1Ya7YtqS8uJC5Wmtb+/n76+/uXVPbUqVPce++93HzzzfzZn/0ZMi1KZQtXNX7wQrXpb0I2ji0hU2LwxBQbiTk+5VWOz/0LWUstN/Of1hpLwFtuyPK/Hqs0LKx6OgSFnODseJRdLyB0PvG+dlZ0S3IZc92//E6Jx16uIqWZWtpy9deClw7VUFr7FlSmLsexzGJWac6Oexw55fK5v5uj7Hfx2pWST324g/wCWV0XwoN35pgvaX70siGFbtxu88qhSGES3PP3n63wi++1OTjkJsgogK88WubazXaq62BXu+Rf/kw7X/phibEpxdqVknUrbb7+RJn1Ky3e/+YcNdfESxIC7t6T4cG7mhNoccTdQwOEof1I1XunHl0qmlr6BdU2IasS41eDk7FZuaafydEpLCCbz5DNOeFcuGujTT4ruOPaDHu2XnoTqVY67xYuBY6OLlZiKeNrMTPbRdZ+dbrsBLGzwDmCSH8ZkBvrVsDrZxrPa8+ac4oVwv2TALrb4OZNJvh5kFX8yUOaM5PBfkJjpyyPhiZMkG4hBJ7SSKGNhYyvS52ahzOTmkf3R0mi+jvh3mt0IpPdcnDDRmNNe2LMfN/Yb2JhxZfhgbvgzZsFJ8aSZBTAU68b97+Bnsb6O/OC+/ZoXjpmLKr62qGzAK+cgBWdmtu2mWucHDcE4s41Jhj6UlDINj6TOGGUMJjAWKpqRGrW9TQ0WDfpZI6mOJKjMTCbCgLj+3LCFyjF3s0cuObnuLH0CLqzh8nuzRwvDuBqQ2UM9BhCcttqWLUES7ELjZacOD+8YQmpf/2v/zUAX/jCFy7qdSpVEmu6GC20pPPTLKfi8DwTWDBwxYu/0FKaQKyybpZo2GSkNSVWJFiwZmyTfWL/aaNhiLPTGRt62x3G5yqJlNK71mYScaLmy4aMMu0wfyu1KINfHGFMbiTzbjacgFwtmHPzTJ88GpJRAKpaZm74BJ1rt6bc0OIQQtC2ah2FlWsx1mcS98BMQznPtyNWpcbfAHRpFlIIKQCZLZDffgtaayqvPoo7fCxk5qyJ9WR23Iaz+fqwPUtue74T/Kx9YTt8CzosOznTBw76QoDtxFcJsYZKQ1bVx5qKj52g3tDSKp6CUYGnohgDYaM08cElhKR9/SryA71k23O079gSCbqufjJ3vGdBq7eLjcsdhPDUqVO89a1vZcOGDXz2s59ldDRaka5e3UiWtnB1olpbvEw9hIyCP6eRVmG5gBSAZVlLLYmMErFy/p/uTsltuzN866kKNdePcY6ZUgpZuPPaDN98ssJ8OcrK+tF3trF2ZfSenxzxeOxlQ+IE8me+TANsGYkvyxZk/MCHQgi0gLIn+JOvFhMZVE+PKr72eJmfvPfcLGksKfipdxR46G35ULT/09+fTpTRGspV0yHDE+lWSSMTioG+9Lltda/F//Ghdmqu5t//1RzP7iuHRqlvuznDR+4v8NP35cN7XSoGVkjacqYv09wsGxcDYsHtaXoddTUEu0misRKeE4wfvyPriah4HW2dBeam58kUMhQ6ome3Y4PNr/yj9kueMSmOyy0nWvjxwIUdP01tmJZ1VuChoYkSJAVLzPpqg3MF0JWHjf2CQ2eTiZWkLxM2rYTXTkYZ4CwJN20SdMeCi4/MwJnJqB3QmDEuODf+OZEUQhri6LEDOpEZb3TG7HWuOUdLGtsS3Lkdbt9mGlZz4fhYY7mgvdPFxiW2BmbLRm6mobddcO+1Rnn/rZfgyEhUx/Ub4E07lxYGprFeI1vdmBOEIHCsSFpBmfW9IYgCi9561G8x6m0n6nXbcQTXDl0FtY4FydfYljlJ+2VOr38L1596heO5azhc2xTWs36F6Y/LiZacOD+0VPExVCoVZmZmEv8Ww/qVouFlEwKU13whFwYaXSKUMu51YGJLSWkm3WxGhmSUqVM3bB7in4NMS83adddOmJwT9LVDzjETltJmMp8pwXNH4cRolv4Om20DNrdty9DfmVxwl1I2XlEa2Aib+gk1E04ml2DDQaC0ZLbW2E63Umo4tlyYPjBDv6e9kZPt6TBabZnrSD8/12itVA9v4gxqyleH+M/EGz2Bmp1Y8Bk0Q+2Vh6FSimIuBQv7gOWrd5lLNDg2QIN/yovc+tIIK62hWoVazXy2YmSUlOa7f+1mZJQ5Zq6Rbc9RHZukMjYZNArn5ndeVjIKkl2y2L+Lge985zscOnSI733ve6xdu5aBgYHwXwtXJs5FTqxbmRznQZy/hbBU66VEFj1BuPFvNs8k5ASG7BJS0MBVQGxXEh16z91ZhicUN2xz6Ok0iSMCbfDpcc0Xf1hGSM1bbszyE2/N85sf72DbuuQ8G8RWSkO8GW+/JRveQ5BNL24lprRg0s9oF0BpODO+zKAhKZDSxCWRUrBrg92wEL92s5ETK7rTl1HNjsfxzL4qx854aCLN/fefqzIy6Z2TnPivXynGiL2Ygiv12UYLfeo+kRgjKfN6E6S1WQiRIFQXCuhvOTa1cg3XmIdjW/AL72m7rGQUXH450cLVh3ORExEPm/buxd+B5Q20tLdHQIJAEnXlkuPZMMrm3U75l7Lf2LVWMFc2Gd8KmYg0UhqmS/DicfN+b1sNN2wQ3L9HJDLdAaHV62L3s2MgOtLXERA0hH+VbowjJYCZIucNKUxW04xt4kLVP6UB31KnI58+P7QvIVfG62dh1t/6BHW8dBwqNb1sOaG05tF9EVEWJ8nMkqS+kXEzi2jvuticF2xTltq0sKw/xoQgJKOCpY0RIxrR2cVWdy+ONq71toTbzs1O4YLiYsqJP/iDP2Djxo3kcjluv/12nn766Qt/A5cZLUIqhs985jN0dXWF/+pTvKfhPXfYdBbqyCht9NW1mgoXdXHCKIgZZdsBjRyVCaC1n/7YR2CsElgVuR5UawqlTJ2uh59GusliTzeSVrZtsuk5NuQycOis4B+egb1DcHIMhiegFNNaa20msWcO2+Qcm/Zc4/DpzKekBwWuW2cmXq3BEobwCtqRy2VIE5kyJci1lVma68JSsXkgT29HtFla1e2wdoVxCZAdPdjrdiWvP7AF2cQ6Kg5dTSfOmh1PLas1qjiLKs2hxoYIowL6pJSwHb+ciqRKaOlUr0aKSxHVKCni0iN2DZRqjN4opPmntO8WuHCQAK9SpTZlFmMqWGEIUKdfX3JfXCxoxJL/XQx8/OMfT7yXDcRyC1cczkVO/OwDhYRLWrRYbj6uREwNvdCYSHPXXhTNOIaFSCkf33+2wh98cZ5nD9SYmtXUPLNQjF96rgiPvVJl1yablSlx/Qb7rQZPYoCfeGuW/h6JY0NHQdDRFpEqGwfsVGKio5DU6EoBK5dABi0HH3t3gR3rjZywJNx/e5Z7bjByYud6m7uuTcqqB27PsqZ/cbJ9ek6napwXIuzqoZRmdMpjZNLj+FkTAERIgbQMEdR0SDQcr1dxx4+f2/wXEK/KU2i18LzmuR7KZ+W0p0CYNc2Lr5+DeeEFxuWWEy1cfTgXOXHbVhkLz1n/rtRP2jrlWHr5NIohfmaTLYNvaN+4p4jva4LNj9LROZ6CV4fg8YOaU5NGUZ2mfylV4eiIicdUSHGx7m5rPAdgzwZDckl/L+FYUeV97ekkSFoyifYLuJ0QQnD3DkGvr6+WAvasF6xf4StU+hsz8N28udFVPQ2lKqlTcHkZU6NSmpmSZnLOGBgk2x4pRALEiRMdXl4kCKw0Pfa5QSOFImsrHEv53xuJRSGg05sgI0wipxxmg+oqODt1rte+cLhYcuKv//qv+dSnPsWnP/1pnn/+ea6//nre+c53MjIycpHu5PLgqnLZO5fMVcvBr//6r/OpT30q/D4zM7OoEGnLCf7pBx1eP6WpuZoNqwT/+Ss1ylXzEldr5q2W/h7etozrnR1zhA4CmEN8bx8x0ZmMJJORhuiK+eG6bmQ5BZDLCmxL4HraN8RPhxR+W2wRxn3SGibnCcmtAMWyEST5OIsvjGnqyq7GujO24E07NT+K+WrvXmusoaaKpq2egleGzB3vXgs97VZoPhog6whWDqxm7sQU2u8UaTu0r1rf9L7OBZYU7FhbQGnt8z3Jfstsvh6rbxBdnEHk2pHdK5e06bPae2mUFQLZ1r2kdulykepz30TPTviniohsCr5bFmgbtEK7buj7ba7UeG2jYrAw7KSf4S6wkkpDcE2lkv6WQabAuKokLXi6j6mX9qP9SImZ3iBDnUBXU3x0LjEUSzSxvegtaeFqwbnIid5OyW//Yif7jtXwFGxdY/HpP5lbdOzVu+rFXajSXLNDEmuxMZ0yhS019uDQiE8axIqlxbxSGvYedVnd20jM9HZKPvZggf/+jWIoJz5wT45SRTMyaQ7UXM3ffK+MlII3X59lzxabbz1T9RUvPvHUI3nPnRn+6MvFUG6t6Ja8e4kxl5aK9rzklx8yLnZWXRZcIQQ/fV+em3dmGJ9WrO6TbB5c2tJqw2qrYQw4Ngz0LY1QG5vy+IMvzod9lvZcpSVQnm6UIUtYFCeyMgayZTmu5oE7aYxYbbY2mZ2eDz/bGRv8Z1wsX/7ZtyUnWlguzkVOdOYF77xBMjJj1qN9HfCNFwM6YDH6aCkWVAIpDAmudfMsd1FpU1W8dvP6x+aF8K9IyISJuVgdsXPr3yNXmURHG1JCbnYVBDdsgBePR+vaGzYKJuY0837eiVIVnj5srGnW9gnW9EqODKuEXVlvu4ln9fjBSG51t5m4SxcShazg7dcFcaySc6UU8JbdJsNdsWLa1JfuhNGAvvbGZbpjmSRUS8HkvOYHr5pYVBDpthsgQPsZDoMyaeRT/bnxbUkzsqoeye2MT3cJjW0Zow7VJM7tDdXHEUANh6KIvFWa5MW6pFiunKi3msxms2SzjQ/13//7f88nPvEJfv7nfx6AP/qjP+JrX/saf/qnf8qv/dqvnWerrxxcVYTUcjNXLRfNBsNiyNiCazZEb9+NWyRP7PNJlLhLnQIXM1F5XhQXKs3AJHipLQscJ+CmDZGkdfLFN9cB0HieaLrgq9U0mQwU8maxW66CJZPCLq0t5YoJai79DAz4Vk7NsKZX8MHbNDNFyGcMafetlxorPjKs2b1WkLEl12wocPRshXJNUchKNg/kyDkSZ+v1fmY8QaajG2ldnCG7kEuA1dUPXUsLUB3W19GDs/kGakdeNAeEILP9VmRKcPI0VF95OJlZL7GRCI4BlkQLG1EpJS3swIyDOEmko1+wHPBq+Okdk/WH9ruxZxZGxq2bbQNSi2CznPzZK5ex3DLtAz2IXA67reDXo5ArLvBq4BywVPPZlsFSCwHOVU7ks4KbdkQBma/ZZPHKkYVdywICKuGW56MpMaCT59ZjIUIhQUYFxRawpGoaXN2XT/YCRkK37MqwY4PN2JSip0PS3SH59T+cbij32MtV3nx9lv5uySc/kOfLj1aYntesXyX5ybdk6ShIPv0LFgeHTJa9azY75DIXx1KlWfY+IURoQbUc7N7k8O67cnzt8bJfP/zSe9toLyyNkPqvX5lnbCopW1PjUsZ3DAnUb2TT64lOPbd+DQlLDVo0klJuzcVzFdKSOBk7JFaVhm3rlpZh8GKiJSdaWC7OVU5kHcG6vuj96GlTTM6nvafNiClSyprfAjIKGsdq/ExN5B5Vf6nIaibZpvo9CWEdyaWlTCGlFsrjsnmVYLAH5ivGmihrw3NHGssdGTGEVHeb4I7tkr0nFVXXkDnXrZc4tqC7oBmdNTFxB3s454Dmi6FZvUIYa7DlYkO/SQR18Iz57lhwz25Cg4KFoLTmB6/5VlYLwp+VRXL0SOl7/fhElfbvIyCs0pYTy/GwDscGUPUEWVuTdTSlqhlf0X5X0ycnaOvOU631c8Jbh0cUNmTFEsm9i4nlyol6gvrTn/40v/3bv504Vq1Wee655/j1X//18JiUkne84x088cQT59vkKwpXFSG1nMxVlxMbVkme3K9SJmc/gKgOgpV7WJZMnciFEORyAivFzlRKSSaj8bxo0+HY5hxPGc1KnAgTQoSBuvNZaWJvKMNEV2tgWTEVSJOXSZkY1qGxzELpUMGQdCs6Fy4Tv1RbzuLajYWGMpaTweq+8p65UorxsTHm5+cRQtDT00NnV9JkzFmzDbt/Hao8j8y3I5ylL0705NklzGzaZLezHRqjdJGU8sqYwUbqLAHSNqRUmvRw3eAKCNs2dXn1TviN5+k4uVkqM/fKXlAKO+uAjMajXL0Za+DcyeMLBU+JRKDLhcq10MKFxI4N9qKEVH1WvTgSmXDSMvUtkXiKJ9MILFpCommJ0TfriSlLmmx7N25fmEzoKEg6lki+gLEo+ucPNcqJFd0WK7ovbzy6NJQqmr/8TpF9x1zyWXjvm/LcuiuZJe49d+d4054MU3OK/h5JW4orfBpqrubkaJpNTrRRXNz1N8kiNg1inqYQoXEcpV4hGBtNFheu6zE7NR8SrkpFcuqeGzJsXXv5l6ktOdHC5cKqLuO9kMRCZFTwOalRkCQDUkczR3LhrxPHk0dCV73E7+ZI4LatCbwjAtkVlWpQpAujtF7dnXI7MeQyglwm2YaF0N8peMvuRnnQWRB0NoqPy45yTfPMYc3YjFH+37BRMNiTVCzcsgV2rdGUayY0SjPlSEPdVWORtVTEx0hIsGiRIBHNHjMqEztj0XVH4K5W7+YfyJ9A1EhhxlHQnm4xzU3OK0ZGZAt0qgrCv69r1pEIhn+5sFw5MTQ0RGdntFFOI7DHxsbwPI9Vq1Yljq9atYr9+/efZ4uvLFx+SX+RcOLECSYmJjhx4gSe5/Hiiy8CsHXrVtrbl2alcq7YtV6SyxiyJ3IFazRP1Nq43GUyJn50HFIG8aRVwr0vgBAC24ZAmASbCq3NSyyUxrF98ssnnwq5wP9Xh55aQkQWWs0sq6SEnnZAC9pyxu+5Y5kJjDatFLx4LClINq+6/BPIuWJsdJS5uSjj3djYGFJK2juSNL3I5M4t7lUmB+VoFRL66tdbSQDUAjtcYUzo6l0zPN+sLQ6toyx79bR+OCAEIiF1UhjL+IZESpRSlE6NUDo7hjs2Rq4jdu+eR/nwYbLr1mFfYNfLc0VL893C5cId12T54g8qxsMuZgkFjZv7ZkRBeJ7SDYGjF3Stio9nkbLhWGzApyjsLQnrB2yjyeySvPfu/LLIJoC7r8vwjSeTq+e7rss0KX3l40/+YZ4DJ1yUNu7vX/hakbacYPemJFHX7VuILQe2ZWJAxjM4aj8NkhCRy39DCECSFgtKL0x81ttCJOJUxvasWkdjsH78pRGgpbkypfkSXk1hZ6L+0EozP1siX8iyc+Plt46Clpxo4fJhyyrB/tOhJpE6J7i60s1IKUNAiQZeWdT9TbOwEn4cKZ0oEb9OPBsqmMgQcaua+DUtCT0F0Ao6C3DtOoGzBEufsDVCsGml5vBw8vimlVfnfkJrzaP7NFPzpm9rHvxov+bt10JfR/Ke2nJiSTGn4sjYjSt3paMA0s3iQKXronyXzxRR1URnkTxbJHeZyXOiC5psdQLLrbBiah8rZw6wdo1EZvv8VkCnnOOatiO8XlzH6q6rU050dnYmCKkfd7xhg5r/1m/9FjfeeCOf/vSnmZub48Ybb+TGG2/k2WefvejXti3B1gFjiRRk6QnY3ySizUcmE5FWJp60eUsbjVKSizytNa4b39AEvwVXEDiOIJuVoAWuR5iqO6ivceGY1JFkbBibEazugXfs8cmpZWLbarh+g6A9Z/yer10n2H35PbbOCVrrBBkVIO3YgvUoRW38NNXh43jz04nfnB23h9cKyCj31BBqbIz6RYgxsxVmFdBMuqQ3ID2GVDyLXqK+lLrivqU+gTV/4gyTLx5g9uQ4bl3URV0uUzl2DNHe11jXZUCcj1vsXwstXEjkMoINqyMiIJmQIjngmrnehTF6zhe6yb8FEG+SiT2oOXLa5bqtDj//7rYlZZmrx7vuyvGuu3L0dUn6eyQ/+bY8b77+6iSkShXNvuNuYmEvBTx3YHlBuitVzdN7qzz8QoUzY9GCQAjBh95iNEPxoPeVskutphDEdAvEtp6JoZQeVD2JlCxO8f1rbA8bb0f9Z8APsi6QUjI3NcfM+CzzM/OouoWO5ypK8xXWr74ylqgtOdHC5ULWEbSFU2A9tdDsc/xY9PY3xoxaWl1aC/N+1xFYwXgPrF3CPYxIn2+0NoTL+CxsWiW4dYskfw7u1TdsFOwYgELWWAvduiXp5ng1Yb7ix++NHRPAyYnlTSZVV3NkWPP6Gc1sKTrXtgR7NpjPwRylNIxPwXyTHEuN81hEiNZbuQXPXIctb/ytOVGlY/OmwBIapaFaM2PWs3OsP/lD1pz4IfqZR9HVuLJK0Jed5YauI/S0XRkT78WQEytWrMCyLIaHkwzs8PAwq1evvsB3cHnxhrWQ+sIXvsAXvvCFy3b9B2+zOXK2FqYtFQI68gLHFkyGvIXwQ/j4JoxNWOfA3U5rkFL7L3iSsDKTjPktiDlljmssy7jsxYmuetRrSPs7YbockR1Kw2snTPDBHYPGZW8pfsKe0kwXTT3bBmDH4JWxwDxvpPlZLgPa8yjufwJVikis7IZryfSvBcAa2IyqVXFf/iHCMey/1bcC78wZrFUbwIvZcAsBwkqqG+Iq8GZYJDtegyTxN82Jxx5k46s/z0dlroyd89ufzyJtG+15uGeHsFYs4vd5CRAI56WUa6GFC42PvrON/+fP53A9f+4VsLJbUK7BzPzSBl2gc1yqe12oGFnCFLHARdEKutthqi4j3NcfL7P/qMs9N2a4cfvSyKSaqzk16uHYggfvzF7woOSXA82InrRsT80wX1L8u7+YY2xah3X+/LsLoSvkm2/IUiwrvvJoOZTdti3RSrFzg81rR1UiZowgsNoWiXWEUotY1MXQEPxeJNcV9Yo3rfzr1VtBxM6pVV2yeeNiY9kWQhrXvdPDLiu6Lv8ytSUnWricuGWL4JF9mvjqq7sgmK+YLKcGEVmV/JT8vT6bWj3ilFdcR2LGdkBwRWN9oVkjvhx165TrLx7TnBzXbB8QrO5e2tzjemY/4diwZ4Pg+o1XJwkVR7NpdzlxmIoVzbdeirLumQDqOuzX69YL5suaQ2d9fTNQyMPMHGxYCeN1uvT6+GAgGrYWifI6aXmb9nv6DyTWIa6WzTNDuDX05ASsGkAA89kelLApWGVwy2Bffl/MiyEnMpkMN998M9/73vf4wAc+AJiQMd/73vf45V/+5XNr6BWKyy/p36DoahP8iw85PPyKx9iUZnCF4LYdks/+rRvyBrYtUCpYDDavK7J6MtZQxuIqOaJdz48l5QQTh0BrE8eq6Ge3E8JMQnIJgfxmy8lA357SuApOjcOZSXA9we51pm2HzhqGv5A1ZJXju24XK5rvvwazPgvf2wZvvUaTda5uISKEoLOzk5nppFVTfQyphVA68DSqOJskb068htO7GuEHbteTp/H9Ms118wWsFSuQg5tRQ68k6tOkk431YiXxQxM0Oye8RpPZVCuFdj3mj50237VmbniatsEenFwWu71g/L8r1SVvfi42jEn54m1ZSpkWWlguVvdZ/OtfbOdbT1UZm1FsHbS4eafDp/8k3doyLWZPvZvfQu52IWkVLi6DoNd15y+0YIq9CjPFxoKuCweHXA4OufzCe+DmnRk8T/Ojl6sMTyhWdEvefH0mjIExMunxH/9mjokZU9f29Taf/FAbmatcTmQzglt3OTy7r5aYU++8dmkkndaa//R384xOqYg40vDn3y5y/bbOUD7vO+4m1g9SCjwtuWFbhr1Hk5lMg41GsLe8qNNwkzGktUZ5itJcpJ6vlirkCllsx0Zaxrrc89TFbd8y0JITLVxO9HVI7t+jOHAGyjXByk6jNP7eq9BgTZs4klzNabOIi32BwGW7fuQuJgYCqJjFR3x5GD83SUbp0HpzZMb8e/NOWNVlYuAeGdYUKyYsyMaVIpznpuY1j+zTVPxsamt64I5tS9vPXMkoZEycsJHpmLGpgA0rlnZfSsN3XjZBy4NHqzQ8dQjef0tUbiy53SCfNc9l/YokIdV8+aChyfwW98xpdNJougtZWAApj3xlkq6Zo+Gh6oF96DXbKDsdlOxOEIIOd7J5HZcYF0tOfOpTn+JjH/sYt9xyC7fddhv/4T/8B+bn58Ose28UtAipi4h8VvDALVEXT8/rkD3V2kzIJkmZDkmkegFiWRCYNYIf76FuA2IgYhZW5riJQRWV0BpKZU1bofmkorWJQVVzQQhNPmu+u7GUmpaEl49rdq0VPHYAjo7484o2nx+8wZR5ZB9Mz0eGNpPz8MIxI0QuBSbnNYeHNa4HA92C9SuaW4gtF319fViWxfzcHEJKuru7KRSWxtC746dQ06Ng1/k9a42uVUJCSo2fScaLEgLR1Yu961aqp17DDz4DWkUjJn5/ykO4nm/FVNcIrZqTVfF6YvalYbavlOLKU5RHJhh9/AVqc0X/XKjNVxh55SQb37YnOt+2mf77L6D/5o+xVqyi80O/hLNm40JddtGwVPPZlua7hYuFrnaLf/T2KCjf0PDCgc6bIS3+VH1sqjiaxQ0K3QDTxnydwl0jzIYmpazWmh88V+HG7Q6f/4oJ7B0k5XzpUI1/+pNtCAH/5YvzTM1GFbw+5PK1x8t88C3LDFR4jjh8yuWxlyp4Cm7c4XDDtgvnIvgz7yzQ3VFm79EahZzgXXfm2DS4tGXX469UGRr2GtbslarJfFvwjciOnPL8FNkBBCu6BXdel+Uvv2MIqWBzmRwbyQ+LxSmrP+ZfqgFBTLM0aKUpF8uMnh5HeSqsx63WKM+X6VrRFY5XKQT/6S/GqdY061c7/O8/1ctg/+WJFXKx5MRnPvMZvvSlL7F//37y+Tx33XUXv/d7v8eOHTuanvOFL3yhYSOSzWYpl8tNzmjhjYC2nOSmTdH34WmdnsxmASTe42DRTjMFZKOVTLKuYLwLXGXiSAVQOiofvMvmuHERTgRX1yYeVH8HPLpPMTkf1T0yrbl9m0QpzaP7CckogFOT8PpZowS/FDg7pTkxZvprQ79gVdeF2UsIIbh7B7x8QjM6AznHWDR1Ndmn1WPvEMyVGz1sipVo7g4sy5QmIavX9MKW1fDCMV9RoZMjIsqcLcwzC2MTNrZNENWR1Fs3v4+mmYDdKr1TB7nm4P/E8kycTeV61A4fgsHXKN38QFABVZll8tgB0Aon30bnmk1Yy0ggdSFxseTET/3UTzE6Ospv/dZvcfbsWW644Qa++c1vNgQ6v9rRIqQuIdrzhpUuV8xL73kmU96brpHsO2nIGzAvs2VFsaRMRr5oHvE8Y10VID4RGaKr+WhXygRSD329ZbRZUYrEwlZrE4i1PhuCp8xkN1U0BFRQFmBq3hw7NQEj08FJGkuado7NnkPHnQMm5zU/eC3qt5MTmlJNsDMmvKquYnLWWKz1dNhknaX7UgSZ9Xp6epbdNjUzDrrOLlVrkBaqVqFy7BV0rYLO5pC1CkJHQcaRkur3/kfSjlrFNrBBHCmtQUjIWFHw8phmfH5omLZ1q/0cvLG2SBlZQdXNrmlklAZQikP/4xvMD42S684Z1wylcatm9VAen2X25Did61YYCyml0EUz2L3h00z98e+Sv/UtFN7yXmTH0q3MLgRM8MSllWuhhUuBFd0SxzZKgTjefVeW7z9XoVg2k1oDyZSqmYyVixU/J2Je0JTcSst3IIRgtuhx6KTH3mPmZgJ3kcOnPF4+XOPhFyqMTqlEFVrD0dN1N3+RcOBEjc/97Xx47Wf31/jI/Zq790QL2okZxSuHawgB12916GpfupxwbMEH7snzgXuWT64dOe2TUXXPqpATnBpz+eZTVTMWpGgIDlOpwqf+k7HgDR5XfBMYDz6OEFgkxUAQ/6kyXyHX3ug+GbiX1iPcYNSNB41GuZqTh05RK1f965tCAXlVLVeoVWtksj4hKGDej4Vy5FSN3/hPw9x3Rzvvv7eT9mUGyz9fXCw58fDDD/PJT36SW2+9Fdd1+Y3f+A3uv/9+9u7dS1tbW9PzOjs7OXDgQPj9SrE4buHSoTOfOu1y7XoTXmMRz7wQaSOn/ljadcAorbUWKC2oejq2V0gjr3RKZjVTslzTnJkSYTbBYM46MwWjM5pXTpjYU5Yk4RY1MbegWvWC4eSE5snXI6rmxLjmzm2wpje69mxJc3YaLGGInuV4gtiW4KZN53YfIzOR3Az1yEBnzvTfvpNxt84A5olWPPjSU+Z7mkVcqLSK/R+H1grh1shPnqTcv5ys2ea5Nc5bCsutcsu3fpXM3ChOewFlW4aM8gNeFQ49S2nbzbidsezrykUjqBbnGTuyj0LvStr6ViHlpc28ezH3E7/8y7/8hnPRq0eLkLqEsKTgw2+1+Z/fc/H36uzeIHj7TRYrujXfeNYQKJYlQjIqyJwXjF8hzGfLSqZoDsqZRWXwspvySgUxp33LKZfQ39eydBQ4XTSJY0XjVFRzYTJFGAgMIXV2Klk+SN9ZuETxaQ+e0Q0T7L5Tmh0Dph9KFY9Xj83j+lL7+Ajs3lCgI39hXgm3UqY0OYJWikx7J7nOXrRbQ81PgvLQ9YQUgFaU9z9hHpjnIqtVtO1ApWRIKWmhtXESF0EQF1UnaZQHlp2U+kKCNpn2BDD2wkG6d66LD4JGU7oUmHWGaPj9xNcep3h6DI2mWqygqubepC2xMhZaQ2WmGJb3KiawmhACIQVaeZSf+SGVvc/T8398Gtl+6UiploVUC1ca8lnBz7+7wJ9+tRi6Otx1ncMDt2eRAv7XY5XmFkxxNPs9hbhKs5KKYjs0mQ/qLKzSylVrMDqVbvH1yItVDg0lfwumpJ7OS0M4fOtJox2Kz8Zff7wcElLHzrj8h7+eo+LH5vjKo2X+z4+0M9B3YRa6p0Y9nni1huvBdVtsrtlkUywrTo8pRFNXGs1//lIpUj5pkJZAxUip+Up0XrBmSNShNMISUfwxrUPrNXOOYOLMBN393csiOxYqO3x8hJrfkSYrZHASGPdBged6kA0UcdFT0dqMpa//aI5n95b43V9ZRSF36UipiyUnvvnNbya+f+ELX2DlypU899xz3HPPPU3PE0K84QLatrA85DOCmzYLnj8SpbXYPiDYtlpSqigODzemu0h1qSJljsHPeCVi58SVmiH8fYb/OVB4RtfQDXIC30U8rEEY17H5SvrLs/+UZrqUbKH025W/RPuJfSdjiln/795TOiSkhqc1P9ofecC8dhLefi0UsheGLBuf1Rz3rbPW9Qn6OwWVmrF6svx9XmLJj+nTh/f6bdbRczZ7PJNdvVT1+/Ic2yWEZNXTf8nIHT+TaED9dqJRLDTpF6XZ8+jvkitNoAG3VEE6Zk8mpER7CunY2POTuB0rQAgyXhmNQAcCRSnmx4epzM3Qt2F7lCn8EqC1nzg/tAipS4xNqyWf+gmHs5PGHW51j2GJb9xiBulTBzXjMxoLk14TfDc9CBduhj9oHNHRYjASACaoeeNCMZicEsltmrwkaVNH1YVvvwAdbTppVUUjGRXUIIXmxo2xy2nN62fNZJt1YMegoC0rEr97ymhFlqsBrHmNt+OpaHI8NlwOySgwfXzkTJnrN59DCsE6uJUyk0f3ov3VfXlqDK9jDHnsRaiZLBGW5eA5uWimFsK3ZDJklDU3FdYnbAe8mnHBk9IQTEYnkt6AwBc0rCDWp0pRWNWDlcmEz7V+QRJ+141G2/X1CaD32i1MvnIY5Sm8GS9GnnrYrkLaFtqt4lVrqFoNr2RcCwJBEVhk6flZys89SuEt70m/r4sAT7FokM+gXAstXCrs2eLwb36pgzPjis6CYGCFIUDuuy2LlIJHX6owPq2SU4D/supQYKQj1UWviel8s3OWiql5+LsflJBCNGgFD55IWkEFl8hm4D13R1Y5NVfzvWcrDA179HQI7r89R2dbNL9pranUIOssv52lSuOmrVyNjvzVd0uh8gigXNH83Q9K/MpPnr+cOH7W4z/+bTFcnD7xWo233eTwyAvlRDIUrXVo0QT+JkJGZBSYx21ZJhB4MwO2BqRazEVWdYXOgq8wiMbTQsHL693LE/HOELT3FCjOFUEkNeNB5j0hJcrTxoJW6VS3P61heNzjiZeKvP32838GS8Vy5cTMzEzieDabJZtd3I1k2o9L2dvbu2C5ubk5NmzYgFKKm266if/7//6/ueaaaxZvYAtvKKxfIenv1MyWDDnTkTfv1bXrBbYFx0c1pVhST/PahSs0jGWMeb+brfNE7N03VvLNHAW1r1BIKigapuQGhYiJM3vgdHqto7OJ5oR/MxbsHIwqcz3NgTOmL9qyZj+RsZPzlavAqU+usAQ0Whgl42I9e0Qn5FulBq8OaW7bev6EVEB2BTgyotm+GvadiuabgC+M93Xw3JVOWr8GxgFSXph17dSut6P9tbz2GcmkHI7vIhaxaBOSsYGb6Rw/hLAtpG2HN2blM9jZLMKy6LAqVLRLwZ0joyt+6IBkvW6lRGV+hlxH9/nf5BLR2k+cH1qE1GVAISfYPNC4Kbh5m+DmbZJvPOvx7OsaLcxkkjS1h/gLHbllpLHQy1+gx32GzfmGAItPaEL4L5Q27odteU3NW+w6mnfsgZ72qNyzRzTHRv06gaFxzf17jOZnet5j/6kKNdf4pm9fk6W3Y+nDdXWX4OxUfEEMKzqjAIjlWpo2//xpa60U82ePh2RUiCPPgxfb2Xg1RLWEzsXM8n16XVZKYZtDSBtUNQgi1jyFE9RpKpJudkJKEk78adYRQVuECOOVLYRMbycAqposqzW4FY+eNd3kOvOURydCbUezdutysfnvFwEtjUYLVyo622SCeAGTaOK+W7O845YMf/a1Is8fdLGkccMGor3GMsfrcsiocMOBvzlZ4OUQmMV5R0FTdUXohijAxEetO9WS8Jsf66CvyxBwWmv+6z/Ms/eI618bXny9xm98rINCTvLqkRpf+FqR+bKms03wS+9tY9u6pcuJazfbDA1HJLoUsHtTFKdofFol3n2lYWzq/FeTNVfz5UfKqBinqLXmO0+XE33iGyU0bPLSAs8Hsjve3gXFf6z/08glGbhvQ+o+Ik46pRJVSY4LJ+s0lA1+12gyuQyWbVGrusgFtNpSmOyDlxLLlRPr1q1LHP/0pz/Nb//2by94rlKKf/7P/zl333031157bdNyO3bs4E//9E/Zs2cP09PTfPazn+Wuu+7itddeY+3atYs3soU3FPIZ0WApJIVg91rBrjWaHx0wsYkCchtoeJ/DuD9E5EYjsRC8841t0CSTIMXLJssnSSrtX0sBlZqgLWuClgfneMoUrp/GLAn37YFcxvyilLnPCT84t8DEfLr3GuMOd3xU8/RhQyK1ZTVv2gm97QtNjkms7oYjI43HApQqyd80xkr1fOF6mhePJZUmWhuyK43YiRuhBYi2ItGErLSxrDof66gAXrYNEXONUzr5vOpjHS+GYuea8DwdY/20UniWhb19D3Y+x4ryaZRlA+ljEkB55xaP81zR2k+cH1qE1BWIB26WDPZqjo9oXj3WhGnykTSNbFwcLoZ6IksrEP7cYluQ8bXOgeY1EFpBloByTbN9EK7fBN96MUo7Wo8bNwmGxjSvDWl62mGgOyKjwNRZc+GFo6C1QqsoQKerYN9QhZu2SPLZpZlfblkFxSq8fsbU3dcBt8e0Fe05SbmaXNSerwuAdmuU9j2BqwTYMesnpZBesmOE1givFlu8C0SlCJkcDfGlkleB0F0n/TlrYgIhaINlg+eZTWSdX7V2PZB1/tzCaMbnjp+lff2qBceUOzePbBJ/y4wZCyEldk8Pmf4+hGVRnZpGT08nmU7l4WzaucC9X3iYLJdLK9dCC1cKhBB8/F0Ftq2rcvS0x9N7q+mLnHrSJ7C4OUeLpwAhMRIyGs3aaf7OFeF9b85ww/YMn/lvcwnr1ABSwAffmuPxV6qMTikG+y3W9lu8diQi8rWGqVnNF39gLJeeO1AL73u2qPnPX5zj3/xS55LjPD1wR47pec3jL1fRwK5NNh+5P0pOsXalxcETbqj9lgLWrTw/d73ZouI//s08I1NpwcLTz4kTRsbdLrCSjZAW36uZogpAe0nLq7QYUomwAEpDE2vl0lyJXFuu0T0HQvdSz1VYtoVKUw/r6BwnY+NkbNNu5VIuN5KCuzZf2qC1y5UTQ0NDdHZ2hseXYh31yU9+kldffZUf/ehHC5a78847ufPOO8Pvd911F7t27eLzn/88v/M7v7N4I1v4sYEQgru3GzJlYk5zciL8ISwTqCw9P8ZTYHhZTzDBwhvp2FLW/x4k1AiuE+wbdOj1IQjC3xmrq9my4OZNmhWdgm+/7JMudXOYFHDtOjh4FooVRV+7sQ6biGeKw2QKf2VIU6pojo9BsF4uVuAHr8H7btZhptfFcP0GQdWN+m9dH+xZH53bWYCZYtL2rLt5CLglYa6s+d6rxhslsUcLr9CI5q5y9aRQo/JiITRdLmiFVZnDK3SBtBACpPaAdBnZM/U6k11bF9zTdlvzOF0duDN1mYaVRldreO09SA1D5ZXM0IGHxdr8OJ00KrMz+fN8CMtEaz9xfmgRUlcghBBcv1kwPusF5irEJ5QGE1oRMbPL2WekmvYLE+sKDCEFwn95RCr7DoKXj2uu3whSBqRVIIRMu3etMVn5QrPXESNALJlcUmvg6IjGsRSD3XVtBaaL3pIJKSEEe9YLrl1rhJ9dZ6a7cVWO+XKRkk9KZR3BloFk4FmtNUNjLqcnjAZ9oMdiQ7/ddDNXPXkANT+NdPJ4Tl1dQpLIhgfIWgWKvurKdbHcKrT3oJQHMZe9BO0urcjqSQgTxDx0swAcoyrTbi3qOOmbWFsWwnPJD/Ybay2/ztpcibmTo/Ts3pDw8xdoqsOjiA0Lx6qYOTREJu/glT1qpbpgxEozd2qGno29ZFavJNPXC4VOnEEXb3aG8uuH0aV5kJK2+36SzPY9C17rQqOl0WjhaoWUgjdfn+Xo6fnmZFTwNyZClqewiJQcCYXHObwP//BohTdfnyWbAbfs1+mTFULCfbdm+YdHK8bdWmueO1BLXXZr4PFXaw0Laq1NnKGjZ9wlZ8qzLMFH7i/w0NvyaA2ZukC0H31nnt//q3nGZ4ycWNkjExkRATyl+eZTVZ7ZV8OS8ObrM7zlBqdpP//dD8uMTKqYa3PS+intho37WpB9Dnaskxw761GOaeEbyCgaty2Bm0ZY1Ku/pjlLCEG2kE0851qlhud55NvzCeJJK02pWCVXyIXuPw2kp4DiTBHLtow7Xsq9VspVnGyGXD6DnbFZ1QPFSpZy2WN2ukSlqrFt+IX397Bt/aUlpJYrJzo7OxOE1GL45V/+Zb761a/yyCOPLNvKyXEcbrzxRg4dOrSs81r48YCUgq2ridy+0o1rCCxNgkAN9d4ZARZ6DaI5OR47yvwWj08X2erohgqfPyr44G34bt5RW9AaSwq2rTbZuoM5ZGicWIa/ZIOPjtSFJfHbX3VNUqb+Jb6ilhTcsU3g+ZoJq65jbt8qeHifDmMNdrfBtWuTZTylefm4IbVsCTvXCDatbC6Lnz5kLK+ENPG86ryqU1E/Rw32wOlJY2kVt5AKrOCaVRWXrQuuFoSk0rsOYkrwzOgxkDbVvvV1G1LFgHuMSbFAmnUBA9OvUFjVx1ylivLjzYY1eAr38EGcm+5gqDbAvC7Qmde8Ot9Htz3DzrbjSDyEkHQNbsDONibkuJho7SfODy1C6gpFtaZ55qD5nNAy1C304lnyzO+mjGXFJ/1GCMxcYdtGUARkVmApr7XvLtjk3DrdLHuHNCOT0JZvXBjvPVnP6mtKVUFHvjHeheuJVM0MNAqBpUBKkXoPji3Zs6mNubKH1tCetxrqPznucmQ4IliOjZjPG1emp5725qcAjV0roqWNm2kznSqglu/EKU4ZUR/aI7tIz9cCOFno7ie7561gWdT2PYk66WfRkRa0dWENbEGNn0S4NURHL3r8NLpSNL/XKuA45sHV/KDh+P2utB97yr8/N7LWOvxXP2L4yb3IrOSa/+1dtG8cCJ/S5Cuv487PL9rHma4OlNJIWzaMT6+ikN0Wha0bDRkFMD8NgJWxKezegVi5gewt70Q4lz6ld0uAtHA1Y3Ze8fTeJmapJN3r4t9hcUupuFtYQDQAqbF9loofPl9lZl4nk2cYdp1vPxMtPsOEHqntSv6tR+DGsRw005T3dVn81i90cPSMixCCTQNWQ9mvP1Hlu89Gbf/yIxVsC960J50UGxr2EvFG4lpspVRCpkfWSRA8xR0bbP7J+43m98+/XeK5/eb5ZxzBupWS67bYvHrYxfWMNdfeozVmS4bIKi7qRmKuZ2JUCd8tE06+fpLZyTksx2L9zg1kAx8hDdPjM+g6q6f6eFIATs6hNF82i4oGTwqTGr6tM4+dMcvSs+MahEYISa69wP03ZHjobYVEhuFLhYslJ7TW/Mqv/Apf/vKX+eEPf8imTZuW3TbP83jllVd417vetexzW/jxwHxZMxKENUtzr22woDFQAbm0BFcr7ddn9hb1lp+REjXYewQn1ccX1MCBM4HNVHDEwFOw91RwLKrEVYbkWc7rZ5+DoWuzPUhXQfDg9TAxbxTtvW1ReJAAzx/VYVZygGcOa2zLBClPw+S836fKkFLJLm3KKobYsALu3AGeJ3h0v8l8DuBYsLIbVnYYsgqgqw1OjRPGS3RVTJ+VcpnQKMK3tFL+8+3/r79K18nn0d29DP3iH1DuGDDltMc1o9/Gk/YillmC+ewKekqnsLKZRkLK9RBWhhcqu5nXxpJ5xg94P+x2Mly+lhvXuexY11whdDHR2k+cH1qE1BWK4Sk/XFBMy7DYILatmNVUzKI/YMPjkNKQUSDCJGv1769SoBcwSMo4URrWQ2dNe+eKQb3GBa+7Q1FzBWkmo8E1grBGxYrAU4JSVVKqSnKOCu89nxH0dlzYFJ5SCjoLzV+BM5ON/sdnJr2mhJTMtaFmJxFoMpUZ7MosSItKoQedyVO1MrgaCjNnEX48KQHoICueVgjbQZXncZWL6uwDz0OWZpEzYyghyNz2boQVtVlNjVB98h/MFyFCdVDcOCKB+DgQgtyKTrxiDaeQ4fTXHkY4Dk5HAastx5r778K6ztdm1NtjB9VpTW1mDjR4NRXKSa01qqrRLgw+cBu5NYOpA1gIYPxkNGguMRRLTNN60VvSQgvLx+FT7iJuFIZ0SnPnarZga4hPJCJLmHNC7DKPvWxcsZWKu3b4C9s6d7C0NmccwoDfDZcRsHG1xba1F3YuyTiCHeubk+VPvtZICD61t9aUkFrRJRmbUsY1Rmtc33/R80y/e55OKIYCBFuQmmtcTU6PeYxMaWzHKAKqNc3rQx62FPzTh9qxYlbBrxyu8V++tLhyIYCUAssSeH7bsrkM00phywyjJ8cRUmDZFpZj0beqe8GYTwG8mpdqXReM0b6BHjI5J/nMg5sWghcPufz0/Zd+kwEXT0588pOf5C/+4i/4yle+QkdHB2fPngWgq6uLfN5Y4v3cz/0ca9as4TOf+QwA/+bf/BvuuOMOtm7dytTUFP/u3/07jh8/zi/90i8t8+ot/LggJKOWQCzFDWoN2RAQ076XxAKWNZBOXwnf2ilh6UMw32vQgQeGqfnYiNkXCB29dwLzfpnpoXE/IURAsAlsSegWLqV/YsyhbqAbugtcUDi2YFVX+m9aa46PNh4/NqqbElJtWbOH0gg8FVg5wVKeIRC6XU6WNKWqJmNHhgZnJwUZy8ThCmXuVjg8rHkiNIRYoG4NQpg+F8LEowJQPStRh2usXJlh1/HPUbYKVOwOpnIDvLruQyjhZ8wTOuU5GmRrc/7m04u5ffpMj5A8s/KDzHsrmrRMcGTcYef6N5ac+HHBpcuH2MKyYKVyL8Hmwv8Wi/EQsP2Jl1xE/wKGPZxArFi5+BViDG/NNWam5jrxxbEmmwmy35l/VS8QXsZtoloz5W0ZmP3G31IdmgKXq8YX+0O3CdqzgSATnJzMMTHvkHEs1vQ5XL8pf04WUhcaC7Ugs3YnInCZw2yy3EybEaRWhmquk2L3OibWXI9yssb9znZMfCcwMZ6UorT/SdT8TPigVHs32nLQ02N4x19LXNMbG4q+aD/SfBq0Nln86n4ffPse1t5/E3bWNs+5VqM6OcPg2+9IBCDX8XrCj5raXJHJVw9H7akq3KKHN6/QNc2qO3fSuXVwgV5jYcl3kRGPlbLYvxZauNKwlBgYaeN3obFtMp75M3E8tty5vKbBqX4dUzFOZDFtYqJdAn7pfQX+31/upKdDNEwZG1ZbvPP2LP/sHyWJmEuBVA3yAuU/9JZcaMUV3KMh6IRP/gX1xiwZYn8rNZMJ8A+/UmZ4MiIcnYxECNh33OWJ15Ks3cuHmlvR1UNKwoDmQRtWrltJ78puLMu4jGul8Woefau6G4lNnXx2WmuqlSrF2VJwY4niQgi6VnSSyWUSdaS163LhYsmJP/zDP2R6epq3vvWtDAwMhP/++q//Oixz4sQJzpw5E36fnJzkE5/4BLt27eJd73oXMzMzPP744+zevfuC3W8LbyxYTd4dHW4S4sciUipwvwv+N/GldOLsJIJ5jfBvyCX4tarEfsJ3EPT3CMH+plSLlOSWjPYayVYm7yK45pt2wIM3GEsg/Loztqmjv1Nw3Xp4867mCplLiYVacOuW6LlF+7q4wmbhpbPrQamqeXivZr4S2/tJAM2JMaKYYj6GxqLPzeVzYL3rk4axNkx94J8xu/ut5Ff2oLUm5xXJekVeWfshVCKulEjUFXzumTvKilnjeqyVxsrY+AIFpMXQnp9kvmMNqQLCx+XcJrb2E+eHloXUFYrV3bCmz5hRQjQxBBOAUpFYkBiXrKCMUhqtwLZjmvFFxn98UlE6EgauBxEvYTQZ6KSAC6y3bAuiOOGaXCYQBhpPiTCGlLF40lRrRij0thsh9PY98J2XYLoIWgv6uzLctu3y8RWDvTaHztTqjjW30pLZPNmtN1E7cxivUqKqBco2i2ynbxBpZSjPzaHsLOXO1eRnh5N6nhVr8aZHjBteeNB0rnIyWMpFzU3injqILs2CtHFP7I3Kuq4fU8pLLCqMrE+PtiekYONDd3FSzFI8YwabXchhFxp9r8PNk+tSGp6gdHqMsWf3ov3UWdIymxgtNUhwZzxOfvs1xl44wQ2//kGyTaI8Wpuuu2yLg5aJbQtXM7avt1ndKzk7UfduN3md6mWBaLJ6S4sFFI/5lIrAkip2jTSLpzRrXyEg7xjNYTUehi5Wz9qVNo4l+eRPtPMHX5xjctb8+MAdWd73ptxlm0PuutbhW08nCaC7rmsew2p1n8XPPpDj0ZeqnBlXiax9b78lw8wcPH/QyJ20rr5xu83Lh2vMlaJfg76V0nTumTGP7z1TZnJWkckIHnu5iVlZHSxLhK4mSUJQMLhlkFNHR/B8QW471oKWUZ7nUS3XqBQrzEzOJtpKzC1Re4qpkSmKM/MMbh7EauJLc+9NlzZuVBwXS04sZWPywx/+MPH993//9/n93//95V2ohR9rDHRDzoknHTLjTsa+6TonuWA2jaiD0G4qdMsLLJLqEZBZ8TWolGZdH13dfBDhReJX9Pc3Olr/B5YnOcdXlsdenXi2uK6CwLEFd23XPPG6puqa3/dsFGwbuDwyQgjBppWaw8PJ4wvFkOrrENy6xbj5TRWhFJvC96yH0VkYng72g43nr+2FE2M6kUAkUnaY5zM5B3MlbcaFiNz6IFKqJ5+v6WVL6sS+LNgvKifH6M/9W7Kv/x6ibMzyZrMr0bKeatDYUgEC6ZbonBti5ezrbBr5kbmmlAjbRnoeQhrr5Mp0kTVP/086jj3Pvnf8X7hWenyo7QPNevTio7WfOD+0CKkrFFIKPnyP5NHXFCd8U8+R6cAPzywaPU/jKY0HSGFebs+LJuZqVeM4ddOJJrEhSJrP+mlWY8fthDuf8AVXI4yVliGZALIOdPr8Q7lmXPEcS4WajqpnhJNjR4EFO/PwodtNulTHMnVcTqzxyafTE2aHNNBjsbav+SvjTp6lsu8JwPR5VkrEhuuw23tx2rtQnsdc6QjK85jvHASlyBfHEUIgV21Ca4/yvsfBarxxQypp1JkjeMPHUJkc+CbQWDa4Nd+txgsCgESiRC2S+lRI8n3tFM9OgNa4pQraU34mJx8aKqMTzB07zezhE3jFCtX5SELmewtU52bMAkWBW1Ro/7LlsVkO/H/fYev7r8Mq5MkMrEYUOhC5NqzBLVhbb1y4fRcRymsMetmsXAstXGlwbMGnfrqdrz5W5ugZ4753aszM0mbejlnZpCgmlpuZNc2NzvyQLLMca6rAgLbiGmVKoj7/b0ce+rvNfLSm3+Lf/uNOJmc1hZwgn728mu4H7sjg2PD0vhqWFNxzg8Md1zQXXs/sq/Lfv1Ei8F5rywvefnOWLWsstq93GJ9WvHasRs23EgjmcceBe27IcPikx1cfq+Bk02WRp+AHz1eNzBZA4B65EJcoDBlV796p/J1OsMF0Mk5ISLlu5FIRQGtNpVSlUqowP1NEeSoxXqRt4cWOxWNPVcs1Rk+N0bWiG8uSOFmbvm6LzoLkjmszvOXGpQWqvxhoyYkWrmY4tuDea2DvSc100ZA7syV8pUNA6PgUhCaVbEgoMuLzfcxmKrKQMnX53HNYT2RrFRBTzedupY0rmNZR5j8wSnKNQIp4g8x/bVmToAgMofOuG4y1VdZuTGx0qXHjRkHG1mEQ9p1rBGt6m7fp4GnNs0ei/VrWgV1rYGUnrOgUTM1rvv1yENol2tPZFuwchKOjMDbbxDrOL/vqEAi/H6PnXE9MJp+ujHnGhJZw/n9Kg9CK6upN2MdeAiBbC/1FYxCsnn+d/tJRBov7kTMTUPEDHAqB7F8JkzPoUhmtFLViJbxYx8h+rjvw36ncdh9TtXZOV/poy0pyDmwbWJjku9hoyYnzQ4uQuoKRcQRvv8GQIn/5cLBwi162IGMO+KlB687PZkXDCjSI0xFlrYg2I/UsuxCNG5VooZp0HwQT8C9j4/s7C2quwrHNZ3OuCNO9mu/x7BjRNdsvbWKEphBCsLbPXpCEiqN65CUSHa4UcmqYzMBmACzbZvW6jUyOjeDWarDhWjJ9KxHKxRs5Flk7aUMuhjO+1ohKyTdtNr0nq2WUnTHHdJQ2SUjLt6W1/HowA8Wtc9kwlfkNr5Dt7mTNA3cx/syrFIcnOfvIcwzceyvaD/ZSm5nj5Nd/hPLTiDhtGTo6sihXIx2JdhW5zizF4SK1OS857jTMn5zAnZzEnZzEq7r0/NP/xwRav8xQeok+3y2NRgtXKNrykp96hwmI8bv/bZZgGZnKMdUf8/cGiVgNQVGRYinTBAvGoyJJZNXtbYx1VBbmTXip0DUrXmdbIVm/lIK+rsu7wQggheC+W7Pcd+viFjxaa/7m+6WYO4xxb5+cVWxfbwRfX5fk//xIB//r0RKTc5rNgxbvvTuL62m++2yNfcdc4z7jRXG3gr71vKC/gwsSdri0YlvHOrIyzVLO85RZEwQWCp4m35alozvP5MgM1UqN6bEZuvu7wutXKzUmhicjhZeUYZKS0BXU0VRc455ej0qpilvzcGsevR3wu/+k54pwrWnJiRauduQzgps3m3fp689HO+KQWEgjoaj7G5g9BefGftcavJCgFolzk0g7qGO/RS9RXHGutbGOqrqRgrzxHpPfpTQk1ZUAKQXXrTcug4vBU5rnjprPcTlRdQ0ZBdDdJnj7tZpXh4zl2+pu2L3G7L9ePA7js8nzGwikkIBM9nlAPkqpQwIqqCfteXpeklh0cJlYcQ0n1Vo2jjxGYew464a+x9C6tyOUixYWPdOvc9PYF5FBNKXeXnyhBtkcMpvD7l/J3JnRxoQZaNqmjtGVmWZVdpp1XRU2b1u3eKdeArTkxPmhRUhdJVh0ANdbVkKkIW2qGTXB8uIMuhTRtRbah1RrJg619HkTK9xERA3K2YLrN8EP/bBHrmcGXDDBKQUdVwj5dL7wPA9VLTV44+tqKXHEdjL0rVxN7dTreBPDzJ96DaE1olYKPcS18gxz6KuvRLnoWx0YskloDVohK8UEaZW8dN0x24m+B7GkfJJKCEH7dbtBCtq3rOfoX3+b8RcOUhqepG3dKrxyhZmDJxIaqdp8FSlzZNoyVObKaE9jZQOnfRoGnBMLHu+OjuCeOoqzbsvyOvkioGVi28IbCV6K6X6ABCkUfK5TOqSRUA1KiYVMbeLltA4zBOnkSjiBTYMWt+1y+MvvRgHPpUy2YU3fhU1ocbkwPqMo1WW6Uxqm55MdM7jC4ufeVeCrPyoxNOLxL//LLK6rfXlrnke16mHbEiGNNZxbU6HmusFV37eASCV3wg2lTiwjLEsihMatmUElpaB7RQfSEnT1dXDktRNMjk5RLpbJ5rN4rkdpvoS0GpeVUspwrIlmAW2Ccj7OjNYYmfBYtUSF0MVES0608EZC/TANrDXTEVvQLcINx/cP4GfqDomQlE0KcQsrkVImcg0b6BKs6ITXTja//oUOVH65MDGXPpeU6jyv+zoEd2zTvHzcJMLadzIWBN4n7Wqeb3jgi4MgXmHoCqlM4Pqgr2Wsz+N7NaWTe0Udky3xwVMly8vVXdAjONR9B7cd+RSbn/vvdJ16mbmuDeRKY2zwDiF7OqKT5ucgk0P39iH9IWC1NXmYAqxCIWxjwRtDeQOpcudSoyUnzg+X30ShhSVh97pGS6W4gjFtoRlOPNK4+MUXqkqZf/GA5QEDHgQRtGKbAvPXLIiDRbHnGV/uas1shLxEmCJBd5tgQ7+gIxcIPOO6V3NNuCOlBDdsvPzazwuB0bFJqnah3jAI2dGbKKeUx9wrj1AeO0WtZLLTaSHQSLSVQVlGxSO0QijPWD9ZVtJGVnmGqNIa4XlGfDsO2rLQvqueFgIdV12BXwc0SBuMhjx4Emvf9SYyXe0UT40w+uQrTO87gkjJCyEdifI87KyNzFg4eZvODR3YueS0Im3ByhtWJo7pSpKou1zQSi/5XwstXOm4bVfSVaw+uDREsiIetLoei1mlCBnMJVHd8WCd0l+khq4ewb/6eoCNAzY37czQURChe4cKZIm/obnvtvyC7bla8LffL6ce37A6SbgVy4r/649nefgllyNnVOh+Wf9cXFdRq6qQjJIycrkLDGeDbpeGlUrOa7FnFkArjXLNNaUUyJirS9xqeu2W1diORWm+zNTYNPOzRWOhmwJpyZBssiwLJ+s0qNuFEOQ7ks+5VLky8hG15EQLbySs7Vvo17TJWoT/J/6JplN7wl0vnfDSBPn7IhIqSUbFLUlXdMK6PpPAKU062RZsXvXG2E+8cLRRaGo0fR3JcsWK5ivPwuERmJiP6R8S3WD2Xa4yf+O9FxBNQpj+sy2z3Qi2Bp4yFlDBtObFZIomON5oje3nUwQhee3Of4HK5Ok/+zybDnyZ9cXXyHa3N960baHbuqm19aCEhb1iBbmN6xs8KaxCG5kbbk5eLy2I1mVAS06cHy4/pdjCknDDZqi6gkdfUyHx4y0yqI1bHX6Q0sA8M0lkmYVupDn1VCRoZJ07gONnqqi5jZN+rUZCeADsWmtiQd20GV44amKEtGWhMy/IOrBjEFZ2nV+/XAgorRmZVpSrmo68pK9j+TxtuVKh2LWJ3smDOJ5Rgdecdto2XJMoVzl5EO15MTtozCbBidkVC4FwIzW6tmy0HxcKrZLC2HaS6YccK2Gbq90qwvOSD8ayQdeSx+L2uMojk5c4ThtogbAlAqjMRm3KdmTDzY+Vs/Fmyggp6FjdTq4jS3mqQq3oYucsCv152ld3RveWzWMPblx6515EtExsW3gj4f7bsrgefPvpSigfFnO5CxZHQgZBx6O/wflpBFW9lVV0Hb142LqwDrjjmgxtOcG77szy3WcrlCqavk5Jb6ekoyB5601Z1vRffgupmqt5/kCNmXnFpkGbrWuXv3w6dqaxYzI2De5+f/mdEuVqst+lv8aPGyvUT+FxS7TwJ3/34DVEcCGM36WFRrnJ35WnkJZACoHyz1VKI2QwRsCyHaRlmzWDlA0El5QyJKO00GG+62whh51xcGsu2lNIS2I7Dk7WKGSkgM52yWD/ZQ4k6aMlJ1p4I+G6dRJQHBmuJ4oWGMAatIjNO2kGTSTJkHhIQOnPGcEss7DllL9f8UkpW8DaPkE+AzsG4MiI8bhoy0IhA9kMbFstaM9dfkLK9UycqKpr4uP2ti+vTVqbOF+WTFo85xzYujpZ9onX/T1b7BIimNQb4MtzomeotJ9VNRZHStefIwKHPBGes9gdBY9VCMg7Lj1bB/CqNaRlITIZo9CKB1tyMqjBjX6oEV/xYVm0X38duXVrqY6No6tVrM5OsmsGme1eEZ5qZbJIuyUn3ghoEVJXCYQQbB3QvHgEposCx9FIJfzkac1Ht1JmgvMt5lNdOjwPslnMolXFiCXfOCe4fmPq1dh1dDKmlAD6OuDVE/Dk6zGzXQ337TFBaq8EKK158WiNibmgDz02rrTYujr5akzMKSbmFLY0mfYydenWbdumZGUY7duN7ZZBCGS+g566AOWqNE8SZsJPaC2kjbY00vPtc4XAK3Qii3NIL5aCSgi0ZSW+Jz5rDXYGXN+1T/hB8ZUyE389M+mfV5srIm0rsqiwBNKSFPoKaKXDVPBORw7p2OiaB0Saf6fNwWlzzIYln6Vr1yYol6BWRXZ00/XTn0QWUjQklwEtE9sW3kiQUnD9VpsnX60QS2wWQZAgneLQ8d1D/JR42fBPE/cvCEPXLYTgVNuCgT7JVx8r8/UnKr5VLsyWNL/yUIGOwpVhxF2taX7/r+Y4MeyFU+tPvDXH225J+py/eqTG4VMubTnBXddlKNRZi3a1C4plnVj0bxyQOHXyZGSyLm5GYm43f+ozFgabDClF6ppAJ09PiAvt+W0S/sYR38JK6cTcF7jvCWHiPdVbbaV9l1KCBFEX/tiyLSzbMum9LUm+I49E43qwosfiX/xsHxnn8m8woSUnWnhjQUrBml7JyXFFxSXBCYWcd6CkDFx5Y58bETFVSRun6K/WkeVscB0jjxZ6x80JJhaU4MWjHkdHo+Wtp+CWLfKyBywPUHU1339VMxszhL11C2zsj9qnteb0JEzOa3KOYGN/MuC6EIKsYzLfGRc506eDvYTx+ALMldP2ZMmZXgrfC8Z/yIGcCB0lRFQ2DZFiKq5H15F1XIqVlFLROMpVptDSDj0nhJQ+C2YlruEKG5UpYJeTGVmdvl6cvl6UhjnRydHOaxi0SoDGzuboXrN5UYvuS4WWnDg/tAipqwSep/mrRxSzJTOhOY4xXcXyg8rpJOFsvLyiiQTtv/9NNNfSt+SU0rjhQdz800wtnjJZ8er9xPEXkbYV06oDs0V4+pApEZSvevDKCbhrx3l2yAXC8JSKkVEGx0Y8BnssCn72ppPjHvtPueEEe2LM47ZtGXKxxfKKvm5OnhpGI3HtPAjBmv5Gu2hZaIe5yYbj8elUSIkWGRp0V5ksVIogpTF2zhXMg9Ya3CqicSdpzhMCUe9f7daShFQgJLQmv2YVqx+4h7PfeBjtxoNfCkRMcNrZjNms+m6hcTNUYVmsefdbsdsLkC2Que/noFZFZPNXjPAAQtfVpZRroYUrHaWK5nN/O0+x0mS8+huPpjGdggVnijtVgsDSjaRU0wx8C8D1YGTK4+tPGOvLQGEyM6d5+IUq77n7yggy+NjLVYZGzFwY3OKXHi5z2zUZ2vNmof2tp8r8w6NlLGnk3aMvVvlXP9ueIKV+8t48f/DF+VAT7djwwbc0xspY3Sc5ORrNvWnZEGVg0RY7LwxObgwgovPr6m9wsfA3G4F7nkCANESVF8uvLoQhqZTW5ApZ+gd7GD2dlGfNrOnSIIRgxWAP0pKs6pX81i90UKnRQORdbrTkRAtvJJSqmscPqKSCOlUWBGRUcKx+jZlUpgaWk/Eq0olw80uwW4iTGgHRHq+l6sJMSXHUzzgeXGOuDCfG9BXjqnfwjGauziv7uSOa9X2Bpwq8ckJzaJjwXo+Pwlt2J0mpmzcLHj9g+kFpyDhw7brGe+zIQbFS/1jqZXe8z5NkSDwDYj2i86LvgUdNoDgKqnW9aBwY2RacqDnScTPzVid3Df91UlbVrzHQCO2hnCwWMUtdBGWR57v5D+AJh74c3LgDtFJI6/JbTsfRkhPnhytL6rfQFOOzMFOMJo5azSwUA05BCEE+J2grSBxHhJNfgGSguyTiaTyD75Cc1iJ3gCCzjw7PEcIsrOPvmCVN5qT6905rKNcF5rucKNfSJ4bDZ6rsHapyeqLGwdMm+HdQsubC8ZEks5fLZhno76agS+TVHG2ijJXC/uUGtyKcbJJKr9M6aUAoF1EtIctziEoRlELZGTzLQWmNLrT77nqW+ZfJ06C70sYaKiSj6h+yZZnI9LYdT21ltBLdnbRv22iqUclFB4CwJNL2g6xLSaG/E+kY4WAVcqx82x3Y7W0gJM7t70ZaNjJXuKLIKIgew1L+tdDClY6hYZf5ctKqpanyM21MN+OxLtILUMiK1EWIEDBXujLiQgBMzCjqRCpaw998r8T/+GaRJ1+t8r8eNTuRIM7GxIzi4ReSwm77OpsP35enrc3Cdiz6um1kSgf8xFvzFHIiNcZTA0T0TymFWiSeRqTVTiIko2JWTtqvV8goFmW8TDafoRBLi9t0ftfmNyu2gZCWpLe/E8uWZGz4Pz7UhmXJK46MgpacaOGNhYm5iPwPSKPgH0LUERHBBJOGNPI5+a8ZQuupuJ4jblIVE0Zt2Shbd/3VK7WGw5cNxUrjMaXh2SOaZ48ojo4oDg2b48G9TpfgxHjynDW9gmvX+/EAEWQdkTq33LrVWBlHc08gL+qU2U3mp8jCtrHy+vJBuXhcsPo9YyNMoeG27QznTBIjpZR/X369gMq3I6REoMGycTt6QVrGsEF281j2fjzhkLHgTTt9y9srjIyClpw4X7whLaSOHTvG7/zO7/D973+fs2fPMjg4yEc/+lF+8zd/k0wms3gFVyAyKU/KrDsNMWRbRpdRqTZqUuOwpNFKBxDCsO9xBGdK31w00J56HniWOZYkvMzCOW6h9fbroJCFroJPpMVKr+pe/H4vFTpSfc41YzOG/h+eCiaPqFxBzmOXi0yP2bR19WI7GTy3xtTwyTC4nnJrjJ08xqqN27GdqIOFZdNxzV0UT75OdeIMWkikWzUTcfDMtMaen8bEixIgFFordLYNr28Qe3bMxIEKK/WlirRpCN7i1TCueiTLL0YMaY3dlkdkMmQ3bqGwdSuzD38b7SksxyLb3e5rw8z9Wo5Nu/9gO9//ETJd7SAtrA27kZ0LRtC8rPCUXjQWW1CuhRaudGTTXJwCPjn+dwGkxZEK62lS/lzxi+8rsKLborNNMFuMiDRPwZY1V87yZO1KK9Xd/YWDNYQQPLW31tg9Al54vYYC3rQnQ1ebZHRK8aVHqqGsHJ/R/OHfl/iNj7ZRiMmizjbJp3+hg7/5XpkXDtZ8sklTH9sLoFCw6e7OIATMTNeYmqoSrAsWnecJNNrNLZuEaP58tdZkcg7arbFjS4HeTosfPDkd3r9lWabeYBMjBbY0z/Uj7+ljviLJZgRvuTFLf8+Vt8EI0JITLbyRUJ/oMk5KhW53TaeOtDG+dEVjmCgJiIyC6vYTxC0/NbdvlXTkzT4nvn/RmExzVwq62wTHxxr758SYmYqPjUJ8Wg64oyPDmlIVtq4yMnxiTvPS8ej8mSL8YC+8+0aNFdt7deQE77lJ89QhGJ5Kd6cMZGrGVuQcI8QqNUnFjQ+CpfdhmkhZytmnvRW06bOUujdT6CnQMfyaScKUb0OtCIJj+bLNyVLrNomQKqvuZFW5g3U2bB8g9Fy5EtGSE+eHK2fFdwGxf/9+lFJ8/vOfZ+vWrbz66qt84hOfYH5+ns9+9rOXu3nnhK422LkW9vspT+OxIwLmulKJfjOeXIHpq4gEkBBIGb0MGSe5EA1MRKWIWG8pokRvWgs/WHpyYawNsR1pkX3O47498I0XdKg52DYAu9deORPKik6L9SsUJ8ai3YZEJ2ZYKcDTZjfXbU0x4IygPZibgPmpcfrXb6VWKTdketBaUy3NYzvdiePCssn2r6UyPYZwK0i3jNAa5WRR0sGqFhFa+QZOHtK2kdUyaI10qzQN0iIttJ+dD0ALaWJIeW5SYPiWU/WSJb7ZEVKiS0UsqXGPv87M8dfJD67C0pE6Kn/3/VQO7cM9fcK0SUqsvlXkb38HMntluNosBhMnZWnlWmjhSse6VRbb19m8ftINY3aEa58lkFEQyYPQBW+Bc8LfA8IB36qGpV4LLEvwyZ9o4z//7RyzfvLN+27NcMvOKyNQKcCtux1eH3J44lUz/wUu7ppIcy38QIk66A8pOTupGX66yo9ervGvfqaNA0NeckOlYb4MJ4Y9dm5ILsfa85I7r83w0mEPz1PJeJC+/G9vd1gzmEcI41JfKDgICdNT1QW7P7SSCrRNRBvF+HpA69jDTRYPy65Y1YW1toeygFMlzeAaj5GRyG/loXd289hLRUYmXBO+UMDmtRnec0/7FRP7ZTG05EQLbyT0dyaVxVLELJYaSi+myQjmj6h85L4twhJpug1Px49EgkMQuO8EcxI4luDObZInDipc/z3bvRZWdl05c8jWVTA6A4EXc9hrdf0btFj51jKTczA5pzk6AvfvMefHe1xjrK+mi9BbF341nxFs7NeMTBNmVgXfi8U/N2srOvIextVekLE9dAmqISmVnOcDpFnzRPVHfxuUNXWCQmvNf356A6NnewCwpOazH93D5t5iWMZZv5vq6BDarYV3bnX2sW5NB+uvMM+KZmjJifPDG5KQeuCBB3jggQfC75s3b+bAgQP84R/+4VVLSAkheN8dklUHNKfGNe05QU+75gcvm2mkfpHreTo2YRjXvjBXgoiEhIoFLg8mnyCtalDOthuz/UQufAZKgeNEgumRvbBpJbTnNCu74MyUKTdVNKlK266AbBgBtg86rOlVlGtwdrLG6HSj6HUsqHmalfZYUnQqxdzEKLn2ztS607TOqlLEmziD9DPpeZl2lJBkqrNYbhXcKmp8FD1mbHu9bA65ZiNSa6RyzWYiIJQSzKQJVq49D6EVgpQyQbkgOHqwGYl8PwEoHjnO/NGTifNKZ0bIrltP55veRm77tWQ270SVi8x958u4w6ewVqyi474PXTVkFBirwqVYeDQL5dlCC1cSpBT87x9q49tPlRka8ejtlLTnJd94ysw1y7VmCqxbUokpnfwcWOSIZVznf3yjyL/9J12s6JL091jMlowgO3DCZa6k6ShcGXJCCsHPvLPAvTcrZouK7z9XYd+xRpfsfEZQrOgwllPQbcWy5ocvVBnoS7cCqg9qDiY+ypkpTS5noZRJMlGtedSqwWpWc+e1LltWjSIETBVtXhnqplCwmZmu+ZuPRRCTT56rseLt0I0L5/pti+NYWE5kfieEoGNFN2vXVNm9XnDNlizbNuR48J4u/u47UwyPuawbcPjJ+7qvGjIKWnKihTcWLCl48y7JgVOamZL2s9NpDg/Xl1zsHY3bMQVHGo+F33W0D2ksEX2uN+J/8Zji3mss2vPQnidUXIzNwJZV+oqZS6QU3LXd7HNqLrwypJmsy2MkBdgSarHk18GdlypweNhYsKXNJPWWbVprSlXFTNH0gfblTs0jtudTrOmcod2pIASUXYfxcjuOJah5ssEDZGEIXE+b+MU+PA/i24dguxEouJXSPPPEKUbPzkTnKMGv/o8OPvL2Ht73tm66V63AauvCWbGWypnDqGoZq62L7OpNV1yYj4XQkhPnhzckIZWG6elpent7FyxTqVSoVCIn4JmZmQVKX3pYUnDXruTLuXaF5pVjihcOJ8vGmW0hQKa4cgTveeA+oCGcaALTXSlAKVHnEx4FHwyuESejwJ8QNbx8wpBRob90ER7ZDw/ecG59cLHQlpMUspqJmRrtGRP3o+pZVDyHfEZyy9YMxYpm9mQjte25Ltl8G9LJ4tZqCJTR8Fg21UoZrTX5ji4Aakdewj25HwAHgZfvRNkOtleLvGpmp0MyCoBKGXXyGGKj8cEWALUy2smikea7l/TDDLwsTFp2P8ViYB/s1hq04tr1mH72JdAKVa6gymV0vdpDa8rHj1E6+qd0P/hB+jfvROYKdL73Z8612y87TJbKpZVroQW48uVExhG8503JNKZb1to8+VqVZ/YuHsCvPgtfEC8odRGl6z5qHZZHkEh0kIaZefP73/2gxNEznn89ODmq+PNvFvnfP3RlZOME0w9r+i08T/LtpytRYFJhNhkbVtv8yk+2ceS0y3/5+1LD+bNFzTtuMZuq+VKUcru3Q3D4lIn9dd1mCxA8fgBePwvgsG2LzYmhCqWywpISZZlF7zWbFFtXR8+zM+9yzdppfjjR5reXpZFSMXiuLyNI36IIAZmcHSqsRCymVLzQVCXL4wc1XT0W2zZAZ7vFL3zwynXdXgwtOdHCcnGlywnHMnGKAmit6e+E46Oa01Nps0YzK6m4CW5gfdlYLl0UiIQlT1BL3XQSeli8dEwxF5tax+fg1SHFDRuvHHdfIQQ9bcYtq97CSApY1QW3bRWcndI8cbD+ZJPRdetqwatDkaGBENBV0JyZhFLV1KE17B2qMjZrJp2uHMxWHDwljcWbL8NXtc+HZBRA1qrRk5unWO0KDZnSOJRmx0GYOLYq2GeKyIbOP6E47/KjR06jPZdisUap5DbUorTgz7/r8effHeNTn2jn3W/vQmZy5Ddcs5zuvqLQkhPnhysveuRFwKFDh/jc5z7HP/kn/2TBcp/5zGfo6uoK/61bt+4StfDcsXaF4MFbLK7flP67bRuyqDGjgUEwYQZueg3mmQg8ZSbGgPMIGP6ugiDn161ipqJaQz5j2PzR6egaWgu0FoxOw5efhB/tu7ICEg5PlpmdryCFRgpN1nJpy7js2ZjBtiSdBQsnm284L5MvMDI8TEUJPCuDa+UQThblucyNDzN1+hhjxw/ijpwIySgDjVWaQcQsn4QQMDfd2LhqGW2cCc2GUWuoVRCe61s7hZ2MaFg0+N+lBDewjJKAoDpXpXjwMNNPPoOan8OdmkaVy36R5JiJLzKmvvFlyieOLqd7r0gEQYOX8q+FFuDqlBM7N9h87ME812xamg6qPgtfQzwpIuup6CT8aSiKa5jNwKo+2RAQPEB/t1mCHDpphItlCyxbIi3J3uMev/vfZvjb7xcpV6+c9+/vHylz8Hhsga2hq13wi+8tkM0Idmyw6eusS4OtYcMqyf/31TKzRfPdktDdDhOzmm8+XeNPvlbij75SYv8p5ZNRBpYF69ZmEULgugFpJ1i/UjVsdnoKNTzPi5GJy4kOkkS8x1f2WmSzFvmCg2WZ5xOXD/H5Mb4O+MZTNWbmr/7Vd0tOtLBcXG1yQgjBQI/g9m2CnjZB6uQelY4dDzbYzcnshd4KS4IjoSvvK89jc1Ywh3b6y+6Juca6TozBd172eOWEuqJi8zx7pNE6qj0Ht2wWOJZgoFuQrRPHWkNnQfD91wTlqsD1BEpDIaMpVTSvDWke3ad46nXFiTE3JKPA9Ft71k240Akh6MxWGgi+nFULCcJGN+yFyKjgnPAJJZ7H0LFZXn5pkkceGaZY8piYKFMuN0ntHrvn3/+vxyktUu5qQEtOnB+uKkLq137t10Lta7N/+/fvT5xz6tQpHnjgAR566CE+8YlPLFj/r//6rzM9PR3+Gxoaupi3c0Hx7tss3rpH4MQUBY4DliWT7nbCCADbTk5CthVl2wtQvwFR2hBR77kZfv5t8OCNJrN0/bslBNx/vfmcz6RPbNMleP0MfOMFsyA/OqIZmTYvqutpP43o8jBbUpyd8pguntsCeHw6ma9VCCg4HoVs9Jo43QO4xDIF5TrwpE2pVEycW/VAqBqOW8LxKjA/RenU64kONiJfm0DkOmbIbKVvGnW+DS/XHtYhlULVSw4vqYkwBm3SuORVSlCrEop7ISjcfh/VsSl0zW2IgWVlTQyX+AQaZ/ZnH/thajuvJii99H8ttABXr5wQwrjz3XdrNmFy3wBNYv8RvftJi6mFzm/Lwb/8SDv//p9289F3FlLfHwH84w8WAEPoyDq3Cw2cGdc8/EKVz395nhPDLs/sq3LsjJnjqjVN1V3+i3nsjKlnaLhRa7sUPPVaY3ymrjZJT4eRE1II3rTHSSw6d2+0mJjVHB+OJlClYWIGXFdRKrlUKx4vv17lR696iUDiQggcRzQ8s6rbKFs9BaMj5TDeFIRbRhbeFi6Mn3hrjkLeQqa5oPu3lFho62D9IDgwdPVvNFpyooXl4mqWE2/dLdjYH1+uirp/EfGkNVHcQAh/k0IkyKU0FDJw33WS991qcc06Gc5ncZc9gSFxID25k9bGhW//aXj6sGZiTnNyXDFdNJW53tICTSfr1IzPaobGjUvjcqG1Zmis8Xh7Lko8YluCTSuTv2/sh9MTgukYkaUUzJYMOVVxJTVPcmREcmI0uV4XAmzZOM97SibkhDFAEJRr8fhRpHxOvbNEPQlFBPDgbVlOn5pHKZ3I9iqEwMlm/POShEyQce/1I3Xs3VWIlpw4P1xVLnu/+qu/ysc//vEFy2zevDn8fPr0ae69917uuusu/viP/3jR+rPZLNls9nybedlw1y7JXbtMNh4EHB2Grz6TNPuUMooZVa0aTXY2m55SNE0r/qadUZa8rBO9WPWmqcFpezaYzBJJsWS0x0objcdXn48CqHfmoeh7IQz2aO7cbkyLF8OxEZdDZ6OF77o+yY41ywuKm7bHih+ruopjI2U0K7Hw0AhU2WK1nZLrVQhsL2n+5XkKO6WjtZAoaSOVcdujfzWMDydtP/tWmvhSgSma56GFoPT8ixSuuwZJVFYrFS0ZpDT/SuWko7f/11q1lpX/6v+l9NLTlA++RvG5xxLP3K24CEsgZKNTe3n/S0x95S8ATeGmu8isa2KmdwVDK72oW1FQroUW4OqWE0IIPvCWPB94Sz50OXvuQI0//2YxEYcw/eSlX+fjDxZY028ETWeTOFAacPygGO9/U47/+MWkm1vgNqg1HBxy+b0/nwvnpv5uaTKhArfutPnpd+RT4zDV44s/KPLdZyM3t/e+Kce77lxezLs0ORG3ADs74fGVRyu+PDRt3H/MpVITDRsDIBYTymB00mMwl1yaBYoaIQXaV9a8dMhm00CVYOqXEp7eZ4GQ4YbO8zRSat7d8SRfn70dFSpTNEt9oALYusbiV3/K4rWjHgdOehw4UZfAQ5mCIqXOl4+4jE6ZYOw3b7dDq7irCS050cJycbXLiZs2CW7c6NPZWnN0FF4+7q/1fbetoCxEDnup62jSqY67t+PHr4Kckz4jaQhjRO0YFDx/tLGmwD355DiMTKkwpEguI5j3l+ebV2qu37CIMsW/1+eOak7ECKXrN8CWVcu0NU256XgN47OaA2eSv5+cAEskcwwGLnKuSl5/tixoiw0v81z8M0RAFglG5ttoz1QTZN+ZmfZYP5iGSqHYkj3J6+X1sZYm5YRRRgVbiSQxKQVctz3L//MvBnhhX4lHn57g1QPR3kgDtWrNGEnIpAzQWvPNR0Z5fu88GUfyjjf1sLIvw9WGlpw4P1xVhFR/fz/9/f1LKnvq1Cnuvfdebr75Zv7sz/4MKa++RdC5Qvqr4y2rSbBEtm3iUGmtKZXN8UJOpKazbob+ruhz1oF1vXB0pLHcXNlk8uhuE3S3aabmo4mtnrwK2y1gvhIt+M9MwnNH4I5tC7dprqwSZBTA0Liiv0vR2770597fnWdoZL7uWLRZKZVdv90CL/bqKJ0iqHzXufgvbq6DjFtCVEvhNO9lCmhpIWqGvNKAyORgyy4YHwHPQ7R3QLcffyPQOElJ9cxZSvsPUDp0GGfNINK2sbu7yG/ehArKBZ0Zl0aWDVoh12xHFkww9vZ7HqD9ngc4uf8ldNH0gar52fo888CEjKWCF1A9cZjp4RMATH/jS6z8Z79Fftf1S+7vKwHNxmJauRZaeCMhkBM3bHP4b98QxouXusVSyF2LVAVFGixJSEYBrOi22DRghTGi4picVfR2Srauc+hsK4cxpSCpfU1AwOi0Ctvy7H6XzrYKH3jzwsTS6yfdBBkF8L9+VGbPFoe1K5ceg+SeG7N8/fGkNe2bb4h2BsfOeKmWS7ZVl/UQUieWs8MV1g5mUdokI5FScGa4Sq3mobxogzg2LfjSDx2u3eJhW3D8rOT1k+Y+pBRIKfA8j5tzB7i34yXubNvLa+WN1LA4WFrLS5WtNCOlBEZxpRTcf1uWQk5SyME910vuud7h1z5fDDNdRec01qW1Zt9xzf7jpvAPXqjxyx/MsW4Z/X0loCUnWvhxRDzj6kCP5qXjOlyDxt/3gIyKsvXFSYz098KW0J6PyvW0GYX0XLmxbLkGjg1regUvHdcNe5a0+r3/n737jpOrKh8//jn3Tt2eLUl2k03vjYQAIaElEOkCFlQsgCJ+LfwsWEBFQVERRUVBUbBgAxGlSe8gkhBID6mbnt1sdjfby7R7z++PO2VnZ3azm+3J8369RrN37tx7Zpa9z9znnPMcDS3BxH3HrirI8MK04q7f88F6kpJRAOv3aorzIMPbzSS+UkwamVokfuLIxOtrmmLf0du12XbamJzL0mmv0s1Bk2yfFV+pD6Al5MKyVPw+BaA55KWsNp8CfxtKaeoDPhqDiVgZqwtc6q1ivO8QJZ4aqiMjsLWmOpzP4UheUtxPfNY6PsVSa5g/wRkVN2akmzEj3Vxwejbv/cym+GsjoTBojRWxogthJD4rgOdfq8Pnb0ED/362ml9+dwpji4fPAkkgcaK3hlVCqrvKy8tZunQp48eP54477qC6ujr+3OjRowexZQMvwwuN0Y7n2BBLjfNF0xMdQNQxYOjYNVwnD5s9czbkZSYff+749Amp/Hb7nTFD8fx6CLabIeEM4tLRukmJdrS/39EkVufrSmsw/V93S0CnLJHalcJc56aiJjp1ryDHm5SQMjsZqeXLykFHgkQiiRFR2VmZ2MHa5B0NAzX1ZNxtjQT3b8E2XGC6cEUCsSwTaI1WCsPlQhVHaw5YYVTYaZOzzLgToKzmaPIsEsGubyBr2VLMjOhke9tG2xHnsKGAU3MKMCed4BwltwhzzDTnmOEwgZ3b0LaFK6+AcGz6YfsgZNvx6XpaKQy3gRUMY4ciuLwuDLeLuof/hP+7d3bjkx46LMvG6kZGtjv7CDEcxWo9BdPUO2//RbS7yairLswgOzO5I+A9p3i59/HWlH1Hjkjsd81Ffn7zaGtSXUFt67Q3NElfkIF3d0e47Iyu23bocPohYIdqrR4lpC5Y7MXjgre3hDANxdITvZwyK9Gbm9HJCrKLZ7upqg/R2BJd1tyAeZNdrNyY3K5wWDN7dARtmjz/doimpgiNjZGk5GBMdYPilTWulO3O6DfnQytyN2Bh4DfDFLobua/mQtq0E9faF66PUcCyEz1YNkwZ62LhDOeLQiii2V/lJAIz/SopeZgk3rmuk25OY4Vwn14Z4v8uSa3FOJRJnBDHO4/Z+UineL9nfEv7DujU0ZimAadOVZhGcnyZOlqxbm/yGVyGcx8T2+ekyQZvl9mJ2Rk4yScgXtEoES+Sz3uoXjOtuOs41tSW/n02BxPt6I754xUel6a81omxM0qcGl0xHlf6z3L2OHhzmzMlG5xBBGPzbQ7UJrfbsg2mFHtparPYflATDJuELCPpfipWH6o17KE1HItRHWKqdpKMGUYADXhMC58dYkPLVCzMlPpS8YkWwNRi5xMvzoOxBc6OrW0WO/YGnO8VbkUwTf1HKxxBRXvAlKFQprPwUjAYxnS5CARtHniiim/837juftxDgsSJ3jkmE1IvvPACZWVllJWVMXbs2KTnjrdiYsvmwRNvAcopSu783Sd/BoZKXNBjrIgz3/mDp2ma2hR5WYnCgu0Vj4CFk2F1dJU/BZw+E3LbJaRGZMGlp8ChemeVve0VzqoZuZlOsiwpCaWTf3Z34z4hw5M+wHS3NyNGKUVRni8pCdVeps9FTqabxpbEHVOG1yQ/2w/ZpbQ0N2PbFj5/Bl6vl1a3oqVyX3xfT1Ye/oJilCrBVgahyl0pd1rKjqDCIScgWpFEjSkSU/C06UPbFmZOdvx12WechuFrFy1VtKsqFIBIKDrB3IN79mlJ57MaG6j48TcJHdgLgOF24fI59U+UywkS7UdMqGgks0MWhttA25pwWxi3UliN9d3/sIcIbdOtFS9kVQxxrFJKcfkyP397rg3DiNYF7OZ/74ZSlI42+Ph5GTQ02xQXmORlp45KnTfFzVkLPLy21sl6xRNXGYl9J5W4+M7VWeyqsDhYbbFyU4imNk1xgcneQ1aHXtrEaC0F+LtxrW+f/GqvqJPtnTGU4j2n+HjPKenjxOwJLiaVmOyusJzP04Zp40wWTHUxY7yL9WURQhHNjHEuRucbjMiCZ1YkpjYsmu3mxGkulFJs22nxZrlTqLZ9YMzKcpOd49xgNDeFaGmJEOlQTyt241AZysfExtKKPx4+n4BOJM/i0yLbrRiYm21w+TkZSceqa9Lc+1SIuqbEXWByfZnkf8bCj6Fiy487n5utdeeJrCFM4oQ43rlMxZxS2LjfSWgonT6hkhBLdjs/jcqBOaWKYARyM8CXZuXv8UWK6iYniQNOnDh5ipGUuBqVqzh7jkFdi6a+BXZVabRW5GRAc/v7iTSNc3fjjjfLl/59ZfZw9qVhKOaUOp9ZOqUFsP2gkwAjmiAaWwBj8+G9C2H/Yafjfmw+ZPsNVpVpytotdjGjBEryDbRWVDYQ/8wS12WN26WjdaUgbCln9BQd93P+0WL5UUBEG9FkVMdpdcm3K9l+xUmTk3+H+w8G+c6d+6lrdBbWsMLOC2zbxojWitFaYxhmPIZr23a2RWvKWJEI4KK2fgiteNVNEid655hMSF199dVHrDV1vJhSrPjoWZqyg87FfdJoKK9VrNiiaQk4o6Riwy7BuQBGLGc63iWLYESWYsQRRhmdNBmmjHYurHmZkJ0mceVzw/jobMt542NbFZsPaNbsjp7bdqYJtI8nnV3M28vyG0wcabK7KtHTXJJvkJ/Vs4TUkSilmFySzYHqZhqb2rC1xmVAxLLwuF1k5+Qk7Z9RUIwnM5dIoAXD5cGdmRO/ifKMmYry+onUV2HVOVFGWWGMoDOcTUUfsdFQGsDlcbYqBYaJe+w4fJMqCezdj6vDueNttiJgOIFAlc5Ieb7mwd8TqkgU27QjEULNkXhENl0mkVCk09ERhmFgWzZ2xMY7OfX4Q52tdbwWwpH262/BYJBFixaxfv161q5dy/z58/v9nEIAnDrbQ2GuweY9EbxumDnBxaadYV5ZG6ItTYm8mNwsxVUXZDAq36SksPPeA6UUHzong9NP8HaZuMrNNFgw1WDBVDcXLkkkfJ54I8Dzq6IN0dFeVRW7RsL5i458tzC11MWZ8z28vi4xFOy8RV7Gjerbr0Gmqfh/H8zkHy+2sX5nhIjlvP+mVk1ulsGSOcm1DS853c+CqW7Kq23ycw2mjjXj19sr3pNBSWGITbvC8eLgmVkuRo7MiHeu+f0ZUN1GQ33qEDdlKNYGpjK3dRfjvVU028mJppQOOg1LF6TW7nj0jTANzYl97XZTQlLOmTKSSyc9N6F4eE3Xg6EVJ4QYLFOLFTl+qG7SeFyKomzNgVpnOpzVbuRMh25WMr1w4iTVaedxfE+lOGmSwdRiCIWdxJU3TeIqw6vI8CrG5MPs6D2C1poNezV7o9Pt2k+Pjk2NO9LoKICSETAmP5HgAZhbqsjsYQf3kbhMxdmz4e1dmsp64jNXwpYzEmt6SfL+p0xRTBqlaWx17rGKcqIdMkpx+gzN1nKnzElNs7O/29R43TqeRHKZmrYQRKz2cTfRsXMgNJIidx0uZWGRfI2O1adq/wl0bB/AL+4/SENz4j4sEo44U/WiTLcLKxyJt9vh9F7oaMbL6SSxmTWlw3ScYUDiRO8ckwkpkWz0CMXoEYmfR+U5SaE3t2h2VWpsnN6FcUVQWuiMpCrKTR8IOpOXmTqdrztmjVWMznOWR83wONMYYlMAxxeSNMS1K5NHuyjMNmgOavweZ9na7kwx6alg2KKhsTUecNuCEXaV1zFtXGG8Jkt7Ll8GLl8G2opg7d+CbmtGZY3ALJmCp6gUT1EpTSufAMNEhZ0biuSjRHs0lEG8yEuMaZI1fx7+0jFoy3KmBCYNN7NxrvTOvkZGNh2F9u5MLp7e8TqpwOVxYYWt5GW+bWeljNg2IyuHgo9/rvMPbojq7hKsAzGy8hvf+AYlJSWsX7++388lREdTxrqYMjbxlWDcKBfnnOzjyf8F2Lo3TFsQ8nMMZk90MX2cC8uGsSPNHsWJksKuE1edueR0H3MnuThUZ1OUZxAIaVZvd6YkL57jZsqYI3+VUUrxkeV+Fs7wUFNvMTrfZFI3Xnc0yqst3t4Wid8M7Dhgcc9jrXzjo5lp40TpKBeloyAcgc0HoC0EBdkwoUixbKGXpSd6+H+/aEBryMnxpNTzysvzpk1IAaAUf6k/l8m+Q6QrUuv8v46Hgew0RegrDtt9sjJQfrbBe5cMw2K1QyhOCDGYRuUpRuUlkgkjsmB6iWbTfqdQt2U7o4mK82Kd2Yq8TJJGOXVFKUVexpH3S/e6eeMNxhQ4ZTyy/YrWIFTUOQsqTBrp3Bd05zinTIaqIuc6nJtBt153NGqakhNfB+vgze2apbPSn68wW1GYDWFLs78mRCSiyck0Kch2MbsUZozRPLwCUE5Cynk/zmu1Bo9LJy1eknS/oAzWtExnhNmU9txGu+OAs4J6R/sqQkm3E1aHlVKUUphulzMiN3pupxC4M0oqVlpkUqmPj1zSYQnCYUDiRO9IQuo45TIVZ85RnDlnsFsC+VkqqdbTqNyjO05uppE0VbA/NLUEU3I24YjN7oONjB2ZhTfNHENtW4TeeRbdUO0klbSNfbgc99yzsJsOY4SDaGWg4kWaYksWOQ9naHQnvdGGgTt/BNoKow1vIlpojQrFVq2KbmttSHm9q2i0M0IqGhDix21XzBJFUjLKOW+7qR6Gwejrb8bMPspf3CBylqftRo9GP6+K8cwzz/D888/z73//m2eeeaZfzyVEd3ndig8s9QODX/NnYomLie16ZWdP7NkqquBcz6aVuphW2r9ffdaVRZKS+7aG8hqb+59p44NLfeRkpo4OC1vw9FpnWnusd7+6EU6ZApt2RbCsWEhI7Ww58potBjsD7ar5tpsbHzuS4czQpqo2dT5BfraiJaATS31383LYPqa4XYprL/bgO8IoiaFoqMQJIYYij8tZlW+wKeUkbMh22jIi0ymEfjTHOdr7kJ44UJt8vdA41/x3dtnMG6fwpFk5NhzRrNvdRjDs3BWU10YYV2QzrsjD3uropTne75D8nV7Ff4xP3OtwdIPaSG58unX7tZASx3Fe3tRGioIRLg7VhNvdhnQYKxdLQql29ximwo6N1FKKDL/BrV+djMc9/BYikzjRO8PvNy7EIAqEUldQAmhsCbN1XwPhjksPAXbVXicZBfHJw3blbnTjYez6ahQKQ9tg26jmBlRjHaqxFlqdngrtji27oZMSTmjtFPtSCmVbqHAQFQqggm2o1oZ4b4NzQhuVkRphCz5yDUZGLBuo0r63zrL5sel6JV+7Gf/k6Wn3GepiH2N3HgCNjY1Jj2Cwi/lM3XTo0CGuvfZa/vrXv5KRcRRdg0KIIaWy1ko7LH/tjgh3/KOFtjQLceysdJJRkJhqsrXcWXVq695I/AahtTWM3wtZGYpMvzPtPhSyycry4IrfwCRPkzM75t+iNyux0lSxJJdlw8j81E6VS09zd6ueY8dBye3rfH32Ei9FecNvuh70PE4IIcSRNLamv2bsroJXN2usNImLg3VhgtHaTLFn91WHiViaynZ9zral8ZsRMt0RMlwRXMqJSW7Tjl/zE3R0LoaOr9pntesXh3j/ePy86UqzfOFjo3GZznT62Oio9vcP6RbRAKdj3bZttG3zy1tmUJg//EbRgsSJ3pKElBA9EF/Zo93/29EOY8vS1DalJih0MM06toAOtYHLTbz4Y1uzk2CKCYcg0AYur1MHympf5M8ZAaXaRQulbVR0RT6V5opnjJuVss1TPIbS235D4dXXkbFgUXwkVlIQ6SSbr6NvPGP2grTPDwexUV5HfEQ/j9LSUnJzc+OP2267rdfnv/rqq/nsZz/LSSed1BdvSQgxyGw7UQOwo7omzcZdqQVbA6HUBUdi2/3tSmTl57njI6KUUnjcCpeyyfApfH43bnesAqEz6ikvz8uIEf6kVWIVKpqEShxXa43fpzh1TurNwJhCg+sv93LpaS6mjDFSEk/Rg6b9om0YCsNUlI5M96Lhoadxoid+/etfM2HCBHw+H4sWLWLVqlVd7v/www8zY8YMfD4fc+fO5emnnz7atyWEGEQd7ydilHIWfKpqTH1NKJL+GhOxdHwlRNBkeiJJySSvy8alLNymM53PUNGSHjiv8bltMr02SrU7fpoRUuBM1xuTn9qGedMz+NV3JnDth0YyY6IvPj09NpUttohGe7GfrVCEUFuACWMHfzT20erPOHE8kISUED3gdpnx1SdsDTYKS5vESjmmXc4ze0TSbYbTD6ForNhFa0sT2pflvD66ul6MAlRLI9RUOAkplxsiQVSw1RkJZac5l9FJD7S2O5n0B67cEeSefQF5514CtlOgHDrvzYDolL3o0ox2oDXl+eFCR4sQHukR+yz2799PQ0ND/PHNb34z7XFvvPHG+KiDzh5bt27lrrvuoqmpqdPjCCGGn7yuao5oTSic+oXU77aTpmZrrbEsza8fbWP/YYMMv8IwIDPTldK7XTLaxcgCJ/nj9bnx+ky8PhO3x8R0GRgK/H5Xu1ekUkpFV+JN3/a8LMXiWS5OmWEmVt2Ivzi5B73dW41vG86zFHoaJ7rroYce4vrrr+fmm29mzZo1nHDCCZx33nlUVVWl3f/NN9/kiiuu4JprrmHt2rVcdtllXHbZZWzatKkv3qYQYgClq8PUXrrbCbcrdfU724YXN9oEwjamqTEVuMyO12NNnj+M3xXCiD5vGhrTcF4Tu357zMQ1LN01W0Wv/Z3V6C0Z6eGipSM4a1EuSplOUXMdi2dW0nS1xEp7Th0pt2t4jqCN6a84cbyQhJQQPVCY68M0DNAaS5vY2qD9uiLZmal1TSzDRSh3ZPtJFARHFGMrA6utmVDmCGdOhUruH3cuWhrVUAdtLU79KbfPGQ3VPhjEVt+D6Ap8aeqjeHxowySyfyvhDa8R2f42OpQ8citjznwKLv9E9NztplsYCmWq+E2IMlV81JSrcOSwrB0V063eDDuxLHpOTk7Sw+tNv7rXV7/6VbZs2dLlY9KkSbz88susWLECr9eLy+ViypQpAJx00klcddVVA/Y5CCH6zrITvbhM0JZOKnQa+/90Nayqai0qD4Xi+9g27NkfoCUA+6s0hflevO709ScMAyaPM8nJdEKA223GE992tIBshs+IF6Y1VKJIbYxSUJhnYNma19cGeeD5Vp5dGSAQSj7fvEkmS2a3GyXVfipHh1nlzj9gTGH3ixoPRT2NE93185//nGuvvZZPfvKTzJo1i9/+9rdkZGTwxz/+Me3+v/zlLzn//PP5+te/zsyZM7n11ls58cQTufvuu/vibQohBtCMMSo1t99upGlh6jpENAcMWkOJxI3WUB/wErYUh5sgP1OjlE4ZdRUzwh/AbVoonJXXlUq0QAFuV6I9sSnd7SkgxweWrdlaoXl7p2Zreer0wovOLuCc0/NxSoHo+IwKtMa2EjVrbcvGCjkLcixamGbY1TDSX3HieCFFzYXoAY/bZPq4PCqqm2hpaSOsXfEkUrZPkd1Jl0ckcwQRfw7KiqBNt3MHYUfnWEfCaDuC4fFCMJCcPQ+GnOOHgpCRFe2GNuK1qABcE+ditzRg1x9Cefy4Js4jsmUFuim6fIdh4p5/DpFN/8Xetzm6Wp/G2r8NzxmXozyJpErB+z5KzunncOAn3yFycD9GdG6IUgplRl8XtuJd7KXf+XG/rGY4UCzLGYXQnf16oqioiKKioiPu96tf/Yof/OAH8Z8rKio477zzeOihh1i0aFGPzimEGBqKC02+8dEs/vlyK9v3WU4SP3pdn15qMnJEmsUvNFTVhKmpC+N2KUIhp56HaRrYGuqaIWwpKisDlJT4aT/dIifDiQeZGYrGlo5FaJ3agBed6mbDDpu9lRHycwwuWOTlwRcDHG5wXutxw8fP8/PH/7SybkcY03B6yNdsC/G1j2bjcScWurj0NC9LZlvc92SI+paOb6RdMVzDacvV5/n67LMdDD2NE42NyXNtvF5vSudFKBRi9erVSaNjDcNg+fLlrFixIu3xV6xYwfXXX5+07bzzzuOxxx7rztsQQgwhhdmKs+fA2j3OSuOQuHaW5oMv3Qq2StES8tAadhJPlu0klBQaDTQFwLIVLSGTLK9F+/GwHtOZxucybCK2iYKkWocaOHGiYuchqG+BHD/MGgtvlUEgOsvc7YITJ8Frm50phbEEWnkdLJutMaLBxzQU3/i/cVx+YRFf/u5GGpuTZ1zEOkwi4RDKMPD7XXzri1P77sMdBP11P3G8kISUED3kdZtMLMmjoclD1eEmLEuTnell9Mj0I4XcWbko00lcacPs0I0cnR7n9oLb42TOW5ucyBAOOd3kWhM6VIUnrwC7tZWWVW9h1TdgZmSQfe6lmBPm4uq46lJ+MXb1foiEUPnFKBThfZuTz9nWjHVgK65JJyS3t2gUE396LzVPPETtP+6P3twodHwVwNiOHjyjx/Tuwxxk3e2t6K8ejXHjxiX9nJXlFJifPHkyY8eO7ZdzCiH6X3GhyZc+lM1/1wd5/q0AoTDMn+aOrlqYavZEk6ffgogFgaSi59pZSltrvC6oqg7icmkmjvNiKMj2W7ij3+QKazZykDmM0LWcZz7DSOMwdZEimuddzCkzilg0M3kZ2m9d5Wbz7jARyxm11dhqs26Hc+cRmy5SXm2zdnuYRbOTO1uK8ky+9XE/j7zexsrN6T8DbUOGH3L6adn0gdLTOFFaWpq0/eabb+aWW25J2lZTU4NlWYwaNSpp+6hRo9i6dWva41dWVqbdv7Ky8ohtE0IMPQXZinPmwLaDUFbpXOsnFMGc0vTXzDH5iu0HNbZWoGOzM6IroMZ2UtAcdGEqm2yfhULjMSPxUbE54RoCqphM3cxUczsZqo1mlY1ZPJ1xhRmMK0w+54ULNAfrnduW0XlQ15KobxW7laluhMp6KBmReJ1SiknjMnji/kXc9JOtvPF2fdJxtdbOCFsgP89FTnbPV84dSgb7fmK4k4SUEEcpNzuD3Owjr4pmuDzkTJxDS8VOrGAAbYXBimBaIQwdHSXly0S3NqG8YDU1YoSD8fnVofpG6jdsIy+vgNa338ZubgFtYwdD1D36EN7Zp2LmJQ91VaYLc/TE+M92bJW/pJ1UyrS9GK01be9uxI5YGKYJyol2dsSKzx93jxjew2uBpOk0R9pPCCF66owTvJxxQvqpve0V5Bh8/lIfj/43xOFG2ylybigCbZF4j2pelqI1qKk4GGJcVgOFEwqiI21NsspWMvWtOzk490dc7X8Ev9mG0jZ5ugm17Q8w/8vgTU6G+TyKE6cnEk0HD1sp7VIKWtrSFDPBmbZRcbjz96QMyM8Z3sko6Hmc2L9/Pzk5OfHtnU3tFkIIpRQzSmBGyZGvlXkZitOmw8Z9mrYQhCNOUihsqXgNwkyvpjmgaAh4GOFqwu1zRTuiDfJa9jK6ZQsrM89joWsdBs70PR8hVO0a9KjFqA61aD0uxfh2SapgmhqIzvb0bQ4ELfbsa453bsdo20bbGmUoJpQO/xWmB/t+Ys+ePdx66628/PLLVFZWUlJSwsc//nG+/e1v4/EM/ZULJSElxABw+TLInTQXACvYRsvO9ehIW/x5HYlgFZXisSIE9h2gdfNWXFkZ2KEQgapa0JpIfSt2U1PioLaNDrTStvEdss44t8vzq8w8cHudUVckRmcZ+cVp9w9V7Kd13dvOaazoFL32xQwVFLz/o0f5aQwdtp2+Jku6/QbChAkTJPklxHFq3CiTL33QSRpV1trc+0QrLc2J60Fji2ZiiQu3qQmsepMxmzYTyh+Lu6GS7J1vodBcPGItGW3t5tFp7YyGLd+Ja9KcLs8/tsjE44re5CRezqQx6b8q7quy2V9N4h5DJ/4dG7R79oLh3esNPY8TsRqDXSksLMQ0TQ4dOpS0/dChQ4wePTrta0aPHt2j/YUQx56ROYpz5jgX2NpmzRtbNaF2fQmtQUVxHoQiCnd9JWM81YRdfrzhZrKDVShgXlY5ZqB9B4RGB9uwWhpwZXfd2VyQnVzrCqI1CNPUvAJYtbaOfeVO57dhOPO4nbpStlOjFvjIZcN/RsBg309s3boV27b53e9+x5QpU9i0aRPXXnstLS0t3HHHHf1z0j4kRc2FGGCm14/pdndY9U5jB1txzz0L14QZhOoaaN1/kMChw/Grvrt4QreOr0MBrKp9WIcr0NE6VcrlxnPKheCJ1fJQuGaeijlyXPpjBIPOXrFV4QynhpS7cCT+mXMo/sLXyV12Xs/f/BAT69HozkMIIQbK6HwDryv5umNrZxTTlz6UxZhJRWTveYeCNY+Rs3MlsSUxxk/M69bxG5ptNpSF2bE/Ev8SnZ1p8JnLMvFFB/SYBnz0XD8TitMnpELRHvHYCk2xmlEjsmFSscGV53qYPWF4r5wE/RMnPB4PCxcu5KWXXopvs22bl156icWLF6d9zeLFi5P2B3jhhRc63V8IcWzLz4oVJW838ghobIPl88Cf5Sc3cJCi5l3kRJNRALk53Ru12RLUHDisqW5MXN+yfYol05z4AM7/L54K2f70I7wCwUQGxrZtbMtC2zYlo7wsnJfHz26Zw/zZw3dxpJjBvp84//zz+dOf/sS5557LpEmTuOSSS/ja177GI4880i/n62syQkqIQWC4vdGBshqrqQm7qQlzRD4oRebS99G6ZRuta1aCYYJt4Z93ElnLLqT1rVewaqudFLthoDxe/HMXxo9rN9QQeufp6EgoUDkFeE6+COX2YIwYjXf5J9CBFpTHh3J1PoTTM3Y8roIiInWHE+l8DSVfuQn/1Bn9+dEMKJnzLYQYqnKzDMqrbWwNOcFDZIXroHAMSuVy4SeXsLfmZShb60yxsC0yl5yN76Qzadu9FgKt0eVSDfBlYI6ZHD/u9n1hfv1ISzyhNK3U5LoPZuF2KWZOcHPb53JpaLbJzjDwejqfRlI60sDvhUAo0VtuGvDpC70U5R07/Z39FSeuv/56rrrqKk466SROOeUU7rzzTlpaWvjkJz8JwJVXXsmYMWO47bbbAPjSl77EWWedxc9+9jMuuugi/vGPf/DOO+9w77339vxNCSGOCT4PtIYArcnSjXh0AJcrD0P5mDl/Ai3vlGG2HnZW6NYaV+lMzJHjCNYciC+uBArl8WFmJhJDBw5r3tjqdIQAjM2H02c6hctLCxTFeZpAGHxucJmdx4kTZufi8xoEQzZaOyu8er0Gd/1wHkUFx8505p7Gie4sftFbDQ0N5OcPj/IqkpASYhB4iycRrj9E29uraI2tqGMYmCqb7NPOpvAzX6fl9ecI11ThGTuezFPPQhkmRV+6hfqHfk/4wG7MgpHkXX4NZl4BANq2CK9/BcKJidy6sZZI2WrcM50eVGWYqIyupxIAGB4PY7/9Iyru/BGhfbsxsrIZdc11x1QyCiQhJYQYui4+zcf2vU2csu9BFlb+BwC9003zKTeSddJixn/1WzS//hxWfS2ecZPJOOk0lFL4L/kMwTeeQNdXo/KK8J5xCSpaP8qyLO57opVwJHGeHQcsXng7yIWLnRG0bpeiMO/II5syvIprL/Ly9xdDHG7UZPvhg2d5jqlkFPRfnPjwhz9MdXU13/3ud6msrGT+/Pk8++yz8cLl+/bti690C7BkyRIeeOABbrrpJr71rW8xdepUHnvsMebM6XoqphDi2DV/AryySXNC8E0mRHYAoINurNpzMPOLyVx4DpGKHRAOYeYWYhSMQSlF5rSTCezfih1qw/Rn4xs3M14/Khyx+d82RftL2oFa2FkJU6OVPlymIqsbA2BHFXr5yXdm84M7t1FVE6Ko0Mt3vjztmEpGQf8sftEbZWVl3HXXXcNiuh5IQkqIQWF4M3D7ijjcfnln26bmj78kUl0BFdvQtVXOdo8NnAWAa0QhhZ+9MelYgR2bOXz/L7EOV2Nk+MldOB93QWypC43dVHdUbfSOGcfEn/4WbVkoc/hPu0jHRicte9vVfkIIMZDGFpl8bcEWWlb9J75NRcIc/OUPKfjQlfiNBjyBZgAMV+LLrZFXiP/iTyUdK7htA02P/gG7qYGrjFH8K/MqDpkl8ecP1qQWNO+OMYUG3/iID8vWmMaRi/IOR/0ZJ6677jquu+66tM+9+uqrKdsuv/xyLr/88h6fRwhxbBqZo7hw9A7cZTvi25QdJrzmBcLTFtHc2oy2nB6IjGzIjBb4MzOyyZx+ctKxwjXlBPdsREdCnKZyWc1CWnBWZ1UKGlqPro3zZ+fyr/tOIWLpLkdTDWc9jRPdXfzixhtv5Pbbb+/ymFu2bGHGjMSAgfLycs4//3wuv/xyrr322u40f9BJQkqIQRIu35+6UWsannwYd5YfX0GOs8replWYRSX4T7sgZfdIXQ3Vd92Kjk7Rs1vbqH9zFfnLz8L0+0ApjIxOKg12wWpqpP6JBwhXluMePYa8Sz+KmXXkkVXDjW3Z2NaRKwx2Zx8hhOhr3updtESn5MXZNlV//T1Zk0spPMkZHWPvWo+VV4Rr4tyUY0SqKmj42y/j068L7WqubP4Nv8r5NkHlRwEFuT0f1VTfrHlhdZjaRk1JoeLche4up/gNVxInhBBDmS9Yi6WM6Gp6UbaF3vEW7qwCQlnOMnmt1eW4fBl4c1KncVlNtQTLVgNORaocGjnVXMnL1jI0BlpDli/lZUdUfijIA09UUVsfZsakDK64ZCQe97E1ihZ6Hie6s/gFwFe/+lWuvvrqLveZNGlS/N8VFRUsW7aMJUuWDKvp3JKQEmKQmCMK0j+hINIaIOgy0bbGMBTBl56ice1alFJknHgqmYvOQhkGwe3vokPBpJdryyJcW4c5phi8mbimLkx/nk7YwSCVP/kmkeqDYNsEd7xLYNsmir/9M4xjbPlqbeturYohU/aEEIPBlV+QflkeDU079uHKzkYHg7i8JvaeKoJBF8plknfm2WQtOsPp1CjbFL1Rca5jBjZZupmSyH52u6cxKt/gvEU9u9NoDWh+/ViA5janxsjuSth3yOazl3iPuZFSEieEEEOZ8mUkL3tHYqVUT/NhbEwMOwQYRHY0OCtmm26MMVNxFTor3EXqqyBa2xbAUJpMWsmmmUZyKMxOTNfrrpraMF+5dSetAQvbhg1bW9i1r41bvjzBWbH7GNJfcaKoqIiioqJu7VteXs6yZctYuHAhf/rTn5KmfA91kpASYpBkzD8Z/9yFtG1cndgYvT6HA2GsSBPebD9WWEN1FZEqZ7nn0Na1BDavoeBT16M86RNErolzcc+YjVE0HuXuvHh5OoHNa4kcKk9ssG0ilQcIbFlPxvxTenSsoU5qSAkhhrLs08+h8dXnCZRtRWuNUgrbstFaE6hvo379VnLH5hNqsAnU78UOW85z61eRs2Ujoz75BWcBizRTCZYuymZZSQYnTHHjcffs5mDjbovGdtM3tIZ9VZr9VTYTRh9bU7wlTgghhjKzdCZWxU50Sz2a6K1ELBkRDuFtqgK3B2wb1RrBBtAau2Y/euI83JPmozpJXswaZ+LKgDH59Liz4aUVdbS2WfFaVFrD2xubqagKMWbUsdfBPZhxory8nKVLlzJ+/HjuuOMOqqur48+NHj26X87Zl4ZP6kyIY4wyTEZ98SZGfOATKEPFH9qyscMWntjY2Oj1XykV71EIrHuL0M4t+GYvwDVqTCLwGAbu4lIyTr8As2Rqj5NRQHz6X3e3D2eDvUyrEEJ0xXC7GXPT7eRd9AG0ZWOFLbRlEwlEsCOa3LHO1AsrFMEOO9P6YnGi8cWnCB7Yh3fOSRg5IxJxQilc46Zy8rLpnDzT0+NkFEDEar/QePL2Y43ECSHEUKZcbjyLLsYYOx0MA20Yzv9bltMXEb8XcK5RikScsHZvQAfbcBWWgumi/ZXdzBvFxNJMxhWqoxr5Ggpp0g2ECgaPvenNgx0nXnjhBcrKynjppZcYO3YsxcXF8cdwIAkpIQaRMk3yLrqc7LMvAsNJONm2dpJTRxjOajXUYXi8jPr6j8g64zy8M+aRddb5jPraDzE6GTnVHd6ps1Fep/6U00gD5fPjnTrrqI85VGnb7vZDCCEGg+F2U/TRa8g46fT4tciOWJjuxEikzq5RVv1hjIwsRnzuu/hOPAP35NlknH4+eVd/tdMe8e6YOtbAMBK3LkpBpg/GFB17XyslTgghhjrlcuOeuRgjvzje+aC0TfuMkOokGaJDbRhePxlzz8RVOBYzpwj3mGn4pp3Uq6l1J8/LTlqpzzBgVKGb0pJja3QUDH6cuPrqq4d1R4lM2RNikIQOHqDqt3cQ3L8bQ0UvHBE7Ph1D28mBJJnCPXYiAGZWNvlX9N0qCq4RBYz88i0c/sMviByuwlU4ksJPfRlXXmoRxOHO7uac7+7sI4QQfa1l61bKvv89gvv3YhjOtai1MkAkGCFjpA/bslGGwnAlT5PTWqNMF54x4wEwc0aQ875P9lm7RuYZXHWeh3+/HqKxBUbmKa4424P/WCxqLnFCCDGE2bUHCW14DVqbnHqBWoMVcf7fNMGXAYBWBkb7wudag+lC+Z3FjwxfJr4pC/qsXTMmZ3DjZ8dxz9/KaWi2mDzOz42fLcXtOvY6LiRO9M4xm5C65JJLWLduHVVVVYwYMYLly5dz++23U1JScuQXC9HP7EAbFbd9E6uxHsNUaK2xgrG5DgrTbRBqCeDJ9DvT+HDmJsd6KryzT6R19f/IOOl0zNwRKI+3TwsE+ibPYMyPfoe27V71og913e09GC49DEKIY0e4tpbN130Bu60Fl8fEjtg07m5GucA7wo1/hJf6PdXkTSjC5XXjyfIRag4AoAyDzIWLaXj9BbJPPxszIwvD5+vTODG91ORbH/Nja41xjBWobU/ihBBiqLJbGwmtejppJVYViZbYUAplGOhAC9qXCUqhleGMnAIwDIyR44lU7MAcNRFlulAud5+274yTcznj5Fzs6CJNxyqJE71zzCakli1bxre+9S2Ki4spLy/na1/7Gh/84Ad58803B7tpQhDcvQOrvhZlGmit47U/AFQs/2NrQk2tTjBBY1s2vgmTsarKaV33Fi1rV1L36N9Bawx/JgVXX0fmwiV92s5jORkFg1+EUAghOtO4di1WUxOmx8S2bVpr23BnOyOhPBnOTUO4NUTN1gpMrxs7YtFW10bRGScT3ltG01tvUP/Gqxy45zdo28aVm8f4G79L9sKT+7Sdx3IyCiROCCGGLrv6QCIZpTVEwoknDQO0RlkRaGl0frYttBVBFU9GN1ZjVe2Bg7uIbH3LmYLty8QzbylG3sg+beexnIwCiRO9dcwmpL7yla/E/z1+/HhuvPFGLrvsMsLhMG53+uxvMBgkGAzGf25sbOz3dorjU1IPhK3TLYAUF5tvbCiFbqqH2Bzkdq+x21qo/t1PcX/n53hKJ/ZPo49Blm1hWEeuwmvZx2ClXnFUJE6IgWJ4EotShFsj0EnpCW1rIm1Oj3gkEHFWSdUabYUJNQbi+0UaG9j13RuZ8fu/4i2W0eLdJXFC9JTECTFgjHbTtW3LmbKXhkJHn3dKgujmWqcsiG0nja4i0EJozfN4T/8gyuPr58YfOyRO9M6xPfwhqra2lr///e8sWbKk02QUwG233UZubm78UVpaOoCtFMcT78SpeCdOdTLqWseTS0oR/3dsWGd8GKgynMDRWfZKa9q2bOj/xh9DtJ3o1ej6MdgtFUOFxAkxUHJOPhlfaSm2ZWOFnC+xVtAm1BChrdpJNLWPE1bIwpXpRwec5+xIhwuX1uhwiJZNEid6QuKE6CmJE2KgmKPGg9epERW/P7BtiEQgHHZuLHT8xsKJGb7MROJKJ1bei4uEsRuqB6T9xwqJE71zTCekbrjhBjIzMykoKGDfvn08/vjjXe7/zW9+k4aGhvhj//79A9RScbxRLhfFN/wQV9FotHbihTIABco04nU+nOLmGtvSeKfOxDNpemLp7o60xvBKb0ZPdC94dG8Yrjg+SJwQA8X0+Zj1u3sxc/LQWhMJ2IQbLJRSuDPdBBvD2NGFMKyghRWxKVy+FN+kKU6c6GQqneH3D/A7Gd4kToiekjghBory+PAsviQxUsqynAc4NxaRCKATiSfDwCidifJlEktDpYsUyuzbWlLHOokTvTOsElI33ngjSqkuH1u3bo3v//Wvf521a9fy/PPPY5omV155ZZfFxLxeLzk5OUkPIfpLcNc2ItUH0ZYdjwaGy0QZKl6IUBmGs+qeZRPauZX8D38K96gxqQczDMz8IjJOPm1g38Qw19kSqcN12VTR/yROiIHUtPodrMZ6XF4XkWYL02uQNyUb7wgPLr8JKCIBi3Aggh22aXrrf4y+7gZcBUUYLgNltrvVMAx84yeSc/Kpg/Z+hiOJE6KnJE6IgWQf2guRkDPDIrZCt9uT6MC2tbMdZxdduQvP3KXg8TqFzpOOplB5I1F9XEPqWCdxoneGVQ2pr371q1x99dVd7jNp0qT4vwsLCyksLGTatGnMnDmT0tJSVq5cyeLFi/u5pUIcWXDnNpTpcoIIYJhO4Oi4CpIyFNrSgKZl01qKv/MLwgf3oy2L1vVvEz6wG3NEIXkXfwgzI2ug38awZts2tn3k8bPd2UcIIfpa8+ZNGC4XViAINvgLvc5I2nZxwnAb8el5OhwmVHGAib/4PaED+7Ati7pXXya4fx/eMWMZ9dErMbzewXo7w5LECSHEUGbXH8IJDNENZvT2Ps0oWQUQDqC1xrf4feiWBrS2sQ/uQgeaUVkjcE2cd8wvatTXJE70zrBKSBUVFVFUVHRUr439B9C+yKAQg8nMHREvJKhtje5shoWOJqW0pu7hP5N3zsXxwuXeCVMGsMXHHlkVQwgxlLnzCwBNJGChXCSPeIqKJacMl4FhGhz6/V1M+e3f8U104kPGlOkD2eRjjsQJIcRQprwZYCiIREdHKdLfUETr0Wog8u4beBdfisopAMDMPbr7a+GQONE7x2T686233uLuu+9m3bp17N27l5dffpkrrriCyZMny+goMWRkLVmGZ9wkULELmZ3U650oZq4wvS60ZWMHAl0cUfSU1na3H0IIMdBGvu8DeIuLUUph+gzCzeGUOGFbNsqlcGe6cGd4sBrrB6/BxyCJE0KIocw16QTw+J1ElNHFAkjKiNYXNNCB1gFv57FM4kTvHJMJqYyMDB555BHOOeccpk+fzjXXXMO8efN47bXX8MpQdTFEGB4vJd/+CQUf+DgYzpQLKxRJmV/s8jjJKDQYGRmD1NpjkxQhFEIMZa7sbGb94c+M+8xVKMMgErJoqw3E44QdsdG2jWEo3D4Phmlg5uYNbqOPMRInhBBDmfJl4j3jcsxJ8xILWugOSSnDjCejUArllxIffUniRO8Mqyl73TV37lxefvnlwW6GEEdkeH3kv+9jZC46k303fA7bstDhCEopDJezYobW2qlCaChGXvOlwW3wMca2LKzYaiRH2E8IIQaDKyuL8V/6ErlnLmP1+z5OsC5EsD6MK8PAn+91FnUxFKbHBKUo/n83DHaTjykSJ4QQQ53y+nHPPQtVNI7Iiv84ySjbAtMElxutlFM/SikwXbjmnD7YTT6mSJzonWMyISXEcOMtKaXkG7dy8Kc3AWBEiwkamdlkzDsRMyOTzNOX45swdTCbecyROd9CiOEib8E85v7mp2z+8g0oU+HLdZbldhUUULT0NNy5eeSdexHeseMHuaXHFokTQojhwjV6IpywlMjG1wADXM6tvvJloUaWonyZuMZMw5ARUn1K4kTvSEJKiCEic+4CxnznDuqe/Dd2WwuZJ5xM3gWXyUoX/UhrZ7pLd/YTQojBNvLC8/AU5HHwHw9hB4MUnH02oz7w/pTVWUXfkTghhBhOXJPmofxZWPu2oNG4xkzDHDttsJt1TJM40TuSkBJiCPFPnYn/KzcNdjOOG9KjIYQYbvIWLSJv0aLBbsZxQ+KEEGK4MYsnYRZPGuxmHDckTvSOJKSEEMet7q54IT0aQghxfJI4IYQQoisSJ3pHElJCiOOWbYPdjd6KbozCFUIIcQySOCGEEKIrEid6R4rTCCGOW9q2u/0QQghx/BnsOLFnzx6uueYaJk6ciN/vZ/Lkydx8882EQqEuX7d06VJnBcZ2j89+9rP90kYhhDieDXacGO5khJQQ4rglc76FEEJ0ZbDjxNatW7Ftm9/97ndMmTKFTZs2ce2119LS0sIdd9zR5WuvvfZavv/978d/zsjI6Jc2CiHE8Wyw48RwJwkpIcRxy7YsbMPq1n5CCCGOP4MdJ84//3zOP//8+M+TJk1i27Zt3HPPPUdMSGVkZDB69Oh+aZcQQgjHYMeJ4U4SUl3Q2sliNjY2DnJLhBDpxP42Y3+rPRUJNXVr+KwVaTmq44tjn8QJIYa2gY4THa8FXq8Xr9d7VOfuTENDA/n5+Ufc7+9//zt/+9vfGD16NO9973v5zne+I6OkBoHECSGGNrmfGFySkOpCU1MTAKWlpYPcEiFEV5qamsjNze32/h6Ph9GjR/POSx/q9mtGjx6Nx+M5muaJY5jECSGGh4GIE1lZWSnXgptvvplbbrml28c4krKyMu66664jjo766Ec/yvjx4ykpKWHDhg3ccMMNbNu2jUceeaTP2iK6R+KEEMOD3E8MDqWPNhV4HLBtm4qKCrKzs1FKHfVxGhsbKS0tZf/+/eTk5PRhC4cX+RwS5LNw9PZz0FrT1NRESUkJhtGzNRoCgcARi8K25/F48Pl8PW2iOMZJnOhb8jkkyGfhGE5xQmudch3obITUjTfeyO23397l8bZs2cKMGTPiP5eXl3PWWWexdOlSfv/733e7XQAvv/wy55xzDmVlZUyePLlHrxW9I3Gib8nnkCCfhWM4xQm5n0glI6S6YBgGY8eO7bPj5eTkHNcXixj5HBLks3D05nPoSU9Gez6fTwKC6DWJE/1DPocE+Swcx1qc+OpXv8rVV1/d5T6TJk2K/7uiooJly5axZMkS7r333h6fb9GiRQCSkBoEEif6h3wOCfJZOI61OHG8kISUEEIIIYQQA6ioqIiioqJu7VteXs6yZctYuHAhf/rTn3rcgw+wbt06AIqLi3v8WiGEEKK/9DyiCSGEEEIIIfpdeXk5S5cuZdy4cdxxxx1UV1dTWVlJZWVl0j4zZsxg1apVAOzcuZNbb72V1atXs2fPHp544gmuvPJKzjzzTObNmzdYb0UIIYRIISOkBoDX6+Xmm2/u81VWhhv5HBLks3DI5yCEQ/4WHPI5JMhn4TjeP4cXXniBsrIyysrKUqZ9xcrAhsNhtm3bRmtrK+DUKHnxxRe58847aWlpobS0lA984APcdNNNA95+0XeO97+FGPkcEuSzcMjnMLxJUXMhhBBCCCGEEEIIMaBkyp4QQgghhBBCCCGEGFCSkBJCCCGEEEIIIYQQA0oSUkIIIYQQQgghhBBiQElCSgghhBBCCCGEEEIMKElICSGEEEIIIYQQQogBJQkpIYQQQgghhBBCCDGgJCElhpxPfvKTKKWO6rFo0aL4ccaPH49Sis985jNdnm/Dhg3cfPPNLFmyhPHjx+P3+8nOzmb69OlcddVVPPnkk1iW1d9vWwghRDdJnBBCCNEZiRFCDB+uwW6AEB3t2bOHUaNGpWxvaWmhubkZIO3zAEuXLgWgpqaGffv2AXDiiSem3beiooKvfe1rPPjgg0nb8/LyaGpqYvv27Wzfvp2//OUvzJo1i3/961/MnDnzaN+WEEKIPiJxQgghRGckRggxfEhCSgw5r7zyStrtn/nMZ7jvvvsoLS2NB4jOrFmzJv7vhQsXpjy/efNmli9fzsGDB/H5fFx55ZV8+tOfZs6cOfj9fmzbZuPGjTz44IPcddddbN68mdbW1t69MSGEEH1C4oQQQojOSIwQYviQhJQYNmKBobNeivZWr14NgMvlYt68eUnPlZWVcdZZZ1FTU8PYsWN59NFHOemkk5L2MQyDE044gRNOOIHrrruOK664grlz5/bROxFCCNEfJE4IIYTojMQIIYYeSUiJYSESibBp0yage0EkFnBmz56N1+uNbw+Hw3z0ox+lpqaG7OxsXn31VSZPntzlscaOHctrr72GYUjJNSGEGKokTgghhOiMxAghhib5qxDDwrvvvkswGARgwYIFR9w/1qvRMeDcfffdvP322wDcc889RwwgMRJAhBBiaJM4IYQQojMSI4QYmuQvQwwL7edxH6lXo66ujt27dwPJc76DwSB33HEHAKeeeiof+9jH+qGlQgghBoPECSGEEJ2RGCHE0CQJKTEsrF27FoCRI0cyZsyYLvftLOA89dRTVFRUAPClL32pH1ophBBisEicEEII0RmJEUIMTZKQEsNCLDB0Z4htbF/TNDnhhBPi25999lkA3G43733ve/uhlUIIIQaLxAkhhBCdkRghxNAkCSkx5Nm2zfr164GeFSGcMWMGGRkZ8e2xueCzZs0iMzPzqNvT3NzMLbfcwsUXX8zo0aNRSnH11Vcf9fGEEEL0jsQJIYQQnZEYIcTQJQkpMeRt376d5uZmoGfLtHbct7KyEoDS0tJetaempobvfe97rFmzJmWJVyGEEANP4oQQQojOSIwQYuhyDXYDhDiS2JxvOHIQaWxspKysDEguQgjEV9bweDy9ak9xcTEHDhxgzJgxBAIB/H5/r44nhBCidyROCCGE6IzECCGGLhkhJYa82LDZ3NxcJk6c2OW+a9euRWsNpAacUaNGAVBeXt6r9ni93iMWQxRCCDFwJE4IIYTojMQIIYYuSUiJIa99EUKlVLf2NQwjpWjhkiVL4vvEhtwKIYQY/iROCCGE6IzECCGGLklIiSFv3bp1QM/mfE+dOpWsrKyk56699loAwuEwX/7yl+O9H53Zt28fX/7yl3veYCGEEANK4oQQQojOSIwQYuiShJQY0vbs2UNtbS3Qs2VaO875BjjllFO47rrrAHjooYd4z3vew6uvvkooFIrvU1NTw2OPPcYVV1zBlClT2L9/f1+8DSGEEP1E4oQQQojOSIwQYmiTouZiSIsFBThyr0ZLSwvbtm3rct8777wTn8/Hz372M1566SVeeuklXC4Xubm5tLS0EAgE4vsqpTj77LP74F0IIYToLxInhBBCdEZihBBDmySkxJAWWxUjIyODGTNmdLnvunXrsG0b6DyImKbJT3/6Uz71qU9x77338tprr7F7927q6+vx+/1MmzaN2bNnc9ZZZ3HppZcyYcKEPn0/Qggh+pbECSGEEJ2RGCHE0Kb0kSa/CiE6FVuq9aqrruL+++8f7OYIIYQYYiROCCGE6IzECHG8kxpSQgghhBBCCCGEEGJAyZQ9IY7C3XffTX19PZFIBIANGzbwgx/8AIAzzzyTM888czCbJ4QQYpBJnBBCCNEZiRFCOGTKnhBHYcKECezduzftczfffDO33HLLwDZICCHEkCJxQgghRGckRgjhkISUEEIIIYQQQgghhBhQUkNKCCGEEEIIIYQQQgwoSUgJIYQQQgghhBBCiAElCSkhhBBCCCGEEEIIMaAkISWEEEIIIYQQQgghBpQkpIQQQgghhBBCCCHEgJKElBBCCCGEEEIIIYQYUJKQEkIIIYQQQgghhBADShJSQgghhBBCCCGEEGJASUJKCCGEEEIIIYQQQgwoSUgJIYQQQgghhBBCiAElCSkhhBBCCCGEEEIIMaAkISWEEEIIIYQQQgghBpQkpIQQQgghhBBCCCHEgJKElBBCCCGEEEIIIYQYUJKQEkIIIYQQQgghhBADShJSQgghhBBCCCGEEGJAuQa7AUOZbdtUVFSQnZ2NUmqwmyOE6EBrTVNTEyUlJRhGz/LrgUCAUCjU7f09Hg8+n6+nTRTHOIkTQgxtEifEYJM4IcTQJnFicElCqgsVFRWUlpYOdjOEEEewf/9+xo4d2+39A4EAJf4s6rC6/ZrRo0eze/duCSIiicQJIYYHiRNisEicEGJ4kDgxOCQh1YXs7GzA+Y8zJydnkFsjhOiosbGR0tLS+N9qd4VCIeqw+LNvEhndmLncis1VlbsIhUISQEQSiRNCDG0SJ8RgkzghxNA2VONEeXk5N9xwA8888wytra1MmTKFP/3pT5x00kk9audQJwmpLsSG1ebk5EgAEWIIO9oh8Jkuk0xlHvn4uvs9H+L4InFCiOFB4oQYLBInhBgehlKcqKur47TTTmPZsmU888wzFBUVsWPHDkaMGHFUbRzKJCElhDhuKbeBUkfu0VBaD0BrhBBCDDUSJ4QQQnSlP+LE7bffTmlpKX/605/i2yZOnHhU7RvqZJU9IcRxyzAVhqsbD1OKkAohxPFI4oQQQoiu9DRONDY2Jj2CwWDKMZ944glOOukkLr/8ckaOHMmCBQu47777BvqtDQhJSAkhjlvKrbr9EEIIcfyROCGEEKIrPY0TpaWl5Obmxh+33XZbyjF37drFPffcw9SpU3nuuef43Oc+xxe/+EX+/Oc/D/Tb63cyZU8IcdwyXArDOPJNhGHLjYYQQhyPJE4IIYToSk/jRMcFDrxeb8q+tm1z0kkn8aMf/QiABQsWsGnTJtpcz0cAAQAASURBVH77299y1VVX9VHLhwYZISVEL2it0eHQYDdDHCXp+RZC9Dfb1gSDUvB6uOqvOPH666/z3ve+l5KSEpRSPPbYY0nPa6357ne/S3FxMX6/n+XLl7Njx44+fGdCiKHCtjXhiNShG656GidiCxzEHukSUsXFxcyaNStp28yZM9m3b9+AvKeBJCOkhDhKoU1v0fr8PyEcxBgxksz3XYtZVDzYzRI9YHoMTPPIeXnTki8JQoie+9eTFfzur3sIhmymTMzkBzfMpGTUkZd6FkNHf8WJlpYWTjjhBD71qU/x/ve/P+X5n/zkJ/zqV7/iz3/+MxMnTuQ73/kO5513Hps3b+7WcuFCiKFPa83rmzRvbLaxbSgthA+ebpLll47Q4aQ/4sRpp53Gtm3bkrZt376d8ePH97h9Q52MkBLiKEQO7KT1qb9C2ClCZ9fX0PzPu2W01DBjmKrbDyGE6In/vX2YX/1hF8GQDcDuvS1849Z3sW1JcA8n/RUnLrjgAn7wgx/wvve9L+U5rTV33nknN910E5deeinz5s3jL3/5CxUVFSkjqYQQw9f63ZrXNznJKIDyw/DwGzKidrjpjzjxla98hZUrV/KjH/2IsrIyHnjgAe69916+8IUv9OM7GRySkBLiKIR3bwWj3Z+PttHNDViHDw1eo0SPKUN1+yGEED3x1pp6zHZfPi0b9pW3UX04dTUdMXT1NE50Z/WkI9m9ezeVlZUsX748vi03N5dFixaxYsWKPntvQojBVVahaf8N09ZwoAZCMn1vWOmP+4mTTz6ZRx99lAcffJA5c+Zw6623cuedd/Kxj32sH9/J4JApe0IcBeXxgk4NFsqTOgdYDF3KNFDdGGKrkC8GQoie8fuNtHHC7zMHoTXiaPU0TpSWliZtv/nmm7nlllt6dM7KykoARo0albR91KhR8eeEEMOf1w0oaP8101DgkiEjw0p/3U9cfPHFXHzxxUfbrGFDElJCHAXPnEUEV72EbmsB7YyzdU2bjzGiaJBbJnqiu8NnDWSElBCiZy49t5jHn60kGLSwtZObuuS80eRkuwe7aaIHehonurN6khBCAJwyzWDTHguLRP/FklndW7FNDB1yP9E7kpAS4igYmdlkX/UNAiufRzc3YBaPx3vKcpSSC81wolT3hs8qWc5bCNFDJaN93HfHfP7x2AHqGyPMn53D+y8sGexmiR7qaZyIrZrUG6NHjwbg0KFDFBcnFks5dOgQ8+fP79WxhRBDx6gRik+ea7Jqm00wAlOKFfMnyXfO4UbuJ3pHElJCHCUjZwQZ5354sJshekGZdKtHQ8mMPSHEUSgt8fP1z08d7GaIXhiMODFx4kRGjx7NSy+9FE9ANTY28tZbb/G5z32u704khBh0o0coLjlVpnIPZ3I/0TsyQ1UIcdxSpur2oyduu+02Tj75ZLKzsxk5ciSXXXZZytKtHd1///1OD0u7hyztLYQQg6u/4kRzczPr1q1j3bp1gFPIfN26dezbtw+lFF/+8pf5wQ9+wBNPPMHGjRu58sorKSkp4bLLLuv7NymEEOKo9VecOF7ICCkhxHHLcJkYriP3Shk9LEL42muv8YUvfIGTTz6ZSCTCt771Lc4991w2b95MZmZmp6/LyclJSlzJFFAhhBhc/RUn3nnnHZYtWxb/+frrrwfgqquu4v777+cb3/gGLS0tfOYzn6G+vp7TTz+dZ599VjoqhBBiiOmvOHG8kISUEH1Ia0146xoi+7ahvBl4F5yJkZs/2M0Sneh2EUKdWM67Pa/Xm7Zg7bPPPpv08/3338/IkSNZvXo1Z555ZqfnUUrFa4cIIY5NWmuefukQm7Y1MSLXzQcvLiE/zzPYzRKd6Gmc6K6lS5ei06zCGKOU4vvf/z7f//73e3RcIcTwZ9ua1WWayjpNdgacOt3A55FOyqGqv+LE8UISUkL0oeCK5wj+7ykwDNAQ2vAm2VfdgJFbMNhNE2koo5tFCKP7HO1y3g0NDQDk53ednGxubmb8+PHYts2JJ57Ij370I2bPnn3E4wshho9f/n4Xjzx9ENN0VlV69pUq/vjzBeTlyup7Q1FP44QQQvSG1prHVti8u09jKNDAu3stPn2eidct15mhSOJE70hCSog+oiNhgv972vnBtp3/DwZoefQ+PDMX4llwBsojQ+2HEqUMlHHkUnpKOfsczXLetm3z5S9/mdNOO405c+Z0ut/06dP54x//yLx582hoaOCOO+5gyZIlvPvuu4wdO7Yb70YIMdQdrgvxyNMHAbCsxLYbf7SZs08v5NLzivF6pLznUNLTOCGEEL1R3Qib9jqjJy0NoKmphwdfsZg1XrFwqoEpiY0hReJE70hCSogjsNtaaHvxn1j7y1AZWfjOuhT3xFlJ++hwiOaH7oKUucEau7qCQE0FoXffJuvjX0V5jpzEEAOjpz0aR7Oc9xe+8AU2bdrEG2+80eV+ixcvZvHixfGflyxZwsyZM/nd737Hrbfe2qNzCiEGVk1tiJ/9towtO5ooKvDw/z41iXmzcpP2aW6J8KXvbEx5rdawZUcTW3Y08er/avjVD+bicsmX1qFCer6FEH2hrlnz1NsWVfUwIgsuOMlk9Ijk60Zzm80DL1lo25m2q7WO93HvOaTZXanZUa65YpmJIXVGhwyJE70j33iE6ILWmtZH7yWybR26pRG7+iCt//4tkYN7k/Zreew+7IN7OjsKaI19+CChzW/3e5tF98XmfHfncTSuu+46nnzySV555ZUej3Jyu90sWLCAsrKyozq3EGJgRCI219+yiZWra6mtD7NjVwvX37KJfeWt8X201nz5OxvZV94W3aKij9jzzmPTtibeeLt2YN+A6FJ/xwkhxLEvFNb85SWLvYegJQDlh+EvL1k0tiY6sm1b84dnLRqioUNrTfsyc7F/bz+g2VclxbGHEokTvSMJKSG6oJvqsMp3gbZjW0ApwltXJ/axLKw9W498MGWg21r6p6HiqMR6NLrz6AmtNddddx2PPvooL7/8MhMnTuxx2yzLYuPGjRQXF/f4tUKIgbNzbyt79rdiRcOErSFiaV5feTi+T0NjhO27W+iYiEr+d2zfcL+2V/RMf8UJIcTxY3+NprHViQ/gJJeCYSirSCSWDjdBfZrbhHQDoVoD/dRQcVQkTvSOTNkToivpooAG2s8B7u61Rdu4xvQ8MSH6jzK6Oee7G/u094UvfIEHHniAxx9/nOzsbCorKwHIzc3F7/cDcOWVVzJmzBhuu+02AL7//e9z6qmnMmXKFOrr6/npT3/K3r17+fSnP93DdyWEGEidXR5Uu/gR+6fqEFM6rrKmFMyalt2n7RO9019xQghx/OjsVqF9SEi3T+z59qHCMKC4QBIbQ4nEid45pj+Ve+65h3nz5sXrvixevJhnnnlmsJslhhGVlYc5fnr7uwlQCs+skxL7GCbm5E6KVZtm/HW+pe/DNW5aP7dY9ER/9Wjcc889NDQ0sHTpUoqLi+OPhx56KL7Pvn37OHjwYPznuro6rr32WmbOnMmFF15IY2Mjb775JrNmzUp3CiHEEDFxXCbTJmViRr9RGQZ43AbLlhTG98nNcTNjSlbKa5VSuKIvNE3FNz4/hakTU/cTg0d6voUQvVVapBiRlXw74ffA1JLEdaMgB/I6ufzH8hguEy4/w2REllxvhhKJE71zTI+QGjt2LD/+8Y+ZOnUqWmv+/Oc/c+mll7J27VpZSl10i1KKzMs+Tdsrj2Lt2+EUNT/zvZgjk+sBZVx0FU33fBvCoeTtl34aY0QRRkY2ypcxkE0X3WC4DIxuFA82dM9y9x1HPaTz6quvJv38i1/8gl/84hc9Oo8QYvC5TMXPbp7Dr/6wi83bmygq8PKFT06kZHTyqqo/uGEmV3x+DZFI4vqgFNx56xxys10U5nvIzDimv5YNS/0VJ4QQxw+3S3HlOSbPrbY4VO8UNT9voUmWv/1IWsUVS01++5SVNCLKNODTF5iYhiI3AzxuSWoMNRIneueY/ubz3ve+N+nnH/7wh9xzzz2sXLlSElLHGR0JE3z7ZeyaCozcArynLO92gkh5fGScd0WX+xheH1kf+yqtj92HXV8Dpgvfsvfj7mzklBgSnN6K7gyxleAvxLGutS3CA4+Wc+BgG+PG+LnisrH4fWa3Xpub4+Y7X5ne5T4jC7386tY5fPen26ipDeHzGnztc5OZN7NnK3eKgSVxQggR0xrUvLnZpqEFRo1QLJ6hMLtZqDonQ3H5GV3feo/MM/j42fCv/1q0hcDnhvedZjJ6hCQyhjKJE71zTCek2rMsi4cffpiWlpakpdXbCwaDBIPB+M+NjY0D1TzRj0Lb19P2zF8hFPvdKsI7NpD1ia+jPN4+O49ZVELWp79LZH8Z4T1b0G0tWPU1mHmFR36xGBTK6N6KF8qSACIcEieOTU+9VMmd9+4iGLLjdTxWra3n7h/OxdWNXs/umj09m3/dt5BVa+tZt7mBQ9UBamqDFOb3XSwSfUvihOgpiRPHHq01K7fYvLROxwuTv7tXs68KrlhqptQH7I1JxQZfv1yxdb9NxWFNTSOMDWoyvHKNGaokTvTOMZ+Q2rhxI4sXLyYQCJCVlcWjjz7aaU2W2267je9973sD3ELRn8K7t9D2+O87bNXYtYcIl23AM+vkvj3fzk20PnIvsdKEgZUvkP2J6zGLxnT5Oqv2EHZtFUZeEWbh6G6fT9sWurkRlZGFcrl70/TjUnfnc0uPhoiROHHsefG/1dx+d1n859hMic3bm1izsYFTFozo0/M9/2oVP/zVDkxTobXmH4+Xc+9P51Myytfl63btbaGyKsi4sX7GFvu7fb5IxOZwfZgRuW48bull7ymJE6KnJE4ce97ernlhbWo5hrIKOFgLJQV9e763tto8v0ZjKNDaZtU2uPYCk0xf59cZrTWVddDUphmZq8jrQZ2piKVpDUCmH0y5lvWYxIneOeYTUtOnT2fdunU0NDTwr3/9i6uuuorXXnstbVLqm9/8Jtdff33858bGRkpLSweyuaKPhTeuwEkOpQYRHWzrs/PYLY20PvUXrL3bogePrv8dCdH2+pNkfeD/0r7Oqqsm+L9nCL27Kr7Nd/pF+E674IjnjOwvo+XR+9BtLWCa+N/zYbwnLOn1ezmeyKoYoqckThx7nnjuYKfPNbdG+uw8lVUBvv/zbWza1gSAZTlxqaUlwl//tZ8bvjA17ev27G/lvr/v5b9vHQaculNf+vQk3n9hyRHPueKdWr738220tll4PQbf+uI0lp0mo3Z7QuKE6CmJE8eed7bbnT4XDGu6v+R212oaNP/6b4RD9c7PlnZqSzW1wcotNucsSD+N/GCtzYtrbXY7izpjKLh0scHciUe+Lr271+bJVZqIBV43vG+JweRiSZz0hMSJ3jnmE1Iej4cpU6YAsHDhQt5++21++ctf8rvf/S5lX6/Xi9crw+b7klV7iNDbL2MHmnGNmYznxLNQRvdqcvSFzotLK1yl6b/8H805Wh/7PdbBvc6RlfM/2tagNbqpPu3rQpveovWZvxEf+xsVeOMpXBNn4iqZ0Ok57UArzf/6bWIaomXR9uwDmIXFuMZM7IN3dXyQHg3RUxIn+t72XS08/ORBWtosTj4hl8vOG9Wn0x+OxO4kTHg8BrOn9019p4il+dr33+XAwdSOEMuGw3WhNK+Ch/9Tzl1/3J20TWv45e93cfL8EZSWdD5S6lB1gJt+siVeRD0Usvn+z7cyafyJjB8ri2x0l8QJ0VMSJ/rergqLN9+NEI5o5kx0cdL0vp0mdySd3U143TB6RN+0IxTR/OXFCM2BDufWGkOplO0xr260eH2jTmqkreHxlTaTilWXo6qq6jWPr9DxlwbD8K83bD5/sUG2X65p3SVxoneOuzSdbdtJ87pF/7Hra2h58E7CW1dj7d5C8I0nCbz48IC2wZmS1yGMKIOMSz6JWVjcJ+fQgVasit2JUVFEE2HRxJQ5dnLKa+zWJtqeewA6SZhZNZ332ANYVQcgFCDpvSlF5EBZp68RqWSZViEGV9meFq676V1efvMwK1bX86s/7uXev+8f0Dacv2xkyja3S/Gjb85kVGHf3FQerAywr7wNO00nu1Iwe1p2yvb9FW0pyagYrWHvgdYuz7llRzPhsI6HGY2T/Nq0VerZ9ITECSEG184Ki3ueCLJ+p8W7e2weeiXEq+v6bvRqd8yflHrL7HHBR5eZ+PuottOhOk1TW/pbA1vDmILU85Qf1vx3k06bMbNtqG3q+pz7a3TKSyOWMw1RdF9/xYlbbrkFpVTSY8aMGf30LgbPMT1C6pvf/CYXXHAB48aNo6mpiQceeIBXX32V5557brCbdlwIbVwBkXBSoia8eRXeMy7G8GcNSBvcU+fhv/ATBFc8iw4FMSfMwH/O5Rjermt19IQyO/8zcpVOxX9m8mqPdlsLwVUvoS2r0y6XtuceJPDKo/hOuxDvSUtTnjd8makv0hqVbnsX7NYmrIN7UR4f5piJAzp6bSiQIbZCDK5HnjmEZeukRM0/nzzINR8Z26fFxLty0TmjCIVs/vlEBaGwzZmnFvD5qybg8fTd9dDj7fy9nHFKPh9939ikbYfrQjz0eHmXx/zOT7aSnenic1dN4IKzR6U8n52VPjblZPes3mBNbZDtO1vIznYxe1o2xnGWeJE4IcTgem1dGDrkXF5eE2bZgoGrnbpklsLWBqt3OMFq7gTFshNUn14PXV0ca/5kxcKpyc/Xt2hWbYsGz/TVSfjzCxaZPrjgZIMZpanXKL8n/fk6296Z+hZNVb0my6cozmdAR68NBf0ZJ2bPns2LL74Y/9nlOvbSN8feO2qnqqqKK6+8koMHD5Kbm8u8efN47rnneM973jPYTTsu6Ej6KQiEw9D9eqy95pl9Cp7Zp/TLsSMVewi9uwpVMBp9ODpxWymUYeK/5FO4p8xNuijbzQ00/eWnnU7jS+xoowOttL30L1RmNp6ZC5OeNopKcE9fQHjbWjAM0BpjRFHKfl22/cBOmh/+TXzanzl2Mlkf+gLK3cMoNIwZLhPDdeSbTiPdsAYhRK8FglZKb7BtQziiGajvXEop3n9hSbdqMh2NtZvqefmNGkpGezl4KIjWzmXb4za4/duzmD8nNylOHDjYxuduWE9jc+cjAJRyalDVN4a57a4dFBV4OemEvKR95s/OZcGcXNa924BhONPIp03J4tQTu1+kfeXqWm66fQuhsPNLWnJSPj+4cSaubi5zfiyQOCHE4AqGU3Mt4YEdIIVSijPmKM6Y0z+J5x3lNlv322RnQHOr836VcqYEfuIck5KC5PMerNX85SWL0BE+B1tDUxs8/F+ba85TlHQYZTVtjGLUCE1VvZPTsjVMGg1je1BqcNNem8dX2PHp7/MmKi5ZZBxXSamexomOK292Nc3X5XIxenT3F7wajo7phNQf/vCHwW7Ccc01YRbh9f9LbFAGxogiVHbuUR9Th0O0vfIIkbKNKLcX7+Lz8MxZ1Aet7bnwnq20/PPX0aJRTteNObIEY8RIfIvegzl6XMprAm8+i25OP11C5Y9C1x7qsFER3r4+JdGklCLjkqsJrZ2MdagclZ2H9+RlKE/3ppdorWl5/I8QTiQNrfJdBFa+gP+Mi7p1jGOCUtHfXzf2E0L0ucUnjuCVNxNzAwzDmb7m9x396KTmlgi/uHcn72yoJyfLxbUfG8+Zpw5OIe9X/lfDzXdsdVbUi35bnzopk/FjMrjy8lImlKbWcrr3b3toaomknbYxabyfXXvbkp4zTcV/3zqckpAyTcVPvzubfz9Zwd4DrZSM9vOhS0pwd3OlvVDY5pafbSMcSZxsxTu1PP7cQT7QT8m7IUnihBCDavYEk50ViYSvUjBzfO8SQy0BzZNvWeyv1mT54NyFJpOKB2eU4zvbLZ5aZUdX1HPeX3E+FOUqls4z066W9/wai7CV+FmpRNKueETqlDsFbC+3KSlIjq0uU3Hl2QartmvqmqEoF06eqrqdTGoNap5YaSfVYtywWzO5WDNn/HF0TexhnOi4yMHNN9/MLbfckvYlO3bsoKSkBJ/Px+LFi7ntttsYNy71HnM4O6YTUmJwuSfORJ/9QQL//Q+Egxgjx5Bx0VUodfQX/LbnHiS8dbVTLBxoe+ZvKI8P97QT+q7h3RR4/T/O1T8+JVGhbci89JpOX2M31iVNYYzJeN+ncU2cTeMvru8weVyBK/2QZGWYeBcuPbrGhwLo5obkbVpjVaWv3aLDISL7doBtYZZOwfAdGwVxlepmEUK50RCiXyw/o4Dq2hB//tcBwmHNvJnZfPfLR7/ghNaam3+6ldUb67FtqG8Ic9PtW/nVrXOZP+foO0OO1m//6tSAiq2oZyjIzXbz3eund/qag4eCKbWmXKbixzfNYuqETC795KrkJ7VTgD0dj9vgig7TAbur5nCI1jYrZXvZ7pa0+ze3RFi/uQFDKU6YnUOG/9j4iilxQojBdfo8F01tmtfXR7C1k4z60LKjr+9n25q/vxyhss75yt0agL+/bHHtBYrR+QP7d6y15sW1zgW/fVKnIFtx2ZLOr6ENLam1pnwe+PCZJhleuOfJ5Gu3hk5HtnrcitNnH937rmt2ahN2VFWvYXzq9tagZn81uEwYV+TUazwW9DRO7N+/n5ycxKIpnY2OWrRoEffffz/Tp0/n4MGDfO973+OMM85g06ZNZGen1p4cro6NbwtiSAlvX0vwjafQwTZnGtgnv43y+lFm7+pxaNsivHVNSsImtPntQUlI6dZmkgcRa3Rbc5evMUeNJbLr3cR7UAojtxDPtPkAeE48i9DqV+PPAXgXnNGn7XZO5ANlpCTH7PrDKbvazQ00//1O7Ppqp1kZ2WRd8SXMQmf4qB1oRbc0YuTkD7vpflIbRIjB8eSLVfz1kXLaAjanLsjlkXtPxOsxel03qrEpwtvr6+M/aw2mAS/8t3pQElKNTcnzKWztJMm6MnNqFjt2N8eTUoYB0ydnccp8Z6rdOacX8vL/auJT/0yX4qJzUmtI9Vb+iNTOEA2Up1kp8MDBNr5400Zqap1Rt6OKvNz9w7mMKnLqNTY2halvDDN6pA9PN0doDRUSJ4QYeFprXl4T5pU1ISKW5sRpLr7/KR8uU2H2sm5TbVPyCCKNM4Lo3X02o/MHtpaq1hAKp25rPcL6W8X5isY23f52gvEjYfxIhdaaiaNhT2W7qX8up+5VX8vxpy+GW5fmdqiyTvPAKzZt0ckZhTnwiXMMMqJF4VsCmkAY8jLp9e94oPU0TuTk5CQlpDpzwQUXxP89b948Fi1axPjx4/nnP//JNdd0PgBiuJGElOhTkf1lBJ75W/xna/cW2p78ExmXX9cHR09zcVKD9yXQNWEGoQ1vJiWXXBM67/UG8J16Llb5biJ7tzkv8WeScVniguI/+/0Y2XmEd76L8vrwLVqOq2QCAOFdm2l79XF0WzOucdPwv+fyox6pZJXvTjtSS4dSI2Dby49iNyQSVbqthdZn/oZ34VICK57Djq0I6PGRedk1uCfOPKo2DQZZplWIgffaylp+8fs98Z9fWVFLIGjz/a9N6/WxOyswaw5SruDEubn87+3aeHJJKVKm1nV07ccnsLWsma1lzjf6wnwP3/pS4rP51henUTrGz9qNDeTlupOm/r38v2r+9I99tLRaLDkpn+s+NRGf9+husNZsaEi7PRRKjR0/+20ZdfWJKeA1h4P84t6dnHZyAQ8+doADB531ynNzXPz4W7OYPf3IX8SHCokTQgy8NzeFeeKNYLufndFRHzmn90VoOxvMOBh/woahGFsE5TXJI6QmjO66MRecZFDTaFETrQKSnwUXnuRc65VSfOQsk1c32Byo0eRkKJbOM8jNdI65dqfNm1tsIhbMKlWcfYKBeZR1AbeXp09IRazU7f9ZaRNol3w73AQvr7MpzIG3tmsaowvH5vjhiqUmI/OGzzV1oOJEXl4e06ZNo6zs2FpVXRJSok9FytYnj7zRNvbBPUTKNmKOHIuRm3/Ux1aGgXveqYTXryA+Mklr3HNP7X3Dj4L/7PdjN9UR2bUZANe4aWQsv7zL1yi3h8wPfwHr0AEIBTFHjUV5E8FVGQa+RcvxLVqe9LpIxR5a/nVP9G1rwltWYzfVkXXFl45qmkBo65q02w1/6ip9VnV5cvJK21hVB2j9z/0dDhqg5dH7yPns9zEyBmYVxd6Snm8hBt5rK2udehfRy7htw//eqeed9fWMH5tBUcHRj7TMznJxxqJ8/reqFlsn6mqcv6zvRxB1xzc+P5Vv/XgzG7c4a2+feWoB13w0zTyGdrIzXfzmxyewfWcz4YjN9MlZSUklt9vgUx8ZDx9Jft2qtXXccse2+M9PvlhJQ1OYW79xdJ0EL71RnXZ7Xl7qyKnd+1qTpm1YNmzY0sib79Ql7dfYFOHGH27mX/edjPcoE2UDTeKEEANv9bbk0aVaw+qtEU6aYTFyhCIn4+j/3vKzneli+2sSNZuUgjkTBudv+IOnu3jwVWcKIcCCyYolM7tuS5Zfce35ZnykV3F+8pQ8t0vxnhNTr7Eb99g8uSpxsV65TRO2bC48+eiux1v2p09IZfpS700ONyVPctEadlRo1u5K3q+pDf7xusX/e685bKZCD1ScaG5uZufOnXziE5/o1XGGGklIib5lpL+gtT11PwDeJRfiPWV52n26w3/OhzB8mYR3bEB5vHgXnYt74qyjPl5vKI+XrMs/j93SBGhURna3LpxKGbg6FDzX2gbbRpnp/yTDW1ZH76wSiT5rfxm6uQGVndfzthsG6daI9S4+L2Vfs2AU9uFDiXMrldyNk9TQEFZ1Bcb43o90GAjK6F5vRS/KngkhOnCZKikhFXPDbdsxFHzxmgm8d/nIoz7+d74ynd/9dQ9vr3OKmn/qivHMmjY4tRZyc9zc/cN51NaHMU1FXk73lil3mSqlzZal0Vp3Oq3x+deqMAzio7FsG15bcZhg0Dqq5I/Zye/pEx9MLaY6tthPfWM4Mc1Qkbb+lNbQ0BThQGWAyeNTO0CGIokTQgy8dKNaQxG45/EApgFXnONlwdSju41VSnHFMhfPr7bYV6XJ8iuWLzAoyh2c5EdOpuIzF7pobnNqK/m93WuHy1SUFiVvs6PfzzsbLbxhd+oI1/W7NRee3LM2x3Q2+njxjNTz52U60yUTIUXTHEh9rcapkdUcgOwBXJW9N/orTnzta1/jve99L+PHj6eiooKbb74Z0zS54oorjrKlQ5MkpESv6VCAyI4N6FAAs3gC4Q1vAipeeLz9t9ngm09jjp0Sn4bWU8o08Z15Cb4zL+mLpneLDrYR2rIagm2Y46biKp6Q9LyRefQ3Olprgm8+Q2Dl82BFMEsmkHHptZi9WIkwxm6sxaqtwsgtwByRHLE8cxYRXPMaWIkbBnPsZDzT56ccx7fsfUQO7EK3RMcFuz1OQspOvdkAiBwog3AQ16RZqE4SlEOFTMUQYmA0Nkf471u1BEM2J52Qw8tvHk6b7LA1/PIPezhhZjbjxhzdN1Gf1+RLn57cB63uvvrGMK/8r4a2gM2iBXlMnpBItiilKBhx9KO+LEtzz1/28O+nDmLbmhPn5vK9r08nJys5udVpf0gXHSXlB9s4WBWktMQXr/cUc/HyUTz/alVSt8WZp+YzO01y7/r/m8z/u2kjTc3OqIasTJOmlvQxAuDtdfUcrg1x8vy8Id8DLnFCiIHR2GKzYWcEy4YTprjYvj/5GhK7mbdsePClIJNLDHIyjy4T7PMoLlk8sLfBTa2azfs0toZpYxQFOYlrhlKK7F6sFxSxNE+/bbNup3PFnjYGPnC6gbtDB0a6y+2Rrlw1jZqmVk1hriLbn7z3iVMMyg7aHbZBQU7q7+XiRQYPvGoTjg5+y/JBY2pJwng7tx3QFOXAuJFDf9GI/ooTBw4c4IorruDw4cMUFRVx+umns3LlSoqKio784mFEElKiV3SglZaHfomur4lf5TyLzsWq2I1dX4NuSFMku7ocjjIhNdDsthZa/nYHduz9aY3/go/hmdM30wTDG1cQ+N/T8e4Cq3wPTffeQvY138bMSyxT7p59CsHVr8XbgFK4xk9HZeWitSayfR3W4UqMvCLcM04ksOI5gm88FX+978z34ms3+skcOYasj3yJwBtPYrc04Ro/Hf9Z6ZN8Zm4B2Z++ieA7rxLetRndWJtITqURfONpgoBr/DQyL/98p6O+hgJlmt0qtt/bgvxCHM+qa0N84dvvcrgujFJOsdJPfXgMqzc2UnEoSFVNKGl/rWHXvtajTkgNtKqaIP/3jQ3UNTjv7/d/38v3vzGD0085+inq7f3j8XL++UQFsUCxekM9H/nsO/z1roVJia7zl43iuVer24cJlp9RhNdjYFmal/5bTcWhABPGZXDWqQXc/cfdPPxkBeCMaPrK/03m0vOK48ebNyuXn3x3Nn99eD/NLRGWnJTP1R9Ov9T0pPGZ/PWuE/nnE+Ws29RA+aFASrKxvd/c76w+uHRxAbd8bUanvflDgcQJIfrfoVqLn/+zhdboiBmPCy5e4mXzHovDjTZNbcnJFMt2VnLLGR4DLalp0PzxeYtgNNy9vA4+drbJhFF9c+17eV0iGQWwvRzuesLm8xcrfJ7EOeZPMtiZkkByno9Ymo17NE2tzhTAKSWKx1dabNzj7GcouGyxwezxiWTT9LEGHzwdVm51Ek2zxhksmZn+PY0tVHz2AoMVW53aVnXNCkPpaLxS2NGgoQCF4rnVGtAsmOzUzBrKSan+ihP/+Mc/jrZJw8rQvVMUQ4qOXSQ6XAxC77ycSDpF9wmtfoWsz/6QwKuPYm/4X8qxVNbAr3R0tEJvv4TdEJ2gHX1/bc8/hHvmyX3y5TO0fX3HWXMQCdPy79/hO/ls8PqxWxoh0Irv7PcR3rIG3drkFDU/+/1Oe575G+F3VxGbqxFc9QLWofKkQwZe/w+ucdNwjZkY3+YaO4msj3yxW+20a6sIrng2OlUvzV1GTj401SUNd4js3UFow4r+WSWwj0htECH6Tmdx4v5/HqAuurKc1mDZmsefr+Kh3yzguz/bnpKQAijKHz4rdt7/0H4aGsNonUgE3XHPzj5LSL365mE6XnebWyy++5MtXHD2KHKyXVTVBGkL2Hzuqgm8/EYNLa0RFp+Uz2c+PgHL0nzzts2sXF2HaSosSzN1YiY7drfEj2dr+PnvdrJgTi7jxiS66U+ZPyK+ut+RlO1u4cHHnNiTLhk1tsTHgYrk+RmvrjjMaysOs+y0wtQXDBESJ4ToO53Ficf+GyTQbl2dsAWrt4e58WNZ3PVIGy3B1KlmsSLdw8GLay2C4cSV3Lbh6bctPn9x39yKb9mXetFtboN//89iZqlBhteZBhexYdk8xeZ92ilqPk5x5hyDiKX5y4sWB2qcxJOtYfQIONRubQtbw2MrbMaPVGS1Gyk1s9RgZmn3rn/7qjWrtuvoqCyNUiqeaFQKinKgpjH597p2J8waBxMGpxRkt0ic6B1JSIkuaW0TWvEsofVvgG3jmjIP39kfRLmdmwW7qS71ReEQOthGeMs7qc9lZOOaNDg1n46G3VSfutGKoAOtqC6m6ulAK8G3XsCqr8EsGI33lOUojzf52C2NWPt2pD9vzUFan/07Sqlo8I6Ozlp+Od6FZ8X3i5TvcpJREC8cYldXpD2mVV2elJDqieDbL0fvMNJ3eZt5BViNtckbDQO7Ln1R3KFCpmII0XvhiM1v/rKf516tcQqIn1XI568qjU8VqKwKxmsLgXMpOVwXJhC0ePOd+pTjjS32Mmva8FgYAZwRUlaH91fXECZi6aQisx3V1Yf4+yPlVB0OMXViJh+5tAS3O/nLakVlgJ17W9K+fuPWJjZubYr/HPtSf9OXp/GeMxM1uN5YdZiVq51YbUVXPmqfjGrf7t37WpMSUj3xt3/vjx8nnYml/pSElGlAeWUnczaGCIkTQvReMKz550sB1u6IYBpwxgkeLj7NgxG9cNU02EnlSbWG2kabxlbN3kM6KYGltWb8KIOivOFzc9/Q0qGgN9DU2p3Xaf73rk1LQFNapDhlupEyovRQne506tvOCthZkQhQhumMQPrQmQZTSxKf3/qdNgdqnH/Hfg+VdTirmbc7na2d4uRZRzmA+b/vpiYWYxSK0XnEVw5sr65Z99losv4gcaJ3hs9fshgU4bWvE1r9CkTCYEWIbF9L65N/wm5zlqM2CktSvn0qfxZ4/WCFU45nFhajhlHlT3Pk2OT3pxQqMweV0fkYYR0O0fzAnQTffpnI9vUEVz5Hy8N3o63kufDBt15ER1I/o8Sp2l20YqOzXv43OpToQtLN6ZflRkUves64VwCM7O71cqdjB1o7v8sAJ7HWcWqebWEUjD7qcw4IZTgjy470GEb/zQox0O5/uIInX6wmFNaEw5r/vFjNbXfvprnVKRQxZWJm0hdaBZSW+LCs1MuKUjB9UuaQHprf0bTJWUnLhRsGTCj1d5mMamqO8H/f2MAjTx/k9ZWH+cOD+7jpJ9viowdi7v/nPiyr8y/w7cVGaN1xT1m8sC1ATW3qCLQYJx4nAsXIQm+n+x5JU0uk0zChtWbl6rqUZdUtG8aP7UXhlIEgcUKIXvv3qwFWb3fqQ4Ui8NLqEP98OUgw7Fw0SkcaKXGipNAkHEm9qBiGYvyo4TVFtqRAJb0/QzkjkLrS1Kr53dMRVu+w2bJP89xqmydWptbme2l95/X6OrJtJ6n09NvJcaWplZTrMzi/B0Op9rcT5PTikh2M3vZoSEkyaq3ZeiB9ECnIHuLfCSRO9Ip8Ksc5q7aK1qfup+WhXxJ47TF0KLn3Mly20flH7JuubWPv207Ln2/DqtyHa9LspDEzGsDn3Hy4Js5OqZ6nvH7stvS9vUOR58SzcE2Z226Dj4zLPt1lUi2y613swwejq9I5n5tVsQfrQFnSfnYXdZhSKgzGfrZt7NZEj7hRNKbLgrWxi70yFObYSUQq99P0t5/R8Otv0/zwPdiNaUa4taOtCC3/uR9rz9Yu9wPwLDzLudhGuabMxTO3b2pt9Ztoj8aRHmmjtBDHie27Wvj2T3bwhZs2c98DBwiFkr/Ivr6yNiUR8fpbdXzy+k3sPdDGGafkpfQM52a7yMwwmTM9K75Kj9Ya29Z4PEbaFdqGqisvH8u82Tnxn3Nz3Nx8fdcrjb70Rg1Vh0NYdiK8rlxdx849yV3mNbWhLmsxpdMWsAkEE5/ftEldjzaLxQnTNJg2KZP1mxu49mvreP81q/juT7ZQ39B5x4lzPotv/ODdlLZ3PEcorPnY+8YmhawLzxnZZ1Mb+43ECSGOqOxAhN882sIdDzbzzMpgfDRmzPqydgnraKfpys0Rbv97K7WNNidMdafEiZwMxYgsxagRKunPS2vn62a6ZNVQtXyBkZSAysmASxZ3nVRbU2YTCDkJpNg7Xb9L09ia/L6bWjlyZfIOmjuMqCrO73wBbUjECY8LRmQpyio09z1r8avHLZ5YaREIdf27aAtp/vyiRUsgkeDq2AGjcZKVp85Ifu2pM2DcyCF+fZU40SsyZe84ZjfV0/rwXRAOgtbY1eVY1eX43/9ZIltWEy7b4BQmj31bpt31Lhig7ek/444W925/UbFrK7EPH8J/7kdoe+5BIrs2xZ+L7NhAS8VuMq/4CkasIPfW1UT2bAWvH8+CMzBHdL7ct9Y2odWvEt6xAeXy4DlpGe6JM/v+s2ltxm6sw8grIOOyT2NXV6CDbZhFJShf110DOphmDdM0283R4wlv7jCt0e0FK4xql+ZTSqFtZ9qe8mVgZOcljpE/Ev+5V9D2/D+iCTCFUTAa6/DBpNcD2IcO0Pzv30I4BFoTaWmi+cFfkv2pb6HcHuzmBloe/yNWxR5wufGesITIwT1YB3Yd8fMCCG9dQ9aVXydyYCdm/ihcE6YP+dFwShndauNQfx9C9Je95W18+ZatRCLOykDbd7Wy/2Abt3xlMo8/X8U76xtoaAonxYDYNae+McJtv97FvBlZ8ZoUMRu3NlNbH+Lmr0zlR3eVsXZTY7z+0tMvV7N+cxO/+eFssrNc2LbmqZeq2LClkdxsNx96b3GXI3kilubvj+xn1Zo6MjNdfOIDpcydmdPp/kertj5EzeEQY4p9/OKW2ZTtbiEQspkyIZMMf9c3Gq2tkbSrDLZ0SMTNnJrN6g318f2UgpwsFw1NkbTHNQwYVeglw5/4ejdrWjafu2oCv/3zHjROUfnikT7KDyVG2yqlsG3YsqOZ62/ZhBX9fb/+1mEqDgX43U/mY5qKA5Vt3HLHNnbtbSXDp7j0/GL++9Zh9uzv3rS7tzfU85vb5rFlRxNTJmZxwqycIT8aTuKEEF3bfTDCXf9uReNc0/YeClLXbPPhs728vCbC7ooIllaATkmc1DVp/vlKgEyfk3Rqf03cUGZh23DNRV7+9nyIfVV2PJnx3w0WuypsPnepF49bYdmalVssyms0ORmKM+aYZPo7v7ZELM2rG2z2HrLJ9CmWzjMZnd/316LGVk1LAAqy4ZrzTA7WJuozuV1dny8Ydj6ujqmeUIc+grGFiupGDUa0jiHOlLrOpgSqNKOzpo4xOG2W5n+bnbO5DMjwQUsweSVAy4L91Tb/fF3H27VpLzS12Xx0qVN4vLLW5rEVNrXN4HPDydMUa3dGpxVG43ysJImdJil1uFHz8bMNquqhJB/GFA79a6vEid6RhNRxLLJjXTwZBThJqYrdtNx/m1OgmthTyVPWYnRTfTTJknq5tKoOENr4JmTlOEmWcOyLr0a3NhN86wX853yQ0MrnnGLZ0T/Q8LuryPzY9Zj56SvXBd94muDK52KNIbJnC5mXfwHXBCedbjccxqqpxMjOwxw5psv3bzfWEtr0FoRDuCbPcY7/9ktYhw9h11bFu2DMohLM4nH4Tj3/iMkoALN0sjNJ246OkFIKXG7MDisLeheeiXVwD+Etq513k5FN5uWfx64up+25B+K/l/iNnsdL5vuvTVm1zjNvMa5Js7DrazBy8wmXbSTw4sPx52M1qNreeBLaTfdD29j1NVgH92IUjKLx3u85ySqAkEXw7ZfjGX0nKdn1+9aNdTT/+SdOu90evAuX4powHVfpFJQxRIdWd7e3Qno0xHHq+dcOY1k6nkzSGt58p4EPf34DdQ2R6DZnqL1TnLT9EHzYubeNmVOjU/Y6XEPWbW5iw+YmSkv8rN/chG3peDiqOBTg4ScP8qmPlHLXn/bw6DOVzmh34IXXq/n9HfMoKkiflPrFvWU8+fyh6JQAeHtdPff8eB4zpjh1/w4cbGNfeYAxo71HnC62v7yNF16vImJpzlpcSH1DmEefqWBfeRvlB4NowGUqJk/MZNbUbK760NgjJqMATpyXh/77vvjPhgFZmS6mTEhuz5WXl7J9VzNvrXFi8sgCLz+/ZQ5vvlPLr6Mr1bWXk+Xm1htSO2muuGwsZ59eRGVVgLHFfv7z/CHu/+f+duFfoxTc+7c92O1+37btjJDbV96K12Ny1RfXEYnYaA2NzZq//uvAEd9rjFKKbTub+fyNG9BAZobJRy4bw/zZucydkTN0V9qTOCFEl97clFi0ImbFpjDrdoRpa/e1UymnTlBSnAB2lNvMm2imJKc1sGl3hG37LYrz4UC1im8HqKjRrNpicdpck4dfi7Bxtx09B2zYZXHdZR4yvOn/Lv/9hsW2/ToaJzQ7D0b47EUuCnKc/avqNbVNmqJcFd/Wmco6zea9zsjhuRMMqhs0a3ZaHG50akehQGnNqBGK0iLF0hPMIyajACaXKFZsSf78cvwwosOg13PmG1Q1OAXJlYKCHPj4MpN3ttu88W77ezjn+Ww/XLYkNU6ds8DkxKnOKnuFOfDfdzWrdyQSTzraa/TKBp3UoaI17DkELUFoabP54wt2fA2k1iC8tjH6/SDahsT7UXQcJaUU7KiAbeXO55nhhSUzNeOKDEoKUovhDxkSJ3pFElLHMLu5gUjZeqcY+YSZGB2SPB1rGjkbdTwZFd2Q9tixmw9tWc7Vo8NugecfdJJM6Qphaxu7uQ5tWQRXPh/fBkAkTGjNa/iXfyjtOYPvvJLcNqUIrn0d14QZhDatSkrkeBacge/sD6S9eFm1VTT/7acQCoGC4KoX4+9Dx9qinHZZVeXYNRVEdmwg6+pvYhxhlUBzxEgyLvs0bU//1Sl+7s8i45JPprxOGSYZ770a+4yL0YFWp76W2wOjSzHHTMKqOuDUq/JnQqAVo7AYo5OEmJGVGz++54TTiOzaTGTXu+0/PKz9Ozttc+CNpxPJqN6IBZZwiODK5wmufB6zdCpZH/o8yuXu/fH7mKyKIY53FYeCvPF2HQo47eQRlIxKTvKEI3ZKj7bWOrpqXsdra2L55th+WoPfa6SdCvDDX+3ENJz9Ih3CkQKqa0PUN4Z59JlKIL5uA80tEf7zwiE+9ZFxKccMBq14Msppg/M/TzxXyYwp2Tz85EF+ff+e+P5Xf2gsV3+oNO1ns21nM1/41gas6Gfw90cOxHuf240Hw7Jh+84Wyna3sGJ1HX/4+QlkZ3b99WrGlCxu+vJU7rhnJ20Bm6ICL7d+YzqZGcmv83oMfnLTLPaVtxEI2kwozcDrMfjwmDGcPD+PPQdaGV3kxec1aW2zmDQ+I2l0VHujCr2Mio4su+KyEt5ZX59UFF1rzbp3Gzud+fHr+/cQCdtOLUWV6Ow4Ym9Fu+O3/2+mpdXiDw84SbnTT8nn1m/MxOyi7tZgkTghjncHD1ts2hXBZcKCaW7yspL/W7es1KuA1prWQHICwbZsTNNIqR9kWVCYZ6StKXj/s8H4PbzLlZxEMQyob9HUNGo27raj53Xa0tgC68oslsxOvR42tmq27k+cLFqRhLU7bZYvMHlxTYRXNzjHU8CFi0wWz0zf0bC70uZvLyUC2Bvv2invI9bZcqBaU16j2Vlh838XuY+YlJpcbHDRKU7tqIjljLL68FmulOukz6O4erlJdYMz+qoo1xkJe/Z8k5njNLWNmvwc5zOPWDAqr/PRWSOyVDzhddZc2FulqW5wfo79zvZ3sV7R029rbDu6r0rcL/ZE++8LrUF4cZ1GYTF/kuKiU4whmZSSONE78qkco+y6Klof/BmhN58itPIZWh+6k0iHGkauiTOjI56if9jx4qYJ6f7o49nsaG+47+wPpm9ErIZSR0o5xcIj4UQiqt1rdLCLof92h7sWrSESwW6qp+25B5O6Z0Jr/5uclGknuOJZJxml7cRdTjR5FuvlTzyc53SglfC7b3fetnbck+eQfd2PyfniT8j+/A9xlU5Nu59SCnNEEa7i8fGVC8GZiueZcSLu0im4CotxjZ3caTIqhdaogmK0rZ2pftF7gPj85fivVGGMGIlZMgG7vqaTQ8W6P7o4X/tKh2lYB8qcVfqGIGUaKNPsxqPnl8pf//rXTJgwAZ/Px6JFi1i1alWX+z/88MPMmDEDn8/H3Llzefrpp4/2bQnRLVt3tnDtDe/y+wcOcN8DB7j2hnfZviu5xt8Zp4ygfd+FoWJxIXkYf8eezvjS3thk+E0++aH0I1Yt23l0DDW2DVMmZCZqSSkVf2gUzS3pa0xZtk69McJJrO3e35qUjAK4/58HeHdbE+nc+7c9RCK208Z2BdhTJxgk2nyoOsjrKw+nPV5Hy88o4um/LeLpv53CQ789kemT09d6UkoxfmwG0ydn4fUkrkWTxmdy9mlFzJqWw6TxmcyZkdNpMqojDZSWeNHajnbCRKeFKyPpu4BSMHNqFuPHZlBeGUj6RfXlTcEbq2p5+qVDfXa8vtRfccKyLL7zne8wceJE/H4/kydP5tZbb00ZMSDEYNq6N8KP/9rME28EeOS1AD/8cxOH6pKvv/OnupLX/yERF2K01mhU0qjM2H/rpqnIzzE4c36HjstoQiMcsQlHbIKhSNLfh2XDmEJFIAi2rQmFLILBCOGwBWgCnfSzpuuPj23fc8iOJ6PAuTI+9ZZFdUP6v8vnVlvYmvgj3Z9vxzWKquphZ0X3/s5PmmbyzQ+7uPHDLr5wiZvC3PTXXaUUI/MUo0cozHajcIrzFbMnGBTnG4weoRhbqLo1Ogui9R4zOm9n+9/F5GLI8ikaWpJjQ8qot+jvvf3vv7vW74Zt5T16yYDpz/uJ44F8Kseo4IpnEtPxtAZtE3zt0aR9zMIS/Bd/CpWb70wpK54Anq5X2Em6eGiNWTwusYRlmhoi8QtR+4tTVl6iOHfHldnAaUfsFKEAoU2rCK55HfvwIVzT5qfcubhnLMCuq05NbqEI79uBVXUAHUmut2G3NKbZ/wiUQoeDR94vvrtCef3pk3qhIJH9ZUQO7kF3TLJ1g91YR+RAGXaaVfbann2A0KoXo42IJqI6BgcFoDHGTiS8azNGXmGn70F3VeWw/b7RZFdy0gvQYNUc7PR1g6k7BQi7u5Rrew899BDXX389N998M2vWrOGEE07gvPPOo6qqKu3+b775JldccQXXXHMNa9eu5bLLLuOyyy5j06ZNafcXoi/85s/7CIft+BfpcNjmN3/Zn7TP3BnZfOdLkxhZ6MHnNVg4LweXK33yyelltrFtO1qg3EnmzJyahdtlxIuYdvwiGrs+te84HFvip6XVJhLRmC4jXnMCnLbOmZEd37ehKczTL1fz+POHqG+IcOLc3KRj2TactbiQvZ3UOXpnQwO79ramFOE9XBeK91d0l1IQCHT/RYahyMxwpY0TTS0R1m6qZ9vO5qRV87qrojLA+s2NKUXJtdbcdPsWnn65KtpmI/ro2Abn5nHujBzefKeOiaX+DjdWPWtTchxK7gAzDNizf2gueNJfceL222/nnnvu4e6772bLli3cfvvt/OQnP+Guu+7qp3ciRM899FIbdrvFF4IheOK/yTVR5012c8VyHzmZCq8b5k3uZNpyrPqDTjwMw7k2jBtp4nErXG6F6VK43EY0prRP+mtCYSseX4ryNIcbLAylCYctbNsZiWRZmkDQYsKoxN9kY4vNinfD0emFNqPykm8nbA0zxikO1aW/rpWV21Q1pCZRWjqEle5eFkM9KMhuGAqvO/31pSWg2V1pU1nb8wQPQE2jZl+Vpi2Y/FrL1vz1hQhb9nV9zNhiJMUjNNvLbYryuj5f+0RlbMxsd6+cCjjcSWJwsPVXnDheyJS9Y5Ruqku+KmqNbklNXrjGTyfryhvjP7c++jusfduT9nF6vqFjv7Bn4TLMKfMIPPv35FFGSiUNx42v4DNjIZGtq9EtDYTeeYXQ2v+ClVqYVXl8gFNYvOWBXyRG7xgG/gs/gVKKcNkGlOnGe8py3HNORTek65HWhFe/Snj1q6jcAjIv/zxmNPHiKpmItXd7yntKfFypN0vYGtfEWWn37wnrcCUtD92Fjq6yZ5ZMJPODn0N5/d16fXDVSwReeyzaOAP/eR/BM3ex0+5gG+HNb8dnUXbWgx0bzRDZ+BaRjW+B24ORPwq79lBsB+d43Qxuac8Tn8mhiewvQ1uRlPpXgy62DGt39gMaG5NXRvR6vXi9qUncn//851x77bV88pOfBOC3v/0tTz31FH/84x+58cYbU/b/5S9/yfnnn8/Xv/51AG699VZeeOEF7r77bn7729/29F0J0S1Vh5MTLrbtbOvorFPzOevUxEpon7nxXXbtTXwLb59Q0na70VEKrr2ilBNmZvOPJyrixUvTXV9j/3/O6QW8uqKOQzVh/vZoBf96+mC0jcn7+aN1mg7VBPl/N23mcH0YBbjdipu+OBm/z+Sd9fVk+E2u+eh4Tj+lgK1lzSnvzTRN/vpIJX99pJIJY33c/q1pFIxwRqvOm5nDnv2t3U5KKeXcOCyc1/W07u7YWtbEV7/3Lk3NTow8eX4et31rFh539/oR7/3bXv7+iNOV7HYrvvuVaZx5agEAB6uCrFpbH21z+uMlrumKh5+s5OEnK8nKNBlV5KWyyumYcZmKiNXDjF3qmQBnisc76+uxLD30pu31ME5015tvvsmll17KRRddBMCECRN48MEHjziaVoiB1NBsJ31TtjXUNaX+3S+Z42HJnMRI/5vubaShNfl6b9saZ9ZdLGYoXKbB+8/0UJSn2HHAwhmpCW63EU92tGfbmpkTFBt32hyq1Tz9ls1r6yMpiSCtwYzmxSprbe5+tC1ez8rrhqvO9/LWNthfrfF74NyFJuNHGgRDqe/N7Va8uF7z4nqLMQVwxVITv8d5D6UjFVv36463XO2SXcnPKcBlwvhRvR8TsuugzYOvWISit1JzJig+cLrZrXp8WmueWmWzpixa5sQFHzrLYNJop12VtZryw6mjl9tLdBJpXn8XwCbT54yUao7mLA2lsXXqQWI1pRKjqY88+VsDOw/aLJmlOr2/GTT9FCeOF/KpHKOMkaXJVxFlYBSmnzJhNzdgHa5ER8K4xqUuVa2jxb2NUePwLDqXjI9eT9a1t+A9/WLCa14nsnVN2uN2HJYZKdsQPaHt3LVEOhlLGx0xFHzreeyG2nbbbdpe+Cf+i64k98s/I+f//RjvouUopTDyCvEuuSD2ZlPb0lhH65N/jv/sPfVcXFPnJXZolyhpPyUxvqKd14//oitxjZmYvs1H0D4gtzx6H3ZTQ3xKXaRiN4H/dW96VuTgnkQyCkDbtD33IFZddfTHRCDt6mKtY4VQ4gcOY4eCZF3xJfznfxRz3DSngHt38lHtA23HkXGxXZrqaX3uH2jbJrjmdVqfeYDAG093PT1zAKROz+z8AVBaWkpubm78cdttt6UcMxQKsXr1apYvXx7fZhgGy5cvZ8WKFWnbsWLFiqT9Ac4777xO9xeiL0yfnEn70eOGAdMnpZ8afKg6yJ79bYQjNief0DHh4lzjXabB7OlZfPqKsfz+J3N49L4TueKyEu5/uJw1G5vS/k119NoK55pvWU6SorUt/QjScNi58PzxHweob4wW1AUiEc1v/7af2741ixceWsLj9y/iknNHA07dpvdf4PzbSR4l13zYXxHgZ/fuif/82SsncsLsxHt1p8mnez2KEbnONJPcbBc/uGE6E0q7Ob26A90uYXfDDzbHk1HgFGZ/8LHuFRBfuaYunowC57P6/i+2U1fvxNxIJH0SqeOot44j2VrbLDL9Jj+/ZRbX/99E5szIIivz6Bes6PjfwO79bdz3972EwzYPPVHBT35dxt8fOUAg2PNRxH2pp3GisbEx6REMph9ZvWTJEl566SW2b3c6AdevX88bb7zBBRdckHZ/IQbD2JFmUh1mpWD86NSLodaa6nqLgzUWlq2ZPs6FZdlOJ4UNVnREkMdtMGWMwfvO9PL1K/zc8kk/p85y8eh/g5TXJK434bCd3HnR7lwbypxroxUdudUSSP9lNVab8PE3ggTb3XKEIvDcqjBXLnfx7SvcXP8BN3MmOLFg6hjFvImJs7lcKinBU1ELz69JXEMvPsWkONFfE7/1ik9QQeHzOsW5AbIz4OPLXeRmHl1CJfaZRCzNg69YhK3EOTft0aze0b1Ogo27dTwZBc5n8vDrNuHo7ynW15CoF5h8/ti/YwtixLQFIT9bc8VZBucuUJQUOqPmOtP+2nmkT0Rrzd5qWLlVE4po/rfZ5slVNm9ts1NGOA+0nsYJkWyIDVcQfcW75ELswxXYh5zpFyo7D9/yDyfto7Um+NqjhDc6N73Kn4XvwisxisZgVye+zCqlnNpO1Qcw5pxK8LkHsBvrMAqL0aE0SaXkroHYURJFs9tfrU0zOuk6WkTEdOEaPx3ASUZ1nFYXbCOyazPuybNTTutbcj6ucVOdFf42vIldU9muTTb2of3x4nrK5Sbj0mvQjbXoSBirch9tT/818X4Bo2gM/nM/jDmqFIzU1T+6I7x7C23PPoBubsAoHI339IuxD3eok2FrrMp96Q/QgXUozQ2J1oS3vEOg6gA6FETlFaI7qQnVKa2huR7yCgg8ep+TKOrB0N/4tD6VGH3VMZkV3riShnffdhKO0c8ytOUdsq+6AXWEqaL9RnWzRyM6imD//v3k5CSWj083OqqmpgbLshg1KnkRgVGjRrF169a0h6+srEy7f2VlZdr9hegLX/rUeA4cDLD3gNOVOa7Exxc/OT5pH8vS/Pg3u3nlTSdRNKrQw01fmsR/36qj4lD7G23tFPfe3coFy0byvTt3UVsfZsaUTMorkxPP6VbWAedPMdYbnhh1lRitadvOPpl+k3kznSl7FYcC8S/OzhRBTXlFK1t2NDFzanbKOf7fpyaw5KQR7D3Qxr+eqaL6cGI6m2XDlh2JaWMZfpM7vzeHisoAlq15a00dd/1xd9Lxpk3K4iufmcz4sRm4uzl6qaNX/lfDnfftpKExzLTJWXzgov/P3nfH21HU7T8zu6fdlt57g0AgJBAITSBSBAQ7ChYQfUHfFxHrq9hALIivKL76vij8FGwI6kuzANKRDiG0JCQkpPfcfu9puzvz+2N2dmd2Z8859+bemxDO8+Fwc/ZM3XP2+515vmUm+EnjdaxZV1tI2+q1PbBouKEABCl1z8M78crKbjiuSKK+uy38/lQyTIWWkJgBm7cVMWFsFpd/fwVK5Xjy3r4i6oF9652b8ae/bhGhmhYFOPDY0234+fcO6ff93WP0UU9MmaInyb/iiitw5ZVXxop/9atfRVdXF+bOnQvLsuB5Hr73ve/hIx/5yECMuo46BgTnn96A//5LD9q6xDM6bbyFdx2f1cqUHY5f3tmD5W8Iomj8KIqPv7MRy9c56OwJhYRtUzgesGknw8I5HNff3oPeAsecKTY2tyV50fBAZxAIgkjItjBZNiH61oISoLmBYPIY8Uy2doUnh9o2gWVR7O4GdrQzjBtBY32ec4KN+TPFKXuPr+AoKeJYJieXaMgS/NvpNtr8VIQvveHh0Zd1Im3yKIIzj7IxrFF4lvYHL6xheHAZQ9EBpo4BDpxE4ERSLIID29tra29bGwclegLxkgM8/zrDuu3Cq6sxCxTKoR4w6Qkpvrk/DsaB1m6gIcvxp39x44EmUYj8YsmQd0yWefglhodeEn1ZRJB+b2zjOPfEvZjwvI96og4ddUJqPwXJ5JB73yXwNq8BL/TAmjY3SIrNOltRfOBP8LavDzO1EgJe6EHx3t+j4aNfhrP0EZSfvV9vlHOUHv4/CMnDA4LHiBgpxcPrQCA97YMWwX3tBXBHHNVqTT8YpZeeAG1sAW0eIal5ren8HTeg4b0XITXrkFi39uRZsCfPgrd9I1jrTo3QIrmmWC4lMkyEMFijxgPMQ/HJe8G72gAQsNZt6L3lJ2h4978hpXpT1QivdTvyt//SD2fkYK07kP/rzcaypLHFeD2KwGMrgtIT9/j+rv5mbtgosI7WRFfbYEOoOdFZyP/5eqBcCEL+ajw8KQSvEuYn82X5ZVjbTpRXPIfMguP72NHAoNZ4blmmpaVFI6TqqOPNjJHDU/jF1Qdj6ctdKBQZFi8chgY/FG7dpgJ+9Mt1WLMurxEbu9rKuPaX6/GLqw/Gr2/bjDvuDQl2ccYEx09uXC90CgdeWdkNQnSZEIb06c9e6OAZntbHGMEZJ43GfY/uAvMYAILFhw/Dn/66FaNHpjF5Qhavre2F6zD/c8ADcMnlr+AnVx2Cww7Wn1dCCBYdNhyLDhuOZ1/qRmu7E/RLCDByRCpWftIEEU49ZWIOHII02d3mgBBgxepuXPzll/DjKw/BgkP6Hqq3YnU3rrz2tUDNrX6jBz/+pflE1NEj08brUYwZlYEpku6Xv9uoqdTxY7N++F10uR96uka/K0qAy771qu9tQBEmg+kfQn0R5gdjvmOY53/fr63pwVNL24OQw6FGX/VELYYLAPjTn/6EP/zhD7jlllswb948vPjii/jc5z6HiRMn4oILLhiYwddRxx5i9HCKb1zQjBXrXTDGcehMGyk/n9G6rS5+d08vtu32wCFOwWOMY2cbw+2PFPCNjzfj9keKeHalA+o/RxyC+Lj1gUIgi1asc5FtsCHy1ukeOIHssXxPJQ4QcLG8p9zXE8Bxh9p49jUX4vBvjrlTLTz8ootRLRTjRlK0d3uwbIp02grWv7/8u4uLz7QxfmSclJo7RfT76gYXOzt06dgccYIlhGCU/8ifNN8CpQzPvsYEmQNg/Q7gF3938cl32Bg/En3Gmq0Mf3smFOobdwFbW5mQmopo4gBaanTQbW4wG4buf0G9RtCcA/Ll8HswSnsCgIWklOcBf3yEGUP1grEmrAOizZreqySX5/8e3thOsGkXMHVsYnODir7qiTp07NeE1NVXX43bb78dr732GnK5HI499lhcc801OPDAA/f20AYdjDGU/nEzvA2+Rwa1kD7mTKTmLUb+jl+Cd3cgECvKCpX3dsFZ9i94OxNCA1SPJc5C4smywsVrJGwsUCiEiJAyv4514EK4G9eAOy4AcfqG98Yr8OB73FAbdMxksJ2bYsMoPnmvkZAChFeS1yFzSoVmg9wpCacB+kgfegzKK5fCk/m3fIlXfOTOfhFS7vrXAjIKgLhf0rc2ogQyR5ykvWeFXhTu+yPc9a+BpLPIHHs60oceDXvmwbBnHQJ37avSnQBoHgF0t2tagne2huQQIUZiSrV4BF5wbdtDBcVRW1D3noBQ8GJ+EDuo3n9N1oo+WDRGjx4Ny7KwY4fuCbdjxw6MHz/eWGf8+PF9Kl9HHQMBx2X48ndW4dXVwvMmkya47JNTsXjhCHzpO6vQ1RPPy8EYsH5zEXfetxNr1pufXeZ7SBJCgpAKAemuzsENh0pIWcQYByEchFh458mj8dhTu+G6IrcI58BDTwgTMGcMTQ0WpkzIYu06PT8U48Atd2yJEVISjz7Vio7OUqDCKAFACC65YGri/SKE4INnT8I9D+5Aa7sjkudykSPjht+vx//+4LDEukl48vk2UEqCcAPGgEKRGUXvh86eqL1vbSvj+//9Ol55rRstzTY+9bGpWHLsaJzyttH4+4M78MrKbliW2ByMGZXGrtay9n1u31mGDLf0Z6jNVf0rUSgx5Islw+j6hsBbOaqHIDcq+h3o6o7nmxwy9FFP1Gq4+PKXv4yvfvWrOPfccwEAhx56KDZs2ICrr766TkjVsc+gVGb44R+6sXmnBwKCXBa48J1NmDyG4id/7NK8hxzHQyZrw3UY3tji4l8vlrB5lwt5mI56UA6hBFzKPQ6USgyWRY0HOAgyy68PcdAFkydJE2DJ4Wm8tA7IZFMoFl0UCh7+9ZKIysjlbIwZYWN4E0PRE8+olDUeA55awfDe4+PPN+ccL67lwm4PBOSPRYFTFiSHKlNKcNJ8Cy/4oXMcfugeAx59xcOHTuz71nvVZsWbyTcYl10gytgQAhx9kD6X9m6OO570sL0daMoBpx1OcMAkikVzCF5eJ078k203ZIC86vhMgJ4iD43UFaCKyLwMiFFqhbpETEI1eCS1bT6hT5+vWreQkAlmSDAI+4m3EvZrQurRRx/FJZdcgiOPPBKu6+JrX/saTjvtNKxYsQKNjY17e3iDCo2MAgDmofzEX1F65j6grEgblRzxV+blZ++Hf2ZreF1BjFG3QsFMCAGXRAn0RabaX+b4s2BNm4ve5df4bUSsE5SAMxcknQHJNYIXIqEKJf2EDwl3wyrk/+8XUBez1oTpyC55L+wJ04x1tLn1dsfmy/LdKDx8O9zVLwG2jczi05A+ZHHVtoidQkzMKl5M4j0BHTUeViQ3Vf7um+BtXitIItdB8YE/o/jAn2HPPRy5d14Ad+2rYB27YY0aj8Ljf4sfcy69nwI3pwoWCHUTEGuo6jRrR9QIDwCcwZ48ewA76SOo3InWUK5GpNNpHHHEEXjwwQfxnve8B4AgiB988EF85jOfMdY55phj8OCDD+Jzn/tccO3+++/HMcccU3O/ddTRF3DO8bkrX8OqtflAVhRLDNf873o05jYgbxaxAIQYv+lPMqzb9GCL9yrRQQLjgGyDxuqEBgwhJr948TSMHZ3CXfeKUzppJNSBUIqevIuFh7Rg4+beIK+UmB/Q02smMR56Yje+fW14eAe1KI5cMByf/uhUzJxW3bzc0eVoYpxxoK2jjGv+Zw2efbEDuayFT310Kt62uLpHTyZt3oBpNmoCHDavBePHhQdfMMbxn99dgXUbhQfbrtYyvnvdGnzvp2tw9qnj8F/fOAgPP9mK3W1lzJnRiB9eH/e6ihI/SZZqqcdF+YFRChWt4pHwEEr1UxWHHIOgJwAgn8+DRkI8LMsC6+vRjnXUMUhgnOO7N3VhR5vnbxE4evPA//5fD3JpEcpGLUEuME+E8DKPgVDhEH/3v4qBrLRsCpLSCQp1b84YS5QLkoyS9aSeoDbFhadn4IHg2dUePI+hWNDlfqHgojNFsejAlJYzCQDAgZJjlmnPrWb4u+KVRChw8FSKkxdSjGqu/qwXIqnjOBcn/d32iIMNO0Ui9XcutjFzQnWCwrZ8yet3SwjADVaLg6fqp/G5HsfvHvT85PJARw/wp8c4CPFwzEEEnziN4pX1goSaPBq47VHpLqw06pNVMnSyL9CW+5yDEgL4SeulF3R/TgbUqvhDsii0XF5DjkHSE28V7NeE1L333qu9v/nmmzF27FgsXboUJ5xwQqx8qVTSkk9GT9R6s4Dle3QyCgqJVC4FVorgMxYlInjodykqx9tREBVQhBBwX9okCa/yC4+Cbng9sQ258GXdbbBnz4fz6tNauJ89y3zaXWnZv2IeSN7OzbDGJ1u9VdhT56C8e2tkPkB52WMBl1T45x8Bz0P6sGMrt3XAAuCROzQCUFp3SLYRvFyEPXkWGs66AOpJR7xUhLfpdUOLgLtqGYqZHBpO/WBwrfDQX2LlTKEWUQQEVDUvqKT9Zl9AlDHJ/ghB7rQPwZ48UzRfKsDdtEZ8v1NmB6ctDiaIZYFY1ZPy1lJGxRe+8AVccMEFWLRoEY466ihcd9116O3tDU7dO//88zFp0qQgKfpll12GE088Eddeey3e+c534tZbb8Xzzz+PG264oe+TqmNQsb/oiY1bioKMAhRnWfGw9xa4cD9PIKt1Tl0nD8wQHrBSlFSqo8qu//vHdqTl4pqY9QTnBDt3l7F44Qg8+XybdiLe0YePMI7mL3/bpr1nHsPadd01kVEAsGDeMDz0xG5wHnp8dfUw3PPwLr+Eg2/+12p89ysH4vgjK6+Q33HSWNx828YgkayK5iYbpZKHIxeMwOWXztE+276zZPRQ4xz46/07MGJ4Cp84N9R7+cLqWFlTXpAkXdyfTUMlRPWTuV+RAPnyz84JEsV3dDl4ZWUXUjbBwkOGIZPpf1L1WjFYeuLss8/G9773PUydOhXz5s3DsmXL8OMf/xif+MQn+jvUOvYR7C964vWNTkBGAbrMyJeAVMaCLY7NA+cc5ZIggzhDLHeQ5zJYVsQrUuYIZEqeqBpID7XM4686cJjYziYlti47DL1FC1PGEGzZHeY14gBmTzITQk+t0IlhzoDWToZRzbU951PGEqzfERqEOWPY2SFO9QOAngJw8z9d/NsZNqaOrUxKHTGb4rnVqqtWuEXL2IDLgIOmEJy1WB/bjnagw5B6kHPgyRUcLQ0ERx1I/Wtcy0kVQhJItemASluG0LiR6PMQKy/GE+oJ1YAj28nYwHuPo2hpEOW6Cxybd3NkbGDaWDIkJ7cOlp54q2C/JqSi6OzsBACMHGleIF599dX49re/PZRDGhBwzxUEhuuATpiO8vMP6p+rmwnDol6GtFXtpw8LUlOLYhz+wreYh/vGqwgEtVEJEVjjpiC35L2i/OsviavNI+BuWYfC/bchc/xZoDnF203mxFLBPAAc5ZVLUXz4DvBCL6xJM9DwzgtAm4fDWbUMzqplALWChOrhLADulBVhKJovPvkPpOYfA2flUng7N4M2D0d6/rEgqTDHB801In3YcSg/95A+K0LQdO5nYY01n3oISmP3miiS231juV4+kwN6Os1tVZHBwhOt+vcqibTqPrv+34RywYKDEqSPfgfKG1aj+PjfgWKv9r2RlhFoOu9zoC2Da+4gkVO2KpXrCz70oQ9h165d+Na3voXt27djwYIFuPfee4PE5Rs3btQs48ceeyxuueUWfOMb38DXvvY1zJkzB3feeScOOcQcllrH3sObVU8Uih5eXNEN1+M49MAm3PSneFh2kNuAm/QE9oiU7otlVYqC3e1ldMjk3oa+pYX9wFmN+OR5U/HtH6/Ccy92ghBg4rgMnnqhDZ3dLj5x7pQgNxYgNidRSELorvu241e3bES+6GHR/GH46qVzMKzZxj0P7cTTS9uRzVqYf3ALHnqiTVm0E+SL8TZ/8dsNOObwEbj3kZ3YsKmAieOzeOfJY7Xk3GNHZ3Dy28bgvkd2xlTXb356eGLeqFQqblkON3rAk8+3a4RUNkNRNIxRO8VKNVRp16kxxHLPoGzUDPqf+Jb0Cz80BQ89vhvX3bgG3T1iY8x9z99pk3P42ffmY3hLhSOcBgCDpSd+9rOf4Zvf/Cb+4z/+Azt37sTEiRPxqU99Ct/61rf6O9Q69hG8WfVEvsiwepMLAoLZky3c/a9isFaJ5naybAuey+G5LlIpKtZ1GRuey8AS5IVKRFg21cgp188lG6/DwTyAWmY90trFIc/hpAneJ4xxTBhFcOQBFv74iIvNu4SH1YhG4LnXPLR2cbx9gYWUrXoXxdtxPTGeJ1ZwPLmcwWXAgZMJzlpMkbaFV9W67RzZNDBrAsF6NRMDgRbeKHHPcx7+7XSCZW9wtPdwjBlGMH+6frLf6GEEsyYQrNkWkdcE+OIHrMRE6dW4jzVbWUBIAcIb1Us41FQkmK9hG1Cj15P6W6B+HVOQRrCtiITrBWMmBCfMB55/3cMdTwBFV/NfwMSRwMfeboXGrUHCYOmJtwoIH2iz1z4Kxhje9a53oaOjA48//rixjMmiMWXKFHR2du5ziYy5UwLv6QJnHor/+A14l58ziVph4mjEySjALNCFl5QiHVQo4XcmqA9XIDxMXlU87IOOmQRv24ZwYJb5QW688Ouw/MTjrKcT3b/7EZDvEaYKQkFHjUfTR78IYgtutfzK0yjc90dlcAT2AQuQWXA8em/9qTpo0FHjkFpwPEoP/Fmh6rVZCFASW6iTVAb23IVwXnpS3HPOQEeOQ/rIk0GbR8CeNgeEUHit29Hzm2vEd8K56HfMBDR97Msg1KwpOGPouvHb4EEeLAA0VNx01Hg0X3h58FFp6SMoPvR/5rYSNyyh1UHG4CcHcYf1GGMxbwq1nGg8uX5045HsxUVgzz4Eje+9OGFQAl1dXRg2bFifn1FZb9vPv4KWXPUT/roKJUz4zDX7pCyoY2jxZtITvXkPbZ0O8nkPV/xkLVrbxWo4nQJKJcU6LeWeZn016AlTWG/wWTXCgsTkj+qiGXrpiE8oAebObsSqtb1wPaE7qGXFVBQhBHfcuADNTYKU2LytgE9/9RXkC544lY8Ahx7UjJ9cOS9Y4P/xzi34xW83KG0A7z1jPA4/dBi+cc2q4LpFgUMPasER84fhV3/cBEJCVRGNqjIlKh0xzMYhBzTjsWfaYFsiT9TcOU1435njMXZ0Bocd3AJCCFas7sZ/XP5SoCIpFV5YP/n2IYlEXqns4ZyLnkdHl7rDkcdKixC/n14VEtq/umUjfvuXzcH91+Uwi7URJaoGnpASfak/KJKQWyM+Fqk3OM46ZRy+/B9zjPUk6nqijqHGm0lP5IscPQWO9i4XN96V93MGEaRtoFTmQm4SBCF5nHNQK36aWTptgVCCYtEB98yeTpYl2kqlrNjakHnx9ap81hkTeaOkp4va9qxJNtryFjyPw/UYOjtKMeIikya4+lNNSPn1t7Z6+MVf3SDHIQFw0DSCj54SGgD+udTDE8t1ubdkgfDCUROMEyK8kxqzHM+u4sE1SkSOKnWOJg+uUS3AiBaKDTvDXE4zxgHzpxOMbKGYPFrUX7uN4ZZHlH4hQvTed1wy61QoMfz0TibyTUVAiKj//uPD+n9/zsMLa+ShIvCzt4RkEYEM30OiwbuSXVq2p5aQoXvi33FSSmoJkwoiJHISr0JEqaTUcQcTvP2wyuxcXU/sXbxlPKQuueQSvPrqq4lkFCBOQkk6DWWwwT0P7utLwVu3gwwfC/uAwzVvGxXO6y+i9NBfANdB7JGPkFExzxZfmcQ2HVK6qE+waKSqXyWXcd+EgETKMCb9dhXiIdMArs2tQrhAqQDuOiB2Cu76VUCv4vbMGdjurfC2rA08m1KHLAYv5lF69gFw10Fq9nzkTv2g8MJRcluJutvE6XSmuRnCB1R3YjJijCCjgOCee7u3o/CP3wMA7JkHo/F9n4I1ajwaP3gpio/cDtbdCWvidORO/WAiGQUA5Zef1MkocSPBLUsIZstC54+/AFAK64DDQDKNIGMmgrftBHddbejRjUWgZLRC/p9avKUYF8RhEoGlXiO1W0pMDXm7tlUvtqegpLZjWusx33X42Jt6olRmuOvBdmzaVsIB03M4/W3DNG8bFXc/sAvX/25zQOaoKDsAsVSrqDhwolq4BKFUHEwBaM96mIso8oFaN9auLixk3hxZbvgwGxYROTAC/RJ484ZtpVMUbZ0OslkLKZviiefa0ZsPQ0wYB15a0Y11G/OYNV14037oXRORz3u4455t8Bhw6gmj8e8XTMd//e9aTU14DHhxeReWr+ry55lstzGR61Mn5fDYM20AxDwAYOXrPfjudSJ87tQTxuDrlx2Agw9oxg+/MQ+//N16dHY5WDh/OC775MyK38Vtd21FZ3fU3M79sRF0dzs49UNPIJWiOPltY2BTiumTc9i8veDn2lLJQfW+RnJ/9cGzTSKVTsMpJ2WXDTeUUZIrqmeDGpFrwQaJE7yxYQgOxajriTr6iL2pJ9yeHmz5zW9R2LgZLYcvxIT3vzcw2kZx//Nl3PN0GWXHg1NSXGMoUHYJLMVjyE5Z8FwvOMEzWC/6az3X9UAogWVReJwZVYHnCfmSSluxZ5wQ30uKEp/4kKHjogzzGOzIPEa2UNgpQfYTQpCyLdg29fsJZXUuTdDRzTGyBbAowStvcMgzlgAx1BUbOLp6OVoaRaWTF1K4nkhsDgCLDqA44RCKPz6iuxBxDry2icOLhJLVEHwAABjVQrFupz9Hv866HcAb2zgAD4sPJHjHIguzJlC8/zjgX68ylBxgziSCUxZUlkuPvRqG4amQZNOuTo6r/+QibQGHzhDjHtkkw/x0eRa847GPtDJJ636djFKJKMUgFWmDECIOSQFAqP99KU2r6olG9jAqKbV7KCJmh0BP/OAHP8Dll1+Oyy67DNddd12/29kX8ZYgpD7zmc/gb3/7Gx577DFMnjx5bw8nBu6WUfr7r4F8p7iwcSW8119A+pTzgHIJpHEYSCYH5pZRfvIfcF992kwVRxBdvOnZ5RAIFN2LKmZ+TiSi4hMJiaUATFdKnHMg3yOSlKveXIyD2DTWVv73PwKyDWh4978BnjlBLVeuE0KQOfLtyBz5dn0atm3eJ7mGRXM6AzhOKPk4AKKcFZHKwJ56IMrbN0ZHEjb7xgqUX34SmYVvgz15Jpo++qXwlnTsRnnjatBsI6ypB8Q8w7ydW2KebgBgTz8I3vYN4Dv8Uwc9wFv+bNh7hc2kGsph+izYTFFFkUSUDvM8bRNLFKtEZPpavaBvJhVObTkCrJFDcHar6vJQrVwddexFdPV4+MxV69HVI+TCv57vwX2Pd+Jbn5mInl6GcaNTaMxZ6M17+OnNm/DIk23JZLCiG4JLlAKoolcUwkAlpWshnk3ekdIziyvuRuI6x+7dHtraSqAgYH4fBBxqFlzOOYolDx///CsYNSKFH1x+IBw/7CM6HDVHE6UEn/zwVHzyw3puwXQ6vpgkAByD6sllKQpqCJwvL+V9GDEshTkzGvHiq8kr4fsf24XjjxqFJceNxlELR+CohSOCzzZuyeOZF9oxakQah81ricnMtet7jXaB448aiedf6sCa9SJxSKns4a57dyjfkdTTDFGvNZnbQzMg9RGpTApOKZmMqpxzTPeUq5afjBBgyqSc8bMBRV1P1PEmQXnnTix97/tRbusGAOy4+x/YcdffcMh//xe87m6kx08EzeVQ6OrF3/60Ak+1TYKTbtLIKDVFhfoeEAdAxNI3cOGtCO6fmkcAO0XBPC7y/cTsvaGc0Txj5FKSKV4yXBBhFhdtUj9igTMGEIK8Q7FplzjplPqJzxtyNnp6deNsTxH4wS0FjB5GcdFZGWM4HiByMUlYlODMo2yceZRexrbiNllKERB14TxFWTfIy0T8U0/DmsObgJEtCAgpE55ZxXHAZIYZ4ykOnipeEjs6OHZ1MAxvIpg0Ki6zt7eZw9wOmgKs3gLs7BQfuh7Bs6uiulw3AgDQ8jdV9IRSlLD2U4kYHViFdYNpXUFI2HGc4AoPRIliRFNiNwOHQdYTzz33HH75y19i/vy+n/r+ZsB+TUhxznHppZfijjvuwCOPPIIZM2bs7SEZ4Sx/KiCjgocv34XS3b9EsHi0UuDFAni+tyYyqiYo3lIVvWPkw6OajoM2hMdM4oLREkdD8GhQsm+6sGcdivRhx4KOHIfCX28Ca90OX7uFpuhSAfm7/h8aP3gpYKcEMeWHv5FsDvZE/Xv1dm6Bu+UNkGwOqdnzQVJp2IcsRmnpI+KMbt8ibM+ZD2LZcFa9oEmw9KHHovziv3QCTJrGAfBi3j+JUJd8mvCkFrxWNXhcwHn9JeTvvikgm6ypB6DxA/8OYoWPIm0ZGf+OKUXqwAXw1kXyR9UA3QqlTimubPSKCDZZjLEgJbGpbNQTL+bppv4+DNYVzrge8pLJIXvy+6tNbY9Rj/mu482C39yxMyCjJDZvL+Pib6wP3ucyBD09DoqFYqIhoZoXVAXjZ4AkUkq0j/BirI4e/h14a1LbD9kQ8xMn8vlhGpTj5ONG4dQTxmLG1Bw++62V2N3mBO3Itto7HXz9mtX4zn/OwU23bQrEM6XAmFEZzJiqJyxf+Xo3VqzuwcgRKbztqJGwbYp3nTYW9zy0E5SErv9nnzYOW7YX8cKrnYFY5hx435kTcMsdW/TbrPy7vcPBn/+6LbZAVmWhZRFs3Br38LnnoR245uevB2M46ZhRuOKLc7XErOPGZPT7DyCbpVgwrwWPPR3xsE1MSi69COR3F/dY6gtowpHtEka9EDFk6OEc0fIMIp+VJP1sXPzRaX0aY39Q1xN1vFmw9nvfDcgoKR+6lr2E5R/+ADItGZR7y3BIFusaDsJj8y9DOZ0FCmWN6JfPoXFZmLDjZ0xxDuEhcUEpMZJS5ZKHTDaMFOBcJD2XSGdsEL+u5zK4HkOpJE70a2hIg/r7DtdhsFMUoARHzCI4aCrFuOFp/OCPHgpFId9sm4L63jXt3Ry/va+E974tgyeWh/qUEmDscILhEeJiww6O7e0cwxpFrihCCBYdQLFqsy4rj55LsHozx86OUHcwEBw/l+Jfy/V9gprXqbsAPLeKayfImsRuaxcwY7x+7enXGO5fFo7jiNkEZyzSQymHNxFs3BWSUgRAcwMwohlwWcRIFOncHLYvGpGliHpdXpCRJJJ48tvmwceicBIZVYshJCSjRKvyZ6l6McvmRzQCb5s3+LJ5MPVET08PPvKRj+DGG2/Ed7/73f4Mb5/Hfk1IXXLJJbjllltw1113obm5Gdu3bwcADBs2DLncEFjVagTv2K1ZLsVF6F4mngOSssFbWsC6u41Z55JPyKk2AOG1YmjQdw5SPK2ipBSlomZUGvgPnCQqiG2FuYokPAbWvgPll5+ENXIcWE8HAjJKtgmI/op5gDM0fuDfUbj3j2BdbaCjxqHhzI8BdgrOGysAtwzW2y3yKfnzLo2ZiIazL0Tx778DXFe039iC1Mx5oCPGgPV2A1YqJJ9yTUgvOB72zIOR//P/VLlvPPBkCu69lI+MwRo5Ri/uOsj//bea55O38XWUlz2GzKK3w2vbicI/fgdXekh5bnBfc6d+UOTOqoCk7950PSmnU1gIuvnDf69ZrOVPxv8NVMozom1gASP5yQkFyTUiffCRyBx9mp6sfrBAqL4Qq1Sujjr2IjZsiXudRJ/fQonDStlosBuR7+k1xgzIDUXSoqhW212iW37Ey8a/CM6ZsiAVl6miJwDAsm0RAq56anoe3thYwF8f2IGZUxvQ3lk2kh6MATtbyxgxLI3vfXUufnLjG2htd3DAzEZ8/bNzwBjHk8+3w2McGzfnccPvNwZqa/5BzfjSv8/C1T9bK8IuODB2dBrHHDEC48dkQCnBSyu7gsS5Y0en8b4zx2PWtAZc9RPziagSnItcVCJXia7nPY9j8gR9LdLR6eCH/7NG++oeeaoVx/1rF95x0li8vq4HV//sdWzakoflb9ikYfYrn5mDFau6K47HMMIK64TotqNKS0yfX3Dd1xcy9XBgxIoW9dciSQQZIDwOhg9L48y3j8W575mExoYhWMbW9UQdbxIU1q0DoUB2eBZW2hKkTcGF53gotBfg5B0ARUxtfwrnbV+K2065CcXM8Fg7Il8oiRAllfcTJmmRVIUzjmLeDdpPZyxYKerLS5HQm3MO26boLblB457L0dNdgmWRoG3LomhqTmHNJg87W4Gp4yy4rp/TKuJB43kcW1s5Jo8h+NBJNv7xrIt8EZg2juCDJ6ZQKgNrtgjvqh0dBE+sCCdwwCTgxPkUdz/pwfPENmdEE8EBkwnSNsf4EQTbFI+k0cM4Fh9Ekc0w3P9C5XsnjC9hJAaRpI9/YWQk1VBbN9fIKABYuobjgEkcsycKEurvz3ro6FHs+xBjPvtoimVrkx0bkggh6YEkh8UNX7jveKsbv6H/myjVTHclCNFL+Dzsn4fvlO0lIYJgbGoAFs0WpwiqyeoHDX3UE9GTNyuF+V5yySV45zvfiVNOOaVOSL0Zcf311wMATjrpJO36TTfdhI9//ONDPyAFnHPAKYmHqqcd8oHSntQE0MZGsMgPOXRzN+Rg6JuRMwQh+jAY81NN+VctK/g3IQTcdYPQC1P+hxihYVHwzjZ4na3w1q8UD2ncKBrOsVhA6dn7ATCkZh6E7NvfD5LOoucP14Lt2hqXjoSA7d6Gnj9eBxTyCHw98z1wlj9r1pSFHvT8+vtoeN9FINlG8KLhvFQJSsGZF3MbBQGsKbOQPuw4cdsKvSi/8Ci8th2AU461wVp3gpdL6L3tv8F7u0H8jRssC5kjT0ZqznzYE6ejvHJp8lgMEGSgDvV3Er0m3sD47zDsk+ufqcSjJCJ9r4WYUlNvkcEjz5o4A80f/lxtkxsoSM1VS7k66hhiMMaRLzJ4Hkdnj3+cNo+HvpkWkNlcDsXeuPeNqiOA2qyRfUHMxV4SX4SAEiJCf6M6ShkHj3htcsvC5m0lbNxawrPLOis+ipQAO3YVcetdW0EIwfFHjsBnPzkDjAH/9uVXsGVbQZM7cqivvNaNf7/8FRSKMh+iILfuum9HkLdCHevO3WWc++8v4MdXzoPlJytPAiGAx8ykz4lHj8SSY0cDAFrbyrj9nm1Yvymv5SIBANsi2Lg5j/aOMi77ZpiwnRCRrPej75+C448ahVnTG7G7NSlcLnGEqL5I8AlMXom8QmANj16LNs+jntZ9wNsWj8SVX5rb7/r9Ql1P1LEPgzMGr6cHXlHkXM0My4KmwrWZnbPhFuNxx5ZXxpKXrsU9i78XXmQuGLfCcCoCzTOz3/sJA4hvnUilLZRKXtC2C8C2GVJpC07Zi8sPDp+IF+PyPIbu7jIKBUForVjvgVDAImbdmLaBLa0MT7/GkE4RzJlM8M6jbPQUOH7ylyIcZsGy9FPuCCFYvQVYs9ULQrgZEyf8PfOaIOKjfgK7O4Fr/+zggtOqHHUHQHqVqTmzRMfC82nGOHGxvYfj+dUMuzoNxiCIXEmjWjj+8LAgzWSpTBp42zyCAyZTjG4hfn6qWr9MQbJx2Ql0w5I6B/jXRU4v4SGnekVpIZpVe+0b1PJHHkBw2uE13PeBRB/1xJQpU7TLV1xxBa688spY8VtvvRUvvPACnnvuuYEY5T6L/ZqQ6l8y5cEH27UZ5cfvBIq9PgMuj3mowU1ReilJiIBk4wK/aoJqFYHpWrwJnFkICU/Zg8IpiGBtfUNh2yKpNmAke0wklXDBl95VXjBuufiVPaYOOxaFv90M7ntKud0d6L3tZ7CnzwXbtS3SnyIVOYl7FlF/oonrcI78Xb9C+rDjUF76SGTuSiU/I6L0DlLnmDv5AyCWDV7Mo+d3/wXe1W7ujDPQEWPgbVsP3tMZ3h9//LR5GOyJ0+Ht3ILC/bclezQlIFpS/Z1wzsENQe8V81BppCmJfaf+pBDfluhlouE+AOBtWgMv3wOrYSiCvf3xWJYIK62hXB11DCWWLu/FT27ahp68kl8JcRLHtKwjhIBG8r1JfUCkO41ss5/kQFS/yJxEQR8IxxbLVcV44B0VH3v8msdkvgkgjOiOWy8+ePZ4/Od3VqJYZsJjancJ6zcXMHNaY4yM0scO9PZ6mleoli/PcI9dD/jP767E6UvG4O8P7Awr+jXUtpPWIp+7eBYoJWhtL+OTX3oJnV2GM8EhEqJPnpjDsuWd6OlVDy4Rp2BNnpDDrOmNeHlFJ278w3pDCzJ8IvpdV9Il8rsE7Ew6+L4814ObmLAcQdjlYOHhJ1vxDZfBtofOG6muJ+rYV9H6wP144/vfByvkxSNLACviGVQJo1pXAcxD2u1Bo9OB9sZp/to/9HaVIXfS+cOUvUPzkoG+vKM0DKlinghPU8kex4knQHddDsbcRA+rKOQ2SvbPmdgeaetdv8BJC23cdJ8Hebh4Ry9HW7fwIvO4jVRKzFvPO8hhW0TLPcWYyJElt28yh5UKxwNufcTDQVMoVvrpXznncF0eBJNYFgkMIepWUP59x+Hi87ZujhvvEYSYSg6p931kM7B2G4/lyCq7wPiRBKNbCF7fyvHc6ogTRPR+apEU5jIyKAT+WIjidMAY175jUZ5odZUsHwOOF9ZwnHb4IDWegL7qiU2bNmmn7Jm8ozZt2oTLLrsM999/P7LZ7MANdh9E3b94iMGLeZQf+TMgPW9Ur54+EGgkmwXS6SB0L8naXHuD+jBC7youpUzNhBkAzZ0yyStHboyEYCV6WQBkxFik5h+D7BkfAzwPvNCDMIkHA+9uh7d9Ayrn1OL6i+rEUUygyzEyBtIyQp9HsC3xtf6w0YnSlGZFvpLy8mfBu9p0banAmjgD6cNPSNgocRG6B6Bw/20iwb36HdgZ0AnTwQkVSSB9K3yln1HMe8Gi0QLJlZVhJTRu/C7UhUDQb8L99zavrd7/QEK62NbyqqOOIcKO3Q5+8MutGhkFAMSwejRdk7BTKT8MjsvCIs9BBeK5PzCRQ0ljU/tWZYNJTgSbCcbhecxf/IdlCDhmTs3hfaePw5VfnI3NW4vIF1mwWWIMWL+pgFVremoz0EjCy9JDCZN0X7HEcMDMRhGO6MveaLji+DGpxO5yWWETvPOe7ejscsCY3Ojp/R2zaAROPXEsymWzrpMnYf3g56/7J+iFaGq0Me/AZiQJbvPvQCcW3bIb3HdqUVgJJ3YNBCqNR/57/ebCoPVvRF1P1LEPonf1aqy54luCjAKEl40jZJFX9uCVvdi6Oypj004vZm59DFPbX0JHg++xQUQ4dZgHyP95K8+mb5P2/x0xTirtUyrC/oj/1/Y9t0Iyp/KatVY1RYgI9VOhEkWTRxMcN8/CJ89IY9126bUaltu4k2NHOwvG50a8XhkLk5GLMfHgJD/ZhueZjQ/5EjBtnKjDOUOpxOC6or7jcJTLDE1Zsw6lJPRQe2olg+MiINKiy+350wnmTCQoO+YbavlhkHc/zcBBfEOVIAlzKWDSKH+uaiicwagkEdqm45qeqmH3CfUHEx4jyJcGKN9yreijnmhpadFeJkJq6dKl2LlzJw4//HDYtg3btvHoo4/iv//7v2HbNrxBNgANJfZrD6l9Eaxtm3aym55bR2GFAiQsIjMZoFjUksJFcwPpFaB/lsB/6HUUUkqOSrkWDRvR6qkkFBdWeGKFyUgDjyJKwV0PsITWIP7R43Bd8HwPskveh9KT98BZ+bz5PjQOA7DJ+JmxvMlLK0LTc85AQOGsWhbO2bDQtCfOgNO+KzZ/e8ZBIjE5IE4TVO6HRPqY02FPmAZ7+kEgloXSS48HG5nAiymdRWrOYeCeC2/nppj2IY1NSB24EN6WdcrgAZBks4c5RAb6dx99nwRlcRPSkFDeR8vrH2i/fa4WGkLUSLTWQzHqGEqsWFvQrLMBiPLcqIi+9T9PZdMoF0qi6gAmXJYbGy2/YA0hgEmeQrI9zpg4xYmHSVHF2Inw5pSbI/8+MNdBueTg0k9MxzX/uw5PPN9hbH/s6DQ2b62RxEjw/GQRlwA5xr/dvwOkAhExb+4wbNu5C9Ev6fQlY9GQEwaHzm4HYYJWeT+BT58/DbOmNeLIBcNBqegriuHDUjhqwXAUSx62bC+Bc8XNC8DUSVkcMX8Ylq+qdO51XOhr32P0+6bUWKdSe3uOsM1CYYgX4XU9Ucc+iK6lS7XHjFgErMxQaC0CAGiKwi144B4HsQA7Z8PO6B4cHMDbXvtfPHj418EgyH8rwfvQ85hP7EeJH8WtB3Ltj4CEUstFw5tlVZNqkPKG0rBNyxIn7XkR737LEgbjIIm6HBcI0imKhhzBu46zcePfili7DUilaOxxHd5E0VVKllyMi62KEjgSQ1Kwy3OrBHklPaO0dhkwaTTF6i2A6ptAiEiWLu9DoRRPC8kZcOZRBKOaCaaPE3rjpXXxGYxoAiaPArrzHPlS+LkgFimmjuVoyhFsaQ2dAoKtqQ9VqqtklPo3vA/V5L/Zu3sgIEdSKBE0mFMyDQ4GQU+cfPLJeOWVV7RrF154IebOnYuvfOUrsPYjr9w6ITXEICn96Yg/tNEFviIC5IKfi3K82o+6L+tFjU+KtGvoh3ueCBVUHgYuc0z5dThj2jmo3PPMDyzx6xIlMIJz8N4usI7dcJY9ahwDaWxB9u3vR8+WtUCx/xZTLT+S/D4yKbCt68MBmupJK7Gin+3pc9H4/k8HZewps1F66l61M5BMDtmjTgFJZ/ypMrivvxxI/8ASPXYyaGMzCg/+xU/IrvUOzjmKD91uGlnNc49X7WNdP5GJ3AP1tefo5toeN7VC6UEApcrRMFXK1VHHEKEha/i9+TI7WMRF1INE1CpJaFzmBmX64JUriRrOOcDiocMmIoqDg3CiCQbOdCLL8zwtbJB5UhfETwGV5TghIOBgDNiwuYDN2wu4/1+tfjigvlOYPCGLL35qJj75xZdRLNZCZPBQH6hzp1T0rxDxDTkLa9bH83SpyGVkuEr4ZZ18/GhcfumcoMyCQ4bhrvtCsolSYPTIDD74rkmw/Q1dT6+Ll1fGSaUF81rQkLPx7WtXAZB9cZ8kY+jocvG7v8SNNiqJJgmwmkmkmn438rtDzOjTNxBNT9gWx7TJQ3woTV1P1LEPwmpsDAyVxBIhuV6Jwc5ZsGwL+d3F4DMQwMm7sNLiN5pqSiHTkAG1KbyyixanFZxzWLZY0weeqz4DwjTRGTVIIxiHKhqiiaT7ckC4+igRQpDJ2kilwrE5DoPnirA72wpD1CkhyDWKtbnjiEEzDmzZzbG1lWHlBg+UEqRSoeED4Jg8muJdR9u44R7zIPW9WvJKl7EwvS61BMGXsQlau8yEnEQm5St0ZT9x5Gzg7YeFN2LaOIIVG1X9DowZBiyaE+7D2ns4dhtsDzMniHt619MRw4qYHHZ0AKu3xMlCzmVqWB5br1fDYOaqrATOgbQtTkYcUgyCnmhubsYhhxyiXWtsbMSoUaNi19/sqGvPIQbPNgDpHGT+JJNV0sg4S68mdY2czkDk0yCxEIzgGiUx2TlQ4RrcdcHKZXDHAXecIKeSNl6tAkJf02BaPJgDEBkqoSBWKhgzbFvbWPHG4WCt29H0yW/Ann0oYGKKIw9+1GU5uBfq2AFwalVdczurXvAJtnC81sixAOcoLX0EhX/eBnf7JqQOPSacWbYBDe/7dEBGQc7aD80Lv2MC4p8yV371mVjfnFLwjujR3sGnok0irdgJpeS9UH9TNIxlrwnE76/GfGUytFAdg4Q1cx7osJE1djxAqIdi1LEPYvRIG9mM6k6o/FPTC9DKmCyOqXQ6Lu+jhEsVyDC/ALUk7vTHxzkD8zww37oe96yNLoI5mPSURVxmy/FLK3guS4NDUgkhMYvhyGEWduwq4Xc/OwxHzB+mJ+iV81NDl6VpONIfIAgxdSyC/6p8H+95eJc2T0KAKZNyKJUZbrl9M350/Vrsbi3hpGNHBXVGj0zjB18/KCCjAMA2nBJkUaC5KQXXZXj4yVAfyI1AJkOxdXvR+FXLMEO1jv65qhiUa5zDcz1fdybJRZVMpOJV4yI8tA0JPaZvggjesWQsWpqTwyAHBXU9Ucc+iPTEiYCd8skCQThlh2dAKQXzPWxTDTbSTSmkG8WLe2Kdl23IITc8h3RjGg0jG3Hsrju0vYcMlTbBaHwwqBTXiZIfSe0Bdook7tOlHVslN9JpC7mGNDIZK5IvMfSiymZTSPkheA1ZoOh7BjHGUSy6QdggYxxNOQ6PUVz6LgtTRtMwnaCif5injkEnhlRYNoFlC51JLQrQynw8IcDL6/xoDcW4O2oYRckBHnuV4e/PeuBgmDUhrDeyGfjQCbq+sw3bIEKAbIogXwLW74x/nklxdPRGfBS4yAQr5xZEbvhji+4jo/o69luS91B6Q/fFGNYPHH0Q0fTnkKCuJ/YIdQ+pIQTPd8P55++AclG5yJOt1wHMrk6EELEi7eODvUeCQArj4NhmPWxLS5AblQXBPEk4Dsbj5XxkT3hXkMcJUsD5XkmcMfBdm1D4668BQpA++nTQ0RNQfu5BxUKu9lfjwlui0OuTWQrBJuvJ8uWSfylQXSgvfw7u1o1gOzeJ8rpZCakDFsCaMA2l5x6Eu3ktSK4RmaNORWbREpSe/qc2bm/janT/v++YfYMzOcCNHO+tEGPKZAEIyxlB3MrBmZgX8TVPX4lKbbPAwwTv0ZxmYljh986V7116QyT6QA8mKKltc13rBryOOvYQW3aU8fWfbEZJzQPBxfNTUXYnfCRJ5n7L/cjzLBeYjCV7G6kbB85RsX9KKTylLUlcaLybYWMkpfpl/zYLk8Znwj4phR0k4Hbx8mu9+NJ3VyFlA/9+/jRMGJ/FPQ/tiuQDqQGG8Xf3uH6uDKhqQINI8RDqIM6B2/+xFY882YpNW4oAiYu+05eMxZSJOfzmT5uwam0PRo1I42MfmIyzThmHvz+ww5ezAOMEDz/Rildfi+gCiNCVXMZGsZiUgLzSxMWEVN3O/Cy5LHoQRlILfpJ7TeeYlzLRisootC0SACTm0RpU1PVEHfsYupevwIp/vwTc82BnLTCXgaYorJQFr+QBILAyFEQhsgklIBTIDc8i3aIYewGMIB1IsyJcS+Q/raQvKqYH0crpCdCDtV4Ewh6sh7JJTyOZn8rzeEDK6/mnwrFQQoLDDqTMoVR4Hb1zsY0xwyWxJfImFQvCktHYaOPVNzy8stZDOgW89/gU0jawchPXjB+iTVUP6qSUHH907et4vkcv50G9iAMuGBN1LDucz+PLGZ5aCXQVANXJVC7xjzyAoDEHPPSSh50dHMObCI4/mOCAScDrW8LynImQwdWbvdiWkxCz5xqNODjo8wrJJxVM0RdRcKX84FJRon3HfD7I4GKI9MQjjzyyR/X3VdQJqSGEt+5VwClFrkbJkQpHVxgWcySTBfcTGiYRAXr7kjyofdwx+JKXAH7oRFIxAk6JH3gd8VRSErHFQz8osu+/GKnJs1F66j6AWAAPjzznijeT/Hf5ib8rGoH45AgXSXVFzEAykj7zTzA071gSKpWLYDs2JBZxXnoCrLsD3hvL/clSOKteRNP5/wnS0ITyqhfB27YL0rJcBFPJSwXEc40jINKUpA1Vbi6kS3Wo2YJ7X2XzlwRNIQW3XldWxs0oCctLeBtWwt2xGfa4yTX3v8cgBDVZK4bQ3biOtzb++UQnHEOeCe256qP8tlIW3HL82O+aYFhE1kJcR/NLmQ0BUhCJ/0W9mzyRJdbYfipN8V9fn4dZ0xtx022bYFscrhdukgIvK0LAGEOpxPHT/7cu2CBpw+G8KuGXTKgR33JeiTTUr3V1M3R1izBz07387Z834+UVXXhpRRe4rz7/9Uwbbrz2MIwbk8HTS9uwblMRpTJDb95DvhAPWecc6M0nf+emfnVZrRBDXJB7UmBHvZZMc1SvqRu1aPievGdh6HxkEpFh3v/Yblz00ekYN3oIk4PU9UQd+xi23XqrbwDm8MoMIOHJpYwxpJvS4JzDztDA28l1GDgTBxN4ZQ9UCQ0nhGBu6+NYPuEdFfutREZF38ty0iuVUsDxyaS4Poj35XkM4FToAX8OqbQlTuVTkEoRWP7JfdFIkUwKOP8UC8MaCR5f7qKxMYXeXifoL5ezQQgF5x5s37Ppr8/4+xvGNQ9YzrmfPYMneMbGT5YLxwIQCDIqmvA76rUr73GPefkf4L4XOF5Z72Fbm7+cJhyvb+H4xGkUT7/GsW4Hx852wONAyQF2dfpL7wgpVSwDoOF6Xb1/SeC8cgYoOQdWQacG/WDPSapoG0+9xnHcPI5seghlcl1P7BHqfmNDCO45iK2uqv4u/UW7iWgAYGUyIvwr9KtMfLCDxV4NT74pREJzs5TeMIa6qhCjlqWdbEd8Ait60pO22WoejtTUA9F7289Qeupe8FIR3HXBXVceYyFyU3nMDwGEHwomjo6VmxBNmCbcPzkXE9KHnwD7oEXVblWfEZBRgDBNOGWUX34S6UOOQuMZHwZKhdiYpFcRZxxoGg6k0n3qk6AyURk6gtWoFtQ9SNyIHX7XMctKRMnxUHERQvbCKXuk9lcddQwBSmUeRMJqiPMEMRCYvRxT6fSen4zme8SCc7AKJ7uYNikVySgAlmXBsmhMblgVwrymTcrhgFlN+PRXXsYtd2xBueTCc124jgPPdYPwOh7RE0k5PABofRs+NF6+8NypOPaoEWJe0vMzVlSVf7Wdcvji8q5ADXgM6Oxy8NC/duHd75iAz3xiFgrKaYKcSw8DFrymTc764Sq1y67q4j9ubAjnYVwNKPXiGx7VS7Y2iJu7dl1PjeUHCHU9Ucc+BlYsaswCdzmYy0AsgnRDGl7BRSpraUZHO02RylootBfQu6sHnhue0s05x5L1N2LW7icgIxJ0zl48vyw48TR+yIOiIgKZ5DoMnitkMfNPpYum6Eh6ajgHXJeJtpjwaCqV4rrHdVmgP6IqY+IoYEQzwf/+zcGTK8T9ampKo7lZvGybolz2kE5TpNPh/WLc/DiLk/XCexE1wKrJ1lXDyGlHEEwfH4oJSgWBZlmhB7P4rG+RClvblKUBBzp6gTVbORYfSHHiIRSuYtOR34uKyaMgDMl+BplatgDVbGLheGojo7T9gXodyb+NpLaA0Aeho7cPlQcCdT2xR6h7SA0hrImz4C1/CkDUwtgHGKhkmssKFtq2QEplxE5jU0mfGqnomEAkBERhxFXXSxOppF6L5Y4gJLS6BxIyvB905Dh0/+o74N0dWvmqnjs8WQAGpMeIcUCHHkRNLBpYbYmv1ESsNIHbsVtbfA8KCFBe/ixKT98fvFf7i23wutpBRoxJbk96QgVN6WRQ4u8uiWE0jNfsnqWPW2u6glVNLUNHjq1hAAOIerLaOvYxLDqkEfc93jng7aYyKXDOYNk2ysVSxZWnJmuJ/kybnl9iUVGH85iMqUZGyWtxT9nQuMIjod2EAJMnZvDhS15Ae6f0zQ8FU1XyvYqcmzk1izc26uZpInYRQk5ZVjhPQrB9hxqGr1aKXouHP9YMAtx61xb8z83rfIeyaH5Evfj6TXmMGZVBvsD8KRPl3id9R7WsSeI3MPzOo8oh3p66DjHOv8IaRfYzaXw9qXkdb22MPOEEtD7wYLC5JdTP+cSBVGMKAI8dIKGCOQz53b1oHt8CcMAtOiAATlx/E1JeCeM2L0Xxwsvx1LKyQsAoh08wQaBY/qmoZnVCwJifZ8/lsGyiLv9BqFiuBt5Giq5J8gT2HA80o29dOZeJtwEo+ocDaGkg+OkdLoplwHOZTyj5p/L547ZtEvNSqrRWFuGDFGOGcWxr5QG/IIg6oFh0YVkUbhB2z8G4ha68JJyMzSLZzN83PPAix93PeDWJ8427gGwKKDphjiixb4vr7b7oq77sbrXT4vtRHzDvl5qHWE3U9cSeoX5XhhB09CSkjj0bsOz+kVGAkVklhII2NIBmshVjU/eIUFEFhsE6mrQBqejyyaTCIRod7m1aA97dKeZqUUESiWDyGsbJYpsn7V53GDL6QXhyqYltCSFwlj0mTtpTT1aiNmKiso/eSjEwJuYbDBpxck3+058ab98VbydSR67r42GgA4AoX0nNi54ojCGj/r/pqHGwp88doAHWCGrV/qqjjiHAokMa8akPjUEqNbAEOKUUmVwWdsoWsluc9xwrFxAGCTASzozVZPRL0ntJJHZgiFAsx6IswePPtKOjyxVWcUsktqWWpRtA+r6qBQBBRkXH5BtXqBJWSAjBb/68Ges2FZT5caRTRB8zJchm4seM9wWMAW0dZYiGa1u67W4TZJ30dZD3Lvx3uPEKCaXaUH09UcG+HVjs44eMGAk9WY0zzD+oGdOmNNQ8zgFBXU/UsY9hzFnvxLRLPwNCLZGeQubo9EkoalWXEeXeMro2d6OcLwlvKc7RzLpw8oYbMaXtBZSUPDzCG8jcTqKRMSKAmafrFs5CLyK1rUph6dHLgSFbehupnzGGl97gKDmCJCoUXJTLHhzHQ7nsBfOR3lVRWIZ7SIggpByHYetuDtflwb2hlMKyCJwyQzniyfWPpz2094htjHSSsSPNc2ZOSh7MM3qfudnrKS/tTb6qqCaqi46uE0xtyjFUC9VTUas22dOVjiTR1N/h3MlAY3aIPZHqemKPUCekhhjWtIOROecLgJ2C4mCIios3FdWIrArkSC25LSp2LXM3yaO3IwtJk6tpIvEmyymbn6Cu54hx0WjYHapLVpDYSUhgzA+BYcbxqIJMDydTT0HkIODgbjQHGEAnTIM1q/Lxm9bMeeZ+qQWe9L1TG8g1xciovmwWCXRLT7+J0KAxw0aE1GY9CQjI6BDkT6GnS0/4PxQgNLRqVHrVT8WoYwhx+tuG45YfzRxwUgpAzZsVFarcMMoQHi1rPkWnWjhCjJwgCE/+jMCPNol54O6J4SVYcCevyGN9eJ48PDacd6msb0YoJTh60UgsPKQlQgCp4wYWLxxmHFcmLXIAyoS62mcZgqZGC4neSBFEQ6l13VeLfiDGOSTVD+4pM3g5R9/K9YBR14iLW3eI3FlDirqeqGMfAyEEkz9xIY565CGkGlIgFoGVscR6zBOhe4DBKOtDesGkW+yAxJJGWYt7GNHsYsT25bF6JtAEY3HUOMyYDNvjMm1gQIQHJJRpjaj1FfdkcsuukTATuaEAx/FieadkYnR/dMZ7RKl+eDchIl8VIeH9M+WMEvJRl78ekylpSRCuF8sYTASRMlE5bDpcu/tbL84xYywCMkq9Vyl5WLdhjZ1JASkbvlxV2uZA9IZX8uIabNS4E9bKRkP+CIDdndVPwB1w1PXEHqF+V/YGmAe4ZUANqgoeqBoeRUMRGe9NM2ldgvowe6YkWyEilc3DSLBqSwY9cVEfNKCMXVkgVwxnqMpHkUByc8/zs9cCwUSjZJXaJ1eFv79ItyiIbSlEWHwA3sbX4a57DXT89MRhRXMjBYrAdZNPl+Mc6fnHBX33Nba8otea3Oj5r3hoiQJlcxD9bpI8o5IWQUntAgDKRZReerLW6Q0MpKmqllcddQwhunp5QLrsKaLPbaYhq34Y/LOSB6OG2IJXOUVNXKhZVkmywnS9P9DqVRpC5NnmjAe5pqpka43rCUpBbd07SzWMcA489nQbVr7egwNmNiYYb4DVb/QaHYFLZdNaQSBtU7z9uFFG5+ha5XL4+0haEhL/M7nJFcaayqGcyo2s9HviUMiq0LClr4nC97vbHDz+TGvCOAcJdT1Rxz6K8ratoASwMxYyzWlQK1ybWWkreAyZxzTCnRACp+ii0F6EW3Q1AzAhgviZ8psvY9rIUiJBIckY0V7y56JNyYKIJ9qy40nIq8FOUU3+AvDzUyFmFJFjkkSYCbIdx+FaPUCE37kukEpZyOXEK5u1kEpbaGpKobk5jcYGy3/s9XkSIpKjB+rUH0O5zFAsenDdcM2vOfRy4MU1DK2dHGOGyfH4nmXhFga7u6B7BfnlHCVfVPS2NmSBOZPCIJrAiCyZwRrRF60caq3KZVSbu7x/tMLvQpQL64WnF4av1m5g8+6hJqTqemJPUCek9gHEyRix+COE+k+rusCWP2hzW7zsyHOmDR/GOhYv5dS6hAECxgU0j72UDyN9+/S+2heH8cHkgCCBTGAGs4A2VAJip2DPmR8nPJSxRC3+6kZMevLITZIMCUFMKRNAfk/Mg7d1nXnMgPD88Rf7ldyRNaTSyCw6CaR5uHafiOn79+eqbpRMil7bQDDFaq2OJ0JWJRJhJN5PsLn0vyJ18aORXxGCS4J17q7hxgwgCK39VUcdQ4hanZhMDvTRxVkUsRP3VMLKYF0lROQnEaQTiX9OdbJaDeWOkjdhaJii66iUjQyMeWDM8z2CIv0RJdRQ/jt+Q3RvHHW4JHyfThEcedgwcI/1nRDj4Wmv3DcoSD2RvMEiKJY5Vq3tTmy27LCKqjg+Lo5s1sJH3z8Zzc127KsxGV9M16PjjCoYYfGXHsO67gz/JrSZ1BWBqSuE5BeCD6O/re279oInbV1P1LEPgvgGaOrHf6nPCrUthHZhglRTGumGNFINaWSH52CnbZS6SnAKrlFuvTzrfdja0yByPUWeY52Mkrom3FYkeQ6JOgrxQHU5EpL8ALUI0hkreInT6XwSijEwP7m6bdPAOFoue+judtDd7aCnpxyQTVFYFkEqbcGyxCmsxaIHz+NgDHAcQUYRAqQtYGxLuIZViRLp7RSTp/49sCzxUnNUCY8tcbhGkmGip8CxvZXpQRoKmMfhBfuTsL9oO+Eb4T11wqGW8JKqAWLrGdHdtVWN/1YIgUVJpYwyMU8nea1aH0mkFyEEXfkaBjuQqOuJPUI9qfnegOtU/pyx8MGnxhWbEZxz8EI+FOgRwZm4CK2Smykka/rDNhMoGjFoh7teIEHV8XKlDEjkOGhPJc6imyICOm4K0vOOgj3jINCWkej68ecRTfCutq3PLWH4XGz4iNSyKpEVHUUlaZvJidPzKvUVAW0ZCbZ7G+yJ08Bac2DtOwJvKnGvwoaCe8TDDWrVMDqSMBalDdl2v6HcpCSPLRX2zMqhjwOOWq0VdYtGHUOMUpnXJHMJiDEBaTyMLvy3UyqLuhGyBwA4/FPpRON6Gfk8G47Xjp665JtwAaghw1J+UU0+hSRVKO85jxAnFZ7BQE+wkCBSxyvvj2URzDugCaedOBpHLRiBxgYLZ3702YRGUavq1fUVpcI7F1Jl8Mi9Sta32ayF3ryeT8UUXqd2O2ViBmvX53Ho3BZs3lbAxs2F4OvjPHI/iLzHNPabIJq+jZ6gJd8TZRw1kFFVENwXX7VSSn0iUt/oRnH0whH96q/fqOuJOvZRsFI8jYQEIUDD6BzAAJqisBQ2gnOO5vHNaF/fjmJXEdlhWVjKKXPdaMLLh1wgSB/DyaTaut2w5zAhkDl+MXECnTj9z3PFKdmEElALwutUNZT49S2bKjIRyGRtZLNiXq4riKXg3jCgVHKRzdqwbRp4Jtk2RSYb3guREF4e4s1gWwSzJxIsnEMxZ5KFksvxv39j2ljkv9NpilJJl5cyl5UaGk+pkGeuK+6B5/FYInUVjAkyyyT3NVKJRMdk8AcAx7gRBDvbOSaPAjp6OVq7dbkfNCbrRD5LOnXQBErCcfsrAOGT0D81EYP2m9OHrYBj+rghlsd1PbFHqBNSewG8u11/HxMKNYAobIK/cA4W8MFlVWGIMuFGg2jEjHmgvjAhIi9TYJWWY00KNdPGCfNalRI/nE5ayUlQXJ+mJKP8EyPkeCNjtyZMR+N5l6G87FEU7rwRvFQwk1Hq3KLjMt3/RItyfEOWvHkkQLlk1hRJIASsdRt6b/uZsrEzFYsSc8q/FTLN5C1Q8TenbmaV31FwLbIYqdoWCf9NqH7SVICm4UjPiufaGlTUT8WoYx/Fpu0lnceHOPnThDjpET9FTTMsyAVjZIUYtEOT9ZJYAEb60kgPRVZQqn/mF6g2XtkFZ2LelOoEVsySKhe/Jp2kyJ9jF43AlV84AH+4fQu+8O0VyBfdeHntfsRVZKBja5ClMcN5QLaZjQXtHQ4oDVWreYOnePQSghde7cYLr77mL/pVvebnOlEH4n/3caUckkwhOaiOmRmumdqpHXF9Ep7UJ7/HwBiklJs1vQGzZjT1u99+oa4n6thHUdywXpDhjINaNJBZnIv3lh9tEF13SU97alOwEkPbG+0YNqUF6cY0uMfQ6jXAcViFcLdouJlqYPDJI8V7SNdBQKnoBm0TAqSz+nbU8+SpfJF1dgSey+G6TCOcouPkXITeSa+tVMqQrJyKcRFCsOhAincutnHfsw7++awLlwGcmr1fUykK1wvDAmUYotz6yBpE3bP590uX1zqi4Y6qfunM69uJmD71561+dy+tZXj5DYOOisRTh3ux/pEm0VA7ddtZCVJPafK+Yj9RNay/mz6OoCk3xPK4rif2CHVCai+ANDQrbwA1d1FNJI+sSAjgeeCeB5JOgYAhIlsCospnJ/TVdTWWNkKgxMIj1JVzEpSFs/Ze68YwDqlFJAEGopMtkTre1nXo/sW3wPNdonxS2GLQfvC/SFsx0wLgeyDENjvqbiWwBBgQJaKSSDr1q/E3YGHd0GqdtClTr3G58VB/W5EyNcH41egb1ZgHRRWYwvwAAOUSum64CqSpBbkTzoY9eVbt4+wnOCHgNdyPWsrUUcdAYuzIlH4hQcBwcNAKXjecc98SzWFZli+2fBkiNwyKnJCeqpTS0OvJRN5LWeO3nUTKECMpFR+j7Fv9C8IBj4OBVZVbmodttH0AYByPP9OKD1z8PNo6HM07J7kiD4w5QXlZNkYWirl6nudXCMcVlGMGmakgOZ2glJmqHiFaMmHO45ORHkYsFiof60H5t0m/xD2VRLsyd0xch1YMTTdOXxJ1NJyG/9tV+27vKOEjlzyPsaMz+I+Pz8CcISCn6nqijn0V6XHjBfGUtpDfXUB2eBqcibAuO6d4QvK43OGcwy268BwGBorV5ekY2UIxJv8GuprGJZJRhAj9INuTekL8DfvwXBYQKww88GCVxFk4DsApeQEpxRmP5zqCoieoLovlOJPETbHoglLhGWWwJ2i6y7YJXlrHsWqzg7YOD4wBdorATnGkUmYdR30jjmwraDdhPIDwopLbnCikejUZbaTcDdQQE6GNnMtE8QSeJ4mukPBL0jlJfgmCcAzvu/QhAFAx4sxkONK8mWQ5U13ZccLneh8h+aX/lsSb1i6C6//uYUQTcOpCilEtgy+b63piz1Cn6fYCSEMz6JQDxRvfKqkRN6Yk05rUCheHzHHA8nmwUjnZOlxpYVhtrFJQGyzuQRhbX6CeeUoIpFVUjVHW1vvS6p0UDidNAZyB93QAjBsVRrSSWLvLccjrCSKSyI0EQeyLUTRKdIR6qKN4CU6QxAsjvKfED9gPN0wkIOaSlQrX/hrL9VUGRjZUiZtGwPg+1q9R8SqbpGIerH0nvE1r0PPH/4a3c0sfB9wPEILaYr7rCqSOocXUiRkcPDtbtRzRQuL8v0yX1Z7jolwowXPdiEXUlzuRwwlCL9i47gjktSr7Ep4Pk8xKkmPRMDFlgoGJ1eyFpIwjSU/4nzMGtLU7MQKummwMx5ugW4RgB/NYEEJZK/GfOKdI/7rnkho6p4yRqHpE38xURnWyz3wdkCGINc1XUaGhh4CiA/R/yIKC9BRHTKGtw8WmrUW88EonLrn8ZWzdMQT5pOp6oo59FE2HLUDDrJkAgNyILMrdDgilsDM27FRK5LWjFOW8A88//VM+cz07euGVhSGbcoaXJp2Bm2dcidamacinhxvZkkzWhqXkyhMGDx6ccsc8hnLRUUgqDs/z8z15TFUbGpif948gJFBMhJgm1wK9JeqnUubcs9Ku6zgMTtmD60QPNxLrbZmjynWBngKQyYZJyz2Xo1wSp/V5HvPzTYlE5fANEpyFWzj1Pge9+G9F4nkSeJnVIjai4evqfQhCKv1rth0SNZXIKKVKxT5V401/0x/RKnuYoE9U3q4qtorwWrAVDcfbXQDauoE3tgO/eYCht9jPTXBfUNcTe4Q6IbWXYE2dG7niP4bBelMhpmKbDA7OGTjzwP18VLxYMCZmDdrqC6oSOpG2K7UfIVWAUNgQ2/Y1RaSK8pfLROimxOvBvfGlLqXa5iU6DtI8IhQGhAB2KpRulWAkBeUH6ncS30ToDahfr5I03P+eKxJpFT5Tk4jLjZaxLa4rplpCRNUNalVFEpCqagPVlGFCu5yhvDwht8sAglOr5lcddQw1jjs89KZN8kACAPDwFCX5V4L5yV8BwCk5Iol3kllWfevV6q0rq5vHFni9VKmnnuIW1iMiDwfxx2MU7QTM96QxIipeJCmiLWhJcIT36FFprXhOc/tPlmXc03VUrUaBWomrWmRwMniwiUkk7dSy6juDPtGMSAaLeDho6HPmkZe5SzMiTXMOlMoMjzw5+Adh1PVEHfsqCCEYfsISEGqB2hS5kTmkcimkG3U5ls6l4RScYJ/gFBwU2vPIjcqheWITnJkHoGvkDHBQvDLjPbCam4xr+2iyci+qJ4gIA3TLysEUHMn7E60tGfqmkC0+oeV5iqdkYOsVeybX5cjnHTDGkWuwtUTpUaQzFjwmkoqrg7b8rYE8bJVxkbbWskKjOWOir3KZI2OzIB8UIQS5NBFEEJdbkHhYtth2UO0eSk8kzVZPESQt12Vt8r3j/oHiIfHTz8gwhVPhkf6r2WXCOcUPu4oZT/o3tNgeJtouVUhKUQYolIHXtw4+IVXXE3uGOiG1l2BNmgPSMgqB4K2BNSY+AaPmj6CNjSLzHQeI55rb6QvBhFAIQfkb+GqaSJdqwsVkIZchaZSAWFScFEL0qGXNCq94GQmBqUgbopy2FBB5ep/2zEPQdOHX0HjuZ9HwvovR8u/fRfqQxbUthKP9Rz+WZJSqJKEL4FoQI7B45K9paCYlnzzU+JiSvrqE6/HNCVFeCE/lowYvAeNPM2mDzcHyPQmDG0Ds5VMx1q9fj09+8pOYMWMGcrkcZs2ahSuuuALlcrlivZNOOknzhCCE4NOf/vSgjLGOvYcTjmzBqOH66WmViWvxJxpSm2nIBuF5np+PTyOt/E1FrSS1bD9J1pk9X0jsM/MiVSXBxV/LFpstkdA2MmXpyaWerOc3Qyz/BD9/j6ORMSQuz049cTRu+flC/PQ783DNNw7C3357FBYfPqLqPYmBm+9Jpb8qKnnCBuQe17/nSoSgaBMJcr02oivuwcYjf+NjIAaDU6yJBJIxMkTjGDkH2joqy8oBQf30pDr2YYw6/SxYTSGBZNqoE0qQac6Acw6n6MApOGiZ1IJ0SxZ2xsZovhsfXXMlmpx2bOSTkVpwNBpyelaXdNaGZathwmbZpekrZjIWxOtRP8G3IIp0MsbzWIwIU5twXQbHYejtKaOQL8N1ZfhvuBWglKChMYV0RiRBD4gLAJk0RSpFzbZsK0xELnHswRa+8IEULjjNxsdOsfH1D6cwfiSJORSr90fMJbxm2yTw3AqML9TXeRDXHZeF5JgXF5bRNaD6dVD/QKw+kT8G0j8u5ePltDqI10kqXssWSaotqvy21b60sYZbY+0vAOSH4mDWup7YI9RzSO0lEDuFzGnno/TgLeDtO6oU9okaxrWFWRBTnE6Dl8sApSHRA4QkEqX601oJ3Hc95WFgB5F+n9G/SFgES3KoSt4QNRxQzlMbozEEketSRtbTL4QSHQCyjciecDZoJguq5CVi3R3xejFFSZQ5q2ff8kgt8X+uWDWCD6sgqrTCKRFjf6Z6iSDKffY1hTo2GeahJj03elFxGD4Pv7dwo6RaU0g8XYkcD4vPOQpn+bMoT5mN9Pxjqs+zv6iFUJXlBgGvvfYaGGP45S9/idmzZ+PVV1/FRRddhN7eXvzoRz+qWPeiiy7CVVddFbxvaGgYlDHWsffQ3Gjh2q9OxVd/tBHbd5uP5k5CVE/YKRueywQp43sbcR49lU4JK64R0Y2PJs8iBJEfhw3AfLBBEIqunCYq+4iFE8o+Ejy5VOLM1IdfWyRO5xxjRqVx4YemIJOxsGDesKDErtaSJtOS1UT8gIdo2Bzz9JAZ1fJdsweq+t5P2RJsQGtQCVGE91WuHcQr7E9uauKn74VjkbljIvK/j0YZfWD6GE2/FwD4y9+24tC5LTjxmNH976vqWPaunqijjkpIjR6DOf99A9Z+6RK47W2JXpAifNuDW3RhZSwQRZhRMKRZEQe3P4FiugVO23A0jU4jnUuDeYLwKZdckIyNdMZCueQZ5bMqhwiIb7AFIMPiLBIcUuEPKiBjZDtCVjJwcHguh2UlbOBjC0z//KNAf0hSiiCd0b1S5KNqWSExFDSr6TRx+qkki0Y2AyctsJC2CWZNCOt0F3RZx1jcQ0nVrdLjSp6kp35HnHNYwbZN7C6EB1U1HaHrFkKQKDdNSNpaVbQpGHQdlwYg6LK7L2MB9K82mJd/Xf5eGPf3qGrfiN+rx17lmDCSY8b4QZTRdT2xR9ivabrHHnsMZ599NiZOnAhCCO688869PSQNJJ0FsWxEQxUSYfD8EQ0R0MYGnXVVNxmmcLcoVGpZMu6cA37C2nDBqxBCivKQpwsQSX7VmJw9bgmtQHQp89EEG0ckbE0qRP/zUgH5f/wOXusOOGtegbd7G1hXO9xNa+Lz1zx+DPdbCpzgO0sop3SfBN0V1lSYKy9zPWOfEb7IOJ7otGToIOAnnlQ2OOqeUh2nInylp1xs82eaFefhbVNCFmNTIUDhn7eCFXrNcx0IyFMxankB6Orq0l6lCkcu14LTTz8dN910E0477TTMnDkT73rXu/ClL30Jt99+e9W6DQ0NGD9+fPBqaWnZo7HUsW9ieItttNxWJlriIIQik81olkajHJEkVUJzqszSNyEKuRUXW/7mRxVQlfP9RRfp+nt9LMZxRizz0fsjLdYSbe1l/PiXb+CNDb144rk2bNpawPqNeby+tjck86WeiamJOLFmDtkz3dTqRFRcT0jSiIX5lSLEYL/YKcN4at9A1JK/Mbmu/BP9fSWGA/pgDPjeT1ej7PQtxLRP6KOeqKOOoUZ63HhQ7sLO2KAW1WUzhBesW3bBGUe6KY1ULmVohWBkeTtO3vEHsE1vgHEhR1yXgUCE03V3FlEquWCMwfM8kfdJfTa5n8zcCtd1hPg5ntIW0hkbdor6IdLUD1cj2jjlCXyeDImr8FiZ8kxJLy7PlXuF8PS7YKZEEugheRPcL2XpzRmC/FgA0NFL8M+lHrbsZli50UNbN8emXQxt3fGxeR4XeascBscR85HzdD25hI7rJeKTT5QSWJTExq6WjV+D5tFlWRSWFYayybkTQmBZ4kWDz0nQhtoeZ8qrFju4sqRnvpGLye+X8+Df1VSLqSsRkhgx5JtekYEyBtz1VEK6goFCXU/sEfZrD6ne3l4cdthh+MQnPoH3ve99e3s4RpBcMzjZrqRDkosqdZOuMM/MCwijgHUmAC+XwQsF8bBFLcba+ZgRCRAhmLi8lvDQckk2yUWiOkJCYgtjrR/1LyH632CqJDSiVwJj4EFyOIOZJGwQ4Axs11b03PT9cAzSJBLrX52VPi5tLgoZw6P3K5hatQ1i9Y2IqaxmiYC+UQkW8xELWeiNBuO9NVrXK2yCk8cuOqg4N0JgHIh6Kdh3MfDOViDXmNzeHqCvp2JMmTJFu37FFVfgyiuvHNAxdXZ2YuTIkVXL/eEPf8Dvf/97jB8/HmeffTa++c1v1r2k9lOMGm5jd5srQgI4D2V/xDIdDaXTvHUogVMuw3XcuMwyoJKHi2agkNfCD2UDkGFlapuiCAtqqRbNqLeoyQIftsPlf8lgXJjdaNxrKdqfx4BXVnbhE198Oeizmh5K8vAyQVi65UmAoaCrttEwbVgipX0/BDkv6X2gzlMvHxtXwj0Rn7PEcSah795RtbdtQrHE0NZexvix1Q8B6A/qpyfV8WaAPWIkysVCIINpyoZbcuCVXQA+KVVyhVymBLxlOKxyAZR7Qn4QgoOyG/CvkR/FsuFvR3pHF5jit0AogW1TuG7oYQuEMkTmL7RTFjyPgTOOTFbkamUeQ64xFZwMyhhHsaAfMKF61MoTPC3/ZDzxngfeVcLbCrAIVXJPhUt1alE/kTpHLmdp45T/ln9dl8C2OVI2UClbAvO9aVdsYHjuNeHtSqnsVN2HCFKJuXE163k8SDputlkQSBs3gR+N7gkvMZMRSr2m+gHIvFRBm+BBPiz5ORASRdq+iyhb0SikTcYfHyEkaCNSrKZrtSCue8Kxy3EIEiq5DQ6gtwQ4HpAeJOajrif2DPs1IXXGGWfgjDPO2NvDqAh7/ttQ3rEecB3hawroRmRlUQkAXj4PkskAtg1wDlYsgruuOBYCiJNRgL8o1xqNEVGo5HUThboRsXw3WLUtOfKot1OUdk9aiMs5SNJIhWWFHl+ch2SbCVESKXwTSlS1bB+Zcx6dT9BU/4WNyXU3UNgRoiu6eavUd9LmKtjcGjYEhOqhdaICIENEZIOaUgx2l8nz43JzE+5g9TZUqxGlIMNGmRsbCNQaz+2X2bRpk+aJlMlkBnQ4a9aswc9+9rOq4Xof/vCHMW3aNEycOBEvv/wyvvKVr2DVqlU1eVbV8ebDhe8fg2/8ZDMclwVJZGMeSgqcUhl2yg7CtV3XExZtx9cTJlknLY/RMDsDjCe6xgrx4E8lAjs+h+RQPlkuKEoAaltgrqeVpzYF93hQtnoib4FCyZw4vS+IkoVxOW3WFXp5IWhr0yUkIKPiX1iU8DN9b+FGKjq+aKlEi4Yy/j2Guq+rEbksxcgR6eoF+4s+6ok66tgbGPfJS7Dp+98AOEfzxBHINOew4+UNAHzipegGZRkDnjjj55j/1E8wrHUVSrlRWL74EnDmYlnXAQAAj8fzQRECWJTAccKQPeYxEN/bCT4hbqctNDSEzyRJWYLkUNK9ZrI2nLJox3NZTLJQiwZLfZmEnFIPtm2BWgjIKdumcBwv0DXiJda1Wd8TzPNCQkaS9PmeMhqb0rBtkSeqWPT8EL6oEUD+FfI0L86S8j2P5JZFrSPkpHFLEbnGGNc8xAgJcycSebtoSNCFY+KazI2rZF2HhEZpnYgK5hfZIlWCSkZFZ55UnhISJGrvC7g/wOh3wjgPTjMk/v6NkPBMq6gaIQAaskDCQYwDg7qe2CPs14RUX1EqlbQQnK6urkHriztluMufBOvYCTJpjvD4WfeqUoBDekLpFbnwhIpcqwnSs8lExPSDkBFd78EilCseWf5YCCGAbfmeVgjzX6njtqzQ37UmJO2qIqRcrcMGAOaF7UqySFqdku6JMgcuyUdNapKYwjEpCQ6uvQ/bTxiviYzS9pymsRou0YjVOxokr2hEE0EWU17KvTeSoYQg944Pgw6SdxQAcEKFp10N5QCgpaWlptC4r371q7jmmmsqllm5ciXmzg1P29yyZQtOP/10nHPOObjooosq1r344ouDfx966KGYMGECTj75ZKxduxazZs2qULOOPcVQ6omeXg+33dOKrTvKeNuiJvTmGZ54IexPyhrTc+Y6rt5YNRmXYCSILQRrDMdWGk4gpeKkU3KOIiWMWJuvCPsgqZBIC44Ctwg8z0sko8zhijVPythW9LtgnhL6yOMWbRVaaJpP2KskXWXoxFa0jnq/KhFKFfup8rmJROxveASP5MusBNsi+MbnDkQ6NXiL/L7qiTrqGEo94XW2o/Mff4bbtgujzzwLPN8FbH0dAEReWebFjIvMSiE/fAqePuPH4UXOkCEF4NV8Yl/CE0nIY+InIqdWyDJJnWT7YXM66a7rLKI849Qi+kl6QGA71vv3CQ4ats+5JJuAdNoSxAQLiSxRHsgXnGCsrh/iWyg4aGlJI593/ZxOJh2o6wtZpr9bHxK06c+JC1KK+B8GRhr4630SSnjGxOl+YYpgHuTBAglD2qL6lXNulN6JnlBJYydhgnHZbrJW8ce4h4aKqOFGIvC1UMsk6BzbAt57DK1Jp/QXdT2xZ6gTUgquvvpqfPvb3x70fjhjKD18K3jr1nATkFI8LSRJoXjFBLBtwHH0a2rSclUQaR480MmXKCkl//ZnARlYwit76cSrcejJUTg4FSfmEUrBPd8CoyRANHnS8KjWkgtnKaGjCE4p4ob5GsorhFkwP2KFkjxQHvoYiXJf5SmAcs7hZ8q9kJb/WhbiSZYXE6HVH/nLQ0WothHzZmBxq1b1/njwe9TIMvVvOovGj3wB9pgJ5iYGClGCtlK5PuCLX/wiPv7xj1csM3PmzODfW7duxZIlS3Dsscfihhtu6FNfALB48WIAwsOqTkgNLoZKT5TKDF+9diO27CgH3G9zIw3ENGNMC19QYSIDhAzSPYmi4BE9MVCLt/BU1GQ9EYaZRSy34PAcddxiFarKVEIIiKVbmWPhzGGDysCSdR71DSMxL9GojEV4v6Phb8RSvExJfI6xUESqyFdl0yUIueSdQ3LYn+n7i28fkojASIs1lImPK6afa0UNumv0yBR+/r3DMHH84ITqBRgkPVHH/ouh0hOstwfbf/AVeJ1tAVuTnThByEfG0DxxBDo37o7Vs7wyWnasQPeYA8CpvxUkFFP4RrzKWuARG5yTIBRO5jGilKBYEDmeGBOEvzj9VFkfi39VHLcaWi7rcSDwwpLvTfAYR9TRhRCCpiY9L1apxIL8T5wLEidqUBG5BkN7qgypi3osyTHr+gSB1xWTF2TaCgjbuRdRuYLMCoWbkO0wemYF90W5TyI8URk/1wNjbMvXh9QPEZceYYb72F9E9Zy8lgTGeHAf+7LFlMRdVBmoTTAOGDhE7dc3qhn48BKKloZBls+DpCeuv/56XH/99Vi/fj0AYN68efjWt761z0eA9RV1QkrB5Zdfji984QvB+66urljOmIEA270FfPeW8ALnQKmgF/Kfv+hDTrM5IVCD8D4CkssJMqO3F7BsXUB4Bk8io2VYuVaN7k5CEjHVFy8kxsFJhHyS3lJyWKGUCssFi17FittXMqaSkEjyeKplTqpCYXErs8kTqr+WZa1Npb3+NQLI8FGjoqQkNvaoh1glktIYyumj8UOfGXwyCgAnFjit7sPLSd/8fMeMGYMxY8bUVHbLli1YsmQJjjjiCNx0003BJrQvePHFFwEAEyYM/j17q2Oo9MQLy3uxaVuY0IIxoKPL0x4Xxpjx2bJSNjyZK8pHKpuCnbZR7ClA9TKSZDhqXGBqrv99lVOKbjF7kkZINCIS00YhPGh0OcMUPRH0FRm3yI2h6Icq4yeUgoOFhpMEYr6iR49yn+JEocr2I2yTI+bZJXNDqWF90fDAeNcDtQCvdJ+SFwymsMU+9VqBFCUE+PGVhw4+GYXB0xN17L8YKj2Rf+FJeO0K4cQ53NbdSDWJfJK5kU0gFkWhowc92zrBvfBZXPDAt/DyWT9Ex7CZADhmji3gwF98AylrNu6afimcSD6lTC4lEo4rbSSJGM/1wG0KBh7kK4p6S0kvpXAtGH4m9/bG7QrjMdmSSukeWZxzpNMUxWLICFEqwgRlWafMRD4sRX4JwscDpWFC8HBMyr5DGY9lEYBxMBaSUaI/ETroeqK8zOsU9WjmnIs8UXayrFNswMFcKCWxA08YB9K2f1Khuifjwsi8RzohwcYf6EGpJo1d9M0wIbd5mscxM3t5qWMI6FC/HiXAeScNARmFwdMTkydPxg9+8APMmTMHnHP85je/wbvf/W4sW7YM8+bN6+9w9zkMit9YR0cHnn32Waxbty6xzLp16/Db3/52MLrvNzKZTBCSU2toTr/gmrPmkZGRzWQgABXhDw6azQGEgqRSoKkUiGWBplJAOh0XNpbhhy+lW4QQIJSApmxQ2waxreosrtzUyJc8PcB/L6kXIvuMeWUltx+SUQYhxsO/2kKXQNNeVWVfNTa7qvxSlWuchAkgN0oBYRaCm+a3B9CsTgPRrrJ5jFqzgr/+Rk8SqNUUnr+VEm8SrP72hGl7OvLaQAiCuO+Kr8FRZlu2bMFJJ52EqVOn4kc/+hF27dqF7du3Y/v27VqZuXPn4tlnnwUArF27Ft/5znewdOlSrF+/HnfffTfOP/98nHDCCZg/f/6gjPPNisHQRUOlJ4pl87MxY7I5b1ncIyokjkR+Dwo7ZcNKWbEFcZSM8t8Y+yGUwkqlYNlCV1R7NgilCEM0iH+yJoUULrpnUQXiOgEynC8q74INBOfBkd2EEJGXpIZcFrJfSimoog9N4ZEVoRQxzYVz5r+UeUSNUTzahrxAggLSy0mV1VG5PfAg2l+TnmD+KYC1eWHV0pdAKkUxfcoQHeKwl/VEHYOLN7OeYKVS7HfnFsugo8eHY2lpgFumyLZkkW4UJ+xlmjMYP9zBwcuux6gNj+GMw3bh4AkdID2dmNW5FKN7N8T6cstuzEAgPahUmSOvFwoOigUH+d4yXIeht7eIfG8Zvd0lFPN6pIfjyNyIIpG5zB9lgudxuI7Ip8gYh1PyjKfoRR/HXEMKqVSoj1JpilSaGm32nhd6hYVre72M9LwCRF6tlE38kDn9lbL1U+5UGSn/7Xkm3eCHqkdEJyEQXlyGeyNDl2NyXzV4yLb7ohoiBKGuZyDGWKU9QggSIugNZeP6NUm8ht7A+vcFANk0MKxxiOTyIOmJs88+G2eeeSbmzJmDAw44AN/73vfQ1NSEp59+epAmsncw4B5SV155Ja6++mq4fpLto48+GjfccEOMxXvyySdx4YUX4vzzzx/oIezzoKMmAKks4JbCp5taSB13NtDTAd7TAbSMAm0ZifITdwM7NyH2pDMG+E6rvFgEK5djRSpaJmNeSxwkwuwSi8aSpAetkbh7qWapVSzu8rMg3xCTC+fkM0RrkpPa3slsta+FIJHziV+KWNRrGGWyR1AoMKVlu7+EUU1hEDW0bfJwMt6v6N5Hb8W/dclWctku4C8SlIa1GtJRYDCTmEfHRfbuqRj3338/1qxZgzVr1mDy5Ml6n/49cxwHq1atQj4v8jqk02k88MADuO6669Db24spU6bg/e9/P77xjW8MyhjfrHiz66J5sxuQThE4Lg/EaSZN8c1LpmDNxiLa2h3MmJLFqOE2rvqfzdiwuajV51xYqe20yK1RLpbhlp2ayBigiv5QQC0LzNXzVZFImLWpXUKpYnSBUlbtV5yqxAyHdRDin+qaYEYPqJKIdV70bTiwIQLuMcBSc05U8EKSesIgJuKSMaFfzsEJRE4/lZRSbS6R7yS+kVLJKtmXySvLBFLl84Ra/iDExlSfbTQkm3PlhN6aDF7yn/GTA2dNG7oTRQdTT2zZsgVf+cpXcM899yCfz2P27Nm46aabsGjRov4MtY4+4s2uJ7IHzddlIKWguUYM/7evwF2/Gqy3G9aEaWjiNrZ8/3KMHpUGTVmQHjNTCcNf+QwcZ3F4zMKDUz+O5zOLgVxTTJzJxOAqCBEJycVpeDopFYKjXHYBkMArCgBc1/NlcVgyyEdVBY7DwMtCvlg2gesy2ErooAzRA4Dhwyk6OjxYBtLKtpOJr6hNQJ+5ONlUhNNX8uSMn4QnsqxEr5HotgkxcQ4glSIBeaVKW4tCI+VMulsdS9RbLRGBDA7/qpKeszixFZ2H2lAltdufVTapUnPS0G0n+qwnonnlMplM1YOSPM/Dn//8Z/T29uKYY47p/2D3QQwoIXXXXXfhqquuwtFHH433ve992LJlC26++WYcddRRuOWWW/Dud797ILurip6eHqxZsyZ4v27dOrz44osYOXIkpk6dOqRjUUEyDcgs+RDKT9wJ3tsJZHJIH30WrGGjgWGjg3Lu2pfBd281t5FKgbueOM46mry2T4MJpYwxLjhaXPm3SbBFwwc44gtPzrk4Pc22wB2uS0N/A8AZD5OXG8ddi3Wag1RLHqd6iVVqjzNoJyMQBJI1cIflXOQ2iQlHP/8HEbm+SGXuJg5lrlU3iLW2S0LySSW3Kt5THlJI6iYtSRlonlokqgD1gaq5U1IzD65xEgOAvXwqxsc//vGquaamT5+u3a8pU6bg0UcfHZTx7C/Y13RRfzB2VArf/I9J+PHN29De6WHkMBtf/MQEjBmZwpiRYa6Mux9qw9YdJWMb8uhrEIC7fWfAtdx3ps8T5AXn/smdJFlPqO0mhe8RSmFRCs51Io3awssrgQNSB5hIIgV0OPU3cwbiPRpWHPWEjeu2iBohRBBbhv4RlYdyDJqSrTQ5E0wV4kRRElQvtTi5FSsd2+CI90oYDpf3GpquJaaw5ARiUR9bOKfjjhrCncYg6Yn29nYcd9xxWLJkCe655x6MGTMGr7/+OkaMGNHPgdbRF+wPeiI9aRpGX/yfaPvdz8F6e2CPGoPRF30ZVtMwWIccCUA8i85Dd6F5VBqWPPPeJ79b0IMppXV4bf1c7Nzt4KncCQAIbNOS2PBeykHVc4rG8iHFZbAkmKkii6PGg1rhuRw9XWVYFkU6LQzrjHH09jog4GhuyIFwjkIJ/ho8lHGcA6WSeZ+hegFJ8aSqBM44fGkHQogfkBLf76hiTRpwo2FuluWTO0q9aIYP6p+WLsUnpeJ8JcvgdJNodogW9FVRQAoGH1c25nMkiGse3yppesJ/zwyVVfVn2pJxrmsy2VYlzJlU8eOBRR/1RDSE94orrsCVV15prPLKK6/gmGOOQbFYRFNTE+644w4cfPAQ7pWGAANKSP34xz/G4sWL8cQTTwQ/ki996Ut473vfi3POOQe//vWv8dGPfnQgu6yI559/HkuWLAney3juCy64ADfffPOQjcMEOnoisu/+D3DPBbHiX4O3YyOcJ+8Wb9QfuL9IJOkUCLPBioVY3bAcfCJFXpOXlAWyXLAn8wo6lEVjRWGllNG8pgA/L4dfP2VrUj4M1WMAJ2KzkJBUNtkbCYLwYkwkRjeFLRrmY5qD1rZi3VXHFIxZagnVQ0wqI45A4vdpj9Efk0GtUIkigzU+qU78JMEqm9WYUlGIqsjnhJB4FshBBId6ZHrlcnW8ebCv6aL+Yv7cRtz8g9lwHBbkvVDx1IvduPG2HUbCiFoUlp0BZxzlkpmwAsxkkyRI5EdhUvL4KjHJEmv6d1Lfqp6IynVCCOx0SoR9+WOg1Ao8nYRMovGk3xHSS22PKQdSEP9vNDtFMO5AlgOqrDNam+U9C/QEi3g0hURU1HgjuwrGzJINHPF7GA9PqVRHkklh/VrqmOsHV4L3EYIP+rwTmtP0MLUs8PgOSWuvUNjTEMDa0Vc9Uavl+5prrsGUKVNw0003BddmzJixh6Oto1bsL3qiYcFRyB32G8B1QVKp2OfFpY+h96E7tbAxwCc9PA/vcW5D26Oj8E92PgDxO83lbDiuyG0kQsfEAQ8epG6xxAmnPsEi2xP/UHSGAjtFNQ+pIEy5X9D1BedAR1tRnO4neXVfdO9sZchkKBzHQyZjazLPMxgMJORS3nFETql02oLryXErI+HimutypFJEywOqkliATGpOguuhaNQNFKZsFrK8+j1m0vIkQXGNMR77npVbBlU9yV45TDxKkrEpssWJjDPcBpnrB3o4HFJ0iAGYn+Be9sshtoRSJ1axYQAASs7Qrd37qic2bdqkhfJW8o468MAD8eKLL6KzsxN/+ctfcMEFF+DRRx/dr0ipATX7r1y5Euedd572Q5w0aRIeffRRvP3tb8fHP/5x3HjjjQPZZUWcdNJJAcOtvvY2GaXCREYBANu6NpQQikTTPFQoAaIJ1EIDJ6TADgQA9UMcAmusIH7UhbwWF2wS1ASoFAQcCHom2meezJ+kmBXU5oh/qp5lhcolNBGI8ahbBZ9AMQo7IakB2xYukZSCpGrgXAOJx8JXcCkSVhjVLpE2QhLGV9CGOfeFkTLNdU/C/aJjCI5SR0hMmaxg0euahYlxrR1jd8rzF0V0ftaYiX2cTP8hj2mt5VXHmwf7mi7aU5jIKABY+koPTBEOVM3bRIm+OYg830E5Ep4UJ59pKSh4hFjR9ISBCBIeMJX1hPpiTPGqEf8KjSX+GKklN0B6OCCRHk7RMfgvFtnwMD/Mj1hi4yIW49TXUwn6hYdhfp7rgXn66XuxTZVRT3BdfyMq+yL9+iRY9L6HmxmuFe0Lksik8DupRvaIMoyFxgOZC0vcRFOnCK8TBL/L4LcZfCa9rHTiTuudAzOHNGSvb3piypQpGDZsWPC6+uqrje3efffdWLRoEc455xyMHTsWCxcufFPJpTc79ic9QQgxklEAUFr1kmIgVeSuKw7JyKGICWwrmsptQZ3mliymTB+BcROakclamoxjHoPnn4ItZLDYrkgixEQypTIWLFvxuOUA93TvIa5GHQTz8tPTEpE3yReK4jPDXF2XCdLLb8L2+yyVhJ3bcZh/QiD3/y1lfrytYtFDPu+gXPbgeUCh4Bkph1CeA47D/cNG4CdGl/kLxVgsiwYJySklsCzx0nNMGSbm35foOOX4w/dckGyh+lYGGtcVkqCyqAz7M/cdzlXZzikHjav1THsWec3zODyPm1VkBBxiK6mmiFR/WqoBJ2l/MXbYEBJSfdQT0RxzlQipdDqN2bNn44gjjsDVV1+Nww47DD/96U+HampDggH1kCqVSsjlcrHruVwOf/3rX3HOOefg05/+NIrFIkaOHDmQXe9/sNNQmBmIlTPTBCEREg5Q83cEgkBfUAZhcL5kJBAbCd2dXnLl/tvowx2E04Wbh5grpqxsUZ/NFiELGunBo55HkcWm7yETJYNi5BIh4lQ+f1EcJWo4JZW9o6JtiRsh3lc4YjsKNbfFHsFgMqjoBTZQ4GKrpG5KQ7MJgv6D6+rY5FhJeC2mjADI0El/OxXUkUpE1rFnH4r0wrcNxizN2Mshe3UMDt4quiibCU8W0kJvlcWtCCWw4TLH1ISGUL5zvQ1qhcRTYBzxiaqIxy31Za7J6quCM5EfSj7/chGvVAg9aQ31JYnFPE+TmdSO5EIkCAwjRkJc5tIzeeNq7YTyMfSISiwe6St5A5XUV6W2hBqVOUf6rhvUOah/q4fpGVszXgq9onigY0RHpjb8DWGMqDMRd8AZS8bglLeNxpChj3qiVsv3G2+8geuvvx5f+MIX8LWvfQ3PPfccPvvZzyKdTuOCCy4YkKHXkYy3ip6g6Szkoo65nvBA9D+TTxYFx9saXsUtPeJwpbLjocWiaGzOYNum9lib4Xrfv8CFLKUmoyYAAmEcCMgoST4xXdd4LtNC/jjjgVj2PI50xoLreJXlnv+RZRHkGgRJRylBQ0PKN4DwIIl6cI+ouD+plOXXpYE3EucchYIrkqn7XlCVtgiMiRA8QiTp5N8ibT0f92Qyke/65wg8k2LX5Rsu7SEyMkWpFxFhIrQ+JBLl/syQPjjsSxmHJLjkuCUpFQ1tF/ckQj76/w6crxNnHQcPSEFdP0T3E0fPBWZOGDpCaij3E4wxlCp4vr8ZMaC7rBkzZuD55583fpZKpfCXv/wF73vf+/C5z30O119//UB2vd/BnjUfSGcVycNBJsyKlaO2pZ2kJ11ro4iFDQCCrAms2VBIKUXqSU8jP2cHZ+II7NA1VyFwIpR32E/ln5lcAjPHFXmx5HhjG5hI+IO4qDcUmFOoT637Ftta6PiKSNCyWufhfY7dnwrNEuGDGt4v/73SbMj+EyLIHXma4QBOQ7MwKMNWNyw6kai0qZRLaB3wHVplBbUvOmUOGj/2ZTS856JYcv3BhExCWMurjjcP3iq66MwTR/ghAgi8hd52VPw0J1Oi2MRQvQRE8/4Q5Tq1LFDbhmXbwaJWtqe1ycNXlBCR5FSlsRDO4bkuPM9shDD2CWL24JSqjum6QfP+Uq/7+kcac2JjNMpWneAxtRsUM0HRBXITE3RHqsncajorMoTgmCSCWusm9q9Ul17OqicegNCzVkuUIv6d9Ds8/qiR+NW1h+Ern5k9uEaaCPqqJ2q1fDPGcPjhh+P73/8+Fi5ciIsvvhgXXXQRfvGLXwzZ3N7KeKvoidyxp/myhIKDgHke0guOj5VbzJ7BooXDMHpMFhaEvCv0lkMiyYdlUaQz6bCiXMr5zBG1IierEpFjqpR3wFzFu9SXE8yXrdI7lxKErwhpUy4psh9mj56GHEVTcwaNTWlEyR9JEhFVPvkkVSZjw7KoT0YJT6Ny2YPjMGSztk+ac9ip+Ml8UeieuVLuhx5CjJlP1hNjrNx2FNJWTIjI3wWDbojep5AoEl5d8usNDS/x7YskujyP6xKbS/mOoO8oOVRx7FXKRLUR5zIIx6BbARwyDbj4DIqTFwzdXgIYvP3E5Zdfjsceewzr16/HK6+8gssvvxyPPPIIPvKRjwzSTPYOBpSQevvb347bb78d5XLZ+Llt27jttttw3nnn4cknnxzIrvc7kIZmpE/4gNjCMwbuumDbN4CMmaItajnngG0JcolSEGaQIkCgMKIhZdpf9SGJfB4s6P2ke0Iui74INyQpjVDhcTLDJ4sY8wUpqewrSkgg+LTxqgSUT66phFuo+EjfpXzYudKfPkYOhajhkU2KyZQRm5a+KQPkBinSiSTbYPgbGWosJEcJjQi//+TxyNA9Uw4AU7tJ81CHVA3WqPGwx08d0k0GAHBq1fyq482Dt4oumjgujS9cOAGEi/Boz/XwyopuTJ2QjpEfMlxCXEs44TTBIzOJIIjKdR7ZWMTkfpXHOxrCJi3pUiZyCA+sSh5KxpwkRGySqBXmF1FlodRtapvRxbROPhH1jz7+4JpO8Af/VMispDADOS7iGyBC+RrVkapVQH9FvYyi9cIQOyCar8lUt+JYTT1wf66+/qpYN/a5ueycGY2YPaNxv9ETEyZMiOUAOeigg7Bx48aBHH4dCXir6InUpOmwz/862qcdhc6Jh2HjER/Dqwd+CHzs1CB8iBMCDoojZ/RiwcIxmH3AcHR35tHZWQhIg0CXpOzE51mSO0yJjADncF3PN6gqURWGE1A551qCdOm1qZMP+ppTbgHkq1ziKBadoH6U+JHvZeie6zJ4HvM9pzwR9ucyzc4u8zimU0L/ZLIRAw0RuaPCk+6I3CgFf6PiW2x54gaQpBBCwHxd9qeGDhJFD6mn74X3GZo933UNxiOE85fXOFf2Br6NhANgsk0u/k0IAuJPsVEZxu7fCxLPlii7kKDRdUmkrHw/cRTBmCEM1Qv6HyQ9sXPnTpx//vk48MADcfLJJ+O5557Dfffdh1NPPXWQZrJ3MKAhex/72Mewbds2LF26NPE4Qkopfve732HcuHF44YUXBrL7/Q7OS48B5XIoNcoFcKcsrBycgZVK4nPoDyaBvpiuuogkukII17hRAokH7UfBleuSpAnbryCNZNvwCQ7LDqzQrOQvEnwPLa09CcU7jNDQzzQMMQvMIJXJIa5bsquNNehT/XfQp/+JL2B5tfmb2jB+RuPlktrWvjplo0Ui45RfHI+Ulf8m4W8pydrR180B13ZnAAhBZtGSPrUxYKg1P1Q9ZO9NhbeSLrr17p1wym4QQtDeyTBzSgabCIfHONyyAy/B87QWC6YK7dQ9g/mUA5qvP/ePwdPCgbUGFXnE/QuaNol2ESG5CODKiRMCauleVrKYpegPi1oihA/Q5BrjDOqSONn7pxrZE05OLaaWFKRUfDMm7q//nfSDdImOuZY1gJovSq0ffl9R2a8ojMQ2ebwIR+ApZawe+dp1vQOkbIqzTxtXsd9BwyDpieOOOw6rVq3Srq1evRrTpk3rUzt19A9vJT2x3JmMwlGfCN4TF9h9xueQffQWpHZtwN3eKXgqfzD4XwHL3hHITKcsUoLIBNNRT0cVkoyCzC1HgFRaeM0S+ESJReF5DJms8Ebi3CeEXBZ61mhR4KG8CeUY0cRQdCyMA6Wih1JRjCObs5HJiO1uqeRq4XqSkEqlqHLdJ94svW2uyKgk/RB6/Ma9uwjxPad4SJ5xEE2fSrmn1iVyT4EkWa4LT3m/OY+PISieaI/i2jyDz4JbFiHFVJmtjTcM06u0/YnqnGAdoTSt6cjY0PVQwLQNHDp96MkoAIOmJ371q1/1c0BvLgwoIbVw4UL88Y9/rFqOEIJrr712ILveL8E7dwOciRxM/qKbdOxC9h3no/iPmwMyygQjwaQ17pMZSZR0tE4FUoX77VXc3KjEkLERQ06LlA3uuAEZVU0BcO5LeS2nidonSSSmcmd/HIW/3mQeG9R7WHkhrhruVTdWbqoa3BKdMKoVsQ0eid+jeLJdhLk8lGuJ8MdUeUMj7k/89D1zcxoZlc6g8b0XwxoxpsIgBg/1U/b2T7yVdNGW7aXA4svBwTxgy44Srrh0Cq68bl0iGaUTK+E1k4w2PtOGspWoCh5ZcMfbAwiSCXnjeIg4kY15nvHIcLkgjxpoZIJyfYAwEiLy37ZN8LlPzsCPfrEuYYL6HMVYJIFnSsjBIx5PHOAM1Na9D+LhgarpJ2Hw/UJy/fCWDq0clHNubrTx428fjFEj0lVqDNI4BklPfP7zn8exxx6L73//+/jgBz+IZ599FjfccANuuOGG/g61jj7graInOOcolMXfNzY62N3uIZMmSB/aiEM+9Cnccm8HnnrBz0dDdAKfgITykhCkMikkyZvoARLggOd6sGxLk8syPxMg7m0qJaIZZGigmuYjmnsouO5VOE0uAtdhKBZdpNNWLHeU9OSx7ThJwBj3T8Xzp8O5yIsbyXulIp0C3r6A4qGXzbpOta1z+Kf8cRIEQZiNv2ZDsCTr1SKKU1pgUFBbqaRdg3vtE2Datq2yrUgfm///2O8hNgfd8GAuYzKShFC3E01Z4IJTKLLpvbNer+8n9gx9IqRWrVqFfD6PQw89FLY9oFxWHQaQYaPBOlrBlaTlvLsboBbo5APgrVpavZEkeUBC6WJ84Kt5FGntANzzAm8go3W3GiEVHba0FqdTFQmO2Ni1HBsEmqlFDUvQvKcYCo/dXW1ENY1bjt0fQFAzGJtq4NE80JQGErRGsMlRPw76Sibs4g0l95FYPvhnXMHKudXkbcEhPN4ohT3nMORO/RBoduhOS4oNp0aLRv2UvX0LdV0UYtL4DFat69VE67ZdJYwfncLBs3NY+kq3uaJBxotnGTHiKopKC8h4PwD8kAHmeQgEkCKztDAOw7OmypZo6EEQhpfUfUQuSQ8d9cQ75snT4kKLQpDs3C/jOhw3/WlzTVOuVRbL0+RU4stzXQQhHzyiz7S6/kDDK7ENSFi3EjGWNDbZdvR7rl0Xis7177f2sD8xl7NOGYvPfnImstm9FzY9WHriyCOPxB133IHLL78cV111FWbMmIHrrrtuv8sNsrdQ1xMChBDk0sDjzxexdqMTiPTNWx0s+NQIbNnqaWW1utTP70c47LS4h4K48EADj9nk7QJjHOYnNyLHKYHnMRBKYNkE1KZwSm4lG3YFr31dhXmeIKTKZc9IYpEq62cps1IpGshY5jFYFuB5elnGgUdfZuCMaklxAvnHAIBH8jYJ4otz1Z7Og9yQlcYkJ6AVU9fsvp5QvZRN95RzcT6WCDrR21MN7aZ62laGy2CaJIJJby8Yk9YoNIN9JU9f2dYxBxKcNJ/AqpKzeDBR30/sGWq+K4wxvP/978eiRYtw8sknD+aY6vCROvpMjYwS4Cj+7Sb0eVGowl/ryic+FqYlqfrwYjKRJDcJlhWUqTiyGhbqnHNwzxOn7VVYvNLx0xA/NqKGfuWinPPw311t8Tp7BKFZ5BwCxSOT1HJouVHi442/J5BJwf2xVzkJMAwfNA+vXzB4AQAIlF0yxI+OUAqaSoPYNtj6FSj89dfgXvQ3PoQgCDVkxdfeG2IdOuq6SMd/fGxiTEx6HvC1/1pbVdxGF3iEirA3YgnSWM3JF9MThraMZIMiG+QJfLFwgGoemIb3IjzEU0guY9eYMSWnpScUi9/Yit03lSubJMW6K//d2l79pMJq44+MEIJIUg0nPDi9sHLdJHM1R3g/ahf0Zvm952RU5fZNFWTeLPHb+/uDu3DFtasTEwAPCQZRT5x11ll45ZVXUCwWsXLlSlx00UUDPvy3Iup6QsfUURRrN8q8SuKVLzL8+A/tauaLmBxXD90hym9cEBgeyiUXTtn1Q/sMhAHiRgTAvBWQfbgu88P5Ks+p0ufy3B/bpmhsSiOTsczzIyK8bVijTsLI8ENJ4BAiPLtEEnAG5ok+bDvMk2TbItSuUPLzU3mR3Fe+mFfJKDkPz4sTRSKHlWwjoreCCYRtB+dSKHMLw+b85O1ePKeW/D2kUgSWlZC/iodiMAmy/0pbxlidKBmlzMlYHuEWlkrDDQieXgX8/bm+5TkccNT3E3uEmk0G99xzD1asWIHGxkbccsstgzmmOnzQ5uEI2AsFPN8Ntm298bMYTEWiic+jjLKSk6OiZ5NqseY8yJWkxgEbQ0KCiSRsahwndo1YcRuLPXkWXOaB7Qyt1oQSwE8Yp7XDuSCvuFysR/oOxlLDPa0RhEo3XHm0OQ03HkndRIkr0/fPmXGfEPVeIsQQlrKnkGRaMvOH5ImFvyWZi4Zt3wB39YtIHbRoYMdZIzgoeA28fC1l6hCbgO3bt2P06NFIpwcnvKaui3SMHxM/wYtzjq07SxoRY/R+UuS0OEpZkekah28gv6NkVoLXlBpKF+a9g+aBJNpLnqMaxsB9wsZTTdO+eDGRHqeeMBr3Prwbm7YVg2vS4g8AbtlBsMRlIlxETcYtBhAMpPaVdk0I5aI+R7GyN3mLhQiT50rjQzzksZqhQBlJFUt0XxB6WvttK95opvZV4tOEp5e247kXO3D0ESP2aFz9xVtBT6xatQr3338/du/ejXHjxuEd73gHZs6cubeH1W/U9YSOtOGnyTmwcZuLiaNVxh7wXAbLFs8kpRQpi8H1DM8tEd5M1aIYmMe0k16pFdcXnqfndcr3lIL6fYJSPJ2maBmWDd5ns0A+74IxvS+PcZw4n+KRlz109YrrrsuCE/1sm6C5JeMnPhefOw6DbRNYFgKvHDkf2yY+6UOU3FuVt1P9Jd8qeacB4jMZOidINnHd85RwP98jKjiJsKLHkj6PoI0aVUZ0rLVUk6RVQD8Fe0/9vryyHjhiDjBpVG1jGWi8FfSECTVFx9SAmu/Kn//8ZxBCcOmll2LSpEk1d/D5z38e55xzTv0Y236AUAt04nSY6FTe3YH08e8Cck3iPfwHU5oFQAQBIxe0RHlF4bHQI8nTLbXBMRPGAerSNVhUyvdBMzxeL2HzwqP+r4DwNDJsiMrPP4zsOz6M9KKTw3FwiJMAVTIqOIUP5vkPMFRvIbmh0N4b+LAoxK0JdkG1xRxz/V4PmqXAH0os2WPwOYX5Rku2TS/L8gkhRUOAwTqm9a2KTZs2YcqUKbj33nsHrY+6LtLR0mRh6sSMttATZDSwaWsJl3xsMpoa/Dx8VMheIrK1QvVeIiCB12bM20kaGaQsriRb1EeF6uFo4DwM81DJ8oqiKm7R9hIJstD6TnyC6qY/bcN/fWMuznz7GM27inMOz/ECT5zA2BrTV2G/BNBOFx0Y6HMTf2kVMsqvqXxPkozS9Y8gt8JyfRl3//VHTPf4X43Ri47URpq1tifnzBxs7E964hOf+ASeeeYZ7doXvvAFzJs3D5/97Gdx1VVX4ZJLLsHcuXPxne98Zy+Ncs9R1xM6xoywMLw5fjKc5zFs2Obi/LOHIZsRv1/mMZQLDhaRZeCuA08aEPw8T4yp3kNRkgoBuRFuEcSpe/IwCeYBjuMJMshjKBfD0DxJZLtlD55/+l1U/qt9RSHlHyEEDY1p7RoAZLMWGBOEjPRKopTg9keL+PwHMjhgIkc+X4brMlBKkM5YaGrOACDwvOBwcN/7yKAuCAk8p8T8OAjhxrEOCKrsJ3Q1LjygpKFKejJZliAJ5fcZdeLhqFHlV9pnItTJILVpF/W7JNC/x+jcJHoKNTQ8SNif9ISKdevWYelSPUXQsmXL8J73vAcjRoyAbdsYO3YsLrjgAqxfv77f/dTsIfX0008DAM4777w+dfD5z38ec+bMwR133IEzzzwTU6dO7dsI3+LInnoeCv/3v+A9HfoHnIOXC8ieeh5Ky/4FvmGlvCw8oAJiiMeFAyVA1P1dIxQUDye1jm/Z9qVxbDzG91yhUlRBEknUGggZzVNJGZgkzAgBgmO/OdzVL8F9bSlk3ioWaAvd4qPNDQSolEuD0Mqf9wWVzBeVnLFUc4pfVNcsspi62UPcUyqqVfxrsXq1QrhTxKdEgobD8Zu0hfQaC9pjsMZO6cMABhb1mO++4Z///GfFz3fs2AHOOZYtW4ZsVlgmTzvttAEdQ10X6SCE4KrPz8Rnv70aXT1ebIPAOMe3vzATN9yyGaveKATkiyxltG6pmwMpLywKrhosDM84UVyyOGPJRIOUfVU4EiZPawIHpVpcSaws5xzclcYREljkXZfhvkd34Ynn2oPxMMbMiWn9OQWLZhbRT9pcB8EDtQ8w507RBb45D1SS4ulruENUuZDwb6I539CKYR6m3+QBs5r6MLaBxf6kJ26++WaccsopWLx4MQDg5z//Oa677jqceOKJ+MpXvoJp06bh9ddfx3e+8x1ceeWVOPTQQ/Ge97xn7w66H6jrCR22RfD5c1vw/Zs7UHLEM+b6pBBnHCkb+OonRuNnf9iNnW0ijUK3k0LZ5T4Rj8DTKVw/irZV71pJ8ACStOGwVG9Y3wOLl8Q+wrJ1o61MZwEgkNHCy0jIFplXSc2vZNsErhsXLpTqBIas19IiiKpSyUOpJOZadoHHXy7jtY0uAJHPKZWiaGpKB95cofdqOFdhtw9PIJT9iPeC8PI8cSiGhCn3lCEIpE9IzqcVemmp1+TYxAW/XGSLQaAHzOj9heXk54Fa5+E2Si4J5J4taJsAldRnbItRA4lDCTBueNVig4b9SU+ouPTSS9HY2IjbbrsNAPD444/j1FNPhed5OPbYYzFhwgRs2rQJv//973HPPffgqaeewqxZs/rcD+E1rkBaWlpQLBZRrnCyWxLOO+88/OlPf8J1112HSy+9tM/19xa6urowbNgwdHZ2oqWlZa+Nw+tqR+HWnwCuf+85AChHNQ8bDda+K7G+yZrLXYMnkkqCqGFhVqgwgp9LNOyvVkirvG2BUAuMeeDFcigQXVen44mBPKIUxLKEAJZlKs1L6x9K+6bxS+It+nmEIKsVEcHDpdcZEjY0iqmBqN8HAHAWLvsjRJ6q7OX3nVgmoV7leaj/JjFlIXi32NV4M6mUqO9rqfTRpyNzZP/zO/T3GZX1Xnv+CTQ3Vd/odPf0YO6i4/a6LNjboFVCa1TIBZJn8nrcA+xrumhf0RPrN+fxH99YDY/x4HmkCkE0eXwaG7cW/GOnI88mJYg/1T4MpLb0dtLLhYvxwBPJYxoBHjSTJIuUJqlt+cSSBea5cIpOYCF1XVfr3yTHqEVBLQrGmJibMgTmJRgcFMOIaDLZFd0oO4lZZfFEfSO7VYg8ZXOXXCEonDC2Wgwq/dRpSv14bphwI1lzKwkyJfT2Ai77txl47xkT+jnOup5QQSnF73//e3z4wx8GAMyZMwcjR47E008/rX0PpVIJhx56KKZOnYoHHnhgbw2336jrCTNWbyjhOze2BuKTuZ4WLjdxjI1tu1yw4Hn25bpFgsTw0eeVWpX1h9BFBDIvU1TkVKpPDaffWTYNdNsRo7fhsJbNaCHdWJ8fhb/vXhCQKMOGZWCnQqYnZgAHkM87KJVcpGwCx+Xa1qOpKQ3b1vMoMi5Osg3GYpEgMCV6XxyHBe3Fwud52JcVhDD6t4aH27HoWj14H9ETsqxQzTJvVPiZ+jecCwKizKjnlK/KREjRoF19jOoWzortP3lFIkqCqvvNhPGp94QS4F1HE8yb1n+yp64nzJg4cSK++MUv4otf/CIAYPHixdi+fTsefPBBzJ49Oyi3bNkynHLKKTjllFMC8qovqPmbc10Xzc3Nfe4AAM4991xwzvHoo4/2q/5bHVbLCFjT5oZ0PPTFJu/cDTI6ebFmTjQbeR+E+onPiGUJIsqS4QwRoRUlS6qBkKAPkrJBbBvEtsBdT0n8bZDGpjADmezVExYWYRn3qpNREnaqhkJGUy6CcDQi5sIjQjPeDNf+TcCV/FCIED2yG8NGIQjLCMtELT+ygBbGYShjrFcJ0XEp7Qd9qa7biiVEg22L3wDnYKUSWLEId+PrYD2d1ccwSNhfXWwHC6lUCo2Njbjiiivw61//Ova65pprwDnHZz7zGdx000349a9/PeBjqOsiM6ZNymH+QU3KIpQEzyfjDJu2lTB9UtZsSKi0QOTKCwlkFJCsJ7iug1TZFJVFMhyOUIJsQw7pbAZ2yobniOTlqrypBmH5B5jLIJ12gqoV9JccU8oOx67KO62ccRgkdpIT8Ul4alk+Ga8LflMuLdWwoPWreB/sWRh6ZZKsGpLIKPFhTQ0k544KVI2Y+ysru9DV3feE8gOF/VVPFItFrF27FhdddFHse8hkMvjYxz6GF154YS+Nbs9Q1xNmzJqSxvhhDJ7riZcfEifC8Ri27HQwfpQkccLfBK3m1RHIInHYhHwfeqWaySggTuBrbRrA/bV0mrp419hlmJddh2mZndhFJ6C5JQPLJ1msCJkVD/kSp9tZFkWuIQ3OBcHU1JRGc3MmIHhUUBImMSdEkklxeSiTiUvI4A0ZLii2RJKoC8P/KJEklx7u7kbPeOLh/WWMazonqiLV9+G/ibafMN5nJKuYUMUn7yfiJFZtZJTsPdhyKPXN+y1BFG7YwVF2+q/T9hT7q55oa2vDqFEiMVe5XMbzzz+Pr3/96xoZBQALFy7EpZde2m8DRs2E1NixY9HR0YFSqdTnTo4//ngAwPLly/tctw6AdeyCt+ZFJC8gCdC+S6fgI4gTCAglqsyJoSgQNQSsQqP62yrFAQC2BVAajIOXhPWKe0wQSsSfTzC1hAfXdQHORK6omKQ2jdU/goJzWBOmy8b1MlbKbN6Ozi7YCPixzRV9bXnYtzFXiL6pCK/L6pLsCRcNxtxbPMwdor5MG8G+5pmKbTTVjSnUafn3iCD+vdk2qDx2WfnMfWM5ev5wLXhp7wR++xRhTa86gJdeeglHHHEEfvjDH2Lz5s0477zzcMEFFwSvc845BwBw8sknB9cGGnVdZMaKNXksW9Gj5TjiCE/m4eDYuL0EsqfHIps8oxLJHbUaN8gMM9K5jF9fyDCReBxgnic8nmh8o2EYqL8xIvAcT+s/ujEJangMzPVAwTF3dqM2Vlk3ZUPIZNPKWhJYCG0X0RV9IPMTxk+ISDAvZb02VhLK+qR5154rihhetcOkT7T5RJsj0AhH6W0Zy0EjCbdgg0Xw0BOt+Ow3l6NUHqBQ+j5if9cTEyaYDZoTJkxAb2/vEI9mYFDXE2YsfbUXr6/Lo9BdQClf0taVzGMoF8vYuCWPcrGsJf+WiBIvan3P9VDoLYmsGUpZWabvAQZJzxNBlpbx4cnPwYIHSgm6vQasdqbDsiiamzNoak6L0/BY5fVuOm2hsTEFxjhaWjJobExr5E5ApMk2ANgpgkyWoqGBYuIonVSX3kGUcKNqlISQdByXDstyaPJkPRVBInIGOC6H6wmCSq65LUsmoCehHb8CuG/zF/NMllmkBtWQtJ+Q4+hbGLg+RhUswchOlEEuewO49VH9Ox9K7K96Yvz48di0aROA8PscOXKksezo0aNRKPRvP1fzylQmBXz11Vf73MmoUaOQzWaxdevWPtetA+C9XRU+DZgL8c5ESkWfTQ4/0TcJjvcOrqtklCwesRCTCGkjqRphHDEnOhREFAFcD7xUBi87ehlV6PXnWa3EOEdMBd7GVWLEhCBI/E4o4Lk19iW7VDYKau6UPgrgyl5K/pHgKtunCHmTJ1TFts3GBb8war/3HPqYJGxbhOUhem+VxJQRjcm72tH+/36A9j/+Au7u7TUOYGAgY75redUBzJ07Fw8//DCuv/56/OxnP8O8efNwzz33DOkY6rrIjLaOyOmkhoc92ChYtLLMrBWGzYn8d1BEzePhywyeoCcyDVlQ20K5UEKhpxelfEErY9k2KBXhGpZt6/JNbUojxc0kFJercvW9D48Br6zsDttSxl4ux4/nNsNsIOBMhlpU0lmRt1U6lCF6OoFVaaMRhuHr96Uvv4nwOHKTYglCzknkNxDpp7ZwTmDdxjz+78E2LN/kolge2g3H/qYnbr/9dlx11VX44Q9/iObmZmzYsMFYbvPmzYkbj30ddT1hRntnuM5VDZxq0nHPJ4/ckhuE3MvPYh6bvvxwyy48x/NPnAtJnOh+woRUxoadtmCnQ+NuXGb4ZYmHz895FGPtdty45kh85cUz8Os3FqHIhMHT8ziKRQ+uy+E4DIWCG4QkagQZ58F5R7ZNkE7TRJu+rttksAcB4wQ7OkWf5TJDqeShXGZwPQ7HE/JPElTh/dLJGqJcD/uDDMJIGI//N9iGhR1EvXO1esr41cb6yRlV3E5ISIKN8eSzuStBhOMR3zOtun7atBv446MMD77EUCjV9cRA4KyzzsJNN92EfD6PTCaD448/Hr/73e9i5VzXxS233IKDDz64X/3UfFdOOeUUcM7xq1/9ql8dNTY29ps1e6uDjhwHWKb88ySUblAXgIaHliNuoYiw14QSpBadYiawoJAgnpJfSumTR6Wu/NvYLMbKgoZE2F2pHCxY5fiDhbScgk+c7RkMQkk5dS/0DqvSj0LEJbmpyg1BZTEYKkW1jURhmyD1ayW+YtYp/7cQJOwNPOSiZnsgmo8qRiJGx+kxcMfVTT4SMpG9IaeQs3k98s8+ip0/uhxu2+6a5jUQ2F8tGoONj33sY1i1ahVOPvlknH322XjPe96TuKkZaNR1kRmzpuYqOcmGkCSEKlf78PO2bIp3v2OMpnfi4VsInn8OKN5EPsEO7ic9F1cpBYYPz8BzXDA/9Fpa3J2C0BPU90RV+5PXqHrynf4neBOTl4qM4sH/IlBvUR/0kMl7KuYJpOg6zYMZugeU6hEl7ChEl8dcDDQ2PxKZgDaWyp4PoXWiwuaGm9vR20wyllTRkIonrorWLobNrQxPrXZQNiQxHizsb3ri9ttvx5VXXokrr7wS3d3duPPOO43lHn74YcydO3doBzdAqOsJM2ZNywb/VkP1OHiw5qMWDYgoKctEMvNQ5hACWBb1CSjATtnaWj5tA4sPyVQno1LA8EwRGcsD4SL0jFoUVspCKm2DWuEzZVHglCkb8cCOWXijJyRKX+iYjLs3z4XrOCiX4+vLcll4yBYLDgoFRyNl1H2HZZmfXymOGOPiRDpF0bouQ7nM4HlchOR5OsHDDWdASchld+xzxT5QC3cR1U2mdQARPGFs3oFNoZ/gEN5LjOnheOo9MB2KGxufsd1k41UlbNoNvLAW+P0jvK4nBgBXXHEFSqUSTjjhBPzjH//A9773PTz99NNYsmQJfv3rX+Mf//gHbrjhBhx99NF45plnglxTfUXNhNQHPvABAMBvfvMbLFu2rE+dOI6Dzs7Ofsdzv9VBck3IvuOjEVKqkvUTQtJR6pMNNLl48MADyDWBNg0HaTQkWZNCS57gJ00LJiKFUKSPPSOQsry3G9z1rTJyE+D7rIrwkWguEX9Bqm0yKv1UlQ2QUWhFx2feSKnjN3fD4e8e4m6qRk8lg5YhNNBC1dj+qkI4QhQmtVFR2ajEVrRskpVe2ado+bAAcOaBMw/BD0a9T8wPy3QVC50/R+a4gqQs5NH+x18EpzAONjhqtGjULirfMhg2bBh+8Ytf4IknnsDGjRtx8MEH4wc/+EFNVqw9QV0XmTFxXAZf+repsP1FdbVvQTVgBARVhUrSG2bsqBQOnt2IhpwVkduSNBFkU0B6B4YIXTynUhQfefd4cMbhuRztbUW4jhv25YsQ5nmw/JNVTf1RxctXWtWTxiXbjskXzo3iWtZXQ+aqIlAT1RfCQdtqX9Igo1zTmlc9DxAaQWLzrupybNBjsqbm2RXNeaWW6Z9cJIQm3x9pPIsoIEKA0WOy4ABKLseqLU5N93ggsD/piXXr1sVeJtJm165dGDVqFM4///y9MMo9R11PmDF7ahYXfXBMSIIwJggpzbtSkC6e64GAINeYQUNzFszjKOVLcMpl7YCT6F/LppgwNo2j5mUT7cmEihP2iJVCRykLh1FYKYpMLoV0xvbJIY7mLHDGMTlBfBGKB7fPxvKOcWDas0awrHMqdu0sGGWC63K0thbQm3dgp6yE8C/RTnT5Yin6VMhnHY4hjJhFTjGP2GiCv0lGjqg8t+z4uGwrNGrEpDPVSalgu2ZIvm4Km+4XDFOhylaxUjUSlI/Pk6uvmL5KZtM4B9p7gMdeHUpCav/REyrGjBmDxx57DLZt46yzzsKJJ56IXbt24dFHH8VFF12Es88+G5/+9Kfx2muv4Sc/+UmfTzaVMLndGHHooYfi3HPPxa233or3vve9eOSRRzB9+vSa6j755JNwXRczZszo1yD3R/BSAc7K58BLeVjjp8OeVtkKZU0/CJlTzwPbuQlk7GSU7/sjjA+iFLSAL2FJAkmj1hH/473dKD30Z2DYaL8Fg0U5AUSYS4QlO5OG98bykPZnFUwE8IWyoW0tlLAalKNYEQnFCPxjKyAQylq5yAZNmtGFZBRvgzFGFs9+v8IlVzGBBLdVNhzfEGgKgsP4VYSdDAA4hHXM+HPSFymmo9KjCk2dGQkmAJ/MjG4yRF27IYtyZw845yitehmdf70Fw9/90QGaYDJqtVa82SwaQ4nFixfj+eefx89+9jN861vfGvRN4ltJF7V3Orj/X+3IFz0snNeMww6qfILLkmNGgBBg/eYiDjmwEd/88TpjOQKieeJUA/fZJM6BbTtKuPp/1mPKxCy27Cgri2ydKDH2KxfQlMLOpvHQkx16P7zymNTPq4Urx+oy4Z0V8lPxXEx9+u1KuRzTEYbr0c+hjz9xHBE1EXjgMh7IzqT51zYXfaBq//F29QmHcj9JQVVGtC+zB5kyUg6sXNGOY48X+Y52dbnY0gpMHp3uc999xZtVTyxevBiHH3548Dr00EMxbdq0muqOGTMGt99++yCPcPDwVtITu9tdPLq0B47DcfjBDThgWqZi+XccPxzpFLB1h4MFBzXgyv/dFiMpCAVY2fOJI2EQKBdLYB5LDAsjhCDdKE6m29Hm4frbezBmpIVdrS6Y5m4aVAgueUyst2WScAsch4/YjA9OfRE/eu1UECI8uwgl8GDBJGQ5B5yyBztlafJFyBidOOP+el6XuTohIj3Cwnr+doYx30uq9jC0KBklTrcjmj6SfegEjpCNlIS28qhHsrDx+t5lfjghKA+MU7JfYhTVPJhntO3+QPJEqieWDE2U/gzhzOLzEcQfEpOf66RU9fEuWwuMG85x6PTBl81vVj1RC2bNmoWnn34aDz/8MO677z6sXr0a3d3dyOVymDRpEo488ki8+93vDpKf9wc1E1IAcO211+KRRx7Bxo0bsWDBAvziF7/AueeeW7Xed7/7XRBCcOKJJ/Z7oPsTeDGP/P/9HLynAyAEzrJHkZp/HFhvN3i+G9b4abDnLIC3YZUQ0DPmwXn+AbivLQ0boXac6ImSKZkGoNgLKXRNC1Qyfhr49g36xc7dICPHgrftjLdrIncM5A/v3AmSSonwLP9oCU4piGHRyWNjj7RJpXTq38JXtEdBmoeDd7UF/UrEQx0CMSkLJPbLmQxf1BfwHADhTCEGEWqESHscRBBqUct65OuMvk/akERDPGpCDeViecQMSFQOymLAyK1ZVNts9Tz8Dww7+8PmnGgDCHHiRfU+3mynYgwETJuZdNq8+aOU4rLLLsOFF16I9vZ2jB07dlDH9lbQRbvbHVx6xevo6nFBCHDb33bh3LPGYOO2Irp7PSw4uAmLD2vB0le7YdsExy8ajp//djOeeVHkHLzt75Xbl89zYwNFb6GyR+K82Y1YvrpHu7ZpaxETxuewfaeSNDhJdgWf+5eo2BC09gDZpgY45TI8xwuJ/phITiKMFCKcEnOi8WAQPGw/AdQiGDU8hV2tZa1fc98EIHGCLOhOHaXifcqj8p/rpJTWjkEHmHIsmVB57PrYEr3KlPemDctAWderEZGA2OD09DiQN8UmHFtby0NDSL1J9cRzzz2H559/Pnhv2zYOOuggHH744Vi4cCGOP/54LFy4cC+OcHDxVtATW3c6+Pp/b0OxJIiFOx/qwntOasDK1d0oFD0cvXAYDjmwGS+vyiOboThmYROu+eVmrFgjwhH/cq/wMqW2TuJ4LhPXLRFp4ZWK8FyGVNqG54kT+qgVHkzAOceRMx0s35kGBwkIqLZujqlN3VjfE4m8IPBPmFOTootrqbQNQglGpXtBuYf/nPZXdBUo7t95MJYXpqDdaghIGFXYWhZFuSzGLT2bOBdhdXJu5bKLTMaGx4ggv/y6jAGu68GyhCz0PBb8WwXnHNwDGrIcXXmz7Ats8R43yjZx4LR+gp/cGvj2br+z4FYF/zN5EEnR5Ckn+xEi6bKQTJON6SqIQLWZ7wnkHExeWAAA5o9I2zKaDR+m3R6H8KKqhqhKev71ISKk3qR6QkW1df+SJUuwZMmSQem7T4TUhAkT8MADD+Ckk07C7t278ZGPfAQ///nPcdlll+Gss85CLpfTyu/cuROf+9zn8OCDD4JSiosvvnhAB/9mhfPqU4KMUjxynJefCD5n29bBWfZI+DQ+cx/gRhLWeq62WZcMNOcMpKEJqcOXwF31AnhROSFFPgNcfZ8gUJuGAb2dYrFZLPoX/z975x1gSVWm/d85VTd2nE6Tcw4ME8gZBiSqCBLEiIhhERFQV91F0NVF1xVdw7pGEJQPAwqoCErOaYZhmGGYAJPzTPd0urnqfH9Urlu3+/ZEBvvRZrqrTp06ld73nOdNonIwsGNBiOkgBEIplABKJY+Uccgq31CsXQIV9jQKk1w4ZI69TZPePsM3Jr8Zwicd0xddReHlJyl177Z2m8olSUQsAUPa0IePRdQNofjs/RaR5t6a8nsURWIFLCnBxnYvChGxYHLuT1/hdRZxF70QCS8U9lvIlPtoKi90Iu+BCB9jdebfZtpVtNwFpVlF5cR9AFNIzCoUSDVt3m7Yk8VMfX099fURIb/7GP8Muuj3f91OV0/JFblKKe788zZ3/yvLe/jV3VuR0vpUbvvDFvLhZM/lRmQATGUytCXGhWcP5fd/3UYm58mQsLekkNDRXV7wQSlFa3OM9m5rElzI5oNkUmjSqZRyJ9V6XPd3hFHw+peatKquRhlQArItbNyQKIL5QxxvTokIVIxyPD393jm6JvjRfx7GD375Jjs7gvoWoK5GZ/TIFHNm1IEmuOuerVaoSwUSzL9QCw41/IyiSbgyRMjfyGZVkDv9IaoPz6tg7xH2TrOqyJbrFst72vrbNGHkSKvyYVIvocmBlBDfOxyqeuKrX/0qixcv5uWXX2bt2rUUi0WWLFnCkiVL+NWvfgVYsvSaa67huuuuQ+uzYvChh38KPfH33eQK9regoFQo8su7Nrr7F7/Wgx7XSSTjKAV33LuD3t4ijoBWCssYICxPKLD+LuWLpOrTjBkR5+wTUvzi953oMc3OL2WS6cmSSMaRmrTyBxlFGgrbkEwISmEhOaZtKycXH6LLTPEX8x0YIuaRUaHwNtNUFAslRjX2cnLraksmmCZrdtfz9O4JFJWOwOT4ljUs7RxOZzEJdgixtNcFuWzJk/2CgFd/sWAQj2tWqLhd2DufL+GQPbGY7EN+KnQNPnlejNseLFAq2QSR8KarqTg018GUMdCbhedfByGUm2tL08plqdWHQGLZ3g1D+ciy6Hm9stc2fputptnV+xRIjUBAQpAI8nQxge17j2gvLG+f41Qr98CYETVMhVMkJDQGu70QUDpAxVkPVT3hx8E0YgyIkAKYMWMGzzzzDJdddhkvvfQSzz77LM8++yyxWIwZM2YwevRo4vE4mzZtYtGiRRSL1sTu+uuvZ+rUqfv8Ag5FGFFV81x/ytA2sHPuhL9yJymsbwLneEwVixSf/kvZKYT/KwVI1aDV1hFVW85cv8r7Q0qnVEL0BTnbE/GAF4zKhcrtmiZoGsIwXK+oslCFvvq3Gnq/SjsPha88tFcpz6chauqIjZ1CYdHjwT6dhUBcg63rKG5dh2gb6d1HVKTfaDRx1M8iQAhbOURdYXUJ+6L6d8M3KgbqVzjlXsBP5lkb+jnA9o7zjreSGgt78lvKlyh0Z7z2QpKcNc/dvz+hlECpaiwub12Lxv7CW30x83bXRe27iwH+v5Jvj9OmjIyyjxFKuDJf2MSMEILdXSY//vWmsmOEEDiemkIIRrTFSSZ1IOf1qyz9s3hJh3WMtPIJCcD/qURZSbV4zP1dahrZrmBZebNkoMVjGMWiV3ghajIevlZbhwbP6RFDjowUQmCYhivHnL7GjU4xbVItpu8C/LJe1wWvrejmtRXdTBpf45EqUkTmvFNmNKkWCduAU54NZODoLxQu1HrAfUeGlkfGLVYHr49wtSdFPK5RyFv39sij25gxs4mYMNHtlVZL/YCnsHuEQ1VP3HDDDe7vu3fv5uWXXw78LF++nM2bN/PFL36Re+65hwcffJDa2r7Dgg81vO31RGcJw/C+yVwmV9amVCihxyy5m82ZGCUrybcei1nHaRKjWKKQsebsQgrqmutRpmL1qt18Z9ku9JhOqjaFsImrUrFEPldwzzFjUg0Tktt5msm+M1upNO7eNAOYQavcQbYrT0mViCdixBIR369tp7+w9mHipglSZ3eXwa3bTsWwc+8oBE/vnMBHxr/Ib9fPIWvEykSZm2tPBuWqEALDl+jak5PWeQsFKyTRMExqamKhwQnGD4OhQ6SrWywd4NVJSqcEuzLw7OvQUg9SWueyEqILNyG6K0ellafK+VsDlCnKxhyUq8JNsB4m8aW07LllukR5pJQnu6Pkd/iKBybRHZ4raCi3fvf7HVQ2nCjff4P9OqGint+BKls2x3XseYC3bdrIAVzAXuBQ1RN+HMx5/x5p80mTJvHMM8/wgx/8gO985zts3ryZQqHA4sWLeeWVV9x2zgt59dVX881vfnPfjHiA+NGPfsS3v/1ttm7dyuGHH84PfvADjjrqqIMyFgCV7cXc/ObAvD9cWtm/SUBdM6pzZ3lbo9y6G4lsLyqfQyTiVsW7vYSw6qdaFH1f1xeLQcE6X5R3T1WTeFOhnHCJACnn3CvXnExs4iwA4ocfR+mNpcH9AFkvFEXt3GIJM6eFGy6IN95oTgnfuq8Cwu4K1b0DQaHtCXdPofWhTEKeVQPVLBVJNhW9KKzkkeGElzq5T7I7O61qjShMnzu1EoLU7KMYctknBzDQvUG1CQbfuhaN/YVDYTFzKOmigWBHe4HlqzOBbdVODKWQmHb1M10T1NfotHfaHoi+HopFVSZ/w1BKsWV7gZlTYkhd8yrghQgYZSqUMN1Et33JcCmtJOSqD+8ilCKeSpLr8e5BX6Fila7D740ZebynJjjuCKtq0zmntrJ8VU+ZrO/Y7enVN9ZnPc9WlBVy7PPULc9H6INL5Ic9pfBk557zOxGovoNgji5rMdnXuwFBAmwgY4puH9z2/svGo8VjxBNx6husvDgFUyAMGN0sGD+s71w5+w6Hvp5obGwsC7dob2/nN7/5DV/72td47rnn+MQnPsFvfvObgzjK/YO3q57YtK3AG2szFLKWXNZiWsXv0P9tS03astUilxK6IF1Xg9JiNqkhMQ2T3q4MaDpSg1KxhGlaZI3l7WOF7jnG9NXrs4yfNJoTE4t4Mj8PKNdZu2imJp2jq9egkC+i2SGBUUh0bKbU3Y0+eiybco123igPAkV3Mcnnpz/Of71xVmWbuStuLZkTj+tlZIhFQDnV3HAJPtdTydd2yihrHHMn6Tz+qiXzY7q33+b0UEqxeWfwPFZ/jj6yxusmTXflKIBVtc7a7szjgx5TSmFn+vCILQcWR1BpMu6958oMHhd166QUGFW4orqqy74OUzlRO6Hr6JOIEuDmzHLaBvt1+vJ71MZ0b3vguQqYMwGOm3GgCKBDX08czHn/Ht8VXde59tprefPNN7n77ru58sormTdvHsOHD6epqYnp06fzsY99jOeff57/+Z//2WsX8j3Bb3/7W6677jpuvPFGFi1axOGHH86ZZ57J9u3bD/hYHOQe/QOqc5f1NTkViBx+xJGm/spEAXizVf3IM5Atw9xKdwhhVdVz/EfdyjjC8t2sAHPzWkQijWhqRqRTAXJnQBACodtSwRlTBFSphCpWJswqkhzRjcu3hc+dSJE85XwAYhNmok+YWfHcYFs8fL+XBTxXgpQ41YgUwlVsyurI+hvh/m2fof9+RcU/Ir+pSos096efSlrCrmzoVKuqPJaBQ/lmDKpkYJasEu/+0whdo+mj1yJT6b07WbVjcp5XFT/7C+PGjQs+IyH6nQzncjmuuuoqmpubqa2t5cILL2Tbtm19HrM3cBYz1113HXfccQdLly5lx44d/M///A9NTU3uYuZg4FDQRQPFN364jvbOoO+qVmHiHoZfBlxxyXDGjEq5RJEQloXWLVtt6x6BwjN0ecc7C4rXVvcyrDVOfWMKPdF/zp4wAeRul9LNOyI1rSKZXioWyfdm3QmsG/rmXmOQEBvoMxWh8t4tTXE+fNEoAM49fSgzp/Q9wfIbQiLPXYmL8j2HYH484V6r683mzsTtLlX1cQeO9bv/YyIMXX38HQ61C4Qluv0N5FmIPts3NSdoHVrjklHuMUJn8sgkWh/GmH2Jt4Ke2BN0dUV44/vQ1NTE1VdfzQsvvEBLSwt33XUXS5YsOUCjO7B4u+kJ01T8x4820Zs13M/IKBmk00GSVimFaRhku3rJdPZglEqWEVBK2wvV4MpLhjGiLUauN0+pYJDP5Ml0Z91vPJlOEovHyGdyrszWNImuazYxoigUTO5fXs82Wvna0Nu4dsj/CxAoACaSpkQWgUJiYhhGxJxfMV17g2axG0wDY9tm6rRs2fUrBPdtP5xvrjoL0yZ2dD2oI6VmeRope50lKA879suxsKEjmy0F2rc2wFHTrHOcNlejtSGYvNv/Uym7ieHLKxWpOpTCMCxCyjSV3d7LRyukRUKF06s6ot7rM7LzIBnVl9EZZ1kaJJbCkELY1fEcne8Z/JXvxzAVhmFi2sVFwmuVYCCMX7c6JFXfNh4ZsWZpqoPTDpeDemIPcaDn/ULti4yUb1EcffTRHHnkkfzwhz8EwDRNRo8ezdVXX80Xv/jFfo/v6uqioaGBzs7OfZYXpednN1j5oMJ3PVULuZ7oiazfzGBbI6hpgN7O/k+oTEik0MZOw1j9KphRAXoQP+Gd5J+4L7oPKS0vqlzejg8JeQnFdGQy5SoqpZRFOpWMAPlkhdfZ5bkdwR8ltWMJVCHntTMqmD5keFJvwxcqIYSg9oobkA3N9u0wyf7tNxRfeyHyUp0wsTJPKHeCH+EhZS9OwpZiR4FY20yiSmQr0yiz1gf79gtlqMba7YSioKi44Iu+jv4XdgFxETneaCXrP7bYkyW/uwctEQOlMIu+dzIWY8S376h6Mrin36hz3EsvL6O2itLOPd3dHDF35j6VBQ7GjRvHFVdcwZVXXuluq6uro6ampuIxn/rUp/jrX//KbbfdRkNDA5/+9KeRUvL0009XPGag6Orqqupa16xZwzHHHMPOnTt5+eWXmT179j4bw6GAfa0n8gWT8z++NHJfXY2ks6dchlfyUmlujNHRaZS1d9r58yo1NcY4bFoNT7/U6VqIwx/zlZcM4//u2BhJdEhdI55IUsznIyevUteI+cK6nXEXsnlKhZCeKLsmz3ptkWuQiAuyOcNta1aw4kZNuq1FWlBP3H/HUaRTlvwvFk1u+K8VPLuwI7JPqXt6wu8ZFbyGCLLHPw7ltXWvNcKbC8A0zH6sy32fu39EJVVXge3+feFnE+4rNCLKfSVACBl6T4L7jzthKCefNJQ167LEYjojRtW5IRsJHU47LBxOUxlvBz2xJ9A0jYkTJzJnzhzmzp3r/gwdOrSs7Y9//GOuuuoqrrnmGr773e8ehNG+vbGv9cTOjiIf+7c15QQ2EBMlOjqy9hy7glzUvLn4iFGNZAqCUrEU6bXqhOVkezKMGJZg2pRGFr2eo5gvUSqV65crLx3BfU/mKYb2SUzmx5YxXqzlgcyxFJSOkDq9yjJAapQ4Or6U96QeJi4sPSficWRTC7dvPZ6XeiahYWAgg4YVAAF6TNqeNWAYJlJAPC7wqRdicS2QJ8qRQSU70ZAXDmaRXP6wPV0T/Pv7dTexdqGk+PXDBhtDgSpg6RDT75UW8hBy1EG4cl6paLpjcB6pUta1OX+bpnKjDcKw+hNlYtlv7HDIKCdpu1nRq876j2E4FfzKDdpRScbD/Vkh/qHjJOXhiwMigS29otnhkq5/lU/ft9bDh0+v3u/mn1VP+HEw5/1VP6lPfvKT/PSnP2XhwoVujPVbGYVCgYULF3L66ae726SUnH766Tz77LORx+Tzebq6ugI/+xoinoyeK2Z77C8pYp9rdPQdWBUZZbfP56CQJ/2hL6GNr+AhpPUxuYvHUNmcR4Zhe2MlE4jaGmQqSEZhM+pIiYjHQdetqgI+MspFlEU2n7USlZsmqlQi8oZVIk98OUecBUD2vl+S+eP/Udr0JkJKEsedZXuNhT2AfNaRSPns9BneXH4NjoutfVMq8uEBS4C/kfBfo3Ud1RSYDY9/X/LNLonldBlh3O5Lnzj3JVaTonZEC+m2IaSHNpFqG+IeWHPsggNqmRyoRSMsH/L5fD9nqA51dXUMGzbM/emLjOrs7OQXv/gFt9xyC6eddhrz58/n1ltv5ZlnnuG5557bJ+MBGDJkCFOmTOHiiy/m5ptv5oEHHoj0who/fjw33XQTSiluvfXWfXb+SjjYumh/64mYLgIhAH5095plE8Bg6EEwIeuu3cWKMsAMGQM6uoqkkxq3fnsGc2bURpLZqYTjRlX+4ceSCQq5XPB89vZ4KlFGRjlj1xMxEukkejzmyrwwaeX861lBBZmsXZXPVFboSIR8DJNRrrXXvna/5+hnvvIaX/rmClat6SUWk3z0faMj5ZmQnlyNyh3ljbmCcKzAFw00j2B1sn1PZalHSlnWbIe8K/dmiD7Wv8CIGoP3TL1rCrZbtHAn3/7WEu781ev86udL+c1tyygWrQXumNYDG/JwqFq+lVKsXr2aP/zhD/z7v/875557LiNGjGDEiBGce+653HDDDfzxj39kzZo1vPvd7wbggQceOMij3jd4u+uJdNL7BvzkimmaFJVOfVM9yVQopNX/eiqPINm8sYNsT9bNL+iHn/QRUrB5W46WOpNvXzecCaPjkTIyGbckQNirt170ME9/jbt6z6RDNdDglVgDAAEAAElEQVRDHT1mgknpLVw7/h/cPOwXXJJ+0CWjAEQiiUiluHDC63xg1PMc3/QGbelMkIyyr0eZ3iw5mbCSrQtNI5XSSSR1UumYXdEP936BRUY5DvyOx6cuIZ3WfR5U0NNT4Nt3Zvj5nzNs6zCJ64JTDw+OI0pO+lWpG9LmEH8qKCOdZZYeE+gxiR6TaHq5obcSGeV6Xrm7fR5LppVfqq8+glAuMRdY0zjH+1s6OjFCJ0Q56lqBQMolr8Leaf3DJgWLinxRBf51+jl8woGVx/tDT9x8880ceeSR1NXV0dbWxvnnn8+KFSv22zUczHl/1R5S/omuruvMnDmTefPmMX/+fObNm8fhhx9OMpncJ4PaF9i8eTMjR47kmWee4dhjj3W3f+ELX+Dxxx/n+eefLzvmpptu4qtf/WrZ9n3JYhaXv0j+0bujd4aURSRcUii0zTkg7IVjSwKRrqfm8n/H3L2TzF23eFXMhETUNZK69Fpyf7sDY91Kqy8pQOpgJwRUhfIcUyKmY5usEfG4J1DsZLTKqqPqXk6UlbrMD1OTUCxZVe4CJ5OB+xOwNjvK2Lc4cAkxfxshSF/8GbShoym+uYzMX35lkV+JFNqIcZg7t0Cm2+4rcsXg3ufwoksQtH4HLNnucd5YPOKofAIQBd/R0fsrEWm+BVmZS3IF7VJpPIHjRIQCUfSZz6rSNSilKPZmKXT20vr5bxIfOa5iH2HsrUXjhZeXV23ROGru9LLtN954IzfddFPV543CuHHjyOVyFItFxowZw2WXXca1116Lrken+HvkkUdYsGABHR0dNDY2utvHjh3LZz/7Wa699tq9Go+DwETU904MHTqUuXPnulU35s6dSyKRYNSoUUydOpXly5fvk/P3Na6DqYsOhJ74/f3b+eXvtlbc39fkTwjPOhoORXAq6FVS+xNGJ/m//5zOqrUZPvPVla54lhLGj0pxyw2T+Px/rGTFG72WN4+UxGISU1i6wO/p5ECPx+zcIxItpgdJeMAolSgViva5zLKqS971hqyupioj1aQs1xNhryLnGEfGOyGE1vEQ0yU/+eZMRo9I8fBTO/n2/64mmzNpqNOZPqWWZasy9GYs/WRGeAeUj9sbS2QblB1KYl2j8Blu+jaQ9HVO/wFiYB30C+/59RcS6HgFB72urD6iyTVvnOF7KwQcd+JIjjpxPGceLqlNVT+pP9B64q1i+V66dGkg/8fixYvp7PSMmf5nUF9fT1dXF0IIbr31VubPn8+0adPKF/6HCP4Z9MStd2/n3kd2A1Z1vaItf7WYTv2QOoSUZLsz9HR0I2OajwwxMYuGJZc1LTAvi6cSJNJJK20DIiCHshkrd97cGbV8/bpxvLoyw40/3OweKyXMnJTiS1cO55u3d7O9wyRNhia5G00qjjWeZrUxlqdyszFDOaHOq3+OrTTT1ruWBbVLiEsDkUwiWttQ9U283DGSZ3eMxUSQN3W29JZ/j1ITaHbYXk1a0jxEZ/PWIqm0HpBFmUzJlyDbIahsfWB74KKsQhjptGWs7+4uYNq6SQpIxOFLH6ihoVby0kqTvy8yKRlQm4ThTbBio/W30z7a0zQYauaE6+mxoI6M8kyNEr0OIeWHv21guSUgHvPuiQodQ4SXlX+ZI4jWaVHeVmaETgfreYHnZRVeo/S9NrLaOA7K/qa6JojHBP9yDqQSB85Dan/oibPOOotLL72UI488klKpxJe//GWWLl3Ka6+91qfhek9xMOf9VRNSY8eOZcOGDcGDfYPVNI1p06YFBP7cuXNJpw9MLpgw9oSQyufzAY+Hrq4uRo8evVcKRBkl8s/+DePNpRBLoE8/kuIrT0JUpT1wvvKKbraVT+RIJ9+E3BdULFtHkb7oagCMLWvJPf4nVM9utJaRxE+9AHq7MHt2U9qyFrX2NTcxulIKVTIiCakyLyW7iodZKFpJa33HhMP17I0eKRV5SaZdwxTix56NsWEF5pZ17jUhhEvQKcPwhf8JRH0jIhes3oSQxGYdQ/K0C71r6+2huP51yPZS2rga483XQNnJdv3kn2/CHEmsRIXj+Y7x2fvtLVQko6LCMpRvDJWOqbTm8JNEFZMIh9pWWkhFjs1/7n5IrUow8kWyOzpofN8nqTnm1KqP21sF8vyi16tWIEfPm8aGDRsC50kkEiQSe5dY95ZbbmHevHk0NTXxzDPP8KUvfYnLL7+cW265JbL9nXfeyeWXX17mnXXUUUdx6qmn8q1vfWuvxuPgrbqYOdi6aH/oiWzO4Kd3bWHhqz3U1kjOOmkIv/7TNrp7+17wmxUIAVkhU6nTPkoOSAlHza7na9dPBODFJV385M5N7O4qMWNyDZ/58CjWbS6wa3eRJa918/zSHE60rTJNCvlCJCFFyOMpnkqAsvJE6bpOPuur3meWJ1rvLwTNIaaEgE9+cAwPPrGLdRuDFQHd6zdNtyspoakxTkdXkPjQJLzv/BFcfvEo+xhF++4CLy7eTSZr8tSLHSx5vRvT7J+QqhYWUeiTuWVVScvD+CqF70WRP/4zDQReWF0l23hf/UWRTpXaB0kzpSg3SgFTpzdy7gUzOHJyjNHN/Y/fwYHWE28VQioKa9asKUtUu2XLlkAb57klk0lmz57NvHnz+NGPfnQwhrvHeDvqiZ5eg5/8dhvLVmVpqNM4/dh6fv3ndrp78hTzQdkbT8apG1KPUopdm3cE5LATalwqliKrZOmJmJXsPJVE2tWsi/kChmEgJSw4rpHPfsSSj08v6uY3f9lFb9Zk9pQ0n7iomYSxm3yuyKKlGWZv/ANxZd2HrnyMP3ccwbO5WWWEVOeOTiQKU8GkId38+4S/sTY+mWW5sYxuyHLnunk4Zk1HT5R5c/kIKfCWCAC6LkmldDQpOOcoyT9eLNDe7Zc5ys1BFY9rbj9SKNIJ2LItuAYSwHtOTnDyHCunomkqurOKN7YoSobgxRUltnbYBp3wWsmWdSVDoUnhJja3fQRcssw/tsC5HQOTT/07ZJT/vpimCohc536YpuWB5ZBKUSF2RFWCC9rdg1I7Qt14nsTlXeGScbhhls4xfWkJ7z4qbNVYBk1az/v9pwhGNh84w8WBWE/s2LGDtrY2Hn/8cU466aSqx1gtDua8v+oqe+vWrWPXrl0sWrSIhQsXuv+uWbMGgFKpxNKlS1m2bBl33HEHYDFtkydPdoX9vHnzOPnkk/dooANFS0sLmqaVuZpt27aNYcOGRR6zLxaXYeSfuJfS8pdwvtbiM3/t29XFRX8+MSEIaX31ySSxIxZQfOZv7jnRdBInvsttqg0fR82llheFMk3yj9yFuX7vXQCFj3Qyi8XgBNtHHjnwkyyR/WkacuhokqdeiNY8lEJtPfmt60MS0S65HbCUK1RXh0uQBeCXjKUimXt+hrF1ndunSKYsrykv5i3Qr3deGSCp3N/9iyj/sfEEFPMBi3Ilz6VIMschfUS5taRalHHPEVabqIWqe74IssraEOq2klXHVJEeVFY+FwMUyPSBrdJWrfus06a+vr4qRfXFL36xX2Jo+fLlTJs2jeuuu87dNnv2bOLxOJ/4xCe4+eab97k8GghmzZrFrFmz+OAHP+huq7SYcRSWUoqPfOQjwP5bzBxsXbQ/9MS3f7qBF17pxlSwswP+784t0ZO4KhH2oHIs3QIr9HdYW4KzThzC7X/aimMcTiUkV1w6wu3jyNn1HDnbetcLRZMbvrueZasydn9YE3YvAUZ0Pr+osZkKTdegCIVcKN+UsMY6EEhNMGdmA5/60FiGtiYoleAXv91Y5onlJ6Osv2FXR8FNNO4fg+Gz6PZmDa698TXWb8q6qiddEyObM/t0PnIXBsIimCrnmsLtJJkQ5PIqFApYnnQ3HNYY7i/ovTpQ7yj/wrXSS1hNn37Pgz5uVER/keEhAmrqUtQliyRj1eeP2hcYqJ54K2P8+PGMHz+eCy64wN22fft2XnjhBc4//3yUUowZM4b169eTzWZ5/vnneeGFFw45QurtpieUUvzHjzexck0W04T23SV+umEHQhMYEcR4IVfwyaCIMGifZ47UNGtuaefVy2dyJGtTjGxRHDG7lt/9dTvCrmpdX6Nx2Tvb3L6On1fH8fOsRbgySvSufIls1oo0mNNoIjuS0GMRUjXxEsMSXZg5iSMXBCaFgpU3ybC/n1Ud9bzcOYKjJnWwyhjHwzumo8ekHZ4dJJECJFvZPfN+L5VMJgxVvOuEOOmEYGenyaMvF31trPuhacL13AHLN6A3RzlEcNnRm4db/27S2eudVJdQNKJWcwIpQUdQLJqUStYxmgZxXYuc4/t/1yWUTIGoXK+qDNLnPSWEMz+w8hM6CE7t+19nuBpGWdfn9zozFW6uKvd+2t5ooaVgVWSUez5nbmN7cYWWXva1WkRXqv/6K/sUA9UTo0ePDmyvJuLCmWs3NTXt2SD7wcGc91dNSAE0NzdzxhlncMYZZ7jbdu/ezaJFi9yfhQsXsnr1atv10OD1119nxYoV3HnnnQghKJWik2rva8TjcebPn8/DDz/M+eefD1gT0ocffphPf/rTB2QMSpmUViyibCLW/xfn/Vst6eDM93IZis8+YEsCDW3iYSSOOgPZ2BJ5mPHGK32SUUII0DWUIS3pq7DHFO0pI5SKIIh8isNP1PTnnKcUqrsD1bmT7t/9IBz8HGgXebjplpGwNxjok7zEa4VXnsbYth6ZTiHtuqFmsWRZC1y2v/w87hYhbBIwDbkMYZXjPUdQeVuj2c9JyKAloxJZ453Kl/g8ynAhQuFzUfDvLrPY9N9Hf95V/Y7JOZ2UgcTzylQUuzMgBbGxkwZ0jr2FicSsIpVeNW38uP76610BXQkTJkyI3H700UdTKpVYu3YtU6dOLds/bNgwCoUCu3fvDoTs9UW27yu8VRYzh5Iu6g+ZrMFzi7sD2xyP+b7Ijr4QntY5oXrON7ltZ4Ff37sNhUDXBQuOG8IHzh9GW3P0DO4vj7Tz2uqMrz9rgm/ltrB+9JhuVXByilCECKHgxVnfvRlB0oTRr1xS1uJs6YpuPvmlpT7VE9JREV1YTjueXBX2IuOEo4a4be66ZxMbt2Qt4sqW0ZlMyZb/fY/bOa8yTBobdHZ3Rr1zXie5fFSHyr6dVohcVHEM/zkHlocjGvuiD7un0L/VwH5vpAwQc3UNCY45cQwFQ9JcO0CD3V5if+mJ/Y077riDefPmMX369D6t1m1tbTQ2NmKaJi0tLaxZs4auri5efvllFi1axMsvv3wAR73v8HbSE9t3FXn9Da/anPL9ouz5VOD7F1AsFF0ZW0be2PNQPe4jd6XEKFrVj5VSrF6TYeUbPSgFibjknNNaeN87h9JYH710zG9dg5n16zKBOXoyYvlLlhFDKKbXbOIdyZUs6hhJxojRFuvklR3h0ElFdymBqRlsV230yAbicWv8xYJBPl/y5tY+WRWVYNuPnqzJq2+a/GOh9UxjMY1i0bl3Vl/l34lFjktNYBpWOwRoAmaM9+7D40tMujLKJdfs22l5I+nRBSmktPIzOSSbUpCOK3qyBIIulHLWCJaML/WhNo2SQtdFmXi0lkO+5ORYt7BaUe9cdxhhMsq9NuuB+4731mJ+4mmgUlzheJxJzwNMePpACIvYEwKa6g6sgWCgeiLKQ6rP40yTz372sxx//PHMmjVr7wY7AByoeX/VhNSxxx7Lqaeeyn/+538Gtjc2NnLaaadx2mmnudu6u7tdReZYJlasWLEPJznV4brrruPDH/4wRxxxBEcddRTf+9736O3t5fLLLz+g4xgQhO/fyLlpBEnlrF40zfrdIW6UifHGEkojxqMLkA3lpJTZucuTmoEuQ8SRYYKmWZU5TIUyI0IVhECVDDfMrv9rFVYy9VJEOKCDWILsA78JSk3HE8vxbxWV6qualu+mQyQ1tqIN9Rhps6sDmUwgdM/MIHQNmUxiZrIRZKDvofjHk8sQP+EcCs8/bHtB+dYq/ufokECOl5NvwaaIdkH2LllVfCf8E5Ao0inqu4vKrbI/EaLyQNcxujOUsjmMQtHyHhACra7hgIzHG5dARbkmR7QbCFpbW2ltbd2jMS1evBgpJW1tbZH758+fTywW4+GHH+bCC63w0xUrVrB+/fpAePLe4q26mDkUddG+xp4QDw4pJe0wLMMmmI2S4pFnOjhsai2HT6+NJKU2bSsgBYRTQTheldYCR2EUSuiJOFKzrdkRizkhJaZhYhSrX+jpunCtyGX9CWv/93+5LjQ2SyWapk/FRclPU1kzXFvlTR6fZvxoL2xn6/Y8ZSHZA5WbAjq7Snz0faO54w8bKRb91udqcjF5E4P+9ET/Mr0/b6WDCd8CRgoQGrNmNjBmQiMTprSRSGpIaZYtfvY39pee2N/48Ic/jBDCtVo7OUDmzZvHYYcdRsz2NNu1axef+cxnEEK45E19fT0nn3zyAYtq2Nf4Z9ATSikKmTy53izxVNIzBtj7dm3cjmmYaHEdPR4LXI8yTHTdev5+okrTNfR4jFLOCgEUdo69QtHkgcd2MmtKLTMnp2lqLPdSNHOZ4AYhIBZHaTpm83BUIoXZk+TJxeM4e8TrTKnfxYaeWl5ZP8U5AOcrmtTcyxulcbyZGxYYYyyuUSyUKBEkM6S09EAlu6ljD3fIKHd4MUmpZFh6wpmbR3zH6bROseil2Zg4XNDS4LXb3aPI583A0sBZVkV7swbt5dY1CDI5OPkwweNLFCYeUQUOERN9fQBGyfY0M5UVrFKmr53lk732APccZXA4LeFcQz++FD7d058O8s9fopa0/cMjnxxSSo9Z5J4T/pg8sE60wMD1RLURFw6uuuoqli5dylNPPbXHY+wPB3PeXzUh9fzzz7Nu3boy4R6Furo6TjrppEB8YyaTYfHixQMe4N7gkksuYceOHXzlK19h69atzJkzhwceeCCy5O3+gBASfdp8Sq+9SNUTQGX/xxGK4a9VVNgWOLHvdEpReOIeCggSJ72b2KxjAk1lQ3MZGQWEtglEIo7KF1CmidA0RCwBxYJ3IqfuZj8KXNQ2oI2ahMplMHq6UL27AROQiLoG1O5dvnthEps4k8KiJ8r60UZOQB83HX38DLKP3I2xflXQgwpAisCtUp07yT1xL6l3vM/qo3U4xkotIDwdj7Bo0s9/bX7PH4GxfhUimUIV8+6hfS8arcAUJ6ShKmLIb2x2Fad/m3BL+aKUF64TMY59PdFyPL7KtgtP8bkknC3k9NoU2V2dtlIWpI9/R9VhP/sKJgKzikVENW32BM8++yzPP/88p556KnV1dTz77LNce+21fOADH2DIEMtLY9OmTSxYsIDbb7+do446ioaGBq644gquu+46mpqaqK+v5+qrr+bYY4/lmGOO6eeM1eOtupg5FHVRX0inNI6bV8+zL3cFeffQzLpa8tghnCKr3aDckDgnfE8BxZLiOz/bgK4LPv/xMZx8dGPguJFD45ETfb+HkxAQTycpZHKW5T2mWaFtGS8sIha3cpMUo3JNWYMCYNSwBFMn1tDdXWJHR56d7UVyOQMpBcNa46zblHMrFyngsGl1vLk+U6Z+5h/WwJGHNzBnZh23/HQty1d1las74ShMq8PVazPc/oeNXHnZGAAmjk3z8DPtZXpiQDLUNusuWd5FKqlRLCPj+iaJPMLKr/fLD6n2HQkmGw8vwBRW7qi9iBnt47z95QRzzg9W2MUbb/Zw5rsmu5VxJw8/8F5IB1tP7CmGDx/Oli1bAlZrB7quM3bsWFKpFCtXriSfzyOE4Oqrrz6II953eLvpibbmGDMnp1i+OmvLYusbymdymIZJIZtHj+nWPNA+RovpmGYBARhFS35quo4W1xFJK92FWfLL8PJQWeUYdhFkcyY3/98GkgmNf/uX0cyfFUyxIJNp6Ax1UCpijJsOaSusr61R8KnaDXz38ZkMTfUya8h2PjR3I3ctGUHe0NCE4soZyxg3NskLu9OUyydwohNGDdUY3qKTySo6ug16cmBgTeFbh2is32q4ekJKGNmms6NL+XSZJWMOm6AzeZTGqFbJ3Y8XaO8lcF6Ble/JL1/f2KJ4emmJk2bH7OuC19b28QArQNclum6FiSulKJYUG3bY9Z2M4FzdKIGMV5IxznwfUFZ+pUCOqYCBWgS2h1VZZHL0Pq7B6TvQvj8Du79fp63A9S/yB6oEzlVhDMWiIh538hTDybMOvCzen3ri05/+NH/5y1944oknGDVq1J4MryoczHn/gEL29gbpdJrjjjvuQJ3Oxac//ekDFqLnhzINioseo7R1Xf+Ny+DMNCMEcX90srPPnXU7fSjyT96LNmYKst6LPdUmHo5ct9wXtifQ555C8aWH/Ce1BFkshnTIGqVQ8Zhb4sC1sFQiFKSERJrUu68E0yDz+x+EEpGD6thB4rhzMHs6QZnoE2ahMtHJ3+PzTyU2fgYAtRddhSoWKCx+ityzD4ATHhdy5UQpjE1r3D5is46muPAhVCEXsBC5Pqg+Ui9SajsQAnPTm5FJWCvBsTa4BIxPc4Rdq8sPdvoI5RWxk0/aR5aLvMA1ESC19irUo+wVDY4/mJ/FC/FRSpEc2oJBnPSxp1F7yrl7dv69wMHODZJIJLjrrru46aabyOfzjB8/nmuvvTaQV6pYLLJixQoyGc/6+N3vfhcpJRdeeCH5fJ4zzzyT//3f/92nY3u7LmYOli6KQqFo8pt7trFuU9YNowDs8tUWeTQQIsoPh3CKQiCvErjyoFSC//7ZBubNrKWu1psenHdaE8+/0uPmkNIkXHpeC7+5b6fbxrK8SuLJGNLO32coiCW9YhaOxa2i5U0IWobofPOLU9i6I8/nvr4yRIwo1m7M8YkPjGbzVov8P+noJt5Y2xspni+/eCRTJ1qLph99Yya9mRJ//NsWfn33JvIF52bbd9pTEyxb0eP2cdE7R/CruzeTL5hlck31zSOVYeGSrgGHPgehgqS9cDe74+oP0fmlwgYLX+mifWa86P89DoccCSHIFxSLX9rOySePYMJQGNt6wKatLg62nthTbNq0iR07drBw4ULXcr1o0SLWrFlDsVhk9erVblspJV//+tf3qVHjUMZbSU9kcwa/uGsTmzZ0ks9ZOZ+UMsn2ZDCKJQQeCeX+a8sq6ZtjSi2OnvDlVpUSqeOSUo6nq5AhdxgBiXQSaRs8i0WDb/5kI3feMoVYzJNHiWHjKXXtxMza8lNI4iMmkt++wd8VY4dkOW/ies4auhxpr3VOHb6OXYU0Q1JF0nFLIQ2LdxCWG1ZopcmYkXGuubCGVRtL/PSeXqQu7DxJUCzBxu0GF56cYMsuk5gumD9VZ/VmUKrcM/ddx8dpqrOu47qLU/TmFM8sM3jiVYNSyct75IcA1m/3Np58mOSJV4xow42pykibsFq3gj4EpqlYtakv44SPKPP1EdMFqYQV7ZHLGxQKYZkOUlohiaa9TvDPOfYErilH4PwWuX6pNj2ICFyXcv4fOJ+Xp8r2jvJBw6SpXuOYqTB11IGXxftDTyiluPrqq/nTn/7EY489xvjx4/dmiP3iYM77D7xm/ydB/um/Unr1mX3TmZ+EqsqTpoI3j2liduwIEFJCShILLsXcvAaV7UE2D7fItAAhBQiJ1tAA2Z7geJyYCB9J4nhTeccKS8EVc+Qe/h1y2FhrSBGeWaU1r1FzyWcorlpC5t6fW15YTllaqYFpoI2dij52WnB4sTjGzi1W+0r3SAhEbYPvT+va8w/e7m0DDGfsAkikrSTnfUht4X82lQgkFSGU++uvD0S5xjqEmLI7Dwj9sFT3vyJ+giusAQaAfsctBULXA+3iNQlqr7wJme6/MsX+gFJVuthW0WZPMG/ePJ577rk+24wbN65MeSeTSX70ox/t10Szg4uZ/Y9bfr6BJ17o9IioCp5N/UGEJoJ9Etp45/KfylmMFIuweXuBqT5CKh6T/Of1Y3n5tR66ew2mTkizfWd5qLUQMKQpRXev4V6TfyyGYbiWUD0Ro+SrDCWklRi9o8vkB7/aQG1KIkT5hFkIWLqim69dP4UHHt3O57+2jGJJ2VWRLJf9kqFYcHwzUyYEyyLXpHWWreihWCH8D6yFQYsvbDEWk3zhUxP4+vffwF3bKdv7VkoEinRS0psxXAfnPlGRxKqO3eo/mXnfnk2V94f73bdetO5ZhIDIMEUR+NV/nU8/tZl/vWIkqeQAsvjuQxxsPbE3aG1t5ayzzuKss85yt3V2drJ48WJef/11duzYwZAhQ3jHO97B5MmTD+JIBxEFpRQ3fmc1i5dZRS+cb71YKAS+EdM00SNkg2maLpGkxSIiAqTEilLAMtpGhFnXNzVYhShsGLpBNptn1+4Sw1o9WSk0nZqpR1Pq2gVmCa22kVJPJxCsdohSnDtylS8GXJDUTUbo3QjDQOUsA8FY2cuCuoU83D3fvRfZTBGjZNLZK7n/hSJbt1t6SMqQ8UbBll0m7zs9xbOvGdz2D8Mihuz6T04Y93EzNZeMcpBOwMoNHhnl3Cu/PhUC6n0FGRNxybnHaPz5WSOwBFHK8n7SNUE8psgXrbERGq8Q1cn/UlGh67jrHKUgpoPmC2O2SJvovixyrNwTzo++5vK2+nb+stNEeWQUEKja59pM+jO0hxwwnPshIPI4wzDL5gaZnOKad5fnszpQ2B964qqrruLOO+/k3nvvpa6ujq1btwLQ0NBAKpXa47FWwsGc9w8SUvsBSpmUlj2/l734BErUuxvlKeXE5JomAZreN7mTdUPKzyQk2siJXjelIqRqIdfrESzKtHJDBQSyTWBYEsPdLnXdsrzbScX9ibvN7RuRQ6Jz4zjnNjvbydz3Sy8EzzBQQhCbfgT6iPHEZh1TFtqllKL4+sJyQkjhhoihaSRPeldgtz56MuJdH6e0ajEohT7pcNBimF3taM3DkI0tKKXIL3qC/CN/iB6zc51SlnlJeWRV+CgRen7lCiS8YKyESOGu8Ba2YUe7MDkVGq8X2119KKEKhR06xwpNRxnWBEfoQXHjtC+uXExizon9n2c/wOLlqrFo/HNicDGz/9CbMXj8+c6y7Y5nU3/V5oTtZlmJwKpkgQx/384372/f2lSegEHTBEcc5hHHtWlJOinJhvJmZHPlE0V3vL7fY4k4hmFYayHhn3TCi0u6OW5efeSHpxQUC4o31vbyzR+uds9l2EnWzzx5KLOm1fGOk1rK5Fe+YPDcot2RnWqaNUlPJzU+/N6Rgd0LTmihqTHGY8+2o2mCs05pQSnY1VFk4rg0Q1sSKKX45V3ruf33m8r7p29ysBoC0W7Yz377P3to9g7KcPa4n2j4k7NHsIzOOxhhTS8WFS8s3s3JxzTvw/FUj7ebnmhoaDik80P9M2HL9jyLlnqJwp3vx/F8ckmAkoFpmIHiOKZtADBNy7vTyfcXloulYjHQv78iaTyVcMMCtZhGqiaNHtcxjWJkcnMhJbFGL3+mXkO5sVYIMMrDtl2PG8cwKgSnDlnG/ZsmUSSBaSrXK0YpWLzapK3WG7cfCigZsGaryd9eNNw2ugboMH+SZNwwyewJ5d66nb2KDTuCX7MzNsd5rCYJpxwe1JPHztAZUitYvt4krguOmCrJFyCTV4xokdSnrWd37zNFXllTTtL0F4wRGI3yloExPbQeqphIC5/32555RwWXJdZv0plDlDUG5SOwItsQsUTxqQHLb8F67k4S+EqeXSUDNrcrRrUcJEKKfa8nfvzjHwNwyimnBLbfeuut/RZO2lMcrHn/ICG1P6AUVdXs9qRv+Rsa8LoJdB48T6i9Uooyn1F70aKNmYJsqkwGuV3pMZJnf5j833+N6ukEqRE/9hyMjasxN65yr60vwkToMSgVvXY+aOOmU1rxcuRxsalzMbatL88HpRT6iPHEDz8+8rjSypcjk6nL4WOJT5gBQqBPnYc2pDzRtNY2Gq0tWH5Ta/XKnwsh0FtHkK9kwbb9eQcs2wOT74EdPRCyyD9BCSdHj4r7tnZ4C97qBuQtjJ1FLoDQNYuQEpXLwpfefO3gEVKHsOX7YGFwMbNvUApnCA+hP1LKlQGhRX5/ssEf6uv87fxrmianHtsYmbA2jPpanZuuGcN//u8GdncbJOKCqz80gr882sGqddnI1IRhxDRBpdTmJx/dyFMvdNjyKnivTjqmiWUru8smpUZJcfTcBk48Opq4uO/v2yO3HzmngRlT6onHBGec2EJbS3m1m7mzGpg7q6HitQghmDiu1pWvAb0nQPQhQ6oOl1bBBWXZcXvMiJSHhkpds8KBKg5b+HRJ9Yoikij1GXOEs9gKGTmefqH94BFSg3piEAcJlYo5QPn3X8jm0GK6W6HSKJXQdN1O/GySz+RIN9QGPCpLvnx+rmHC7VZhlAyMkvVtloolSoUSdU31vPv0ZpKJ/vO5yUSK9ITDyaxdaidB0kiPn4XZ24HKdBOgN1S0/d0wBCXfmkrTJVKz5M/RM2O8vs7ympKaLceUpT3nTNJZv10hhW9ZZMuUOZM0xg6NHv9DL+QgVC1NoThsvEZroyAZh/lTdGpT5aOdNkZj2pjKnpxCCIY3ayxcVUL3EUmuR5DPMGOF7vcNpcp1vtSi1yqu55BNejneYsHx9XPC8PlNQKtMgCkTDIe4kj5yikoklDOPsbyQ3QTswvI0s4JyKt+VFRtMRrUcnGqn+0NPvFUKKxyIef8gIbUfIKSGNn4Wxpql0VR32DHG/2/Ae8XxovEriIiGLpWs+qTWE8ecWeUVgNY8nNSln4N8BuJJ65rGTiN//62ornbrtFJDyRiqkAHlKzmrFPqRp2OsWoK5czOB8DwhMLdvIjbnRAoLHw2eNJkmNu8kTF+eJz9EqjZyO0Bp3QqL/CgFSanE/FOJT5tb9XUDmN0dmJ3tyIZmZF0jAPqYycTnnkDh5Ser76hPU4ctjt391nNWgfsY7g+HgncMJPjkd4UxBJVVVbmi9nROHdYwgCoW3clR4NpChx0sHKq5QQZx6KO+VuOwqTUsW9VrJSC1vw/TniE6ZFRfeRgq/RsILSC4P6o//+8fOL/6oh8zJqW5/b+n0N1rUJvW0DTB5HFJ/u2W9ezabVFNuiZIpySd3aXA+EzD5Mr3jeAvD+9iw5a8tRiyLfO6Jti6o8CZp7Twj6c7MEsl1+o7tC3JWae08MRz7ZFjaqivTKa9tKQzUgZ98IJRzJ5RfbUbsDwXtu/MM3pEyiXwTj6miZOPaeKxZ3biF4Z9EYvC9mqqNol42fMLC9B9NIFVhlXNrk/PLgRKVDZMVX2uKPbSWWhJRzfu3Tn2BoN6YhAHCyOHJxk/OsX6TVkM0/v+HRlqwTM0+quXSl+YnbMvs7ubWCqBEAKjWMI0DKKt4uU6B7AJqhLnn95Utq8SYg0t1M8+GVUqInQrh5V5+KkUXnoAinl7sBo5FSdpdLueSKaChe2juOSsBv72bJZdnSZ6TEPTJN1dBWI6FI0kM8ZJXl6RJ5mKo8ckSsHQepPDJsZ4cUV0Xqd0svK3uuzNArmsRiKpB/TFGfN1hjYNjOwoFIoYhkE8HkPTrOdx5BTJ0jWCzR0i5Ffg6WghQGgCwzZcuR5aEeFoxZIiHvPGqUmB1ASmz+il6UGjg2t79pFSwvGgGgiq8ujyNbf1XR8a0R5fZUJNSuGFHgaidqBkHjwZPKgn9g4DIqS2bdvGuHHj3IzrTvb14cOH76/xHbJILngv+cd1Sm+8alkFHLgElO8rrjShdDxKnKBdf3tHsLilhhwyqpJkEMj6gVkXhRCQ9HJwyJoGku+5CnOHFZIgW0eC1Mjc/UNU+1bbUKoQdU0kZp+ImHcaxpa1ZP76K+jtcsdZXPgIsm00QmpBej6fRfV0oY2aiDZ6MsaGVd6+ZBpt7NTKY40nQNOt2+QkWtc1YpMPG9A1FxY/Sf7xe7HdDkiccgHx2VZiS23omAH1pXxuz+GcGJUmANZxVUh391XYi1m6j6wKC/9KFng36bvVqH8vLd/iyR8e5Ed8wow9v4a9hKkERhXWCnPQ8v2WwttBFwkhuOHqsXzv1o28sLiLQskmpCMIpP7yBlVzLv8xlaBpkmFt5d5BfUFKQUOdN5UYOTTBj786kVXrsuiaYMr4FKah+MSXX2f7biu82TRMJo+J8a7T23jPmUN5aUkX//nDN+nqtmR3yVD84q5NTJ5YY+UGiXkk065Ok3zB5LgjhjBhbJo313nJ/lubE0yfXNlwkU5ZpJlhenI2ldI4bPrActj96vcbuf3uzYBFnv3rv0zgtOObEUIwbVKNTUhZDH1/z8d7JGGd4JeXPrbf8b6qWiR5/QTfg/4NE5qmB8J5KvS+d3rIGlDlXfZzOnpe496dYy8wqCcOTbwd9IQmBTd/cTL//ZO1LFraSbFoYpYMlDJ93izClQlOBU3hz1Hk+7yMkoHRbctMIex2Qc92F3ZVzLIQv1yOxrqB5XMTQiBiXr4pWd9C4sSLMLt2ITQd0dCCmYc7f72UE+tfI6kVWdo5jLXpuXxqbpKT56V49U2D2+7vIZO1LqhYgrseytFca821cxkvr+E6O6/67AmSJ1412N3j3YQhNYrmuggLqo1UQrBpewHTVOgxDaUUCVliaFP1OXuUUuzY2U5nV497/cOHtlJTk0JKwbjhGls7rTEYRvT8G/A8ggRoZesI7PugrFxh0hKlhp0jSzrynnIiy/+30PoIu7MuBjdaRwQ3+3dHHbYn8L/X3ragfow2wAkmjTh4MnhQT+wdBuwhtX79ejZs2MC9997rbmtrawuUBpw3bx7jxo3bl+M8JCFHjIdVL3vzTEHf/pDhSaJhWO39xFRZOJ4nCRRUnmP6vJco5ECPIbSBO8gJPYY2fFxgW/o9n6K4+EnM9q2Ihmbic0+2QvYAbfg4hDLLObfu9jJfUaUUxaXPkzzubDAKCF1H2bHvmCWKix4jcexZRCE2+3iKy1+yFKxm3cf4vFMGdI3Gjk3kH7/HPyDyj/4RbeQERCJFacPqiseGUe7hJAi+CNEPql8PJv/r04+0j8rpFLQm+DWL139gu2+oATIqfLy/nwqKKbxZAYkjTiNWIQzzQGAwFOPQxdtBF0kpmDEpxdMvdQZshmHvJb/XVHjK6JBYge/dCZ+tMOG2Jq9e9btgUmzLG6Wn13AJnIEilZTMnupLKK4JfvQfU/ndX7exZVueMSOSvPfcoW7f8w+rI5MtD7lu7yiUiTmlFA89uZNzF7SRLYCmaxZpIQUd3SZ/eWgH7zkr2svr4vOG8/RLuxHSq5z0kYtHVxf+bOPlpV0uGQUWefbN/32Tw6bXUSqZLF/VWzbeaknDKGu59W+5LI9CNXmqvHP525YLbqlpoU3CtZ4rs8qQ8X0ATYMr3jeG008sD7c/UBjUE4cu3g56IhGXTBgV4+nnc1gEc3kbV174iShXhmAR2eGqZJqGkP4cgv7vWgT78iGX9dJxdPca1KS1QFLtaiFiCbRmLz1GOgmXXDaLvz0zgY4ugzHTYnz86JQ7hsmjpEtGedcNBaP83KaCV1YXmT5WZ+uWLEpqSE1QKpm07zRYtEJyxPR42XEA5xyf4vt3dVvXmS2iFLz33JrItpXQ05txySiw7tWWbTsYP24UHT2CbR3OdLpcZoejGjQ7PNHlFxXeXFwAphXOZpp+PYGbF9Hvz+A7i0US2iMw+1x3eGtM5wwuR2V6G9197hjD1xVcAnvXU25cs1IIhCt2Vx6iFHD2kZKJww9OuB4M6om9xYAYidraWi699FIWLVrE0qVLyectV8tt27bx4IMP8uCDD7ptGxoaXIHv/Dtt2rRKXb+tUHx9IfnH/xj0g4wM3YsgmMLwH9cf3dynPBHkH/0DZudOVPs2EJL4kacTO2JBVRNLZZoUnn+QwtLnQCliM44kcew5CE1D6DHiR5xW+eAIUkjUNGBmvaTpzhhKa5djTD8StXOLVcHIl3fI2Lqu8imahpK++DMUFz+JKuTQRk8iNrPvzP8qn7VCCZNpS/jtiEpGqyiuWERh4eOoXCZif8QRfT4nS/z3uUiJ4qv8kr4aBKwYyvtXVd7v9O/PIxXorxrPrUqXJHyElu1qLk94N/GZ8zA2vGGFRzZU7wK+rzDoYnto4u2gi/704A5+dtcWn8Ohv0pNMGzPQcUE5r58U/7vOZyHyk1Yi0dKhSeD3/3FBpa/kWPrjgK6LrjykmG8c0FLVddUKJr89DcbeejpdjQJ55/ZxvvPH46UgnRK4yPvHVHx2JguAvlShLC8rTq6s4HxGyWDp1/azZiRKbbvLFiTZE26E/fXV/dG9G5h+uRavv+16dz74HYKBZNjj2jk9BMqX5tSiq6eElII6uyqg6vW9LoVmhwYhuIfT2znV7/dSL5g+silylb4KAzE2616VBpDUNEoX99CCCsHTSCXo0IIGXDQrursVRJylXDb9+egC8miV61n3tI0MA++fYFBPXFo4lDXE0opbv3tBm7/wyYrPM+RKRW+Jy2mB5KdKzNksPYxE1LTkJrnARWet0pNeuFbZWpH8D+/XMdTL+xiZ3uRRFxy/cfHc8ZJ1emJfEFxx/1dvPy6FXZ37gk1nG4TT7VpyUWnR3u5ajLKjxRGtullVV8TSZ0lbxQxDEWmoICSe6AmYe2WUkVCataEONe/v56nXslhmHDUjARzpkS3Bete9+ZA1yAZt+5ZPl9ehVYpxYr1Re55XiMQQBGRy6kvz2ij5OjsaMOztc+fT8vfgXNSYftICHt63//83iU2na6cMQuPQFLKuh5hX5c1ruCPEEGdVFUqEedEZddqEVVXnK2RjAnW71A010FNHyGZ+wuDemLvMCBCqqamhp/85CcAGIbBsmXLWLRokVsa8JVXXqGnx2KEd+/ezaOPPspjjz0WOL6rq2vfjf4tCGPnFvKP3Y37yfY1EQsv8B2XyKhFR1lbp33YyhkBewzGmmW+piaFF/6OaGgmNmVu5THaKLz0MIWXHnH/Lr78BEJqJI47p99j4/NOCXoeAfEjTyP36J9QWet98UgQSea334u4BomoaejzPFrzMLQFF/U7HlUqknv4t+79EC2j0CcdXkY4KdNEmSb5Z/9OVRl6/dcR9Shcc0LfEEJU8DKqlo2KaO966PnO4bSp1G3AHFK5/7DSDHNebjf2/XT2qef/RvdT99k7BclTzycx/5RqLm2fYdCicWjiUNdFS5b38NP/t8X92/0ew95PAwyFMn3yxe9NFfCw8skF0yfXpLRInUee6XTd+UslxY9/s4WRQxPMm9V/WNvP7tzIfQ/tcNXS7XdvIZnQuOjcvvNSCSF47zlDueOPW+y/LdV22fnD+bf/WoGhrPAQZVdvLZVMvvCNFUGy3b7CpiF9J2SfNrGWaf9SOazPQU+mxE3fWcXCV633ZO7MOk49rpmu7qKrDpxFn1KKX9y5AcNwch0Jn3r2qsv1C+GQQQN77nsE38rO0gMGSOm+I9Y9DZFWezCu8IIpuC1qeRnEp7/4Kru7LI8MTcIXrprM2adVn+dsX+BA6IlvfvObfOlLX+Kaa67he9/73h73MwgPh7qeeOL5dm7/wybc/Ho2lLJDrnwuM8KW335Y3k/27/a8UinlElcWuWGgTBNN13DdcML9Cd+3a3vj3vPAVvdrzRdMbv7RG4wekWTapP5l6633dfHia3mUgmwe/t+DPaRTguMP7zskLqYLTpwT54nFBfuarO3nHJvk9XUligUDUOi6Rjyukcsrbvubz6AhLdlqKqiv6duTZurYGFPH9l/coyer+PVDRbcq39TRguljJENS0vMiUrBqW5odXXE27raNQOFnZS//TFuHWOF3yn1untObwDBNTAOSSQ0pKQv5c+A8MykEhi27xUAdiHzrAP87YP8S2Od35nXyD/pD7ZSyllJSRpNS4XE7Ffas/jzDttWHsM9hHfuHJxU5OzuOJuFdR8HkkQd23j64ntg77HFSc03TmD17NrNnz3ZLDyqlWLlypSvsFy1axOLFi2lvt5KP9vZWtly+XWBuW49vlhckjRw/RodMikKUN1X474rvcpRrTYU+bOQfuovSqsUkF1yMSFZ2SS2ufLl824qXiR99JvkX/kHpzWWIZIrEMWeij5wYaBc7/ARELE7x9UUgBLHDjiM2eTZmb3cZUSUbmjCiPJXicRJHn1FxfP1BZXsprV2OMg2M7Rsw1r4GgFksodaupLR2JQAiHkcoE7NUqpqEciHc7C9EJqgNhbt53KM3Sd9ba7J9evt8eAscovt19vVJSlWCPWlx4XfZts/tXo+mlVdBLObxNJoi9+if0EdPQmsb1c8F7jsMWjQOfRyKumjZqnIvG3/+KBg4GVWJsPb348iBqLbuZFMKW1V5eusr313DiUc0cvVHRpJOVc4d8sgz7WWq5tFn23n3Ga3c+odNLFrSRWNDjCsuHcmU8UF988ELR1BXq/PUix0k4pILzh7KEbMbuOSdI7jjbksnOFx9MqFRKpWHfA9p0Ln43GEVx9cf2ncXeP7lToSAZ1/q4OVlXW7fi17tZNGrnQDEYhqGaXl6OiRNKULkh8PtwLu/XlyD/yKCz9GZDkQ+W1HuQdfXsy1brCJQtseEENI7VoT78i8oyo0Q/SVjj0zC7h4eJKOidFRnt6c3DBO+9aNVzJnVwPC2ZJ/n3ZfY33rixRdf5Cc/+QmzZ8/eo+MH0T8ORT2xZHkXmhbyHJVexWLPkFFOeIfzBvrzxjnftkNG6YlY8HjfvDAcRuU3ajij0mM6mq7z+Zvf5IwTm/jkZSOIx6OZD1MpFi7Pl4m+F5flmT8twR8e7WXluiLNDRoXn17D8JbgMvXiBSka6yTL3iySTgjOPDrJxFE6J89N8NSSojN8hIB80VmG+a8BWhoEJ87Zc0/LXZ0Gy9eW0DV4dS1s2untW7FBsWKDgSYTnDNXp6mmxPNvNPDmjnSgDyFV2bgEIDRrXpDPGxiGIpHQiMU9T2bTtIqQx+PSF05vxc2FxadpqkCVOr94CksqgeX34OOPAg55yvZ+csIAwwibFcLeWtieTN41l0eKeDydTxcp73k6ZJRSCk0LfgPdWdB1ZRN2cN8Lin85F1LxAzd3H1xP7B32aZU9IQRTp05l6tSpXHrppe72devWuVaJtytUPktpwyrMjm3WBjsJXWSYU9REtBJcgiq02HfLd4qItsHjhZPpLnLgCmPdCrIP3EH6/E8CUFz1Csb6FahYHDLdmDs2obo7y4/VNLL/uAtj5cu2AoPs3T8mdcG/oI+a4BuCIDbzaGIzjw4cHp9zIiKepLjiZZASrXUkhUWPQclOouqz0KTeeQWyYc9KPptd7WR+/0O7xCyAcH1/VcitVhUKKCn6JqOi7rMDZ8zCb012Yp+jJt++xeKekFEh8skaXnBhEWwYRJ8eUmXnCl23tO6jn0hzSndbCyv7tFr1yS+N7ZsOKCFlquoiEQ+Ew8Ig9h3eqrpod1eJRcu62bqjYHnT+ELqAt+RTU5VS0oFwvKILh7Q5/G2e384xM85vWHAEy/sxjAVX75qLEop/v5kO6++3kNtWrJ5e4E1G3P0ZsvlZkwX3PCd1SxaasvfDTlevuF1fnLzdMaP9ibpUgouOHsoF5wd9H65/OKRNNbrPPNSB4mEZMzINHffvwUjQkR/54ZpDGns36odhTUbMnz2puX09FoyTIA7+Q3L+2LRatOXx1BfasL1glU+40WFqYI9YcAv7EWfZu4+DFNlLaMXF4FxUpns7A9+UjMQShqp60LznAowTVizLnNACamB6omwV00ikSCRiF4A9/T08P73v5+f/exnfP3rX9/boQ5iAHir6omd7QUWvdpJe0cRwynSo0k3HM+PioYIhzQyTXedYJomAoFpGK5np5DR/WIq0IL5Ba3v2AwUOtB0i4wSQlAy4IHHrXDtqz40CsNU3P9oO6vWZqir0diwtcjGrXlINRD0jrGm5N+8fTdrNlhz8nWbYOnqPN+8uonmBm+pqknB2cckOfuY4Pd/8Wkpmuolr68rkU4KauMmTywpWFN5YREpjp77wgfqSCX2jBR4c1OJ7/22m4K3TKG+MekSJA4MU3D/ombGtObYtDvC2O+fswNhcsqBRUyZNrGkiMd10mktoOMdosj53fpXBY1L1Vyuf97uf62qkP+OTK/2rjpEYdiL2DHAWCQrtuHFMczY73AF473f8cwwoaMHUgcwE8jgemLvsE8JqUoYO3YsY8eO5T3vec+BON0Bh9ndQeZPPwaX8KC6j78iHKrcsShWObmUAkWIfPL8PAPeOAEoE3PTm/T84qtWwnMzogxsxBhis4+j8MR9ZWPPP/EntPdeRXHZ86hsL9qwMegTZpWPVwjiM48iPvMoShtWkfn9j4INTBOl6ciGJrThY+1hKMhnIZGKmNBGI//0X1FZv6VLWSssLUIJV+HPKlJ1qEyEG7fnG22RgML+2/QsUwAylcQsliyJWeG5VMr3VH5Oa7+bbDbCgm0PKfLQgUA4ZgrnldK0kAUE0DSXlJI1aVQ2W+4Z1QdkXeMAR7V3GLRo/HPhYOqidZtyXPeNVT7CQwTIo3KLIl74VB9fq9OHG5bXn1wUIIUMLmTcibGgEkltKnjyxU4u+pcl9GYMSkY56RKlqhYc38QPbtsQ2KYU/Oj2DdzwmYn87bGd9PSWmDOjniNm15cPVwguOHsYF5w9jEee2cV/fK+8uIQUMHFcmpHDrEW/aSp6Mwa1NVrVeuL7v1wXSKzuTIijrklKAiW1o9DSFGfHrog8IqaycmxIJyGKpbMreq2528sJG7/Xw95MOsrkeNk53L8QonLemWCf0iLbQkSU+7dtzNDjMUoFL0lyNc+rraVyPpf9gYHqidGjRwe233jjjdx0002Rx1x11VWce+65nH766YOE1FsEB1NPvLaym2tvXEYu7+Sgtf7jeKk4Xu8QnCeahokmtKBHrKncdlbVZwXSW/RD9NzQ6wBXrJiGHTlge7VLKZCaRI/HAu2Vgr8+2s6zr/TSmzHJ50sIVMDGWzdEp6ahxncdMGNinNv/HJxXFwomv/tHDxefXstjL3STyyvmzkgxY2J5aJ+UgnccleQdR8GDz/byx8cdbylrjm2UFLEYTBsbI5205vmmqcgVIRWvQm/auONvvRR9hdNNEzK9RerqywlnQwnWbE8RjxBXzq1tqIGuXojHTIole7kgBImERi5nYJqKUkkhpSIWC3oFOdfgPA/rXiqXhAv4KxDimPCZOCI8dQMHCu/9s1654Doj6IVnbfNX8auUtNzTI8HTO8SWR0wJCgUDPWbnNVPRzyu8qfbA2SyAwfXE3uKAEFJvd+Qeussio3zWwAEYKcvhW/S7f4f78pEfLi1s2q+563njEFpOGYR+BpQLkTbuqfwLFIEY0kp87snI5mHeGLzdmD2dZH7/fVTnLhCC4ssmsSMWkDj6zIqnzj/3YOR2ka4l/e4rEVKjtHY5mfvvgFwGkmnS53wIfVz/SSfN3TuJzN0kIzx3lCJ+xGkUX3sR1bM7sCs+72RiU+cg20bR+9sfYG5dH3m86yWk6WCaiJiOlk6jTMNahEiJUjmUEZ300PrFvxF3EhJYmKry4wYe7me/F35Pq/6OcM5hmiibpAooGintqlfl99e/4DANE6nr7jZ96ly0MVMGOP69w2DM9yAOFL72/TUuGQW43kimMstCr/wQUfLfPt4hlvy5Hapd1PsTmvvP1Zc1VSlFZ3cwl0nEgJFCMW5UisvOH46sIFS2bM/zyS+9RntnESHgt3/exqc+OIoLKlTIAysnVRSGD03wjS9MQQjB48+18+3/e5NszqS5McaN105i5tT+819t3pqLdIzVZDmnbprw4YtHcfdft9LTUwpc4QffO5Kj5w5h4rg0H73uFbZsy5f1qUyFshOGx+ISd51XSc/b8JOXdgN/Y3AJzvC+yhiozlD2fKIarykpJaZpeWOEr0WZplXuPXD+8nxbqZRGJmO6U533nD2cSeP7z1OzLzFQPbFhwwbq6z1ytZJ31F133cWiRYt48cUX981AB3HI48vffJ1c3gh5qtieq+FXMPQJloolKxm5X04o55u1YJYMhDDdsD/TNAPzx7LfHc8Vh+Ww9wlNEvORUf4QK6WsCqnuOUPj7O3OAoJ0bYLxoxK857Ra1m8pEoUNW4pc/62NZHImAvjTQ7u5+gOtnHxkZZl+/9NZoDyn1shWyYfPscisZ5cWuPvxPMUSNNcLrjgvxcjW/r35d3aaZXrPMMyKK6wz5kueeQ2KIR1y+hzJ2KGS1nrFrx8tsbld4slwy7spldJRyjqfFehiJQ4PVp+zw+hC5I7/WUq7rRQikLxcYc/JcY6J1unOfk0KmwCj7F1UplcQ3vJk8qriOUtU/9zEDUG0z+/oLOEjYN2+yxirYDiidZzw9SE4frqgPn1g5+2D64m9Q9XpzT784Q8f9IoTb0WoQs7KG+WQNlHzxD3qONRHOGwg3L9j/SgbxEAHJLDNt3iEVnBgqmM7IhYj9+efe2PzjVPEExYZZUklAIovPYyZ6aESVClaGcWPORM5pBWzcxeZe39hkVEAuSyZe3+O2dXe7xXJluHl1Hk8SWzGUegTZwa8orQxk0mecA61H/o82kgn7FAQn38KydMuQB81CRlPeuMoO9cI9ClzqPnQv5I84xLraE0DKZCxmOtVVHERUOkxKdxS2+6PjJighA8rs1x4P+4Ex/GOsPvss19bqShP65VZPVz38EzGXnjZ1V7iiWBbTWLkCxRzRVLnfZj0eR/aA0Jt72AoUfXPIN4aOBR10Y72ghWqEIJDMLv/2t9WFFEUJTe8XB7Bf91jIj5kfzU+v2eM//f+wkAcr8ywrPBC/yTrt+SRQnDzT9ZF9qVJQXunlSDcIXx+eucmCoXK4dL5Cvs++cExtDYneGNdhq9/fzXZnNWuo7PIl765ks7uaP3ix/gxafyRK05OqnNOa2POrPqACjnl2CY+fNFofv7fs5kwzgo7lBI+cvEornjfGA6bXk86pdPdUyIKkyfUcPqJLfz6h3P42PtGezakquA0jjpAEZ3TSdkLm+j3q9L24DmD/VUeg9Xe6s9EiAopA+xNxXzw2WiatMdq/WQyRUaPreeU08Zw85en89krJ5T3tZ8xUD1RX18f+IkipDZs2MA111zDb37zG5LJA2zK/yfAoagn1qzvpb2j4BHKyvdjbwL7e42I+xFCWJ5Mvtx2fq8V95jAah/XQ9GBaZgYJSMg56WuWb/bx2qaFpAXwRxU5eNytmkxq59sJseu7Z28+uoOenqK/PaBzsh7kuktkMmZlp6wRdsv/rCzT0K8WMF79b2npqlNSVZvLHHXw3nX06m9W/Hje7IUSv0L4eHNWtAGLxRTRsH8KZKxbcELP2qa5OTZOleeo9Nk82eahDOPkBw/U2NUiyAecwzNPicCe24+ognmTNT47Ht0jp0uA2lavfOX544CuzvK9bv0NTZtJwZnv5TCDv1T7lLQyw7jeT4pZRFQpqGsJOxukQ/fq2ov/5ylqXOFplIuKRZe4goRvB5/CKDu8w4TQtihrMrX1rqe2oTi4hMEx8848HP2wfXE3qFqD6lbb711f47jkIXZucv6ZW8JqEoQwpbCtrAKeEYRUlR7O4jyjySyRyEoLHrcSkrtUOrOj5CIWCJ6qpztgXS0ZTM2ZQ75reuCJ5QasYlWqJ+xeQ0Y/sm9AqOEsXkNst4KElb5HMWVi1C5DNqI8W5y9cTx51FauRiUz0RRKiDrmkiedD7G7p0YW9cjUzVooydb1UVq6qm97FpUPguajtD9liATVcgShdRZl6Hb4YXkM3b7co8FGY9j5vI+EjFokaqEcF/9ETiBOPOoY3y1ZwMJj/sgxgKvic+l1hmfsz3sbqByVl1c4VbaE2iJOKnT30d82rw+r2N/YdCicejhUNRF6zeXk1FhhPM3RVkTI9tRnm8qyuJd6fhqSOAAYRHVPNK7B+76y1br2/GZXpVSaM5Et8zSrOjJGDRVSIh70lFN/O7PwaIXqaRk3qwGABYv6wpwH6aC3qzBqjUZjphttenoLPD3R7eTyZY4cu4QZk2ztl99+Rg+/NlXA33v3JlnxuRarv/EBNZtzLB6bYamxhhzZtYjhGBYW5Jf3jKH7t4Sybh0Qyqca8nmosOV/+PzUxk+1CIhhrZmQt4QlREM0auMSl5S1nZfre7Adv8C1nsvBpqPzB7pANoFXygjIsR7w7ouvvnlaYxuO7Cheg72h55YuHAh27dvZ948T/cZhsETTzzBD3/4Q/L5PNoA8i8OIohDUU+sXttL9Lfj83z12RadXIMOgmHYlkAJe1UKKdFjukU4OceZilKxGCKZyg0gUtcwXVef8m/XPqwyBMFCOFjk0Z8e6gCk5TVvp9JQSiExKeSNMs/VTE5hmKBX+DxmTdB55Q0vDF4pRW1KMG64dcCKDUagqIhS0J1RbG83GdVmtSkUTdq7reTrDTUx0klrufzBs1Pccmc32YJ1oY21cNTMIjPGmTTUJtiyy2T7bkVjrWBMm3UPWxvg0+/SyRUgEQuGs5X6CP3+4OkaiZh9nhoV8G7ywzCUm0Mq7OUUGdpGYOkRgGmaKCz9bPGI5XqioidVhe2V3olIHq1s3mO/x77hKqWQtleYlH5jGlxykqSl4eDM1wfXE3uHwZC9vYTKRxMTA4ZLjDsEDxFSw/el2+TPPkeQ+q9IdKl8xh6DPXiXiDAx27e5OY3sjiCRdImjKMTnnYzq2kXhlWdAmYhULenzr0SmbbNCokI52HjSHk+WzN0/QnW1gxAUFz5M/Lhzic8+wSaTFH7ztxASY5sVcqc1tqA1tkTfjtB5VS5D7x9/giqUh9uJVA3aUC8htzZ6MrJtFOb2jZjxIkLX7XMLzGIBL5TSE7VOWdrKCCWZ7BeexxIhMkv5yChrg7VY7Xct4bPSIRQiZClThk/Lh+Femzeu+PCRVVzH/kHY8bCvdoMYxJ6iqzvaUyaMgIdTKCwqXC3P+VcK6eaPKmtX4cWtlsgOhAkLSzaU56erTFh0dpUwTUeuWTJHmSaGgk3bcijlt9xC05AYjfWVpyUfe98IdnYUePQZy0LeMiTOd26Y5lb+q0lrkd9qjb1/5648V1y7iPbdBaQQ/OLOdfzbtVM5+7RhSCEoFkqBybCmCV5b2c3Zp7UxdlSasaPS5Z0DdTXBMe9sL/CFry+PTLze1hJnWJvnMXPS0c0Ma13Plu25srZOviZnLmANzVmw9V3dLio3R3/H+I/1jqmOBKsMZYdxB8/tLUzL+456p+JigFVv9yH2h55YsGABr74aJEAvv/xypk2bxr/+678OklH/hNjVUT6vtBAif1T0ZleW6potv63vTvlIDz2mW6RUXGK6kRUisJxQCpcYKssvZ69RjJKBHvfyyYH1TUuBF9blQ18qp6PLwFTCnoMaoLBlMWRDQlRKGD0sjq5V7vCKdzfwg992smK9gRCC5gbJ5z9Y7x6TjJfLRmc7QK5g8Pr6Lgz7OjbvyjJxRC2NtXGaG+DSdxhsbRdoEoY1K3QNMrkSDbUJhjdLhkfUXxJCkAo5Su7qUtz2YJExww22tktb11rrgfHDcMkogLmTJI++YpK1X5HwOsAipbA9new8UrbcMoVX4S7sVW3aws2v86Ug0hvLewZW6F6Y//STQ1ZoobcvCsJZP2J5mpmmE5oYseYM3Usrv1S4Y0F9zcEjewbXE3uHQUJqL6DyWXIP/b9912H4q+2XGFCe1KjiDa9gzyBMWvh/l83DMHNZ6O4InFf1dHrEWRimadngnQlnPEHqnI8gYpWtm6q3C9k2huQ7xqKPnlyW3FofMxU5dDTm9o3uNtk2Cn3MVACKrz6N6m7HlcBA4dn7iU0/EmIx69zhsEBt4K9/9qE/YGxZb5FJsZgVa6IUIl1LzWXXQqlE7qW/Y3bsQDYNxTSKoEyM7h5EPA5CoIpFn/dQyIJd22BVNAw/z1iCmvd+kvzCxzC2rkd1d0R6XgURNZHwJZmtFEZRhaU+cIhhuM/aTZ4pooKFsK47pnsJ3aVG5tF7SMyYT+ywYw94yN5gEsJB7G/saC/w/ds2lRFH/aHaCnuOlbxS+7A3VX99hRNWe8cIpOZMuvyyRzFrSg0bt+To7DJsj0mLe962sxCUM64XDijDJljsfhrqdf7j+kkB63EYO9uLHHFYPcfMreeowxtoqA9W1Dvp6CbuvGczW7bncbj1ebPqmTrRqnJ0xx/Ws7vTCokx7LHc8uNVnHnKUBrqY9Ziyjde01QkKnhr9YWbf7CadRszHqFnd9ncFOcn/zWbnl6Du+7dzLadeSaNS5MvFIPkn3VbAZ/8lsKdwA9vS7B5a7Zs4j6kQecr107ld3/Zwoo3e2jvKAZCNP2o5AkVIKPcQIuBQdnEpeORZYV2ai4p5Q/9iT5eITUN0zCQwipx/q0frebc04ex4IRo49H+xP7QE3V1dcyaFSz2UlNTQ3Nzc9n2Qbz9sXZDhp/esa7PNn16vtp/S9ttyE8SaVIghJ2vMxR25xzrhPSCbazUK8k921vWUBTzBfR4zPvWgVLJRIoog7ngyNl1rFiXJ5M13eWLFNCdE8QTXrU/J4xXKew8pT4Z2qjzucsr5xkE6OhWHDM7zYnz4LCJXhJzB0dP13ns5QI9GeUGmsydotNse9Zs3plxySgH67f30lgbR9ckiTiMHeY3/FhV9QaKOx8psrsHChskM8YU2dyuUTQEI5oVFxwTozureGaZQU8WRrZArlC+ilMod85u5VWytmuaoKkOdnT6iSPrlyG1cMY8jRdWGGzZBVl7aeQ3DlVcLQrPMwksfWnlj3L0jO1ZJQh4oZV3FDSaOCSXUxTS0XX9GdVKJYWuW1ouHoN7nlXMmwiTRhz4OfvgemLvMEhI7QWM7Ru8XEIDXMS78E3Iy7Yr/x8OlP9r9TyqNK2fama+CWDA4hlNRDm/q/ZtuISVUojaBrQpcygterzv67KTtibf8T70SbP7JKOMrevpvfvHVgggIGrqqbnkGmT9EG/0uk7NRZ8m/+LDmB3bkUPaSBy5wPU6MjPdlD0EpVDZDLJ+CIkT3kX+sbtthy/r+ouvLyI2dR76ABJplza9gRswbZeZErUN1H38RlCK3ju/h7F9ozcWqeHc4yivKvvqQNdJnvBO4rOPwdi1jczffo25c6u1N11HzXs/iT58LNqQVrp/8R/W9mrIG38bn/urc9qAa6yzWXqV8vqFw23ZpVjd3k3TCpYPfxNSgGEgEglUoQhGCXPjarIbV6PyORJHnlbdefcRBsu0DmJ/49XXe92KSX7iKEzZRoXeVQMhRJ9Elz9Ez+k/apJnKl/4ro+MCnrLeOf0Y+mKXuziNwAMa4lz7PwG7r5/W2gsobEpqwjE178whfmz6on3Qf4sWtrFv/3XKopFq5cRQxP84GvTAqRUOqXxw6/P5P/du5ntOwpMGJvmovOGuZPlXe2Fsm85mzPJ5U3SKY0rPzCWn/gWhUrBn/+xlQUntjB9cv+J0d37sbLb9Y5y8qeMG53kl9+ZQy5v8vEvLGHzNssj6uGnvIKvkXlY3EUopJIan/zQWM48uZWlK7r57x+vZtNWq5+hrQm+fcNMxo1O09Kc4PJrF3shPpEoX9wEFrouoRReAJcvhMu95vwEmHC3iajKtpVGZyo0XccolcjlFQuXdLFwSReFgsnZp7VV3c++wKCeGMT+xguLO8pIkCC878m0K2GXzwEjPEscospHGIBndDB9jIHLfWvSeplVyIihHN3hEFeKUqFAIp0GBSV7jmtiebxIXfMkjIClbxpoUkeIIqAYOSzO3Fn1PLYoHyLCPQghXG+tr101lIljksT0ynPfl1cU+Nm9ve63OLpN4/r317neTwC1acnn3pfm4ZcKdPUqxg7TOGlOzB1DVC6pkr0tHtNoG5Jie0fWJU929wjue0bxqXebtA2pTsaVDMXWdqvPnqzg5VWSupRiTBtcfEKcTB7+789FenPW/XjlTY/kce+N9HkZ+ezM6QScMU8wc6xg1WaTv72o6LaDWlrq4bJTNRprBTVJwa1/N4hSO4HlYgj+dYPjFeT3drKOsZKzO3+HX1XnT1MpL+l6H8YoYbf16yJhD7RkKHRNUCjBmm2wZpviguNg8gEmpQb1xN5hkJDaC4g98LCxZu2ht9E3AfS2+U8kfF+0KCex/Psj2eSoj9JPTAT7csvD+qhu4VRkMg1KS56p7lpjcfTxM/okowCyD/0OSh5ZozI95J78M+lzPxQccTxB8vhzIvvQWkdReu2F4PUlU4gaq9JNbMaRFFcvwVi3wgpbsCuGZP9+F3Uf+0p114NFDqnuTvwPSNY1IqRGcfWrGNuc8ub2fqPUt2RPpIjPOILEEach7bBBfcQ46q/4d1Q+h5nrRdY2IjSN0pZ1ZO7+PygWAgqhWq+i8uVH+OJ8l9WnaSO6c+XXiPbYpJQQT4Cmo7W1IUpFSps2IjQnFMUbUf7Fhw84IUWVMd8MxnwPYg8R9+UVirJsu5Zs1zhQwQIeFdoUIpoqIYqUKvOcijq8D6Hh5iUxre/YUM61KIolk/v+vj1ivOWqra5WZ/5h9YH7FIX/+t817qIAYOuOPLffvZmrLx8baFdfq/OJ94+J7GPqpDoef3an+7eUMLwt6Yb8XfaekTz5/C5eW+kV4CgUFd/5vzf5+XcO73N8fjTW6WzLezpNShgxNIWUgsee2cXGLcHwvFIf/L+QgsZ6nQXHt/C+80fS3GTp0/mzG/l/Pz6C7t4Svb0lWpsTaJpg0aud/Pu3Xi+zT0WHVlZ+wCL0sKrJJRVOclwe+lfZcqfHY0gpqGmsp5gv0Lu7x/aSCuqhu+7ddMAJqQOlJx577LG9On4Qhy4ScRlyJlXu5xmc4wWJ4TI9YZpWIR0bwZyjXhiev7qed05nmWEdYxSLtseVbw5bdj5FMZd3PbP84zeKJWKJGFJKtJjloWWYglg8bnlH6TEefSFTtpaSUmD65JcmBS1DNKaOT/Y53zVMxW1/7Q0s+DfuMHjohRznnRBMv9FQI7ng5OhiArUpnd5cMMw+lfSub3hzDY8tVihlkMkLVm/SUUpwz9MFPn5edQUKNAlxHQr2aUxT0J2x5gtCCBatNujJEXonwHkpPAc04f7TkIYZYwTHz5CkEtb2aaM0po2CTF5RLEF92nr+Kzcp/vSMab1f9qvmztkJejpFBlPYG00D4vGoZ6LKxi68obp99CcxA2sdBMWCgWkqursKpGt00jVxTEMh9KC+eWmVOuCE1OB6Yu+wH5IQ/fNADh2LbB1pf7HORtHPqh/vKx9IeJLPbb/M68VVEg5hFfFYwwRWX/ArHaWsEDx7m8r0lIe++a/JQSxO6twPI5JWzg1j52ay/7iLzF9uo/DK0wTK0DoV+dzzm5gd5YuZvqBPm48+7QhvQzxB6qwPBRSzKhZQRikQLqd6OjG62ikue57i8pdQud6I26FQuQxKKVInv9v2M7YrEQpJ8qR3We0q5BPTxs+AWIJKL0bq9ItdMsoPkUiiNTQjNA0z00Pv73+EygbH57hJV4SPHLLFeuDYst9tZSTACsNzfqp9Z1V5//r0w0hMmYreOATZMMTaqWnWWHztlVFdnp19Cf/n09/PIAaxJzhidh0jhsa9ajXulxgKjVNBzyVnQV9GWEWgX68q5U0grRwR0j2u2jC+su2G6Zn6HP1gW0x37CpQjKpYFJIftWmNr39usktGvbaql5v/dy1f/d6b/P2JXe55SyWTnR3FwHdomrAponJhX3jfe0Zx4tFego/Ghhjf+PLMQJtMNsjkmCZs2Z5j09Ycf3loB/94che9mXIGyTQV3b0llFJc9ZFxCGGFTUgJMV1y+SWjAejJlCLzcxw9t5FEolx3KwXplM6nPzreJaP8qKvRGdaWRNMEW7bn+NdvLI8cn4XyEwfylEU853I90YcV231fhbv4jeonCkPHj6BpRBuJdJJEjbV4jLKYV6q0uD8xqCcGsb9xyrEtNA+JIcMioIL9uqLYriCvHZTlhIpqAwhNosUt71PXSF0BFrkVvU+Px9BieplHlhKCHbtNDLNc7mi6huYLGayv0/jcR9rcMS9ZmeV7d+zgO7dt57lXvDlxT0aRj1ie7Ng9MJkxvDlFXcojyeK6ZMIwryCTEIKVGzVeXh1nxYYYhikwFezqVGzaXuKRFzM892qWfKH8pphK2aF3cO4x1jmcZV08BifPtrblCtFkzfhhAl1zpuPBFnVpOH2u5pJRfqQTgoYaSz5v2634w1OmFeThGqqo/E6F4C+UZL2vYb1gk1W+2x4go2ySayCeQsJmxrZv7aVjV45S0SSXKdnjKbefF6sM8tiXGNQTe4dBD6m9gNA04sefR+5PPwntsK2AkRbnKKo5tM/5tqt9af1vuEtnO1ZwX5soT50yP0oJVPiSK47HGmzs8BOIH3EaqrcLkUyjerswu9pRxQKZ3/3AruhmYqxZhtndTvKEdwIga+sxO3YEu9S9V1MVCyCkG54XOQIhSZ5yIebck1G5DHLIUEQ8mEFQaxmOsXF14F6Jukayd90CRcuaXUjVknrvp90E7KUNq8j+5VdWhcBEitTZH6D2A5+j+PoiEBCbNg+t1UrKrY2cYIXoBUw7OukzLkLWN5H56+0Uly/EDfkTMpAEvS8Ym9dAJOFl+TtEQ4Vet8ovVFSidOX/27VSmJW7UbgJ2YWUFqGlaZh1jchMF5SKlvUukUAVQ+STEMQmz6k4vv0FE4FZRTx3NW0GMYgoJBOSj106nK/9z7qyfaYyCScvh0rfY7BNXwRVGG4SdNOygLrEgeqfzIpauGjSCsuIPll0f45L/0cuGc2ZJzXT2V2kJq3RvrvE9l0Fduwq8LlvrHJzejy9sJP2ziKXvnMYui5prNfp6CwGLKa6L3QjmzOI6QK9Yu4T0HXJN748k/Ubs2SyJcaPqSGZDFr2J42rYcOmrBtyp0lobU7wsc8vc0m2Ya1xfvAf0xnSYC3YnnphF//5/ZX09BoMaYzx1c9N44dfn8VTL7Sj64IzT2ll1HCLZJkzs77MSyyd0vi3z0yivi7G57/+GouWdLrnlxKmTKipeE1+LHq1k0IFwsZ7p2TZ+xUmQitVWq3WQ8p5p6v13tXjOjV1KXo6MxglA2Uq9HiMUsh1TAg47fgDn0NqUE8MYn+joT7G5ZeO5b9/vLpsXyBxuC1HndDr8DemnNW5bax0vVGErPJ79Ahl4caIKTctQyQiiWxL3oY9JZ0xSh/zZpQMNF3awR8WO3PFBc0cNilOJmeSigvaO0u0d5ZYu6nAt365w126vLA0y8dzJguOrqMuLQJeR87QYj4Rny9aSci1PsLDNCmYPKqOXMHAVJCKa2Xk+PBmyRubTJdUkQKSMcUN/7fLJUdGtWX4t48OIWXnsHrlDYP7njMolqChBt53qs5Hz4qxcqNJPAbzJ1uhdAAThkmefDUYTlmTtI6JaYKfPVBi2+7g0m94U3Xy580tobmEzzAWqOSn8J4JIeNFn2eImtP4fDd8S90oeEY6j3hTSlEoGBQLBjIhrFxoUljJ3HWfF5VwPMMOvCwe1BN7h7ctIfWNb3yDv/71ryxevJh4PM7u3bv3y3kKz/yNwKfplw5Ovicz+IFb+0N/RyGKlAoTT0KEEmT7vFgqEU/u7+UfhT77eIqLHoseTiqNymVC/Urix56F1jwMbew0hBCUdmwi+6cfu55Uonm4RdL4jiu+/CSJY86yKuAl0mVjNHfvsirn3X8HxprXAEHssKNJnnZRwOspDNnQAg3R+xLHnEVp0xrM7XZYXSKFjMVROS88Q+Uy5J/+C6mzP4TZ00nmTz8Dwza55LNk7/slNR/+IsmT3lnWv9bYQvrdHyXz1zugkINEiuRpF2B2tYPUSJ56AcaOzZg7rLLloq6R9JmXVbwWPyqGPdqCWuAIcRF41ChFNXMQEfXO9B/kF+xD19D0hOdNZ5oIpVDr38QcOhzNKGH2dIGUqKxNrukxi4yaOpfUggurPte+gmkKzCqSUVbTZhCDqIRbf7e14r5wTqnw5M+qJtM/mdzvfvsf0zQjK3hFhmRFvPZCwLmnNnHfP3ZERvXW1mj09AaJhHRKctm7hzNlQpq5M60w6ldX9PDfP13vlr0eNypZZjX9f/dt45LzhiKEIJUUdHQGh7Z5a4aOziI33bKKJcu7kRIuOm84H79sdMV8FEIIxo6OrpYHcNXl41j5Zi/rN1kyakhjnJ6MCpTn3r6rwK/+sJnPXjGW9Zsy3PBfr2PY+3d3FvnXry/jzv89gk98cGxZ/1Mm1PKlqyfxnf97k3zBpLE+xmeuGMfajVnGjIDPfWIi1960jM3bLO+vMSNSXP3RcRXH60cq0XdltkD+DRHMC+X3aIpKcO6hfDET3q1E+avj5p4RAmmnAHB0RalQomNrO6m6GkzDpJjLW94UNiEVjwmkFJyzoI2PXjq6n7uw7zGoJwZxIHDr7zZGbhcuSWQVCYC+PJxsQ4OjP5wFvalAlhs6yo62CSRl5wG1SCmrI3+xgdBBgW1OpbYzT2njiYU9keltU0lJLu/JkkKuSGtTjHNOqmfymBiTx1hz3vsf383P/7ADpZwQa8vQ7FdVf3yokwVH1yGlIBEX5AoG+WwB01ToMY2dnRodPSa3/73A5p0KTcLp83VOmxssihG+D6lE5SXye0+O8+N78+zusQYypE6wYnVPQCdu3lHi/mcyXHhaLRt3mNz9lHcjujJw+z9KXHthjIkjys8zcYTk3KM0HnjJwDCtULtzj9bYsgtaGxTvOU7jjkeshOcAI5rg1NnVBT3F9HIOUUGkvrcMRKriklVIQrqi3DtqIEsJf14q628QwkrWnkzp1NXHyWUNNClIJHU0KVxyUbds4MyfBEdOru58+xKDemLv8LYlpAqFAhdddBHHHnssv/jFL/bbeVRXu/WLQx45H15/Pnn9eT9VDNwN9V8pz49PgFQdGigE+tS5FF9+vIzM0qfMQRs9hfxDvw2MLT7/FBLzT/VOm8uQe/DXgbA+tWtL1ACt/Ep6DGUalPkpF/Nk/vFbjLWvu+2Lrz6HqGkgedzZ1V1P+PISSWou+QzGljWoYhF9+Bh6b/9m8FqViercBYCxZW0gtxUApoGx6Q20Ia2R54hNnEX9p29GZXspLHue3P132CeXpM68lNoPfg5j63owTbRhY/rNr+VAjhyPqGtEde+2hqmUpQns2q5+b6b+LNN97/dZysHz5nJgqiBRancjYzGXHFOGRz4qQGxah6qvx+jeTWnjBq+vRIq6j30Fma7lYGEwCeEgDgR2dnjysC/PpMgw2r2BCv0bcT6HGNCk5pEEzr6IA2vTkpOPbuKeB3f4+rGsyu84qZlpE9Pc8vP1ARX2oQtHcOHZXmWk7TsLfPsn6/CnB1q7MZhXCaBQMF27S7Fkh3r4xrd9V4mv/89qlq7oBixx+Nv7ttDWHOeCs4dVdYvCaGqM8/PvHM7S17swDMX0KXW852OLA21ME7bYhNHiZV0uGWWNz0qUvnxVNyccFVH/G3jHSa2cdnwL3T0lfv/nzXz1llUAxGKCG66ZzK3fncOK1T0ICdMm1hLrJ7+WgyPnNFJfq9PV44Qy+D0roglPZ8xRr1vYcypiOVLe1lIc7j5vDCpQjdWyvjv+vYodG7czYvIYsl29dLd3ugRZS1Oc3/xoLsl+yLb9iUE9MYgDga5uz7XHlb/W5K6q48Nhsn6YpokyDDRdD3gn+eF4z/rhfL+mdQIrlE+TbsVM1+iurO/bNAyUghHDExw9p45HX/AMvkJATBeceUIDw9pi/Ore3YFzXXxmPSfN97xB127K87Pfe3rGCdOOxWNW5U4beT+xVTTpau/BtD/GfBbeXK/41QNxtnVY2wwTHnyxRFOdYM6kPVsGN9dLPn9pkrVbTYSA5lq4/nvl67GdHRYJ9cYWFdCJSkEmD9s6FGPaop/v0dM15k+R5AqKR18x+d0TCjCI63DxyZKrztXY0mERMcOb+k4K7seUkfDIYi+szZXH/RCVlUK6lX1BrveeUoElnb1M8ZZawvOWcmkspXzzEb8DhUOKWX+2tNWwcX0XNbUxamu9RPTNdXDlWbLqe7A/sL/0xBNPPMG3v/1tFi5cyJYtW/jTn/7E+eefv0djfCvjbUtIffWrXwXgtttuq/qYfD5PPu/lpOjq6ur3GFHfhMp223/YG52vbG8WFJFklN/SXc0bLQY0Bn36kWh1TcTmn2qRUo5ZQwiMlYsxVi1GjhiP0GKgTPTxM4nNPi7Qh7l7Z3mOKSGCxIaQyLZRiIQVwqA3tlAqI60UxprlZYRIac1rsIeEFIDQNPRRk9y/ZfMwzG0b8IfRyZbh1q/x6OSElba7+6XE6NpF/vF7vY3KJPvg/0MbNQl95IQBj7vw3D/sZOrRr0Z4Iev3rnCSDge2O8QSfSuh8hMRJKMcpzzH4l0MPXulUFIienuQNbUQj0OhAAhq3vupg0pG2cOrKp67mjaD+OfAnuiJpgadTTmP3K5ESvkJhIGEPPnhD+Xrq/qecw5nPE74oH+xEjUBfeeCVkaPSPLud7Ty54csLyknwuuBJ9r5+5PtzJ1VjxTW+E85ZgjvOClIzKzZmMXoe2hICUfMrncnmMPbkuxs78FPguTyipeXdZV9ny++0rnHhBRYCYbnz250/x45LMGW7XnX/iMljB9t6a+aVDRRUpPum0DRNcHKN3u4857N7rZiUfEf31vF734yn9kz6gc87p/+el2AjHL+jXqPKnlLRVfU8zwz/HBCuIW7kPUrCC9k3LTD2GVEOKC1SLOOy+fypOpr6G7vtLwbNMF3bpx+UMkoGNQTgxg49kRP1KY1OgpBUso1QFcMl6M67xObADaKRUw7pYJHMosAGeUnB4QQmIbpVl42TAMtFkP6vGyd79vKNWVte/c72pgyNsmpR9Xx2Ivd7jekkDzwlOXNOm1cjFhcR9cEpxxZyzGHB0OT39wQnSNQKROBdX4p4IiZXsLydKzkklEOtm7LEa8z0HxVPqWAlRtN5kxij5GICaaO1ux7oKhJCTI5T+4pYGSbtcxOxqLlQ6KykxZg6Yk3tyhefsPbVijB758wue4CjbEVyKy+8PdFKpBjyfO867uvvsSbQ0Y5/QX3qYrLVofMAitcMJA5S4TaYT23WFwjmy1RWx9HkxDTBJecfHDJKNh/eqK3t5fDDz+cj370o1xwwQV7NrhDAINJzX24+eabaWhocH9Gj+7fNTxxwjsJfDXOhyiiP6oBwRFqwhb0wcwTEQfY9Hs/i5BKMAtZMnd+m5LjIaXpFtnguH4phdqyBnPnRpJnXEL88OPLBU9NxCRaKbQJs6z8SgDpWuJHne7u1kZOjBxPec4o0S8ZNFAkT7sIkfKUoGhoJn7ceda4Rk1CGz4OO4jZIquah6GPn9Fvv8a2CNdrpdxwvYFAKUX+pUdxnr/nGasCbcK/K9tq5f4bCt2pOkeZD4HnrUDomleBsQ8pK+OWJUMm7LxeUmDu2Fyx/YGCQlT9M4hBwJ7pias+NLJsWxkZFfFBmsrsN8dTVD9usvKI19bvFRV5bD+zpZ0dBT58/TLue2gXphIIzZKPphIoZVmfX1ney+YdBl/+9HjOPLmlTE+0DImehR8/vwFnndPaHOOS8zyvqsNn1EfmzQp7D0nZPxk0UHz50xPcSnwAk8al+eCFI6wxH9XEuNEpt/aDFHDY9HoOm97Qb78r3+xFCzsHl5QbLjgQ5Asm9/19m/t3eYW7aAQS5wfjvSGQrDaa1AI8b4kyWHMHqWkVvTLAS96v61byYy2uo5RJsWiwZn2m4tgPFAb1xCAGij3RE9dcMa6MeLKmVn3M/R0iQMiKuiJgoMRPPmNN7UPfr3+uaJomZsmflMmqvldWjMP+hqUm0RMxtrYbfOIra3j42U6KhRJGqYSQzncCJUOxZEWGzZu6ufZDrWVkFEBTQ7QcP3Jm2r1Nw1p1zj6xzt03YbgW7e0ZYQFJVhegUBWkFFx1USNx37Jl2rgYZx5rhYfPniBpSHt1rwQwdbSgrbF/mbGlQ5UVwsgXYXd5DaZ+0Z1VrIiKDBWVs1I622VEG4E/H1f0+yfCKiTUTIV2h4/1P0/T9EL6HM9kE+jcg3uxr7G/9MTZZ5/N17/+dd7znvfsp5G/NTBISPnwpS99ic7OTvdnw4YN/R6jtY0iddHVaNOORE6YTfzE9xCQHJHuLH10KIK/K4HrDqtMT/DjWiP9PzZx5B4/sJfefGOpW8VNCMuZPtIFOJ+ltPylyD5kXSOx+afZ57eOlW2jiM061tuW6SH3l1sprV0OgDZiHGU3RdOJH7HAuw7bUpQ4+owBXVN/kEPaSF/2OZLnfZTkuz5G+pLPul47QtNIv/dTxI86A33SbOJHnErNpddUFWYn6xojt4va6O1hKNMg9+Sf6frpV+n55TfKQwetVp5rAhYBZZFPzm4fSWUqlGG6Scf3CvbrJpzSIJrWp2lANg5xyUXLg0ogNB2zfVtk+wMJE8/Nts+f/XT+xx57zF2MhX9efPHFisedcsopZe0/+clP7qdRDsKPPdETc2fWccu/T+SMExo56egGrv3YqEg1oFAWCdWPd1S1Cc1dC3vop5rqetFlwRX/eLKdbM4qFy01iRAyED7htNuxq8iTL3ZG9j1xbJpzTrW8phwCat6sOk4/oQk7dQk7dxX5wjdXs2ylFfIxZ0Zd0CQjvNxU4BU/lVJw0XnDq7k9VWPqxBp+9d3D+PrnJ/Hf/z6F7391mkt6JRMaP7r5cC5590hOPqaZD108mu/cOBNd6/8ZtTTFIz3FWiKq6UUhXzD53s/e5KKPv8THrn8lupGfUwrvqhAi6q+mF5WUOAqVSSmsxY6mlXlH+VEzpN4lrYyiAcqqUrhu48DJuX2Ng60nBnHoYU/0xGkntHLLjTM585RWzjiphX+/ZoplYLaN0qZhoAJy2fpOpa6h6RVIX9+yQAiBkBJpf4uufgCMUolSsUipWLTyQTmEU1QCKGfOaa9LhBDEkwlSdTWk6mrQdI1/PN1DoWCSz+Yo5PLks3l6u3oxQv2t25znpVe7I+/H7Klpl6hyiPvj59Vy1OE1ls1cwtadJW744TY2bLXmyLMmJwNTUSmgsU7jlHkJ945JYdVNOm7mvg0SmjEhzrc+08I172vkS5cP4fMfHELMTridSgg+cV6Mo6dJZoyVLJinccnJelWytS4lyqbXAqit0j6fLyrue87ge/eU+PUjRnToHdGi2eWS7Om+tHM2SWH9WAauvvWEtS/UYQjOayr7adfZ6XnNSZvdE0LQHv0KHVAMVE90dXUFfvwelf+MOKRC9r74xS/yrW99q882y5cvZ9q0aXvUfyKRIJFI9N8wBK1lBKlTvYTMxsaVGGuWWX+4HlN4+Xei4P/qwXPRVSq6dmb4d+VYM6HijM8Xlha9vwJ5pkKiSgir8l0FJI45C23YWMztGxE1dehT55O556fW+X2KNP/0/ejjpqO1jiS54CJyj95tJT+PxUmd+X708TOQQ1oprlyMkJLY7OPQR4yveN49hUik0MdGvzMiliB5/DkD7lOfMAN94ixKbyy1VkmmSWzWMWjDx1Z1fO7x+ygsfBzX/yH0bMriucOPzr3Nwn2PhPQUhrswsK1v4QVlJZRV/zJNa0UpRNnERSmLtNLqaqFYwCyVULkcYLWVjQe+WlIYBzsU47jjjmPLlmC46g033MDDDz/MEUcc0eexV155JV/72tfcv9PpyomaB7HvsKd6YvqkGqZP8qzAf3t0F6+trmzWi540Bj1Z+vNm8retFgqf8cP+29+HWcmz36cmnAloNlt5iX7N5aOZf1g9azdkGdoSZ8HxTVz5RctI4VaYU4rb/rCFb395MnNm1vPJD47ip7/eiKksL6ivXjeJ2dNrGTEsyXMLd5NMSt5z1lAmjauuKt1A0FCnc8y8xsh9dTU6n/rQwHXT6Se0cP/D23n19W40aV33+84fwchh1a00/vvHb/CPJ3ZUlE/9Pfu+iM89y2FWwUPDNJG6DnaOGeG+LHZYkJTEkwmMkkEhn7fa2BWURg3ft17Re4KDrScGcehhT/XEEYc3csThje7ft961lo1b82Uy1z/jR9l5RKW0crL2AWce6JDOUmoYZqmsnVJgloyKZgujWEKPx0jUJDFKhrscMWxvKlNBIV8IzVMV2Z4MtQ11CCEwbEGfzUXrCSkFn7tiOE8t7GbL9iIjh8Y5fl4tH7/JcvFx9ESxqPjTw5185v2tHDM7zQWnN/DHhyxjSH2txhc/1sb4kTHahkhWbzJJJeDEw3RaGva9T0ZjncbcqdGeXbUpwdlHDXzZfcRkwZI3YXunRdiYChbMlaQSVRgKlOLupw3e3Go90+5sHz4Rrr+DCBxv/dvfeSr7QFRTLMXdJQRSKjfPkrcUVigTjJJCaoK4XflQ2P071QkPJgaqJ8JekzfeeCM33XTTvh/YIYJDipC6/vrr+chHPtJnmwkTBp6fZ19DGzHRI6TC6I+CBle5UApWpqvO4yko/CufLGJ/ZP+2BcXf1jTRxkzpcxT6uOkwbrp3qmxP6HzK2mYjNuNI9EmzUZkuRG2jVX0PiE06jNikw/o818FCcdUSSmuWIfQYsdnHo7V4VnkhJOnzr6T4+kLM3TvRmoejTzm86kl+Yelz9B9TJzxzQoR1WkjpWqUj0xP7FpDKrI6UKq+o5CgrO27eJl2dBak+dKhljSsVrffZ2olsGlqWf+xgYKAKJJwHYk8nnQ7i8TjDhnm5borFIvfeey9XX311v+9KOp0OHDuIQwtzZ9RWJKQiE57vARm1pygju/sRDeExOd//nBmVc8QJITjxyEZOPLLR3dbZUwqqGgW7u7zF0nvPGcbZp7Syu6tIa3OcuB2ud8aJLZxx4sEnuMNQSvGPJ3axaFk3NSmNC85uC5BNsZjklhtn8NCTO9mxq8DkCTUcO39IVX2XDMVDfZBRAVQyf9v7XAPHAF+pgMet61UV0YnyStRb0wmL1XQWP3VN9QghKBVLmCVnn2DWjBpOOyG6gMiBxCAhNYiDhfmzm9iweZMv55NNJFu/AWAahjXP6qsjIQJGSf+/mqa5nktW2J3mnqeygVuhx6x5utQkRrGEUTKsaamdxiEqh6Fps0jFQhGzVCKmC2ZNqWxA0KTg5CO9VCBKKXpChg5Twe5ur/rgpWcP4byT6+nJmLQM0V1v1aOn6xw9nbccTKV4ekmBNzcZ1KYFC+YnaKzzyLJ4THDFWRpL1ih6czC6FcYPq45Myxbgjai6UiE4+cQsGbZn+Ss9eJMG5axnHcLKIZgqHenqCRXaDt3dBYQUxDSJrks0aY17ykgY17YXw91HGKie2LBhA/X13ru9N2uJtwMOKUKqtbWV1taDPznpD/rEWRSevi9IGff1ljrfrtNGCISpUI6HVDUoaxteRdh/B8YT6lsRTUoJAck6yHaDHidx4rvRK+R9qgRt1CRKnbt81yjRQsm9RTyBiL/1ny9A4eUnyD9xrzsJL772IumLr0ZrG+W2EVISn3HkHp4h+Bw8LylLovtdYAOLx4ADnbQ3qbIeK1XMCCPsEVVNglwQkEqjt7ai6Zp7bqFraA0NGN3dxGcfi9AOvvgxlZX7ppp2sP8tGvfddx+7du3i8ssv77ftb37zG379618zbNgw3vnOd3LDDTcMekkdQlhwQhO/ua88bFVQ7vru5JKSQpZ7KapoAmtPURbWG5ApjoGi/Jy6LqhL63R2m9SkJddcPoqJY1MMBLOn1fLsok4vebiAw6cHSa2atLbPc0TtL9z2+8385k9brPxSwN+f2Mn/3TyjjJQ6+7T9PJtW4fmAhXBOwMqHhxcHIfJKRE8dovrx56+Jp+KkG+rcUCMhBHo8RjyVoJgrcMHZIw56oloYuJ4YxCD2Fd511jDu+8c2lGFgCmUZJiI+NtMmlKSmRadmCMmAQO44KdFtEskvExySSjrpGXxyIJ5OuUZM0/CSmaOgWCpa5FQEUkkNXeXI5A0a6jQ+/7HRDGutPpmTEIKp4xKsXOcVmRDAjAnBxXxtWqP2ENETv3s4y1NLiq59+cXlRb70wVoaaj3SKaYL5k/eN/LFX/k0/E6EFUF1RVYcb1f3KHe7f5MAO0Cn8vrDW+tYcxEF5LIlcnnDDREEKBZNDAM0TTF3Qnl1yIOBgeqJ+vr6ACH1z46DvyLcT1i/fj3t7e2sX78ewzBYvHgxAJMmTaK2dv9W9pLpOkTLKNSODdUTSn654FcmdrjXnsHfaT9kVJ/dKMh2kzjtYvRp8/fow08efy7ZznaMDSsBkMPGkPSFOR5KUEqRf/YB5w9AgakoLHyM1NkfGFBfZqYHlcsgG5oCBE189rEUXnzEPZ8Qkp6tu4ilE8TrUj6PJt+ztB+LE9ONk2OqImxyq78Jf38LXqW8nAMC9MnTkK1DwTRRO7cgfFYyraEemUwih43p+5wHCKZZ3efltNnfFo1f/OIXnHnmmYwaNarPdpdddhljx45lxIgRLFmyhH/9139lxYoV/PGPf9yn4xnE/sPIoQmGtSbYuqM8b0BZtT3bx9GphBeGs78v9NdGYFfakz5vmZD7vq8x0qW6rf8aJcXuLpOvfGY8x85r2CM98dmPjmFXxxu8/oaVyHr+YXVcccmIAffzVkChYPL/7rFM0478KBRM/vTAdj79kYHJv/bdBTJZk2GtcXTdWqTomuAdp7Ty4GNBL6nzFtSwfHWBN9YVreftGsZUdO4x1be3XZSXhLBDwb131BGifb+D/sTCwyeMIF1fg2mYdLZ3e2pMCBLpFHosxuQJ+z70ck8wUD0xiEHsK0yZUEttjUZvxreIrxija3krKaFcTyQ/lGlaawqijY3KnstpoYJCpqmQUlhht7YHlGkYlmeWroERHI8mNQq5PHoiVmYrN0xBLg83f248h01N75GeuPr9LXzz59vZsNWq6nzsnDTnL2gYcD9vBXT1mjy1xLoOZ+mXySmeebXA2ccOLFy5s1dRMmBILS6Rn04IJo2ANzbbqwX7YZRKpvVMQ45WUcbq/o3XHgEVMn0Hina46xI7rXdUr/7tQgo2r+ukkDeQmqB+SCrwvhSLJkoJWt8ij35QT+wd3raE1Fe+8hV+9atfuX/PnTsXgEcffZRTTjllv58/fsyZ5O/7efkOLQZGMfqgsGE6LBj6SBoXOjLUqd8K2pdg8bWtb4aunb4xCfJP3IPKdqNPmIVsHJgnk4gnSb37Y6jeTlDKCst7CzDaewSlypOMK4XKV18NSClF/sk/k3/hYQBEuo6aCz+BNtTywEmeeB5GoUjhpUeQUmIYBqpUYvebHQw5ch6xQkfwyfrIKOvfqkbRJxkVsIL7nJ/KYARDS1WpiJ39EJVMIbK9+KvwyWQC+RZJ/6pUkP/tqx1Ub9HYk3x3Gzdu5MEHH+R3v/tdv/1//OMfd38/7LDDGD58OAsWLOCNN95g4sSBeS8O4uDhYxcP5z//d31gm65Zn1vJ8L6/MJEUTkDd34TR8brqq50TXuH/7vuW0YKWIRo724suLS6A//nlejZtG8bJRzfS1jywMkYNdTr/c+MUtu8qokloHhI7ZPVErmCWyRYF9GT6zvHih2kqbvnpGv76yA4AhrXG+da/TWPMCMvz7PpPTiSVhAce3UmhqKitkQxp0Pjyp1u476E89zywE+FfceyRI10/JFOVRrdwlSsr74xA0zVi8RjFfBEnSTKAHo+ReYvkeB2onhjEIPYlrrxsDN/92Rp7XmcZFlJJjXzeIBg1a3vQ9uXI4vwa4fHiVM/zhwc6nlTWt2kidS8hukCUkVHeWARG0SCWiNFQp9OdMawcV0JQMhTfv30z554yhJOPbqCpIbrqaiW0NOr813XD2dlRIh6TNNYfGp5QUcjmI+6fgEzU9gooGYrfPVZi6VpLxrY1Cj5yZszNq3ThcRq/f8rKIyVtg7WpFKWSychWjR2dodOH3ouqilpU8KAql4nOe6Ui5WV4k6ZJwMA0FKWiSSyu2duFnYcM8kVB7cCcsfcL9pee6OnpYfXq1e7fa9asYfHixTQ1NTFmzFvDuL8v8Latsnfbbbe5jL//50CQUQCxUZNIvvMKxJBWiCcRzcNIXvAvEAt5VDgL9QpvqACEplk/fQkF5V8S9NGmnwWGi2yPF8LnHFMqUHjuATJ3fRdjy1q3qdm5i9KaZRg7NgdPZ5TIPXkvPT+/iZ5ffJXCC/9A1NQj64YcsosMsNybtZETCCeH1/vJq+VH/un7XTIKQGV76P3jT93E4EJq6Om0VcVKCrSYTt2oVtIt9chRk91cHFCdsgijPye5Pckn4uaOqrMIGyUEZiJt9WWakM9BIY9SJqpw8CsnASglqv4ZCK6//nqWL1/e5084392tt95Kc3Mz73rXuwZ8HUcffTRAQGkN4q2PE49q5MtXjWFYa4yalGTK+BTf+beJxHUR7c1iw08C9EUICOd//ckIBVJIpJB9njfQtxB0dZdsNSFcr5mOLoNf/HYzH//y66z1VUjbsCXHs4s6A9sAcnmTb/90Hedf+QoX/cur/P7+7bQ1x2hpih/SeqKuRmPc6GTAAm2aMG9mXeWDQvjOT950ySiA7bsK3PBfK92/4zGrymEupzAM6OwyueOPXTzzUoZ3nNTkklHe88H7qQL9kU195pjpB8kaX9hiXLe9M0wK2byVTFkpunuqJ+/2J/aXnhjEIKrBe84ZwRf+ZSJtLQlq0xpzZjbwva/NQgqfp5NNIrnVlqMgRIBgKhYK3k8+7/alTBPTNJFSIu1+rb5NjEIRo1DErBCS50AphWmaCCHIFqxQQic0VwFbtuf52V2b+ZcbVrFtp2fgXbcpx/OvdLN5W9Do25s1+O9bt/HBf13LlTeu5+Hnumlrjh3SZBRAS4NkSJ0IFGc3TZg6pnp/kd8+6pFRADs6Fb99zHN8iMcEumZpdifdRywmEQKmRTrjq35lf6C1nSdqYHktvUp90l7PBFwplMI0FYW8l0OyWLB+1zRBMundn4GQd/sT+0tPvPTSS8ydO9d1rLnuuuuYO3cuX/nKV/bHZRw0vG09pN4K0EdPRn/f9e7fZk8n5HoiWvqIJIc08n/YvtxSlUmloCeVd1woVM/tP3RMGMV88Dx2riSUAqNE/sl7SV98DcXXXiT/2B/cMeqHHUfixHcjhCD37N8wljxrnUcIigsfQcTixOedUvm8+xCqWKC0djmUCmgjJyLrm/ZZ38mzPkD2L7dhbl0HQGz28cTmnFTVscaOTeSf+3tosArV24XZ3YFmV58rLH2+bEGWHt5Cw3nvpecHLzkHAuVx3oEnaz9rZ3tY6Ecu+gYg3/19yPGTkXUNnmNVTT1GPoe2a6t3QKmEsXEV5rZ1iNoh6FOPRMQG5kmxrzDQJITVYqD57pRS3HrrrXzoQx8iFhuYtRBwQ5KHD9+35e4Hsf8RTuy9el02YDUNe0cpO/QqQEpFfLAyRJj3SVz584kIgWmXFndCg6PkhKlMCqUIa6q05Ew2Z/Kz327mG9dP5Pf3b+fnv/UMFh88fxgfeI+VkP+7v1jHY8/ttr6xnMnP79pMXY3O2ac0VxzvvkRPb4kXFndRMhTzZtXR0rRvZJEQgv/43GS+8t+rWbMhixTwvvOHc8ZJ1V3X4mWd/PXh7QHPaNOE9Ztz9GRK1Kat6dvfHtlR9vSfXZTnve9qcj0qHLj6wfk3YuEa9KTrT/ANbNFin4ChY4cRT3rGuXRdklxvjnxvzmtvmvztiQ4eeraT8aMSXHhms5vE/kBjf+mJQQyiWpx3xjDOO8MrYvLi4g6KJZtAUlblsQAiYqI8j3hfSHhE/JBSVshXULYHO3OqZWox3Xec1W+pVLIILU1SzOcp5gVS14gl4piG6VbiA+jqKfGbe7dz3RWjuP1P2/n9A7ussQq48uKhvPM0a97+ndu2s3RVFqUEuYLBT3+/i4Y6jaMOOzBhvZ3dBi8v70UIwZxpaRrq9g0RpmmCf3lPDT+5t5ednQpNwrtPTDJrQnXzwNfXm7y2PvgMlYL1271CEoahWL2ZgI5XStFUJ5k9AZ5Y6s0g/E/cVMr2qLLfM/ARZ94L5pBRMhz/F1hxlHtE9WVwUgq2b+7GMDxyrLc7T01tnFQqbrdRCAFPvmogpcGoFsmxMyTaQco7uL/0xCmnnDJAsu/QxCAhdQAhEqlysklIZOsIzPatUCrikj5AIE4qTEYFiKs+XtQwqRQgt/poG0aACBOYXR2YPbsDZBRA6dVn0MdMRfV2YrzypO94q//iysUHhJBS2V4yd/8I1bnT2qDpJM+9HH30ZN8lKVRXBygT0dCEENVPdmVNPTWXfAaVy4CmD4hQKa54hcjZApZnVH7R46jeblQhV7Zfq6khc99t4CwqADTNfbbC8bDyXaP/el0FkExCNouTHypQJcs/LEHZPv/i113IjpmAGDUWibff1GIgNVTTUFRvFyJnhzQqUDs2uL0YG14nNvc05NBxB9wjwqzSxbaaNnuDRx55hDVr1vCxj32sbN+mTZtYsGABt99+O0cddRRvvPEGd955J+eccw7Nzc0sWbKEa6+9lpNOOonZs2fv34EOYr+jsd5Ty8KW00LAtIkpXn8zg2lGE1BhmMp0SSnLgln9S+wnJZTZRwhIGCHGe8v2PGs2ZANkFMAd92xl/mF1LHm9h8ee78TJceQM8bHn2g8IIbV9Z4FrbnqdnR2WNTmVlHz7y1OYOtFb5JimYsv2PFIKhrUOzGtreFuCn35rBl09BqmEJB6vXsc88tSOSDWta4JiweR3D2+mu6fkLkr92N2luPGWN8BPXDry254zWCrdJ9vdxLRef7GEFUoXhWoLY/jRNqaVhpZG/C+JZnsB1zfXkc/mMYqGO6aXlvYigGdf7uKpl7r4xKXD9jjvzN7graInBjEIB0Mag3NOo1hCSMGcWQ0sWd5jhcfZc0QhpUUcKTBKdiXTiAp4AJqu+6rsmfb0Pjjnc89plKwcUljElmEYKNPzjEIpTDukzzQMzJKB0GSoD5Mt23O8urLXJaOsc8PPfreNuTNqePDJ3by4eLd1fimIJ+JIKXh2ce8BIaQ2bi3wb/+zke5e657V10i+/tlRjBrqPQPDUOzoMIjpgqaGgSXZHt6iceNH6+jNKZJx4VYFrAZL1kQ9R0UqLujJwv9v77zj7CjLxf99Z+a07bvZll5JJYSQQEhoAUKvCqhYKCJ4FfAq6BW8SlAvolf0oshPxItgl6ugqCCKAekdAoSQkN7bZrP91Jn398ecNqdsdpNsS54vn0P2zLwz886cc97nfZ/65uoEkbjGthVm1nmVUoSC8Mfnu58ZeNYNOltupJShEI/ZWD5vUvyUsiglawpeI90Gz9J366YWOtti6aJI4H5PAHbv6iIY9GFaqbkNrNjkHrh8g83yDTZnHm0ypr7/PedETuwfopDqR5TPj//YM4m9+Dc3saDWqJIKgudcSez1JSTeeaG46tSjjHIy2wpeCK9HU26z1LlyFVTddl5l/k0e7+zZld8HpUise5fE8ldyL+ourMz+GSRir/4T3ZYRbtg20SUPYl3xVbc3sQjhR3+OvdkNcTLqRhI6/1MYJb1LeK+ChauaaTtBYuP7EItijhiPUV6VdVBhZRShUjofugenOVl5K+XhljkrOtyBvXY5mMmQnmTyybRXlGVBlvWpoFCsqYdoGAinTtujhYV7jYxHVrpi0qixGOPcMEIn7YVHpu9ao4MlGYVU6jvgOO53uaOF+LMPYzSOx3fchd6cJ33MYLF833fffSxYsMCTUypFPB5n5cqVdHW5z8/v9/PPf/6TO++8k87OTkaPHs1FF13EV7/61b7tpNAv1Fb7uPjsOv7w2C5MExxHMaoxwG1fnMgPHtjEM6+09DgpZqGy24XQWcqg1G88FaqRCr3I/u0XJWeXY2s2bM1XrAM88Xwzjz6527sxGVXms/pnDLj3t5tpbs0oXKIxh+/9dAP3fns6AK1tcW7+zvusXNMJwKzp5Xzzi5N7VeVPKUVleeGpViRq88Y7bcTiDrOmV1DtyaWiXGOJ4T22vtbHv930Djt3x1DKXQjlsnVHlO3NiYwRQXvH7ZRBJFsplWskqW6oorO1WF5E73l6Qt2oWoYNd71/dXph4z2nL+BLK6RScsBJ3sOGLVG+8r0NnHxsJTd8ckS/KqUGi5wQhBQTx5Zw9qkNPLZkB5apsB3NtEll3HHLDL7y7ZUsfbcN23GrVkLOnC1rPFDKwEzlhcoa80Gnf6dedDo8G8Bx3NxQGApDmyQcN4eoYeZ7YDq2ncwJ5CWe0GzcUqi4B/x5STN/e6Yls83RxKIxQiUBLKt/xoB7f7+LznBGlnaEHX76+118/bqRAOxutfneL/ewtckdu2ZPCfCZiyvx+3reP6UUZaHC7cNRzfub3PD4yaMsSoI57QrM4avL4Id/jBGOZabjWhvp3EsAO/Zkfb4qI77TXrQkR/cCHtKp43bt6KCqpiS9Bsnuh0qdoYiYyKxw3JIrKNixpZ2Otpj73UvYGDnfF6UgGktQYhV2AtjcBP/7N5v50zVnHd2/Kg6RE/uHKKT6Gf/skzBqGrG3rkUFQvimH40KlhI49ix02x7s9cvpdpLX7TdZQSFXxcwoQzr7bPa+3v44lIJIJ9Hn/lywf4nlrxY91DfreM97u2kr9o5NGKEyzHFTUcaBUVg5rU05z8oNidO2jTJNIs8/ir1lTaZ90zYiT/6eknOv3O9r61iEzt/fjbNjk7vB8hE6+3Jiy14isW45WD7yXAkAwp044U7vttzwy9TgDh7vJbdp0jKR64WXi5OAjrb87WmdY3HLd8Hrxe20NcxVlmZ57ulkn1NKJsMAfyCrbVa3tq/DXvcO1sRZxft+gBksAuQ3v/lN0X3jxo3zfB6jR4/m6aef7tsOCQPKJy9pZMr4Elau7aK60uLMk2ooCZlcf9komlvivL2is0eV9XpDsXNpioft7Y1tu+L8/tEdBfc99pRXGZUJIdFccLo33HXl2k7WbAhTW+Nj7syKdAWh/WXztohHuec4rldXiv/53/WsWpcZk99Z0c5PfrWRG64Zv9/XbmmL87lblrMpqbArLTFZ/PmJPPjnbbz1bivBoImjFSrnuW/ZFsFQrudWt3kAs/YXHLezFw4FtsUicWKRnOIdbuuC7fdGxlFLZ/3t/psKEU0vPhTeao9ZPPVSK/Nnl7PgqP4rlz1Y5IQgpFBKcdP1h3HUEVWsXtdBQ12A804fjt9n8JXrJ3Lzt9/n/bWd2PGEJ6yOpFJKGcn8gobhvjxnz3i/5JKeueqU55PjVlzVDolYxhjq2MXSQeRpolmxuqto7sJsZVT6FMk8WafN9+bjW74mzObtMRprfcycHOq1vCrGtl2xfDmxK2PI+MlDrWzfncmptfT9KH9+ppOLT93/iu7NbQ7/83+dtHS4z7u8RPHJs0M8uxy27oaAj5TtwrNc2LJbp+WkL5Dx2MpTMCnvSiQ7rM9tWtg7LvV3abkfq0AodaHQvmKkQ8t1duigwhew3L+S50ok1xra2bvseXG5w7TRDuMaDz0D91BFFFIDgDV2CtbYKZ5tyucndM4VOJ1thP/6M/TuHckFeyEPpiI/8GwvpuxteV5M2YfnjEZFSA1imQ0avXsHRlmlWzkvv3Ue/uPPxzd5dvp9fPkrRJb8Id3eHDmB0AVXo0wLHe4k+uJjOLu3oarqCBx7ltfLaC8Y1fXYm973eICpsqq0h5azdW3O/TieRO37Q/Tlf+Ls3JzZYCfo+vN9GY+gREqQaXIToxcly7KttTsB2GdisYy3U5Z1xL1M7nkz73PLBKdpyVpYGmbm++c44NioeAwV7oRgKH2/6XBDz6UMdPuefb6tfUFcbIXBiFKK44+u5PijKz3by0ot/vumSexoinHzf69lR1OsxyF8vcUzPrAXz6hi59Ca1RvCNNT62dEUz9lX+Jj/vG4cRx+RUTb8/tEd/PR3mZC/BXMqueVz4zEMRVNzjP/93RY2b4swfnSIqz4ykqqKnudgGz86xLpN4fRiwzBgzIhMsu13VrTnLUTefq+9x+fvjp/+ZhNbtme8x7rCCb7y7ZXYCQfbgVjcXdwVzt9Ft3P8VNGLVJOeKBNzJ/h7U0Zlb+uJVauzrZM6XEVjdn4ax3FwHE0ilsCxNabfwrFTIT/55zEM2Lytf8vviZwQBiNKKc5YWM8ZC+s922uq/Nxz+ww2bgnzha+/R1t7nIRD0uNSYRqpkLxMTrnU+dKh2kWjNfCsGbTj4CiFY3uTnKdC/TxKDEMV9IDXaFas6WTE8BA7m/deyEAp+NpnG5k8LjNW//KRXTz8REv6/WkLKvjMpfUopdjRbPPwUx3sbnEYP8Lig6eUEgr0XFExutHPnrYcOdGY8dBZsznu+e1rDe9vKDR+9p7fPxWmrTNz8s6w5ndPO2hloDV0RcHvN4hE7DyZqjX4CoSJZ3+EuV5RvSXgtzx5ptxzZZ+ZtB3dKSLLVFboXkmpj7aWCIZlJMM9k99NQ2FZJv6AiWEqHEfv1TDV1KYZ19htkwOKyIn9QxRSgwyjtIKSC64m8syfsbetg84cTxaPgil7Ipj948+yQORaIzweNz0kdRmlSI/Iyap/Trgd//yzUJaf2Kv/hEhnwVOYk47EbBhFYuP7GJW1EAgSeeohsmec9pa1xN54GqOqjtgLf0V3trkKnF1bCW9ZS8mlN7h5uHqA/+hF2FvW4DQlFzKWn+DpH83cUkkFeEIOFSq0f9YMrTXRF/5G7LUlnuerHYeiMTYFrEXd4uiMhQsKTySyrpUrZJRSyTA/lYnqdHTmfXY7cL2ZYtGC50r/bZqF70MpV3K3Nbu+HLEYOlmZxSgp8DlqB9ULpeOBwLbdV0/aCcJgQClFY12AO74yiR/9Ygur1nfRtCc2IFa3bhUdKSdJDdt3xrju8lFoDT/93daCeY8Azl9US221j9eXtTF2ZJBEQnuUUQAvvN7KX5Y0URoy+MmvN9PWkcBxYNX6Lt5d1cmPb5tGoIe5mq756CjeW93Jlu3uGFdeavHFT49L76+u9NHankg/W0NBdVXviw5kk7A1/+/+dTz25E6y5bbjZPJkeEiN971YMCjTyFPmFDtH5jP0bjd9Zl7+qLwE9snzmT4LO56gO9zkuo6bMyrrPIbhLqzCHRE3PDRhk4gnAJ1MfJ6zgHFgRGNOteI+RuSEMNRQSjF2VAl3fXMGd/7vOtZv6qKpOZ7zG1bJsc1BKSMdqpc6fn8TKWdPCw3TJFRWgjIM4rE4aO2G4zqZOfjWbRE+98lRxGLwv78v7FkL8OGza1Fas/S9DsaNCLCn3fEoowCeeKGN6ROD2I7i4WeixOLupTZsS7B+W4Kbr6jqsaftNR+q56s/2Exzq/sDr64wueZDGS/eshKD1o7M2G0oqCzfP8+ceELzyAsJlm+wPQoMZSgc8sd3yzKIx7P6YLifrWEUNialKuPl7ikkJ7IdElJeQGmvpYSDaWV5YOn8s6bOZ9sOlpUfBaMzp3cVloX662i04XpkpeRV6h6LfU2HVRwYD7meInJi/xCF1CBEBUsJnX4psVVvEftHMpQnT6mUVEzletikxoK9CZJCCoQ85RVpBVhqqwbIsXDEX32C0itvIb70GXSuQsowsGYej719A+GH7k5eRqP8Je6v0nM9g9irT6By855oB93ZSmL9e/imHNX9faVOFQgRuvg67C1rIRHDaByLUZJx7w3MP4uuh3+cpSjSBI8/N+889o5NJN5/E9BYk47EHD626DXjS58j9vI/iu4vSpYXF6EyCBeqxJgc1BXgZAmYRAJMMy0wdML26Cizq2SlaWvJXBrAUKhgCCLecuwADKuFbVs8fcijroH0F6+A9VxXDINIJ3ZbO3ZbG5SU4SupQvn9GLGMt4HRMBZz/MyC995XiIutMFQZVu1j8b+P46G/7eTeHKVNMXob5peu6Jd1TK4SqpBSqlCo1U9/u5WHfzKTnz+0LU8h5bMUF59Vxwuvt/DIP3alt9dU5k9RDAX3/HoLtu14cpQ4DmzaGuHt99o5elZl3nGFqK70cc+3pvPWe241n8OnlFFRlrnmpz8+mv/8zvvp+bVhKD71kfw62W+9187TL+3BshSnnzCMSeMK5xYE+OXvN/HwY9vdG1E98DxLKfaS2j2loKbKR9Pu4hZ47Wg32XCqyEVa4ZT93DPl33WBXGORjpzcX8pVUiViibxwjtKqUtp25XpKeymrKicRt/Oqd6WS35ZUBOlo6SLaFSYWjjKsymLSKD9dcYONOzL9PmFuBQtmlxe6RJ8hckIYqoxsDPLdr07jnl9u4P/+st2zL/MzLOzlWDDAouBwpTFME9vxKqWVaaTDBYOhIMowXE+qlCE154Raa+5/cBu/+eE0fvaHHXmeJEG/4uIzh/H3Z3fzmz/vSHdoeH2QQvzgF9vxhwKUVmQKITga1m5JsHF7gnEjemZcaKz18cOvjOXd1WGUghmTQoSCmXXQR88s58d/aMU0kl5JPsWFJ+UbuJeuDPP68ggBn+KUeaWMqCt+/cdeSbB0jYNhuN5A3aGUwjR1WtFhWgY+H4QsTWcMDCNfRqfSbHi8pXLkRLZHWPZ7cO/TNBXBkI90brLkdp2ssJh7va6OBJVVSe+8AvehtaazPUaoxE80Gi9oVAl3ximrMPH5TCzLoDykaaiC5nbNtt2ZA46ZajCuoX8VUiIn9g9RSA1StOMQe+ZP7pu9xWHnypK8L3sPv/15Cqrk/3R+G0+csdbEV72F09Ga57WDo0ksexFsr6DSsS6vIgZcbyinmxBCu3sLbN7tmBbWmMkF95mNYyj5yOdJrHwDHAdr0hGYDaM9bRKbVxP5y32kOhRf9hLBsy7DGjet4Dnjq9/uVf9csrRHoVLKPnI92Ak6/3Qfuq0508wfwKwfjb15ldudkjLoSiqutAbbyXhGeXR83s8rVTErLZyGj4FR41yJ89qzXtV9SSlGTS1OlkIqm4xSLJ78LB1QXuuHYxhuvpNw2FVGAYQ7Sax3F3nKsvDPPh7flNkYDWPpTaXDA4EIEGEoE4s7/PyhbT1qm8rRkfq3p4qp3Ha5eSQKWdELbY/GHJ57tYWuZHLYbDmRsDUPP76TaMx7THNr/pjvaLr1eS/mfVWMYMBg3pGFFVhHz6riR/81g6dfakYpWHT8MMaN9iqbnnl5D9/84VpS8++/PLGL7/7nZA6fUtjj9l8v7nafqKNRnqpHxSV1amxXhqJumJ+7vnk4O5ui3PLdlTS3ZLyYysssxo8O8c6KduyYQ3WVxZ4W9xn6LIN4QhecTrjeEblKqczEonbkMIYNr8FxYM3StZ7PNlAaIFRasleFVKrUu2Nrj00rnUBXKSKdrjIKYHdLguY397j9NUwuOncUJx07jCOm9n+VPZETwlCmK2zz8N92FFSA59umveM7JPOCpo4t8CXXtkbjeMZ9I6mMSl3PdhwMRye9HwujlKK90+b519qIxxMYyUiM1DkjUZv/eyxHTmjN9l0RfP78JNeOk5F3uSR66aVSEjI4ukhFv3mHB6kuN3hzZRSfpTj+yCD1Nd7l9ZKXO7jvjy3pse+fL3fyjWvrGdNYWCm1fL1b4TAY9NHZmfGAtm3teiWZXsW+YRqESlxvUzTUVcJlpxps3a3504uaSJaza1nQTXq+Zbf7eZYFoTMZBW0airit0yles+tQuUVWMl+B1Lid6sfObW20tUbwByxGj6v29K+zI0Y8lQOqyECplJsMn7jrOevkeAzbthvebfkUVrLwSVsXdEZdJ42AX3P0YYopoxVjG/p3LQEiJ/YXUUgNUpymrW4ltGxJkZIc2d/mwoYNL7kelI4ufF7PMTo9Q87VoGuSE+SUn6WC6PJXwElqydP6JXdkVOS7/Rd3BS7gRKoUmD7M0Yft5UZ7h1nTgDn/rKL7Yy//PflsM4Ni9KXHiyqklC+Q9/lorYuH63kONjArazGHNaITCXzT5pBY9RZO625X4RMNY40cR8kln3Ed10wLp20PiW3rCf/5/rzPr9sJe9LarpRCV1SjKqpRThx19PHoHVsgHEaHSqB5F87yvSvZlGGgHBvHzAhWBW5ydRR61w4SO3d6O5DqRzxO7O2XCZ70wb0/oz7AoYcx333eE0HoPW+910E0XvwL7CnD3Ad5prKvAznjTgHZ9Kd/7ESj07UPIOmKryDS27RAOWFmhgFlJSaHT97/RLLZTJ5QyuQJxUuL/+/vXIV9au5sKM0vHtrKf3+lsDGkJJSZ4Wvbcb1eUa7xYC/y3FBuda2GugAV5RannlDHi6/vYfuuCIm4prMrwXFH1/A/X58BuGEc23ZEeHNZK9+5e03BcxaqsqeMVEiIu6+ssoxQaYhEwmbUlDG0N7eSiCfw+X10tHawY31PlaKpyo+mJzREKUXrrhY69niVWukJvmPz4ss7+NyVY3p0nQONyAlhKPP8a3uwnfx5YWYenr3dnYNnjM6mR5HlrdSXMXgaWZqLXO+Y1GkT3cQqmZaJMtywwQcf3YFj28mQMwPQ2LaNZVlEogUUYo4mz3M3+YONRWOUEErvNxRUlRuMbjywy9/JY/1MHlu48hvAb//mjm2p5UBCa/78rzau+8iwgu19PiDieuWWlfmJxzPerolE5n4ty/AGJySXbiOHKUqDBiNrNRMb4qzdoWkPK0xT0RVTLJyg+Pgp7vNQCvZ0wKqtDv94I1N0IqU8y/7sDSM/5Cx17Y72KNFIAkcrtmxup6zMj2EqEnGH0jIftXUlPQoDte2M1istJ5JFOsor/ISCVsYjC7AdjaFcGbqtBU6f2//KKBA5sb8MzKcm7J1EEXf8lKKoiKWiKCkvzFxlFBRWRgGZpOoFrmM7GVW5o2H7RtIq9ZxDCuWsyFzbrbwX+sC/QbBAVQylUFV1hC64GqO8umf3eoDQ4S7y7j1SrAw2+OeclDk2Y0JIb1OmiREKYuRZctyFgNPR4rqkPvoA8VeXoFt2gWOnpUL0pX+QeH8pynQFqVFR7eZ3yl0EFrqXLJdaz5XXvIvu7ADHQVkW5sixGBOnQNNOaG3p0XfMaEiV4Nag3PhvrQz379070OtXp3NHFbTQxSL7natgX0k9l568BGGwEYl2P7XpUZLaA0Te2F3gcu+tDmeKaxYRLcW49PwG/vvmSfh8Km2VVcmFj2m4Ccq/+5+TqSjvXztbe6fX4u9oaG0v7gVw6YVuqfD000qLdPeeDMvA9JneRZ2r28fRsHN3DNvRfPlbK/jj4zvYujOG7bjPwnHgx7/YwJvL2tIW5OENQZpbvUahQuSFdGTlV9myZhuxaIxYJIFpmVTV1zBsRB3te9rSHk3dnxzKqysy3hK24xlX9+xopnn77m6/D7nPuT8ROSEMZYrJCU1x42X2dzrXK9YwDJQy8sbh1HtvCJf7dzwaK+xdpTW+gA/TZ7leVZbJ5p2uUsSxbRLxOIl4Au1oTKvw2K6Uq8yPR2N8/LwaFl87gtRgYicc2prbcWzHlRMjLb74iSoCvv7zsnQcTThHkeZoaO8sLr9POsJ7r36/lc6/p7WmsyPO7l1dtLW5odVuqBzpv9u7NPGE5id/jvLKCptdzQ6RsE1XZwLb1vz1FYedLZkCEzXlipbC2ULSFAz7I/OxjhpbjaEUPp+JY2va22K0tUSpqAzg95t79Wy1bYdwlyurHCfz/XOS8qJ6WIjyymCmWEfq36xHG9m7qOszRE7sH6KQGqQYtSMhkJOHIqWIgszIU0wdu69feJ3zU9fa4/LaY4+fbJQCyxtnTDoEwcAaMxlr1ERCp13qVmlLHVZdT+knF1P60S9iNo7dt/vZD8xRE3OUPQpz1KSi7a3RhxH6wKcxRk1E+QNJLzJXSaOq6jBHjAcUyjLBtJLKm2QCP2Vg1o9Ct+4msWYZaUt1OixTgWFgb1yNvWcn8XXvkdi2gfCTf8x0IGnVzs3PkVGOZXU2+bdKJFAvP4nqaM189vE4tHcffoFSEAxhzJqLCrnfU5XKCZa8J0dZOA1jcaYeCabhVljJUzi6n39/h2CkSBn6evIShMHGjMNKCeZUC/JMfJy+V0YVqoZW7HrduepbPjeXVOEGMP+oSo6cXs6NnxqTiVZXimmTy3nkvtnc863pTBhTPHdTXzFrWnlOCBrMnlE8x9GJxw7j61+azIypZQQCBsp0F3iGAZMnljF+dCjpcZAcM42MAs4wYMqEUlau6eSdFR1p8Z8tJ0xTsfTdVtZv6uLVpS28+347v31ke9H+gFdOKCOz6EmRiCVY8eoqouGMoSwejeclPU8/gPTf4Av4GD15LFYyl0zmO5lZdFQ31NAwpng5JMOAeUf1r0EqG5ETwlDmqMMrMM38eWE6fNvROWOAwrBMNw+dyozbBY0bWWNx5gIUbOc4Do72vjBUOjQvM865iqlsUh5YoaBJrgOW6bNQuH1ecFQ5R04r5eoPZSoPxqMJxtXG+fFNtXzlymoaavITa/clhqGYPNafm36X6ROKF2c4eorJB483GVnrGlxcpYz7uMc3KqqSTrvhzgSJmDefogIaqxWrtzps36M945LWYCfcvMAbd7n7125zWL/d4dX3U+sOSKUpzib78yxQLJFA0GLKzHpMX+b5+v1uridPmhcA7YZva61xHIdIOM62Le3pa2bLvZQcbG+NsWd3F6mE7LkoYGI/VtXLReTE/iEhe4MU5Q8QuvAaIn/7Jbptt6vAcJyMIip7EaBzvJ5S73O3p3fnKDuyj8v7medrxHu7uFH+EMTCeHJSKeXGHxgm5mg3tMEaN42SS2/A3roWfAGscdNRvuIusH1N4Lhz0B2t2BtXAmCMmEDghAuKtndadxP55/+lcz8Z5VWouhGY1fUEjj0D3dVG+MEfgHYw/BZONJ4emYyqYVjjptDxux8U75DjEFvxGrG3nwdSH5f7GacXEcmqE56PttjInfpTa4y2ZgiNcs9XrPKI5XPzSg0fhVFTm5FIWkM8Bv5MYklHmWjDcjsyYizYCYwta9xKe9GMRd0cMY7QOZcVv+c+RndTADG3nSAMNmqqfNz+HxO57UfradoTJ+BTxGLaa6fQFPWcBNKFDwpt71HSbUgvWnoiH/KSoCePDflN2jtzYwHcf0pLTCaPd5VNpyyoYcKYEMtXdVJRbjHvyAp81sDZ1m741FgW/0+cZSvdgh4L5lRx5YdGFm2/dkMnd967Jp37aXhDkEkTyhk/uoSPfWAEq9Z18YWvvwe4oS/ZeTQmji1lVGOQL//X8qLnt23NQ49u5ZcPbU4v7EzLRJkGulAVPzIeBtk5/JRSOE5WXhgHwp0RSitKk/sLX9+yTDeRcFUFFVVlnu9eIp7ACmSmna6dxb3msBHDcByHtt1tJGKJdM4pgGNmV3PDp4sbg/oakRPCUGZkY5BvfXky37prDa3tCUpCJtEobpU73MW/k/UFT3lnaie1eu7G01YXGNPJyJW8AgZaZcYEjUeRkt3OMAxsklWZDQN/wK2uFgj63e22mzYkpbgHqKvxM7zOXTOcs7CaKeNDrN4YobrCYu7MUsweVtXrC66/dBjf/XkTG7a64/5Jc0o498TihouNOx0ee8UmEgNQ1FYpaitgZJ3BwlkW764zuPdP7hjZ2hKhuiaYzkk4us7NFfj7pwt7laZWev96WxNNep+lPKVSy7PUEtK7nnD/MPP0ealJhsY0DYJBk2gklSuy8P3ZtkM85tDeHqOr0xsR5POZJOLZBTnASP7bsjuCYRqUlvkxDJXst3vctDGw8IiBmwuInNg/RCE1iDGHNVL68S+hHZvIP36DvS57Epo9qOf84nOVU6ltKeVF9r60trqQMorCs87uwgWzPXqcZKKQWDjdZVK5MkgKNn8QlR17XlWHUVXHYED5AoTOvRKnqwPQqFBZt4uz8OO/Rre3pN/rrnasymGETk7mRwqVEjzjY0Se/D9ULIpZMwz/3EUYNQ3ocCfhP9+Xd8680L9YgfAIrdFJ76SUZSN9DypZIau7NaJhQiyC3rEFVTfcVTzVNcCurLK7SmEcMRdVVu56zXXsQVs+1/vLTrgCTpWgMXAMizyXgcaR+GJuUvNEeyehS67HsPyoQKibjvU9PbVWiEVDGKxMn1TKr++cgW1rvvitVby3qjOvTXdhGdn/pnM1pBsk9ymvMaKY6376HFk/mNxcQdpxPKEiqclvWhlVQAlWXeHzlOgeNyrEuFEDO3akqCi3+P7XprCnNYFpKir3EjJ4y3dX0NKW8SzavjPC6SfWcdWlblGNI6aV88VPj+eu+zcQjTmMaAxx2UUjGD0yxMbNXXz7R24uqOwwGa+c0OnE8Y5tu0qtZD7HTOLyHG/VAs+80AI00hVFAaHyEiy/j1BZiHBHpjqrMhQN40fg87se0ZFwFMtnJacDDnbCAaWwSlyZbxheBVhlbRVuES6NT0e4/44ZWKaipGRgp6oiJ4ShztwjKnn4p0dh25qrvrSMLdujGQ+ppALIcdzQKCfuNQxord3xplhEhqNxtJNWQKVyTOUWqcn3kMeVB9nyJylvLJ+PeNyttOZoB8Nwq7p1Rdx1RcqDSmWtYWqrvQnCJ40NMmls4Qp8/U1Npcm3rq+npd3BZynKSoorThxH8+slcaJZeprmdlgww2L+dPe+Z03y8cGFQR55NuImOXcinH9cCXVVJuu22fz9dQetXSVRLilvuXiq0Lmh3ATwSmOYKlOoXbsfearKX7aXXXZf3SWc2yZhawJBC61tYlGbaDRBNJpIh+y5HlGa3bvC6fMGQz4SyQrhpmUACiuplFLkf2+62mMEAj5AU1ul+LdzTEzTwF/Mw7qfEDmxf4hCagigDBPd0da9Ekjh9YrSBcziuV5TOeFoaQ+m7tA6mbC6eFOVmmSWVuCbfjTx159MHpvfJcoGzg2/pxgle0+Sq7WDvW2DV/WttbstC2viTEonzMDeuoFEezOxd17C2b6xYAXBQnmoPCQ/g7R1qohHXHbbPPdq5dapjW/chNIOrFqBMfc41OTDIVSK3rMbfD6MMRNcZZR7ME5ZNUZXOyreiRMsQ/sCmUTmuX3JGaWt8lKU4wy4MgqSwrYHwqEnbQRhIDFNxe498X37ribHhr15N+2Th2y2hbyA+bCuxsdJx1Tz+8d25u1LMWp48dCGwYBSipqqvZcQD4cTbNwS9mzTGlau9SbvOOvkOk4/qZZ33mujaXeUP/1jJ2s3dBGNZhaK2nbSSilwQzoKGZYS8QSm1t6QjnTuD7e9W2XP6+HmlmfP6ifQvruV9iZ346TZkxg9ZQxNW3bR1d6F5bOobhyWzvOilMLyW9gJG8d23HlBlmIyF53Vd6UUjhnC0QOvjAKRE8LBg2kqmlvinmllvhHByfuNGoaBVrqolyU6WazCID3fKxqNkUMsEsMf8Hvmp6nQPSfpCVVXZXD0rEoef67VtXXnricUjBm+9zF4IFFKUV2x93DBPe2aDq+YwFCwpcktCJHi1LlBTprtZ8N2TUdU8/wyh6ZWO1lgw32GJSUm4bCdnpIHg6bHuJNK9O4kCx2llpKQs/RQ3s8zY7BwKxZmh9GXlfkpK3e93zasbWHrxjZqaksIBE3icYe2lkhmnYjbzrLMdAJ0rQt7bReipV1jmUbxcP9+ROTE/jHwkl7oEWbjGJxdmwsrJ7TOLoeQ+Tc/ALi4wiJ9TLpx5pjc8wKKvXveWCMn4jt8PvGlz2QULtq76PFPm1P8BEOI2BtPuwnIPSg38XgOXX/9OYn3lxY8T66nARRfJCpAGwqVtQbJ9UbIPaBwmGby3+QuZ9VyjJlHwdiJGGMner9fmc6hTRPlmKhoFzoRR1k+FArlD6FNy/Pd8bXv9l62sxX6OUl9IRxb49h7lw49aSMIA830SaXs3B0r6DZeaEzwetd0c+IchVVauZFn80iNPal9KWt5YWWWUjBvViVnnDiMhx/fma5UlyurTlkw8GPFgeDnD23N26YU1A3zKty01ty4eBlvLGvLfGaGypvJatvJEtlFvJy1xs4pta5z2mrHSVe4Sr9PGrqyFVnp7cD2ddsZedhI6sc0JPdpopH8irpKGW74nXYwTEXc0SQCbnL03O9EV3sk/bfjwK49CaoqBn6aKnJCOJiYOqmUpe+2p+VEfqLl3HWCm+fHMAyU5VbILKiY0llrgrQHbHbEBpkKz0l5ZBjuWiWWKrOqIFASTPYpc6oT5pZx9KxyHnum1Xu+rH4fd1TxELihxCPPhtHamwRca6gs9X4ujuNwz1/ibNqZzMmryAphc59vIGBSUZGpaupob04p1xvK3WDbbm4mw0hN+XM+O5Vpny5klNpH1jIxqUxSpqK2vpSmHZ007exM9zEQylccakdj+Ax8fhM74WAYJnbc9uTBTD2P7OMTNnSEoXoQfPQiJ/YPSWo+RPDPOwNjxHjvxvwA3xxy/Ae7C7XLbqOU6zmTOgdJgaWUGxqmU4NfVqlqdyT0aL3N0ZMwyioJLPowWEnrh2GA5UeFyvDPPwvfzAU9fgZ9iQ53YDdtRccie29cgMTKNwoFVhM4/lzP+9hbL6SVUdlJHFOvdH966IWQcmdNJf1LfXbKMEkJk0Lnz5CykGd9NTraUJ3tqEQc4jFULALxnFDBRAyVSIBhobSDlYhiRTrwte7A6mjGiHSiEjGMWBf+lu2YHS3efpdV9ej++pqURaMnL0EY7Hz2E6OYNLZvEnsXyvXh5gBx3MVJclFjmSopIrLGn9T4ZGTy3YE75sw+vJwxI4Ncf8VofD7XKGKaimDAYFiVxXWXjWLhvMGhkNq9J8baDV2EI8XLl3fHkueasXzeybhhKC6/ZLRn289+t5E33233Hrzfg5CrHFLKzblimKabTNhI5YtxyOR0cTWK6XDNlJwnI5u62sN0tIWJReNEI3G6OqOefFfgem3FojG0dsu22wmHRCxBa1MH4Y4IsWgc23aIReO0t3QSjWRiVEwTGoYNDo8HkRPCwcSXPj2ekY3eULaM90v3duvstu4BZM0/3fEjO0l6XtukMsrvdyuJ5ob1od1qefFoDDNZdU9rt3jE1AkhPnHBsHRSc8uEgF9RW23x+csbOHJa6b4+kgNKU0uCjdtixOK9HxC01ryxIkZnR8zzDJXSHHe4d43xp+fttDLKPdZVKiUS7ised1wlU7YxSmcUkKmP2S2qoTAthWW5SkI33C+3b+5nbVkK03TltM+XclLIvLIJlfoIhix8fhOf3yQQ8hVci1h+I62g9PlN/AGLiqoQ/qCFMt3vl+kzCJb5CQQzRgq/BeX9X8ukICIn9o+BNz0JPUL5/ATPvoLI33+Fs/F9707tdeN0t+V4L6UsoskQrR5IHDJxXskTJQonyFMpc3j2OS0f5mFHkti6jsiS36dzHxkjxlNy/lUoa3BMNAFib/yL2It/AzRYPoJnfBxr3DRPGx0NYzdtQ/kDGLUj8gdUw53YazdZBgCqogqzpsHTLL76LXff3p5/NqkZQg+y5ak8cZBlxejBZQBUzTCUz49Ke3xpVznl2GhloLSDchxIxFyvsHgUkuF3CrDCbZjhpGVfGTjtbaAzCzhr1kKMQaKQkphv4WCiotziW1+eyNfvXMs7K5K5pFKeTakhPYuUwsF908OLZJ1HZ8kJncxTFHeKKb/zx6fyUpPj5lTy6ltt/PjXW4gn3P7MO7KCr14/fkCT0Gajtea+323hd392q9WVlZp884uTmDnVa5Zta0+wbnOYijKLcaOCec/BZxkYpomlVDp88bAJZdTXej2kXnx9DykLd09xF3pQ+IPM+kwKnFIZRlrhmO2Zm583LGOgKqkoRyk3xCKFuyBy0jlIUpUe7YRNKk9NinBHlHBHNL2YjXRF0t8Pw4DrP9FIRVn/VsMqhsgJ4WCibpif7351Ml/77ipWrQ+Tmb8XH3NSHpNpb1d0wbEkW+mkEzpZvEh5jNVKKTAsDDROXmRBvjfviMYQR0wt45lX2/j1I01pT9qTji3n2o819m4+3Yc4juZ/H2pmyctuCHZlucFXPtXAuJHe4kwt7TZbd8apKjcZUZ+/FjINiEZs7EQUn99AOzBhBJQEvErEVVsKG0ayn19XV4LSUiud/0lrTTzm4PPvxR+l0FimcQ1OKS+rpCeWaZLMQZUf1RHujLnV1FNBPIb73UnPBVTGaJ7y7rKTHkTKUJSUubLRTlYZDIYszKRG0jTgQwstrAK5rQYCkRP7hyikhghaa6J//zXOplWZjWm3FpUaDTLbUkqn9Dc/5VrZA2WU59yF++JOcLPXJjmrnUQc3dZM5G+/dCuwJXG2riX2xr8IHHNaT2+9T0lsWUPsxceyNsSJPP5LSi//Cirk5o6yd2yi65GfQtQN6jbHTSN09mUoM0tLf+QJRJ74nTsgJz2lArMX5l1PBXtuwckWKm4FPaOAUipb4ZTzuXoCwVXO+wKfbcpzoXk3trEWc+wE932yqXIcFFnXj0VcL6nk6kOTEUgKiG/ahO5oR9s2pR+5HuUkUBXDMCqG9fgZ9DWOo9OJFffWThAGO7at+dr31vL+uq48ewJ4x5RCiWTT74t937PFiSKT46NQ0wL5JnJp77TZ0RTjtv+3nng807cX3mjjsad2c96ptT299T7l2Vda0soogM4um1vuWM1v7z6CYMAd7998t43F319DOFldaNHxNXzp0+M8+To+eHY99/zSrX6XCoO+5NzhedcrL7V6LKqBzELRSHo2ZckJ10PNSA77XqVT6u/090Jl7Ut6SxVKdq6Uor25FWUoqupr0u3Tx3muTTqRfe5CU2tN6449xKNRAj64/WtHEI5oJowOMLx+4Crs5iJyQjiYiMYcvvRf77NlewRQmJaBiZlOMJ6b68+wXG+mtJxwvPIiRboiWjLheCqvnVux1fvbd2wnXc3Pi5uLKlUxTinFzt1x9rQm+OEvtpMtbv75QjtHTS9jwSAJ1VvyckdaGQXQ3uHw3/fv5EdfGZmWA68u6+KHv2lK2/fPOr6MT5xX7Znrnzw3yOMvusnKEwn3hk8+Kj+XbaCIXd/znB1NZ2eCQFJOuR5TEI9pLAssy/1cPWOXSv8vD8fRJLJCzlJ2imwxYSiFSn7eVdVBFFE6OuJZx+QbrZQCn88twGEXCGkrr/Dj8xmUlyjOP8YgGncrDlaXDQ5lFIic2F8kZG+IoNuasTeuzFcSpZVQuMoK2076A6rMfp31HvZNhes5RcZ9P0sUFeibge5qz9vu7N7BYMHZvjF/1m8niC1/jfjKN7Bbmgg/9nPICuWz168g9uYznkN8U+cQOPliKK0AfxBz1ESsqfn5sQLHnu7N1VHIrbkAaQ+H9BN3vY/SfxcSHknFpC4oWHI9vHKGgqYdbkJzCjhWpBSejp3ZEY9mHC20JrFtC05zEzoWJXjyB7BGTMAcNXlQKaMgcys9eQnCYGfV+i5WrOnKWCtzPaIcjZOw3YTV4JkEFw/rLU6345bOaVNYB04k4hCOOJ7dpgkbtuxb+HRf8N6qDk+FIa1dZdrj/2riyRea2bI9wtfvXEskmlkt/fO5Zh5/2ps776KzGrj60pFUlilCAc3RR5Rx3NyqvOtddemYbhV5mX7oZC5H99+MnHBRpulWsU2HTRrp47LP4TYudAVFrnzJ/o60NbUQyc2+m903rUEnQwVR6Speqf3tu1uIdHZhJ2y+fN1hHDWjjOPmlA8qZRT0nZy4/fbbOfrooykvL6e+vp4LL7yQlStX9s1NCEKSN5e1sWlrJJkcXOPYdloJpZQbzquSIb2m34dheivaparpFRyjshUT2QqnvB9H8n2eF6wid04cChpsb4qRyHEIMg3YsLVA5ekBYtWGqGcq7WjY3WLzzOudvPh2F1t3xrgrSxkF8LfnOnjtXe8Yev4JQc48NkBZSFEShLnTfEwdm+8/csbcwj4l+bkalcdPAUgrfhzHSSup0i+nuGxP5CiLUiInWbMi+fIa0yurA/h8+bIn9zygsCwTy/KuR8rKfASDrmfURceZHDbK5PDx5qBSRoGsJ/aXg1IhtX79eq666irGjx9PKBRi4sSJLF68mFgstveDBym6QBU2oMBgvtczJf/pyS8iRwue9UYpw1WIpF7J9qnBxjfreIzqWvDlV0dSFVW97HPfoUrKCj6L+EuPEf3n7wj/9g50R2tOG01i3XskNq9xc2oBOhEn/vZz0NUOsQj2lnV0PfT/0HHvd84c1kjJpV/AGNaY1C8p8hZueC0I6b+V297VL2YpHNMfTtZnm5Y8OtMuc/L855CzGHVQOJ2upcc2AsRLshVJGjpbUdnPxLYh0uV6kakATjiOUVVH8LQPE5h9Yt71BgsiQISDidycFWmvlwKT/kKeL/tTQa8gOutVgMsvGk5DnT/P5d5xoKF28Cglqip9Ba2aP/r5Jm6/ex3X3LSczi7bM04YCp59eTfvvNeWPrazy+bhv21jT2uM9o4EL7+5hy9+Y3neJP/wqRX84BszGNEQpNjDSycm125FIiO1SDQNTMtCGYabhDhL2Zj9Pcj+vFOeUHlWayMjg4pZzFPJiEtCitEN3hC7RCwnmXoyfC+RSDC+wabUn2DMyBCLb5zCKcfXFTz/YKCv5MTTTz/Ntddey0svvcQTTzxBPB7n9NNPp7Ozs29uRBCAWNzrAaUdVynl2HZBZUYxPIbVVIXMAgVwkn94NqcSOytIh+2mX1nzYoCrLmmkvkA+Oduh4PaBorJIiPG9D7Xwo9/u4at3N5FTXwLLUry2Isb6bYn082zv1Dz3VoyuiKYrAq+viPOTP3bkfTbTxlpcfoaPihIgmXheJ3P8ZnJPuTmf3Dx+GtsGlMYNrEm+7xE6z26dIv0JF/CaS71PhQiWBRX11d4TmWZKRrnvfT6TQMDC7zc54rAA1ZUmdZXwkRMNxjUMXrWFrCf2j4MyZG/FihU4jsNPfvITJk2axLJly7j66qvp7OzkjjvuGOju7RNGZS2qshbd1kwqqThauyNyOjYjK2QvG6Uyx2STrS7fK0m3fycz2BVLkq0djTl1LkoZBBd9iMjjv05fX1XWEphzSg+v2fdYhx1J/J0XcHZtTVYxynlOjuOtbpQcTZytawk/9P8wGsdS8oFPY29Zg7M7E9KBdtB7dpLYuBLfxJneazaOIXTKRXQ9fE/WogJyy6qmT5W1rVA5Xi9Z0dmpZ57qtydkL+eo3M9Tax5aNZFXl02hucvCNOCOk7ZTZXaAbbuTiMpaV1nnJJLndL22gidcSOiMweFCvTccrXF6IB160kYQBprDxoWoqbJoaUuko7hdi2dm/FKm4bFsZ4dspSexRmFFuQdN2jsnTS+9rE49roZQ0OT6y0dx5/2bUl3ksHGhQROuB3DOqbX87aldbNkexTAUtp2qJOjeazzhfUaO7RCLxXnhlSgvvLKbo4+s5Pabp/HsK83s2JWx6DsOLF/VwfL32zliWoXnHEceXsk1nxjLN/4nGaafO34nP1fL712QuZ+3041sT34psuwY+bmivPu6wx/y4fOZaGBPp8KnooRjOv2dmzo+wIo1CRJJMWEYUBIyWPz58ZSXDo4cUXujr+TE448/7nn/wAMPUF9fz+uvv86JJw5eQ44wtJk5tZzSEpNwxHanuIZyp76pOahy57yapOxQ3jEit/JmatxPyRYPqfNl20STc1Q7lkifO9M8ZURN/mPAgqMqqCy3uPwDtfz8j01puXbElBAnHeMdNweSc06s4Nk3Omltt1HKXZ6ZWc8kFteedZQ/YFFWVcK7GxXvbuzkqMkWV5xTwsvvxuiMZKrhaQ3L1ibY0ezQOMw7Zk4fa9Hc6vDQMzEMUxEMWGjHTWiutcbnc8O1E9kyynG9kC2fgWHsTUGSUjpmfTdydisj29u68FkM08DyK8JxcLo0oYAinlaGKaaNMdnYpNJLLctUlJcoPn6qhc8aXJ5QxejL9cTdd9/Nd7/7XbZv386sWbO46667OOaYY/alm4OWwatq3A/OPPNM7r//fk4//XQmTJjA+eefzxe/+EUefvjhge7aPqNMk9D5V2E0jHYTaJeUY4yalNxbQAGVIuV/6e5IjRz57fIuqLLaZ45RSmUc+D2qXq/CJvLozwGwJs7EN/sk11PK8mOOmOBW3BskKMtH6IOfxX/8efiOOB5jxARyLTkq9f8Cyj5nx0ZirzyR5wmVpsh2VVIBlg+VWvylFoCpl1Ion4XyWRiW5XWNLqRY8nyWuS4J3s/Gsy31Lrnd1q4H1uZ4HX9vns7WVj+RuEFn1OCGJXNZpadgjpiAOXku/hMuxn/CRajSKre/JRX4F1yIKhkayihwfxo9fQnCYCcUNPnOlycxYXQI03Stx9MnlWaGhywPmdyQC+24inFDGe4r5V2TVWEtl/QixDQ81fN6yrfuXgfA6SfUcM7CYYQCitKgwZHTytLVewYDZSUWd//XdK7+6CguOqueqZNKPGOudyjWJGJxz/GvvdXKHx7dRiTiFHyU2aF+2dQPC+D3G15PpeRLa40v4McXDOAPBrKq92U8D3K93nS2DCgqJrI8p3K8dnMJlYUor6pAKYWjlWv99wWZeViIeUeU8OEzq7jls8NZfO1I6of5MAwY2eDnG58bNWSUUdB7OdHW1uZ5RaM9CytqbW0FoKampq9uRRCorvTx31+ZzOjhQUwDRjQEmDiuxA2V0njKgDkJG3K8KQFPmB9ao21Nbu5BrbWriPBZmKbpVnNTOXKi0LhDdq5DxV2/2ALA+adUs3BeBSUlJhUVFkdOK6VgGqoBoqrC5L9vGM6Hz6rinBMrGNXg93iMaU26UIdhQllViWfq/sb7CV5+N+4qrgqcP1qkal91uUKhsRMOnR0x4nHbrWgXcJOZx+NOOh+Vk1UB0bSKy/Zkj93qdqaBaSajM7KFXcqWnqeD9MqPaNQmHE7gOAqNIhKDcFQzdYzFrEk+zj/Oz1XnBvn4IouKpGgdXqO46izfkFFGQd+tJx588EFuuOEGFi9ezBtvvMGsWbM444wz2LlzZ9/cyABxUHpIFaK1tXWvQj4ajXomDm1tbX3drV5hlFdT8sHPpN9rxyb+2pPEVy1FtzQVPijb1b6oAqMA2ar5QuFeOuWZlbSQ5FTn0K1NaDtBYsUbxF9bkt6eWPYSEQWhUy7u/vr9iLJ8+GcdD0DkqYdJbFqNez/JhYDlI3Te1SS2rCH+wmPeg7XGbtqG78gTwOeHRDzjLWRZ4A/hdLZjlLpKmsT694g89TBOW7Pn81AARiq5sKuMgqRVSrnWeB1PUFB6aO/KovAnm7Fy5M4FNAqlNUuMU2hvjdBplPNabAZR25vDJWxbfO1vozCVzVc+M4q5lh9VVU9g0Se68Zgb3BRLoFionSDA4JcTY0YEufsbU9LvYzGHnz+0jWdfa2H7rnwFeXYS84KW6lSb9MohtTGrjc746faG99e5uTP+8Led/GVJU/p8v/vLDnyWwWUX5Sf8HihKS0w+dG4jAN/8wRpWrulKD/WGoaiqsPja5ybwylut/OLBjZ5jDQXrNnbx8YtGYRikE/O63kImlgmt7XEqy12l0r9ebObe32xm1+4YjjYAJ2kPySiUTMvCH3KrLqUSl6MU8UiW8iNrwE9VvOuWlNdbURQ1jTWgwOf3UVZdnlc50TAUa7e7XlAfWFSGz1IcPrmEn3xj/CEjJ0aPHu3ZvnjxYm699da9HOvw+c9/nuOOO47DDz98n/sqDA4Gu5yYMrGU++7IfM+6wjb3PbiF519tZtfuuDeFQzKxdnopUaTis7YdbCfT1kwaUyGjcEqNF6rQuiJ5iVxv/XdXdQHw67/u5tk3OtK/s1/+ZTeBgME5J1X19vb7jIoykwtPqQRg067d7O6Iu8EsCTeyYESdxcfPHcZbq6K8tMJ7rGnAtt02sw/z8ejzmfm3oaC8RJFIaLoiDiVBV8n1wrI4j78Spb0rY29Wym1nWe7Yb9uOZ+xyHI1hKAwzu5iF9iwPIfMZaEeDmaqCl9mvs/5wj/WeoL09lva8i0btvPMDvLsuTkWpwVnHhDANxdQxJjeNMQ8ZOZE7JgQCAQKB/DQ33//+97n66qu58sorAbjnnnt49NFH+dnPfsZNN910AHo+OBhEuuW+Y/Xq1dx11118+tOf7rbd7bffTmVlZfqVO6kYbCjDxH/MaZR85AZUdV0Bz6ginlMpr6lCI0TucXsJD8PnTx6TsbADYFpgmMRXvJ45j2GAoUi8+zKRlx4nsead4uEgA0B83XvE3n7ejaNwNNp2B9HgaZdijRhH8OhTk94/2YLUwKgcRmLNO5kYaAUEguhEnPAjP6Xj3sVEXnsKe8cmwn++D93WnDlDTlC2UipdocSTQ8osYk3WrjKwJ6TDA7NoKp3AusB0/lR9NW9Wn8E/EyfwQnQWcXx5n33qs4ol4Bs/2kxLWyYYfigKD8hMknryEgQYenLC7ze4+tKR3PutaQyr8uWIiQIeNBTf791JejhRBu6sucAwoAwIFPF2Kitxx7Unnm3OKFuSr9/+eRv3/34LL7/Z2tNb7ReWPLebp1/a43E2tUy4+drxzJxazmUfHEEgp6S2Bhrr/Dz1QpMnOXpFmUU44nDjN1fywavf5LEnd/LGsjZu+9E6djXH06Ew6eTAWZ+FL1liKVtOmJaZ9xlox8FJ2Gi7iMzPIXvBmDp3eWWQUHkJjeNHUFFbRU3jMCqGVXY77oejmu/8osVj1T9U5MSmTZtobW1Nv26++ea9XuPaa69l2bJl/O53v+vr2xH6gaEmJ0pCJtdfMYZ7v3M4pSGj6LifVn57NmZ5ATmu4tswzaSyQmNneVPp1H9Z5zcMA5/PIhiwMjmksqhI5mZ66pV2HNshHokRC0eJhaP84uEd/PrPO3lrxeDKu7bklTCrNjtuBUPLwB/04fcrPn1JNTMPC/KBk8vzUgA7juvt9PrKOKaV8U4uDSlaOzXf/XUH//GjVl5fGeXNVXF+/y9XGeWSeW6BQMbXpJCCxPWSypIdOR3xKgu923XyX0NlTFBOUmzbtkM0atPcHKWryyYctonFuncH6gzD//w+7DH6HipyYvTo0Z4x4vbbb887ZywW4/XXX2fRokXpbYZhsGjRIl588cV+u7f+YEgppG666ab0JKnYa8UKr8p5y5YtnHnmmVxyySVcffXV3Z7/5ptv9kwiNm3a1Je3c8BQpkno4usx6kZlbVSFFVS5CoxiSqvc47PwH3sWoYuvJ3jRtUVD1fzHneMJL/CgNfHXnyLy918TfeZP7g803FnU6tJTtNboSBd6H+Oroi89nqfbUeU1WBMyViT/8ed695eUYzSMJPbcnyHhPgtlGBALk06aoR1izzxC+MmHyB7d96WqVZZ/c/a7nuFodCLn2Rz3Qf5ScxUbgtOIRRPpfgEEQv7kpTLJER3HSQolxb9e3tPLvg8+HN3zlyDA0JUTwYDBT741ldHDg94dOd9tt+qOnVcRrWBycpUaL9KBzekI789dOZof3jqZ2744gUi0cObUz37ClVmGQZ4sSiQ0v31kO1+9YzU//8NWHEfT1p7Yb29Fx9G0dyaKLrj2xn0PbvG8VwomTyhl9gw3l4nPZ/Cpj3kXnyMbg5SX+7n/wc3pxPOGws31pTPJXO/4yTp+9uAWTxiKa5kuNFUr4gubZRfal3tUhuEqtrIOveayCdSPaSBYGvTIrUKVHLO7lrBhxfqhW0wmRW/lREVFhedVyOqdzXXXXcdf//pXnnrqKUaNGtVtW2FoMFTlREWZxf9+93Aa6zKpNdIJy7ONpIaBYSVTShjuGOaG2oHpMz1jgyqwDtBoDEPzH58ezfe/Mp4vXT0iLxdfis98bIR7HjTxaNwzrnV0xnnw0V189X828ucnm7EdTVvHgZETnWFnn8ZQrTUPPdWRfJfyLlIcNaOUCaPc51oaMjhljo9swTq6waAzrFnyWjTjRasU7WGNaRmUlwcoKQvyuydtnnwj5hl6cx3OerK2SCmrsiMnvMcVv/fcXF+OhmMOg9bWOImE9vQhdf+5GEmFWzQOO/b0OLv6oKW3cqInhoumpiZs26ahocGzvaGhge3bt+e1H8oMqZC9G2+8kSuuuKLbNhMmTEj/vXXrVk4++WQWLFjAvffeu9fzF3OXGwoY/gAll1yHvXs7zq7NaBT25tXY77+ZaZQXU5Gl3FBGZlTqZiDzzzsD/1EnAeB0FLdc+ybMcP89YgH25tX5o6XjZtVLvPsyiZVL0eEOsHz4ZhyN07wDHAff1DlYM47t0cCa2Lya8KO/cM/jDxI6/VJ8k2bu9bhsdLiT3AE4W+Gm41FiL/09a69Cx6PYG98nGU+RbJhJEJyNs31DcU+n7GvaDoaZcVvVOjmCpZzXtJP2JlA9CqBXOPF4QdkyvtHk0mEmr77vsHq9VyBYfovorhZMnw/TMrFzynG8vLSd6ZMrcDRMGOnHP4hyvvSUlDWvJ+0EAYa2nKgos/jp7VNZvSHM2g1hDBNeeK2V51/vxgtJJxckjs63jGsoNCv+/FWjOOskNyn5mg1dFMJQMGemG8p87im1/PD+jXltUkPor/64jT89sYvOLodQUHHK/BrWbOjCNOHcU+s49bhheccW4qU3Wvj2j9fT2WVTWW7xn9ePTyuSekpHZ07lOA2RSEbR39oe5zd/3IphZmpihKMOL77e7DkuM6R4H+KKNR2YPRjX7XgCy5eZwmmtsZNGEIVrATctt3y7aSqinXvJY6TA8vswDAPHcTJhOsCxM0PUDQvw7BtdbNxhE87RMSkjE/aZm6T49feiBHwK04DxI3xYQygnSIq+khNaa66//nr++Mc/8q9//Yvx48fvaxeFQcZQlhP1tQF++YMjeH9tJ2s2hPH7XS/WN9/tSLdJ5wxUrlelVgpDkZ679oSvXT+OY2dXAtAVcVzPKUdnlFkafD6YMakEgFPmlfPbP+fLE9txjRr3/d8OfvnHnURimvJSg+PnVLJ2szv+nH9qDfNmlfWoX88v7eJnf2olGtdUVxh8/qM1TBzd89y3joacNIJo7S1+sbvF5vHnOkjYSSM2muZmxdKcPFGuRxKUlHiLV2wtkqVFa50My8sognK9pExTYZmGW+kwue5zbAfHcT2q0yTHcp2zpilYAAM4+UiLipDi9ffjbN7lkG3/TnkGpxSFqcp6KZattQnHDHwmjKwtrMAa7PRWTqQMFoLLkFJI1dXVUVfXs9LAW7Zs4eSTT2bOnDncf//9RSyMBx/msEbMYW6eC6bOoWPtu67njlJ4M6mlfuzJyXBucqFi5x85MXOG0gqM6gac3dvy2jm7tmKUV+ObdASRUClECi9KAHQ0uc9OkHj35fT26I6N6EQc/5HdV5txOtvoeuR/3fxNALEI4cd+jvHxL2HWNHR7bDbW2CnEl72UWQUphTU2k4vF3rrerXKY6TnEIuiuDnK1fcUFckrQ5ofCpJclWuPE4ijLSi4EHZxYxntJA9g2GAZmKIhj264pOnUex/Hm9Sj4uSqMuhEYdcOZbBhMHmXgOGV86pudJJLrrUhHmEhXBIhQUlGW50q9elOMb9y7G4D6GpP/vKqWYVVDJ1EtFI5sLdZOEA4GlFIcNq6Ew8a5k/yTj63hnKuWekLQMo3JKMR74c15xJRMYYNxo0PUDfPTtCdOtuLF0bBxS4QZk8s455Rh/PiXm4payAE6u2xAEQ47/HXJrvT2ZSs7cRw47YTulVKbt0f4+p1r05Pzto4EX7tjDQ98bwa1NT1fbBx1eAUvvN6SLsiqFMw9IjOpfO2t1mQ4c8prAHbvidNQG/DYLVLkeRxpnRbH7viU7+qvlMJOJIiGI/gCfhSKRCJBrCuSaWMofMEAvoCPmoYauto7ad/t5qzQGqLhSMF+pL3hkvc2a3oFdcP81Ncq5h8RIpFw+Lfbm9IKtVTie49SCtKLmJffifL0a66MH91g8eUraigvHVrzsb6SE9deey2/+c1veOSRRygvL09bvCsrKwmFQvvQU0E4MBiGYuqkMqZOcpU4cw6v5EOffTuz35ep1qpt13Pe8vuwEz33dJl+WGnm70khykIG7R2OZwyKxWDH7jijGgNcdHoNv/vzjqJ+O46GSMzd29Gl+ftzLaRkzrJVW/jatSOZe3j3Sqm1m2Pc84eW9G+5pd3hv3++m//5YkM6d9PeMA3FpFEWazYnPN7108Zl5MwbK6JE48ncTUlj7/bdMLFg97xz71R6kOxqbe6fGYWRSoZRphQ7KblnWQq/P6M0dOWYxrYhHnOwEw4+v5H0U1D4LNAFDOyZqyXvbbTC7zOYf7jB/MN9hCM2X7vfawQxjOKKpn+9leCp5NdrbL3iijN9RUP9Byt9ISdqa2sxTZMdO3Z4tu/YsYPGxsZe9nBwM7RmBT1ky5YtLFy4kDFjxnDHHXewa9cutm/fftC5t/WIHnjk7JWkMs+cONOt8pdEKYV/zsKCh6iSzKgaPPHC1AF553QXO2nf1LxBL/7Wc3vtnr19o1vNLvtYx8HevGavx2YTPPF8rHHT0+/NsVMJnnTBXo8zRozP8yxT5YUT6Fsz52OOnJhe5OmEjU5al1LKJg3ohI0TjeGEIzjROJnyDJkRL5VryrQsjIA/6eUGrmMzkDqf46Qlh1nXiCqrwpo8i9JLrkUZ7jnc566orbLS1qlsYRdu7yTWFSHaGcZOJDAtk3AkQbijC8d2aGqxue9PLT16zoMJx9E9fvUVt912GwsWLKCkpISqqqqCbTZu3Mg555xDSUkJ9fX1fOlLXyKRSBRsm6K5uZmPfexjVFRUUFVVxVVXXUVHR0e3xwiHHkq5E8VCIcQqpVFJ0p3lO2UBPfeUYYxszHgGmIbi4rMbKBTbVVXpWn0Nw+CajyXD94rMQTMOqPl9+OPf915tZtmKDhJ2JmW31hCNOby3pne5R264ZhyHT8nIt4Xza7js4hFZ/Sz8jObPrU4m7M1sa6gL5D1zreHis+uZOrE0bXG10zmgIJWvUTuaRDROuK2TrrYOYl0R196RruLkVrQKBANorSkpL6V2VD2GZRKPx9MeDunPPa0Ug+F1FnXD/Jx+Uh233TQ13UdHa7e0uN/7vXCPU2mjRUqGaK1JOGBarrzfsjPBbx8fXMmde0JfyYkf//jHtLa2snDhQoYPH55+Pfjgg310J4Kwb6R+w9l48kBZPVtrpJYkH7uggYqyjE+E32dw1onVBY+pTOaQCgVNLj3PdUrwBl3kllZI7/H89benW/bav+Vro55zaQ2dYc3GbfGixxTi0xdVMLohc38L5wQ5bd7elcxzpljp/qaoKisc7nb60X5G1hkYhsLvNwiGLEpL/VhZn4VS7r7SUh+lpT4CASupGPKez0kqrGwbohEHw1CuN2sBZVRKIVZTBpUlMPcwxQXHZk7oOBq/X2EWiehOZ5DJUuBEYhCP22it2bhLs+SNoRfC1xdywu/3M2fOHJYsyRQHcxyHJUuWMH/+/L64jQFjSHlI9ZQnnniC1atXs3r16rx4/EMtObFv5nzirz2ZfJflxeMx1WpvyF7qX8PEf9zZ6LY9GDUNWFPm5E2erUmzMJe9hL11nVvH1LGxJh2B0TAm04cps1GhUhKr33ZDCnducs9jmBDzatDzwvN6kFdKBYJFtvfOwqh8AUouuAqd9OZSwRLPfnP4OFR5Nbqj1VUOKQX+AP7D5+ObMIPYG09DLIw5ejLWEcfT9Ye7cbasJen3iiopIzDvdIySMjp+fzf2xtXudQyv0NRau6uy9L1nf2c1qVVNdiUKJxb3JDrKWLrd5OwYCmVaVFyz2HNPtq35zWMt/OPFdrQDZeV+d1GBIlQWYk/W+VKWL8d2SMQSmKZJ2A4TDUepqKlk/dbeCezBQE8TlvfluBGLxbjkkkuYP38+9913X95+27Y555xzaGxs5IUXXmDbtm1cdtll+Hw+vvWtbxU978c+9jG2bdvGE088QTwe58orr+Saa67hN7/5TZ/dizD0ME3F2QuH8ehTuzPR24WGXe2G7OVWwKksM/jweY007YkzeVwJC4+tyjv07JNr+fszu1m/OYJpKBK25rxFtYxsyCiuLjy9nvoaPy+92cKq9V2sXu9W4PP7FLFE9zkxelLZprSk8IKpNNQ7o01FmcX3vjaFtg4b04SyEu80au6sKirLLdo7E25kuuEq3i48s5GZU8t56LHtRKM2xx1dw1kn13HtV5ezdmM4bdMY0RDk4x8YQTBg8G83L2NtsZDHZFhfKq9filSpde3oZGn2jNW8acsuYpFkrsPUBbNzBNoOIT/86q65nmvFE5pfP97Bi+9EAY1KaweT1ngju2KTu8vExEkmQlGGwue3iMcSrN/WvSJ9MNJXcuJQm48KQ5fKcovjj67i+ddc7yFtOxiWiZMzR0+F/OYyarif008YRmtbgsMnl7JgTlVem4vOrOXpV1rcKn+Gqxz56Pn1lGcprj56fj0jGwMsXd7B++sjbNwWQylFwK/S3lGF0Lh5CfdGKGgU9GAJBXrnv1FdbvK1T1XR0aWxrPzjZ08N8IcnO4jHNU5yyl9XbbLo6BCjG3w8+1bUzcs0zc8Rkyy+/39RWjqSw6tyw9pOm+vjtLk+fvDHOC2dyWTlOY8+lcspNYalQuW0dv0C0kqhLPEaKrXSIX/ZYXrZir+yIFx7nlf2RWKaXz3exVur4hhGMrm6MjCUSntZpTy5MoEomQvH4w6JhEMwaLF19/7lFB4I+kpO3HDDDVx++eXMnTuXY445hjvvvJPOzs501b2DhYNSIXXFFVfsNdfUoYL/6EUoX4DEqrfANDFHHUZi0yr0zpwEi9ohN3QvcOKF+KYf3e35lWkSuvAa4stexmlrxhzWgDV1br7iasxkrDGTATf3lO5oRVXWEPnHg9jr38voynLWHNbkI/d6j+aI8ZgjJ7hKMbdXGNV1WMk8Vr0lVxGV3u4PUHLxZwn/80GcbRvdnFdTjkKFSjHKKgmd+XFP+9JLriP+1nPY2zagSivwzz0ZI+k5VnrelXT9/bck1q0AkpYAj7+ncqWFkxNmmRQIyjLcKoC2jXZ9dzOtspRRSoFKWkuM0ZPy7umRp9p47Nn29Pv2zgThjgiJWBzHdgiUBIl2RfI+Tydhu2GwNmiliYUj1I6p3PvDHWSkHM960g56Xqa1N3z9618H4IEHHii4/x//+AfLly/nn//8Jw0NDRx55JF885vf5Mtf/jK33norfn9+uNF7773H448/zquvvsrcue7i8q677uLss8/mjjvuYMSIEXnHCIcun/nYKCrKLF58s5WSoMmR00p5aWkbazZGvJNSx0krww0FGsXnrhzD8XOruj1/MGBw5y2TefSp3ezeE2Py+BIWHptvDV8wt4oFyXPt2BWluTXB8Do/t/5gHStWu55MToGwt5MXFPZIzWbekZVMGBNi/eZwWsc/dVIpR0wt7/7AAiilqCwvPH2qqvDxw/86nO/cvZq1G8OUBE3OPqWekpDJkTMqOXKGd5z8f9+awUOP7WDthi7qa/18+LzhlCSVZN++eQrfvnstS99tJZ0XXilP7ijDTOb3K5DXIxqO4DgOofIQWuu0Miob0+cjHomiHfcCxxyTH/r4hyWdPP92NGPVdqMnM960joNRQFmZDuPTgOF6WdRWDT3H/N7KCUE4GLn5ugn87MHNvPFOOxXlJkdMr+C5V1tZv8n1lDctEwwwyCillHKVLddfPpojp3U/1paXWfxw8WE8/nQzre0Jph9WwoKjvOOlUoqF86pYOK8KgK07Y3R02tQN8/HV729g846YqygvcP4Tjt57vp75R4T46zMd7G6103Jm1uQAY4b3frmslKK8tLAhpbbK5OYrqvnZX9rY2exQElAsnBPCZ8HMiT5mTvTmjPrih4M8/VaCXS2a2krFwiMtrKRX8ifP8PGH5xJs2qlz8ja5/6bkt2F4w8MzY7U7QNsJG8PAUwk2W/6bRkaxNWVU/n395h9dLF0VR2twbLAjNpZVQAGjvHLKcXTaUzvlQVRdwCtssNNXcuLDH/4wu3bt4pZbbmH79u0ceeSRPP7443mJzoc6B6VCSsiglIF/9kn4Z5+U3haYdzpOWzORv/0Sp2krqaFbDWt0lUamD2v0JMwRE4qcNecapoV/1nE97pNRVgllrpAJnXs5sTefwdm1BcoqMQyD+IrXQTtYU+fgP/asvV/fMCn5wDXEXnsKe/cOjMoaAnNPRfl6nhekpyh/EN3SBHYCEnHibz2H07qb0PmfzA93MQz8s0+E2e57u3kHiV1bMGoaMCpqKL3gKrR2aP/hf6AdG6V1RieX/J/OVkrlnt80scNRlK/4z1g7Oj34+6fNydv/yjKv9T0eiRPpCGeuoRTB0hCJWBzL5wOlcBIJN4TE0SgzI9AuP2/oKaRsx8HugRdeqk1u6ebFixdz66239kXX0rz44ovMnDnTI3zOOOMMPvOZz/Duu+8ye/bsgsdUVVWllVEAixYtwjAMXn75ZT7wgQ/0aZ+FoYVlKS6/aDiXXzQ8ve2yi0awfnOYb/xwPZu3hZPJZmHy+BCzZpTj95kcO7uCKRNKuzlzhlDQ5OKz6nvcp4a6AA11rrL321+exB8e28HGrREa6/x0diZ46sU9GIbi/NPq+NA5e5+Y+f0G3//aFH73l+1s2xFlzMggHzq3sU+SbJeGTLbuiJFIaFraE/zqj1tp2hPjy5+dmNfWZxl85PzMc1+/Ocz767oYNyrEsGo///2fU4nFHU7/yEto7SYqh8yEXmuNaRh5RSdSxKMxdm7YQUllYUOL49ge5+lFJ+Tn6XxjZcyrBFSuh5ZHAZX0lkoHRSrXW0JnLQ0tS/GRM4ZeEtfeyglBOBgJ+A0+84kxnm2XXzSCFWs6+fqda2huTWD5TAzLYOakMqaMD+L3KU44uopxo3oWsVBeanLJ2T3LFQwwoj4zz//vL4/jocd3s2N3nBH1fpr2JHj5rQ58PsUHT6vh1Pl7H3tKggZf/0wtf32mg+ZWmzHDfZx9XFm3Hrr7SjCgaNrjYNvQ1qX5w5NddIQ1lyzKTyTl97keUeCOs5t22HSEHUbVW1SXG1x9lo9ITPONX7pGh5QyKltOFHfMUVgWBIMGiSLexgqVnV6Xw8flP493Vsc911CqsDdQbj7ETP5Cd7/P1Jx61NBTT/SlnLjuuuu47rrr9qVbQ4ah94kLBwSjooaSD/87OhYFy1U09MWAuzeUaRGYe4pnW+C4c3t/HstP4NgzDlS3ihJf+Sa6vcWzzV6/nNjrT+KfvbBoFb3I848Re/kf7hulCC76EP6Z89HtLeh43M2fReF46+5QhgLbTqkU87wZUjlgtKFwtm+CWd7jg37lScceDRcOofQFA+nCAKZlouIJN5l6kisuHNarKiSDhZ7Gc6fabNq0yVMVoz+q6Gzfvr1gydfUvmLH1Nd7F/+WZVFTU3No5tIT9olxo0L87L+n0Rm2CQWMtPt/fxMMGHz8A8M9266/cmyvz1NaYnLVh0ceqG4V5dEnd9LWkfBMzh//VxPTJ5dzzil1BRO7aq256+ebefQpt1CEZSlu+rexnHB0FVu2RzKLAbyfQbrQRTfEIlGi4QjKNPIKvDipJMTKtYAvX9XOccd4Pc78XmN9Ws5kW9vzFh6adMheqs2nLihjRN3Qm3b2Vk4IwqHE1Iml/OaHM+kKO4SCAycnSkMml32g50aPYlSUmnz0rL43sD75aoRYwuvx+/iLYcYNt5g7PT+/ILhjzE8f6eC191zFk98H115czvTxfna2aCxLYTv53rKZsL1in43C8plYPjzKIq21WyRJZdopYMtuGFXrPYPPUsSywiJz5QSkjBZ43huGBjJrp8vO8BfMmzXYETmxfww932nhgKL8gUz5VmGvOC1NBSf/secfI/zHn7j5mnJIbFqVUUYBaE3kn/+H07qb+MqlgHLr1jo6nYyc7EVGt5+NSv/fLfWdPConrwiOhmC+heq8hRXpsrKpwbSQRSMvBNNnuQsbBRedMYxzFuaH3wwFcpMrdveCTJnW1KuYQuqmm27yWH4KvVasWNGPdyoI+05pyPS4+wvds3FLuKA1+vv3rmPx91YVnJA+91prWhkFbr6T79yzgbaOBP94ehdGMkNsbp6KnuStcPe7+QQd2846xs03ZfksTNPE0Zqy0nyF0dkLsryr9mUureCSU0s4ZkbhfI+Dnd7KCUE41FBKUVoicqI3bN2VKCgL7v59Kw/8pa3guP7s0mhaGQUQj8M9D3cQT2jeXJ2sdpjMLxgOJ+joiNHZGScet7FtjZ0oUOE7JR+0TueO8ob2gZGtVAKCOUYKgNPnZebDqdY9+S5kli2aSxcFmDxq6BktQOTE/jI0P3VBGCCcsFulLFfrD2BvWUNixev4Zhzj3b5rK56YCPcE2Lu3u3k7UjF6hkoro9IJhG0nnTA2byGQTG7uqSvbjSto4MgT8rbNmV7CTVfVseSlDjZtj7IubGDHM1aNdCLDgpYam3BbF5d98PAhOwHRWntKlXfXrjfceOONe81jN2FCz0JiGxsbeeWVVzzbUiVgi5V9bWxsZOdOb+WxRCJBc3PzQVcqVhAGG23txRN3P/fqHl56o4UFc71K/LUbw5hmugI44CYT37ojim3rZALawuOsTskLxymYx8k0TOy42ye36qpGmQZKZRmjFAT8FmednO9hcNysIMGA4oW3I2zZkWBXi02qrHjq+t2hlOL0HlSYGqz0lZwQBOHQpb0rvyBFiqffiHDC7BCTciIPNu1IeNLLaiAc1expd3B0evlAOJzISuKuCYdtfJZBQilUDEIllsfWHY87aMA0TY/yqRA+E6aOzm9z6twAZSGDN96Psa3JoaUzf51UDMdx81LOm1ZA0zVEEDmxf4hCShB6gVEk4Tm4gsFpa87brsoqKWRWjr31PEZ1vVvWCscbNpmyTlgmGBbEIhmTQzK2z22r0CpL5Z6j98p0TqNK8uPSAWZNCTFrSoinX23nh7+MEo92Yvmt5ODqkFcfNkm0K4yhDNrabWqGYKJacAWD0wdVMerq6qir63kehO6YP38+t912Gzt37kyH4T3xxBNUVFQwffr0ose0tLTw+uuvM2eOmzvsySefxHEc5s2bd0D6JQhCYSorfEWHYoAdTdG8bTVVFoXSQP3qD5toqA3g2EnjQI5Hs1KKYNCHY8eJRAp7tyql0KaZDrPWWmOq/PMoQ1FVWXhBMGdqgDlTA/zjxS4efKIjnZ8wTYGbTVXgA7AdjVkgVHEo0FdyQhCEQ5fSoJvnNbvSdrbH1O5Wh0netKVUlBoF7c6PvRilsszEcdxcTLkVBbXWJBIJ/H4TwzRIJJx0/kStMwquRELj83U/Tvt9ECjQRinFsYf7OfZwP39+LsI/X82Rc9lrGM9xmddQRuTE/jE0V5GCMEBYk2amlT+5oRIKUFX5FYowC+t97Q0riL/1LGbDSCiWgF1rsOPecC/DWx1DmVZGgVVsRDdNMC3sliZiK5eS2LIub1A87qgypk9yQyocxyERi2MnbBKxODqnLEQ8GsVJOJSUBYpWmxoKaEf3+NVXbNy4kaVLl7Jx40Zs22bp0qUsXbqUjg7XG+/0009n+vTpfOITn+Ctt97i73//O1/96le59tpr0yGDr7zyClOnTmXLli0ATJs2jTPPPJOrr76aV155heeff57rrruOj3zkI1JhTxD6mJOOrek2sm38mHzDhtI6nXMpNTYn4gmef7WZhx7dxvTJ5fiKJGBPJDTKCmIUCb83DDcnVfauQpPikhI3j8emrWGefaWZ99d25t/bnBAj60w0Gm3rTBW9AqT6UhpkyCqjYHDICUEQDi7mHZ70GlVg205e+N6o+vy5dSBo5uUgDAQt3lpt8683YwyvTGAVTmVLPK5pa3WLbcTjDvG466GVOp/7z97HsFByubKzRbNik2ZnS/4xp8zxU12ejLIwXLu7YahkSGemXbYialj50JURIHJifxGFlCD0AmvUJEJnfQICBcIPfH6sKfmV7Ih0ek0Abn1Td5/WboXBZBhFUc15MUWTUlhTZqNKytPv/XMXJhPVG+njggvOIv7e67TdcyudD99L+y++S+ef7/comixTcctnR3DdJ8ehtO25ZiwcxXFsDJ9BIh4n0tFFoDTE1/59oqdE7FBjMAiQW265hdmzZ7N48WI6OjqYPXs2s2fP5rXXXgNcF+q//vWvmKbJ/Pnz+fjHP85ll13GN77xjfQ5urq6WLlyJfF4PL3t17/+NVOnTuXUU0/l7LPP5vjjj+fee+/ts/sQBMHlhGNquOGa8ekEv9nU1vg5cnp+taf2zgROIp42BMSjMZyETUrfs2xFO7GYUzBnlGGa7sKiSFENreHMhfXp/FCmqfjweY2YpsI0MuLoyg+N4pF/7ODKG9/h1u+v5jNfeZe77l/vuV7Ar/jPT9VwwYklZEXtpdu4uQgdNDptPPnsxX2fILgvGQxyQhCEg4sTjwpyyaJSAj4Dy/Iux0c3+hhZQCEVjUNpuY9A0MIfMAmV+vD5zXTmjhUbbJRS+Hz5IdWO7SY1txPuvD+Rk0/K0TD3MAN/8rKWAcdOdf/OVhydeLjBc+86/PRxh4eed/99dpnXaF0WMrjpE+WcPNsitcxIXcs0DYyk3FEolDLQGj5xxtDMMZhC5MT+MXRdGwRhgPBNmY112Cwi//w/4stfcS0AoVJKPviZvApGAGbDGJIJQIqeUxkmOhF3VcQ5Kxi3ilKWFTq5+NBaY1Q3EDr1YvD50R2tqGAJyh8kcMRxRN94Gh2L4pswDXP8dNp+dDNkKaDiy18jNnEGgcMzIVw+S3HBqTWcf0o1193yPms2RdL5rJRh4CQcYuEoVsCPqWwWzKnan0c54Djam4Kru3Z9xQMPPMADDzzQbZuxY8fy2GOPFd2/cOHCvEVqTU0Nv/nNbw5EFwVB6CXnLarnjJNq+a8frua5V/YAUF/r5/tfm1aw/eFTypNhE+nZuzvkZ/2sDUPh2DamlZm6mZYbggFgWCZ2ws0VFSorwbRMHMdh8hgfn/vkOD7/qXE0NceorPARCpqcfFwtf12yi3jc4fijq5k4rpRP/PtbHlH1p7/vZN7sKo45siq9LeBTXHBSGeeeUMJNP2qmuTWTK8S1tmdKjZeXKKaMHbp5QWBwyAlBEA4ulFKcdVwpJ88t4ccPd/De+jhaa4bXGtz40cJK/PHDTZ56U+HzJ40PBQwUGqio8NOyJ0rCdtwQvrid9sBSOcsUrd1xe/JIOOsYkzOPho6w69nqsxSTRmjeXueuQWaMU4T88PAL3ms+s0wzcbhmxLDM+iUUUHzgpBLOWWCz+GdddEVdyeBonV6KpHJeDauA0fVFXLuGCCIn9g9RSAnCPqAMg9DpHyEw/wx0NIxRVY+yCv+czNrhBE/7CJF//h84BZKEAEZNHfb2Te5IpVwFkOd6fj86GkVZPpRpuvmmtMYIBsG0UIaJqsiU6jbrhlNyxkfS7xPbNpKXoMQwcZq2Fb4/pThuTgWrN4bxBfxpBVi0K+zmIbGhvLJImOEQwrEdT2ny7toJgiD0Br/P4Os3HMb2XTGiUZtRw4N5lvAUM6eWc+0VY/nxzzekvaJ0MrFHqoz6xHElrFrXhZ1IECgJeQwghmFQXV/Drs3bqaytwhfwYyiFo6G6PohpKUxD0VifsUJPmVjGlImZ3IKvLG3Js5sYCtZvDnsUUilMw2D2ZD9LCuQKSYWYlwSHrgdtCpETgiD0FcGA4vMfKWPnHgfHgYYaIy8sL8XMCRanH+3jH6+63vCunAB/wMTnNzEU1FfC7g6oqg6wfWsHtp0Z1C2fQWVlgM7OBKGs6rmGoQgGk7WVDEVVVsrZsfWKsfWZ/ryzvvA419TmVUil8FkGk0cZvLnKG3mhyXheVZQM/YAtkRP7hyikBGE/MMqrobx6r+3804/GN3EmTmcr9o5NrnLKzlRicnZvwxwxDrulCR3tQpkG6ZIZlusRpapqIVnlL7VqcJq2klj7Lr7JR3bfz4rqjCkifVEbo6q2YPum5hg/e3ALWmvsWBxlKDfGPeEqtQzD4PQTCx87lHAcCpbdLdROEAShtyilGF4f2HtD4OKzGznjxFqaW+K8uayFH963Pm1N1cDq9V0cPrWc9Zu6sJWBPxTASdgYlkmoLIRhGkyaNIyWsDu1Sx27bFWEZe+HmTW1eFEOoGA/HQ0jivR/y85EUWUUuB5SC44Y2mEYIHJCEIS+RSlFQ03PPITOmhfghCP8dEY0b6+J88RrNr6AmR53t+zWTBoBO9sM6htLaG2JkUg4+P0GlZVBDFMxos6ktctVAqWWBe9thO17YHhNsSu7VJcVLtnhbs9n9RabN1ZlCmqkSCnDtIajh3B1vRQiJ/aPoa+SFIQhggoEMWsa8E+bizluqnen1ji7NlP+qa9hVNaiLAvl96F8VlrI+KYWyE+FQqeUVNmnsxNp6zqAUVpO6LQPedpY46binzm/YF93Ncfcs6cq+TlgKAPL58Py+Vh0Qh2funR0wWOHEql8LD15CYIg9DXlZRZjR4W48MzhTJvsrYyqNazf1MX/3TOHmmqL0spSyodVUFpZmg7bO2lBgcIaQFtn/iw4Fvcm0h09IsTll4z0tDnp2BoWzC1sdGlqLezxC679Y+FRAc5a0L0SbCggckIQhMFEWUjRUG1w2twAjXWZdUKK5nbNtecahAIGNcOCNDSWUl0TwkjmfJ02xqSQ+qgrmj+GJWzv2DaqVjH3MG+bOZNgVBEbdXNbvuxJe2YpWDTHx/wZQ98/RuTE/jH0vwGCMARRhpnvsYRCWX5KP/LvdD34fYiGk5sVqqQCa9pc4m8/7/GsAo3ZODb9zgl3Ev7rz0msfw8Mk8DRpxA44VyUMgjOOQlrxHjsbetRZZX4Js3MCw1MMaIhiGWpvNKxX/7sOE6cV0PAf3DosnuaYFCSEAqC0N8UqkxnKEVJyOR7/zmJm3+wg2gcwJ3YD6+zOP6oUv7yVKvHCmsYMGlMxsupqTnKLd9dwbIV7fh9iis/MpaPfmAkSikuu2gkcw6vYO3GMPW1fo45srJo9dYRtVa+GNPwuQ+XM228v2hVwKGGyAlBEAYrhaL7lILSoOKyUw0e+KfGzsrZNKIGpo5RvLTCO15ZJjRUZU62p13z0PMOO1rAZ8GiIxVHTXLn/qcfZTBlFOxu09SUK8Y1FK/yPXxYvueX42i+8KEQYxvMIV0YKRuRE/vHwbGqFIQhhv/wY1OZBDECAYxgELOiCt2yC6OkjJKP3IA1ZQ5G3UjMiUcQ+sBnMKvqCJ75CfAlFxaGQeCkD2A2ZDyVwo/9gsSGle4bxyb68hPE3ngmvd8aPobAUSfinzyrqDIKoLLc4qbPjsfKEhRnnVzLouOHHTTKKJCqGIIgDF4uOKMRAF/AT3XDMIaNqKd+5DC2N8VprPXz3RuHs2BWCeNH+jhhTglfu6aOcSMCfO7jdWllkM9S/PvH6xhelwmJ+Mq33+O999sBiMU1P/nlev757K70/hlTyjnvtHrmza4qusgAqKs2+fhZZZ46HGcvCHHEYYGDRhkFIicEQRi8HDsto/BJlZQwgLYuTWONwdVnusqj4dVw1ETFpQsNxtQZnHOMkVZm+S340IkGZSF3g+Nofvu0w85Wd388AX97TbN2WzIxulKMa1DMOcxgfKPqVk6MaTA57zhv2PcFxweYMMI6aJRRIHJifxEPKUEYAKyxUwgu+hDx5//iJvYDiEcIP3IvgXOuxF79Fs62deDzY42dglFWmT6u9MqvuhX1SspR/gA63EnstSU4Lbtwtq71VNIDiK99l8Cchb3u48L5NUyfXMa6jV0Mq/YzcWyoW6EzFHHQOD1wn3UKxMsLgiD0JaceX8vOPQke+mdncouirRO++oOtLP7scB59to13V0coDRkcNbWcijJ3YXLc7DLmTC9hT5tNTaVJwG/Q3JrgD/9oZVtTnK17LBydyQNiGPDyG3s47cT6Xvdx4ZwQMyb42daUYFilWbBU+VBH5IQgCIOVeVMN9rRrXnwvM/dv7oCfPR7nskUWr65WtEUMSkrg8HFulVSAOYcZHD5O0RGGylKwTEVzu+bZZQ7NHZrd7UkFV6qCqoI12zQThvd+HXD60QGOnGSxs8WhvsqgvnpoV9QrhMiJ/ePgmzkIwhAh5aGUHtq1hliE6B9/nCw94W6O/eshlC+ANW66297yuQnOAR2PEX7kXnRbM2gH5fNhmiZ2Z3IBoxTK3/ukslpr3loVZ8cem4bqEiaO9R10yigQF1tBEAY3/kAAw+hKh+A5GlrabG787haU4drDm1ttvvfzXdzybw1Mn+iO98GAwfA6V8Z0dNl87a4dtHTYOA6UVZXjD/pp2rwTcEVNKNj7BYLjaF59N0JTq83oBt9BqYwCkROCIAxeVHK9YKhMIQutobkdfvZP8PvdJUVnFB55BT50vKauwp3PB3yKQNJ5tq1Lc9/fbaKJTBi2Tp5MKYXGDd3rLQlb88bKOG1dmrEN5kGpjAKRE/vLwTl7EIShgNnNzy9Hyx57+3m0YYKdwGwYg1FSDoC9aRW6tSndTikFpomyLLRtA4rA3FN61S2tNQ882slLy2Lp/CDzZ/q5/OzSg04p1dMEg5KEUBCEgcBnqVxxAKQWCun/oRQ89mwbkaiD7cCUcYG0x9TLb4dpbsskIFdKEQgF8Qf9JGIxTMvgg2cP71W/HEfz/V/t4e1V0fRC6OzjSvnImRX7dqODGJETgiAMZqximTQUJGwwDXcMS2h4c41i4nAwDRhenVFIvb1Oe5RRntMoN6xv9sTerQHiCc0Pf9/Jum12ej1xwfFBTjumZ5VnhxIiJ/YPUUgJwgBhjZtGvLQC3dlOoRKq2Zv0tvVEt69PK4T8x1+Ab9rRYMcLntscPhZVXoN/9olYI8b1ql/vb0zw0jK3yl5q3HzxnRgLZgaYPGbol2bNxkk42Obea7A6CanTKghC/3PcUWU89I8WuiJO3kJBKTd3h+M4OA688k4Xr7zTBbjW8n//RB3zZ5USSzj5yceBmdMqqa9WfOj8kYwfU9qrfr22PMLbq6JAxir/2POdnHBUiJH1IicEQRD6i9mTTF56z8HJKnxqWQrDUGhHE4lpEsl9726EtTtTYXias45SjK6FuK3JBHJnGFsPNeWKBdMUlaW9U0i99G6M9dvcC6fkzyPPRZg3w0dF6cGTjxZETuwvB9e3QRCGECoQInjhpzFGjO9BY28Fi9hzj+C07MIYPh4sH+n4PqXA5yd03icpOeeyXiujoHCJ1u62D2WkTKsgCIOZYVUWt98wIlMlT4EyFcpwX45TeFx2NPzgV7vY05bgiMNCGEYmPNxQUFFqcNuXDuPm6yczcWzvlFEAu1ttCjnM7m618zcOcUROCIIwmKmtVHzqbIvhwxSmCYGAQWmpidYax8koo/w+RSiYWfrbDvz9TU0sAYeNMMiOJlMKqkrhowtNzjnGoLq89xESzW2aQvWTWjoOvrFS5MT+IQopQRhAjLIqgud+EmPMFO+O3HG/wMzf2b0No6yS4NlXoJJJz1VZFcGzr8Qo3fewiVH1heO7i20fymjH6fFLEARhIBhR7+e//n0EUycGMUwj7Rm1twhqx4FN2+OMbPDxxcvrqKpwx/DhdRZfuaaektC+TwHHNPryPK4MA0bUHVzeUSByQhCEwc/wGoNPnWUxdoSPUMh08z5pr2esZXlDxpRSJBxFWxeMqlV8cIFBSdL20VgFHzvZ3K9KeKPqDeycYdFnQW3lwad+EDmxf0jIniAMEDoRJ770Gext63C2b3C3pQWFytNJ5aJKXKWTOXwcJR/7Etpx0onS94fRDRYXnxLiD0+G09suObWEUQdhwlrHca1HPWknCILQ33RFHB55qp2V6yOs3RzPKKOMno1LNZWuEurIqSH+31dH4jgaw9j/XIAzJgY478RS/vKMW0DDMOCqCyuprTr4DBciJwRBGMyEo5pXVsH2PdDW5eaHMg03/C4SybQrrAvRlARcmTBjrMGMscYBkxNHTfbx/sYEz7/jphexTLji7BJKggdXPloYHHLitttu49FHH2Xp0qX4/X5aWlr67FoHmoNvhZnk/PPPZ+nSpezcuZPq6moWLVrEd77zHUaMGDHQXRMEtHaIPP5LnC1rPNuAdIW9lG5K4SqqXGuH+68xYgLatNCOjTLcBcCBUEalOO2YEEdO9rNrj0N9tXFQLjJAkhAKgjB4SSQ0/3XvLjZsjZFI5p0wLQNlKOy4XTD1YDbzjighYeNZXByIRUaKS06r4PgjS9jdajO8zmJYpcgJQRCE/iSW0Dz4PLR2Zrb5fO5SwrEVoZACHGJxiEQ1Ab/CNFPFMBSTR0BXVBPyZ1KDHCg5oZTi0tNKOGm2TVunZkStcdDljkoxGORELBbjkksuYf78+dx33319dp2+4KBVSJ188sl85StfYfjw4WzZsoUvfvGLXHzxxbzwwgsD3TVBwNm1NUcZpUEZXq8oI6OVUrjuoCpZXc/ZupboI/egQmWosiqMymH45i7CKK8+YH2sqzKpO0gVUSmkTKsgCIOVZWsirN8ax7Hd8SeVoFY7OmOwSBoqsqkfZhGOaF5dFubVZWGqyk1qKk1GNfi49OwqqisO3NRveJ3F8LqDdioJiJwQBGHwsmabVxllGGAnc0alwrpDIQOfD2xbE4trLA01ZYrWLs2ba+DNNVBVBuUhTV0FzJ8CQf+BM16MqDUZUXvATjcoGQxy4utf/zoADzzwQJ9do684aGcRX/jCF9J/jx07lptuuokLL7yQeDyOz3fw5TgQhhjxqOetUipj7FaeHZk/NWCYEO5I79ORToh2YTdvw966ltAHr0WFyvqy5wcVg0GACIIgFCIS9eb6KEbuPsdRRGKuR5XWsKfNZk+bzbotMZavifDdG0d4EtsK3SNyQhCEwUosq45EMTGhlMLnA5/PbeA4mrYuiLoFtfH7oCsK4RjsaoXtLfChBXq/8kcdavRWTrS1tXm2BwIBAoFAn/RtKHBIzEiam5v59a9/zYIFC7pVRkWjUdra2jwvQegLjNoREAi5b1Qy8iJVgcHRXqmSnZUwEYNkaF8ql0i6TaSTxPrl/XYPBwMODo7uwQtJQii4iJwQ+ovDxvrx+9wQbpUVQuEZ+wvQ0m4XzBXiOLBrj83SleH8nUJRRE4IvUXkhNBfjB7mBlRAZumglJuvKVdMpMLKDOUqnzSuR5VSmbYa2N0O21r66QYOEnorJ0aPHk1lZWX6dfvttw/wHQwsB7VC6stf/jKlpaUMGzaMjRs38sgjj3Tb/vbbb/d8OUaPHt1PPRUONVQgRPCcK8CX1IZrjSsG3Jd2HG8YhlKo+lHJanpFTSBgJ/q03wcbTkLjJJwevMTyLbiInBD6i2GVFl+6Yhg+KzPmG5aJMg139lZAFMydUUJVefeh1gkZz3qFyAmht4icEPqLmnLFOXNT7zSGAaGA6/WUq5TSGmwHpo5y92VvzyW3Op7QPb2VE5s2baK1tTX9uvnmmwue96abbsqqrFv4tWLFiv681T5hSCmkevuhfOlLX+LNN9/kH//4B6Zpctlll3WbTOzmm2/2fDk2bdrUH7clHKIoK5BUICky2WkVSiVLYzjafSV36ZZd+I89O23O0Fpn5bRVoAzMUYf1810MbVLWop68BAFETgj9i99SxGIOjuNgmCZaa+KxOE7CSeaSSuYZNBSGabBqQ4SrPliNYWSs5imUgmBAMWNScADuZOgickLoLSInhP4kVdMoYUPAlwyaiEI8kQqycMenWBwSCdjZCotmucfkDltKQcgPjVX9egtDnt7KiYqKCs+rWLjejTfeyHvvvdfta8KECf15q33CkMohdeONN3LFFVd02yb7Q6mtraW2tpbJkyczbdo0Ro8ezUsvvcT8+fMLHnuox28K/Uti/XI3/K7AJLZQolrsOKAIXXQdiQ0rINKFvXU1uqUJVVqB//jzMarq+qfzBwmO4y70etJOEEDkhNC/vPR2l1stydGgwEk4edX13BAMA6UUrR02I+stvvW5RpauDNPeafPG8jA7didoGGbxmQ/XUlM5pKZ+A47ICaG3iJwQ+pP3twBoEnG3+EU0rgsWYTUMN3R7dztMGg4fPRE27oJwHDY2QWcEqsvgtFkQ8En+qN7QV3Kirq6OurqDf203pGYl+/OhpL4A0Wh0Ly0FoX9QRq6Donfwz8sRojWxpx+m5KNfxJ9WPJ3RZ/07FJBktYIgDGbMdH4PN9lgMS+c1HatNXf+ahff/vxIxo7wA/Dxc/utuwclIicEQRjMpJYTpukaL3Q3Og/XwAF/fklzyQkGw2v6p48HO4NBTmzcuJHm5mY2btyIbdssXboUgEmTJlFWNrgLXg0phVRPefnll3n11Vc5/vjjqa6uZs2aNXzta19j4sSJRb2jBKG/MSfMhNefSlbcS4XtZZRQWmuvUkqD7mjp514e3GjtoLuT3FntBEEQ+psT5pTy6LNtOA44tp2syFp4Qmsn3HJLm7dLLsEDicgJQRAGMzNGw/KN7joiHAHLIs+TFtyADJ8FXV0OW+38/cK+MxjkxC233MLPf/7z9PvZs2cD8NRTT7Fw4cI+u+6BYEjlkOopJSUlPPzww5x66qlMmTKFq666iiOOOIKnn35aXGiFQYNRXkXogmugbmRS8VTEQ8pQyVxSGozuk9UKvSNl0ejJSxAEob8Z3ehn8WcaGd2YtB8W8JAyTANFpvKe33dQTu0GDJETgiAMZobXKC481g23sx2IxSmokAr4XWWUm2tKQvIOJINBTjzwwAMFc1YNdmUUHKQKqZkzZ/Lkk0+ye/duIpEI69at48c//jEjR44c6K4JggdjWCOlH/wsvhMuKFzKW+FZgFjTj+7fDh7s9FR49KEAue2221iwYAElJSVUVVXl7X/rrbe49NJLGT16NKFQiGnTpvGDH/xgr+cdN25cXtGHb3/7231wB4Ig9CWTxwa444sjufj0SpRSGEbqZWBaJoZhoIxM3sELTqkc4B4fZPShnLj77rsZN24cwWCQefPm8corr/TBDQiCcLAzpk5xxamKWePdZUPCdtPUGsoN/TYNd0mRsN1tJx4uCqkDyiBYTwxlDsqQPUEYavinH4PubCXxxr8yG1MlknxBsCx8U4/GN+eUAenfwYqjHZweuM/2pM2+EovFuOSSS5g/fz733Xdf3v7XX3+d+vp6fvWrXzF69GheeOEFrrnmGkzT5Lrrruv23N/4xje4+uqr0+/Ly8sPeP8FQegfLlpUSXNLgidf7UobL1L/hgIQKPdx9gkVnH3C4M4VMdToKznx4IMPcsMNN3DPPfcwb9487rzzTs444wxWrlxJfX39vnZXEIRDFKUUJ8+Ezohm425XAZUxdGuU1jTUKOZPVUwfIwqpA8lgWE8MZUQhJQiDBP/cRSjLT/z1J8G2UTXDCZ5yCUa1TEz7isGQhPDrX/864LraFuKTn/yk5/2ECRN48cUXefjhh/eqkCovL6exsfGA9FMQhIHnqg/WUFZi8tizbdiO6z117UeGUVst07m+oq/kxPe//32uvvpqrrzySgDuueceHn30UX72s59x00037VNfBUEQzpoDT70NyzYCaMbVw2mzoTRwUAZGDQoGw3piKCMzGEEYJCil8M8+Cd+RJ4LjoEzJF9XXOLaNk9h7ZkfHdtu0tbV5tg9UaefW1lZqavZeGuXb3/423/zmNxkzZgwf/ehH+cIXvoBlybAvCEMVw1BcenYVHz6zEq3BNMXK3df0hZyIxWK8/vrr3HzzzelthmGwaNEiXnzxxQPQa0EQDlVMQ7HoSDhllqv8MHLTgQgHnN7KCcGLqEoFYZChlBJlMrzHcgAAEApJREFUVD+RqorRkxfA6NGjqaysTL9uv/32fu/zCy+8wIMPPsg111zTbbvPfe5z/O53v+Opp57i05/+NN/61rf4j//4j37qpSAIfYlhKFFG9RN9ISeampqwbZuGhgbP9oaGBrZv394v9yUIwsGNoZQoo/qJ3soJwYuYygVBOGRxHHB64D7rJOXHpk2bqKioSG8v5h1100038Z3vfKfbc7733ntMnTq1550Fli1bxgUXXMDixYs5/fTTu217ww03pP8+4ogj8Pv9fPrTn+b222+XaqOCIAg9pK/khCAIgnBw0Fs5IXgRhZQgCIcs2nHQPZAOqTYVFRWehUYxbrzxRq644opu20yYMKFHfUyxfPlyTj31VK655hq++tWv9upYgHnz5pFIJFi/fj1Tpkzp9fGCIAiHIn0hJ2prazFNkx07dni279ixQ/L+CYIgDDF6KycEL6KQEgThkKWvkhDW1dVRV1e3r93K49133+WUU07h8ssv57bbbtuncyxduhTDMKR6kyAIQi/oCznh9/uZM2cOS5Ys4cILLwTAcRyWLFmy12IVgiAIwuBCkprvH6KQEgThkKWn8dx9GfO9ceNGmpub2bhxI7Zts3TpUgAmTZpEWVkZy5Yt45RTTuGMM87ghhtuSOcXMU0zrfR65ZVXuOyyy1iyZAkjR47kxRdf5OWXX+bkk0+mvLycF198kS984Qt8/OMfp7q6us/uRRAE4WCjr+TEDTfcwOWXX87cuXM55phjuPPOO+ns7ExX3RMEQRCGBoNhPTGUEYWUIAiHLIPBonHLLbfw85//PP1+9uzZADz11FMsXLiQP/zhD+zatYtf/epX/OpXv0q3Gzt2LOvXrwegq6uLlStXEo/HATdnye9+9ztuvfVWotEo48eP5wtf+IInr5QgCIKwd/pKTnz4wx9m165d3HLLLWzfvp0jjzySxx9/PC/RuSAIgjC4GQzriaGMKKS6QWv3S5NbwlcQhMFB6reZ+q32lkSsvUfx3Haic5/O3xMeeOABHnjggaL7b731Vm699dZuz7Fw4ULPMzjqqKN46aWXDlAPhe4QOSEIg5vBLCeuu+46CdE7BBA5IQiDm8EsJw4FRCHVDe3t7YBbwlcQhMFLe3s7lZWVPW7v9/tpbGzktSUf6vExjY2N+P3+femecBAjckIQhgYiJ4SBQuSEIAwNRE4MDErvqyrwEMBxHLZu3Up5eTlKqX0+T1tbG6NHj84rBXyoIc8hgzwLl/19Dlpr2tvbGTFiBIZh9OrYSCRCLBbrcXu/308wGOxtF4WDHJETBxZ5DhnkWbiInBCGOiInDizyHDLIs3AROTG0EQ+pbjAMg1GjRh2w8/W0ZPzBjjyHDPIsXPbnOfTGkpFNMBgUgSDsNyIn+gZ5DhnkWbiInBCGKiIn+gZ5DhnkWbiInBia9E4FKAiCIAiCIAiCIAiCIAj7iSikBEEQBEEQBEEQBEEQhH5FFFL9QCAQYPHixQQCgYHuyoAizyGDPAsXeQ6C4CK/BRd5DhnkWbjIcxAEF/ktuMhzyCDPwkWew9BGkpoLgiAIgiAIgiAIgiAI/Yp4SAmCIAiCIAiCIAiCIAj9iiikBEEQBEEQBEEQBEEQhH5FFFKCIAiCIAiCIAiCIAhCvyIKKUEQBEEQBEEQBEEQBKFfEYVUP7J+/Xquuuoqxo8fTygUYuLEiSxevJhYLDbQXRsQbrvtNhYsWEBJSQlVVVUD3Z1+4+6772bcuHEEg0HmzZvHK6+8MtBdGhCeeeYZzjvvPEaMGIFSij/96U8D3SVBGHBETngROXHoygmREYJQGJETXkROiJwQOTG0EYVUP7JixQocx+EnP/kJ7777Lv/zP//DPffcw1e+8pWB7tqAEIvFuOSSS/jMZz4z0F3pNx588EFuuOEGFi9ezBtvvMGsWbM444wz2Llz50B3rd/p7Oxk1qxZ3H333QPdFUEYNIic8CJy4tCVEyIjBKEwIie8iJwQOSFyYmijtNZ6oDtxKPPd736XH//4x6xdu3aguzJgPPDAA3z+85+npaVloLvS58ybN4+jjz6aH/3oRwA4jsPo0aO5/vrruemmmwa4dwOHUoo//vGPXHjhhQPdFUEYdIicEDlxqMsJkRGC0D0iJ0ROiJwQOTFUEQ+pAaa1tZWampqB7obQD8RiMV5//XUWLVqU3mYYBosWLeLFF18cwJ4JgjCYETlx6CByQhCEfUHkxKGDyAnhYEMUUgPI6tWrueuuu/j0pz890F0R+oGmpiZs26ahocGzvaGhge3btw9QrwRBGMyInDi0EDkhCEJvETlxaCFyQjjYEIXUAeCmm25CKdXta8WKFZ5jtmzZwplnnskll1zC1VdfPUA9P/Dsy7MQBEE42BE5kUHkhCAIQj4iJzKInBCEQwdroDtwMHDjjTdyxRVXdNtmwoQJ6b+3bt3KySefzIIFC7j33nv7uHf9S2+fxaFEbW0tpmmyY8cOz/YdO3bQ2Ng4QL0SBKE/EDmRQeREcUROCMKhi8iJDCIniiNyQjjYEIXUAaCuro66uroetd2yZQsnn3wyc+bM4f7778cwDi4ntd48i0MNv9/PnDlzWLJkSTrhnuM4LFmyhOuuu25gOycIQp8iciKDyIniiJwQhEMXkRMZRE4UR+SEcLAhCql+ZMuWLSxcuJCxY8dyxx13sGvXrvS+Q1GjvXHjRpqbm9m4cSO2bbN06VIAJk2aRFlZ2cB2ro+44YYbuPzyy5k7dy7HHHMMd955J52dnVx55ZUD3bV+p6Ojg9WrV6ffr1u3jqVLl1JTU8OYMWMGsGeCMHCInPAicuLQlRMiIwShMCInvIicEDmRQuTEEEUL/cb999+vgYKvQ5HLL7+84LN46qmnBrprfcpdd92lx4wZo/1+vz7mmGP0Sy+9NNBdGhCeeuqpgp//5ZdfPtBdE4QBQ+SEF5ETh66cEBkhCIUROeFF5ITICZETQxultdYHXs0lCIIgCIIgCIIgCIIgCIU5uAKOBUEQBEEQBEEQBEEQhEGPKKQEQRAEQRAEQRAEQRCEfkUUUoIgCIIgCIIgCIIgCEK/IgopQRAEQRAEQRAEQRAEoV8RhZQgCIIgCIIgCIIgCILQr4hCShAEQRAEQRAEQRAEQehXRCElCIIgCIIgCIIgCIIg9CuikBIEQRAEQRAEQRAEQRD6FVFICYIgCIIgCIIgCIIgCP2KKKSEQceVV16JUmqfXvPmzUufZ+zYsSiluOaaa7q93ttvv83ixYtZsGABY8eOJRQKUV5ezpQpU7j88sv561//im3bfX3bgiAIQg8ROSEIgiAUQ2SEIAwdrIHugCDksn79ehoaGvK2d3Z20tHRAVBwP8DChQsBaGpqYuPGjQAcddRRBdtu3bqVL37xi/z2t7/1bK+qqqK9vZ3333+f999/n1/84hdMnz6dP/zhD0ybNm1fb0sQBEE4QIicEARBEIohMkIQhg6ikBIGHU899VTB7ddccw0//elPGT16dFpAFOONN95I/z1nzpy8/cuXL2fRokVs27aNYDDIZZddxqc+9SkOP/xwQqEQjuPwzjvv8Nvf/pa77rqL5cuX09XVtX83JgiCIBwQRE4IgiAIxRAZIQhDB1FICUOGlGAoZqXI5vXXXwfAsiyOOOIIz77Vq1dz0kkn0dTUxKhRo/jjH//I3LlzPW0Mw2DWrFnMmjWL6667jksvvZSZM2ceoDsRBEEQ+gKRE4IgCEIxREYIwuBDFFLCkCCRSLBs2TKgZ0IkJXBmzJhBIBBIb4/H43z0ox+lqamJ8vJy/vWvfzFx4sRuzzVq1CiefvppDENSrgmCIAxWRE4IgiAIxRAZIQiDE/lVCEOCd999l2g0CsDs2bP32j5l1cgVOD/60Y949dVXAfjxj3+8VwGSQgSIIAjC4EbkhCAIglAMkRGCMDiRX4YwJMiO496bVWPPnj2sW7cO8MZ8R6NR7rjjDgCOPfZYPvaxj/VBTwVBEISBQOSEIAiCUAyREYIwOBGFlDAkePPNNwGor69n5MiR3bYtJnAeffRRtm7dCsC///u/90EvBUEQhIFC5IQgCIJQDJERgjA4EYWUMCRICYaeuNim2pqmyaxZs9LbH3/8cQB8Ph/nnXdeH/RSEARBGChETgiCIAjFEBkhCIMTUUgJgx7HcXjrrbeA3iUhnDp1KiUlJentqVjw6dOnU1paus/96ejo4NZbb+Xcc8+lsbERpRRXXHHFPp9PEARB2D9ETgiCIAjFEBkhCIMXUUgJg57333+fjo4OoHdlWnPbbt++HYDRo0fvV3+ampr4+te/zhtvvJFX4lUQBEHof0ROCIIgCMUQGSEIgxdroDsgCHsjFfMNexcibW1trF69GvAmIQTSlTX8fv9+9Wf48OFs3ryZkSNHEolECIVC+3U+QRAEYf8QOSEIgiAUQ2SEIAxexENKGPSk3GYrKysZP358t23ffPNNtNZAvsBpaGgAYMuWLfvVn0AgsNdkiIIgCEL/IXJCEARBKIbICEEYvIhCShj0ZCchVEr1qK1hGHlJCxcsWJBuk3K5FQRBEIY+IicEQRCEYoiMEITBiyikhEHP0qVLgd7FfB922GGUlZV59l199dUAxONxPv/5z6etH8XYuHEjn//853vfYUEQBKFfETkhCIIgFENkhCAMXkQhJQxq1q9fT3NzM9C7Mq25Md8AxxxzDNdddx0ADz74IKeddhr/+te/iMVi6TZNTU386U9/4tJLL2XSpEls2rTpQNyGIAiC0EeInBAEQRCKITJCEAY3ktRcGNSkhALs3arR2dnJypUru2175513EgwG+d73vseSJUtYsmQJlmVRWVlJZ2cnkUgk3VYpxSmnnHIA7kIQBEHoK0ROCIIgCMUQGSEIgxtRSAmDmlRVjJKSEqZOndpt26VLl+I4DlBciJimyXe/+10++clPcu+99/L000+zbt06WlpaCIVCTJ48mRkzZnDSSSdxwQUXMG7cuAN6P4IgCMKBReSEIAiCUAyREYIwuFF6b8GvgiAUJVWq9fLLL+eBBx4Y6O4IgiAIgwyRE4IgCEIxREYIhzqSQ0oQBEEQBEEQBEEQBEHoVyRkTxD2gR/96Ee0tLSQSCQAePvtt/mv//ovAE488UROPPHEgeyeIAiCMMCInBAEQRCKITJCEFwkZE8Q9oFx48axYcOGgvsWL17Mrbfe2r8dEgRBEAYVIicEQRCEYoiMEAQXUUgJgiAIgiAIgiAIgiAI/YrkkBIEQRAEQRAEQRAEQRD6FVFICYIgCIIgCIIgCIIgCP2KKKQEQRAEQRAEQRAEQRCEfkUUUoIgCIIgCIIgCIIgCEK/IgopQRAEQRAEQRAEQRAEoV8RhZQgCIIgCIIgCIIgCILQr4hCShAEQRAEQRAEQRAEQehXRCElCIIgCIIgCIIgCIIg9CuikBIEQRAEQRAEQRAEQRD6FVFICYIgCIIgCIIgCIIgCP2KKKQEQRAEQRAEQRAEQRCEfuX/A/K1WgNmTzEnAAAAAElFTkSuQmCC",
      "text/plain": [
       "<Figure size 1200x600 with 12 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axes = plt.subplots(2, 3, figsize = (12, 6), sharey=True, sharex=True)\n",
    "axes = axes.flatten()\n",
    "stride = 1\n",
    "\n",
    "for e in range(1, evecs.shape[1]):\n",
    "    evec = evecs[::stride, e]\n",
    "    ax = axes[e-1]\n",
    "    \n",
    "    im = ax.scatter(TICs[::stride, 0], TICs[::stride, 1], c=evec, s=10, cmap='coolwarm')\n",
    "    ax.set_xlabel('$TIC_1$', fontsize=18)\n",
    "    ax.set_ylabel('$TIC_2$', fontsize=18)\n",
    "    cbar = plt.colorbar(im, ax=ax)\n",
    "    cbar.set_label(f'$\\psi_{e}$', size=18)\n",
    "\n",
    "plt.tight_layout()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 84,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 439
    },
    "id": "3JHfY7vQxooP",
    "outputId": "dddcf0bd-6740-427a-b2da-83629927de3e"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(145.72222222222223, 0.5, 'Residue index')"
      ]
     },
     "execution_count": 84,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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/bjFKRH9wdvaXl5dj7NixMBgMeP311+3qE7Of2a8Es5/Ifs7K/jFjxmDHjh348MMPkZKSAn9/f7vnjmH2M/uVYPYTAECmBvHMM8/IAEyLRqORAciSJJmtHz9+vFxUVFRnOxUVFTIAecqUKU7p17fffit37NjRrA/e3t5ySEiIqY9X+zlx4kS5qqrK7PEzZ840q2nevLms0+lM626++Wa5uLjY6r4TExNlAHJaWlq9fVRaJ8uy/PHHH8sBAQGm/Xt5ecktWrSQ9Xq92XN8+umnzR43ZcqUOl/X2bNnmz02KChI9vLykgHI7dq1k999913TNmuOHj0q+/j4mH7vERERctu2beW2bdvKZ86cUdQHV7/OaWlpMgA5MTHR6utydfH395eDg4PN1t10001yaWlpnW0TeTJnZb/BYJCHDx8ua7Va+aOPPnK4X8z+K5j9zH4iV3BW9v/Z+++/LwOQd+zYYXe/mP1XMPuZ/VQ3nmHUQFJTU/Hdd99hwoQJaNGiBYxGo2lb586d8fDDD+PAgQPYsGGD6VRGd7jxxhtx+PBhrF+/HpMmTULHjh3h4+ODkpIShISE4KabbsKTTz6JQ4cOYd26dRa38XzhhRfw5ZdfYty4cYiIiEBpaSkCAgJw8803Y9WqVdixY4dwJN6ZxowZg+PHjyMtLQ39+vWDv78/CgsLodfr0bNnT/zzn//Exx9/jFmzZilu89lnn8XatWvRr18/NGvWDNXV1ejYsSOeeOIJHDhwQHh70k6dOmHXrl247bbbEBYWhkuXLuH06dM4ffo0ampqFPWhoV7nefPm4eWXX8bYsWMRExMDnU6H0tJShIeH45ZbbsGqVauQmZkJPz8/p++bqClwRvZXV1fjzjvvxPbt2/HWW2/h9ttvd7hfzH4xZj+zn8hervjcf/vtt8PHxwdvv/223f1i9osx+5n9nk6SZTtm4CKni46OxunTp/H2229j6tSpih9XWVmJZs2aYcqUKVi9erXL+kdERM5na/bX1tZiwoQJ+PDDD/Haa6/h/vvvd30niYjIqez93P9nBoMBfn5+GDZsGLZu3ercDhIR/T+eYaQCRUVFyMnJAfDHbPhERNS02Zr9RqMRU6ZMwYcffogXX3yRg0VERI2Qrdl/dc6aa/373/9GbW0t4uPjndo/IqI/0zV0B+jKbTVlWYaPjw9iYmIUPWbFihUoLCw0ncr4448/4umnnwYADBw40OZbbBIRkXvZmv2zZs3Cu+++i4SEBISGhuKdd94x296/f3+0b9/eVd0lIiInsDX7Z8+ejV9//RW33HIL2rZti9LSUnz11VfYvHkzrr/+ejz66KNu6DUReSoOGKnA/v37AQA9evSATqfsV7Js2TKcPn3a9POBAwdw4MABAEBaWhoHjIiIVM7W7M/OzgYAZGVlISsry2L722+/zQEjIiKVszX7b7/9dly6dAlr1qzBhQsXoNPp0LFjR8ydOxePP/64W+c6JSLPwwEjFbg60NO7d2/Fjzl16pSLekNERO5ga/ZnZma6sDdEROQOtmb/bbfdhttuu82VXSIiqhMnvSYiIiIiIiIiIjOc9JqISGVWrlyJ6Oho+Pj4ID4+Hnv37q23fvny5bj++uvRrFkztG7dGjNnzkRlZaWbektERERERE0RB4yIiFTkvffeQ0pKCtLS0rB//3707NkTw4cPx/nz563Wr1u3DnPmzEFaWhoOHTqEt956C++99x6eeOIJN/eciIiIiIiaEl6SRkQk8KnX9XY/dmjpjzAYDGbr9Ho99Hq91fr4+Hj07dsXK1asAHDlVuqtW7fGww8/jDlz5ljUJycn49ChQ9i5c6dp3WOPPYY9e/bg22+/tbvfRESezJHcB4CR1Uec1BMiInIXZr8lnmFERCQgeUl2L+np6QgKCjJb0tPTre6nqqoK2dnZGDp0qGmdRqPB0KFDrd4VC7hyK/Xs7GzTZWsnTpzA1q1bMWLECOe/EEREHsKR3Je8pIbuPhER2YHZb4l3SSMiEtDo7H8DSE1NRUpKitm6us4uunjxImpraxEREWG2PiIiAocPH7b6mLvuugsXL17ETTfdBFmWUVNTg/vvv5+XpBEROcCR3CciosaJ2W+JA0ZERAKSl/0nY9Z3+ZkzZGZm4plnnsGrr76K+Ph4HD9+HI8++igWLVqEefPmuWy/RERNmSO5T0REjROz31Kje0XOnDmDf/zjH/XWGAwGFBcXmy3XziFCRKQ2oaGh0Gq1yM/PN1ufn5+PyMhIq4+ZN28e7r77bvzzn/9E9+7dMXbsWDzzzDNIT0+H0Wh0R7fdgtlPRE2ZLXfH/OWXXzBu3DhER0dDkiQsX77combBggWQJMlsiYmJceEzcA1mPxFRw2p0A0YFBQVYs2ZNvTW2zBlCRCSi0Ul2L7bw9vZGXFyc2QTWRqMRO3fuREJCgtXHlJeXQ6Mxj3KtVgsAaEr3NGD2E5E7OZL7tma/rXfHLC8vR/v27fHss8/WeTABALp164bc3FzT0hhvhMDsJyJ3cmf2NxaquyRt06ZN9W4/ceKEsA1b5gwhIhJx5yR2KSkpmDJlCvr06YN+/fph+fLlKCsrw7Rp0wAAkydPRqtWrUwfhkeNGoUXXngBvXv3Nl2SNm/ePIwaNco0cNQYMPuJSE0czX2DwaD4DpkvvPACpk+fbsr5jIwMfPrpp1i1apXVu2P27dsXffv2BQCr26/S6XT1DiipAbOfiNSkqU5c7QjVDRiNGTMGkiTVe2Rckur/Rbp6zhAi8izuPGIwfvx4XLhwAfPnz0deXh569eqFbdu2mSbCzsnJMTujaO7cuZAkCXPnzsXZs2cRFhaGUaNGYfHixW7rszMw+4lITRzN/fT0dCxcuNBsXVpaGhYsWGC27urdMVNTU//Yt+DumEodO3YMLVu2hI+PDxISEpCeno42bdo41KazMfuJSE2a6llCjlDdJWlRUVHYuHEjjEaj1WX//v0N3UUi8jDuvr1mcnIyTp8+DYPBgD179iA+Pt60LTMzE6tXrzb9rNPpkJaWhuPHj6OiogI5OTlYuXIlgoODHXzW7sXsJyI1cfTWyqmpqSgqKjJb/jwodFV9d8fMy8uzu//x8fFYvXo1tm3bhtdeew0nT57EgAEDUFJSYnebrsDsJyI1cTT7myLVDRjFxcUhOzu7zu2ioxBERM7Ga5ldj9lPRGri6DwWer0egYGBZos7z4L561//ijvuuAM9evTA8OHDsXXrVhQWFuL99993Wx+UYPYTkZpwDiNLqrskbdasWSgrK6tze8eOHbFr1y439oiIiFyN2U9Ensieu2PaIzg4GJ07d8bx48ed1qYzMPuJiNRNdQNGAwYMqHe7n58fEhMTbW73u19LhTU3dvW3uV0iavokbdM8YqAmrsr+gh+/EdaE9Kh/30TkedyV+3++O+aYMWMA/HF3zOTkZKftp7S0FL/99hvuvvtup7XpDK7K/pxjh4Q1bTp1sbldImra+JnfkuoGjIiI1EbDNw8iIo/izty39e6YVVVV+PXXX03/f/bsWRw8eBD+/v7o2LEjAODxxx/HqFGj0LZtW5w7dw5paWnQarWYOHGi254XEVFjw8/8ljhgREQkIGn45kFE5Encmfu23h3z3Llz6N27t+nnZcuWYdmyZUhMTERmZiYA4Pfff8fEiRNx6dIlhIWF4aabbsL333+PsLAwtz0vIqLGhp/5LXHAiIhIQNKq7v4ARETkQu7O/eTk5DovQbs6CHRVdHS0cCLoDRs2OKtrREQeg5/5LXHAiIhIgKenEhF5FuY+EZHnYfZb4hAaERERERERERGZ4RlGREQCvJ6ZiMizMPeJiDwPs98SB4yIiAR4eioRkWdh7hMReR5mvyUOGBERCUh88yAi8ijMfSIiz8Pst8QBIyIiAUnD6d6IiDwJc5+IyPMw+y1xwIiISIDXMxMReRbmPhGR52H2W/KYAaPLlT7CmqxDxYraSugS6Gh3iIjIDXxP/k9Yc0GnF9aEde3njO4QEZEb+FdeEtac+O03YU37Dh2c0R0iokbLYwaMiIjsxQnwiIg8C3OfiMjzMPstccCIiEiAp6cSEXkW5j4Rkedh9lvigBERkQAnwCMi8izMfSIiz8Pst6TKAaNDhw7h+++/R0JCAmJiYnD48GG89NJLMBgM+Pvf/47BgwfX+3iDwQCDwWC2rrpKCy9v8TwVRETX4tEG93BF9svV1dB7ebmy20TUBDH33ccV2W+oqoLe29uV3SaiJojZb0l1Q2jbtm1Dr1698Pjjj6N3797Ytm0bBg4ciOPHj+P06dMYNmwYvvzyy3rbSE9PR1BQkNnywdtL3PQMiKip0WgluxdSxlXZv/TDHW56BkTUlDiS+8x+5VyV/cvffMdNz4CImhJmvyVJlmW5oTvxZ/3798fgwYPx9NNPY8OGDXjwwQfxwAMPYPHixQCA1NRUZGdnY/v27XW2Ye1Iw85fxWcYtWhWrqiPvEsakWf5ZXT9Rzfr0+2/9X/QpStclf3y9reEZxiVdBLfAY13SSPyLI7kPsDsV8pV2V92bJ/wDKNC3yhh/3iXNCLPwuy3pLozjH755RdMnToVAHDnnXeipKQEf/vb30zbJ02ahB9//LHeNvR6PQIDA80WXo5GRPaSNJLdCynjquzn5WhEZA9Hcp/Zr5zLsp+XoxGRHZj9llQ5h5EkXXmxNRoNfHx8EBQUZNoWEBCAoqKihuoaEXkgToDnHsx+IlIL5r77MPuJSC2Y/ZZU94pER0fj2LFjpp+zsrLQpk0b0885OTmIihKfQkpE5Cw80uB6zH4iUhMeZXYPZj8RqQmz35LqzjB64IEHUFtba/o5NjbWbPtnn30mvFsCEZEzNdU3ADVh9hORmjD33YPZT0Rqwuy3pLpJr13lg++Nwhqlr0S7kGJhTd/rg5U1RkSqd3Rikt2P7bx+mxN7QraqeOcZYY2xrExYU37TbYr2F9YtXlEdEambI7kPMPsbWnH258IarUGc/RfCY4U1ABDdsbOiOiJSN3dn/8qVK7F06VLk5eWhZ8+eeOWVV9Cvn/UbrbzxxhtYu3Ytfv75ZwBAXFwcnnnmmTrrnUV1l6QRERERERERETVV7733HlJSUpCWlob9+/ejZ8+eGD58OM6fP2+1PjMzExMnTsSuXbuQlZWF1q1bY9iwYTh79qxL+8kBIyIiAUmjsXshIqLGx5HcZ/YTETVO7sz+F154AdOnT8e0adPQtWtXZGRkwNfXF6tWrbJa/+677+LBBx9Er169EBMTgzfffBNGoxE7d+50xlOvk+rmMCIiUhuNltczExF5EuY+EZHncTT7DQYDDAaD2Tq9Xg+9Xm+2rqqqCtnZ2UhNTf1j3xoNhg4diqysLEX7Ki8vR3V1NUJCQhzqswgPgRARCfBuCUREnoV3yiEi8jyOZn96ejqCgoLMlvT0dIv9XLx4EbW1tYiIiDBbHxERgby8PEV9nT17Nlq2bImhQ4c65bnXhWcYEREJ8PICIiLPwtwnIvI8jmZ/amoqUlJSzNZde3aRMzz77LPYsGEDMjMz4ePj4/T2/4wDRkREAjxaTETkWZj7RESex9Hst3b5mTWhoaHQarXIz883W5+fn4/IyMh6H7ts2TI8++yz+OKLL9CjRw+H+qsED58QEREREREREbmBt7c34uLizCasvjqBdUJCQp2Pe+6557Bo0SJs27YNffr0cUdXeYYREZEIjzQTEXkW5j4RkedxZ/anpKRgypQp6NOnD/r164fly5ejrKwM06ZNAwBMnjwZrVq1Ms2BtGTJEsyfPx/r1q1DdHS0aa4jf39/+Pv7u6yfPMOIiEjA3bdWXrlyJaKjo+Hj44P4+Hjs3bu33vrCwkI89NBDiIqKgl6vR+fOnbF161a79k1ERO69tTIREamDO7N//PjxWLZsGebPn49evXrh4MGD2LZtm2ki7JycHOTm5prqX3vtNVRVVeFvf/sboqKiTMuyZcuc+hpci2cYEREJuPNow3vvvYeUlBRkZGQgPj4ey5cvx/Dhw3HkyBGEh4db1FdVVeGWW25BeHg4PvzwQ7Rq1QqnT59GcHCw2/pMRNTU8AwjIiLP4+7sT05ORnJystVtmZmZZj+fOnXK9R2ywmMGjEorxCN+Oq2ytnJLAoQ12UcLhDVxnUOU7ZCIGpQ7jxa/8MILmD59uul01IyMDHz66adYtWoV5syZY1G/atUqFBQUYPfu3fDy8gIAREdHu62/aifX1ghrtJFRwhq/wt8V7S/vsLewJjKmt6K2iKjh8Cyhxs2r+KK4SBL/jiPO/KBof0cl8V2KOndoo6gtImo4zH5LfEWIiEQkye7FYDCguLjYbDEYDFZ3U1VVhezsbAwdOtS0TqPRYOjQocjKyrL6mE2bNiEhIQEPPfQQIiIiEBsbi2eeeQa1tbUueSmIiDyCA7kPiWcnERE1Ssx+CxwwIiJyofT0dAQFBZktVyevu9bFixdRW1trunb5qoiICNPEdtc6ceIEPvzwQ9TW1mLr1q2YN28enn/+eTz99NNOfy5EROQatsxd98svv2DcuHGIjo6GJElYvny5w20SERFZwwEjIiIBSSPZvaSmpqKoqMhsSU1NdVrfjEYjwsPD8frrryMuLg7jx4/Hk08+iYyMDKftg4jI0ziS+7bOgXF17rq0tDTs378fPXv2xPDhw3H+/Hmr9eXl5Wjfvj2effZZREZGOqVNIiJyb/Y3Fqqfw6isrAzvv/8+jh8/jqioKEycOBEtWrSo9zEGg8Hiko/qKj28vPWu7CoRNVGOXM+s1+uh1yvLntDQUGi1WuTn55utz8/Pr/NLQVRUFLy8vKDV/jEJW5cuXZCXl4eqqip4e4vn1FEjZ2V/bXUN9F6qf6sjIpVxdB4La3lU1/uBrXPX9e3bF3379gUAq9vtaVMtnJX9xqpq6L29XNlVImqCOIeRJdW9Il27dkVBwZUJo8+cOYPY2FjMnDkTO3bsQFpaGrp27YqTJ0/W24a1S0A+XWf9EhAiIhF3HWnw9vZGXFwcdu7caVpnNBqxc+dOJCQkWH3MjTfeiOPHj8NoNJrWHT16FFFRUY1qsMhV2b9syzfu6D4RNTGOHmVWejmyPXPXibiiTVdxVfYvXbfJHd0noiaGZxhZUt2A0eHDh1FTc+WuNqmpqWjZsiVOnz6NvXv34vTp0+jRoweefPLJetuwdgnIyLucdwkIEXkWSaOxe7FVSkoK3njjDaxZswaHDh3CAw88gLKyMtNR4smTJ5td0vbAAw+goKAAjz76KI4ePYpPP/0UzzzzDB566CGnPX93cFX2P37rAHd0n4iaGEdyX9JoFF+ObM/cdSKuaNNVXJX9s+66zR3dJ6ImxtHsb4pUfZ5+VlYWMjIyEBQUBADw9/fHwoULMWHChHofZ+2UX6/Gc6CdiFTGnUcMxo8fjwsXLmD+/PnIy8tDr169sG3bNtMH/5ycHGj+9IbUunVrfP7555g5cyZ69OiBVq1a4dFHH8Xs2bPd1mdnc2b2l/NyNCKyg6O5b8vlyHSFM7O/gpejEZEdmupZQo5Q5Sdp6f9vSVdZWYmoqCizba1atcKFCxcaoltERG6RnJyM5ORkq9syMzMt1iUkJOD77793ca9cj9lPRJ7GnrnrGqJNV2L2ExGplyrPmxoyZAhuuOEGFBcX48iRI2bbTp8+LZz8jojImXgts3sw+4lILdw1j4U9c9c1RJuuxOwnIrXgHEaWVHeGUVpamtnP/v7+Zj9v3rwZAwZwTgoicqMmek2ymjD7iUhV3Jj7KSkpmDJlCvr06YN+/fph+fLlFnPXtWrVyjRpdlVVFX799VfT/589exYHDx6Ev78/OnbsqKhNtWD2E5Gq8DO/BUmWZbmhO+EOL/zXeU9T7y0ePayoMAprbo4tFNbEdQ5R0iUicqELc+3/gB329NtO7AnZqjRDfMMDrZ+fsEYKCVW0P2Og+Eh4cVhHYU1kTG9F+yMi13Ak9wHbs3/FihVYunSpae66l19+GfHx8QCAQYMGITo6GqtXrwYAnDp1Cu3atbNoIzEx0eyy5frabOrK1zwlLqqtFZYYKw2K9icraOvsiEeFNTEdrlO0PyJyDXdnf2OgujOMiIjUpqne9YCIiKxzd+7bMndddHQ0lBzvra9NIiKyxM/8ljhgREQk0FSvSSYiIuuY+0REnofZb4lDaEREREREREREZIZnGBERifD0VCIiz8LcJyLyPMx+CxwwIiIS4OmpRESehblPROR5mP2WOGBERCQgSTzaQETkSZj7RESeh9lviQNGREQiPNpARORZmPtERJ6H2W+BA0ZERAK8xSYRkWdh7hMReR5mvyW+IkREREREREREZIZnGBERCXACPCIiz8LcJyLyPMx+Sx4zYFRYWO20tvz8xC+bVsG5W0cvNBe3I10Q1vTqFCbeGRHZjxPgNVrVl4vERUZZWKLVahXtT1NeJqwJOn1MWHNGqxfWtO7UVVGfiMgOzP1GrfTwcXGRgktP5JpaRftrFtFCWNPmXJaw5jAShDUxHa5T1CcisgOz34LHDBgREdmLRxuIiDwLc5+IyPMw+y1xwIiISIQT4BEReRbmPhGR52H2W+ArQkREREREREREZlQ3YPTwww/jm2++cagNg8GA4uJis6Wm2uCkHhKRp5Ekye6FlHFV9hsUzj9BRPRnjuQ+s185Zj8RqQmz35LqBoxWrlyJQYMGoXPnzliyZAny8vJsbiM9PR1BQUFmy3dbnnNBb4nII2g09i+kiKuy/8XM/S7oLRE1eY7kPrNfMVdl/8tZP7ugt0TU5DH7LajyWW3fvh0jRozAsmXL0KZNG4wePRpbtmyB0WhU9PjU1FQUFRWZLTfe+i8X95qImipJI9m9kHKuyP6Zg25wca+JqClyJPeZ/bZxRfY/khDr4l4TUVPE7LekygGj7t27Y/ny5Th37hzeeecdGAwGjBkzBq1bt8aTTz6J48frv1WmXq9HYGCg2aLzEt+imIjIKklj/0KKuSL79Tqtm3pPRE2KI7nP7LcJs5+IVIPZb0HVz8rLywt33nkntm3bhhMnTmD69Ol49913cf311zd014jIk2gk+xeyGbOfiBqcI7nP7LcLs5+IGhyz34KqB4z+rE2bNliwYAFOnjyJbdu2NXR3iIjIDZj9RESeh9lPRKQOuobuwLXatm0Lrbbu00glScItt9zixh4RkaeTmugppmrC7CciNWHuuwezn4jUhNlvSXUDRidPnnRJu1VV4onzNApPIysprRHW+DYTXzt9RsGNIHIvhgprDl+QhTUT+jfNU+SI3KKJnmKqJi7L/sISYY2xWpzp3tXVivan9fcTFym47WrYTzuENZcMhcKaFrH9xf0hIkvMfbdwVfZXlxuENRoF8xzVGpRlv49R/FlcOnVEWBN94ZywJq96oLAmMqa3sIaIrGD2W1DdgBERkdpITfQ2mUREZB1zn4jI8zD7LXHAiIhIRMEZIURE1IQw94mIPA+z3wIHjIiIRHi0gYjIszD3iYg8D7PfAl8RIiIiIiIiIiIywzOMiIhEeHoqEZFnYe4TEXkeZr8FDhgREQlwAjwiIs/C3Cci8jzMfkscMCIiEpH45kFE5FGY+0REnofZb4EDRkREIhqenkpE5FGY+0REnofZb4EDRkREAhKPNhAReRTmPhGR52H2W+IrQkSkMitXrkR0dDR8fHwQHx+PvXv3Knrchg0bIEkSxowZ49oOEhERERFRk2fXGUZZWVlISEgQ1r322mt44IEH7NmF0914g/ip+ntXK2rLS2sU1rTS54j3V3lJWOO99R1xTVlLYc0238eENUm9vIU1RB7Jjaenvvfee0hJSUFGRgbi4+OxfPlyDB8+HEeOHEF4eHidjzt16hQef/xxDBgwwG19bQz82kQJa7SBgcIaKUBcAwDG5nX/jkw0WmHJrxGDhTXlNT7CmtiDmcKa4F6DhDVEHsfNlyWsXLkSS5cuRV5eHnr27IlXXnkF/fr1q7P+gw8+wLx583Dq1Cl06tQJS5YswYgRI0zbp06dijVr1pg9Zvjw4di2bZvLnoOaBHVuK6zR+PkJa4yVlYr2p+nSU1hT0byVsOa4dw9hTRucENb8dDxfWNO9Y4SwhsjjqDj7f/nlF8yfPx/Z2dk4ffo0XnzxRcyYMcPlfbTrDKPExEQ8/fTTkGXZ6vaCggKMHj0aycnJDnWOiEgVJI39i41eeOEFTJ8+HdOmTUPXrl2RkZEBX19frFq1qs7H1NbWYtKkSVi4cCHat2/vyDMlIiLAsdy3MfuvHihIS0vD/v370bNnTwwfPhznz5+3Wr97925MnDgR99xzDw4cOIAxY8ZgzJgx+Pnnn83qkpKSkJuba1rWr19v98tBROQRVJz95eXlaN++PZ599llERkY649kqYteAUdeuXZGWloabb74ZZ8+eNdu2a9cu9OzZE5s3b8Zdd93llE4SETUoSbJ7MRgMKC4uNlsMBoPV3VRVVSE7OxtDhw41rdNoNBg6dCiysrLq7N5TTz2F8PBw3HPPPU5/6kREHsmB3Lc1+209UPDSSy8hKSkJs2bNQpcuXbBo0SLccMMNWLFihVmdXq9HZGSkaWnevLnTXyYioibFwey3ha3Z37dvXyxduhQTJkyAXq93xrNVxK4Bo7179yI5ORlff/01evTogY8++gi1tbWYPXs2brnlFpSUlOA///kP/vOf/9jcdm5uLubPn4/BgwejS5cu6NatG0aNGoW33noLtbW19nSXiMgxGo3dS3p6OoKCgsyW9PR0q7u5ePEiamtrERFhfpp4REQE8vLyrD7m22+/xVtvvYU33njD6U/bnZj9RKQqDuS+Ldlvz4GCrKwss3rgyuVm19ZnZmYiPDwc119/PR544AFcuiSeCsHdmP1EpCoOZr/SgwX2HiRuCHYNGHl7e+Oll17Cli1boNPpcOedd6J9+/ZYtmwZ+vXrhwMHDmDSpEk2t7tv3z506dIFW7duRXV1NY4dO4a4uDj4+fnh8ccfx8CBA1FSUiJsx9ovqrrK+lEdIiIhB05NTU1NRVFRkdmSmprqlG6VlJTg7rvvxhtvvIHQ0FCntNkQXJn9huoaNzwDImpyHLwsQWn223OgIC8vT1iflJSEtWvXYufOnViyZAm++uor/PWvf1XVIAyzn4hUx8HsV3qwwJ7sbyh2DRhdNWLECKSkpECWZZw5cwYtWrTABx98gHbt2tnV3owZMzBz5kzs27cP33zzDVavXo2jR49iw4YNOHHiBMrLyzF37lxhO9Z+UR+8vcSuPhEROUKv1yMwMNBsqes00tDQUGi1WuTnm09WmZ+fb/Va5d9++w2nTp3CqFGjoNPpoNPpsHbtWmzatAk6nQ6//fabS56Ts7ky+5/fvscNz4CIyJwt2e8KEyZMwG233Ybu3btjzJgx2LJlC3744QdkZma6rQ8izH4iampceaC4odg9YFRSUoK77roLTzzxBFq1aoWJEyfi4sWL6NOnj913YNi/fz/uvvtu08933XUX9u/fj/z8fDRv3hzPPfccPvzwQ2E71n5Rd0ybbVefiIigkexfbODt7Y24uDjs3LnTtM5oNGLnzp1W70wZExODn376CQcPHjQtt912G26++WYcPHgQrVu3dvipu4Mrs/+xYfGu7DoRNVWO5L4N2W/rgQIAiIyMtKkeANq3b4/Q0FAcP35ccd9cjdlPRKrjYPYrPVhgT/Y3FLsGjLKystCzZ09s2LABY8aMwY8//oh3330XH3zwAQwGA0aOHIkZM2agqqrKpnbDw8ORm5tr+jk/Px81NTUI/P9bHnfq1AkFBQXCdqz9ory83XdUh4iaGDfeJS0lJQVvvPEG1qxZg0OHDuGBBx5AWVkZpk2bBgCYPHmy6UiFj48PYmNjzZbg4GAEBAQgNjYW3t7eTn0ZXMWV2a/30rms30TUhLnpTjm2HigAgISEBLN6ANixY0ed9QDw+++/49KlS4iKilLcN1dj9hOR6qg4+xuKXWk6cOBAeHt7IyMjA/fee69p/bhx4/CXv/wFkyZNwssvv4zMzEwcPHhQcbtjxozB/fffj6VLl0Kv12PRokVITExEs2bNAABHjhxBq1at7OkyEZH9bLzrgSPGjx+PCxcuYP78+cjLy0OvXr2wbds20zXOOTk50GgcuppYdZj9RKQ6bsz9lJQUTJkyBX369EG/fv2wfPlyiwMFrVq1Ms2D8eijjyIxMRHPP/88Ro4ciQ0bNmDfvn14/fXXAQClpaVYuHAhxo0bh8jISPz222/417/+hY4dO2L48OFue14izH4iUh0VZ39VVRV+/fVX0/+fPXsWBw8ehL+/Pzp27Oiyfto1YBQbG4sNGzbg+uuvt9jWqlUr7Nq1C4sXL8ZTTz1lU7tPP/00cnNzMWrUKNTW1iIhIQHvvPOOabskSXXeXYiIyGXcPECTnJyM5ORkq9tE80+sXr3a+R1yMWY/EamOG3Pf1gMF/fv3x7p16zB37lw88cQT6NSpEz755BPExsYCALRaLX788UesWbMGhYWFaNmyJYYNG4ZFixa5dR4lEWY/EamOirP/3Llz6N27t+nnZcuWYdmyZUhMTHTp/HSSLMuyrQ+qqqpSdKnDnj17EB9v+zXElZWVqKmpgb+/v82PrcvmbPHdEvy9qxW15aU1Cmta6XOFNf6V4tubem99R1zTqqWw5quujwlrkno1jstXiNyt8tMMux/rM/J+J/akaXNF9peu/JewRvv/lz/URwoQ1wCAsXm4uEijFZYcjhgsrCmv8RHWxFb9IKwJ7jVIWEPkaRzJfYDZb4uGyn6Nn5+wxlhZqWh/mi49hTWVzcVnSx337iGsaYMTwpoLOvF3g+4dI4Q1RJ6G2W/JrjOM/jxYVFpaiqNHj6KsrAwDBgwwq7NnsAi4Mi+Hs8UGnxLWBFacV9SWrrJcWKM/KZ5UsObMaXGNUTyeJ4WECWsSL38grPnql7Hidrr5CmuIiOzhiuwvHvp3YU2BVjzIU1rTTNH+ci4HCGvyC8SnOx/fXyqsqaoSH+RI6DdIWDP2h63CmoC+I4Q1RET2cEX2Gy6I5z7SlVcIa6pLxJ/5AcC32VFxTcllYU1swFlxn/Z+J6zp1EZ804u8mluENZExvYU1RNS02X3O1alTpzB69Gg0b94cffv2xc0332za9t1336Fr166qunUnEZHd3DjpNRERqYCbJj4lIiIVYfZbsOsMo5ycHPzlL3/BpUuXMHr0aOTl5SErK8u0PT4+HhcvXsT69esxaNAgZ/WViKhhNLFJpomISIC5T0TkeZj9Fux6RdLS0nD58mV89dVX+PDDD3HLLeanNOp0OgwYMADffSc+ZZKISPUkyf6FiIgaH0dyn9lPRNQ4Mfst2HWG0eeff46xY8eif//+dda0bdsWX375pd0dIyJSjSZ6iikREdWBuU9E5HmY/RbsGjAqKChAdHR0vTWyLMNgMNjTPBGRujTRIwZERFQH5j4Rkedh9luwawgtIiICx44dq7fmp59+Qps2bezqFBERERERERERNRy7BoxuueUWbNmyBT/++KPV7d988w2+/PJLjBjB2/ASUROg0di/EBFR4+NI7jP7iYgaJ2a/Bbue1dy5c9GsWTMMHDgQixcvxvHjxwEAn332GebNm4ekpCSEhoZi1qxZTu0sEVFDkCXJ7oWIiBofR3Kf2U9E1Dgx+y3ZNYdRdHQ0Pv/8c0yYMAHz5s2DJEmQZRm33norZFlGmzZt8OGHHyIqKsrZ/SUicj9OgEdE5FmY+0REnofZb8GuASMAiI+Px7Fjx7B582bs2bMHBQUFCAwMRHx8PEaPHg1vb29n9pOIqOHwzYOIyLMw94mIPA+z34LdA0YAoNPpMHbsWIwdO9ZZ/XGZqP99KqypOZ+nqC1jpfjub4VnzwtrqkrKhTVefj7CGh+jUVjzmd9EYc3BfTXCmgCvS8KaGzq3ENYQNSZN9RRTT/Dd5VhhTX6B+Pd7uahW0f5yTl4Wt5VfJKwpPF8grPHSiw/M/H2k+G2+5r9bhDUF+gBhTUiPAcIaosaCud+46cNChDUaPz9hjdavQtH+NEHBCoq0whKptlpYU3buorgdrXhfgZFHhDXHvMSvY6cObYU1RI0Fs99SoxtCy8/Px1NPPdXQ3SAiIjdi9hMReR5mPxFRw1J0hpG9QS1JEubNm2fXY+uSl5eHhQsXYv78+U5tl4ioTjw9tcEx+4nIrZj7qsDsJyK3YvZbUDRgtGDBAot10p9O15Jl2WK9LMt2DRj9+OOP9W4/ckR8+iQRkVPx9FSXY/YTkaow992C2U9EqsLst6BowGjXrl0W655//nls374dd999NwYMGICIiAjk5+fj66+/xjvvvIPhw4cjJSXF5g716tXLdNe1a11dLwl+kQaDAQaD+TxDcnUN9F4OTdlERJ5Kw6MNruaq7K+u8oKXt96pfSUiD8DcdwuXZT8/9xORPZj9FhQlaWJiotnPb775JjIzM5GdnY1u3bqZbZs8eTIeffRR9O/fH6NHj7Z4rEhISAiee+45DBkyxOr2X375BaNGjaq3jfT0dCxcuNBs3ZN3Dsfc8X+1qS9ERAAnwHMHV2X/3+6Zjzv/mea0fhKRZ2Duu4ersj/1r/3xxMgbndZPIvIMzH5Ldg29v/TSS5gwYYLFYNFV3bt3x4QJE/Diiy/iH//4h01tx8XF4dy5c2jb1vqM+4WFhVaPQvxZamqqxdlN8mdv2NQPIiITXs/scq7K/i0HvZzWRyLyIMx9t3BV9levWuCsLhKRJ2H2W7BrwOj48eO49dZb661p0aIFfvvtN5vbvv/++1FWVlbn9jZt2uDtt9+utw29Xg+93vwShEqelkpEpFquyn4vb6NT+kdERM7nquwv5ed+IiKnsCtNw8LC8Nlnn+GZZ56xel2x0WjEZ599htDQUJvbHjt2bL3bmzdvjilTptjcLhGRvWQebXA5Zj8RqQlz3z2Y/USkJsx+S3a9InfddRd+/PFHjBo1Cv/73//Mth08eBCjRo3Czz//jEmTJjmlk3925swZmy9zIyJyiCTZv5BTMPuJyK0cyX1mv9Mw+4nIrZj9FuwaMFqwYAGGDBmCrVu34oYbbkBgYCA6dOiAwMBAxMXF4bPPPsOQIUOQlub8iUYLCgqwZs0ap7dLRFQXWdLYvZBzMPuJyJ0cyX1mv/Mw+4nInZj9luy6JM3Hxwfbt2/HmjVrsHbtWvz444/IyclBUFAQ+vbti7vvvhtTpkwR3gbTmk2bNtW7/cSJE/Z0GcbiQnFNeYWitmoU1Gl04j8YXTPxrZ79WkcKa4x+gcKayirx76KsrFpYk3koRFgjo0BYAwBxncVtEalCEz1ioCauyv6TZ8U158+LM7202CCsAYALv18St3W5WFFbIv7NA4Q1zb3F+2pWxw0s/qxCFs8FVbx/h7AGAAJvuEVRHVGDYu67hauyv7q4VFijra4R1tRWVCran1wt/gyt8fER76+e+ZyuunQsT1ijD/IT1uhOHRXWtM7/XVhzDHcIazp1sD6pOZHqMPst2D0jnCRJmDp1KqZOnerE7gBjxoyBJEn13hHBnoEoIiK7NdEjBmrC7CciVWHuuwWzn4hUhdlvQXWvSFRUFDZu3Aij0Wh12b9/f0N3kYiInIzZT0TkeZj9RETq5tA9J2tqanDkyBEUFhaitrbWas3AgQNtajMuLg7Z2dkYPXq01e2ioxBERM4m8+imyzH7iUhNmPvuwewnIjVh9luya8BIlmXMnz8fr7zyCkpKSuqtrWsgqS6zZs1CWT3X73bs2BG7du2yqU0iIofw9FSXY/YTkaow992C2U9EqsLst2DXgNGiRYuwePFiBAcHY/Lkybjuuuug0zl0spLJgAED6t3u5+eHxMREp+yLiEgJGTza4GrMfiJSE+a+ezD7iUhNmP2W7BrlWbVqFdq2bYt9+/ahRYsWzu4TEZGqNNXbZBIRkXXMfSIiz8Pst2TXgFFeXh4eeOABDhYRkWfgmwcRkWdh7hMReR5mvwW7XpF27dqhuLjY2X0hIiIiIiIiIiIVsGvA6IEHHsCWLVtw/vx5Z/eHiEh1ZEmyeyEiosbHkdy3J/tXrlyJ6Oho+Pj4ID4+Hnv37q23/oMPPkBMTAx8fHzQvXt3bN261bz//3+DmqioKDRr1gxDhw7FsWPHbO4XEZEncXf2NwZ2DRiNHj0aAwcORP/+/bF27Vr8/PPPyMnJsboQETV2sqSxeyEiosbHkdy3Nfvfe+89pKSkIC0tDfv370fPnj0xfPjwOg/M7t69GxMnTsQ999yDAwcOYMyYMRgzZgx+/vlnU81zzz2Hl19+GRkZGdizZw/8/PwwfPhwVFZWOvS6EBE1Ze7M/sZCkmVZtvVBGo0GkiRBlmVI9YykSZKEmpoahzroLMXLU4Q11cWlyhozGoUlkk4rrPEK8BfW6HrcIKz5KepWYc3arcISXMorEtb4BfkKayKiAsQ7A3DXwAJhTbeOUYraInKlgp++tfuxId1vsvkxK1euxNKlS5GXl4eePXvilVdeQb9+/azWvvHGG6aBewCIi4vDM888U2e9p3loWaGw5vzZy8Ka8pK6b/v8Z0X5l4Q1GgXvD0Hh4jkCb7ixo7BmZvdvhDX6n3cLa6SQUGGN7BckrAGAstBoYU1obIKitohcxZHcB2zL/vj4ePTt2xcrVqwAABiNRrRu3RoPP/ww5syZY1E/fvx4lJWVYcuWLaZ1f/nLX9CrVy9kZGRAlmW0bNkSjz32GB5//HEAQFFRESIiIrB69WpMmDDBoefWGCj53K/x9hbWVF8WfzYGAFkWfzeorawS1hTniK/eOLz+uLCmd7L4+0Ngp7bCGo2PXlzj5yesye1zu7AGANp1EL+vEbmSO7O/sbBr0uvJkyfXO1DkqEuXLuHHH39Ez549ERISgosXL+Ktt96CwWDAHXfcgS5durhs30RE13LnEYOrR5ozMjIQHx+P5cuXY/jw4Thy5AjCw8Mt6jMzMzFx4kT0798fPj4+WLJkCYYNG4ZffvkFrVq1clu/nYHZT0Rq4WjuGwwGGAwGs3V6vR56vfkX8KqqKmRnZyM1NdW0TqPRYOjQocjKyrLadlZWFlJSzAdEhg8fjk8++QQAcPLkSeTl5WHo0KGm7UFBQYiPj0dWVpbqBoyY/USkFk31LCFH2DVgtHr1aid34w979+7FsGHDUFxcjODgYOzYsQN33HEHdDodjEYjnn32WXz77be44QbxyDkRkTPIcN81yS+88AKmT5+OadOmAQAyMjLw6aefYtWqVVaPNL/77rtmP7/55pv46KOPsHPnTkyePNktfXYGZj8RqYmjuZ+eno6FCxearUtLS8OCBQvM1l28eBG1tbWIiIgwWx8REYHDhw9bbTsvL89qfV5enmn71XV11agFs5+I1MSdn/kbC9UNoT355JO44447UFRUhCeeeAJjxozBkCFDcPToURw/fhwTJkzAokWLGrqbRESKGAwGFBcXmy3XHnW+6uqR5j8fFRYdab5WeXk5qqurERIS4pT+uwuzn4iaktTUVBQVFZktfz6LiK5g9hMRqZvqBoyys7ORkpKCgIAAPProozh37hymT59u2p6cnIwffvih3jasfkFTyVxKRNT4ODL5XXp6OoKCgsyW9PR0q/up70iz0qPCs2fPRsuWLc0GnRoDV2V/bY31wTkiovo4OvGpXq9HYGCg2XLt5WgAEBoaCq1Wi/z8fLP1+fn5iIyMtNq3yMjIeuuv/teWNhsKP/cTkZpw0mtLip7V4MGDMWTIEPz++++mn5UsQ4YMsblDVVVVaNasGQDAy8sLvr6+CA39Y7LN0NBQXLpU/6Si1r6gvfBF/W82RER1kiS7F3ceZX722WexYcMGfPzxx/Dx8XHJPlzFVdmf/eWLLu03ETVRDuQ+bJjn09vbG3Fxcdi5c6dpndFoxM6dO5GQYH3y94SEBLN6ANixY4epvl27doiMjDSrKS4uxp49e+pss6Hwcz8RqYqbsr8xUTSHUWZmJiRJQnl5uelnJeyZGLt169Y4ceIEoqOjAQAbNmxAVNQfd8rKzc01eyOxJjU11WIyQMPrc23uCxERAMgOnIxpbZLTuthzpPmqZcuW4dlnn8UXX3yBHj162N3fhuKq7P/XqxVO7ysRNX2O5L6tUlJSMGXKFPTp0wf9+vXD8uXLUVZWZprLbvLkyWjVqpXp7NRHH30UiYmJeP755zFy5Ehs2LAB+/btw+uvvw7gyufvGTNm4Omnn0anTp3Qrl07zJs3Dy1btsSYMWPc9ryU4Od+IlITd2Z/Y6FowMh4zW3kr/3ZmSZMmIDz5/+4peTIkSPNtm/atEl4u2hrX9CKdXbN701EBNlNRwz+fKT56of6q0eak5OT63zcc889h8WLF+Pzzz9Hnz593NJXZ3NV9mt1rnu/IqKmy125DwDjx4/HhQsXMH/+fOTl5aFXr17Ytm2b6fLknJwcaDR/fInp378/1q1bh7lz5+KJJ55Ap06d8MknnyA2NtZU869//QtlZWW49957UVhYiJtuugnbtm1T3dmn/NxPRGrizuxvLFSXpmlpafVuf/LJJ6HVat3UGyIi995i09YjzUuWLMH8+fOxbt06REdHm+Y68vf3h7+/v9v67ShmPxGpibvnokhOTq7zwIC1M/vvuOMO3HHHHXW2J0kSnnrqKTz11FPO6qJLMPuJSE2a6jxEjmh0r8ilS5fwwAMPNHQ3iIhcYvz48Vi2bBnmz5+PXr164eDBgxZHmnNzc031r732GqqqqvC3v/0NUVFRpmXZsmUN9RRcgtlPROR5mP1ERA1LdWcYiRQUFGDNmjVYtWpVQ3eFiDyEDPeenmrLkeZTp065vkMqwOwnIndyd+6Tdcx+InInZr8l1Q0Ybdq0qd7tJ06csKtdjY940lldTa2ituRacZ1G7y2skby8xPvyFl9rHuBVKqwJaREmrCm8VKagHT9hjV6v7NThDj++L6z5FXWfbn1V144tFe2PyF48PdX1XJX9pcWVwpryEnH2VRuqFe1P79dMWCMp+HtqHh4srPHxEbejra0S1hjLxRODa4PE73tSwXlhDQAUtL5RWJN3PE9YE9tRXbcHp6aFue8ersp+o0GcfVAwJ6uxWln211bXCGs0Ci6tkzTiL6tBXRV8Fg8S18gKnptRFr9GmpAWwhrfqiJhDQCcPfqTsKZV5+6K2iKyh7uzf+XKlVi6dCny8vLQs2dPvPLKK/XO2/bBBx9g3rx5OHXqFDp16oQlS5ZgxIgRLu2j6gaMxowZA0mSIMtynTX23H2NiMhenADP9Zj9RKQmzH33YPYTkZq4M/vfe+89pKSkICMjA/Hx8Vi+fDmGDx+OI0eOIDw83KJ+9+7dmDhxItLT03Hrrbdi3bp1GDNmDPbv32920wNnU93hk6ioKGzcuBFGo9Hqsn///obuIhF5GBmS3Qspw+wnIjVxJPeZ/cox+4lITdyZ/S+88AKmT5+OadOmoWvXrsjIyICvr2+dl+C+9NJLSEpKwqxZs9ClSxcsWrQIN9xwA1asWOGMp14n1Q0YxcXFITs7u87toqMQRETU+DD7iYg8D7OfiJoSg8GA4uJis8VgMFjUVVVVITs7G0OHDjWt02g0GDp0KLKysqy2nZWVZVYPAMOHD6+z3llUN2A0a9Ys9O/fv87tHTt2xK5du9zYIyLydLKksXshZZj9RKQmjuQ+s185Zj8RqYmj2Z+eno6goCCzJT093WI/Fy9eRG1trekuyFdFREQgL8/6PI55eXk21TuLQ3MYffzxx1i/fj0OHz6M8vJyHD9+HABw+PBhbNq0CZMmTUKrVq1sanPAgAH1bvfz80NiYqLdfSYishUvL3A9Zj8RqQlz3z2Y/USkJo5mf2pqKlJSUszW6fXim2+pmV0DRkajERMnTsSHH34IAGjWrBkqKv64y0rz5s3x5JNPora2Fqmpqc7pKRFRA+HRYiIiz8LcJyLyPI5mv16vVzRAFBoaCq1Wi/z8fLP1+fn5iIy0fhfYyMhIm+qdxa5X5MUXX8QHH3yA++67D5cvX8bjjz9utj0iIgIDBgzAp59+6pROEhE1JE58SkTkWTjpNRGR53FX9nt7eyMuLg47d+40rTMajdi5cycSEhKsPiYhIcGsHgB27NhRZ72z2HWG0erVq9G3b1+8+uqrAKzf7rJjx44cMCKiJoFHmomIPAtzn4jI87gz+1NSUjBlyhT06dMH/fr1w/Lly1FWVoZp06YBACZPnoxWrVqZ5kB69NFHkZiYiOeffx4jR47Ehg0bsG/fPrz++usu7addA0bHjx/HQw89VG9NixYtcOnSJbs6RURERERERETUFI0fPx4XLlzA/PnzkZeXh169emHbtm2mia1zcnKg0fwxgNW/f3+sW7cOc+fOxRNPPIFOnTrhk08+QWxsrEv7adeAUbNmzVBUVFRvzenTpxEcHGxP80REqsLLC4iIPAtzn4jI87g7+5OTk5GcnGx1W2ZmpsW6O+64A3fccYeLe2XOrgGj3r174/PPP0dlZSV8fHwsthcUFGDbtm0YOHCgwx10Fo23t7ioWa2itmorDOL9eSl4aWWjuMYorgmovSysaRkpvltdcXGgsCYoWPw66nTK/qGVde4rrLl35jFhzdLn/IU1CV3Ez42oLrKVy26pcaitFWeo3tfyfexagSHKMiQ4TFzn5y/O0bgezYQ1PSLEt1GtWrdRWHNk0wFhTUi75sKaS8eVnVUc2nmrsOb0xlPCmvD/vSuu6dpHSZeILDD3Gzd9a/HnXknBpSe6FuLP/ACAWvF3CE2A+P3Bt0NbYU1431JhjdxXfGc5o048Ma9R6yWsOeHbRViz53S4sAYARrfcJ6z5/ejPwprrOrv2jAtqupj9luwaMHrkkUcwduxYjBs3Dv/+97/Ntv3222/4xz/+gaKiIjzyyCMOd1CWZWRmZuL48eOIiorC8OHD4eUlDi8iImeRZb55uBuzn4gaEnO/YTD7iaghMfst2TVgNHr0aMyePRtLlixB27Zt4efnBwAIDw/HpUuXIMsy5s2bh8GDB9vc9ogRI7B+/XoEBQWhoKAAI0aMwN69exEaGopLly6hc+fO+PrrrxEWFmZP14mIbCbbd0NJsgGzn4jUhLnvHsx+IlITZr8lu1+R9PR0fP7557j11lvh6+sLrVYLo9GIpKQkfPbZZ1i4cKFd7W7btg0Gw5XTP+fOnYuSkhL89ttvOH/+PE6fPg0/Pz/Mnz/f3m4TEdmMt1Z2PWY/EamJu26t7OmY/USkJsx+S3adYXTVLbfcgltuucVZfbHw5Zdf4rnnnkO7du0AANdddx2WLFmC6dOn1/s4g8FgevO5qra6Bnol8woREVGDcmr21xigVTBPAxERNSxnZr+Rn/uJiJxCledcSf8/2dTly5fRoUMHs20dO3bEuXPn6n18eno6goKCzJZlW791WX+JqGnjkQb3cEX2/7J7hcv6S0RNF48yu48rsn/ppkxXdZeImjBmvyW7ht5zcnIU17Zp08bm9qdOnQq9Xo/q6mqcPHkS3bp1M23Ly8tDcHBwvY9PTU1FSkqK2bra9Uts7gcREcDbK7uLK7L/vsXK7txFRPRnzH33cUX2Gz9+yRVdJaImjtlvya4Bo+joaNPRgPpIkoSamhqb2p4yZYrp/0ePHo3y8nKz7R999BF69epVbxt6vR56vfklCOU8LZWI7MQ3D9dzVfZrdeLbDxMRXYu57x6uyv4Kfu4nIjsw+y3ZlaaTJ0+2OmBUVFSE//3vfzh58iQSExMRHR1tc9tvv/12vdvT0tKg1WptbpeIyF68xabrMfuJSE2Y++7B7CciNWH2W7JrwGj16tV1bpNlGc8//zyee+45vPXWW/b2q04FBQVIS0vDqlWrnN42EZE1PNrQ8Jj9ROROzH11YPYTkTsx+y05fdJrSZLw+OOPo1u3bpg1a5azm0dBQQHWrFnj9HaJiEi9mP1ERJ6H2U9E1LBcdoFvnz598Oabb9r8uE2bNtW7/cSJE3b1R9O6nbimukpRWzoldT7NxDWyLCy5HNZJWFOsCRHWVNeI91VTXSus8fERjzFWVRmFNQCgqyoX1kx8cKiwpv3qu4U1W8eLj0yNuMFLWEOeiUcbXM9V2R/U3FdY4+0tfiusqRHn45W2xJdOaBTMAajTijNbgrjGK9BfWBMQqaCmZXNhjX9EkLAGAEIH3ySsaTtJ/Dv5rLS3sGbo3k+FNQH9RgpryPMw993DVdkvSQqOiWsUzMeqVfZVSWomfq+RW4SLuxQiznUlR/tPt+ghrFHyHqKVxHPRFpQHCGv0Cj9iV+l8hDUVWvH+zhz7VVjTulNXRX0iz8Lst+SyAaPffvvN5gmvAWDMmDGQJAlyPYMpSibcJiJyFr55uB6zn4jUhLnvHsx+IlITZr8lp16SZjQacebMGSxatAj//e9/kZCQYHMbUVFR2LhxI4xGo9Vl//79zuwyEZGQLEt2L6QMs5+I1MSR3Gf2K8fsJyI1YfZbsmvASKPRQKvVWixeXl6Ijo5GWloagoOD8fzzz9vcdlxcHLKzs+vcLjoKQUTkbEZIdi+kDLOfiNTEkdxn9ivH7CciNWH2W7LrkrSBAwdaPT1Uo9GgefPm6Nu3L6ZNm4bwcPG1uteaNWsWysrK6tzesWNH7Nq1y+Z2iYjsxdNTXY/ZT0Rqwtx3D2Y/EakJs9+SXQNGmZmZTu7GHwYMGFDvdj8/PyQmJrps/0RE5H7MfiIiz8PsJyJSN5dNek1E1FQ01WuSiYjIOuY+EZHnYfZbcuqk10RETZEMye6FiIgaH0dy35XZX1BQgEmTJiEwMBDBwcG45557UFpaWu9jKisr8dBDD6FFixbw9/fHuHHjkJ+fb1YjSZLFsmHDBpc9DyIiNVJr9jckRWcYtW/f3q7GJUnCb7/9ZtdjiYjUgkcbiIg8i1pzf9KkScjNzcWOHTtQXV2NadOm4d5778W6devqfMzMmTPx6aef4oMPPkBQUBCSk5Nx++2347vvvjOre/vtt5GUlGT6OTg42FVPg4hIldSa/Q1J0YCR0Wi0mOS6qqoKubm5VxrR6dCiRQtcunQJNTU1AK7cJtPb29vJ3SUicr+mesSAiIisU2PuHzp0CNu2bcMPP/yAPn36AABeeeUVjBgxAsuWLUPLli0tHlNUVIS33noL69atw+DBgwFcGRjq0qULvv/+e/zlL38x1QYHByMyMtI9T4aISIXUmP0NTdElaadOncLJkydNy4EDBxAVFYWBAwfim2++QWVlJXJzc1FZWYmvv/4aAwcORMuWLXHw4EEXd5+IyPVkWbJ7ISKixseR3JdlCQaDAcXFxWaLwWBwqE9ZWVkIDg42DRYBwNChQ6HRaLBnzx6rj8nOzkZ1dTWGDh1qWhcTE4M2bdogKyvLrPahhx5CaGgo+vXrh1WrVvF29kTkcRzN/qbIrkmvZ8+ejcrKSuzZswdarda0XqPR4KabbsIXX3yBnj17Yvbs2cjIyHBaZx1h9PET1iie0MlYK66pqRbXKPjg4F9yTljTzKtQWDOgs5ewJraNv7Amxut/4v5UFAhrAKBs7VvCmmk9vxPW5OaK9zfowCJhzXbtXGHNsJ48a46oMWkTHSisKSurEdaUlFQp2p+fvzgjjLXiL2FKvqdVGH2ENd7txJeUt+xX//wnAOB3fUdxhwKCxTUAzl0/RFhzqaaFsKY0Xyus0Z7MFtac948Q1oR37SOsIfqz9PR0LFy40GxdWloaFixYYHebeXl5CA8PN1un0+kQEhKCvLy8Oh/j7e1tcXlZRESE2WOeeuopDB48GL6+vti+fTsefPBBlJaW4pFHHrG7vw0qVPzv2ugtzlBIyr4dVPs3F9ZcDmwjbkcSv4dUQ1zzw++thDU1Cr7OaBQ8/WMnxN9nfH0V7AzA8RYdhDVB+jJhzaeHxK/15IpvhDUhPeq/ix+RJ7Br0uv//ve/uPXWW80Gi/5Mp9Ph1ltvxX//+1+b237++edx+vRpe7pFROQSRgcWe6xcuRLR0dHw8fFBfHw89u7dW2/9Bx98gJiYGPj4+KB79+7YunWrnXtuOMx+IlITR3LfCCA1NRVFRUVmS2pqqtV9zZkzx+qk039eDh8+7NLnO2/ePNx4443o3bs3Zs+ejX/9619YunSpS/cJMPuJSF0czf6myK4Bo+LiYhQVFdVbc/XN0VazZs1Chw4dcMstt+C9995DVZWyo7pERK7izlNT33vvPaSkpCAtLQ379+9Hz549MXz4cJw/f95q/e7duzFx4kTcc889OHDgAMaMGYMxY8bg559/dvRpuxWzn4jUxNHLEvR6PQIDA80WvV5vdV+PPfYYDh06VO/Svn17REZGWrwX1NTUoKCgoM65hyIjI1FVVYXCwkKz9fn5+fXOVxQfH4/ff//d4cvoRJj9RKQmvCTNkl0DRt26dcOGDRvqvAPasWPHsGHDBsTGxtrVqTfffBN+fn64++670bJlS8yYMaPRffkhoqbDkdtr2jqPxQsvvIDp06dj2rRp6Nq1KzIyMuDr64tVq1ZZrX/ppZeQlJSEWbNmoUuXLli0aBFuuOEGrFixwlUvh8sw+4lILdx5a+WwsDDExMTUu3h7eyMhIQGFhYXIzv7jUssvv/wSRqMR8fHxVtuOi4uDl5cXdu7caVp35MgR5OTkICEhoc4+HTx4EM2bN69zkMuZmP1EpBbuzP7Gwq4Bo7lz56KoqAi9e/fGzJkz8dFHH+Gbb77BRx99hBkzZiAuLg4lJSWYO1c8J4w1I0aMwCeffILff/8d//rXv/D555+jZ8+e6NevH9544w2UlJTU+3irX9CqFMwpRERkhSNHGtLT0xEUFGS2pKenW91PVVUVsrOzzSYn1Wg0GDp0qMXkpFdlZWWZ1QPA8OHD66xXM1dkf021a4+OE1HTpMajzF26dEFSUhKmT5+OvXv34rvvvkNycjImTJhgukPa2bNnERMTY7qUOSgoCPfccw9SUlKwa9cuZGdnY9q0aUhISDDdIW3z5s1488038fPPP+P48eN47bXX8Mwzz+Dhhx92yfO4Fj/3E5FaqDH7G5pdA0ajR4/G6tWrIUkSXnrpJdx5550YNGgQ7rzzTrz88svQaDR4++23cdtttznUufDwcPzrX//CoUOHkJmZia5du2LmzJmIioqq93HWvqAte+djh/pCRJ7LkSMNtsxjcfHiRdTW1iIiwnyyzmsnJ/2zvLw8m+obA2dm/66Pn3VTr4moKVHrUeZ3330XMTExGDJkCEaMGIGbbroJr7/+uml7dXU1jhw5gvLyctO6F198EbfeeivGjRuHgQMHIjIyEhs3bjRt9/LywsqVK5GQkIBevXrh3//+N1544QWkpaW57HlY48zsX7rhUzf1moiaErVmf0Oy6y5pADB58mSMHTsWn3zyCf73v/+hqKgIQUFB6NmzJ0aPHo3AQPGdaayRJOsv9IABAzBgwAC8/PLLeO+99+ptIzU1FSkpKWbran/YYld/iIgcodfr3XJKf2Pnqux/5VPxHSKJiBqLkJAQrFu3rs7t0dHRkK+5zaKPjw9WrlyJlStXWn1MUlISkpKSnNpPpVyV/fI39T+GiIiUsXvACAACAgJw99134+6773ZWfyze5K4VGBiI6dOn11tj7QtauTe/NBCRfYwKbnHuDKGhodBqtcjPzzdbX9/kpJGRkTbVq5Wrsl/n1VTvWUFEruSu3Pd0rsr+Sn7uJyI7MPst2XVJmisZjUaEh4c3dDeIiEzcdWqqt7c34uLizCYnNRqN2LlzZ52TkyYkJJjVA8COHTvqncxUjZj9RKQmvCzBPZj9RKQmzH5Lis4wWrt2LQBg7NixCAgIMP2sxOTJk+3rWR3OnDmDtLS0Ou8YRETkbO6cxC4lJQVTpkxBnz590K9fPyxfvhxlZWWYNm0agCuZ2qpVK9PE2Y8++igSExPx/PPPY+TIkdiwYQP27dtnNqdFU8DsJyJ3aqqTlzY2zH4icidmvyVFA0ZTp06FJEn4y1/+goCAANPP9ZFlGZIkOX3AqKCgAGvWrOEbBxG5jeCMeacaP348Lly4gPnz5yMvLw+9evXCtm3bTBNb5+TkQKP54+TQ/v37Y926dZg7dy6eeOIJdOrUCZ988gliY2Pd12k3YPYTkTu5M/epbsx+InInZr8lRQNGq1atgiRJprsUvP322y7r0KZNm+rdfuLECbva1VRViIvKSxW1JZfVf3tPAJCrxbfzNJaK96fkCmwvrVZY0zZaPFoa2qyFsCYo76iwRlOg7O5Ml4vKhDU1hUWK2hL58fVtwpqoj78R1mQ+u1VYMyi2maI+UeNhdPMppsnJyUhOTra6LTMz02LdHXfcgTvuuMPFvXItV2V/y3DxldeVVd7CmuJSZfNh6MVNQacV/z218K8U1jTXXhbvrLZWWCJpxP2Rq6rE+2rmJ64B4F0rfj/WSuJ+hwaI32eretwkrNHViPtz6efdwpoWsf2FNdR4uDv3PZWrsr+gzQ3CmkqdOLOqoOymFZcMwcKacxd9hTUl5eL3rAqDuD/7910Q1hQXiL+HaLTi/lz8PV9Y0zqmrbAGAHx8xJcndm8n/t4THiLeV7FvhLCm7NivwprWnbqKd0aNBrPfkuIzjP5sypQprugLAGDMmDGQJKneSfBEZzcREVHjwuwnIvI8zH4iInVT3aTXUVFR2LhxI4xGo9Vl//79Dd1FIvIwsizZvZAyzH4iUhNHcp/Zrxyzn4jUhNlvya4BozNnzuDLL79EeXm5aZ3RaMSSJUtw4403YujQofj000/t6lBcXByys7Pr3C46CkFE5GyybP9CyjD7iUhNHMl9RpVyzH4iUhNmvyVFl6Rda968edi8eTPy8v6Yq2bx4sVIS0sz/fzVV19h9+7d6Nu3r01tz5o1C2Vldc9t07FjR+zatcv2ThMR2amp3iZTTZj9RKQmzH33YPYTkZow+y3ZNWD03XffYejQofDyujIJqCzLWLFiBWJiYrB9+3bk5eVh6NChWLp0Kd5//32b2h4wYEC92/38/JCYmGhPt4mI7GJsokcM1ITZT0Rqwtx3D2Y/EakJs9+SXQNG58+fR9u2f8x2f/DgQVy4cAELFizAddddh+uuuw5jxozBV1995bSOEhE1lKZ6TTIREVnH3Cci8jzMfkt2zWF0dSK6qzIzMyFJEgYPHmxa16pVK7NL1oiIiIiIiIiIqHGw6wyjNm3aYO/evaafP/nkE0RFReH66683rcvLy0NwcLDDHSQiamhNdRI7IiKyjrlPROR5mP2W7BowGjduHBYvXoy//e1v8PHxwbfffovk5GSzml9//RXt27d3SieJiBqSkRPgERF5FOY+EZHnYfZbsmvA6PHHH8f27duxceNGAECPHj2wYMEC0/bTp09j7969mDNnjlM6SUTUkHi0gYjIszD3iYg8D7Pfkl0DRoGBgfj+++/x888/AwC6dOkCrVZrVrNx40b06dPH8R46iaF5S2GNJqCFora0lXXf/vMqWSd+aZW0UxbeQVgjGWuFNTnNYoQ1eWVBwppWLcOENc1alQtrAOC6qiphTWVn8d9Q89L1wpoLRy4Ia3I+PyesGTD0SWHNJxVLhTVj+mqFNaQenACv8eoYViysMdR6CWtKq8Q1SlVWi6cP9NWJ81ER/0BhiXdzcfYrIhvFNQB8DYXCmlY6g7DGO6CVsMbnxGlhTWGbXsKas5q2whqf3RuFNX79bxfWkDow9xu3Sp2fsKZC9hXX1Poo2t/lSnHdxUJx9l+8XCPuU7n4c39xQamwpqpS/D5TUSr+TG8oqxDW5J7MFdYAQIfrxd/FSg3i71iVVeJ/v2UIEPfnt0+FNackcX+iO3YW1pA6qDX7CwoK8PDDD2Pz5s3QaDQYN24cXnrpJfj7+9f5mNdffx3r1q3D/v37UVJSgsuXL9s1ZZBdA0ZXxcbGWl3ftm1bs7uo2aqiogLr16/Ht99+i9zcXGg0GrRv3x5jxozBkCFD7G6XiMgevMWmezD7iUgtmPvuw+wnIrVQa/ZPmjQJubm52LFjB6qrqzFt2jTce++9WLduXZ2PKS8vR1JSEpKSkpCammr3vh0aMMrLy8PGjRtx+PBhlJeX48033wQAXLhwASdPnkT37t3RrFkzm9o8fvw4hg4dioqKCuj1evz+++8YMWIEfvjhB7z22mu4/fbbsW7dOugUnMFDRESNA7OfiMjzMPuJiOp36NAhbNu2DT/88IPpCq5XXnkFI0aMwLJly9CypfUrqWbMmAHgyh3tHSE+N7IOr776Ktq1a4fk5GSsWLECb7/9tmnb+fPnkZCQgHfeecfmdh955BEkJSUhLy8POTk5SE9Ph9FoxPfff49Dhw7hhx9+wNNPP21vt4mIbCbL9i+kDLOfiNTEkdxn9ivH7CciNXE0+w0GA4qLi80Wg0F8mX19srKyEBwcbDbdz9ChQ6HRaLBnzx5Hn7KQXQNGmzdvRnJyMrp3745NmzbhgQceMNverVs39OjRA5988onNbX/11Vd47LHHIElXrh+cOXMmvvjiC1y6dAmdOnXC8uXLsWbNmnrbsPqLUjBfDhGRNTIkuxdSxlXZX1Xl2Js0EXkmR3Kf2a+cyz73O/gFjYg8k6PZn56ejqCgILMlPT3doT7l5eUhPDzcbJ1Op0NISAjy8vIcalsJuwaMli5dijZt2mDXrl249dZbLZ4AAHTv3h2//vqrzW0HBwejpKTE9HN5eTlqamrg7e0N4Mod2XJz6584zdov6oW3N9jcFyIi4Mr1zPYupIyrsn/t6y+4tN9E1DQ5kvvMfuVclf0ZGRku7TcRNU2OZn9qaiqKiorMlrrmD5ozZw4kSap3OXz4sJtfAUt2XRB88OBB3H333fDzq/sOBK1atUJ+fr7Nbd9yyy1ISUlBRkYG9Ho9UlNT0atXLwQEXJnJPicnx+oA1Z+lpqYiJSXFbF3lr9/a3BciIoCXF7iDq7L/wEkeZSYi2zH33cNV2X/2999d1mciaroczX69Xg+9Xq+o9rHHHsPUqVPrrWnfvj0iIyNx/vx5s/U1NTUoKChAZGSkvV1VzK4BI6PRCC+v+m8xfP78ecUv1p8999xzGD16NLp27QpJktC6dWt8/PHHpu0XLlzArFmz6m3D2i9K/v8jFUREtuIXB9dzVfZ7exe7pL9E1LQx993DVdl/0Y7vIERE7sz+sLAwhIWFCesSEhJQWFiI7OxsxMXFAQC+/PJLGI1GxMfHu7qb9g0YXX/99fjmm2/q3F5TU4Ovv/4a3bt3t7nt8PBwZGVl4dixYzAYDIiJiTG7M8Lf/vY3e7pMREQqxuwnIvI8zH4iovp16dIFSUlJmD59OjIyMlBdXY3k5GRMmDDBdIe0s2fPYsiQIVi7di369esH4MrcR3l5eTh+/DgA4KeffkJAQADatGmDkJAQxfu3aw6jSZMm4cCBA1i4cKHFttraWjz++OM4ceIEJk+ebE/zAIBOnTohNjbW4jaaZ86cwT/+8Q+72yUispVRluxeyDbMfiJSA0dyn9lvO2Y/EamBWrP/3XffRUxMDIYMGYIRI0bgpptuwuuvv27aXl1djSNHjqC8vNy0LiMjA71798b06dMBAAMHDkTv3r2xadMmm/Zt14DRww8/jMTERDz11FPo3LkzPvroIwDAnXfeiU6dOuHll1/GLbfcgnvuucee5utVUFAgvFsCEZEz8dbKDY/ZT0Tu5Oitlck5mP1E5E5qzf6QkBCsW7cOJSUlKCoqwqpVq+Dv72/aHh0dDVmWMWjQINO6BQsWQJZli0U0b9K17LokzcvLC59//jkWLlyIjIwMXL58GQDw4YcfIjAwELNnz8bChQtNt8i0hWjE68SJE/Z0GReCOghrvOQqRW1511QIa2o14pfWp6pEWFPkGyGs0deUC2uU8NIaxfuSnDiBrG/dk6ZfVe3VTFjTrHmQsCaye5SwpvCQ+PeRvXKnsKbnj2OFNZ/pPhLWAMBfe9c/Vxi5Bz/8u56rsr+1NkdYU+UtzplKH3ENANTI4uw3GMVz6uk14vcjjVwrrKlq0VJY4y2Ls9/oGyisKQltL6wBgBJv8WnQsoLjWRU1PuJ2vMSvtVHSCmuU/D6q/FoIa4qO/CisaXl9D2ENuR5z3z1clf1FRvFnw+IqX2FNmUHZ57DfL4iz/1SO+PvDhVzxZ9GyEnE7xQVFwhqdl7jPSmrC27US1rSIbC6sAYBObcV53LH5BWFNVZD499aq9IiwpjpE/P0h9KL4LlanhBVAdMfOCqrI1Zj9luwaMAIAb29vLF68GE8//TSOHDmCgoICBAYGokuXLtBqxf/Y6zJmzBhIkgS5nt+WPQNRRET24i2SXY/ZT0Rqwtx3D2Y/EakJs9+SXZek/ZkkSYiJiUH//v0RGxtrGiw6efKkzac7AUBUVBQ2btwIo9Foddm/f7+jXSYisoksS3YvpAyzn4jUxJHcZ/Yrx+wnIjVh9ltyeMDoWjk5OZg+fTpiYmLwn//8x+bHx8XFITs7u87toqMQRETU+DD7iYg8D7OfiEjdbBow+vbbb3HzzTcjMDAQISEhGD16NI4cuXL9Z3l5OVJSUtC5c2e89dZbCAsLw8svv2xzh2bNmoX+/fvXub1jx47YtWuXze0SEdlLjZPfNTXMfiJSE7VOfNrUMPuJSE2Y/ZYUDxhlZ2dj6NCh+Oqrr1BaWorCwkJs3rwZgwcPxokTJ9CvXz8sX74coaGheOmll/Dbb7/hoYcesrlDAwYMQFJSUp3b/fz8kJiYaHO7RET2Msr2L6QMs5+I1MSR3Hdl9hcUFGDSpEkIDAxEcHAw7rnnHpSWltb7mNdffx2DBg1CYGAgJElCYWGhU9p1BmY/EamJWrO/ISkeMHruuedQVVWF9PR0nD9/HufPn8fixYuRm5uLAQMG4PDhw5g7dy6OHz+Ohx9+GHq93pX9JiJyGx5pICLyLGo9yjxp0iT88ssv2LFjB7Zs2YKvv/4a9957b72PKS8vR1JSEp544gmntktE1NSoNfsbkuK7pH333XcYPHgwZs+ebVqXmpqKL774ApmZmVi6dClSUlJc0kkioobUVN8AiIjIOjXm/qFDh7Bt2zb88MMP6NOnDwDglVdewYgRI7Bs2TK0bNnS6uNmzJgBAMjMzHRqu0RETY0as7+hKT7D6Pz584iLi7NYf3XdlClTnNcrIiIV4ampRESexdHLEgwGA4qLi80Wg8HgUJ+ysrIQHBxsGtQBgKFDh0Kj0WDPnj2qa5eIqLHhJWmWFA8Y1dTUwM/Pz2L91XUtWrRwXq+IiIiIiBqp9PR0BAUFmS3p6ekOtZmXl4fw8HCzdTqdDiEhIcjLy1Ndu0RE1PjZdJc0IiJPxGuZiYg8i6PzWKSmpqKoqMhsSU1NtbqvOXPmQJKkepfDhw+7+RUgIvI8nMPIkuI5jADgnXfewffff2+27vjx4wCAESNGWNRLkoRPP/3Uge5Zunz5MjZv3ozJkyfb9DgvuUpYo68pV9SWd5X4rhGa2mpxO6WXxH2quCys0ZWI22neLEBY08ZPfJaY76mTwhoYjeIaANW/HRfWBHj7CGuqDOLfrc7HW1jTZoj4Gv2yC2XCmtwfc4U1fT++X1gDANuk14Q1Sb3Ez40co/BPmlzE3twHgMCSs8KaWp2CnPH2V7S/Gq3432OFTtyWrOB4TiV8hTWXg6KFNSEKPuEoeY2UPHcAqFXw0cML4lxXoiZA/L5W4SX+fVyqCBTWhHtZnoV9rTJdkLAm9/BBYQ0ARMX0UlRH9nE09/V6veIbwDz22GOYOnVqvTXt27dHZGQkzp8/b7a+pqYGBQUFiIyMtLerLmvXUY5kf0lVM2FNcaU4s0ortYr2V1om/oMpLxd/N6iqqhHWGGvF+9J5iXPWUFYprJE0krDGL0icof6BzrsZkk4Sv0Z+XuLvaj45p8Q7qxa/F53vNEBYE37uoLDmNJSNNrTteL2iOrIPP/NbsmnA6Pjx46YBomtt27bNYp0kiUPGVjk5OZg2bZpdbx5ERPZQ4xGDgoICPPzww9i8eTM0Gg3GjRuHl156Cf7+1j+4FRQUIC0tDdu3b0dOTg7CwsIwZswYLFq0CEFB4i+xDYm5T0Tu5s7cDwsLQ1hYmLAuISEBhYWFyM7ONs0h+uWXX8JoNCI+Pt7u/buqXUcx+4nI3dT4mb+hKR4wOnlSwZklTlBcXFzv9pKSErf0g4joKjW+eUyaNAm5ubnYsWMHqqurMW3aNNx7771Yt26d1fpz587h3LlzWLZsGbp27YrTp0/j/vvvx7lz5/Dhhx+6uffmmPtEpDZqzP0uXbogKSkJ06dPR0ZGBqqrq5GcnIwJEyaY7mR29uxZDBkyBGvXrkW/fv0AXJmjKC8vz3TQ96effkJAQADatGmDkJAQRe26ArOfiNRGjdnf0BQPGLVt29aV/TAJDg6u98wkWZZdcuYSEVFjYc8tkGNjY/HRRx+Zfu7QoQMWL16Mv//976ipqYFOZ9MJp07F3CciUubdd99FcnIyhgwZYjq79OWXXzZtr66uxpEjR1Be/sc0CxkZGVi4cKHp54EDBwIA3n77bdOlcKJ2XYHZT0Skfg33DaEOAQEBePLJJ+s8BfbYsWO477776m3DYDBY3LrUYKiCXs+5XojIdo7cJtNaHtkyt4U1olsgjx07VlE7RUVFCAwMbNDBIsA5uQ/Ukf1VVdB7M/uJyDZqvT1ySEhInWeSAkB0dDTkaw6RL1iwAAsWLHCoXVdwZfZXVdXA29t58+YQkWdQa/Y3JNUNGN1www0AgMTERKvbg4ODLd4Ir5Wenm52JAUAHn34Icx85GHndJKIPIooc+pjLY/S0tKEH97r44xbIF+8eBGLFi3Cvffea3c/nMUZuQ9Yf63nTJ+E1PvudryTRORRHMn9K3hmjIgrs3/qA6mY9tCTjneSiDwKs9+S6gaM7rrrLlRUVNS5PTIyEmlpafW2kZqaipSUFLN1eWdOO6V/ROR5HHnvsJZHdZ1dNGfOHCxZsqTe9g4dOmR/Z/5fcXExRo4cia5duzo0cOUszsh9wPprbfjlK4f7R0Seh/NYuJ4rs3/vb+I7aRERXYvZb0l1A0bTp0+vd3tERITwzcPa5R6XeTkaEdnJkVtsqu3WyiUlJUhKSkJAQAA+/vhjeHl5KeqbKzkj9wHrr3UxL0cjIjvw1squ58rs9/Yuc6hvROSZmP2WVDdgRESkNu462uDqWysXFxdj+PDh0Ov12LRpE3x8fJzWdyKipoRHmYmIPA+z35KmoTtgTUVFBb799lv8+uuvFtsqKyuxdu3aBugVEZE6/PkWyHv37sV3331n9dbKMTEx2Lt3L4Arg0XDhg1DWVkZ3nrrLRQXF5tutVxbW9uQTwcAc5+IyBMx+4mI1E11A0ZHjx5Fly5dMHDgQHTv3h2JiYnIzc01bS8qKsK0adMasIdE5GmMsv2Lq7z77ruIiYnBkCFDMGLECNx00014/fXXTduvvbXy/v37sWfPHvz000/o2LEjoqKiTMuZM2dc11EFmPtEpDaO5D7vsqMMs5+I1IbZb0l1l6TNnj0bsbGx2LdvHwoLCzFjxgzceOONyMzMRJs2bVy6b9mZs5pLCsbiFJzzJtWKJ+2TqqvENXrxGQSyRiusqfUNFNZAVnbxpy6kubCmJrCFuJ0gcZ+MNTnCGr+wAGFNZFxHYc3vu48Iay7/liusAYAbq3YIaz47MExY89feDT9PTWOmxtNTbb218qBBg5xw5wfXcGXue18QD4bJCm697O3jp2h/Ri/xZX76ZuLsq9Y1E9aUeIUIawpkBRkaKH4P0RrF70U1GmXzRXlBvL9m1SXCmiAF82/pSi8La4J9xHcWlJqJ/+00u3xRXFOaL6yRvxXnPgCUlCYJawL6iGvIOpXGZZPiyuyvNoo/01bXij+rG6qVfTeoqhZ/9jXWOGdyFL2v+D2rmb9zLjnXaMWvUWiEgs/PEcr606Z5qbAmovKUsEZbI36fqT1xTFhjuCDO9dAA8Xu67CV+f2xedEpYAwAnfxP/bbfrIP6+QtYx+y2pbsBo9+7d+OKLLxAaGorQ0FBs3rwZDz74IAYMGIBdu3bBz0/Zh3YiImeRHTpk0PRur+lszH0iUhvHch9g9osx+4lIbZj9llR3SVpFRQV0uj/GsSRJwmuvvYZRo0YhMTERR48ebcDeEZEn4qmprsXcJyK14WUJrsfsJyK1YfZbUt0ZRjExMdi3bx+6dOlitn7FihUAgNtuu60hukVEHoynp7oWc5+I1Ia573rMfiJSG2a/JdWdYTR27FisX7/e6rYVK1Zg4sSJqp2Hg4iIbMfcJyLyPMx+IiL1U92AUWpqKrZu3Vrn9ldffRVGo3MmjSMiUsJolO1eSIy5T0Rq40juM/uVYfYTkdow+y2p7pI0IiK14QFOIiLPwtwnIvI8zH5LHDAiIhLgmwcRkWdh7hMReR5mvyUOGBERCRj57kFE5FGY+0REnofZb4kDRkREAjKnUCAi8ijMfSIiz8Pst6S6Sa+JiIiIiIiIiKhhqfIMI1mWcerUKbRu3Ro6nQ5VVVX4+OOPYTAYMGLECISGhtrc5vnaCGGNVlOrqK1mfpU279+aAF/x86jReIvb8Re3U+kdIKy5IEWK9+UrrqmVlf1ZRen0wpqzLXoKa9p0Ev8+QirFNRW5F4Q1PlHiv6NW/cR/RxWXioU1AFC56UNhzc035Qprdv70d2HNkO4+ivrkiXhbX9dzRe4DAGprhCVSrTizpOoqRbvTSOLjMBpZ2XuNiEEWZ2hFjYIab39hjaQT/xtQmv2VRnHWyN6SsKagKkhY0yK0rbDmYrPWTtlXoM95YY2s4O9DN2SssAYAdhkGCGsG/fStsCak+02K9udpmPvu4ars12vFOeutE59K4KMgiwDAt5n437afvziPdV5aYU1Ntfi5eenFeazVip+bViN+XuHh4ucVHKTsHIVgrxJhjXdpobBGUy3+3C/pxK+1Eppy8Wf66hathDUlAS0V7c8A8Xvosd9OC2s6dRC/P3oiZr8l1Q0YHTlyBMOHD8eZM2fQvn17bN++HXfccQcOHz4MWZbh6+uL3bt3o1OnTg3dVSLyELyrr2sx94lIbZj7rsfsJyK1YfZbUt0labNnz0bPnj1x8OBB3HrrrRg5ciSuu+46XL58GQUFBUhISMBTTz3V0N0kIg8iy7LdC4kx94lIbRzJfWa/Msx+IlIbZr8l1Q0Y7d69GwsXLkT37t3x9NNP4/Dhw3j88cfh5eUFvV6POXPm4Ouvv27obhKRBzHK9i8kxtwnIrVxJPeZ/cow+4lIbZj9llR3SVppaSlCQkIAAH5+fvDz80NUVJRpe+vWrZGfn19vGwaDAQaDwWxdVZUB3t7ia2yJiK4lN9V3AJVwRu4D1rNfrq6G3svLuR0moiaPue96rsz+qqoafu4nIpsx+y2p7gyjli1bIicnx/Tzc889h/DwcNPPFy5cQPPmzettIz09HUFBQWbL6n+/6LI+ExGR/ZyR+4D17F/6/ucu6TMRETnGldn/zhvLXNJnIiJPo7oBo6FDh+Lw4cOmnx944AEEBPxxh6/t27fjhhtuqLeN1NRUFBUVmS1T75vpsj4TUdMmy/YvJOaM3AesZ/+sO4e7pM9E1LQ5kvvMfmVcmf1/n/64S/pMRE0bs9+S6i5Jy8jIqHf7+PHjMWXKlHpr9Ho99Hrz01C9vTnlORHZx8jTU13KGbkPWM/+Sl6ORkR2YO67niuz39u7zKG+EZFnYvZbUt2AkUi7du0augtE5GGa6l0PGgvmPhG5G3O/4TH7icjdmP2WVHdJGgBUVFTg22+/xa+//mqxrbKyEmvXrm2AXhGRp5KN9i+kDHOfiNTEkdxn9ivH7CciNWH2W1LdgNHRo0fRpUsXDBw4EN27d0diYiJyc3NN24uKijBt2rQG7CEReRqjLNu9kBhzn4jUxpHcZ/Yrw+wnIrVh9ltS3SVps2fPRmxsLPbt24fCwkLMmDEDN954IzIzM9GmTRu72y2v8RbWeGlqFbUlSeI/Bp0kbkuWxON1XkaDuMZQIqzRVlcKa6oCmwlr/CsLhDUVXgHCGqVqZa2wxhAUIaxp1rmrsMa/ea6wRvL1E+9LWAH4dohWUAVUX7gorDGeOyOsubHydWHN15p7hDUDu4mfP5GtXJX7imkUHDtRkNcAYNSJ32tqtD7CGiU5WlolTpuCCnFNtVGcoUajJKzRaJR9UCqvEs8rFaj3FdZcKhc/t5Dm1wlriqoDhTWlVeLbcxcFiF9HfU25sMbgpSxnO/ldENb4njwurLmk4G+7RWx/RX0isoUrs7/GKP67rqkV55pR4RkDkrgpeHmL+6TRivOxulrB9wcv8ednrVbcaSU1QYHi/gT7K3sh/eUiYY2u9LKwRiopFNZUnFfwGbuqRliDwkvCEq8K8Zxaga2UvUZ+OnH2++SfENacMYpzvXUn8fcnco+CggI8/PDD2Lx5MzQaDcaNG4eXXnoJ/v7+ddanpaVh+/btyMnJQVhYGMaMGYNFixYhKCjIpn2rbsBo9+7d+OKLLxAaGorQ0FBs3rwZDz74IAYMGIBdu3bBz49fWInIvXg9s2sx94lIbZj7rsfsJyK1UWv2T5o0Cbm5udixYweqq6sxbdo03HvvvVi3bp3V+nPnzuHcuXNYtmwZunbtitOnT+P+++/HuXPn8OGHH9q0b9VdklZRUQGd7o9xLEmS8Nprr2HUqFFITEzE0aNHG7B3ROSJjEbZ7oXEmPtEpDaO5D6zXxlmPxGpjRqz/9ChQ9i2bRvefPNNxMfH46abbsIrr7yCDRs24Ny5c1YfExsbi48++gijRo1Chw4dMHjwYCxevBibN29GTY2CM+f+RHUDRjExMdi3b5/F+hUrVmD06NG47bbbGqBXROTJZNn+hcSY+0SkNo7kviuzv6CgAJMmTUJgYCCCg4Nxzz33oLS0tN7HvP766xg0aBACAwMhSRIKCwstaqKjoyFJktny7LPPuuhZXMHsJyK1cTT7DQYDiouLzRaDQTzFTH2ysrIQHByMPn36mNYNHToUGo0Ge/bsUdxOUVERAgMDzQbqlVDdgNHYsWOxfv16q9tWrFiBiRMnqvZUMSJqmmSjbPdCYsx9IlIbR3Lfldk/adIk/PLLL9ixYwe2bNmCr7/+Gvfee2+9jykvL0dSUhKeeOKJeuueeuop5ObmmpaHH37YmV23wOwnIrVxNPvT09MRFBRktqSnpzvUp7y8PISHh5ut0+l0CAkJQV5enqI2Ll68iEWLFgnfL6xR3YBRamoqtm7dWuf2V199FUalM9ARETkB75bgWsx9IlIbNd4px57LEgBgxowZmDNnDv7yl7/U235AQAAiIyNNi6vnEGL2E5HaOJr9qampKCoqMltSU1Ot7mvOnDkWZ3Zeuxw+fNjh51RcXIyRI0eia9euWLBggc2PV92k10REREREjZnBYLC4DEGv10OvF99xry6iyxLGjh1rd9sA8Oyzz2LRokVo06YN7rrrLsycOdPmSxeIiDyZLTn/2GOPYerUqfXWtG/fHpGRkTh//rzZ+pqaGhQUFCAyMrLex5eUlCApKQkBAQH4+OOP4eUlvhPjtfguQEQkwEvLiIg8i6O5n56ejoULF5qtS0tLs+vo7lXOuCyhLo888ghuuOEGhISEYPfu3UhNTUVubi5eeOEFh9olImpM3PmZPywsDGFhYcK6hIQEFBYWIjs7G3FxcQCAL7/8EkajEfHx8XU+rri4GMOHD4der8emTZvg4+NjVz85YEREJMABIyIiz+Jo7qempiIlJcVsXV1HnefMmYMlS5bU296hQ4cc6o/In/vao0cPeHt747777kN6erpDZ0URETUmavzM36VLFyQlJWH69OnIyMhAdXU1kpOTMWHCBLRs2RIAcPbsWQwZMgRr165Fv379UFxcjGHDhqG8vBzvvPOOaQJu4MpAlVarVbx/DhgREQmo8L2DiIhcyNHcV9tlCbaKj49HTU0NTp06heuvv96pbRMRqZVaP/O/++67SE5OxpAhQ6DRaDBu3Di8/PLLpu3V1dU4cuQIysvLAQD79+833UGtY8eOZm2dPHkS0dHRivfNASMiIgE1Hm0gIiLXaUqXJdjj4MGD0Gg0FpfAERE1ZWr9zB8SEoJ169bVuT06OtrsrpKDBg1y2l0mG8WA0cmTJ3H8+HFERUUhNjbWrja8NTXiGq24BgCaaSrFbcEgrPGrKBDW6KorxPsqyBXWKBEii+9EoVXQH20z8XMHAE2NuM5bqhLWGLXiybuMel9xf0IVHJ1T8BrVlp8R1ui8vcX7AuCl4INa7f+fXlifmlOnhDVdOv0srPnql+7CmsRu4te6seFtfd3PGbkPAMbAFsKaWh/xnYBkBTkDAAafIGFNuXeguB2IrzM3yuIbnfp7VwtrtJL477usWvz8a4zKbrxaWCY+DbrEW1xz/rIkrPHWiXO9sFz83ErKnbMvfy/x5wcfjbL30Mpa8dkrVS1aCWuaXcoR1pw9GiCsadVZ/P7QmKgx9+25LAG4MvdRXl4ejh8/DgD46aefEBAQgDZt2iAkJARZWVnYs2cPbr75ZgQEBCArKwszZ87E3//+dzRv3tytz9FZ2V8ri//NOpO3l3h/er3yS0DqU1UtztpmPuJ9SQpeIiXPy89H/G/F16tWvDOFZG8F87D4i99nvUNDxPuqFffbGBUt7o+Cy39qvZR9fq72VvCdJrytsCYsZ5+w5ncF33uu62z/v1M1UmP2NzRln+7c6MEHH0RpaSkAoKKiAn/729/QsWNHDB8+HD179sTgwYNN24mIqPFj7hMRKfPuu+8iJiYGQ4YMwYgRI3DTTTfh9ddfN22/9rIEAMjIyEDv3r0xffp0AMDAgQPRu3dvbNq0CcCVy+c2bNiAxMREdOvWDYsXL8bMmTPN2nUFZj8RkfqpbsDo3//+t+lNbtGiRdizZw+++OILlJaW4uuvv0ZOTg4WL17cwL0kIk9iNMp2L65SUFCASZMmITAwEMHBwbjnnnsUf7CWZRl//etfIUkSPvnkE5f1USnmPhGpjSO578rsv3pZQklJCYqKirBq1Sr4+/ubtl+9LGHQoEGmdQsWLIAsyxbL1XmTbrjhBnz//fcoLCxERUUFfv31V6Smprp8smtmPxGpjVqzvyGpbsDoz6eBbd68Gc899xxuvvlm+Pr64sYbb8QLL7yAjRs3NmAPicjTWPugrXRxlUmTJuGXX37Bjh07sGXLFnz99de49957FT12+fLlkJSci+4mzH0iUhtHcp+XNCjD7CcitWH2W1LlHEZXv8jk5eWhR48eZtt69uyJM2fqnyPGYDDAYDCfA6CqygBvb94WlIhsp7YJ8A4dOoRt27bhhx9+QJ8+fQAAr7zyCkaMGIFly5aZ5rKw5uDBg3j++eexb98+REVFuavLQo7mPmA9+2urqqH3Vjb/EBHRVWrL/abKVdlfVSXzcz8R2YzZb0l1ZxgBwLx585CSkgKNRoNz586Zbbt06RL8/OqfoDQ9PR1BQUFmy9rXX3Bll4moCZONst2LwWBAcXGx2XLtB1tbZWVlITg42DRYBABDhw6FRqMx3ULTmvLyctx1111YuXKl02/B7ChHcx+wnv3L3vnYVV0moibMkdznFw7lXJX9699c6qouE1ETxuy3pLozjAYOHIgjR44AALp27YrTp0+bbd+6dSu6detWbxupqalISUkxW3fgpGNf0IjIcxkdOMU0PT0dCxcuNFuXlpaGBQsW2N1mXl6exa2OdTodQkJCkJeXV+fjZs6cif79+2P06NF279sVnJH7gPXsr/1hi/M6SkQew5HcJ2Vcmf3fHePvj4hsx+y3pLoBo8zMzHq333XXXaZJ+uqi1+stJurz9hbfepyIyNmsfZCtayLROXPmYMmSJfW2d+jQIbv6sWnTJnz55Zc4cOCAXY93JWfkPmA9+8t5ORoRkSq5Mvu9vSsd6BkREV2lugEjkfbt2zd0F4jIwzhyiqm1D7J1eeyxx4Qfjtu3b4/IyEicP3/ebH1NTQ0KCgrqvNTsyy+/xG+//Ybg4GCz9ePGjcOAAQOEH9wbEnOfiNytqV5a0Jgw+4nI3Zj9llQ5YFRRUYHs7GyEhISga9euZtsqKyvx/vvvY/LkyQ3UOyLyNO6660FYWBjCwsKEdQkJCSgsLER2djbi4uIAXBkQMhqNiI+Pt/qYOXPm4J///KfZuu7du+PFF1/EqFGjHO+8g5j7RKQmTfVuN2rD7CciNWH2W1LdpNdHjx5Fly5dMHDgQHTv3h2JiYnIzc01bS8qKsK0adMasIdE5GmMRtnuxRW6dOmCpKQkTJ8+HXv37sV3332H5ORkTJgwwXSHtLNnzyImJgZ79+4FAERGRiI2NtZsAYA2bdqgXbt2LumnUsx9IlIbR3LfVdnf1DD7iUhtmP2WVHeG0ezZsxEbG4t9+/ahsLAQM2bMwI033ojMzEy0adPG7nZlSMIao6xs/ExJXa0kfmlrtd7CGk1tjbg/3j7CGmi0wpIqn0BxM96+wpoKb3E7ACDJRmFNqVF8dwwffbCwxtvnsrhDWvFrVKsX98cr9KJ4X0oFiF9LnYKa2rxcYY1vsbimfWiAsGb3odbCmv5dxO2oiRpPT3333XeRnJyMIUOGQKPRYNy4cXj55ZdN26urq3HkyBGUl5c3YC+VcVXuA4BULZ7HQqPg376sIIsBwEsjnjPJR0GNRlsrrKn2ErdTLYvfi7SSeF9KKP1nUmsUv2c18xb3qdwgfg/VK3gd/fTi93StRlwToi8R1vhqyoQ1AZUFwhoAKFPw3qcrKxTW1DYT53FQwUlhTcm+s8KagD5Jwhq1UGPuNzWuzH5nkcRfHwAAenEcQa8ga5TsT6cTF/n4iPflpeBboI9evK+AZuL3Rz99tXhnALxrFcw9VavgPUtS8Fp7K/ilVVWJaxR8n5EVfC/UVjvv85pGwWefGr9gYU2zKvEcwKeOHxXWRHfsLKxRC2a/JdUNGO3evRtffPEFQkNDERoais2bN+PBBx/EgAEDsGvXLkW31yQiciY1np4aEhKCdevW1bk9Ojpa2G+1PC/mPhGpjVrysSlj9hOR2jD7LanukrSKigrodH+MY0mShNdeew2jRo1CYmIijh4Vj2ISEVHjwdwnIvI8zH4iIvVT3RlGMTEx2LdvH7p06WK2fsWKFQCA2267rSG6RUQeTDaKTzcm+zH3iUhtmPuux+wnIrVh9ltS3RlGY8eOxfr1661uW7FiBSZOnMhTxYjIrTj5nWsx94lIbTjxqesx+4lIbZj9llQ3YJSamoqtW7fWuf3VV1+FkSN/RORGsizbvZAYc5+I1MaR3Gf2K8PsJyK1YfZbUt0laUREasM7JhAReRbmPhGR52H2W+KAERGRAN88iIg8C3OfiMjzMPstqe6SNCIiIiIiIiIialg8w4iISMAocw4FIiJPwtwnIvI8zH5LHDAiIhLg6alERJ6FuU9E5HmY/ZZUN2D00Ucf4a9//St8fX2d2q5RFl99V6twRNGo4Eo+GZKCGiddESgpaEfjnH3VaryFNdVaH0VtVeqDhDUVNXphTYlXsLDGOyBSWKORa4U1NQqef/Pw88IaWeslrAGAGt9AYY22skxcU1MtrCkKbi2s+b3mOmGNv65CWPP1L+K/x4Hd/IQ17sI3D9dyVe4DgKwXt2n0FtfIGq2i/dXoxJlVqxG/9coKcl0LcWZJkvhvVwPxe59WUrAvhe9pkvjtEbKsoEiBaqP496ZkX1oFT81ZfVZKZ6wSFym4Y4uk4LOP0Uv8d33EP15Y0+rIj8Kaltf3ENa4A3Pf9VyZ/RqIf386rbjGS+e8vwM/XyVZI66pqhb3Se8tbsdbwUdRby/xvnx04vcHb02NeGcKyV7iz+JKaHzFnzNlL/GLZPQWf+9R8hlC6ecMo1bBZwgF3zOkWvF3gyqdgs9HCj6vnPztuLCmXYeOwhp3YPZbUt0cRnfccQeioqJw7733Ys+ePQ3dHSIi3l7TxZj7RKQ2vLWy6zH7iUhtmP2WVDdgBACPP/449u3bh4SEBMTGxmL58uW4dOlSQ3eLiDyU0Wi0eyFlmPtEpCaO5D6zXzlmPxGpCbPfkioHjO677z7s378fP/zwAwYOHIiFCxeiVatWuPPOO7Fjx46G7h4RETkZc5+IyPMw+4mI1E2VA0ZXxcXF4dVXX0Vubi7eeOMNXLhwAUlJSWjXrl29jzMYDCguLjZbqqoMbuo1ETU1slG2eyHb2Jv7gPXsN1SJr9EnIrqWI7nP7Leds7Ofn/uJyB7MfkuqGzCSrMyG6ePjg7vvvhu7du3CkSNHcNddd9XbRnp6OoKCgsyWd95Y5qouE1ETJ8tGuxcSc0buA9azf9l/Nrqiy0TUxDmS+8x+ZVyZ/eveXOqKLhNRE8fst6S6u6SJJovq2LEjFi9eXG9NamoqUlJSzNbtO+G82fmJyLM01SMGauGM3AesZ39t9laH+kZEnom573quzP6sY03zixsRuRaz35LqBoxOnjyJsLAwh9rQ6/XQ681vAevtLb71OBGRNXzzcC1n5D5gPfvLldw3mIjoGsx913Nl9nt7VzjcLhF5Hma/JdUNGLVt27ahu0BEZMbYRE8xVQvmPhGpDXPf9Zj9RKQ2zH5LqpvDCAAqKirw7bff4tdff7XYVllZibVr1zZAr4iIyFWY+0REnofZT0SkbqobMDp69Ci6dOmCgQMHonv37khMTERubq5pe1FREaZNm9aAPSQiT8O7JbgWc5+I1IZ3ynE9Zj8RqQ2z35LqLkmbPXs2YmNjsW/fPhQWFmLGjBm48cYbkZmZiTZt2rh0384cPZPgpD8YJafFKampFZdIRgVFTnyRjBqtsEausbyDxrVqZPGfsUHnq6hPIkZJ3Ocav2BhTa23sv5U+QQKa3wUvI5Sc/HtZQu8I4U1leXi+WC8teIJ5pXUfPVLubAmsZtzfq8ispGnp7qSS3Nfye9OQYZKCv8ENLI4R7VG8d+/JJgMFgC8dVXCGqOTQlvJv1lZFuc1APh6eyvYn/h1DPQVZ5+vV7VT9qWEv6ZEWBNQeUlY41NeoGh/3jofYY3m8nlxjU7BR0EvvbCkW+VOp/Qn3yj+nUV0iRPWOIq573quzH6tRvz789aKaxRE8f8TZ62P3lkfosVZq2T6Po2C7ujEMQuNRvwiaSXnfZGWJXHHJa2CjnuJXyQl72pK+qPkD0mqVXaDJk2N+L1fUlCjqaoU1uhqxd8fvBV8D9Eo+I6Zc+yQsKZNpy7CGkcx+y2p7gyj3bt3Iz09HaGhoejYsSM2b96M4cOHY8CAAThx4kRDd4+IPBCPNLgWc5+I1EatR5kLCgowadIkBAYGIjg4GPfccw9KS0vrrX/44Ydx/fXXo1mzZmjTpg0eeeQRFBUVmdXl5ORg5MiR8PX1RXh4OGbNmoWaGtfeYZjZT0Rqo9bsb0iqGzCqqKiA7k9HuyRJwmuvvYZRo0YhMTERR48ebcDeEZEnkmWj3QuJMfeJSG0cyX1XZv+kSZPwyy+/YMeOHdiyZQu+/vpr3HvvvXXWnzt3DufOncOyZcvw888/Y/Xq1di2bRvuueceU01tbS1GjhyJqqoq7N69G2vWrMHq1asxf/58lz0PgNlPROqj1uxvSKq7JC0mJgb79u1Dly7mp5ytWLECAHDbbbc1RLeIiMhFmPtERGKHDh3Ctm3b8MMPP6BPnz4AgFdeeQUjRozAsmXL0LJlS4vHxMbG4qOPPjL93KFDByxevBh///vfUVNTA51Oh+3bt+PXX3/FF198gYiICPTq1QuLFi3C7NmzsWDBAngruIzUHsx+IiL1U90ZRmPHjsX69eutbluxYgUmTpwIWfkFxUREDjMaZbsXEmPuE5HaOJL7RqMMg8GA4uJis8VgEM8HUp+srCwEBwebBosAYOjQodBoNNizZ4/idoqKihAYGGg6uycrKwvdu3dHRESEqWb48OEoLi7GL7/84lCf68PsJyK1cTT7myLVDRilpqZi69atdW5/9dVXYeRkVETkRrLRaPdCYsx9IlIbR3JfNhqRnp6OoKAgsyU9Pd2hPuXl5SE8PNxsnU6nQ0hICPLy8hS1cfHiRSxatMjsMra8vDyzwSIApp+VtmsPZj8RqY2j2d8Uqe6SNCIitWmqk9gREZF1juZ+amoqUlJSzNbp9dbvNjdnzhwsWbKk3vYOHRLfQUikuLgYI0eORNeuXbFgwQKH2yMiamr4md8SB4yIiASa6iR2RERknaO5r9fr6xwgutZjjz2GqVOn1lvTvn17REZG4vz582bra2pqUFBQgMjIyHofX1JSgqSkJAQEBODjjz+G159uKR4ZGYm9e/ea1efn55u2ERF5Cn7mt8QBIyIiAR5tICLyLO7M/bCwMISFhQnrEhISUFhYiOzsbMTFxQEAvvzySxiNRsTHx9f5uOLiYgwfPhx6vR6bNm2Cj4+PRbuLFy/G+fPnTZe87dixA4GBgejatasDz4yIqHHhZ35LqpvDiIiIiIiIzHXp0gVJSUmYPn069u7di++++w7JycmYMGGC6Q5pZ8+eRUxMjOmMoeLiYgwbNgxlZWV46623UFxcjLy8POTl5aG2thYAMGzYMHTt2hV33303/ve//+Hzzz/H3Llz8dBDDyk+S4qIiJomnmFERCTQVCexIyIi69Sa+++++y6Sk5MxZMgQaDQajBs3Di+//LJpe3V1NY4cOYLy8nIAwP79+013UOvYsaNZWydPnkR0dDS0Wi22bNmCBx54AAkJCfDz88OUKVPw1FNPue+JERGpgFqzv0HJHqqyslJOS0uTKysrm1Q7auxTU21HjX1SWztq7RN5LrX9PaqtHTX2SW3tqLFPamtHrX0iz6W2v0e1taPGPqmtHTX2SW3tqLVP5BhJlmWPvFCvuLgYQUFBKCoqQmBgYJNpR419aqrtqLFPamtHrX0iz6W2v0e1taPGPqmtHTX2SW3tqLVP5LnU9veotnbU2Ce1taPGPqmtHbX2iRzDOYyIiIiIiIiIiMgMB4yIiIiIiIiIiMgMB4yIiIiIiIiIiMiMxw4Y6fV6pKWlOXy7ULW1o8Y+NdV21NgntbWj1j6R51Lb36Pa2lFjn9TWjhr7pLZ21Non8lxq+3tUWztq7JPa2lFjn9TWjlr7RI7x2EmviYiIiIiIiIjIOo89w4iIiIiIiIiIiKzjgBEREREREREREZnhgBEREREREREREZnhgBEREREREREREZnxuAGjr7/+GqNGjULLli0hSRI++eQTu9p57bXX0KNHDwQGBiIwMBAJCQn47LPPbG5nwYIFkCTJbImJibG5nejoaIt2JEnCQw89ZHNbJSUlmDFjBtq2bYtmzZqhf//++OGHH4SPE722GzduxLBhw9CiRQtIkoSDBw/a1c6CBQsQExMDPz8/NG/eHEOHDsWePXtsbmfq1KkWr1dSUpLN7Vh73SVJwtKlS21uKz8/H1OnTkXLli3h6+uLpKQkHDt2zKwmPT0dffv2RUBAAMLDwzFmzBgcOXLErOb111/HoEGDEBgYCEmSUFhYaNEXpW3dd9996NChA5o1a4awsDCMHj0ahw8ftrmdQYMGWbxG999/v03tnDp1qs7X+//au/egKK/7DeDPgoCILAIucl1QSZDUBAe0yhjBqAVUBNFJbKKGiJiJhdZm4g2NReskIRnjTKu2uemaGKWWpoqJqUaN1w5qIQrEGAUEDRjUKGBYKJfl+/uDH1vXXXdZLiHC85nhD877vt/3nAPznJmzlzcrK8vkGIkAZn97MPutq8PsZ/bTzx+z3zJmv3V1mP3M/r6mz20YabVahISEYMuWLZ2q4+vri4yMDOTl5SE3NxeTJk1CfHw8Lly4YHWtX/ziF/j+++/1P6dOnbK6xn/+8x+DGocOHQIAPP3001bXSk5OxqFDh7Bjxw4UFhYiKioKU6ZMQUVFhdnrLM2tVqvFk08+iTfffLNTdR599FFs3rwZhYWFOHXqFAICAhAVFYVbt25ZVQcAYmJiDOYtMzPT6v7ce/3333+Pbdu2QaFQYPbs2VbVEhHMnDkTV65cQXZ2Ns6dOwd/f39MmTIFWq1Wf97x48eRkpKC06dP49ChQ2hqakJUVJTBOXV1dYiJicGqVaseOPb21goLC4NGo8HFixdx8OBBiAiioqKg0+msqgMAixYtMpirt956y6r++Pn5Gc33unXrMHDgQEydOtXsWKlvY/Zbxuy3rj/MfmY//fwx+y1j9lvXH2Y/s7/PkT4MgOzZs6fL6rm6usoHH3xg1TXp6ekSEhLSZX1os2TJEhk+fLi0tLRYdV1dXZ3Y2trKZ599ZtAeGhoqq1evbncdc3NbWloqAOTcuXOdqtOmpqZGAMjhw4etqpOYmCjx8fEW+2Btf+Lj42XSpElW17p06ZIAkK+//lrfptPpRKVSyfvvv//AOjdv3hQAcvz4caNjR48eFQBSVVVlsT+WarXJz88XAFJcXGxVncjISFmyZEm7+mFNf0aNGiVJSUlW1aW+jdlvjNnf+f4w+5n99PPG7DfG7O98f5j9zP7ers+9w6g76HQ6/O1vf4NWq0V4eLjV1xcVFcHb2xvDhg3D3Llzce3atU71p7GxER9//DGSkpKgUCisura5uRk6nQ79+/c3aHd0dOzQKyDdrbGxEe+99x5cXFwQEhJi9fXHjh2Dh4cHgoKCsHjxYty+fbtT/blx4wb279+PhQsXWn1tQ0MDABjMvY2NDRwcHMzOfU1NDQDAzc3N6ntaW0ur1UKj0WDo0KHw8/Ozus7OnTsxePBgjBw5Emlpaairq+tUf/Ly8nD+/PkOzTdRZzH7ew6zn9nP7KeewuzvOcx+Zj+zvwf09I5VT0InX2koKCgQJycnsbW1FRcXF9m/f7/VNT7//HP5+9//Lvn5+XLgwAEJDw8XtVotd+/e7XC/du/eLba2tlJRUdGh68PDwyUyMlIqKiqkublZduzYITY2NvLoo4+2u4a5ue2KVxo+/fRTcXJyEoVCId7e3nL27Fmr62RmZkp2drYUFBTInj17JDg4WMaMGSPNzc1W96fNm2++Ka6urlJfX2+2P6ZqNTY2ilqtlqefflru3LkjDQ0NkpGRIQAkKirKZA2dTifTp0+X8ePHmzxuzSsN5mpt2bJFnJycBIAEBQWZfZXhQXXeffddOXDggBQUFMjHH38sPj4+kpCQ0KH+tFm8eLEEBwdbHBvRvZj9pjH7mf33Y/ZTb8LsN43Zz+y/H7Of7sUNo04sHA0NDVJUVCS5ubmycuVKGTx4sFy4cKFTfaqqqhKlUmn1W1zvFRUVJbGxsR2+vri4WCIiIgSA2NraypgxY2Tu3LkyYsSIdtfo7oWjtrZWioqKJCcnR5KSkiQgIEBu3LjRof60KSkp6dBbXO8VFBQkqampZu9jrlZubq6EhITo5z46OlqmTp0qMTExJmu89NJL4u/vL999953J49YsHOZqVVdXy+XLl+X48eMyY8YMCQ0NfeDiaKlPbY4cOWL2La6W6tTV1YmLi4ts2LDBwsiIDDH7TWP2M/vvx+yn3oTZbxqzn9l/P2Y/3YsbRl34WebJkyfLiy++2Ok6o0ePlpUrV3bo2rKyMrGxsZG9e/d2uh+1tbVy/fp1ERF55plnZNq0ae2+trsXjvsFBgbK66+/3uk6gwcPlnfeeadDdU6cOCEA5Pz58xbvY6lWdXW13Lx5U0REfvnLX8pvfvMbo3NSUlLE19dXrly58sB7tHfhaE+tNg0NDTJgwADZtWtXp+rU1tYKADlw4ECH6nz00UdiZ2ennyei9mL2m8fst64Os5/ZTw8HZr95zH7r6jD7mf19Bb/DqAu1tLToP4/aUbW1tSgpKYGXl1eHrtdoNPDw8MD06dM71Q8AcHJygpeXF6qqqnDw4EHEx8d3umZ36Yq5Ly8vx+3btzs891u3bkVYWFiHPlN9PxcXF6hUKhQVFSE3N9dg7kUEqamp2LNnD7788ksMHTq0w/fpSC1p3Wg2mO+O1Gl7vOq9821Nna1btyIuLg4qlcrivYi6E7O/5zD7O4bZT9R5zP6ew+zvGGY/dUS/nu7AT622thbFxcX630tLS3H+/Hm4ublBrVa3u05aWhqmTp0KtVqNH3/8Ebt27cKxY8dw8OBBq/qzdOlSzJgxA/7+/rh+/TrS09Nha2uLZ5991qo6QGt4ajQaJCYmol+/jv9p2x6hGBQUhOLiYixbtgwjRozAggULzF5naW7v3LmDa9eu4fr16wCAS5cuAQA8PT3h6enZrjru7u547bXXEBcXBy8vL/zwww/YsmULKioqjB4laq6Om5sb1q1bh9mzZ8PT0xMlJSVYvnw5AgMDER0dbdW4AODu3bvIysrC22+/3ak5ysrKgkqlglqtRmFhIZYsWYKZM2ciKipKf01KSgp27dqF7OxsODs7o7KyEkDrYuPo6AgAqKysRGVlpf5ehYWFcHZ2hlqtNvgiOUu1rly5gt27dyMqKgoqlQrl5eXIyMiAo6Mjpk2b1u46JSUl2LVrF6ZNmwZ3d3cUFBTg5ZdfRkREBJ544gmrxgYAxcXFOHHiBD7//HOz803UhtlvGbOf2c/sp96G2W8Zs5/Zz+wns37S9zP9DLS9Ve/+n8TERKvqJCUlib+/v9jb24tKpZLJkyfLF198YXV/5syZI15eXmJvby8+Pj4yZ84cs18sZs7BgwcFgFy6dKlD17fZvXu3DBs2TOzt7cXT01NSUlKkurra4nWW5laj0Zg8np6e3u469fX1kpCQIN7e3mJvby9eXl4SFxdn8svvzNWpq6uTqKgoUalUYmdnJ/7+/rJo0SKprKy0elwirV/s5ujoaHGeLNX605/+JL6+vmJnZydqtVpeffVVaWhoMKhh6noAotFo9Oekp6dbPKc9tSoqKmTq1Kni4eEhdnZ24uvrK88995x8++23VtW5du2aREREiJubmzg4OEhgYKAsW7ZMampqrB6biEhaWpr4+fmJTqczO99EbZj9ljH7rRuXCLOf2U8/d8x+y5j91o1LhNnP7O9bFCIiICIiIiIiIiIi+n/8DiMiIiIiIiIiIjLADSMiIiIiIiIiIjLADSMiIiIiIiIiIjLADSMiIiIiIiIiIjLADSMiIiIiIiIiIjLADSMiIiIiIiIiIjLADSMiIiIiIiIiIjLADSMiIiIiIiIiIjLADSP6SWzfvh0KhQLbt29v9zUBAQEICAjotj5ZS6FQYOLEid1W/9ixY1AoFFi7dm233YOI6KfE7LeM2U9EvQ2z3zJmPz0suGHUi5WVlUGhUBj82NnZwcfHB8888wxyc3N7uotERNTFmP1ERH0Ps5+IukO/nu4Adb/hw4dj3rx5AACtVou8vDxkZWVh7969OHz4MCIiIrq9DwkJCRg3bhy8vLy6/V7d5eLFixgwYEBPd4OIqF2Y/V2D2U9EDxNmf9dg9hO14oZRHxAYGGj0dseMjAykpaVhzZo1OH78eLf3wcXFBS4uLt1+n+40YsSInu4CEVG7Mfu7BrOfiB4mzP6uwewnasWPpPVRCxcuBADk5eUZHWtsbMTGjRsRGhoKJycnODs7Y8KECdi3b5/RuTU1NfjDH/6Axx57DAMHDoRSqURgYCASExNx9epV/XnmPsucnZ2NMWPGwNHREUOGDMGiRYtQVVVlst8TJ06EQqEweeyFF16AQqFAWVmZyXtMnjwZrq6u6N+/P0aOHIkNGzZAp9OZrGWKqc8yt92ztLQUf/7znzFixAg4ODjA398f69atQ0tLi1Gd+vp6rFy5En5+fvq+vP/++2bvXVpaiuTkZKjVajg4OMDLywsvvPCCwRw3NDRg1KhR6NevH/79738bXG/uGBH1Hcx+Zj8R9T3MfmY/UUfxHUZ9XL9+hv8CDQ0NiImJwbFjxzBq1CgsXLgQTU1N2L9/P+Lj47Fp0yakpqYCAEQE0dHROHPmDMaPH4+YmBjY2Njg6tWr2LdvH+bPnw9/f3+z9//oo4+QmJgIpVKJ+fPnY9CgQfjss88wZcoUNDY2wt7evtNjTEtLQ0ZGBnx8fDBr1iy4uLjg5MmTWLZsGc6cOYOsrKxO32PZsmU4fvw4YmNjER0djb1792Lt2rVobGzEa6+9pj+vpaUFcXFxOHz4MB5//HE899xzuH37Nl5++WU89dRTJmufOXMG0dHR0Gq1iI2NxSOPPIKysjLs3LkT//rXv5CTk4Nhw4bBwcEBmZmZCAsLw9y5c5Gfn69/dWf58uXIz8/H2rVrMX78+E6Pl4gebsx+Zj8R9T3MfmY/kdWEeq3S0lIBINHR0UbHXn/9dQEg06dPN2hftWqVAJA1a9ZIS0uLvv3u3bsyevRosbe3l4qKChERKSgoEAAyc+ZMo/r//e9/5ccff9T/rtFoBIBoNBp9W01NjSiVSnFycpJLly7p2xsbGyUiIkIAiL+/v0HdyMhIedC/bWJiogCQ0tJSfdsXX3yhn4Pa2lp9e0tLi7z00ksCQP7xj3+YrHc/ABIZGWnynkOHDpXr16/r22/duiWDBg0SZ2dnaWhoMJqHmJgYaW5u1rcXFBSIvb29AJD09HSDuQgICBBnZ2f56quvDO598uRJsbW1ldjYWIP2d955RwDInDlzRERk//79AkCefPJJg3sSUe/E7Gf2izD7ifoaZj+zX4TZT12PG0a9WNvCMXz4cElPT5f09HRZunSpPPXUUwJAhgwZIt98843+fJ1OJ66urjJ8+HCDRaPNvn37BIBs2rRJRP63cDz77LMW+2Jq4fjwww8FgPz2t781Ov/kyZNdsnDExcUJALl69arR+dXV1aJQKGT27NkW+y9ifuHYtm3bA/tTUFCgb2ub+7y8PKPzFy5caLRw/POf/xQA8sc//tFkn2bNmiU2NjZSU1Nj0J6QkCAA5I033hCVSiWDBg0yOQdE1Psw+5n9zH6ivofZz+xn9lN34EfS+oCSkhKsW7fOoM3T0xMnT55EYGCgvu3SpUuoqqqCt7e30fkAcOvWLQDAt99+CwAIDg7GE088gczMTJSXl2PmzJmYOHEiRo0aBRsby1+PlZ+fDwCYMGGC0bHw8HCjt812xOnTp+Hk5IRt27aZPO7o6KgfT2eEhYUZtfn6+gIAqqur9W35+flwcnJCaGio0fkTJkzA1q1bDdpOnz4NoPVvc/8XGAJAZWUlWlpacPnyZYwePVrf/sEHH+Ds2bNIS0sDAOzevRtqtdrqcRHRw4vZz+xn9hP1Pcx+Zj+zn7oSN4z6gOjoaBw4cABAa/h/+OGHWLFiBeLi4nD27FkMHDgQAHDnzh0AwIULF3DhwoUH1tNqtQBaPwf95ZdfYu3atfjkk0/wyiuvAABUKhVSU1OxevVq2NraPrBOTU0NAMDDw8PomK2tLdzd3TswWkN37txBc3OzyYWwTdt4OkOpVBq1tS18937BXk1NDfz8/EzWGDJkiFFb299k586dZu9//xjc3NwQERGBzMxM+Pr6IiEhwfwAiKjXYfYz+5n9RH0Ps5/Zz+ynrsSnpPUxKpUKS5cuxapVq3Dx4kW8+uqr+mNt4Td79mxI68cVTf5oNBr9Ne7u7ti0aRMqKirwzTffYPPmzXBzc0N6ejreeusts31p+2K2mzdvGh3T6XS4ffu2UXvbKxjNzc1Gx9oWonsplUq4u7ubHU9paanZfnYlFxcX/Ss297tx44ZRW9vf5NNPPzU7hsjISIPrPvnkE2RmZsLd3R3l5eVYvXp11w+GiB4azH5mPxH1Pcx+Zj9RZ3HDqI9atWoVvL298Ze//EX/OMrg4GAolUrk5uaiqanJqnoKhQLBwcFISUnBoUOHAMDk4zjvFRISAgA4efKk0bGcnByTi4OrqysAoKKiwqC9paVF/1bXe40dOxa3b99GUVFR+wbSzUJCQqDVavHVV18ZHTM1D2PHjgXQOh/tVV5ejkWLFkGlUuHcuXMYN24cNmzYgCNHjnS840TUKzD7ewazn4h6ErO/ZzD7qTfghlEf5ejoiBUrVqCpqQnr168H0PpWysWLF+Pq1atYunSpycXj66+/1r8yUFZWpl907tW2Y96/f3+zfYiPj4dSqcS2bdtw+fJlfXtTU5PBKyD3GjNmDABg+/btBu0bN240+YrB7373OwBAUlKSyVcuKisrcfHiRbP97Erz588HAKxevdrgLauFhYXYsWOH0fnx8fFQq9XYuHEjTpw4YXS8qakJp06d0v/e0tKCefPmoaqqChqNBn5+fti5cyecnZ3x/PPP44cffuiGURHRw4LZ34rZT0R9CbO/FbOfqAO64Iuz6WfK3OM1RUTq6+vF29tb+vXrJ8XFxSLS+ljMX/3qV/qnLCxYsEBWrFgh8+bNk5CQEAEgOTk5IiKyZ88eUSgUMnbsWFmwYIGkpaXJ888/L0qlUmxsbCQ7O1t/L1NPSxAR2b59uwAQpVIpL774oixbtkyCg4MlNDRUvLy8jJ6WUFlZKa6urvrHer7yyisSGRkp7u7u+icp3Pu0BBGRNWvWCAAZNGiQ/PrXv5YVK1ZIcnKyTJw4UWxtbeWNN95o13zCzNMS7r+niEh6eroAkKNHj+rbdDqdTJkyRQDI448/LsuXL5fk5GRxcnKS2NhYo6cliIicPXtW3N3dBYBMmjRJlixZIr///e8lISFBBg8eLEFBQfpz169fLwAkNTXVoMaOHTsEgMyYMaNdYyWihxezvxWzn9lP1Jcw+1sx+5n91LW4YdSLWVo4REQ2bdokAGT+/Pn6tubmZnn33Xdl/PjxolQqxcHBQdRqtcTExMhf//pXqa2tFRGR7777TlauXCnjxo0TDw8Psbe3F7VaLbNmzdIvLm0etHCItC5AYWFh4uDgIB4eHpKcnCx37twRf39/o4VDROT8+fMyefJkGTBggCiVSomPj5eioiKzIX7o0CGZMWOGqFQqsbOzE09PTwkPD5f169fLtWvX2jWfXbFwiIhotVpZvny5+Pj4iIODgzz22GPy3nvvydGjR00uHCIi5eXlsmTJEnnkkUfEwcFBlEqlBAcHS3Jyshw5ckRERHJycqRfv34ycuRIqa+vN6oxd+5cASCbN29u13iJ6OHE7P8fZj+zn6ivYPb/D7Of2U9dRyEi0sE3JxERERERERERUS/E7zAiIiIiIiIiIiID3DAiIiIiIiIiIiID3DAiIiIiIiIiIiID3DAiIiIiIiIiIiID3DAiIiIiIiIiIiID3DAiIiIiIiIiIiID3DAiIiIiIiIiIiID3DAiIiIiIiIiIiID3DAiIiIiIiIiIiID3DAiIiIiIiIiIiID3DAiIiIiIiIiIiID3DAiIiIiIiIiIiID/wfW04WeAVfYVQAAAABJRU5ErkJggg==",
      "text/plain": [
       "<Figure size 1400x400 with 6 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Interpret modesl by checking correlations against input features (pairwise distances)\n",
    "\n",
    "fig, axes = plt.subplots(1, 3, figsize=(14, 4))\n",
    "\n",
    "all_feats = np.concatenate(coords_torch)\n",
    "num_features = all_feats.shape[1]\n",
    "nres = trjs[0].n_residues\n",
    "\n",
    "for evec_idx, ax in enumerate(axes):\n",
    "\n",
    "    heatmap = np.zeros((nres, nres))\n",
    "    correlations = np.zeros(num_features)\n",
    "    cnt = 0\n",
    "    \n",
    "    for i in range(num_features):\n",
    "        correlations[i], _ = pearsonr(all_feats[:, i], evecs[:, evec_idx + 1])\n",
    "\n",
    "    for i in range(len(heatmap)):\n",
    "        for j in range(i+1, nres):\n",
    "            heatmap[i, j] = correlations[cnt]\n",
    "            heatmap[j, i] = correlations[cnt]\n",
    "            cnt += 1\n",
    "\n",
    "    mask = np.triu(np.ones_like(heatmap, dtype=bool))\n",
    "    sns.heatmap(heatmap, mask=mask, cmap='coolwarm', ax=ax)\n",
    "\n",
    "    ax.set_title(f'$\\psi_{evec_idx+1}$ Correlations', fontsize=18)\n",
    "    ax.set_xlabel('Residue index', fontsize=14)\n",
    "    \n",
    "    ax.set_xticklabels(1 + 2*np.arange(14))\n",
    "    ax.set_yticklabels(1 + 2*np.arange(14))\n",
    "    \n",
    "axes[0].set_ylabel('Residue index', fontsize=14)\n",
    "    "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 60,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "oZaGauedxooQ",
    "outputId": "03202d1d-ae62-4930-f3bb-73889a9fd2b1"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(torch.Size([2000, 6]), 10, (20000, 6), (20000, 7))"
      ]
     },
     "execution_count": 60,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# convert to MDN format\n",
    "\n",
    "CVs = [model_snrv.transform(x).cpu().detach()[:, 1:] for x in coords_torch]\n",
    "CVs_cat = evecs[:, 1:]\n",
    "CVs[0].shape, len(CVs), CVs_cat.shape, evecs.shape"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "5m3PTMfixooQ"
   },
   "source": [
    "# MDN propagator"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 61,
   "metadata": {
    "id": "7FIx4FKkxooQ"
   },
   "outputs": [],
   "source": [
    "model_mdn = Propagator(dim = CVs[0].size(1))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 62,
   "metadata": {
    "id": "JfOnszmuxooQ"
   },
   "outputs": [],
   "source": [
    "lag_mdn = 50   # set to same as SRV but this does not need to be the case\n",
    "\n",
    "load_pretrained_mdn = True\n",
    "save_new_model = False\n",
    "model_save_path = f'{load_path}model_mdn-100.pth'\n",
    "\n",
    "if load_pretrained_mdn:\n",
    "    model_mdn.load_state_dict(torch.load(model_save_path))\n",
    "    model_mdn.is_fit = True\n",
    "\n",
    "else:\n",
    "    model_mdn.fit(CVs, lag = lag_mdn, max_epochs=100)\n",
    "    if save_new_model:\n",
    "        torch.save(model_mdn.state_dict(), model_save_path)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 67,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 66,
     "referenced_widgets": [
      "a265a194da534731b6b305d9069419b0",
      "69fb463e4770463fb04b3781ace97adc",
      "4dafe92566884aeca865967db3404f6a",
      "fe676ffd006248fcaa6846696a83b2be",
      "c4c57a5ab8df4fcc927523f1974b93e4",
      "fbdbbd6f6c994cc18f3d565ffef2749b",
      "9ff65c2041b04074a9a042f4cda147c9",
      "77d8869a722e44a58202f40f02f879b6",
      "feff86c0fd374ea28783a76e578f7fde",
      "d0085ca6f27b41c789cf2f661a1e71a1",
      "8744bb0f7f1c40758d98c27ea017eb1b"
     ]
    },
    "id": "0b9rNOjLxooQ",
    "outputId": "6d27983f-873b-4277-b6af-bce9fad4067a"
   },
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "d381756419064e72ae36e12b6b860755",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "  0%|          | 0/20000 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
       "torch.Size([20000, 6])"
      ]
     },
     "execution_count": 67,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# generate 10x longer synthetic traj\n",
    "\n",
    "n_steps = len(CVs_cat) #10 * len(evecs) / lag_n\n",
    "x = CVs[0][0][None]\n",
    "synthetic_traj_CVs = model_mdn.gen_synthetic_traj(x, n_steps)\n",
    "synthetic_traj_CVs.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 68,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 713
    },
    "id": "mv_La65_xooQ",
    "outputId": "32c0c3d4-f39c-4d19-ae33-85c1bc31a4c5"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.5, 0, 'Simulation Time (ms)')"
      ]
     },
     "execution_count": 68,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x800 with 6 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axes = plt.subplots(6, figsize=(8, 8), sharex=True)\n",
    "\n",
    "x = 0.01*np.arange(len(evecs))  # convert to ms\n",
    "\n",
    "for evec_idx, ax in enumerate(axes):\n",
    "    #ax.plot(x, evecs[:, evec_idx+1], label='DES-MD')\n",
    "    ax.plot(x, CVs_cat[:, evec_idx], label='DES-MD')\n",
    "    \n",
    "    ax.plot(x, synthetic_traj_CVs[:, evec_idx], label='MDN')\n",
    "    ax.set_ylabel(f'$\\psi_{evec_idx+1}$')\n",
    "    \n",
    "axes[-1].legend(fontsize=14)\n",
    "axes[-1].set_xlabel('Simulation Time (ms)', fontsize=16)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 71,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 607
    },
    "id": "MfNsPT4xxooQ",
    "outputId": "8534ac45-8897-4c87-c603-ac7f5b6a30e1"
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/scratch/midway2/mikejones/conda_env/torchcfm_11.8/lib/python3.10/site-packages/seaborn/_oldcore.py:1119: FutureWarning: use_inf_as_na option is deprecated and will be removed in a future version. Convert inf values to NaN before operating instead.\n",
      "  with pd.option_context('mode.use_inf_as_na', True):\n",
      "/scratch/midway2/mikejones/conda_env/torchcfm_11.8/lib/python3.10/site-packages/seaborn/_oldcore.py:1119: FutureWarning: use_inf_as_na option is deprecated and will be removed in a future version. Convert inf values to NaN before operating instead.\n",
      "  with pd.option_context('mode.use_inf_as_na', True):\n",
      "/scratch/midway2/mikejones/conda_env/torchcfm_11.8/lib/python3.10/site-packages/seaborn/_oldcore.py:1119: FutureWarning: use_inf_as_na option is deprecated and will be removed in a future version. Convert inf values to NaN before operating instead.\n",
      "  with pd.option_context('mode.use_inf_as_na', True):\n",
      "/scratch/midway2/mikejones/conda_env/torchcfm_11.8/lib/python3.10/site-packages/seaborn/_oldcore.py:1119: FutureWarning: use_inf_as_na option is deprecated and will be removed in a future version. Convert inf values to NaN before operating instead.\n",
      "  with pd.option_context('mode.use_inf_as_na', True):\n",
      "/scratch/midway2/mikejones/conda_env/torchcfm_11.8/lib/python3.10/site-packages/seaborn/_oldcore.py:1119: FutureWarning: use_inf_as_na option is deprecated and will be removed in a future version. Convert inf values to NaN before operating instead.\n",
      "  with pd.option_context('mode.use_inf_as_na', True):\n",
      "/scratch/midway2/mikejones/conda_env/torchcfm_11.8/lib/python3.10/site-packages/seaborn/_oldcore.py:1119: FutureWarning: use_inf_as_na option is deprecated and will be removed in a future version. Convert inf values to NaN before operating instead.\n",
      "  with pd.option_context('mode.use_inf_as_na', True):\n",
      "/scratch/midway2/mikejones/conda_env/torchcfm_11.8/lib/python3.10/site-packages/seaborn/_oldcore.py:1119: FutureWarning: use_inf_as_na option is deprecated and will be removed in a future version. Convert inf values to NaN before operating instead.\n",
      "  with pd.option_context('mode.use_inf_as_na', True):\n",
      "/scratch/midway2/mikejones/conda_env/torchcfm_11.8/lib/python3.10/site-packages/seaborn/_oldcore.py:1119: FutureWarning: use_inf_as_na option is deprecated and will be removed in a future version. Convert inf values to NaN before operating instead.\n",
      "  with pd.option_context('mode.use_inf_as_na', True):\n",
      "/scratch/midway2/mikejones/conda_env/torchcfm_11.8/lib/python3.10/site-packages/seaborn/_oldcore.py:1119: FutureWarning: use_inf_as_na option is deprecated and will be removed in a future version. Convert inf values to NaN before operating instead.\n",
      "  with pd.option_context('mode.use_inf_as_na', True):\n",
      "/scratch/midway2/mikejones/conda_env/torchcfm_11.8/lib/python3.10/site-packages/seaborn/_oldcore.py:1119: FutureWarning: use_inf_as_na option is deprecated and will be removed in a future version. Convert inf values to NaN before operating instead.\n",
      "  with pd.option_context('mode.use_inf_as_na', True):\n",
      "/scratch/midway2/mikejones/conda_env/torchcfm_11.8/lib/python3.10/site-packages/seaborn/_oldcore.py:1119: FutureWarning: use_inf_as_na option is deprecated and will be removed in a future version. Convert inf values to NaN before operating instead.\n",
      "  with pd.option_context('mode.use_inf_as_na', True):\n",
      "/scratch/midway2/mikejones/conda_env/torchcfm_11.8/lib/python3.10/site-packages/seaborn/_oldcore.py:1119: FutureWarning: use_inf_as_na option is deprecated and will be removed in a future version. Convert inf values to NaN before operating instead.\n",
      "  with pd.option_context('mode.use_inf_as_na', True):\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x800 with 6 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# histograms of all evecs across time -- ensures thermodynamics are approximately reproduced\n",
    "\n",
    "fig, axes = plt.subplots(6, figsize=(8, 8), sharex=False)\n",
    "\n",
    "evecs = np.array(evecs)\n",
    "synthetic_traj_CVs = np.array(synthetic_traj_CVs)\n",
    "evecs[np.isinf(evecs)] = np.nan\n",
    "synthetic_traj_CVs[np.isinf(synthetic_traj_CVs)] = np.nan\n",
    "\n",
    "for evec_idx, ax in enumerate(axes):\n",
    "    #sns.kdeplot(evecs[:, evec_idx+1], ax=ax, label='DES', fill=True)\n",
    "    sns.kdeplot(CVs_cat[:, evec_idx], ax=ax, label='DES-MD', fill=True)\n",
    "    \n",
    "    sns.kdeplot(synthetic_traj_CVs[:, evec_idx], ax=ax, label='MDN', fill=True)\n",
    "    ax.set_ylabel('')\n",
    "    ax.set_xlabel(f'$\\psi_{evec_idx+1}$', fontsize=16)\n",
    "\n",
    "axes[0].legend(fontsize=14)\n",
    "axes[3].set_ylabel(' '*20 + 'Density', fontsize=16)\n",
    "\n",
    "plt.tight_layout()\n",
    "plt.show()\n",
    "\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "CTJfZx-pxooQ"
   },
   "source": [
    "# DDPM Decoder"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 72,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "PH9Dodn6xooR",
    "outputId": "9c8f5221-4e8b-42cd-8a2a-4f865aac14e1"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "10 torch.Size([1800, 84])\n",
      "10 torch.Size([1800, 6])\n",
      "10 torch.Size([200, 84])\n",
      "10 torch.Size([200, 6])\n"
     ]
    }
   ],
   "source": [
    "test_perc = 0.1\n",
    "n_test = int(trjs[0].xyz.shape[0]*test_perc)\n",
    "n_train = (trjs[0].xyz.shape[0] - n_test)\n",
    "\n",
    "xyz_train = [torch.tensor(trj.xyz[n_test:].reshape(n_train, -1)).float() for trj in trjs]\n",
    "CVs_train = [cv[n_test:] for cv in CVs]\n",
    "\n",
    "xyz_test = [torch.tensor(trj.xyz[:n_test].reshape(n_test, -1)).float() for trj in trjs]\n",
    "CVs_test = [cv[:n_test] for cv in CVs]\n",
    "\n",
    "print(len(xyz_train), xyz_train[0].shape)\n",
    "print(len(CVs_train), CVs_train[0].shape)\n",
    "\n",
    "print(len(xyz_test), xyz_test[0].shape)\n",
    "print(len(CVs_test), CVs_test[0].shape)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 75,
   "metadata": {
    "id": "pSaC89gLxooR"
   },
   "outputs": [],
   "source": [
    "# uses 1000 steps by default, but 50-100 will be much faster and should work fine\n",
    "\n",
    "n_timesteps = 100\n",
    "n_epochs = 40\n",
    "\n",
    "model_ddpm = DDPM(xyz_train[0].shape[1], CVs_train[0].shape[1], timesteps=n_timesteps)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 76,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "3uT5DMGvxooR",
    "outputId": "12c3cbf5-b21d-4404-d069-26317dab7bf5",
    "scrolled": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CPU times: user 2 µs, sys: 0 ns, total: 2 µs\n",
      "Wall time: 4.05 µs\n"
     ]
    }
   ],
   "source": [
    "%time\n",
    "\n",
    "load_pretrained_ddpm = True\n",
    "save_new_model = False\n",
    "model_save_path = f'{load_path}model_ddpm-{n_epochs}-eps-{n_timesteps}-ts.pth'\n",
    "\n",
    "if load_pretrained_ddpm:\n",
    "    model_ddpm.load_state_dict(torch.load(model_save_path))\n",
    "    model_ddpm.is_fit = True\n",
    "    \n",
    "else:\n",
    "    model_ddpm.is_fit = False\n",
    "    model_ddpm.fit(xyz_train, CVs_train, max_epochs=n_epochs)\n",
    "    if save_new_model:\n",
    "        torch.save(model_ddpm.state_dict(), model_save_path)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 77,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 49,
     "referenced_widgets": [
      "7fa14b3acfc14a80a8c9c28fdc03ef7c",
      "3ccf301a70104f39b939a3aada2a8614",
      "9c94dc0e7d764ed2af3e1e8f6aeda23e",
      "5acdce56358447e7bf53a123de02a7d5",
      "1112a927c70c410d82879db938416911",
      "d3098a065c9c4ed68372e115838e687a",
      "af27fbc17f0b4f2c84cb5143ff800be1",
      "735ccb0d548a47569c2a8ff9ed623b5a",
      "d035e64465af4d6cac797ace4fc2a743",
      "f9ee09c0f0f0444589cee9880c63a317",
      "94fff22edf7045dca380106f0ccfd78b"
     ]
    },
    "id": "WyTCVBGVxooZ",
    "outputId": "e3062188-aa1b-4198-df44-bed19e8081c2"
   },
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "575c8186cc44410da8a4edf71f2e3ffe",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "sampling loop time step:   0%|          | 0/100 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "(2000, 28, 3) (2000, 28, 3)\n"
     ]
    }
   ],
   "source": [
    "# Decode a set of real SRV coordinates first and check adherence to conditioning\n",
    "# Decoding 10% of the total test set evenly strided (10_000 total)\n",
    "\n",
    "trj_ref = md.join([trj[:n_test] for trj in trjs])\n",
    "CVs_ref = torch.Tensor(np.concatenate([cv.numpy() for cv in CVs_test]))  #np.array([cv[0] for cv in CVs_test])\n",
    "\n",
    "xyz_gen = model_ddpm.generate(torch.Tensor(CVs_ref))\n",
    "xyz_gen = xyz_gen.reshape(xyz_gen.size(0), -1 , 3).numpy()\n",
    "\n",
    "fake_trj = md.Trajectory(xyz = xyz_gen, topology=trjs[0].top)\n",
    "fake_trj = md.join([ft.superpose(rf) for ft, rf in zip(fake_trj, trj_ref)])\n",
    "\n",
    "print(trj_ref.xyz.shape, fake_trj.xyz.shape)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 78,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 317,
     "referenced_widgets": [
      "932a7d834bc74bba9e4ece67bfcdc125",
      "e7908a8f428a423e828749d0b98bc7a3",
      "de2da28277634e7e9cad4a30aaf78e47",
      "16d7968bd594414f9c96fad917609043",
      "b1e60d94fe6e40f2b3e4b1f7760e36ec",
      "8937091690994f00a9ef06eb205310fc",
      "091ace719fff427c9426dcd0fc154f6c",
      "bf5e77f431424098b2d7f66c49993257",
      "8a98c95c177c444d8479073cea338d1a",
      "5f78dcda1cff40efbb655e5c74a2e08d",
      "a0cf6b3f822c46268c3eb120618dcdce",
      "73e5abf2bc9d4434a450f60a8b749b30",
      "b633cc93c97143e2bc3681f14482df8c"
     ]
    },
    "id": "SVh1VbTexooZ",
    "outputId": "ed60f841-ddfb-4067-c27c-872ce21d05c8"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2000 2000\n"
     ]
    }
   ],
   "source": [
    "import random\n",
    "\n",
    "rmsds_aligned = []\n",
    "for f_gen, f_ref in zip(fake_trj, trj_ref):\n",
    "    rmsds_aligned.append(md.rmsd(f_gen, f_ref)[0])\n",
    "    \n",
    "rmsds_random = []\n",
    "rand_list = list(range(len(trj_ref)))\n",
    "random.shuffle(rand_list)\n",
    "for f_gen, f_ref in zip(fake_trj, [trj_ref[i] for i in rand_list]):\n",
    "    rmsds_random.append(md.rmsd(f_gen, f_ref)[0])\n",
    "    \n",
    "print(len(rmsds_aligned), len(rmsds_random))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 79,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 344
    },
    "id": "76Hh9cHLxooZ",
    "outputId": "a157336e-f953-47e7-ef47-4b1c58f4ca83"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0.72823745\n",
      "0.8513487\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "x = np.arange(len(rmsds_aligned))\n",
    "plt.hist(rmsds_aligned, bins=100, alpha=0.5, color='blue', density=True)\n",
    "plt.hist(rmsds_random, bins=100, alpha=0.5, color='red', density=True)\n",
    "\n",
    "plt.axvline(np.mean(rmsds_aligned), linestyle='dashed', c='blue', label='Matched')\n",
    "plt.axvline(np.mean(rmsds_random), linestyle='dashed', c='red', label='Random')\n",
    "\n",
    "plt.legend(fontsize=16)\n",
    "plt.xlabel('RMSD to reference (nm)', fontsize=18)\n",
    "plt.ylabel('Density', fontsize=18)\n",
    "\n",
    "print(np.mean(rmsds_aligned))\n",
    "print(np.mean(rmsds_random))\n",
    "\n",
    "# values 0.658, 0.856 for 100 diffusion steps"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 80,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0.335\n",
      "(54000,)\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# get the rmsd\n",
    "\n",
    "import pandas as pd\n",
    "\n",
    "fig, axes = plt.subplots(figsize=(12, 4))\n",
    "\n",
    "bonds = np.array([[i, i+1] for i in range(trj_ref.top.n_residues - 1)])\n",
    "ref_dists = md.compute_distances(trj_ref, bonds)\n",
    "gen_dists = md.compute_distances(fake_trj, bonds)\n",
    "\n",
    "ref_dists = np.concatenate(ref_dists)\n",
    "gen_dists = np.concatenate(gen_dists)\n",
    "\n",
    "plt.hist(np.abs(ref_dists - np.mean(ref_dists)), bins=100, density=True, alpha=0.4)\n",
    "plt.hist(np.abs(gen_dists - np.mean(ref_dists)), bins=100, density=True, alpha=0.4)\n",
    "\n",
    "plt.axvline(np.mean(ref_dists), linestyle='dashed', c='blue', label='Matched')\n",
    "plt.axvline(np.mean(gen_dists), linestyle='dashed', c='red', label='Random')\n",
    "\n",
    "ref_min = np.min(ref_dists)\n",
    "ref_max = np.max(ref_dists)\n",
    "\n",
    "# Check if each element in gen_dists is between ref_min and ref_max\n",
    "in_range = (ref_min < gen_dists) & (gen_dists < ref_max)\n",
    "\n",
    "# Sum the number of elements in gen_dists that are in the specified range\n",
    "num_in_range = np.sum(in_range)\n",
    "\n",
    "# Calculate the proportion of elements in the specified range\n",
    "proportion_in_range = num_in_range / np.prod(gen_dists.shape)\n",
    "print(proportion_in_range)\n",
    "\n",
    "plt.xlim(0, 0.2)\n",
    "plt.xlabel('C-C Distance (nm)')\n",
    "plt.ylabel('Density')\n",
    "\n",
    "print(ref_dists.shape)\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 81,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "8a5e73cd62a74d45b9215fb171290a5d",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "NGLWidget(max_frame=1999)"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "v = nv.show_mdtraj(trj_ref)\n",
    "v.add_trajectory(fake_trj)\n",
    "\n",
    "v[0].clear_representations()\n",
    "v[0].add_representation('ball+stick', color='blue')\n",
    "\n",
    "v[1].clear_representations()\n",
    "v[1].add_representation('ball+stick', color='red')\n",
    "v"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 85,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/mikejones/ipykernel_3196775/1119709723.py:52: UserWarning: This figure includes Axes that are not compatible with tight_layout, so results might be incorrect.\n",
      "  plt.tight_layout(rect=[0, 0, 0.9, 1])  # Adjust layout to make space for colorbar\n"
     ]
    },
    {
     "data": {
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      "text/plain": [
       "<Figure size 1500x600 with 11 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# calculate pairwise distances between each ref and gen structure\n",
    "# we should observe similar profiles between the top row and bottom row plots\n",
    "\n",
    "pdists_ref = [torch.pdist(p)[None] for p in torch.tensor(trj_ref.xyz[100::400])]\n",
    "pdists_gen = [torch.pdist(p)[None] for p in torch.tensor(fake_trj.xyz[100::400])]\n",
    "\n",
    "fig, axes = plt.subplots(2, 5, figsize=(15, 6))\n",
    "\n",
    "cmap = 'BuPu_r'\n",
    "\n",
    "global_min = np.inf\n",
    "global_max = -np.inf\n",
    "\n",
    "for p_ref, p_gen in zip(pdists_ref, pdists_gen):\n",
    "    global_min = min(global_min, p_ref.min(), p_gen.min())\n",
    "    global_max = max(global_max, p_ref.max(), p_gen.max())\n",
    "\n",
    "# Create heatmaps\n",
    "for f, (p_ref, p_gen, ax_row) in enumerate(zip(pdists_ref, pdists_gen, axes.T)):\n",
    "    heatmap_ref = np.zeros((nres, nres))\n",
    "    heatmap_gen = np.zeros((nres, nres))\n",
    "\n",
    "    cnt = 0\n",
    "    for i in range(len(heatmap_ref)):\n",
    "        for j in range(i + 1, nres):\n",
    "            heatmap_ref[j, i] = p_ref[0, cnt]\n",
    "            heatmap_gen[j, i] = p_gen[0, cnt]\n",
    "            cnt += 1\n",
    "\n",
    "    mask = np.triu(np.ones_like(heatmap_ref, dtype=bool))\n",
    "    sns.heatmap(heatmap_ref, mask=mask, cmap=cmap, ax=ax_row[0], cbar=False, vmin=global_min, vmax=global_max)\n",
    "    sns.heatmap(heatmap_gen, mask=mask, cmap=cmap, ax=ax_row[1], cbar=False, vmin=global_min, vmax=global_max)\n",
    "    ax_row[0].set_title(f'Frame {f+1}', fontsize=22)\n",
    "\n",
    "# Add the shared colorbar\n",
    "cbar_ax = fig.add_axes([0.92, 0.1, 0.02, 0.8])  # Position for the colorbar\n",
    "sm = plt.cm.ScalarMappable(cmap=cmap, norm=plt.Normalize(vmin=global_min, vmax=global_max))\n",
    "sm.set_array([])\n",
    "cbar = fig.colorbar(sm, cax=cbar_ax, label='Distance (nm)')\n",
    "\n",
    "for ax in axes.flatten():\n",
    "    ax.set_xticklabels([])\n",
    "    ax.set_yticklabels([])\n",
    "    \n",
    "# Increase tick size and font size\n",
    "cbar.ax.tick_params(labelsize=14)  # Set the tick label size\n",
    "cbar.ax.yaxis.label.set_size(18)   # Set the colorbar label font size\n",
    "\n",
    "axes[0, 0].set_ylabel('Reference\\nTrajectories', fontsize=18)\n",
    "axes[1, 0].set_ylabel('Generated\\nTrajectories', fontsize=18)\n",
    "\n",
    "plt.tight_layout(rect=[0, 0, 0.9, 1])  # Adjust layout to make space for colorbar\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "nlI2CR5lxooZ"
   },
   "source": [
    "# Decode the synthetic traj"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 86,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 49,
     "referenced_widgets": [
      "0503677712f245a1858dbaea23fb5cf1",
      "7c3966bc9342469fa672e095c07b15d1",
      "f35bbe4ab75c49d19f172d41e65fe58a",
      "3bb569f5430f4419bf36e622e0beb4d4",
      "5c39d56279674d56990384b19f829280",
      "439c208e22984fb9ac4d17dcf87be530",
      "ac8fd5dc72cd4a2383c4f7ec750da935",
      "e090d681494843808ff145bd2be197f0",
      "8e9f4f69016b45b79416b79eae1f02b6",
      "5207a12379d2465e8ccfdab6ff0b6160",
      "533845d9c5b64836b2a0f775cdb86b63"
     ]
    },
    "id": "_mclcATAxooZ",
    "outputId": "128c5f32-b644-46d2-f872-800fb84ac7df"
   },
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "ff2c6dea51c7484bb41eab9d94257191",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "sampling loop time step:   0%|          | 0/100 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "xyz_gen = model_ddpm.generate(torch.Tensor(synthetic_traj_CVs[:20]))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 87,
   "metadata": {
    "id": "yZJqz0ecxooa"
   },
   "outputs": [],
   "source": [
    "xyz_gen = xyz_gen.reshape(xyz_gen.size(0), -1 , 3).numpy()\n",
    "fake_trj = md.Trajectory(xyz = xyz_gen, topology=trjs[0].top)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 88,
   "metadata": {
    "id": "27cYN5VNxooa"
   },
   "outputs": [],
   "source": [
    "# decode first frame of each traj (each has different embeddings)\n",
    "\n",
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