Finger_tapping_data_analysis.ipynb

{
  "nbformat": 4,
  "nbformat_minor": 0,
  "metadata": {
    "colab": {
      "provenance": []
    },
    "kernelspec": {
      "name": "python3",
      "display_name": "Python 3"
    },
    "language_info": {
      "name": "python"
    }
  },
  "cells": [
    {
      "cell_type": "code",
      "execution_count": 78,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "t1cAOtW7kbVz",
        "outputId": "330af1d0-04eb-456c-cbe9-ef3a3285215d"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
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          ]
        }
      ],
      "source": [
        "# My basic  installation libraries for fNIRS data analysis. Note: Some may not be useful in this analysis.\n",
        "!pip install mne\n",
        "!pip install mne-nirs\n",
        "!pip install pyvistaqt\n",
        "!pip install ipywidgets\n",
        "!pip install --upgrade mne-bids[full]\n",
        "!pip install h5py\n",
        "!pip install snirf\n",
        "!pip install fooof"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#fNIRS devices consist of two kinds of optodes: light sources (AKA “emitters” or “transmitters”) and light detectors (AKA “receivers”). Channels are defined as source-detector pairs, and channel locations are defined as the midpoint between source and detector.\n",
        "#upported measurement types include amplitude, optical density, oxyhaemoglobin concentration, and deoxyhemoglobin concentration (for continuous wave fNIRS), and additionally AC amplitude and phase (for frequency domain fNIRS).\n",
        "#Standardized data SNIRF (.snirf) The Shared Near Infrared Spectroscopy Format (SNIRF) Data stored in the SNIRF format can be read in using mne.io.read_raw_snirf().\n",
        "#Continuous Wave Devices\n",
        "  #NIRx (directory or hdr) NIRx produce continuous wave fNIRS devices. NIRx recordings can be read in using mne.io.read_raw_nirx()\n",
        "  #Hitachi (.csv) Hitachi produce continuous wave fNIRS devices. Hitachi fNIRS recordings can be read using mne.io.read_raw_hitachi()\n",
        "#Frequency Domain Devices\n",
        "  #BOXY.BOXY recordings can be read in using mne.io.read_raw_boxy()\n",
        "  #DC All light collected by the detector (fnirs_cw_amplitude)\n",
        "  #AC High-frequency modulated light intensity (fnirs_fd_ac_amplitude)\n",
        "  #Phase Phase of the modulated light (fnirs_fd_phase)"
      ],
      "metadata": {
        "id": "Qvx57ydhkmqD"
      },
      "execution_count": 79,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "# Shout out to Finger tapping \n",
        "#Finger tapping data\n",
        "fnirs_data_folder = mne.datasets.fnirs_motor.data_path()"
      ],
      "metadata": {
        "id": "0w1B6SglknlS"
      },
      "execution_count": 80,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "#GLM Analysis (measured)\n",
        "import os\n",
        "import numpy as np\n",
        "import matplotlib.pyplot as plt\n",
        "\n",
        "import mne\n",
        "import mne_nirs\n",
        "\n",
        "from mne_nirs.experimental_design import make_first_level_design_matrix\n",
        "from mne_nirs.statistics import run_glm\n",
        "from mne_nirs.channels import (get_long_channels,\n",
        "                               get_short_channels,\n",
        "                               picks_pair_to_idx)\n",
        "\n",
        "#from nilearn.plotting import plot_design_matrix"
      ],
      "metadata": {
        "id": "U-_BggP4sF2q"
      },
      "execution_count": 81,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "#we analyse data from a real multichannel functional near-infrared spectroscopy (fNIRS) experiment (see GLM Analysis (Simulated) for a simplified simulated analysis). \n",
        "#The experiment consists of three conditions:\n",
        "#tapping with the left hand,\n",
        "#tapping with the right hand,\n",
        "#a control condition where the participant does nothing.\n",
        "\n",
        "#We use a GLM analysis to examine the neural activity associated with the different tapping conditions. \n",
        "#An alternative epoching style analysis on the same data can be viewed in the waveform analysis\n",
        "#Import raw NIRS data\n",
        "\n",
        "#Clean up annotations before analysis\n",
        "\n",
        "#Preprocess NIRS data\n",
        "\n",
        "#View experiment events\n",
        "\n",
        "#Create design matrix\n",
        "\n",
        "#Examine expected response\n",
        "\n",
        "#Fit GLM to subset of data and estimate response for each experimental condition\n",
        "\n",
        "#Fit GLM to all data and view topographic distribution\n",
        "\n",
        "#Analyse regions of interest\n",
        "\n",
        "#Compute contrasts\n",
        "\n",
        "#Export Results\n",
        "\n",
        "#Determine true and false positive rates"
      ],
      "metadata": {
        "id": "MteHl4pJvMqa"
      },
      "execution_count": 82,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "#import raw NIRS data\n",
        "fnirs_data_folder = mne.datasets.fnirs_motor.data_path()\n",
        "fnirs_raw_dir = os.path.join(fnirs_data_folder, 'Participant-1')\n",
        "raw_intensity = mne.io.read_raw_nirx(fnirs_raw_dir).load_data()\n",
        "raw_intensity.resample(0.7)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 326
        },
        "id": "TdCpWUZ5vQGd",
        "outputId": "892ff497-159b-4ecf-97d6-b538375695cc"
      },
      "execution_count": 83,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Loading /root/mne_data/MNE-fNIRS-motor-data/Participant-1\n",
            "Reading 0 ... 23238  =      0.000 ...  2974.464 secs...\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<RawNIRX | Participant-1, 56 x 2082 (2972.9 s), ~981 kB, data loaded>"
            ],
            "text/html": [
              "<table class=\"table table-hover table-striped table-sm table-responsive small\">\n",
              "    <tr>\n",
              "        <th>Measurement date</th>\n",
              "        \n",
              "        <td>November 02, 2019  13:16:16 GMT</td>\n",
              "        \n",
              "    </tr>\n",
              "    <tr>\n",
              "        <th>Experimenter</th>\n",
              "        \n",
              "        <td>Unknown</td>\n",
              "        \n",
              "    </tr>\n",
              "        <th>Participant</th>\n",
              "        \n",
              "            \n",
              "            <td>P1</td>\n",
              "            \n",
              "        \n",
              "    </tr>\n",
              "    <tr>\n",
              "        <th>Digitized points</th>\n",
              "        \n",
              "        <td>31 points</td>\n",
              "        \n",
              "    </tr>\n",
              "    <tr>\n",
              "        <th>Good channels</th>\n",
              "        <td>56 fNIRS (CW amplitude)</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "        <th>Bad channels</th>\n",
              "        <td>None</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "        <th>EOG channels</th>\n",
              "        <td>Not available</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "        <th>ECG channels</th>\n",
              "        <td>Not available</td>\n",
              "    \n",
              "    <tr>\n",
              "        <th>Sampling frequency</th>\n",
              "        <td>0.70 Hz</td>\n",
              "    </tr>\n",
              "    \n",
              "    \n",
              "    <tr>\n",
              "        <th>Highpass</th>\n",
              "        <td>0.00 Hz</td>\n",
              "    </tr>\n",
              "    \n",
              "    \n",
              "    <tr>\n",
              "        <th>Lowpass</th>\n",
              "        <td>0.35 Hz</td>\n",
              "    </tr>\n",
              "    \n",
              "    \n",
              "    \n",
              "    <tr>\n",
              "        <th>Filenames</th>\n",
              "        <td>Participant-1</td>\n",
              "    </tr>\n",
              "    \n",
              "    <tr>\n",
              "        <th>Duration</th>\n",
              "        <td>00:49:33 (HH:MM:SS)</td>\n",
              "    </tr>\n",
              "</table>"
            ]
          },
          "metadata": {},
          "execution_count": 83
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#Clean up annotations before analysis\n",
        "raw_intensity.annotations.rename({'1.0': 'Control',\n",
        "                                  '2.0': 'Tapping_Left',\n",
        "                                  '3.0': 'Tapping_Right'})\n",
        "raw_intensity.annotations.delete(raw_intensity.annotations.description == '15.0')\n",
        "raw_intensity.annotations.set_durations(5)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "vCoZ1jHjvSsg",
        "outputId": "4dee1752-7db3-4f19-a243-7b047c267d18"
      },
      "execution_count": 84,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<Annotations | 90 segments: Control (30), Tapping_Left (30), Tapping_Right ...>"
            ]
          },
          "metadata": {},
          "execution_count": 84
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#preprocessing of NIRS data\n",
        "raw_od = mne.preprocessing.nirs.optical_density(raw_intensity)\n",
        "raw_haemo = mne.preprocessing.nirs.beer_lambert_law(raw_od, ppf=0.1)"
      ],
      "metadata": {
        "id": "PIe22ISqw0ma"
      },
      "execution_count": 85,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "short_chs = get_short_channels(raw_haemo)\n",
        "raw_haemo = get_long_channels(raw_haemo)"
      ],
      "metadata": {
        "id": "mNEjBHzNw4HW"
      },
      "execution_count": 86,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "#Viewing experiment events\n",
        "events, event_dict = mne.events_from_annotations(raw_haemo, verbose=False)\n",
        "mne.viz.plot_events(events, event_id=event_dict, sfreq=raw_haemo.info['sfreq'])"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 541
        },
        "id": "NtPnoPQVw6HL",
        "outputId": "1c5134e3-eb8a-40b5-f3ff-0f8edc154753"
      },
      "execution_count": 87,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {},
          "execution_count": 87
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "s = mne_nirs.experimental_design.create_boxcar(raw_haemo)\n",
        "fig, axes = plt.subplots(nrows=1, ncols=1, figsize=(15, 6))\n",
        "plt.plot(raw_haemo.times, s, axes=axes)\n",
        "plt.legend([\"Control\", \"Left\", \"Right\"], loc=\"upper right\")\n",
        "plt.xlabel(\"Time (s)\");"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 405
        },
        "id": "DrDLj9rBw8Km",
        "outputId": "380bccda-31d1-4cdf-ff79-d4650bcea442"
      },
      "execution_count": 88,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Used Annotations descriptions: ['Control', 'Tapping_Left', 'Tapping_Right']\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1080x432 with 1 Axes>"
            ],
            "image/png": 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Xlk85+22M6bZyqbVBgxmVKqhEUlWJG+J+ldre4n5Rul4CGkKStErJnta8qVw2V13VOJfXgqsZBlVvNY4lAdnngJ7Wy1DgQo0Up8obC0KIHhzjhBBCOuLEE08Up929ezcuuugiXHDBBfjiF7+Iq6++OqNn4XChVgBjTGb7eU/O7H5YJr50nuPBbeGzhxKVE4aWTzn7bYzptnKptUGDGZUqKDKA/FTihpjU9hb3i4rrRdJmua8vUWjNm8plq7KueoCr2mq8BkbT0/6RvV/3tF6kfPazn8UP//AP42tf+xrOOOOM6hZqGh+8JoQQQgghhJAq2bZtG97whjdg9+7dOP744/GBD3wAhw4dwq/92q/h4MGD2LJlC37wB38Q27Ztw/nnn4+XvOQlEx/G7gIu1EhxLOywnsIRQlbBvUDtTHv564SSfEIycOP/BB7f1Xp4Bhbfd3h+9NJuffuS5EQ7h7PmDmPtmrXA0y8EXva7LSkt2mQSl112Gf7wD/8Q55xzDm666Sa8/vWvx+c+9zm84x3vwJYtW/De974X27dvxx133IFbb71VXsbMcKFGCCGEEEIIGST79u3DjTfeiJ/7uZ9b+u3w4cMdeiSHCzVCCCGEEEKILv/yTcDpF7Qenp9fwD3378XamTU492knt6bbd/gx7Hx8J07ZcAo2nbQp2I2FhQU84QlPqOpNmRQGEyHFocSEkIHDMOjtcP6rkqnvl4QMmJNPPhlnn302/uIv/gLA6D70tttum0h30kkn4fHHHy/tnhMu1AghhBBCCCGD4MCBA9i0adPSn3e/+9340z/9U3zwgx/Eeeedh2c84xn45Cc/OXHek5/8ZFx88cWYnZ3F5Zdf3oHnk1D6SAghhBBCCBkECwsLjb//3d/93cRvr3vd6/C6171u6f9/9md/lsutKPhGjRSHEhNCho5jjE/98J/6CqgSXpfSoKKXkDxwoUYIIYQQQgghlcGFGiGEEEIIIYRUBhdqpDiUmORBO5omo3OSaBj1sR2OqzphsyTRh+rjNW0KGGATc6FGCCGEEEIIIZXBhRohhBBCCCGEVAYXapUzyFf1AyxSDWhLythMJB5KH9uZ9vLXCftlGn24V+mBi0SJmZkZnH/++ZidncVP//RP47HHHgMA3HfffXjNa17jPf/EE09s/P0Tn/gE7rzzTlVffXChRgghhBBCCBkExx13HG699VbcfvvteNKTnoT3ve99AIDTTz8df/mXfxltlws1QgghhBBCCFHgec97Hnbu3AkA2L59O2ZnZwEABw4cwM///M/j3HPPxatf/WpcdNFF2LJly9J5v/Ebv4HzzjsPz33uc7Fr1y7ceOONuO6663D55Zfj/PPPx7Zt24r4v7ZILlNObklAknnByUXkAtJMfOk8x4PbwmevQrmMlk852z3Gdlu51NqgwYxKHVSit6nEDfEYTG1vcb8oXS8BDSFJWqXkTGveLBjJtsa5vBZczTCoeqtxLAnIPgck2H/nXX+Cb339PU7TB47MwRiD49fPtKabW5jD4fnDWLtmLc477Txc8ZwrRPnPz8/js5/9LH7pl35p4tjVV1+NJz7xibjzzjtx++234/zzz186tn//fjz3uc/Ff/tv/w2/9mu/hg984AN429vehle+8pV4xSteIZJPasE3apUzqElwzBDLVAOsV1INPb3hIYTE0YcR3wcfSSqjVj548CDOP/98PPWpT8WuXbvwkpe8ZCLll770JVx66aUAgNnZWTzzmc9cOrZ+/Xq84hWvAAA8+9nPxvbt2/O73gLfqBXAGJPZft6TM7sflokvned4cFv47KFE5YRRo0+rielTbeVSK2+DGZW+X2QA+anEDTGp7S3uFxXXi6TNcl9fotCaN5XLVmVd9QBXtfXheiOmp/0je79OsH/FD/4CcPoFrcePzi/gm/fvxdqZNTj3aSe3pnvs8GPY+fhOnLLhFGw6aZM338U9agcOHMBP/uRP4n3vex9+5Vd+Rez3unXrlup1ZmYGc3Nz4nO14Ru1AlD6qOOHKB2lj1mlgFpQ+lieStxIli72XvoYkCGljwWljzXWYyVQ+lg3NUsfu+b444/He97zHrzrXe+aWGxdfPHFuPbaawEAd955J77xjW947Z100kl4/PHHs/jaBhdqlTPEi8egJvaKGGJfIX2FfZGQaaIPlx9eI6eTCy64AM985jPx53/+5yt+f/3rX4/du3fj3HPPxdve9jY84xnPwCmnnOK0demll+LKK6/EBRdcwGAiQ4LSRx0/ROkofazSp9VQ+lieStwQk729jxmsFkofKX2sAUof66Zm6WNX7Nu3b8X///qv/3rp37fffjsAYOPGjfiTP/kTbNy4Edu2bcOLX/xibN68eeL817zmNUvBQy6++OLi4fm5UCOEEEIIIYRMDQcOHMCLXvQiHD16FNZaXH311Vi/fn3Xbk3AhVrlDFEmSPlBPxhi3yOFqGAvULX9l/NflVTbX/pCD6qvBy6Sgpx00kkrvptWK9yjRgghhBBCCCGVwYUaIYQQQgghRAUqp5qJqRcu1CpniHKMIZapBrQnxkHOs4MsVI10X8/13ijU6td0U29/6Qd9uK6zicuwceNGPPzwwxxTq7DW4uGHH8bGjRuDzuMeNUIIIYQQQkgymzZtwo4dO7D7gQcBGGDPN1vTzi9Y7NpzCDNrDMxj7QuYg3MH8eihR7Fn7R48vrHhO2aPPTj++1uAqfcd1MaNG7Fpk/+D3cvhQo0QQgghhBCSzLp163D22WcD/+f80Q+/vac17YN7D+EVH/4sTjtpA27+jRe3prv+nuvx6//863j52S/HOy9452SC337u6O9f3wFsOCnF/eqod9lJRgzwzTFfh+dBW3oyzFYaZqmqwxX1sVAbVCvF4vxHBkgfunW1c8IUo94ifeiIgXChRgghhBBCCCGVwYUaIYQQQgghhFQGF2oFSJH6SV7VJ73pFZxc5E2yNBNfOs/x4Lbw2etKStHg16IvWj7llKjGmG4rV1B5XRk3HFKpgkqkGGXdSP/gtUp7yzIqjDxDSVVVKSXXmjfVI9l2L8lNpYv2dk+bi9ed+vFWXY1jSUD2PlHRvYB/nPazDV1woUYIIYQQQgghlcGFWgGMMZnt5z05s/thmfjSeY4Ht4XPHkpUTlPG7fl25lMAMX2qrVxq5W0wo9L3iwwgP5W4ISZ7ex8zWC2SNst9fYmi0nmzyrrqAa5q68P1RkxP+0f2fl1RvQyqvwnhQq0AuV9LU/ooPz4Y6aMDNemjipUW211JH90ZTP5E6aM60vZKbW/xWC9dLwENMfXSR+1Iti7pY431WAkS6eMg6GkfqF76qOjfoPqbEC7UKmeInXKIZaoB3mhIYB0VgX2RkCzUOrR4/SEx6O85Hl4/5EKtAJQ+6vghSjct0kcHNfq0Gkofy1OJG2IofaT0UZsq66oHUPpYN5Q+Dhsu1ApA6aOOH6J0lD4qRn1UMaNmm9LHNCpxo5z0URxZUJasC6Ze+sioj1VA6WPdUPo4bLhQq5wqL8KJDLFMNTCNE1gw7HuFYD0TkoNaR1atfi2H03996LfJ8BqZC7UC9F36WARKH9Wo0ScNKH1MoxI3xFD6SOmjNlXWVQ+g9LFuKH0cNlyoFaDv0sciUPqohl7Ux7rKRuljGpW4UeyD14z62CF9jPpY2XxXEzVLH1X7f41jSUD10kfFPtJ1f+sCLtQqZ4idcohlIn2Bfa8IPb3hIaR2qlyYox9Dnvce9aGvfBxeG3OhVgBKHwVQ+qhGjT5pQOljGpW4IYbSR0oftamyrnoApY91Q+njsBEt1IwxLzXG3GWM2WqMeWvD8TONMTcYY75mjPm6Mebl+q4SQgghhBBCyHTgXagZY2YAvA/AywCcC+C1xphzVyV7G4BrrbUXALgUwNXajk4rNcgctF2g/CAP6n2lsvD8/c542ui+nuudZ2r1q0IKjtcarrUSavWyq/EW0mw9aeLh4dobykbxInmj9hwAW62191hrjwD4CIBXrUpjAZw8/vcpAO7Tc5EQQgghhBBCpou1gjRPB3Dvsv/vAHDRqjS/DeDvjTFvAnACgBereEcIIYQQQgghU4hWMJHXArjGWrsJwMsBfNgYM2HbGHOZMWaLMWbL7t27lbKun76H59eWNDTWB8Pzh9Hg16IveuH58xHjo054fmec6cmfGJ5fPbNS4fnFMDy/Pj0Mz98XuiiCKDx/V5dCzbQ97R99Ds8ffEvma8WetqELyUJtJ4Azlv1/0/i35fwSgGsBwFr7FQAbAZy62pC19v3W2guttReedtppcR4TQgghhBBCyMCRLNRuBnCOMeZsY8x6jIKFXLcqzfcA/DgAGGP+b4wWatPzyswDw/MLYHj+MBx+DTV8LcPzp1GJG2IYnp/h+bWpsq56AMPz1w3D8w8b70LNWjsH4I0APg3gmxhFd7zDGPMOY8wrx8l+FcC/M8bcBuDPAbzODkFjoETvpY8lWpLSRzXUpI+VRX3MLoWj9LEI0vZKbW/xWC9eL5Q+isesctlcdVVlPVaCSPrYEart1tM+UL30UdG/rvtbF0iCicBa+ykAn1r1228t+/edAC7WdY0A09kpSRy80RDAOiKE9Jha7wnq9GolvEZOA8NrY61gIsQBpY8CKH1Uo0afNKD0MY1K3BBD6SOlj9pUWVc9gNLHuqH0cdhwoVaA3ksfRWYKvRqn9NGLXtTHfGWLsUzpYxqVuFFO+iiW18mSqcGoj1VGfaxxLq+FqqWPqsb62Qeqlz4qtlLX/a0LuFCrnCovwokMsUyaxNbPNE5g4bCOisAxTkgWah1atfq1nB64WJyu2009/64LlAEu1ApA6aMASh/VqNEnDSh9TKMSN8RQ+kjpozZV1lUPoPSxbih9HDZcqBWg99LHEh/FpvRRjX5EfQw3TuljGpW4UeyD19VKHxn1sc6ojxXO5bVQtfRRM/taxlKgH9VLHxn1MQku1CpniJ1yiGXSpJZrxSBh5RaC9VwL7PKkBH24rnMsTNJ1lej3m65LpA8XagWg9FEApY9q1OiTBpQ+plGJG2IofaT0UZsq66oHUPpYN5Q+Dhsu1ArQe+mjyAylj7WgF/UxH4z6WJ5K3OAHrxn1sbN5kx+8jqNq6aNm/rX0gaFJHxn1MQku1CpniJ1yiGXSJLZ2eKMhgXVUhIH0xSGMKc63w6LWLlmrXyvog4+F6brdGPXRDxdqBaD0UQClj2rU6JMGlD6mUYkbYih9pPRRmyrrqgdQ+jjlVFQvg+pvQrhQU6JLSUX+qI8CM4z6WA16UR/zlS3GNKWPaVTihhhGfaT0kVEf66Bq6eMQoz7W1hcZ9bFTuFCrnCovwokMsUya8IPXGWHfKwTruRbY5YdFrfN8nV6tpNa665Ku60Q/9+G1MRdqBaD0UQClj2rU6JMGlD6mUYkbYih9pPRRmyrrqgdQ+jjlVFQvg+pvQrhQI4QQQgghhJDK4EJNCaeGu+d71CSvkkNenzem5R61ZTYliSZTLfqit0dNxUyb9YgzuEcthRA3cn5uQ2o7ub2lRSi9/0YpPP/SePfOeeLs9FCbN8vtUesL/ktghmuSQj+sAa+LtZQhNDx/wjiR3QLmC88f2m+8Za2lDRXhQo0QQgghhBBCKoMLtQJwj5oA7lELw+HXUDXc3KOWRiVuiOEeNe5R06bKuuoB3KM25VRUL4Pqb0K4UFPC9bK179JHJXWkQiaCdAOQPqZSo0+rYXj+8gRJHzP2odTw+gzPvzpNHf1rBX0Mz19jPVYCw/OXJlAOmNtvhufvFC7UKocXj+kjtsnZVwSwjgoxjHqueUypL1hJL/Bus+qovSseKkv0wMXidN1uDM/vhwu1AlD6KIDSRzVq9EkDSh/TqMQNMZQ+UvqoTZV11QMofZxyKqqXQfU3IVyoKdGlpCK79FFiJvUpBqWPavQh6mOMaUof0yga9VHB9mClj0pRH4+lqaN/raCHUR9rnMtroWrpo2b+tYylglEfZRnki/oYbqmSNioIF2qVM8ROWeWNRUXEtvkQ+4o+rKMiDGSMVz2mutnmRTrG/zkGNngbrJtJup7j1JtkgG3MhVoBKH0UQOmjGjX6pAGlj2lU4oYYSh8pfdSmyrrqAZQ+TjkV1cug+psQLtSUmGhXN9gAACAASURBVPaoj5Q+1oOa9DFn5D9GfSzO1EV9FM8psmR6UPrIqI/9omrpI6M+1i99ZNTHJLhQq5whdsohlkmT6Dkt+1w9gHYbQhl6wTDquea5qmbfSD4Y9TGeHrhYnO7bTV37qGyve7hQKwCljwIofVSjRp80oPQxjUrcEEPpI6WP2lRZVz2A0scpp6J6GVR/E8KFmhJOaUDfpY+CJxTJZaT0UY1+RH0MN07pYxq1SB9TfWDUx9Vpum+rCRj1cVBULX1UNVZJHwi+T8njxjH7jPrYJVyoVU6VF+FEspRpgPUUSu4JbBhVrF+IIY7RZIZSJxUXQ/yZg4rLQMLxPqvsSvpY82AZw7FQH4z66IcLtQJQ+iiA0kc1avRJA0of06jEDTGUPlL6qE2VddUDKH2cciqql0H1NyFcqCnheprUe+kjoz62H67wKaJe1Md8MOpjeYLcyCl7nfYPXjPqY5VRH0k7VUsfNdu0mv7BqI+tpiq858oNF2qVM8ROmadMw6kn0ZzWkCi79DGr9UJkuBAPcYymM4w6CWnb0osA9QWrcr4kE/6wj51QzRrHAfvuJF23W44r8tDgQo0QQgghhBBCKoMLtQJwj5oA7lELw+HXUDXc3KOWRiVuiOEeNe5R06bKuuoB3KM25VRUL4Pqb0K4UFNi0OH5S+yT4B41NfTC8+crG/eolaeW8Pypkj31vWcMz69PH8Pz11iPlVD1HjVVY5X0gUA/svddhufvFC7UyDCoZYJVIHYiyv9AYAh1zPD8RRhInYS0bekbCPGCV9kt9vdu8bV7d+H5e0AvnCxL1wsfhuf3w4VaASh9FEDpoxo1+qQBpY9pVOKGGEofKX3Upsq66gGUPk45FdXLoPqbEC7UCtB76WOJJy6UPqrRi/D8EdYpfUxj2qSPDM/fIT0Mz1/jXF4LVUsfNbOvZiwxPH+rqSkcp1yoVU6VF+FE8pRpOPUUWz0Mzy9giOH5q5wjavQpnKrD84u/R6ec70Datq94n1V2JX2sch5aSf0elqfrZtPvr8NrZS7UCkDpowBKH9Wo0ScNKH1MoxI3xFD6SOmjNlXWVQ+g9HHKqaheBtXfhHChpsTUR31MfYpB6aMaelEfVcyo2ab0MY0g6WPWiJ+FpI/iOUWWTA1Gfawz6mOFc3kt1Cx9VM2+lrEUGvWxdumjIp33tw7gQq1yhtgps5SpookkldiSZJc+DqKKKX0sQo0+RRAkfey6H7SgvZCrcmE4Rfhqv6v26UOvYNedpOsqYdRHP1yoFYDSRwGUPqpRo08aUPqYRiVuiKH0kdJHbaqsqx5A6eOUU1G9DKq/CeFCTQnX09S+Sx9lZih9rAU9n+oqG6WPaTDqY2vCapl66WPJqI811mMl1Cx9VM2/mj4QKH2s/YPXjPqYBBdqlTPEi0eegTaceopu89xz9RDqOMd46rxaQi/qmdxYmUuJTLIziA9ed5QvyYOvT3YX9bGTbINg352k63tM/eyH18ZcqBWA0kcBlD6qUaNPGlD6mEYlboih9JHSR22qrKseQOnjlFNRvQyqvwnhQk0JRn2k9DHMbPfSMq+djN2WUR/LU0vUR7kicaDSR0Z9ZNTHnlG19FEz+1rGUi1+LJLsD6WPKXChVjlD7JRZbixqm9gSEJWkobyM+ihBvxCdj9HaQjkDQ+ksYRQusvgzB1PYFEPG15zdLdzr72gcC5N0XSXq16MBNjIXaoQQQgghhBBSGVyoKTG8NfwxJE88On+rkI085UqurwKa8ZwtOtz+QnyUavsqJYEAhn21UKZkG7JZeskwm61ClUQK1c7F/YALNVIcRn10I5rTmqSPnAz9ZKij7i+SjPqYi5o/eF3jPq9a6X6M6lFr9dfq13J64GJx0iPvpxnoQ7/pGi7UCCGEEEIIIaQyRAs1Y8xLjTF3GWO2GmPe2pLm540xdxpj7jDG/Jmum/XTx6eMUnobeUyDTMVKrq8S0sfKoj6SctTwwetyFI8CUja/XlOururrl0RC7fceUf6FBoiqvA74LjONtb4ExpgZAO8D8BIAOwDcbIy5zlp757I05wD4dQAXW2sfNcb8X7kcJoQQQgghhJChI3mj9hwAW62191hrjwD4CIBXrUrz7wC8z1r7KABYax/UdXN6qf9JSQRZtqgNqJ4ii9Lr8PzF2k//swadj9Hg8PwF6LpOlAhp2+J71DoKz9/HN0+dj1FFfPXfVfv0oYaH1A/0SLz+KXmhxgDbWLJQezqAe5f9f8f4t+X8AIAfMMZ82RjzVWPMS5sMGWMuM8ZsMcZs2b17d5zHPcRklqklma/li/NSP3zpPMe128KgkvpbRo0+adBWLrXyNphR6S6VjLFK3BCTvb17gKTNcl9fovDNwx21YZV11QNc1Tao8cj+0UxF9TKo/iZEK5jIWgDnALgEwGsBfMAY84TViay177fWXmitvfC0005TyroOXGv43E9xkswLTq7qCbwvned4eFvkeXrZhz1AeX2MOaf5LDU/G8yoDN1KnvCFuJFzzhK/CUpsb3G/KN4+AW/p+ro/2DcPd9Q2rrrq45vCUriaoet6U809R1TgKJOVhedPDw2p4we6729dIFmo7QRwxrL/bxr/tpwdAK6z1h611n4HwN0YLdxIIkPslAzP76bGxV92+6VuNhmeP/3GvsaFQSaCwvMXrhf5grWbfGuijz634n1W2ZH0MTDbLvycoqlLTHKdVHc5GV4jSxZqNwM4xxhztjFmPYBLAVy3Ks0nMHqbBmPMqRhJIe9R9LPXUPoogNJHNWr0SQNKH9OoxA0xlD5S+qhNlXXVAyh9nHIqqpdB9Tch3oWatXYOwBsBfBrANwFca629wxjzDmPMK8fJPg3gYWPMnQBuAHC5tfbhXE7XiFMaIN70HfkmJbf0USlNqh+idNrSRy0Jj9J5JW3nDc8fbpzSxzSCpI8V9M9k6aO4wIXbJyRAybRLHwt+rLvKeqyEqqWPmtlnUVzEnFRYJeHPINWAihsjS9M3Tr3h+QHAWvspAJ9a9dtvLfu3BfCW8R+iiEqnrOwClGWgVVbGFGKLUvVeSL/1nMad+aTWW+c3eKWjPlrrf8LadZ0oUXPURynqUR8H0rZ9xVf73UV9rGxfFRGRvgRLvH5q94MBzk9awUSIA0ofBVD6qEaNPmlA6WMalbghhtJHSh+1qbKuegClj1NORfUyqP4mhAs1LTSkj7EyutzSR4mZUjtKBxL1MWtcjj5IH6POofQxhamTPjLqY3eoRX1U8GW5OUZ9jKJq6aNm/lmiPuavH0Z9HDZcqFWOziCvq2NHlcl7Tl1lTCF7SWL3Qiq7sdJ4ofZryKf/E3/ovssS+fW9TkdUHfUx897nVns9bNsqF7OReJ9VdiV9DJ2GGPWxCrpegzHqox8u1ApA6aMASh/VqNEnDSh9TKMSN8RQ+kjpozZV1lUPoPRxyqmoXgbV34RwoaaE6ylW/6M+CswMVfo4zVEfc/oY81KV0sckavngtVz1Vkj6yKiP+vQx6uMAn8RrUbP0UTX7nkZ9zA6jPnYKF2qVw6iPx85yH66rjCmIbrySJHyxDwRy1nGp9muot9Soj11fOIKjPhZ4qDKg8VgrXX3wuuvuHkPnY1QRX1l688HrDtpkSP1Ai/Sox4n5p53eYHB4bcyFGiGEEEIIIYRUBhdqSmgs4ut92iORR9bqeyp5ypXc1gU048P4bhqpjWLznPgFc+m+yL4vpmTbsFl6Se3NFteFA1UStd9/1e5f5XChVpDsQUW8myxdx2vZoFnGD39b+DbDd0VS5BhZqoo2DgMBcWYy9u+4Dczt5yzam8aN0T60a6S9jh3tU2QMuPJXsJ65CM31GpapPLUvSFRM7sRHan1qzHMdhZ3pJNdQUuYp2bnl6sF/R5Z2z9ZnuFArSFxY+pCkbYntqr8TM0rE/US95ZhyeH5/W/g2w+dDlHPTHjVpmSIDruR9weYKxiM0IelXTQFDJG+Mo4IF+QMX6LxdCu37JfKLz0S7n/nnxYYj40oKmbPD2zKtz/v3KsltheDuu6H7JXVS2vbhPT4+nCf6tb5kbOoPrr7SxR5Led31o7+k9OulOc6dym8n2oMQPyT9RXKf20+4UFNC53arzg5WJOpjrWS6Kg7pxiGGKS9+9eTsn6X6/hCiPpJaHiCSWql9OEX1q9IBorJTu391w4UaIYQQQgghhFQGF2qVM8Tw/HFF8pxUWRFTkDVXvJQktrKGEVwkpd7aLHbc+UKfvqZrVQpkUgchbVv6Lbn4+5zK/dNpr9J273yMKuIVgFUUnt/dV/L5UlGW1ZMcXj/58zbKVDoHpcCFmhIqk2Ol/atStwqRSfrYg1qt4JvHpCP68EF2bz7izY0B/uh8AV3BxpRQ8KZr2uXofaX2a2mRqI+V18EQF08l4UKNEEIIIYQQQiqDC7XK6SIqXG7ybK6tq4wpiOqnKeqjtA5in27lrOJST9ya9TlpJjvve7ki7aVY6LpOdAiSPhYus3y8K+frHKt1tnv3Y7SZmLd4vnOqKqtT+VjeT741nSRd+p+Yv772Udtg53ChVoDs309L+rRWJd+eEH8sy5POc1y7LWr8DlaNPmnQVi618jaYUekulYyxStwQk729e4CkzWr77iEA/zzc1dexaqyrHuCqtkGNR/aPZiqql0H1NyFcqCnhfMaYedN30hMJwcmy2AHJO1J10kV+IyzaXnSb1b8HKOs+pZiXqi3+qPnZ9LJN5YV2HU/4grZiVbBHLbW9swTXUdmLHBKgRJKmjv61ArV5UzkQiut7jQN8Eq+Fqzm7rjfV7l/LWAoOEJXZ7/QIVCpujCxV0kYF4UKtcnSClNTVsePKlLZA6xWioqRI+CIXl3m1jxltu/NJln503fdKX9SnKepj1g9eJ9KN8rGXUR9rvbeL6TPeZ5UdFTY06mMn0sfiOfaAQs/YszkwYW54rcyFWgEofRRA6aMaNfqkAaWPaVTihhhKHyl91KbKuuoBlD5OORXVy6D6mxAu1JRwSgN6L30UpCn1WKa09NFTrhpfw6tJHzMWLWoTPaWPSYRFoc8pe61M+hhUVpUOIU857dJH5bJR+hhHF9JH8S1BF5lmNxmoksjdd0ttbZGYmsJxyoVaQTT35YRaqQlGfXQjUz4mSPgiJ82s94MdRn3s/8QfelEvkV/f63RE1R+8li5Yh9EUSdQ6xnP0mc4+eN0kK3ctjDvwk2NhkjLXA8fZ4tsWaT7Da2Qu1AghhBBCCCGkMrhQU0LjiV2VEhYIn59X6nsyXillpNkePPUZQugQEkcN/TNdbZPhCewAgzvVTbm6Guw1rKfI3xjX3W55FEQTmVRO9Q5WDRdqBYmK8KTRwSubyOLKlLY3rU9EL/4ySwPy1nCp9guT54gsdt33gqM+Fsiv6zrRouJi6H+mQJive0O2al5Sao2E6INRH0tTZz/okq63n6m3yFCuPcvgQo0QQgghhBBCKoMLNS00XnxV+rRH9AC9Ut/TySR97MFTn7yR/7KZJpVTXRCMiqM+Tj2cKKYWrUDQXTOIqI+p1N5IlcOF2oDwf1/CdbyWb1OU8cP/PR3fd4C6IumjebJUFX0zBQj4xF7G/h337Zb2cxbtTeM3YXxo10h7HTvap8gYcOWvYD1zETT6rtyCcO6KdYQ0olWfKX2loy/udZJrKCnzlOzccvVQcjbpG1yoFSTqoULIPvfWxHbV34kZJeJ+U9NyTDk8v/9tkedNWlBuYbifjo2PRYWZbz93RaqW41nfAjrDOAtNZKu32L0W/nO6+fxG8ia1rHlo97Ko9rHh7aP5jUaN76dZ2XAPxt13Q98E6KT0XeFqVTB0tm9dnFdaWldfkX9PUQ95N6izv6wmpV/L5jjJtTGNpXnKm4/0nq0fbRcCF2pKqNxuDehiMhi8H26NNNuDOu1uMUq6po4PXifmI7YQ8jRMQ+POvi+n5KKE7VITQxkmccrHgUkfq/evbrhQI4QQQgghhJDK4EKtIDFPiIYYnj8LAyqjrChxEr4U+mzdlU9qvXX+NJPh+bMRJH0s3A/k4fmV860yPL9P+VDIrwLfv/KG56+oDWpTCdXlTR10Hp5fqrAYSnSZCLhQU2KAfeMYCvsl+kvcfi6/1frrK2uT1l/8qSZn/yz1Ids8F/Yu9hROMQWvK8O9hvUTsXC58maL61ehD9+qr4SuPeg1XKgRQgghhBBCSGVwoVaQqOcqA3wSEfW0XjnqY83IlI8JMpPYt4BZ37B1KE0qJN2ohXRvJRb6VSdthLRtrW/JtftnapS4HKRHjFOiQBCIaso6kW9o+vJ+VjdVV+BQuaBNaflnCQ7VE7hQU0Jj0om1kbtbym7Lhjc4AOSL+ljBBO0np/ytH/TFT22yRn0stLeq3qiP6SamB0Z9nFbk0WHrbjdGfSSpcKFGCCGEEEIIIZXBhVpBYp5SDzHqY5bNtZWVMQVZ/aSUt8YAKIz6GO8Aoz7mIu8Hr9Po4oPBI3v1RX0U6AELUUD66P3QeVdRHxt+c5SvCz87n6tXU8E8mR60KTV/aTpGfSSEEEIIIYQQUglcqCmhsnWhxiAPQvvpT6pqfQrie5NXxosuyNmv+vLQqy9+apP1yXOhPeEMzz8ASobnZ7tUxXDC80edpe1Gt9TeSJXDhVpB4gR/w7sxYNRHNzLlY4KEL3bSHGjUx34EdnFReuP59ER9DKHWD15n0D4WzEyGry6qjfoYtR3Cd7yrsRc2tzLqI1DDPNn1I3b9ftB9nWrDhRohhBBCCCGEVAYXakrovPfqIsiD/1yJ/eS3EvU96hrhDc8fK1ettLzLyBs6pP7yA/3xs0/Iw/NXGORFR+OebmNqKFhXbJa66OiFsTpRUqr8b2bLUrt/dcOF2oAwMN4UccdKUsYPY1LqqsvaSslZdq6/bsoidcfd/9PK5B9bcfa07Q4B7Rppr+P2nMqMAVf+CtYzF0Gj78otCOeuWEdII1r1mdJXumnTfvSklHlKdm65eig5m/QNLtRKErU1KyA8dFsGSzZctmrZtN12zBfUQ/sJlO9NWle0t6W8THHhnfOW2RXGWWpB0q/i9vZFhZkW7M/o4vMbtYfn19+xED6nLLZp3ifVaX3eH6Z9MRfdMjj7bvCHenVSHitr2/FSM3b+/aIlX56EZOUKz99UzlIfvl9hS2yszj2Nk6cnzLO+QeM/mOzD8izS914KDfUQLtSU0LgQxMvoUjKVDESBmc63pHZDfFyO+svLqI/98VObnDe24u9/Fbu3Drod1chQwcaUwKiPU4t4IVf5JB3Xr/Iv+ItSeRvVDhdqA4LSx4BcKH1sT0XpY6DteHuUPk5C6eP0SB9DctNLRaRQ+lg3lD7qWqgVLtQKkvuph1/iU4f0MepVu3J4/pqlj27XbGsiuTQgUvrYUaFVpY+RnzVwSh9j5Eua0sfgp68l8huI9DFEnBc8QBKlj1I5YLBbvrnPVTe5ZLiy+bi9peuUssW9DYqbv2NIfdfsGkfiN+sBPvhtSa3VKZWdOFtB+hi3FUUPyd0pEHLPNry3d1yoKdHpB6/Ts063n6x8rHRweW9aIs32YDLJKn/LZlmXvvipTc7+WWpvirz/BuTEqI+FKSh9ZLtUhfwBXd3ErcVLLPhLUrt/dcOF2oCg9DEgF0of21NR+hhoO94epY+TUPpI6WNTbnqpiJTplT72A0ofdS3UimihZox5qTHmLmPMVmPMWx3pftYYY40xF+q5OBxiHnoESW+8ssE6pI+M+ujLWVI/MVISmTSgPepjN0/Fskd9lATUEcjkGg547XUT9TExT5kuL958/Kkt9hKkjxpRdx1ntOefnl826aNLMpWtLwrL2np2P6Rsohx8l0JFH4Kkj47EKT6pSh/F3a1Oqezk6QrSR6cJwbVR6XLiv3sR3t9U/3YxHO9CzRgzA+B9AF4G4FwArzXGnNuQ7iQA/xHATdpOEg8pHVMU9THtRrbfyG4Qgq32YDLJuhjtQfkBDHLSl1CF9DH1BkBaBkZ9rBdGfZxaaltTxVJiQ0v1fbf2RqocyRu15wDYaq29x1p7BMBHALyqId1/BfBOAIcU/SOEEEIIIYSQqUOyUHs6gHuX/X/H+LcljDHPAnCGtfZvXIaMMZcZY7YYY7bs3r072Nm+E7endHhPcKPKpBz1sWZE1RMZvVCegdppFRjPm0+MtE7bg/qo0adw8kZ9TCRbsAWf7FtPQq9VY34ZaJ3zS1zEWH2bGjTVcZRkvApcOk5VMaairUgPSikXEs+vL2JnOZKDiRhj1gB4N4Bf9aW11r7fWnuhtfbC0047LTXrquhv1EeJrFFipcC+ly4QhqoONtuDySTrB6/zmValL35qU8UHrwvdAAS1MqM+FobSx2lF69MNXZPnwfSq5JXXQe1tVDuShdpOAGcs+/+m8W+LnARgFsDnjTHbATwXwHUMKEIIIYQQQgghcUgWajcDOMcYc7YxZj2ASwFct3jQWrvHWnuqtfYsa+1ZAL4K4JXW2i1ZPO4xuaM+qmackbgy+UJd1VXGFKTvG3LnoJlj19Zd+WR7Glmr3CrVLVFIwmGMR5Wou5mQB2UJ9CtFRVC6LyrbSSe0/OHSQG/Ux44qoylXZ/k6eMuiEvVRs34r6LglLgca54v7dQV1qo13oWatnQPwRgCfBvBNANdaa+8wxrzDGPPK3A72BY1JJ1pGl3TPLrnpkphJHu6J5+fCt/ehkBsdkPVC2pN6G3L7uqhBSpN+A5Djwq5RL93XbW8oWFV175maPkpFh81NEfeyZzLQrS09Ya0kkbX2UwA+teq332pJe0m6W4QQQgghhBAyvSQHEyFy4iI8De8JblSZpirqY5y0LLc0IOsT5w5lgqnlaj+/OzmnO3WJt9/5y17kDUjF04o8Wlq45fjDoX1RB//VoVIZsjMqYvg5kuO5aPLXWb4upI8qAYY0/e5+gkm//iXmn3Z6EYtdw4UaIYQQQgghhFQGF2pKqERtjt6jljewhMSv6Q3PH2u20vIuJ+sWtYjn/B1UWS/aKQcVtH36ez+Np+erk2pM9FPap6JgXU0rYoFIXjeSiRrutYXnH2wMgn7AhdqAMDDeFHHHSlLGD2NS6qrL2krJWXauv27KInXH3f/TyuQfW3H2tO0OAe0aaa/j9pzKjAFX/grWMxehbN8Vzl2ZvZg2tOozpa+wTdtJmadk55ar/fSchttTuFArSNyTlZCkbaJ2u5RCJaNE3G8pIvf7BIeFTtvzlrO2ZDk37LUS7NQQ5RAZFjqN8L0akxYk/Sqm3iL3WghCU3fx+Y3aw/PL34NJ38yFzymLYyAoPH9wmdP6vC+/xcPhbsn2QDXWjfo8fCxXjyFnqnJvxhX3qLX9nnbpCiLEVFNZXH1F/uF7PYYWnj+lX1vPmIHgqCyFhh8B92wDVCxwoaaERteIHXRJeQvylEXwH+qrcd0F4jGrtZb3GFkXoxHGu7gJq7+V8pCzfxb7Ho7GTVm00dw2poSCN119mJOniSzDtwOyfDdWJY+wHNJOr7yRKocLtQFB6WNALpQ+tqei9DHQdrw9Sh8nofSR0sem3PRSESmUPtYNpY+6FmqFC7WCxD1XCZDeeCU+dUgf3YTLyKJyqVn66DTe/npfLH30SqY66AsumaCm9LFRrZVJ+ig4p4vPb6Q3r8TAFEofg8ucKH30Spj9+bRZdtt11U2uuUM2H7e3dKE5TVH6GStB1yxrkCXH3OqSRar6oGar1L1SGeljU7qltpHcbyj44MvBf/civWer5V5WDy7UlNC4uY2P+piWq4r9dKFyooFMTHHUx9o+mxb7XaEUetBMWchap4Vu0Bj1cQgUlD6yXepCvIet8naLekKvt+BXgVEfO4ULtQFB6WNALpQ+tqei9DHQdrw9Sh8nofRRyTqljyQRSh/rhtJHXQu1woVaSSKeSoQ8KelN1McoP3x6D+0nUN1JH2Xt1C5liDlXYmeoUR9TbbfWe61RH0vkVyLqY/ITd4H0UWP+dZyRglT66JXKrU5QNOqjOKXITmtLVxr1McaSt907kj66Z9/884HIlkYgox5GfWxKZpXuC9OvJzI7Wls7+ggXakp02TXSlI86A7EvUR+1b6bcXxrw36jXTF75W8w55eus/lbKQ9ZImgk3F0H5SFuv+IV9WntVBIz6mIU+yDzlD2yyupFM7KPBsNS5KyF1Mq68kSqHCzVCCCGEEEIIqQwu1ArS3VuEup5mRD3NK/mVz46RBW9pkD5mfoOQ9aldqSduKfXWZjJWrquGtuxXI7/8ZS/xBiTvB68TbYklwb68ws6Ik67H2AqwU/LNm6Iszh31MS6Lrt6WueV1YcdyESJk1rCSlk+ZXLqOEyIOLiX/Wnm8M5XChZoSOsHAIm+gkzIXSB9FH8Xux6vxYD9TQtn3/HV/3qiP4cbbb1y6l+kNjSqiPhbavxF0YWfUx8JUsgAbGH2QeWpsJ6uBKP+C9x1nroSuV3NTDhdqhBBCCCGEEFIZXKgVJErx10FUuNzElcmr94jypUaE7xtiTwxJuPKsrFXcnUww/W1w2++SQD3lx3dyjpmjPtZE3g9eO2yJlI86QVkmlY/lVARa3cQvjFdsm0LSz+jvqnb09iL0o9adBIcSv2QvpJSpQEmU/q4sVfmgnM9Arj3L4UJNjfTO0ckEy6iP3jNyHO2DzCanh7oq//rrsm/UUKfFbiCCxqJGvXRft72BUR+zEHr96WZRJX1kWXe7ZXkwnZg8nH5sbRkqXKgRQgghhBBCSGVwoVaQuAAKw3uCy6iPbuqN+pjP9tRGfRQ3mZ7cSkH7WCITfw4l+kzpl20BprTeOEzaKfkWS8mOVxmvKUtVlH46VRdxWXQmfWxU49emKhFrHxVspOZTJpeu48Dpd4Ph3AsuwoWaEt1GfUzKVcV+8sWhlFY7+KbWd5MTd7B2uQagcCGNCD3tNtd8Ut6oj9lMC/LuMvOMpgt98FpOQEaM+lgY1lUOQq8/XXRZje1kNcColsmi8AAAIABJREFUjwDHcRpcqBFCCCGEEEJIZXChNiAMjDdF3LGSlPHDmJS66rK2UnKWneuvm7JI3XH3/7Qy+cdWt/aGhHbNtNd1e05lxkDePHIXoWwfFs5dmb2YNrTqM6WvsE3bSZmnZOeWq/30nIbbU7hQK0jul7+tr7+XXluX0l27iQtv7N2EEOZD4p63vBER49rJL3+Q9INEiWG0RCJdJimrt7g9alFhpgXSV3GIdVe60jKZzOH55btIUuvOv38mb3j+tD7v33smszVx2Cf3dvXdbOH5ZfNxe0sr7lFTvI5G7Vv3XguDTaqYakrrGkfy8avH0MLzp8jIZXOc5NqYhuyuJOCerXYtbARcqCmh0TU6+W6KLHKFwExPNMzB2aQs2Hq+Ry3ZgO6DgdbN9Rnrsst2GmrepW7QxHMSw/PXS8nw/AO8wWsjeI9aJj+ceQ6kOWLv6oJSZ6+sAg/3SCtcqA0ISh8DcqH0sT0VpY+BtokmlD4qWaf0kVQCpY95oPRR10KtcKFWkKhIdyrSm7qkj27CZWTO89pS1yx9dBpvf72vJQ1olT56rIekasg05tCqnAX9O6rePNLH1vP1pHWa4fnTH27qvIVPPTM9PL2gfQIqS1X6mCjHBZZJH312JrWPnvSuvhv6pkbc2kKfUvOReKIni6s9PH9IcZrGSqjEu9Fu9JkptkrdKxWSPjZJT5fmOPeZfh9ELjjOd4/dY55I79lquZfVgws1JboN4510dmb7UjfKVKB+eP64i3YvZDYZb+jjHlq0/Z5RptfpuO5Q+pjzkwcqi1O9fII6OsPzF6ag9DFKjt3Ttgx+plC+nPIHNlndSCbPd2NXJc89Too83CNtcKE2ICh9DMiF0sf2VJQ+BtommlD6qGSd0kdSCZQ+5oHSR10LtcKFWkFinimoSG9qi/qoHGRibFTRB78frUcVHu/JpAjtMhP/ub78W6SPIsVbbPkLSR+jt3ZHyNQkkspk+Z4sn5W2EmHUR+c5ctL6vC+/Y1EffXPZquM9jProS6X65qvQpbKt73lnecVrYdjWC9exduldit1QGPVx8tzIO51lKVKVD7KcGPWRJKPx6jn2YpKmfJQMRIkPqeWvVPqY5JfOBbArcoZxj3tooWhMmmc+04K8O5Q+ZpWTFhrrjPrY7kFfbmZKRn2MkT5W0JYx9CPqo8JDrAqI68KVSR+T7wV0vJhWuFAbEJQ+akLpYy1Q+jhdUPqoZJ3SR1IJlD7mgdJHXQu1woVaQbJ83DIobSXSxxg/tKM+JsoEs0ofJfUTlY/s3JgohmFpGjONObQq57h6S476GCOtc8nHAvMPZTBRH2uTPiq+rVd5bxf9QlE2P2hEfZQjlHlmyn2lJ3qyOKfssPVSKJOmin1IlOAuM9Rwfntf6eaD1/LZJe5YWVLejMsi2wqujUrCG/8dmfSerZ720YILNSVUgoFFdrAaoj4mS2lqk0MdOyH+sFPnHuZGF+S8oY+L+th80mCjPg5V+ii9QUtW22jclK1OqjLRByTN0w59UT4WfYAY8yC1PxW5guDFXMXFrNm3aNT33CeSbH+IjVQOLtQIIYQQQgghpDK4UKsclScllT1yintK7Dmnmu+OKEgfRSbiJHxt54rOEineYstfqo/GS3ACTI5/F0jr5LpOx7HCfT9z1Ee5HwWy0Ii6G5exWn7hwSgTytHRmwD/x78VpcOKsji3pDouh/C3ZToS3FB5YxeKAXGOivOtO5+cahC77N/ZstG441HwYrm5uu53NeBCTYlOpY8pHV3phmBaoz7GXrRrj1QFaKgddMvfumejAplepsy7y7qCK3t62GdpRmG3o+kEaR+zUP/sM4ZRH7MQHMK/i0WVwjOsGigR9TE//djaMlS4UCOEEEIIIYSQyuBCbUAwPL8mDM9fCzruMDx/X2B4fiXrDM9PKoHh+fPA8Py6FmqFCzUlRPJA7zaruP0zx8Kb+lTtTcddx1bad/oQ8Gq8UXZhPX4ohee3xypLZq8l3yVvVx9e/oOy9M/nlzh8rTA8/0TRBN6tTBXQpwRhqtu3gkn2e8XVm39sScZdyDnNaVT3xSSrUCQG4sveOrYC7cDbdq52j5iHpPXqm+uWHXFvlfGN40UbDX3euX9FJvfWCM/v74uSmhDMERK/xEpZx7hUDc/fcu2JuI+YSCOcW5bqVVJ9jZf19r4i/cyA96oWso9UnFRxvo2xJXTUXb9uH45dN505+P2RbV73np7ezrK5oo9woUYIIYQQQgghlcGF2oCg9FETSh+HBaWPfYHSRyXrlD6SSqD0MQ+UPupaqBUu1AqSO3JSq32B1Kbk6+I4GZdX76Hogz8/v2gpHpEUIUJKIpcRxUlu5IkaT4w4sjqdpF/F1JtPHtQ27vz2xCHWncZC+34imcPz67S3JJ2/TYMk3cE165cDpeQnla2FyvecdZOtLwrlsq3H9a5vXYfn175Wa4XQb5Q+OuY5+fjVQyUSbEXh+aWfVgiVpTZbiU0hO99/9yK8vxme8pELNS26DM+fmKlGEo27v1QDnRC9nOtBuNpkH5W+z+Oz19cQ2T66LFcNnzxovemW7t/QuClrsJpOyM1vnnbozYipPDy/dkWWui6Eh+cvD8Pzh+SRuxby3QsQP1yoDQhKHzWh9HFYUPrYFyh9VLJO6SOpBEof85Bf+lgOSh/b4UKtIDEPFYIiGnklPnVIH91ZtcnI0qSKk+YySR8VnhyJpAgFoj6G21+WRyiCqI/+nHPVW6w8yKl9HLsjfDskiWgpJf1L5kpp0s5Mf7MmkD4GRZRTlD5K+qQ06qNP+hjafRxytvB5WJ6rxE7qW1iRJ4VkcTGBR4GIN4NKU4vbTKMuMtluMCr9TVeMmXS2MGpo40iVRH2UbAtQetmmJn2s/h1rOFyo1UT0PW5Kx0y/IRhZSR2taafLs9G9qY2d5Pog19NYcrYeieizJW7CStqe1rzli9PEfORLvgCjCvWSJZx4Nhc6pm7po/Y8Xmu7dOGX/IFNVjeSM49TPgY+8Mg9Too83CNtcKE2ICh91ITSx2FB6WNfoPRRyTqlj6QSKH3MA6WPuhZqhQu1gsQ8U1CJOsaoj4E++PNzvStLJTrqo5I0oJuojw6T0uATInlgnH9R0kfBG9XhRn1MMC9OV0D6qDH/Os5ozz/QlMNG8Ewn/hBxk5wt15sAqU+p+aQSWH6njDIuh/BAITpXs6Z8nR9kFo9fPeTKR735Njof0emytnO2jeh+I84HCXofNl+c8Ib39o4LNSW6jPqYpnzU6dTpUqkyg0tzH8noaNzitxfSx+Qm7b8sqMs5n1EfWx4YqCzcVySUpRvnnk7I4i8PfZh/ABQdgHFybOU5TtWaK5/KpHVNecpXVTnd8GSdayGjuOBXIdH+ABdPJREt1IwxLzXG3GWM2WqMeWvD8bcYY+40xnzdGPNZY8xmfVeJD0ofNaH0cVhQ+tgXKH1Usk7pI6kESh/zQOmjroVa8S7UjDEzAN4H4GUAzgXwWmPMuauSfQ3AhdbaZwL4SwC/p+3oEIiK+qgivRmA9FE76mMu6aNK1EfB0cYvWAotx0Z9FBUtsvwKUR89GbQay/bBa0VpnWbUxzIPN+MzEYvhaov6qCl9VMjvWNTH0PEuS9+nqI+a6MqQw1UX2lEf4+a2JjvttquRPlb3li6j9HHZoca2WRrHzgz8PnhTeM4Xjl1GfXTzHABbrbX3WGuPAPgIgFctT2CtvcFae2D8368C2KTrZv1oSAOipY+JuXpTCDJIj/pYSPoY6memqI/9mEuSp+D2I4oPLfLK9Lqj06iPFXTQ9vDkqQu0yZRipi3q4xRJlqKiPqrLuwtdB0Pz6aAbyB9i6eaqnT7KvdqGXU+2tgwVyULt6QDuXfb/HePf2vglAH+b4hQhhBBCCCGETDNrNY0ZY34BwIUAXthy/DIAlwHAmWeeqZl1L+jsiV1lT0WzbK4NlZxkqxOFN6uy8IoNv2R4gxBqP7peS72RTqm3QCTf0dPIunTfF71ir2vOKYHuR5X18pMKhoIybzUWKrsrQ7EPXqvKDmPyj5A+KsnOm9X4OrJKLcR105Ooj07Ty8rqLk5af06+nKSd3mBweNceyRu1nQDOWPb/TePfVmCMeTGA3wDwSmvt4SZD1tr3W2svtNZeeNppp8X4Wy0666nIG+iUvBP354Sk8VkogeY+kpRza5CW+cgZ9THuoUXb7xkvdvU3Ux4yllsrnLNWurqjPnbcATMNgKFIL6cn6mN5xEFbu8g0IH1cF9Zb8OtQ4OEeaUWyULsZwDnGmLONMesBXArguuUJjDEXAPhfGC3SHtR3kxBCCCGEEEKmB+9CzVo7B+CNAD4N4JsArrXW3mGMeYcx5pXjZFcCOBHAXxhjbjXGXNdijmSE4fk1YXj+YcHw/H2B4fmVrDM8P6kEhufPA8Pz61qoFdEeNWvtpwB8atVvv7Xs3y9W9qt3iHbH+LZZRe6fcYXAXUyx8m/psfERxf0So5yaxOweP7TC84vdXNxD1HzCkrerj6+IiRunz/ftQGizLQ5fKwzXvTpVeHj+gD4lqKv23m1XpHP6FRie3z+24sZdqN3YD6vHpk7PL1722jq2Vv3u7e+LTR7TPm15qO4ZFvQ7194SXz06snFPU+4xrBGefymVeF6Pm7OOWZFI1MIltc75X2JrVXpfSHXX7/IE8rnFNxZ9Gbv6ilZ4/tR9dM25See/tLkw/n5nMVn7tc963AwKzx99v+JPJfIDkj4omyv6iOiD14QQQgghhBBCysGF2oBIkz7WQi0+Uvo4LCh97AuUPipZp/SRVAKlj3mg9FHXQq1woaaERuS5ZkmgJG/H+csTuDQwSiF64/G9tvbJnMJkK6lfuT8mCWk70n6uL393UfxyrZhzm+zEfUXBqalyHJLIb9qOS9o0rS2iwkw7xpZLstJk19m2wXIrSZrE/CJlv0BAewvDlHulj0HtE9ePmm246lhixTeO29Ot+G2iiO4x7KxXsWSrOet2e9Kyth33+6UTTTRwLK5K75RVLv0eZrPZhmxuEdweOP1y9RV//9WSxC3P02ts5d+uNL50kiStB6XjSHY/01j/okHoH3+i+heNP99x4f3NACNMcqFGCCGEEEIIIZXBhdqAGIb0sRYofRwWlD72BUoflaxT+kgqgdLHPFD6qGuhVrhQK0iMPDLkQ4ZxUR9Xp8lPlKxK+XW2XCYYeFTFT0E7FYj6OPm7x/zyPEJRkN7GRn0U2Y6SvNUqt0pFYiE+F7mAMLXu/HKeoPk3uG+5+lR6flLZ2mQZUySlgX1RnFwol209rnf90JQhx6hfpZJBDcLuPwLtSOd1sQcCW+K6KXWvlGZLIltd/e/V5zrbuICMUCqDZtRHkoxK14i9x82cqey2LLEGCumKgy9iwv00oedq3jjkIt3HtBvRyXPaFvERxsR5dmelyz6SM2+tsNze81VuyiaMRvkSa0PzpjvOhVz9IEPbJJL7QarMB1VzanThlvgBnW6u6umj/Avdd5y7hZI7ZqUduydwoTZVDPfVsD6UPg6LIZZpmFD6qGSd0kdSCZQ+5oHSR10LtcKFWkFiHkqESW98B7p9xb2UVZSswKff0X4CFfsmTUFY5n5N15pPaiTLY/k3Hxf1xeh+lP72UdavGuotMXKXP9pq+zkqZQuO+ljg7XdCHvJ3Lal155INhbVPaFpp/inIJUW+H1YfdtRNtjcBPp8kqUqgV/7YgICh/TA+ArE/bYkPXocgf5Gc8V4pMGqk25TsutmUShbdOe3aKOHYtVCWzpVCxaEK4UJNCRVFTLT2MSFz0U2qThqPhcTzpbnoShtii51L0qRJepMq34i2rYeyah/LSt1WnDbt0sfW9a/Gwl2QUTZCFn8de9C19LKaB4gt5/RgHm8i1O8uitlJF1HeGhFjcnxWoBu5G6jAwz3SChdqU8VwXw3rQ+njsBhimYYJpY9K1il9JJVA6WMeKH3UtVArXKgVJOaZgs7HHCWSt4JPLt06sraTfFb1fBDYaz2qIVmSHG3+uqjM8kCjPnoyaDUm+kBs1EGBtE76dkgS0bIYkvzifZK/7ZEmC9eQhbaPO5/2M9rzF5ytFvXR/8vKo+1ytvB5WJxS6FNbPnpjRBz1UfK2JULynS4RW5VeqW5c8kbnB5e9dhVR6W+ab5fSbMmjPrbXv/valtaHJYgl2lLpYwUCaG24UFND4QY9WiKVlKuK/d5EfQz10xv1UXjR7iE5l5xRDy3afs9Yz1q3MFFnddh/suaduMDS2bMY4RCgM6aDoj6mZ9dsN0PdBOUvTpkl/+acwvPqa9RHzX1suZBHfdT0Te9hy7EUEf7Vdu/Qk60tQ4ULtaliuK+G9aH0cVgMsUzDhNJHJeuUPpJKoPQxD5Q+6lqoFS7UCCGEEEIIIaQyuFBTQiNidWwIW+9eBFd4folAWGG/xEpzrr0N4ftJxg7I8haH3Xb7s3R04rBMfx4fErndL+3w/KvbVFTD0j0aznprPuL7bIBsH1dYvUn2+XjD8zcNO00pSOkIbomTna/s7WNr5fleO96x3t647X0ppE/7Egr6fOQcAizvfk19fnm6VceFY7g5PL/TpYlzvcld166GZO2tJumz/iSrbU3aFc5/S0lWz7HLz287J8xmYxpnGSZtxQ75lPD88j7i902ap2zCD23jSS/85wfezzTuvXZbCwvPH3u/4k8k3aMmTlCbbFQBLtQIIYQQQgghpDK4UJsqhqvh1Yd71IbFEMs0TLhHTcn6FO5RI3XCPWp54B41XQu1woWaEqK3v8JX/eF5CyU+UZJDmV8hvjdLZjyvrZXD8/tx+9Naa1LZUOSxY36Fnrf8XJlkLNy+nIk+IJFGJEnhYmRuMtt+mVx7nlK7muH508ezbLaLzd83IwV/2iBiXmzNI0HSOWkjvs9L8nPZWDFNNVh2HnX2Xalkq923ZnvCPuORR7tthPcnd/8Iz9PdLs3nxLBibnGO1QCbjb+19xW5dDc8X59NvzXp/Cdo49VJJH1EYSvHyutH2LkTJzrnPQn+8/3tLO0J2veC3cOFGiGEEEIIIYRUBhdqU8VwXw3rU2tdUfoYxxDLRCRQ+pjJPqWPRAilj3mg9FHXQq1woaaEJMBdTLQmUQQnv1aoPYHk1XYmVWHzj+EypdHPUomMVDbltmdbG1Umi4iXmzjkWkrSgLZoUKJuIJZ+tvnWmNqZQhbJ019vzfIRv3v+qI+OPIVSOo0Pqx/LU5BWGvUsIo1v7LWPrVXppGPdN6c45l1nVL+Wc/z4O5Uk4p2v3zulY65h6hnDznoVz8MrbbUnFMqZrLu+RFJjsWxTKIsLjL646uzoXQChMk+3DD8tjXtujb3SNecvQX7ZF85/EW0s6yNhfdEb2dVR/7Kojy4fVv7tTNR4yD/XjY67JrRlBxj1kRBCCCGEEEJIbrhQK0A9L2Tr8SQeXxm0ylhrXVH6GIe/TGWlXOUZevnaGLr0sa183Uof9WN36liZzjGQE0k/Y73noSbpY6o5Sh/b4UJNCbeEaeXfQXZFMgaffVcK+dlOHwJeN8dFffR5I5TciGRyy+zkivrolFDF+SUvkydVSx3Jmti2/Ls9lc+4NEKcLFpmWJtIelVctFXfuavkSR4PJIg/IKuSX7zEzFdr6h+8dsmCVh+rMOqjT/romyvc8s6AulmR3tc2omRye6vtThz395mYKKKpUR8nu5d/zHtneUXpl0yC6zSwwk5Y5ovSPF/bh9x7SFNI5z+BxYnhJTg/NOpjo3zbnY1IciiK+mh9SZy5SKeClPm873ChRgghhBBCCCGVwYXaVDGEV8OUPuY+l9LHYTL08rVB6WMeKH0kAKWPXULpo66FWuFCrSQRkoQgSWG0bBBRvsUSJ6vy6t4UffDnpykvmcxZUj/tkqSYc2V2JFKe2Hrxy8DSSKk3d5r2cec/Ryy3cmvggkiuz8Soj/5TFepkebqIOUXUPquOhcu78s65zqiPLjeEUjN31EcZWqI1cVlL0iabF8gbHaerSgF99lIjKqZ88PpYOj3E1+3UqLdu42q2pNeFplRL50qjmLb64E3iMSDLKXW7Sp/hQk2JSHnuqmRxHSypX4puUgVmkqfTMoNL+2YqOrRtD+aSnDf0Mbbb92xkXDRrmI40kvNhQJd5y8Ogt/2eukATZtRitSx58hMXOVM/yNM2acTMI9pzT6nSho7vLqaiTrpoqLFsFaP94DmVRPuK7uUva31woTZVDPfVsD611hWlj3EMsUxEwtClj63W+cFrQgZNTdLHVCh9bIcLtYLEPAfQiWgkkbwVfHIZIysQy/oUfBDYaz2q8YRN8pYuKh/ZuW11Ex71MQCFaHoiyWhUtMzYUvnLpFo2IWXefsfnoT0TJUkfnW/F7ar/6r2tT5Xjjo6v/FvuRUqf1J6HZXZ9H5BXjYQovn75FQCSaNHS3yU2ff6E5uWzoxFlU/dtTAVWCvXFlf2s/VwNNVgK0mjEWls7+ggXakpIwij7bcTeDqZ0TMlNqk4at4Eygyu4jlP2AygsProkvUl0y58qhYtBp526GNdpZM1bfH/mv9F1nq+0CFhlVJ5WwUaurq3x+C/pPLHZgg8Qa5A+Fipu8D62DuaiDtZxEdYkD1Ri3Kjs/kBzX16qpdrqpgBcqE0Vw301rM8Q64rSRzJ9UPqYyT6lj4R0CqWPuhZqhQs1QgghhBBCCKkMLtSUkITZ9e8ViNs/4916tHSgUajsdU4WjTtETOPa2xCpzNeOBOfzp7Xa/HsURudF7gtwtKX8kwO+vS3NmnFRzS0vV1Cfiu9/vv0pK+031JsgxHGUtNkxtlSlRKUjuCWG5/eW3VPnov1jovzsir+a8mg9p+1EoUe+85dSJEjqj3U/d5+fOOwZw876F17sJOVbmUBY1tb85NdRf7LldeeYJQX75Sb8ss3p2tL4/GtN4/JhRbqVf7tttufT2Ad9bQpHP2vIQ4K4v0n3IUr2krqupKJ5xuWKo36XZ+O47rmLIJirUq8HnrE76ZFvPle8tlYCF2qEEEIIIYQQUhlcqE0Vw9Xw6jPEuuIeNTJ9cI9aJvvco0ZIp3CPmq6FWuFCTQvBm3Lpq36p3dVJBEIagZUoF4KkXFGSGa8ERiaRcfrQZK9VfdIsDxRL/xKkfm2JxOFrheH5V9sLD88f0KcEUlBf6O3U8PzN0uOVf7vy9+bdcI5TArtCnhY3dlemCpEIpeYXL5XxhWuWSV0l0qn21m1tH8f4Dv+Is0QO5K/H1uiYjils5Sh1SLMax4Qr30DJlj+lyK6d+EdbfnFzcpOtxnOsu+5Wn7P6fF9I9RA/XUg/EQD428l16XbPrb7rULvdSQ+lSOdq6fwn6METw0twvnQrh6Nfr8il8ZZLMI8GbI2RSSjbj/hbJvw6OxS4UCOEEEIIIYSQyuBCbaoYwqthXxm0yjiEuoqjNkmEDv4ylZVylWfo5Wtj6NLHtvJR+thkZTrHQE4GebnoCTVJH1PNUfrYDhdqSrhflC++Yg43EhLBqT1KlOPlcmiUo9Y0/iSytOEypdHPQomM5HW/IL/2apPJIqIlOClRH0PrqOV3WR4I7FMSGVjLcZEUzl9v7shYEe0lkY0I+0Hsh9Wb7EnaMTm/hKiPcsmTtB975pSgyIbt4zv8A9v+OpJEffRKHx3TfuNxX9RHV76dR31sqQtPXY1shI2jtqMTTjnOj5GXe8dFYNS71KiPTomta/70jm9/3hI7K/0RJlCN+uj4JWvUx+XXD8e57hy8/ojaSSHqo/9aLLxw9BAu1AghhBBCCCGkMrhQIwOD0sdUKH0cJkMvXxuUPuaB0kcCUPrYJZQ+6lqoFS7UlEiVBoyOR8jZPPZXHGl0Uv5q2+lDgP4gKeqjVyrge5Hvl8CssNMaaXClvYkDjnNHh/xSgFC/tKM+ThTNY30yVUCfkki8kqRwLh1Y+/kSWYb/48iB8rEGu5pRH2VKZke/DtEaSWyvPu6TsQnly8OI+igw55M+es6RSZ+W23XVq3Ae9rRxsD1P3xaNt4h+7ewfbfacc12LKcHvx2xI7hmk0rpjVn1pQuXhqfOA1M7KtNIU6fPtUuqoPiJtn/Z+bRvSNZ7rvrh5/ZGpnf19wz8TxM/nfYcLNUIIIYQQQgipDC7UyMCg9DEVSh+HydDL1walj3mg9JEAlD52CaWPuhZqhQs1JdySivHfjaort7xJFqFt9T8mjLQnCHi17fYhQH4QJcH0HJdGB1uSyKRJbpbKO3E4XSLmVhAkvN4XR1BrlhiI1Bhi6efEL+0HhVI4j2OT+Sz9IpCPOOVKnj7plJ3I5EKqUR8laZ2SP5EBue3Vx1vH1srjUklUP6M+tro2kZ8/6mPjhWfCzsSJLQ7UGPXR0ZQrjytIH93bFfzzn/OD156tEKty8NqXpJHMQdFbO1xzq0faLZa8B1wKxf1NUmBh5o6rir/D+mwLr7GNU8DS/OHMweuPqJ0k0kmnH5J7N9nc00e4UCOEEEIIIYSQyuBCjQwMSh9TofRxmAy9fG1Q+pgHSh8JQOljl1D6qGuhVrhQI4QQQgghhJDK4EJNCZmG26PTduyfkeQdsxdDpEGW6LADdMF5w/N78vbs62jNt80dV/rAcMXHTnOKvVttp35yYNKPUPvL8pj492rb8n0xvv0s8n2HzUbc+yjQekyQ2aq/J/PUIcxW3J5TWbuGpWk507NnIWYvUZsld06NRpv/HeCXaF+L4p6q5nNd7qT0TVmdhlwvwnL17wtrtRG417PxHEHoddf57nZpyTPw+IQPznna7csqo+2+NB3z+SDduxQyfKXXSPEYaLs/WN7GEwe954cOQdcev5hzlx1c+bcjiSeXiCPNCeVtOBxECzVjzEuNMXcZY7YaY97acHyDMeaj4+M3GWPO0naUEEIIIYQQQqYF70LNGDMD4H0AXgbgXACvNcacuyrZLwF41Fr7LwD8DwDv1HaUEEIIIYQQQqYF43uQs1nUAAAOtklEQVRNbox5HoDfttb+5Pj/vw4A1trfWZbm0+M0XzHGrAXwAIDTrMP4hRdeaLds2aJQBD1+40OvxreO3hN1roXFwri0M6t2VS7Y0ctaA2DNqmMWwLc3LAAAzjhqcNzCyuOPr7G4f93I8A8cbl5Xu+wDwFocxVo7hwWswRGzYcWxdTiKGTuHeczgqFnfXDZrsYDmsi2yb43FfR4/7x6X86lHDU5eVU6fH64yjI7PYa09CguDw2ZjY/4A8MDaBeydAU6eB5461/6cYr09jDVYwJxZizmsmzjeVucGFhvsIQDAYbMBtuVZyIE1Fjta6svVl9bbI1iD+Ua/HpuxeHBtexv4yrTI/HjYrjErN9+7/FpkZfk3wq7a4LtkGys3M6/BAtbbwwCAQ2Yjlm8M9vXvXWsXsGcGOGkeeFpLm260BwEAR806zGPtimMPzVg8stbi+AVg09GV57vyXuzPm44aHL8w6ZerT0v64VFj8Z31o/o6+4jBOttc5yvr7rjGNL6yrC7T048anLCiTBYbx+16xGzAQku/dtXzInvXWDzgmCt8ft6/dgGPzwCnzANPcYzhlPGwWA+nzhk8aX75+F7AhpZ+6hrTy5nBHNbZo2Mbze0laatHZiweWmthLHDOkcn82sYasHIsrx7nrjIuz3edBc5ele+xeXoGR1quJ9LyAbK6kthzjfFFfP1yEde49NUdACwA2DruX2ceMdhol8+xo7IAk+1yLI17Ht6/xmKnpxxHjMX2cRm+74jB2pa5RdJObdcLANi91uLRGYsTFoCnr6r3g2ss7h37ec7hNRMllfYRyXXJ5eNy1tkjmME85s1aHG25Rkra2N2Ox+bStnuENZjHentknEd7v2+bp0a5tI9xwD0/LLJUH477Q1c7LV4Pjpj1WMBM4/mS+0vA3ZeW5+W69gDAU3AKrr7sC63Hu8IYc4u19sKmY+2lOcbTAdy77P87AFzUlsZaO2eM2QPgyQAeWuXIZQAuA4AzzzxT5HxJ1s9swIajzZ1Jwry1WGMapgEDzM1brJ1p7oRnH1mDvTMLeMLCZN4bFoDHF+ZwxtG17Y3lsQ/M4Di7HwfWHI/JJc4Mjrf7sH/NcQ3Hjtmfn7eYWdM+iDYsAPvm5/DU+RlsaJkIzz08g+3r5nDaQlNJfH4sHm8qw+Lxo9hvTmgvB4DNczO42xzF5rn2hQoAwByP4xf2Yb/Z2Dy9OOp8rd0AAwtr2vPYsAAcmJ/HE+bXNNbXvLXNk5Y5rtWvp8wDj6+Zw/cdXdt8G22Ox3EL+3GgrUzL81+wmGkoW2sfX8ZaO5rQrWnusc22Z7DezmPOrMOG1d55+veZ4zY9y9mmJ+I4ux/WbJgYR0+fB/avOYrvP9pwviPv7z+yBo/MLOCJDeN2sUxtfXrz3Ay+beawea59Ct5ggdOPLgAGONG6xA8z2GDncbSp7oRlWeScI2uwe2YBT2oo0xocN3oY4ujXwAk4zh5srOdFTlsA9i7M4ayja4PHFgCcNW7vMz1j+CnzwN41c/gXR9c291fHGJ89PIOt6+bwtPnVpZjBeruAeTOD1SXcsADsn5/Hk1rG9HIbx9k5HDTHt6cTtNXT5oF9zvKN5+0WG6ObONtwEzyDdXYB1qyZKKM/X8H1ZOybr3yL9kZ15Z7XfWV1jvEx3n45ZoMFTp9bAGzTuBzV3UJD/1jOWUfXYL9ZwCl2Mqf2djnG/EL79XixH57m6IcbLPC0uQUYC5zgmluE7dR2vdg0Bxw0o2tSk58H5uZxysIabGzyU9xH3PXh83Flnseur+39bQbrrIU1xtnGFqNFSFM7zmAj1th5x1w6g412HofNBmxwCN/a56kRzr7kGTOjNOP68NwftrWTwfHYYA/BOh7aSO4vgVFfOmCO4vtax/AJOM4ecF57AGC9y5dKkSzU1LDWvh/A+4HRG7WSeUt4+7/5SNcuEEIIIYQQQogomMhOAGcs+/+m8W+NacbSx1MAPKzhICGEEEIIIYRMG5KF2s0AzjHGnG2MWQ/gUgDXrUpzHYBfHP/7NQA+59qfRgghhBBCCCGkHa/0cbzn7I0APg1gBsAfWWvvMMa8A8AWa+11AD4I4MPGmK0AHsFoMUcIIYQQQgghJALRHjVr7acAfGrVb7+17N+HAPycrmuEEEIIIYQQMp2IPnhNCCGEEEIIIaQcXKgRQgghhBBCSGVwoUYIIYQQQgghlcGFGiGEEEIIIYRUBhdqhBBCCCGEEFIZXKgRQgghhBBCSGVwoUYIIYQQQgghlcGFGiGEEEIIIYRUBhdqhBBCCCGEEFIZxlrbTcbG7Abw3U4yd3MqgIe6doJ0Btt/umH7Tzds/+mG7T/dsP2nmy7bf7O19rSmA50t1GrFGLPFWnth136QbmD7Tzds/+mG7T/dsP2nG7b/dFNr+1P6SAghhBBCCCGVwYUaIYQQQgghhFQGF2qTvL9rB0insP2nG7b/dMP2n27Y/tMN23+6qbL9uUeNEEIIIYQQQiqDb9QIIYQQQgghpDK4UFuGMealxpi7jDFbjTFv7dofoo8xZrsx5hvGmFuNMVvGvz3JGPMZY8y3x38/cfy7Mca8Z9wfvm6MeVa33pMYjDF/ZIx50Bhz+7LfgtvcGPOL4/TfNsb8YhdlIeG0tP9vG2N2jueBW40xL1927NfH7X+XMeYnl/3O60PPMMacYYy5wRhzpzHmDmPMfxz/zvE/BTjan+N/CjDGbDTG/JMx5rZx+/+X8e9nG2NuGrflR40x68e/bxj/f+v4+FnLbDX2iyJYa/lnJP+cAbANwPcBWA/gNgDndu0X/6i383YAp6767fcAvHX877cCeOf43y8H8LcADIDnAripa//5J6rNXwDgWQBuj21zAE8CcM/47yeO//3ErsvGP9Ht/9sA/nND2nPHc/8GAGePrwkzvD708w+ApwF41vjfJwG4e9zGHP9T8MfR/hz/U/BnPI5PHP97HYCbxuP6WgCXjn//QwD/Yfzv1wP4w/G/LwXwUVe/KFUOvlE7xnMAbLXW3mOtPQLgIwBe1bFPpAyvAvB/xv/+PwD+n2W//7Ed8VUATzDGPK0LB0k81tovAHhk1c+hbf6TAD5jrX3EWvsogM8AeGl+70kqLe3fxqsAfMRae9ha+x0AWzG6NvD60EOstfdba/95/O/HAXwTwNPB8T8VONq/DY7/ATEex/vG/103/mMB/BiAvxz/vnr8L84Lfwngx40xBu39oghcqB3j6QDuXfb/HXAPaNJPLIC/N8bcYoy5bPzbU6y194///QCAp4z/zT4xXELbnH1heLxxLG/7o0XpG9j+g2UsY7oAo6fqHP9Txqr2Bzj+pwJjzIwx5lYAD2L0gGUbgMestXPjJMvbcqmdx8f3AHgyOm5/LtTItPGj1tpnAXgZgDcYY16w/KAdvedmKNQpgm0+lfwBgO8HcD6A+wG8q1t3SE6MMScC+CsAb7bW7l1+jON/+DS0P8f/lGCtnbfWng9gE0ZvwX6oY5eC4ULtGDsBnLHs/5vGv5EBYa3dOf77QQAfx2jg7lqUNI7/fnCcnH1iuIS2OfvCgLDW7hpfwBcAfADHZCxs/4FhjFmH0U36n1prPzb+meN/Smhqf47/6cNa+xiAGwA8DyNJ89rxoeVtudTO4+OnAHgYHbc/F2rHuBnAOeNoMOsx2kh4Xcc+EUWMMScYY05a/DeAnwBwO0btvBjF6xcBfHL87+sA/JtxJLDnAtizTC5D+k1om38awE8YY544lsn8xPg30kNW7TV9NUbzADBq/0vH0b/OBnAO8P+3dz8hXpRxHMffn3YFg6CgRAyCoMhDGZV0MCm2opPWIZaoQ0F0KCiiU0kdEiuoiA4F3RIkM/GiB8uNoO3PrfJPbu4SeUgoig7RQZRa89thRlpif1q0u87uvF+w/Gbm+fLMM8xvZvjuPM/z4wt8PixK7fiSt4Gpqnp9RpHXfw8MOv9e//2QZEWSS9rlC4G7aMYpjgOjbdg/r/8z94VR4OP2jfug78WCGD53SD9U1akkT9DcfIeArVV15Dw3S3NrJbC7uXczDOyoqrEkXwK7kjwCHAPua+M/oJkF7ChwAnh44Zus/yvJe8AIcFmSH4DngZf5D+e8qn5N8gLNAxtgS1X92wkqdB4NOP8jSW6g6fL2PfAoQFUdSbILmAROAY9X1Z9tPT4fFp/1wIPARDtOBeBZvP77YtD5f8DrvxdWAduSDNG8mNpVVXuTTAI7k7wIHKRJ5mk/30lylGYCqvvh7N+LhZB26klJkiRJUkfY9VGSJEmSOsZETZIkSZI6xkRNkiRJkjrGRE2SJEmSOsZETZIkSZI6xkRNkiRJkjrGRE2StCgkuTTJofbv5yQ/tsvHk7w1T/t8KslDZynfmGTLfOxbktRv/o6aJGnRSbIZOF5Vr83jPoaBA8BNVXVqQEzamPVVdWK+2iJJ6h/fqEmSFrUkI0n2tsubk2xL8nmSY0nuTfJqkokkY0mWtXFrk3yaZH+SD5OsmqXqO4ADZ5K0JE8mmUxyOMlOgGr+2/kJsHFBDlaS1BsmapKkpeYqmiTrHmA7MF5Va4CTwIY2WXsTGK2qtcBW4KVZ6lkP7J+xvgm4saquBx6bsf0r4NY5PwpJUq8Nn+8GSJI0x/ZV1XSSCWAIGGu3TwBXAquB64CPmp6LDAE/zVLPKmBqxvph4N0ke4A9M7b/Alw+lwcgSZKJmiRpqfkdoKpOJ5muvwdjn6Z57gU4UlXrzlHPSWD5jPUNwG3A3cBzSda03SKXt7GSJM0Zuz5KkvrmW2BFknUASZYluXaWuCng6jbmAuCKqhoHngEuBi5q464Bvpn3VkuSesVETZLUK1X1BzAKvJLka+AQcMssofto3qBB0z1ye9ud8iDwRlX91pbdDrw/v62WJPWN0/NLkjRAkt3A01X13YDylcCOqrpzYVsmSVrqTNQkSRogyWpgZVV9NqD8ZmC6qg4tbMskSUudiZokSZIkdYxj1CRJkiSpY0zUJEmSJKljTNQkSZIkqWNM1CRJkiSpY0zUJEmSJKlj/gJYQ4zMmluVNwAAAABJRU5ErkJggg==\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#Create design matrix\n",
        "design_matrix = make_first_level_design_matrix(raw_haemo,\n",
        "                                               drift_model='cosine',\n",
        "                                               high_pass=0.005,  # Must be specified per experiment\n",
        "                                               hrf_model='spm',\n",
        "                                               stim_dur=5.0)"
      ],
      "metadata": {
        "id": "fW6-H9aCxM_E"
      },
      "execution_count": 89,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "design_matrix[\"ShortHbO\"] = np.mean(short_chs.copy().pick(\n",
        "                                    picks=\"hbo\").get_data(), axis=0)\n",
        "\n",
        "design_matrix[\"ShortHbR\"] = np.mean(short_chs.copy().pick(\n",
        "                                    picks=\"hbr\").get_data(), axis=0)"
      ],
      "metadata": {
        "id": "3A-xQw_ixQVp"
      },
      "execution_count": 90,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "#examine expected response\n",
        "s = mne_nirs.experimental_design.create_boxcar(raw_intensity, stim_dur=5.0)\n",
        "plt.plot(raw_intensity.times, s[:, 1])\n",
        "plt.plot(design_matrix['Tapping_Left'])\n",
        "plt.xlim(180, 300)\n",
        "plt.legend([\"Stimulus\", \"Expected Response\"])\n",
        "plt.xlabel(\"Time (s)\")\n",
        "plt.ylabel(\"Amplitude\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 314
        },
        "id": "-tMGMRyBxSpC",
        "outputId": "3ac98413-454b-4f7f-d5bb-ac944d34dc6a"
      },
      "execution_count": 91,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Used Annotations descriptions: ['Control', 'Tapping_Left', 'Tapping_Right']\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Text(0, 0.5, 'Amplitude')"
            ]
          },
          "metadata": {},
          "execution_count": 91
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#Fit GLM to subset of data and estimate response for each experimental condition\n",
        "data_subset = raw_haemo.copy().pick(picks=range(2))\n",
        "glm_est = run_glm(data_subset, design_matrix)"
      ],
      "metadata": {
        "id": "pCmj0VUoxViZ"
      },
      "execution_count": 92,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "glm_est"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "1w3tngmAxX6G",
        "outputId": "c618c1ac-97a9-4d4d-8270-44f298ef68fa"
      },
      "execution_count": 93,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "GLM Results for 2 channels"
            ]
          },
          "metadata": {},
          "execution_count": 93
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "glm_est.copy().pick('S1_D1 hbr')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "LdaVmWNjxa-C",
        "outputId": "abd75ced-5c55-4fbe-b416-271e5240d23d"
      },
      "execution_count": 94,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "GLM Results for 1 channels"
            ]
          },
          "metadata": {},
          "execution_count": 94
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "glm_est.MSE()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "pRaoS_K5xdqY",
        "outputId": "53cbd40d-997a-4bca-ca79-818cd879befb"
      },
      "execution_count": 95,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "[3.6359501281260763e-11, 9.482010775760916e-12]"
            ]
          },
          "metadata": {},
          "execution_count": 95
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#and we can chain the methods to quickly access required details. For example, to determine the MSE for channel S1 D1 for the hbr type you would call:\n",
        "glm_est.copy().pick('S1_D1 hbr').MSE()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "A18t6hXWxggz",
        "outputId": "be714d3a-4903-46ef-aeb8-8f0bfa370e9c"
      },
      "execution_count": 96,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "[9.482010775760916e-12]"
            ]
          },
          "metadata": {},
          "execution_count": 96
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#demonstrated and then we just display the first 9 rows of the table which correspond to the 9 components of the design matrix for the first channel.\n",
        "glm_est.to_dataframe().head(9)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 331
        },
        "id": "8RecDC-sxi-2",
        "outputId": "06527b48-1c91-4e12-f38b-3336d1ca5e82"
      },
      "execution_count": 97,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "variable      Condition    df           mse       p_value            se  \\\n",
              "0               Control  35.0  3.635950e-11  5.703922e-01  1.271854e-06   \n",
              "1              ShortHbO  35.0  3.635950e-11  5.988346e-39  1.253564e-02   \n",
              "2              ShortHbR  35.0  3.635950e-11  2.051290e-19  7.976514e-02   \n",
              "3          Tapping_Left  35.0  3.635950e-11  8.464418e-06  1.289978e-06   \n",
              "4         Tapping_Right  35.0  3.635950e-11  7.547857e-16  1.294997e-06   \n",
              "5              constant  35.0  3.635950e-11  5.227182e-02  2.943860e-07   \n",
              "6               drift_1  35.0  3.635950e-11  6.333101e-25  3.084314e-05   \n",
              "7              drift_10  35.0  3.635950e-11  8.211815e-07  1.215036e-05   \n",
              "8              drift_11  35.0  3.635950e-11  4.069713e-01  1.242152e-05   \n",
              "\n",
              "variable          t         theta Source Detector Chroma  Significant  \\\n",
              "0          0.572874  7.286122e-07      1        1    hbo        False   \n",
              "1         68.802806  8.624875e-01      1        1    hbo         True   \n",
              "2        -18.187656 -1.450741e+00      1        1    hbo         True   \n",
              "3          5.211297  6.722461e-06      1        1    hbo         True   \n",
              "4         13.935896  1.804694e-05      1        1    hbo         True   \n",
              "5         -2.009249 -5.914949e-07      1        1    hbo        False   \n",
              "6         26.818114  8.271549e-04      1        1    hbo         True   \n",
              "7          5.979676  7.265522e-05      1        1    hbo         True   \n",
              "8          0.839347  1.042596e-05      1        1    hbo        False   \n",
              "\n",
              "variable    ch_name  \n",
              "0         S1_D1 hbo  \n",
              "1         S1_D1 hbo  \n",
              "2         S1_D1 hbo  \n",
              "3         S1_D1 hbo  \n",
              "4         S1_D1 hbo  \n",
              "5         S1_D1 hbo  \n",
              "6         S1_D1 hbo  \n",
              "7         S1_D1 hbo  \n",
              "8         S1_D1 hbo  "
            ],
            "text/html": [
              "\n",
              "  <div id=\"df-559fc7a9-f8bf-4250-becb-6c8c199a028d\">\n",
              "    <div class=\"colab-df-container\">\n",
              "      <div>\n",
              "<style scoped>\n",
              "    .dataframe tbody tr th:only-of-type {\n",
              "        vertical-align: middle;\n",
              "    }\n",
              "\n",
              "    .dataframe tbody tr th {\n",
              "        vertical-align: top;\n",
              "    }\n",
              "\n",
              "    .dataframe thead th {\n",
              "        text-align: right;\n",
              "    }\n",
              "</style>\n",
              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th>variable</th>\n",
              "      <th>Condition</th>\n",
              "      <th>df</th>\n",
              "      <th>mse</th>\n",
              "      <th>p_value</th>\n",
              "      <th>se</th>\n",
              "      <th>t</th>\n",
              "      <th>theta</th>\n",
              "      <th>Source</th>\n",
              "      <th>Detector</th>\n",
              "      <th>Chroma</th>\n",
              "      <th>Significant</th>\n",
              "      <th>ch_name</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>Control</td>\n",
              "      <td>35.0</td>\n",
              "      <td>3.635950e-11</td>\n",
              "      <td>5.703922e-01</td>\n",
              "      <td>1.271854e-06</td>\n",
              "      <td>0.572874</td>\n",
              "      <td>7.286122e-07</td>\n",
              "      <td>1</td>\n",
              "      <td>1</td>\n",
              "      <td>hbo</td>\n",
              "      <td>False</td>\n",
              "      <td>S1_D1 hbo</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>ShortHbO</td>\n",
              "      <td>35.0</td>\n",
              "      <td>3.635950e-11</td>\n",
              "      <td>5.988346e-39</td>\n",
              "      <td>1.253564e-02</td>\n",
              "      <td>68.802806</td>\n",
              "      <td>8.624875e-01</td>\n",
              "      <td>1</td>\n",
              "      <td>1</td>\n",
              "      <td>hbo</td>\n",
              "      <td>True</td>\n",
              "      <td>S1_D1 hbo</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>ShortHbR</td>\n",
              "      <td>35.0</td>\n",
              "      <td>3.635950e-11</td>\n",
              "      <td>2.051290e-19</td>\n",
              "      <td>7.976514e-02</td>\n",
              "      <td>-18.187656</td>\n",
              "      <td>-1.450741e+00</td>\n",
              "      <td>1</td>\n",
              "      <td>1</td>\n",
              "      <td>hbo</td>\n",
              "      <td>True</td>\n",
              "      <td>S1_D1 hbo</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>Tapping_Left</td>\n",
              "      <td>35.0</td>\n",
              "      <td>3.635950e-11</td>\n",
              "      <td>8.464418e-06</td>\n",
              "      <td>1.289978e-06</td>\n",
              "      <td>5.211297</td>\n",
              "      <td>6.722461e-06</td>\n",
              "      <td>1</td>\n",
              "      <td>1</td>\n",
              "      <td>hbo</td>\n",
              "      <td>True</td>\n",
              "      <td>S1_D1 hbo</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>Tapping_Right</td>\n",
              "      <td>35.0</td>\n",
              "      <td>3.635950e-11</td>\n",
              "      <td>7.547857e-16</td>\n",
              "      <td>1.294997e-06</td>\n",
              "      <td>13.935896</td>\n",
              "      <td>1.804694e-05</td>\n",
              "      <td>1</td>\n",
              "      <td>1</td>\n",
              "      <td>hbo</td>\n",
              "      <td>True</td>\n",
              "      <td>S1_D1 hbo</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>5</th>\n",
              "      <td>constant</td>\n",
              "      <td>35.0</td>\n",
              "      <td>3.635950e-11</td>\n",
              "      <td>5.227182e-02</td>\n",
              "      <td>2.943860e-07</td>\n",
              "      <td>-2.009249</td>\n",
              "      <td>-5.914949e-07</td>\n",
              "      <td>1</td>\n",
              "      <td>1</td>\n",
              "      <td>hbo</td>\n",
              "      <td>False</td>\n",
              "      <td>S1_D1 hbo</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>6</th>\n",
              "      <td>drift_1</td>\n",
              "      <td>35.0</td>\n",
              "      <td>3.635950e-11</td>\n",
              "      <td>6.333101e-25</td>\n",
              "      <td>3.084314e-05</td>\n",
              "      <td>26.818114</td>\n",
              "      <td>8.271549e-04</td>\n",
              "      <td>1</td>\n",
              "      <td>1</td>\n",
              "      <td>hbo</td>\n",
              "      <td>True</td>\n",
              "      <td>S1_D1 hbo</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>7</th>\n",
              "      <td>drift_10</td>\n",
              "      <td>35.0</td>\n",
              "      <td>3.635950e-11</td>\n",
              "      <td>8.211815e-07</td>\n",
              "      <td>1.215036e-05</td>\n",
              "      <td>5.979676</td>\n",
              "      <td>7.265522e-05</td>\n",
              "      <td>1</td>\n",
              "      <td>1</td>\n",
              "      <td>hbo</td>\n",
              "      <td>True</td>\n",
              "      <td>S1_D1 hbo</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>8</th>\n",
              "      <td>drift_11</td>\n",
              "      <td>35.0</td>\n",
              "      <td>3.635950e-11</td>\n",
              "      <td>4.069713e-01</td>\n",
              "      <td>1.242152e-05</td>\n",
              "      <td>0.839347</td>\n",
              "      <td>1.042596e-05</td>\n",
              "      <td>1</td>\n",
              "      <td>1</td>\n",
              "      <td>hbo</td>\n",
              "      <td>False</td>\n",
              "      <td>S1_D1 hbo</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-559fc7a9-f8bf-4250-becb-6c8c199a028d')\"\n",
              "              title=\"Convert this dataframe to an interactive table.\"\n",
              "              style=\"display:none;\">\n",
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              "  <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      flex-wrap:wrap;\n",
              "      gap: 12px;\n",
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              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
              "      border: none;\n",
              "      border-radius: 50%;\n",
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              "\n",
              "    .colab-df-convert:hover {\n",
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              "      fill: #174EA6;\n",
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              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
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              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
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              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-559fc7a9-f8bf-4250-becb-6c8c199a028d button.colab-df-convert');\n",
              "        buttonEl.style.display =\n",
              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-559fc7a9-f8bf-4250-becb-6c8c199a028d');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
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              "          await google.colab.output.renderOutput(dataTable, element);\n",
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              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 97
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "glm_est.scatter()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 352
        },
        "id": "6OZk3Ohtxkmx",
        "outputId": "12af3f38-f6fa-4acb-9fb6-cb49e1129e3b"
      },
      "execution_count": 98,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.axes._subplots.AxesSubplot at 0x7f8aaf864460>"
            ]
          },
          "metadata": {},
          "execution_count": 98
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 720x360 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#Fit GLM to all data and view topographic distribution\n",
        "glm_est = run_glm(raw_haemo, design_matrix)\n",
        "glm_est.plot_topo(conditions=['Tapping_Left', 'Tapping_Right'])"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 921
        },
        "id": "xQdc2_vSxm4X",
        "outputId": "8e96676d-1f46-45d5-f228-11f122c85380"
      },
      "execution_count": 99,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<Figure size 864x504 with 6 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {},
          "execution_count": 99
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x504 with 6 Axes>"
            ],
            "image/png": 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YEWkmIvdiShTtjekMMExV32gouWZ1iRq+U9WxwD6Y2myTRORVEal9lnxjRgRf0Ffrpb5gRVoNRKSjiDwDfI95Wuusqn9V1YUJNq3eoKp5qvonTGmPcmCWiDxoI2sWi6Uu8SJnd2DKZaQCfVT1bFX9KcGm1RtUdamqXg90wgQVvhSRF0SkW4JNqxeIgPik1kt9wYo0DxFpKiJPANMw1aG7quotqlqQYNPqLaq6RlWvxNQccoDZInKniGQk2DSLxdKAEZEUEbkRU1i2CdBfVS/yWitZNoOqlqjq3ZjUlDmYyNp/7EgHOD6n1kt9of5YkiC8BNSLMMmYEaC7qv5dVfMTbFqDwZtocBkm7N4KMwx6hjcT1mKxWLYLMZyAERm9MWkmf1LVJQk2rcGgqoWqejtGrK0EZorI1XvqhC8RwRdwar3UF+qPJQlARIZhImcnASNU9TJVXZdgsxosqrpMVc/G/D4vB74RkX6JtcpisTQERGRvzEzNW4E/quopNs1kx/FmhV6PKVo+HCPWDk+sVQlATFuo2i71hfpjyW5ERLJE5N+YWjO3YwTarASb1WhQ1cmYat/PAZ+IyH1eRwaLxWKphogERORmTFukDzFDmxMTa1XjQVV/VdUjgauAx73JBU0TbdduQ0xbqNou23dqGS0i80RkgTfruOb29iLyhYhMF5GZInJEbc3f40SaiIzE9GsLY0ppvLYnztbc1XizQZ/C5Ku1xzR2T3hhQIvFUn8Qkd7AFGAgsI+qPmRb0u0aVPV9TJ21ZZio2tEJNmm3ILsokiYiPkzP1zGYNounbmZm7f8Br6lqf2Ac8ERt7d9jRJpXjPYx4L/An1T1z6palGCzGj3e8PFYzBDGByJyy56aG2GxWAwi4hORazDtjh4HjlTVFQk2q9GjqmXeZK+xwEPexIKsRNu1q9lFxWwHAgtUdaGqhoFXgGNr7KNARbHhLKDWn/E9QqR5T2vTML+kvqr6cYJN2qPwavq8AvTDtDWZJCIdEmyWxWJJAF7buYmYCMQAVX3WjmbsXlT1G8xErzLgZxEZkGCTdhlm4oCv1st20AbTH7aCZd578dwMnCEiyzBD+ZfU1v5GL9JE5DTM09odqnqmnbWZOFR1JXA0phfolD0yidVi2YMRkaHAjxiRNlJVFyXWoj0XVS1W1QuBKzGjHBc0yhn5O14nramI/Bi3XLADVz8V+K+qtgWOAJ4XkVrpLv8OXLRB4A2p3Y9p5TRKVWck2CQLJqoGPCAiPwCviMiTwD9so2CLpfHi/fO/ArgGONuOZtQfVPVNEZkF/A84QEQuVNXSRNtVZ3g5aTvAum00WF8OtItbb+u9F8+5GA2Cqk72JtA1BdZsrxGNMpImIs2BLzG/wAFWoNU/vHD7/pgWU+/aArgWS+PE+8f0MiaqMMgKtPqHqs4HBgMB4DsRabeNQxoMZrjTX+tlO/gB6Coinbyg0Djg3Rr7LAFGenb0AJKBtbWxv9GJNK/J7HfA58AJqroxwSZZtoA3/DkSk0z5lZerYrFYGgki0gT4DJNAPVRVFyfYJMsWUNUS4AxMaarvRKRvgk2qI2SXzO70esZejKntNwczizNPRG4VkWO83a4EzheRGZgHlbNrm3/ZqIY7RWQw8Bbwd1V9JtH2WLaNqkZE5E/A9RjHcISqzkm0XRaLZecQkU7AR8A7wN9sSkP9xxMQ93mJ7p+JyKmq+nmi7dopdny4c5uo6oeYCQHx790Y93o2cODOXKPRiDQRORZ4BviD94uzNBA8x3C75xi+FJGTvOFQi8XSABGR/TBDP3eq6mOJtsdSO1T1FRFZCbwuIleq6vOJtmmHEcEJBBJtxQ7TKESaiIwFHgLGqOqPibbHsmOo6ngRWQG8KSLjGvwTnMWyByIig4D3MPUo30q0PZYdQ1W/EpFDgI9EJFlVn060TTuCeMOdDZUGL9LiBNrhqjoz0fZYdg5VnSAiJwFvWKFmsTQs4gTaOar6QaLtsewcXo7VCGCiiNAghZqA41iRlhCsQGuceE9wVqhZLA0IK9AaJ6q6oEELNRGcYMOVOg3WchE5GSvQGi01hNrJqvplom2yWCybx6tYbwVaI6WGUHNV9dlE27S9CCA2krZ7EZHhmH5vh1qB1njxhNpY4DURGamqvyTaJovFUh0R6YKZJHC+FWiNF0+ojQS+FpHVXsP2+o/TsCNpDU5eikgv4DVgnC1S2/hR1YnAZZi2JW0TbY/FYqlCRJphymzcrKrvJNoey65FVX/FNBH/t4gMTLQ924vjc2q91BcalLwUkdaYmiRXeP+8LXsAqvqyJ9A+EpGDVLUg0TZZLHs6IpKKiaC9pqpPJtoey+5BVaeKyLnA2yIyVFV/S7RNW0NE7HDn7kBE0jEC7V+q+mKi7bHsdu4D2mPKc4xW1UiiDbJY9lS8JtEvAAuA/0uwOZbdjKq+JyJtMA/Og1V1Q6Jt2iL1ZOKAiBRiUuQqOg6kAhU9UkVVN9sasUHIS68579PAdOCuBJtjSQBewdvLgTBwZ4LNsVj2dP4GtADOrW2bG0vjQFX/BbwPPO+J9nqLOE6tl7pGVTNVNcP7mQnMrHi9JYEGDUSkYfpj7Q1caB3CnouqxjC95U70Zn5aLJbdjIgcClwEnKKq4UTbY0ko1wKZwA2JNmRLiAiOz1frpb6Q+BjgNhCRAzDh9CGqWpZoeyyJRVXXewLtIxH5RVXnJdomi2VPQUTaA89jJm4tT7Q9lsTi9V4+BfhRRKaq6ieJtmkThHox3LkZZHt2qpeWVyAizYFXMSH1hYm2x1I/UNVpInIDJj9toKqWJNomi6WxIyJB4HXgAVu30FKBqq4UkVMxpZIGquqSRNtUnfoxcUBE/lDjrZz491R1/OaOq7cizctDexJ4qcHUY7HsTp4BDgbuxgyHWyyWXcuNwFrg3kQbYqlfqOrXIvIw8F8RGaWqbqJtqkCE+tK7c78a6+/GvSdAwxJpmNyjLsC4RBtiqX+oqorIJcBMEXnLto6yWHYdXk2s84F+Ni/YsgXuAY7B5Cs+mmBbqhDBCSRe6qjqpTtyXL2QlzXxamLdD5ylquWJtsdSP1HVfOA8TGHFrETbY7E0RkQkBfOUf4mqrky0PZb6iTex6w/ATSLSLdH2VCKCOL5aL3VvhhwjItNE5AsR6S0iWSJy1LaOq3cizRvmfAZ4VFWnJ9oeS/3GS1T9CHgg0bZYLI2UfwAzVPW1RBtiqd+o6nzgFmC8iNSfKZKOr/ZL3fMgJqhwH3C/V5R9mzUG651IA84EmmHroVm2n6uBESIyKtGGWCyNCW+Y8zTMEJbFsj08DoSASxJtCGAiaYFArZddwAZVne71t23lvbfNC9UrkeYNWd0F/MVWlLdsL6pahCl0+4iI7JJvl8Wyp+EVKH0MuE5V1yfaHkvDwJs0cCHwfyLSItH2mBoc9SKSNlFE/i0iBwMBr7XWNr9X9UqkYWYPfaSqUxNtiKXB8S6whPry9GaxNHzOBmKYumgWy3ajqnOA/1IfusMI9UWkDQA6AjcBv2MK9J++rYMSP+XBQ0R6AmcBvRJti6Xh4c32vAyYJCIv2wRni2XHEZFs4HbgqPpUTsHSoLgVmCMig1R1SqKMEBHEn/gBFlUdsSPH1QuR5k0WeBi4TVXXJNKW6JJfAkB3oDeQWRoqd17433sd2rZqUdqlU4fS9m1alyUnJ4PR5wKgxv7KdUz1vOrr8dsdZ9P9N7fuupvbbt5Tt9q6qFaul5aFnFfefq9dsya55UcfeshajI+VimOkxjrqUrVNRWMxs92NiboxwXWJey24MTQSjn006cdCv+j0Ufv2+jZpxFnLdvJXv9Oo6jwReRYzZF6zcKDFYtl+bgbeVdVpiTQi/N0bDo5vL/H5+uD4mgLgOCKOz/guE/GQCp8qletmu5j2PhLno4nzzYJpOVnxerP+WGU7/fUW1qWGrybe9wJxfriaL9dYzGyP9701140vFjca1cde/zBwyfGj3tFoeJZGIr+nHPmXhIprVS0UkeuAxzyhliB7ZFdFxmpnhUgy8HfgcEyT9U+B21W1dGvH1QuRBowAOgBP7M6LRhfPaA/0qbaIszdeMt/qdRv4x8P/4tqLzqNtq5bmoM30kRVVVGp0eKj4PG6u76y7k5/VbXzWFy9dysrVa/njuBOr9vV+So11T6B52xRPoIEbQ90YnkCr/joS5q2Jk9lYVMzZhx+IRsOEPn6qQGOxPI2G84BZQB4wK/XYy1bv3M3Wmn8AC0Skl6rm7eZrWywNHq/105mY4ZjdRvnXL7fAjfUB+pTH3L7vfP3jgTMWLO54/CGDAwN6dgXHh/h8xgc5LjgOuDFTLsGNgeND3ervq/c+gCfYULbD/8b57QqfqTvYQ1zFqfK7tcWNbXndjVX667e/msI+e7VD3dg5np8uLX3rwTkaDefhurNwY3kai+Wln3HT4h0zZId5AbgMOB74326+tqGeRNKAh4AIcCrmd5GHqSd37tYOkkTXJfSiaN8Cj6vqS7viGtFlc7Ij0Wifz76eNGL2vAUHnHHi0VktmubuDWTFC568Xxdy16NP0yQ3h7atWvLkC6/SukVzmuZmc8UF55CSkkIwECAYDLBm3Xouvv5Whuzfn9KyMk497kgOH3EwDz89npfefJd/P3QXvfeOKxWzg1/wTVCXcDhMcUkpRSUlFBaVUFhQQH5BIevzN7J+wwaWrljF/Tddi6/iwXAzAi1v/m/c+fizNM3Jok3L5uzduQMTvv4ef8DPHZefR1LAX02g9TjmXEYfsC+FxaU4KAN67MX3v8zD7wh+R7j3/BNJ8jlVYg6Ms4R14vjygDwc3yzx+fJwnFnJh523oW5+IZsiIlcDA1X15F11DYulsSIiTwFrVXWXNM2O/PBuqsZivYE+uLE+9z735uGXnjymSTDgbxYvQmb/vow7n3+HjSWllJWHKSuPkJOZTvOcLO6/4lxyc7IQn4kzLFq1lpOvvI2h+/alsKSEU48cxagDB/Dg+Nd5+f3P+M9d19O7e1dzf3HNsysfruP985Zes+NCrZpI28zrvPm/cecT/6FpThZtWzSn+16eP/b7uOOK87foj0vLQgzp3ZVZCxazoaAIvwM+4N5zjyNJFI1GKsWcxlyAImA2cQ/S4nPy0s+4acUO3dj23LvIEZhCt/t4tdR2K/t176zfPXlbrY9LPuSMaaq6f13ZISIzVbWv93q6qvYXke9VdfDWjqsPkbTDgWxMj846I7Ji/mDgRtTtg0hbfyDAmBEH07J5M777cTrHjzl0k4jUhK8mcfrxRzJ6xDAALj77VJauXMVF199GaWkJGwsKKQuFCJWHWbN+Pa1aNKN39y6Ul5dz1a13M/WnGYgIGWmpPPnfF2netAmqioiYn17/sGrveU5ic69VFeJEdMV2v99Peloq6akpZGWkk52VSavmTejTrRPNmuSSlhxEiIHLJpG0ip+ffT2J048+lDHDhhCLhDnqT9fQt/teZKalmC93OERJSSm/LllOTnoquZlppAb85LZowtfT89hYUMiC5atJCQZo0ySLa596jYDfz62nH0Fy0HtqMU+1TXtfcMvBh+/f6+DScITh/XowbuRgrj71qAn3vfLBGiAVuFVVf67DP/8TwF9FZB9VnVGH57VYGjUi0hk4AajTYqSR6R+1x3UfwoxYdBafz9FYjOVr1xOORAkG/CZK5LrmQQ+YMHUGp48azOED+yKOj/yiEn5buZYrH32e59+fQEFxKYoQicYoDZWT7PeRk5ZE51ZNuf6BJ/G5UUYP6suaNWtxQ6VoyLT41YqhL88fVxYujRsSq4y61RghkZoibXtFW81IWty6qPLZN5M549jRjD5oILFYjKMuuKrKH3sCLRYJ8+OsuQzo2ZW+3TrywBXnEouE6T32Urq2a8myNesr/fF1z75JwBFuGXcYyf5qNmbsc82jgw7r02VQWSTKsB4dGXvQPtx26uGzb3zl0+nsGn/8EWaY72TglTo87/Yh1YV5Aqn2h/CqWWwzxJdQkeZF0W4Fbq4LhS0ivYAbAn5//rWX/vnkxUuXNwsE/GSkpXHvTdeiInTfqxOffvENi5Yu56TzL2PowP4UFpdw6rFj+OPY47n3n//mrsefYfW69cz94h1Wr17NkNXx5aEAACAASURBVH37cvjQQQBcc8eD5BcUcsMl57N69RouOcsEa5avWMmFZ5xE86a5oDFOHDOK3t277NwNbSlEvpUvPIDEwubtuKFLs1vFusvZR43k3mdf5n8fTKBdy2YUFRdzy3knc9szr/D3h54m4HOYMmses35bwg1nn0BGShK3nnM8qMv0ub9yQI/OvHj1H3BjMfa/9C7UbUG/Tq2NQ6i4juMD16Vvpzbcf8FJSCDI+Q/8l5ED+rBi/cZR0/5z9yH7nXNtGBgO1JlTUNUSEbkbU1TxuLo6r8WyB/B34DFVrZNId4VPHjt6+JB9unXqOGfhEgJ+Hxkpydxz6dk8/PJ73HjOieDGWLRsJWNvfpQDe3elqLSMowb1YdKMObz55RQi0RhL127gpjOOYXifrlxy5FAAHn9nIh9NncPjl53JP3G57uRDyS8J8cOMPNavXsXK5cuZMXs+BRvzaZ6TXWEUAI7PR25WJi2a5NCyWS7Nc3No2SSHjIw0k2y+GfFGXKPuTarS1zbvqcIvA+ccN5p7nn6RNz6YQPtWzSkqLuGuy8/jiZfe4ovvfmD4/n34ZtpMLr3rCd554P9AldLSUv7+zxdo37IJI/ftyUVHH4wbjbHfhbeibZqzT6dWJPudyiiaeiMcfdq14J7TD0cchz8//Q4j+nZhzrLVPVf+56YHWp1zy2zq3h+riNwIPCoib6hqtK7OvV2IQP0Y7lwoIv08AZwNTAWu2tZBiY6kjQaSqbux6sOA50uWzTsAdZsB4LqMu+BSXNfFcRxUlW+mTqN7l86MOHAg99zwV1SV48+9lLefeYg/jj2OrIw0Hnr2JSZOmsKHX3zLvddfDq75XJ11/BEUFpeYdXXBjaJujN+XLKVZdhrEwt4TYcS8roFs5/BypcCqSY0cBd0kZ8FFAY1FKQ9HKCwppaCwiMLiEvILisgvKiZ/YwHr8gvwqUub3ExefP8zAj4f9/77VQrzC+jariXnHzUc98RRrFi7jo4tmzFh8nQ0VApujBS/jyWr13Lhoy/SrkkWruty3KBe5BeX8cXMeQzv3YXPZy5g/OdTeebyM6qZ16dzOxav2cCJhwyWo666a4LAdDVP7nXNk8DVcV8Ki8WyFbwo2lFA1zo87WFX/XHs4jsvP//U+NzWcVffzjfTZjKkd3c++u4nkgM+erdvyfC+3bjznONwY1FOvv1pXv/buSxatZYTbn+WZlnpvPvtVO4480hiRfkAHNu/K51y0nBLCtFwOZQUki1CQWEhx/Tviogw77dFHH/gvvTeq12VyHJ8uK5LfkmIVes3srogn6m/L2J1fiFFpSEj0kSgYkRDKqJuDumpyWSmpZKRnkZmWiqZGelkpKWSmZ5KRmoKmRnpBLdUDDVeyMX57oygj9suOguAoy68nha52Wg0THZ6CoWFRRCNMGyfvXn1jqvp0CyHWDTG3x4bz7WnH8O1jz/PktXr+MtDz9GuaTauqxw3pC/5hUV8mbeQg/fuwG+rN3D9y59w16mHVTOnd/sWLF6bz0lD+nLMHf/+V8DvmxGJxo6to799PJ8Ba4CxwIu74PxbQXZJm6faoqrHxK2OBpaoatm2jku0SLsCuLcOZ30827lD+/vOu/zacwftuw/nn3Ua3079ge5dOuP4/KAu/3n1TXJzsvh9yRLA5AqIunRu34bnX3+H+555gWED+pGcFOCMy67n2FHDuOiG23nghstISU6md+d2ACxatpIvJk3hipvupqC4mIvGHQPlZYx/5xM++Pwb5s5fwN/OP50+XTpUM1CBWDRCUUkZhSWlFJWWUVpSSklZiNJQuZd7ESbkDauGwmFC4QjRWAxcRcSMgIqAum7lEChatc11XUQgKRAgMyWJjLQUslKTyU5Po3vTDLI7NOP7vAV8OX02Pkc4ZnBf2jbJZuHKtRSXhjhn+BicsiIcoH1GMm5JETN/W8yVj79IaTjCmP7dOOWgfvxt/PuM/3wqripH9uvKBz/No7g0BK5Lx+bZ9OnYmqDfZ4x1fOA4zFy4jNPHDOe8u//BJ4/fGiiLxr4cdMblV2OK0dYZqlomIo965z27Ls9tsTRSLgGeVdWNdXXCe6675M3Va9blnX/T/Qzo3Z0LThzDN9Nm0r1DGyZMncHf/3AC9zz/Fkk+6NUyx0R9wiGIRnCjUU75x5P89PsKctNT+X7uIopLyhh6zcOM6NWJgONDVc00ue9n8Na0uUyaOY/yWIyebZpz67OvM2vpaqYtXMF7k37ihMG92adjK5pmZdA0O4PcjFSyU1LIyUmiR5NU6Nxii0Og8cOfJaFyCsrCFJWUURQKU7huDauXlVNYWkZxWZii0jLKI9Eq3wzVBV9NxGH+4uUsWrkav89HUjBIenKAw86/hnA4wuljhjP+7U8QEdbmF/BKSRlfTc/j+GEDuOXZ1xkzuB/jhg/g2n++wvgJ3+Oqy1EDevH+1F8oLjOtr5ukp9K7XUuaZKZ7lzT3+cvS1Zx28L7c+/TbfHH7Rf5fV65f1v+ye3eFP1YRuRe4UURe0t2dDO/UUU74TiAiNSsODPbSmsZv9bhETRzw6qJ9DnSsqybq4XXLHNSdBAw+9rSzueLPf+SjCV9w903XIaqUh0Lcct8j3HndZSxaspQnxr/Cvddfhroxjr/gSu7726X8/cEnadU0lw+/mswD113CEQcPrh6tqkiKjx9C9N5btyGfeYuWsXjFKlaszaektLTiXisFlar5mZGSTEZqMukpSaSnJJMaDJKaHCQ1KUiS30dyUoDkYICUYJAkv+CvGFOvMTO0WsQtzs7N2lzT7rhzhCJRikvLKAmFKQtHCIfDhKMxAj4faclB0pODZKYkkRIM8P60uXw+cwE+xyE54KdNk0wWrd1IUaich889lqSkJHAc4+j8Afr8+R8cPrAPZeEow/frTWZGBv/7cgpJyUkUFJe6peXh8z78esp/duRvvjVEpAmwANhbVXf3LFOLpcEgIhnAIqC/qi6pq/PGFv7wb3Fj52gsxtHnX8kVZ57Ah19N5qZzT+GBF97khjOPRcMhtDzEohWr+dd7X3LByP0YP/FH/jd1NucO7cc385fQPieTCbN/57ZjhjGyW3uAikT4ymE8qBIfAOKriJoJhaEw+WXlbCgNsaGsnPXFpWwsK6ekPIxKRQUPzExA76cCaclBctJTaJKZTpOMVJpkZdAiJ5PstBTz4A9V0bFtCLxqQiE+/80Tm+FIlPJIlIjrEonFiMVcYq6Lq2rEneMjJz2N7LTkqvO4Lu988wOfTZ2JzxHjj3MzWLhyHcWlZTx07rEk+SR+4gD7XPMoh/XtSlkkwvDee3HK0H155INvmb9iHUVlYVo2yfq/x9798vYd+HNvFa+DxXzgLFX9rq7PvyX269lNp7z4SK2PC+w7pq4nDsQbkQQcAuSp6vFbPS6BIu2fwGpVvbmuznndXy99ckN+/gV+n4+SklI+/mwix4w5FAHuu+lvvPfpZ3Rp35b9+vRg8ZIlnPSnvzJ0QD8Ki0oYd+QoDh2yL2AEzNjLb+LVB26qFDVzflvEa598VZnIf9KIIRQWl/DN9DyKS8oApWlmOt3atqBDy2a0ys0kPTloDIvLBQNPWG1GLNUUgDW3u9EoJeURisvKKS4zgqo4FKa0PExJWYiS8oj3OkxpOILrTTyoeJ6r+Fubt+MmJKiSFPCTlhQkLSlAeXmEb39diuMIrkK3lrk0z0yjqDxCaTiuW5cXuUtPDjKkW3uGdDdRQycYMNPl/QHwBxB/0PRD8wcpicS4/bm3uevyc6u2+QNf4/iG+7ofWOcfRhF5GhNWrv30HotlD0FELgYOrssZ0dHFMw559+PPJn769Xf4fQ7FRcV89PX3HDN8CIuXr+SqcUcyrPdeaHkIDYfI+20xR972DF2a59AmO4NT9tuboZ3a4EaiaCzG+a9M4J/HHUxxeYRvFy7ng7mLKC6PUBqJ0iU3k9yUpPgbwidCWlKA9GCA7NRks6QEyUlLITctheSAH8fnVIqoCoEXL+7KvSHR/LJyNobKWVtUyrqSMjZ6ESoTITO7BwN+WuVm0iY3kzZNc2jXNIv01NQtT1DYTlG3amMxz7z/hXdfDocN6MOgnibf2QQJvAkX3v+VisCBRsPV/qfUTKERn69yhEOcaq+X4Ph6pRz5l+Id/NNvERG5HBisquPq+txbYr9e3XTKS4/V+rhAv8O3KdJEZDSmxqsPeEZVN+k5LiKnYOoOKjBDVU/z3k8F3lbVw2oeU+34RIg0EckBFgI9VHVVXZwzvH5FW8zU4ozK2l/eUKbJHXO5/h/3cMe1l+JorDKfjGh08zXBYBPRtCG/gI8n/cjs35fic4T9u3fioD7dyEpN3vTL4h0Xf16oHnnbWFTMsrX5rNpYxMr1hawtKqEk5CX9u1V/l4q/kaiSnhw0YioYIDUYIC3gJzXoJ9VbTwn4zOtAoNrM0IqnqC2tm2vWmIBQw2lV/HR8TrVtxZEIE/J+Z9G6jZw+tB/PT5phRJrj49D9ezGoVzckKRnxB3j4jU85fuSBdOzYHvEHjVPwBxGf709Ol8FPbd9fe/sRkT7AJ5iI7aZJghbLHo4X4ZgL/FFVv62Lcy76fkJy65YtfvER6xLvazVsBNnNj4/n+jOOwRcN4ZaVUFpYwPX/fY8rRw0kO+DHDUeJhsqJhSP8tHg1U5atorC0HAHS/T7apqfSKjWZZklBcgJBfI7gxqr/L4u6LmXqUhKJUhSNUhgOUxiJUhCOUFAeIRQ3o56KHDQgKyVIy4w02mSn0zYnk+aZqd5EAqdS1MX7P/GZ98PRGKuLSllVXMry/CKWbyyiNG7Y03GEDs1y2Ltdc7q3bkZmemqlMAKqhJLZudq6EVRV+XTViPuforFYNXG2an0+z3zyXeX/gkP7dmFg13abv071az6ScuRfLtvZz0FNvBmNvwN9VXW3FEDfv1d3nfJq7Uuw+vuM2qpIExEfJjJ4KLAM+AE4VVVnx+3TFXgNGKGq+SLSvKJgv4g0Baaqauet2lFry+uGPwAf1pVAA0Ccx6kQaJvhy0mTmTl7Hrc99E9wY4w9ciR7d2hb9YGuKdRiMVzX5ac5v/L51JmUhkJkpiYzenB/xg7f3xR+9YSZW1ay1eKvkXCY7+ct4fv5Sygt93SCQmZykNZZ6bTMSmf/Vk1p2qUdaUkB3Iowfs2f8ZE4qNyvcpsqhKNoWZhQ3L1rzDXh9JhLOBYjEnOJRGJEvFC6CaeDzxF8jpDk85GVHCQQMB+PCkdU00lVvJ8W8HN8v278ujafhz78jttPPYyUjHTEH0CCyd7+PkrDUfKLS+jYvq3nDIxAw+9H4Z7Ywh/e83UeUKftnFT1FxGZi5nl+VpdnttiaSSMBEqASXV1wm9+mP7kug35XS455zTEjW5SqiIajfLbshW8+vFXuOEQE6bP5aajh5LlOERLysgvKObVaXNZXVRK39wsjm/TgnSfn1g4hhtT1FVi4Rha5FIaLaEoGmV9WZiiaISwq0S8/wM+TB3HZMdHatBPU3+A7JQ0krOMb3N84vk2r0mBI5S4MdaWl7Nq9QZ+XriCdeVhU8ZBHJOqkhygTVY6bTLSaJuTQdOMVBy/8YnNgBZZ6fTLzarmIx2fgwss3VjMr6s38OXPv1LsjUp0apHLiYN7k56aXC26RZx4wo0XbO5Wc6zE8VEhV1s2yeH/xo0GNjPJDLYk0BCf7+LQx0+9lDz6gjpt56SqBSLyInA+poflrkcE/MFdceaBwAJVXWguI68Ax2KCRRWcj6kBmy8iC6ksaoFgZnhusxZhoiJp04BrVfWzujhfeMOqE4E3AOKjaJWRtFiUm+55kKsuOJus1CC4UcSrnK/RSDWhVlRUzLtffc/c35chAv27dmTkfj1JT0muquGzrfCyG8ONRvl61m9MnLUQAQZ2as2gTq1J8/tR18WNuUY8xU2N1lisSqC5bjWRVhoKs7akjDXFpawvLSe/NER+qJyySKxaxAwvkVYAN26oEyDgOARFCPgcrwitg997yquoyxZVpdx1KSiPEHNdcMwTZmZyEgd1aEmPVk2NQ/I5+AJ+nEDAvA76cQJ+lhYU8/Gs37jkmGFGoAWTvShakE9+mkNGRgYHDexfMcyJBIJVdYvEedPXab8T6+IzEY+InAWcrKpH1/W5LZaGjog8B0xT1Yfr4nzRZXP6ANNuvu/RwM1//YsRaW4UImE0HOLnWbPJmzOfscP2xS0p5JHXPmJY5zZ0Tk8lUlLG9/OX8OGcRZzVvQPNAkEiZVHciBFnhaXl5G0oYHZhEaFozIwyuJDu+Mj2+Uj3+Y2PEwdcJaZKFCWMUua6lMRiFGuMsOua6JlTVX8y2e+jRUoSrVJSaJmaTIuMVAJ+p5qIE59DSSzKqlCIVWXlrCgpY0M44ok4ISslif1aN6N3m2YkBQNbfLj1Bf2Vr39dm8/bP83DRTljaD86t262taHIqs4LUCXW4kZBNptOs5lUmq1G7cz7s4B9kw87Ly7HZecRkf0wD8xddscEgv17761T33y21sf5uh+0rUjaScBoVT3PWz8TGKSqF8ft8zYm2nYgEATuBiZictKOAtJV9cGt2bHbI2nehIGWwBd1cb7whlXZmNYKm0ddfl24iOZNck14ORbeVKBFI/wybyGvf/YNQZ+P44YNYNzwAebL6wmzisrNmxNnxG2PhsK8OXUWPy1cwQF7teG6w4eAJ7406hIpD6GuSywcqRRiGnNxozHWlYaYtzaf+es2kl8aoiLpS1VJ8flomhwkNylIs5QgXbIzyArmkuL3Ed/lpCLkv6CgiKfzFpCTFKR5SjKfLVtFj5xMWqWmMK5rp2q/ohUlZVw55Wf2bZZDSSTKmPatOLlLGy786gdap6eQGvRzetf2TF65nvdm/05SMMC4fbrSMisdJxjFF6j6GLXLSmfVxs2kMjgOU2cv4IbzT6uMouH4TLHIiqdscU6ILZp+vK9j/7d29POwBd7C1Ohppqpr6/jcFkuDRUTSgGOAq+vifNFlcxwVeUZUAzU75VXw7heTueKEkRCNsGzlakKhMF1zMynbUMi/vvqJVIQr+3YlUhKlrDjE+uIQE1esZllJGWni0D05lSOSc0iKifGrXmqIxhSi1UcYtoQTqBiurGrnGRZlbSjKutJS5q3ZyIZY1DzwekIuOzlIx7Q09spMo3VKMu1TMpD0LMQRfEEfjk/YGInwy/pCvvh1KRGgVWYao/ZqS4nr8viUWeSmJtM6O4MP5/xOn9bNaNc0i8sPHcRVowYSQnn2q+mURCJ8PGMBB/XoSFEozCnD9mVkv7057ranaN88l/SUZO487yRjd7WbcsB1EV9VJK1ye2WLrM20NdyS8HN8vYFrMa326pKfgDAwBNj1EwgqqgvUnqYi8mPc+lOqWtuUHD+mpM1woC3wNdBHVVcCT4vIT0D9EmnA6cBLddge4m6g1dZ2eOaFV7j1yovNE5263ri9EWgaCfPIi28T9Dtcf/rRXuVrF/W+oBXCLG/hUu557WOaZKTROjeTwpIy3vruZ769+xLSgwEj+mIu9737NQd1acttP80jVFrO+9PmckDH1hzfpwuv/jCbV6bP44IBPRnRsXVlRO2j+Uv4edU62qan0iUrndGtm5Hl94NbJbo05la9dhVioMVRyolWy8VQ7/U3i1dxeNPmDM7NMetLV1NWFiUr2aG8sPpk2nBZmH2zsri0QydUlWtm5tE/OYOgCtFwjOxgMskhZVSzphzWshnFGuN/M34Fx+G8gT1JSU+pPJc4Dt1a5DJnySp6dulY7Tquq/iDwcp8NfH5qtqseD9VnMdii6ZP9HXsX1CrT8FWUNUiEfkAOAV4vK7Oa7E0Ao4FJtfV7Gc1ExAGqgjlkRo1S90Y4fIQkXA5KX4Ht6SYpz/6louG9idSEuL572fRJyeTPunphIsiFBaU8ervS4lEYhyckcPI9ExikRgaUaKlYeZEQrxRso508ZHj+ClVlynlhdya1Qk/QpEbpUxNXpqL8njxCrr4k3GBvf2pjEzOYXK4kK/LN3JUShP2T8ogSyBXAvSQAI4jXgTMTA4oAZYVhPh0XQEbYlF8PuHwFs3plJWB+IxQS/EJgzOyOLBJLr6gw8qyEB/P+Z1PF63gxJ6dOblvV8TnMHH+EsrDEZolBYmWhXGCfpJ8DheP2J+v5i/h87yF3DXuUMTvY+yDr3BIny6kBv24rkuzrPRqhXCrVdOvyG+rWK8oHRKLbbFW2GbEWfzm/yuf+NzrSSPOmrdjn4hN8cpxvACcwe4QaQg4OyR11m1j4sByoF3celvvvXiWAVNUNSIiw4BC4HIRWYzpvhFiG+xWkeYlqJ6OcQw7TXj9iqGYMd8q4oc63Sj/fv5Vpv40g+vuuI+2LZoyZ/5v+B3ISA5y8wWncuPjzzFu5BD269aBRStWM/bGRziwT1eKSsoYO3wAI/ftyf2vfsQ7300HEe4/73hy01LAjbFi3YYakwJcflq0kl6tmtKrTTPuOGE4sXCUS1/9lKEdWnJin72IRWMmgua6FJWV88TUPPZrnsvV+/WMGwZV3IhWCjN1tXLo041ppRCryl3TyutXMDq7Cc8tW8b7S1fQLiWFc1q3pdxVxi9ZSrgsStBxWFxWytSCjeyTkcns4mJe+W0JOYEAAYXf1xdya7duLA6FuD5vNnM2FNA9O5PO2el8v24DQb+Pk3t04PaJP3Lt8P3IyExFfD4G3Ps8w3p05Nmvp3Px0cMYO2IwD7z2MYvW5PPJ1Jm0bdOKC8YdVxVFg3iBBtBaxbkb+HNdfEbieB64ESvSLJZ4zsB8N3aatbMmt8/Jzr4dYM269eRkZsT54hiuG+Oh595g2pwF/PXR5wlolEmzfmPlqg1EQuW0SUnm2OZNKS8sZ9rydbyzdDl5RcX0S87guYJlDE3KpIcvlbdK1rM0FmJupJSe/lQCOBR5vjCAw/9K1hIUh1RxyHejlKtLT38aOY6fff2ZhHH5onwja2IR/CIk4fBVWQGrohE6+ZPo5E8hyTGzQ31R1/wUSA346O5LpmdqGuITwn7ly3X5vLNiFQc1a8J+udk4AR++ypw5oXkwyLi92nFY+5Zc9dVPvJ63kGN7dOLFU0bh8/u4+N2vObRHJ5pkpbOioJgb3/+WPx7cnyS/n3WFJTTLzqBj8xzWbizi+StOY97K9Zx23/PM/H05fTu1pVv7Vnz+81wCPh+3nXtiVUs+T3D1Ovt6U/6oPMzB++zNuBGDuP/Vj1i0ah1zlqxg3IjBnHfkwZuUBIkjCXiq/MsXhicNP6MuhyZfBH4Ukct3x4SuHe25ug1+ALqKSCeMOBsHnFZjn7cxDdX/gxnybA+0BjIxJW9u3dZFdnckbSBQUhf9FMPrliUBTyFOVcS3Ri5aeVmIF/73FtdeeC5HHDzI5EWEy9FwiLFX3sptT77IFWOPIDMlyMz5C8lMDjK8397cdd6JuNEoJ936Tw7pvRd/PWEk5x42mNPu+jd/evhFRu+7N+ceNmQTm0KRKIWlIX5bbTqqVOSd9WzZhMXrC8lqnuNVm1UKS0LcM2kGF/bvTpOAn1gkasRZzEuIdbV69CymlQKuQoy5MSUWdfmhYCO/FZdQ5saqzZtIEWGf5HTeXbeG7v4UUkTIdnw0x0dTX5DsJKEoOczI1Gxi4RjDUjLZEImwqizEFyvXUKYueSXF5Pj8jGzShAOaNuWqWbPolpVBhvjolJLKBb334o6JP5KTnsz+nVrTq1VTLhjWn3P/8z53v/E581flU1BuivFuLC5hzNCB1UPu4tB9+DGMPmQopWUhDjlgAKcee8QFhw47YONn30xuS931kpsAPCciHVV10U6ey2Jp8IhILnAQpqfiTvPSW++/de6pJ6d/8PmXTJ0+g+suOr9ydr3GTIrJJ9/+wJUnH86onu25/qnXePeSU3ALijnooVd486ihhIsjfLtkDV+tWsMpGc15Jwx/SG5Geczllo1L2NuXQhlKLkH28imFsRjlorTzpTAkkMXqWJjhgVySxCGmymS3gChROjuppFHAXk4qAGv9UTo6yXTypzCVQjLEoa2TzPJoOdPD63BRUsVhUDCTFv4gQUfwuVF8IgTCMRyfgy/gcFhqLqTDlOIiHly7gEOaN6NfThaxsA9f0Of5cYecoJ//Hj6ESavWc/vkmYzrsxeOCFlJQULlZhQmLSlA2+wM0oN+urXM5bXJv3Dh6CEs+n/2zjs8imr//68zszWb3kMgdEIooYTeRZogCqICYkGxl2sv1+712r2Wq/darh2sYMFGR1ABqdJDCyGU9IS07Ttzfn/MZklCwBbw3u8v7+fZJ7szc+ZMds+ceZ9PeX+Ky0mIdCAUhWWb99C/U2suHzuIfuntmPy3V+nevhWRYbY6BE3l3YU/IKUks0MaV559Bk998DVPfvANe44UUVHjIqBL8orKOGtAr5BnoxZdLrmTcf174PL6GNGrC9NGDRp27dNvvPPOGZeoNNF8LKU8EEzoGgV8+0fO9Yv4/e7Ok0JKGQhK1yzCkOB4S0q5QwjxN2CDlPLL4L4xQoidgIZhVPo22L7q1/RzumV4JwBf/t7GQoiuQogPhBD/nHXDLV8j9c7PvPAS02ZedRxBy9mfS7u+w2mVksx9T73A+Jk38vqceciAn3uff53l6zYzfmAvWkSH89ZXy7j5n7ODshxGZqeQOm2T4yiprMHr9fLQ7K+xmk385+YZfLMhG10/Pu5BAAM6tOS6UX3rbd9RUEZaTES9bVIR2M0qu8vre/UalcZoQNAMImd81jSdb4uKODsugcsSU5mZnMqlCSm0t9go8njIcTrpaA1jaVkpi8pKSTFZ6W4JJ1k30011cHVkCyw++Lm6incPH+bjggJmRCZxniOBAqeHBMVEmdfHO7kHuX7jZg7WuJiRkopDKPx4oIhIXeHmnun8kFuA2+ND6pLlO/Yzqms7xvbqxFlZnSk5WsWDl08h8m/wjAAAIABJREFUzGqhtML4fzVN48cNm5FS0iMjnRcevpvXn3qIJd+voaSsXNht1iuAy4FnMPz5fwjBenELgLP+6Lma0Yz/IxgDrJRSOn9P47rz8dgRg+d06dC296TLr+Pf77zPU/feRkykI2RFy807SIfxlxJus3Df6x8z7PZnKat0ovgCzHjvG5w+P6pXZ0t+GYuOFLCxopKSGg+aX6fY5+eDmlK8UtJFDWeEKZYSzU+FpnGOJZGJ5kS2+mtwBjQ0CW5Nx63p+HRJlhrJmaZYfLpEl+DTJT5dcljzEIEJX21ygYQwVDqrDkZbYhlvjaezycFGf02oTe3Lr0kCfg3drxsLar9kYFgk1yW34seSspC3w3gZ8/XSvEIeXr2FFXkFWFSFOxau4a8L1xBhNZPosCN1nXCzmYfPGUqsI4xNuQXMXbuD69+Yz7Wj+yOkztUvf8LOQwVszT3CO0vW8OQnC6l2e3h81hSiw8NYsTk7REZ8ASOLXyBYtmknM8YOZdbEMxg/KIvSyhoenHUBCdFRlDndhp6lorB21368AY0eHVrz3C2X8+rd17B04w5Kqpy4fL6pM8YOnUUTzcdBfAWMb6JznRyK8ttfvwJSym+llJ2klO2llI8Ftz0YJGhIA7dJKbtgWK3vBrYBW4UQW4QQPX+pj9NtSZsA/BHtlTHAbCnlAl/xgZ0/rdtAcmI8RvCWEf9QWFjIE8+9hNPpZPzIYbzxzMMQ8DLpylv5cun3hKnw5Yqf6NgyhSHdOiADfq4aP4yz+3arR5CkUDhQVEZCVDhCCEb26szr33zPxc+8S2a7VF7+dhXr9h7i7tkLuH/KSFKiHdisFnQgoOnsOFLC/fO/x+XzMaJTGgnRESzZuZ9Pd+7Hpqo4rBb+Oqw33+7O46Ute5jVrQNhlmB2TfDm1gAFHR1QGnknNYkqBBMSEtlUXcWQyJjQ9Q+OimFQuFFQuK41rvZvratU9+vEaQrPxBhSLZo04t2cVV5uDEs24jIiFBSzwoPFuaSarbyfk0eV1IhTTQQ8AcIcZh4YlMm+GhdS15nWqzMvr9rMe99tJCk2inYp8Yy55TGsFjMtE2JB11m/cw/X3fck8159xvifpY4UCpkZncg9dIQhfXou/GrJiu8wxmhTZXx+i+Fuf6WJzteMZvwvYwLwzR9oH5qPtdyNc9f8vI0Zk87i66XfI4J1i/1uF3c/9RK9OramRVw0n/7tJjzlpfS44XGizSb+890G9pVU0jM+mvyyGhYdKuDmhFbkWZ3oXp0KPcCHzhJGmmPY63cTJk34pWScKZ6FvlLe8xQQLyzEYuZ7fwV5mocvZSkjTTFECBNqneyFAunlK18pAXQ6KmE4hEq25mRToBqzENiFQro5LNRmR8DJMEsUap3o/Nr3Sh0HTm3ygUfXiTA1brEZ2TKJsR1TqdF1Ptydx40Du6OYTSgWU0h3slaHMi0uihX3zuTJb1dx3+QRqEEL2evXnx8kVEbi1aS/vUZSTCQA0eEOql3HYo2vPudMUBS++zmbmRPO4NkPv+bTFWvRJbRrmcLoWx4jOsKBzWbj530HySso4faX3mN0v0x2Hyrgb2/NQwhDZ+2B1z/GYjbnzFn4/TKadj7+BvhKCHHTqczylJwyd+dvxavAjVLKVQBCiCEYz6Lj3XJ1cNokOIQQLYDtQGLQqvF7zhGJwUSTp04+OzI+Nvb85x97iKmzbuDjN4wEzx3Zu5lx7S3cfcOVbN6+kyFZmSxeuYrVG7fQuW0rvly+mu4d0iitqGLTfx7FHiyZAZBXVMbUx15jSNcOVLk9TB3elzN7ZXD/25/j8vqoqHbyxBWTQzdGKL054DcSEfw+Vmzdh8vl5czOrUPyGnXlNnS/H13Tgyraxt+iKievrd9JRmwUZ7ZMxK4oQUuZsQqrTT9vzKJWu+1feQfo4ginb3gUtmDYaK37tPY9GC7Yg1433zsrghq/On3NkSQoFjQp2eN3s9Vfg0UoxCkm/EjydS9mIbApCokWK4W6nyLpI9lu4/r0DsTFhGGNtPBK9n6+3HuI0Rlt8ALOgEaV109qQiyFVS4G9+xClcfPU3dcC2Yr+wuKad+2DRfecA+fvPIsAJff/iBP33urs82gs37weL1nCSFSgTullH+4llxQRDkPYwz+YsBmM5rxfxVBIc5CIOv3loGqOx8P7dvT2SOj000vPHSHcT+//DhCStw11Vz/8LMUF5fSISWeIZ3TeGHeYkoqqumaFMc323M4u10q6/NLGRAVzczoZFS3jscd4Cd3Fa/WFNDTFI5b6nRTwkkTdpb4y/AicUuNM5Q4bA0cQrUxZI29P3ZM/f21+2rfH9E9bPLXcIE9IbRNFRhuTyEwq0ZSgWJWUC0qqkVhZXUFURYz/RNiUc0qJrvJ2Bc6RuXd7FxGp7emXXy0QdDMJnIra5i/PceQ6xCC87IySG+VyNs/bObsPhm0iIsKVXH5akM2y7buxWQyY7NaaJkQa9Rc9vj4518uxmqz1algoNDl4jsY178nFTVOnB4v2/cfwmGz4vJ4GdAtnahwO8N7dSMhOgK3z0/Xtq246R9v8MljtyOEYNZj/+KpGy4h8+LbVpZWVI1o4vlYYMzHY6WU2X/0fCdCVo9ucu2CT39zO3Nq56YuC7VZStnzl7Y1xOm0pJ0FLP69BA1CPtz7AEyq+t2UiWd5br/vEdu2HdmsXrOWXfv2k5t3kAVzXsXv9bB56zYmnTmYiYN7cd6N93HWgF5k791P/4z2LPxpMys3bmdsVpdQ4H/rhGh++ue9of5qs14eC6Y7H4egFEdBZQVvLPgBdENKY8ehIga0T8URlKZQAFQFXdMNYUNNRw9+ViwmUswmHhrdn+zCUubsPYjL66dvUix9E2IwS4FuUY+LU2tI2G7q0I7d1TXMLy+mJhCgs91BP0ckZotiHItB1BRVIc1qZ4bZhtQkXp8Wcg0cCfjY6KtmvCWOAJIKGeCA5sEkFawIzjBHk2yyYDMpmGwm3DZ4N+cAN2emE3AHmNQ2lcTIcFrERfLDoWLMioJAoghB26Q4Nu3KoWVyElI33MntW7YAqbNl5x5uefgpXG4PY4YOICE26nWvz3ckWNIpEnjj946ZBuPnqBBiC4a5fmFTnLMZzfgfRV+g8I/U6aw7HwshlsVERpTe9sgz8Vuz9/DT+k30794Zn7OaCKuZS6edxVcrfqJ9fAQTMjvww85cBrZI4HDJURxCwR3QSFDMmLwSnyeAR9PZ4K3h0fB2+HSJWzPckj5dMkSJRZMSDcAw/De8MmqkxlZZjSpAQdBBDaOVsB1H2OoSMFUIDmhutgRqaK1aucAeHyRlxr7a90pQckM1q4YVzSz4pKyIxDBbiKDVkrK6BG3hwULiwsNoGxuJYjGFRG47JsVxZ4uEetppAGU1buIijBi62uzMif26cs6AzMZ10xpx0e384Hn+89VyXvl0EQO6duScoX2pqHZiNpsoKqvgb9dOJzUhrl6b7fsPcts/38Xt8TK6f0/iY6MXl1VWLz4F87EMZt1PAE4ZSTNE7P4rLGn7hRAPcSxR5zIg55canU6SNgYjJuh3QwgxCRgLBIANMy+ctL2gqOTGxSt+YOHylUyZMJZZF56D0AMcOHiQ71av4+aHn6Gqqore6W05WlHBhjcfR/o8HCksoU1CFH+fPT94coULhvUmPS31l1KSj11PUAk6OS6a+6eNC1nTCksr+Pv873l0yhmYgorTUtNRFQWpBt2MFlPIkibNJnRNp2taMl1SE/F7faw7VMxr2bkoUjKiZRIZUeEhSY6GhE3zaQhFoUtMJJ0jI9ADOturqni/vJAo1cTE2ERMqjhmWWtE/KRK01jkKWecKR5n0OpmkSYyRDgWVaAJne88lfjdkgmOWFJ0iTsAh2tc3L9xG21iIhjeNplDFdVc1q8LE3qmY4kM4/GFa3j08kkImwPF7uCR974k4PNjrhVPDMCeZXPr6qX50QPPncKSIQswxlAzSWvG/88Ywx+8BxrMx5s+/cf9r6Cocw/nF9AvvQ3Zu3bzyofzufuiCXiqq1i+aSdL12+jW0o8F3Zrx5q9h3l3ZH9yjhxl9ZES+tkjmV1cgF/T2etz088SiRaMI6slaMZ7IyyjQRWoegQsXJgYocaGrF/HjmmcnJXqPn70VdJRtTPNnoBZUU5IzurqohVKP58WFXFeSgrto8ON7M5GCNo3eQVIRWFK9/YoZlOjYuB1KxQA+DQtJDYO1JfdqPtM0jUkUFReaRgLgnPpmP496N25PVv2HmDt209hMR9LLDgZsue9Uq8/4Ckp5fJfMyZ+BxYANwHPnqLzA/817s7LMRQGaivffA9c8UuNTqe78zBGAd9fZI6/Fj8v/izRZrUc6NC6pV0IYWQSNagmoPu9/Ov9z4iyW5kxsn9QGy0oYguGhEaD2mmhVUndrJeGq5Q61Qek32/UpAsK4+o+Pzn5Jfx78VouGZRJx+Q4LKZavZq6ytD13aG1hYTrukPdbi/Lcg6zvbAMkxD0io8mKz4GE+L4EimNuEMPOV18XVBEhKpydkw8Nmm4Uo0+dLw+jZqAzheuUnooEQhdCU2KmqTeRGVXBQGhs9hXzuURScRYTFgjrbxRWcDtPTtjj7KxtLSMzqkJ9OzYCrPDxmtrtnHJ6AEkJCagOCL5at0OPlq6mi4d2yIUlbHDBzKgV2ZdrZ93lQ4DZjbVGGmIoFbNM1LK/qeqj2Y0478dQoiFwL9rA5ybAv71Xyqaru/euHNvh8WrNmAxqdwyZTSKz4Oz8ij3vz2f64f1JF4oPPbVD0xr1xKHW+fZjTu5JCoJXBpupx9XQGOOs5izLPG4NRm0pOn1SFpjcrUKhEhZ7at27oLjXZyalOzRXOTqbuIUM2dYo7GegJzVujYVVUG1KJTqfhZWlBFmVjm/ZSp2qzmklVaXoGFSmLP7AMmR4ZzTtW0oDu1kBM2vaXy1eS+VHi+zRmQF+zb9uioEdZ9bikJOYTmrt+7i0rNH1pfZCM63haVHef2zY1x97MDe9AsWbw9ivWXA5H5NNUYaIli/MgeIbULt1HrI6pkpf1r824e5Jaltk7o7axGsX4qU8ldpgZ4WkiaEaAVsBJKaOkBQy934EnDjrn37+firRSHdsgvHDCUpOoLHXn+f84f3pW/H1vUJWt0yGXUGuzBb6g10KQSrtu9j0drNWMxmhBBUOd3cNWMi8ZEOo9JAwI/uddeLTZOaTkWNi2XbcthXWIbXH0AJrorqfgEmRaFdQjTpSbF0iI/GJAwVbd0XqFeZQPcF8Pr8rMsrZO3hYnz+AOnREQxJjsOhmo6zsNUSMalJNL9GkcvD3IJ8utrCGWA3SpxqPo2AJ4DTr/Odq4JIaSZMN9XLZKobi2FXFSyKwKNo7NSqmRaRiN1hZqfqRbGbGNGhBUSYeWd3HneM6Y8l0sFht5c1eflcMeEMFLsDYQvjiTlfMWnUULqmtzcmE5OxwhOKKoGuasawU2b6FkKEASVAXHNcWjP+f0RQr7Ic6FRb7Lmp8O87r3oyPtJxd1p8NF+v3oT0+3C73RwqKuPhiUOJFQrz1+9EeH0MjIxi56EyNuaXMtoajd/px+UNsN/nYbffTQ814oQkDeoTtVqCpgpjMdmQqNUN/t+nucnRXAB0NztIN9mxqko9y5oqwBR0Z9a1nOUEPKyoLCfeZmVCchJRdms9clZ7rGpROOz2MDs7l+mZHemSEh+KQVMtZqNUVDBpQAmGxeRXOflo7XbcvgBje3Skf4eW9ZIKjiNpcDxRM5vrkTRNCh5/73MevGra8WWfats3UtMTQjWiz7cMmPzbA7p+A4QQuzHK9m09FefP6pkpf1ry9W9uZ0ls3SQkTQhxIUaSRBfgTQyXsQRqgCuklOtP1v50uTsHYqhaNz0j1AP/EFJe1zmthfrQdZeGrGdzv13Gll053DX1LGIdNsPS5fcZ1q+A34iLamj2rTPwhaKyce8BPl72E0N7deWRay5CDQ7uaqebB159n5svHE+bpFjjXCaLoV+maKGbIDo8jPP6d230skXQMucLaOwrKCX7SAkLduwnoBtlTrqlxDOwXSoxMRFovgC6P4BZ0xgebmdY59ZoXj/ZxeV8vPcwNV4vXWOjGZQUi10xCJti1kIWNqEKWpgd3BjWjjUlZbxdXsCl8SmoqOh+HTWg08pkZZfXQ3tMIReDP+hWMFadQDC71CFUNCnI83noZFHpbgvjnfIihvmTsEkz/oCGx+PFZLPSJiaC938qCxJkM5jM3DV9Ane99hF/nTWNxPg4CP4WUtG/MnU/8xTGJoCU0iWEyAayaMKC0s1oxv8QMjDU1JuUoAFcMbr/w+j65dLvS8w87wzWbd/FRys38eS5wwmTkHu4iO2Hi7kuoy2eox6+PZTP9MhENJdGwG9IaOz0u+ikhoXImFbnsWG4K493ddbuq2/5N2Jic3QXeZontDhON9mZbI//VVYzoQo0E6xxVrHTVUOniAiubtcGWwPLWV1yFgA+zjmMS9e5f2QfbDZryHomVDVI1I5Zz45U1jBnzTYi7FauPrMvMcE4NDj2nIBgXFrte44TnTVQa3wI7lNVxajBXHu+hgSt7t/QObTaY/dITWvqEn2NYQ0GRzglJA3+dHfnX6WUnwgh3gBm1ZIyIUQ/jPi+HidrfLosaS9gBKk+eSrOH9jx3Yfo+jQZ8LFrXy6vzf2aiYN6MyKzU8h6Vre+ZqjmpqKQfaSEpz9bTnxkOKkJcVR5fHz2w0Z+fPURHntvPs/cfLlRwzNoTs447xrGDcqi2uniSHEpc/9+Gx8vWsn6nfs4XFzGP644h7bxUSG9tUa/j8ZuFAjdHJrfz+bcfH7MPkB5tQsFyGyZyKA2KTjM5npWNt0fQPP62VpYyoqcI7j9ATpFhXNGiwQsKGg+DS2o56P5NHS/xuEqFx8eOcJ5MQk4nX4+KCvAKhXyAl5cuk48FuxSpQdRoUszC3CLAF/LEtqrdnzohCkKt8Wk8r6/jG2eGgIK3NY7g5joMCqBiX27YHbYeHvdDiYOzKR1q1QUuwNMZpx+jUfe/pyR/TIZP2wAQjUBDDJnTVjT5AOk4fcvxEvAQSnlM6e6r2Y0478NQogrMUJPLjkV53d9+uz9Tqfz0Re/WEFiuJ1pPTsRcHkpLavk6WXruaNHJ6QzQF5xJUsOFnJuWBx+px+vT2Ov182/a/JppdiIFiacus42rYYrTKkgRSgMo5a4zZZHaI0dDUkbxU5PUwQ7ZDVHpIfDupf2JhuDLFF0MNlDpAwaJ2ZCFaFkACcaGz3V5Ho8mFXBgLhYukdHogatX6olWCjdXFswXcErdb7MzSff5WFyl7Z0TooLWc8M4meuZz3LLatkzpptpMREMH1ID6LDbOwqKOWZr34kLjyM1NgIvlifTc+2KbSKi+bOySOMiw9ayfKKy5n+7BwGd21PtdvL1OF9GdUvk/ve+owql5f1u/fz92umk19WSc/0dvTsbLgxQxa5E+GYZe0qc99zmiRJ4GQQQlwDDJRSzjwV58/q1UOuWb7oN7ezxqY0lSVtm5SyuxBik5Syd4N9x21riNNlSesP/PVUnVz6PM9UV1ZO++cH84kKs/HEVRdiFrJR6xkNRGiXbd7D9OF9GNcvM2Quzi+vYu7ytcwYOyxE0IorqkmMjyWzUzuev+s60DWm3vUEL85dwF+nT2Dm2MF8sWItmw8U0DbR0CsTDU3JDeLbxAlWMiYb9OkWQVaXDqDrBPw+Nu07zHsbd1Ht9hJpNTMqvQ3tYyNBl+j+AFnhdnq1TkHz+tleVMZbe/KQumRC6xTSHHY0s4IWzBJNM6v8xd6Otw7k4fEGONMRSxfFznvVxWz3OdGlJEKYQn5ZFxpbZRU9CKeNsDPeHE+kSeHvzgPk+jwU+7wkWqzsctWw8nARgQL4ubSC4RltiDabuKBPBm+u2MhfpyfQ9fLHGdu3G26/xvCsrlhVhZFX3YOE8tVbdz0FvC+lfK3JB0l9rAHOO8V9NKMZ/63oD/x0qk7+xcr1b27OOfLAxQO6WhItFvzVLrIPFvHu+p3c0K09wqPh9wSYfzCfKdGJSPexOXmb30mWOZy2ahhpig2fLqn0BDArAiFFkKBBja5hQSFRWhhrikcVsEArIVNxkKVGUOb3caY5mhjVRC9b+HEyG3WTAGoJWrkIsLq6nLKAn0irmYGxMZwVkRIiZrWWs7ruT6EKcmtcLNhbgFAUzu3chg6JMaHszcZiz4pcbt5avJak6HD+Onk4YTZrKFlg+Y5cpg/pwZgeHQFYsi0HX0CjRdyxBbMvEODvnyxlbFYGI7p34InLJyGF4ILH3yQ5LprDJeXERUfi8fr5dtUmXF4fz8z5grVvP014eLhxkmCYT8akqxg3uA8uj5cRfTOZPm4Ez87+nN25h1yzv1l+mS6leprm4z8s6XFi/OnZnQeEEHcDK4UQjwEfBbdfBCz9pcannKQFtVC6YKjsnorzdwXuyOrcrnxUn+6x91w4hmc++JJNu3N5/66Z9chZXlEp05/7gMGd21Dt9nLhkJ5cdmY/pj79Lne99QV2q5WFT9+BruvsOpjP1eePB0Wlyu1h/F8e5oFrZgRLTBg/+MDMDDbvzkEKwQNvf87G7Bxeu2l6KD5A6tpxCQehgE+oHwBKfQtbyLSta5h1jf49IunfPR0Z8FNeVc2C9dnM27IHu0nlzE6t6ZoUi/Rr6DY/PcOsZKYm4nJ7mLc1h88qDjM2LZmMyAj8ikAJLiev7tCWp3fuYYfm4gdnBTapMMgUSQcRzke+Qlpiw4KKF50aAnilRIqg3hoQJlTWeKsYGR5NdLiVt/QA5R4vz43ow3U/bGTroWKGhIdx1Oknv7ySvCOFZLZJ4dlZkxAmC1e/OJvHr57Ksuf/yr784qu7XXLn+cDHp2KcNMB24IHT0E8zmvHfiK40Ub3OhgjOx/eNzmiTbQkEelzdtwt3z/+e9UeK+XziMHRXAJ/TT0W1B6fPzy17d9LV4sDpDzDYGslwaxRPVx1ikeco0YqJ6+wtERjEyiSOkbRFWikthS1kEbMogpbYKJRecvwuwoTC5kANfwlLxRF0XQKhGDNFVcAsyPG52eKqoVrXSLJZGZGSQEp4GCKog1ZrMatLzDQh2VPtZF1hGUd9fjrER3P9wO44wmyh4P+6rs3azxU+P++t/hkduO3cYUSF2+soCRh/LxvVn+e+/J75G3aR1T6Vb+67HEVRuPSfH3NW73Riw8Pw+jUOllZQ4XQbbYPhIm2T45i/ZgsXjRxAbFQE0Y4w9h0pZvYjN3PF46/w+heLue3i8zhaVcO6HXsYO7gvmZ3a8vyd1wAw6+HnGdW/F3dcdj7o2iPvfr2sF6dnPt4FtBVCWE5ZHc8/l6TNBO4H+gBRwMQ6+wRw18kaNzlJE0K0xyBl+6WUO4AUwCulLGvqvoIYA8xe9coj78iAf9FP23aRHOkwamTWIWgvfrmSVnGRDO/SlscvGguKwoX/+ICRvTJY8LfrESYzvW94jH35xew9XMjL088JuTijIiN5+rYrGdSzGx8tXGHETwFb9x1gZL8erNuVy9+vmsq6bdm8u3w99144GnQdUfcqGyFm9aQ+6mSSBjSNAAqaJrHb7ShIY+WjGzXw4mxhXHxWAjLgw1njZPHGXXz93QbsJpWzu7anfVwUui+A2WHjskHd8bp9fJW9nwXb9jC1YxopDmPlprgVLmmTxjeHCrgtKpn78nNwodFVjcAhVMwCbAhSsHA2ibhFACGDyQ/SEJM8yxbDAncFqysKSLBZaWm3c+3ydfgEHCqrRPP5mbN6KyWVNbz49Y9GDT+fEa/fPS2ZA0cKSYh0bOt2yZ1rgAlSyopTNE7qYg/GpGDGkA/oBaQCP59C6Y9mNOO0QwiRjKGJVoRREBqgM6dOl2oMMPvtqaN3Bjy+fe+s3mYqc7ppF+lAenU0v5HM9E5uHrom6RUWyZWxLfC7/TxScoA7I1vycHQbtnmdvOw8whp/BaqAcJOCCSXk7hwtYokRJr72lxJuUlCEZIevBp+wMzM8iSiTiQN4Wemt4pKYFoaemQJ5fg9b3TVUaAEURZAeGcHkxFSiw6wnJGVuXWNHRTXbDlfgDkopZSTGcFGfDKId9uOIWd2kAKEoHKqq4cMVO7CYTcwckUVyXGS9JAA45lWJijTz8EXjAJjyxNtcfqZR6zg6PAxvQIKiEmFXeecv08grPsqqnbmAMR8fKCjlgYvG89zny/li1WZmjB5IuxYJnHPHE5jNZqIcYXy4YAWalLwybwEj+2ZSN40ts2NbDhzOJyEqvHLq3U9+AXQ+HfOxlNInhMgDOgA7hRDpQEdgn5Ry1x/uQAikcrqLKx1DkPvc+nvbN9mVCyF6AHOABOBnoK8Q4gIMpvjHv+gT403gbtsZlyQ/eMk5h0uOVrZ89opz+XbtlmMxaJrGkbKKeno5QgjaJMXy/ooN/LT3IOt2H8TrD7B44w72HSni1c8X81ByIi2SEkFRGDXQcE1v2Z3DLU/9G5fbzehBWUwe3p9Jt/6N9FbJHK2s4p5p40Mk7kRWtIap0kfKKpi3Yl1oZWQxmzGpKooi8Pj86MFkAl1qxEU46NkhjT6d2mCzO4iwOTjvzBgmD/dRXV3DF6u38uGmXXRPiefsbu2w2qyYbF4u6NuFCdVu3tuYjc/rZ0aHNMyKIK/Yyy6vk4edNSSazBT6/bzpPUKqYgtVIagN0vUCebqbb/2lBPw6bVUbNsXE+REJHMHPAa+HEreXfw3JYlFxCUv2HeKCPp25dXgWAbPCwWoXN81ZYJBnYEvOIaYNz0J6PQ9h6MW8cwrHSQhSSk9QEqY9RgLBs8AWjDGbA1zYXIS9Gf/LEEIkAfOAbsA6jGSBp4G5GE/m0lPU9ZvA3S0f/s/556S33n24sqbr7LEDuWX5hlBcrObT2FtTQwdrGP5g+IliUkgxWfjeW8kun4vdATdhQsWDxk6t7HrkAAAgAElEQVTNycuuw3QyhZGiWogVZlLNFgJIDno9vOE9gkfqDLJGcJ4jgQWeMsr9Gi50xsbFM89ZgheJqgjaOMIY0yqZeJvNcF2qhmdBMRuETLWouHWNDaUVbC+vRAfCrRZ6tojn8g7dCLcHF7jmWheoWk8+o5aY5VfVsGDHfgoqnbSKi+KWs4cQWWs5M5mPy86sxVdrtrB0825MiiAlNoprXv0Mq9lEbLidlNjI477sFdv3ccebn1Pt9nLtWYOItJq5ffIZ7D5UyE879pEYE8X8x2/lo+VrcYTZCEhBebWLb56//5gGWzAkZ8vuHGacNRzg2c+/W3Mhp2k+DmIXkCGEsGO4AH8CugshnBgZkH8syUuIXz7mFEMIMfxk+6WUKxtt1xSJA0IIE8ZE8AbwqpRSF0KcBzwCvAZ0l1Je84c7+gUkRkf8PKpn554x4TYWbczmP9dNoW+7FiFtsrySCl5fvj5kSZv63Id8cu+Vhlnaamfeqp9ZtG47d1w8mYyObRu/oWoFBWvj23SN+196h0cunwxaIKSbdlxacyPkbF9+MW9/+z0piXFMGzucxPjYY/00VuBV1ymtqGTTjj2s37YLj9dHYpSDcwb1pGVMREgbTvo8bNydy+c/bSc+zMb0rM6EKSqax0vA42NfQSlvb8jmog5ppCgWvFVeXsnexyg1EpsHvq4px6dLuopwdEQoSLeuHAeKZKG3jJ7WcLJ1F2azSm7AQ6vwMBx2M+UBP61jo7h1RG9iYiJQbVZMNgvp97/C8Iy2RDrsDM/syNRhWasd5985BFggpRx3KsZFYxBCfI2xqPgHcL6Uck3QsvYAhuVh/KmsJ9eMZpxKCCE+wCBid0opvUE35HfAlcBdUsohp/oa7GbT2tGtU/pEmUzKyiPF/K1HF7o4Igh4/LyWc4AzImP4tqSYK+NS0QM6D+Xn8EBsa2NBqku+d1fikTpDrdFoUqJLSYkWoFj3Uaj5MCFIVi0kqRYSTGYsilGuyWQzsQM3G5zVpITZOKtFEhEWy3EuzNqgf02VbC2r5OfSCrxS4rCaGdAqmZ6tEjHXcVc2Rsh8uk5eeRV7So6yr6gcT0BDCEFKbCTje6XTMiH65Ppm0GjyWL346dpkN6gfU127rY6X5usN2SzdsheTqmKzWqhwebCYzRQereL5my4hNSmeReu2sX7Xfu64ZBK9L7mDcYN64/Z4GZHVnWljh+UXlVV0TDv7is9O83z8JIYkxXjgTSnlm8FQqenAw0Dm75VMyurdW67+oVH+c1LYwiObuizUycTahJRy4ol2NEXnt2F8uaNrH2zBL3gxYAHmSymf+8MdNd53XdVrj/Oz5zJkwDdhxrOzef+WaYZ7rQ5Jm/HyJ0ZMmsfHhcOyODOrKw/M/gaXP0BxZQ0tEuL4x62zEGYLheVVvP7ZAkTQnz1mcB8GZGYA9UnaB18vo0f7lmS0TAolKUBIZ6ZeyQ5hsuDTdP79xVIQghumTsRqszV6E0P9NOt6N2rwxi0oLuXzJT9wuLCYtIRoJg/pTbzDhu51I30eDhWW8M7SddgUhZn9u2HVJQGPF3eVi1fWbKV7ZDg9HZFUlbt4MXsvV4Ql4XEH2OCuYaW3EhsCKyo6kp6mCFJUK1JIvvKWMsUeT7LFTJjVhNlhZqGnnJEtkmmRGIHFYaZEaiw9UszVgzIxO+yoNguKxcy/V24iLTGaCwb3QKjqYMf0+1efirFxMgghngH6AQeklJfV2W7G0PR7XEr50YnaN6MZ/60QQowD/g10k1K66mx/AcNyvEdKOesU9V1vPt45c6Ludwfuuu2HjTzVuzt+dwDdr1Hi9jI77yDLy8vpGR6BCTgzMo5e9gjeKDqMV+pUBwLMikkhRjUjNUmZz8sC11Fqn1m9LeGkW8LqyWZUKzqfV5eSERXBqBZJmKym40iZogqOeDz8mF9CqdeHxWwiKzWBvq1TcDhsCEUJaZnVBvy7/Bq7isrILizjSEU1CIGiCCwmlbZJcWS0TKRjy0TsFnPjJKwxwfRa1C7IgwRMBssNQv3nzK5DBcxbtcUI5ZGS8wd2Jz01oc55GvRTa2BoaCAwmckrLueleQuZPGIgQ3pm1P0Jr7YMOv8/TToofgWEEDOBqwAzMEBKqdfZNw/IllL+rjjirN695apVv90QZw8LOyVitr8Vf5ikCSFaApsxUmj3NtiXEdx3rZTy7T/U0a+E69Nn06WubUPXzbWuThmsmQnUX9WYLAiT2RCwNZl57P2vuPa88SQkxBnboP7NVgd1b57i0nI+XPAdN51nxKKFqhnURdB69vO+g8xevIrrzj+L9PZt6l1Lw3g1WWuirRv0GBy7QsrQzVxLDHMPHmbeopWUlh9lfL/uDO7cOkTWDhcU8fI3q8lqlcS49NZoLg8Bj49nl65nVFIcLYWF7YfLWJ1fwrn2ODzuAIU+P6u9lZTpASwIHELFIhTyNA+T7HHEqGbCTQpWi4rZYeZHbxUZCdF0SorCZDNRqejc/sPP9GmZiM1mYWRGWwZ0bo1iNrFwx37yK2vW3fnBoj9F+V8I8ShwB9BWSlnYYN8A4DOMmIyqP+P6mtGM3wMhhBUj3uw6KeWiBvuigUMYGdTXno7r2T5jQqTm0/Zofj2p1tVZK7AtNYlX11lz9Ch5bpehEQmgg0NViTOZiTaZiVQUYkxmIlARjZQa0KQkR3Oz0VmNVGB6m1bEhNuNAudB5X+3rrGprJKtZRXoQFp0BCPat6RFXORxEhlSwI6ictYfKKDU6UZVFRw2K13TkujaOoXU+BgUkxEp1DARLLQNjk8Ia6TMYOOL8GPxx/Ukoxq8B46TeTqZ1a6wsoY3F60OlY0a3S+T3MJStuUcol+Xjozql7krIszezTLkwlOi/H8yCCEmYrjnh0op1zXY1wIjHGWIlHL3bz1376ys30XSwuz2prakxWBYBYcGN/0IPCSlPHrSdk1A0sZgmM9HnWD/PgyT++kQxQPAOfepF9D1m3cfKmTe6i2h7ecP6kF6q+T6pMhkQZjN7Dpcwoqtu7n+wrODVQfquxxrb6bjzM7BElSPvP4RD86cdKxcVB3Uqj//uG0vq7bt5q5Lz0O12kKrmnqksZacCeXYK4haQT5Ru8iQeuglpAy5OwNeN18uX8WqjduY0L87w7q0DZG15Ru28+2GXdw8IotIIXBXVPPYknVc0LoF8QGVJbn57Kmo5hx7HGaPhh5U+a7WNFxSx63rRCsqEaoJVYDNZEyCFoeZ71wVdI+Ppn2CQdLMdhNHhWTu3oPcNrw3qs2C6ZiwYyCvsrpX1oOvb2/q3//XQAhxMzBNSjnwBPt3YsSm/SnX14xm/B4IIVKBDVLKlBPsXwys/b1Wid+DLReMu0rz66/nlFex6HAhUjeeOaMS4mlTKwnRADWBACUeD0d9fir8fsq8Pir9fnT9+OeVUATpEeH0jYsl3G4JkTNpUViWX8zuimoibFb6t0qiV6skrHZLyFpWKyybV17Fin2HKKxyYjKpdG+TwsCMtiTFRNWfoxtm4zcgXhJBjdtLtcuN2+vDE9Dw+Pz4/AH8mkZA09Alof9DCIHDbqVXhzTCbNZ65QaPI2p1ZaTqkLS6pQYbNUYo6nHPmGNWNgUpFH7ek8vug/nXznz0X6dabqNRCCGGAHNPMm7nAvOklL8527R3797y+x9/O0mLcDStJU0I8TmGl2ZOcNMlQG8p5eSTtWuKxAEPhkvzRFAxWPDpxCPAxempCXH3nndG/TTnRggaqpk3F3zPkzdcckKRv3rEqy5Bq3VpCo7dvMHj69b9XLllNxt27efuy6agWKzHSOAvEDQpFFweL98s+4GcvIP4fP6QuT86Kor0dmn07pZBUlw0qGaEHsBssXHehDFMHjOCLxav4O63v2TqiL70SkvkzAG9yerUmic+WcqY9NZkJcby11H9eHzpWia3asHYDql0L6vh04NHcCAYFRFLuAZh/mC9zzqTZK3WkGo2/s8qLUC02RSsHWoUc4+3m0iyW/n5UBG926SgqyHS+cafRdCC2AhccJL9VsB9mq6lGc1oKvzSfOzDiB8+nXgTuL5dVHjPq+3t6u2oDdw33h9bkFqxEocDqF/vGEAPZjLVtqttW+vOLPR5WHCgCI+uMy69NVP6djmuXqamCNYeLGRNbj4aknaJcZwzuAepSfHHvBlBclZLxgIScgvL2HukiL1Hiql2eZASQ4YrOG8risBhtxERZifMZsVutWAxm7GYTZjNVmw2FVUxjkPXkUiqnG5e+mwJLo+Pbu1acsGIfqCryIDPeJYY/7RxLXU+N7SiSd2oBS0UJeg9MqrfSCVYCac2oU0PnkcxKuUIdHp3bP3DwKvu+1MIWhA7ANtJ9lswxvbvwn9JcHG7BoTsUSHEL3KjpiJpjX65wbi0ZIz079MGxwV3H3V+/MRDwMsnJWjB1ca8les5e0hfzBbLsWOhXvH1xgI2694k/kDj1jOAdbty+WHLLu6fdaGhrF9vhROsGVqXoCkmw2omFD5bsIzZ877koTtuZOK40VitFoO8ScnRikp278vhk2+XUVxSSlJCHDdcNg2hBtiZe4gn/vUWcZHhpCQlMOPRfxMb6WDigEzumnwGT1x+Dm8tXMXBsir6JMeytqCMjYVlRJlMXNQ2jRsyO7EwL5/7D+YQ0HRmJrYgyxEZKuIOIHUZUugWqqDM7yfcZAoVjNd8GooqmNyuJU9s2EmH2EgiAUXTa1Rdf7gpf/PfgUIMeZgTwcYfmBSa0Yw/CSecj4NIxhj7pw095i7UN00acyvwnQgSK0MIVglqlolQrJhQf30Wnl/XqQlolHt8HKqp5kC1kwqfn9SocGb260p0ZBiK2RSy3ksBq3ML+DHnMGazyrCu7fjr9LFYbfb6pCxY/7K82s2STTvYdTAfIRTMZjPt0lJIb5PGsMEDiIqMqB8K8wsq/jv2HeDJNz4kLjqS1IRYPlu2il7p7UhLSeSeK6aCrrF4zSYee28+M0YPZOoDLzK4e0eqapxMHZrFyO7tWZ2dy9wff0ZFctvZg0mKcBjlCCE0L6PpKKpiELYGZE0A0gT4fQizxQjNMcjfnb/tV21yVAB2IYRdStnY4vh3z8cSaMQA+2fAKYQYIaVcASCEOANw/lKjU0rSMITb/FLKX7yQJoeivApcB3StF+tVd3VkMnOw5Ci7DhVw4bgRxwd0Qoic7cjJ48m3PiE+KpzUxHgqq2v4dPlq1r71FAF/ALOpfrsul9zJuP49cHl9DMlMp7SiklueexO/plFZ4+K1B28hIiIcEcBY6cCxWDQwkhWEwqQxw9G0AHPmzWfSuFEM6d8HiXGzxUZHMrBPLwZl9QTgmyXLmfv1Ii6YMJolP65jxuQJjB/WH93rZsmaTcRGOPh+2z6unTSaKEcksyYM49MV6/l81wGGpadxz+AezF67g39s3sMnYwex8mg5WQmxHHX7eL+skLf1fBLNFsKEikUIfq6p5rG2HWllsXEw4CXeakERgvNXr2VwYjxeqTOgRQITO7YkQlW54OMlRNosdEmOW/HOhuzTStwbQSGQIoQQJ8jibCZpzfhfhBewnWRcp3CaSRpA7y8Wr9g0acznqspkoF4Qvxud9cVl7CirBEWgCIWggQqg3nuEQAgodXnYWFBKtM1CUngYVpPK+iMlfHvFRCIc9pArUzGrbC8qZ8rLc2mTGE18RDjThvZg2oi+3Pf+Qj77OYdKl5tXbruccFsY2YeLWLRuGxU1bmJjohgzKIvp544LZnb+cvzZCaFrLF2/lRnnjmXc4L4ALFqzCZ+mk5KUYITY6BqjB/QizGrlgyVrOKN3F564+kKk38eUh17mjMwO/OubH2ibGMvRaid3z1lIQoSDFjHh5BYZYU0rs3N54eJx5JVW0i0tmZ6tk1FNKj1vf5GxvdJx+wIMz+zE1OF9eO7TpeQWlfHTrv2lOw7k95Ty0rVN82v/dkgppRCiCGMRkdvIIX+IpGn/HSztKuA9IUR88HM5hsvzpDjVJC0agyGfdjguuFv7xxXnvrh278HX4yMctEiI5WiNm+KqGjx+jTfvvgpVwvNzF/L0jUZyX8b513PW4CxcXn+oRMbbXyxm3Y7drPp5B7dePInLzxkdsqDlFxtSQ298uZRZE0eydsdePlm6iqevn0GP9mk8d+PFAFz59H+4d+YU/vnJt9xzyWQ+X7mOzTv3MDSru7G6MYEMAIoGenAiMJlAKKhC4cLxZzLlrDOZv3gFdzzyJGOGD2b08CGGib0OJoweyeMvvsKe3INcPm0Kz7zyFp8tXEbf7hkseedFRMDHlJsf5N43P+W288fRPj6SFXsOU1haTnmVC0tUBDOH9mRTURlPbNnFjsoqnh7Si0fXbqNbbDQ3t2vHoWonP5SWUeb1obgE31UZk4MPnRlprXBpGp3Cw7k9vSOqReGRrdkMahHPTT07MaJ1Mo+s3uIPBLTTErR8Mkgpa4KZnCbA38ghzSStGf9zkFIGhBA6Jx7Xf9qc/NjW7Nec/sC5sXarkhJhJ9/pZnNJBTqSh8/owy3d2mM2BwPyVYXhr37GGe1TcQc0BrVJYVK39ny0eQ+b80tZX1DKNYN7ML13emhhfetn32GNCscWEcbhiho+XLOVBVv3cfWovgzp0paP7rrMqHTy0oeMHtyPJ6+fgSYFd7z6Ebe/PpeU+Di6tm/NFVMmEBsXe7xcRp1YNFl37v0lNXtp/Byzpk7m6f/M5rOlP9K3W2cWv/UcCnDRHX/j7GH9iY1w8Mhb8ygsLqVlQiyllTWh/tomx1NSWcO2vALeuXkaN7/+OcnR4Tw5fSxSN0JR1u09xMrsXPYUlDGicxt+PljIJ2u2kRAVTkaLBJ6ePgahKlz7ny85o3s7bj13OMJk9qdedPdPnJ7KAr+Eo1CnYHR9/KH5+L+BogXF/bOEEOHBzzW/pt2pJmk2/sS4njve/jL8jZsvWj/9jH59Q5Y0s5m7X59LeY2b177+jn5dO/HOghVcM2U8PdLb8vwdV4OihkpkXD5pDJdPGsOH3yzns+9Ws2ZzNn26dOCqc4N5ErqkssZFi/gYDheXHSNOdW7izPZplB2t5Klrp/PQW5+yfON2hmSmo/u8hvszGG9wLEZNhUD9TE9VCM4bPYTJo4ey5Md1PPLsiwAowRWdlBIhBH5/gGU/ruH6iy/g73feCHqAibNu4crzzwaTmaT4WO6+dApPv/URL9wwnfOH98VdU828Hzbx8uot3DS4BzUBnVfPGcqEt79mZUkZ49un8ub2HJ7M2UtGeAQXtU1jaVERrcPDmJCUhNQkQhU8sW8vYQ0skR2jIjhYUUOszUqy3YrHr+2Ys3nPkVP/6/8q1I7deg+zoJvehmGVaEYz/tfQ6LgO4k+bkz/LPdzlnqwun07v3OaCD/YepGV0BHcN782/NmbTISUOq8PG/opq5m/fz+0j+9ItNYHHzxsJwC2fLmdk945cOrQXl6kKn27axTfbc/i5sIzerVO4bGgPXFJn9ubdHHV5aZsUw8QBXSnx+DlnaB+W7zqEYnMgzBYy09tzsMLJpkOlfL1qE3uPFPLl8w8S5nA0mmkP1AtHMTSm6hCzE5G02gQvoYDUiYiK5NHbr0NIydlX3saVF5wNSKKjIvH6jRKCk0cOpKTsKG0T45j56EsIRUXXAhwoKiMxJor01CRMqsp5A7rzwlcrueHNL+nVOpnLBvfg6a9/5OYxA7h4QDcA5qzaQv7Rav4yuh9zftzMzoOFdElLplvLBPIKy0iIDCf7UOGcozUuTlOll1/CL3GJ30fS5H+Hu1MI8VCDz/X2SykfaazdqSZpVv5ca8Sbf/tgQaeVO/b36ZfRXpw9qBd/n/MVVU4PSzduZ3BmBvllFRwoKD2uhlpmx7ZGyaKYKO57+R027tjDGw/eTMukeM655RFmTTQmj0qni5hII0OpX5cO9Ovc9riL2LI3j4tGDaK0spqi8grmPnozG3bt54uVazEF+zWbTMRHR5IUF01yXAytUpJISYxDMZmPy9AZ07cbY/r3CF3zcas6qTN/4RIW//ATJlWlRUIcV9zzd6xmEzER4aSlJDC4RwbZBwsZ2ac7uXmH2PnxYkqrXEzbc5Drh/XEEmbjxoHdeWtjNg5V4emhvYiQKjet2sikli1YVlrGA506GsG7wTiSi9PSsCiCf+3PDcWW7K6oYmKbFgDM3p5TeqTaeVsT/8Z/BLVjt7rBdhOgSykDp/+SmtGMP4xGx3VQdFz+ieP6zRe37E6dl3MoMLZ9S9OlfTJ4Zs02agIB4qMjMNttlBSVc7jaCVZDRNYUzMTsnpZEvtNFSlIMj3yxknW5+VwxrCfFNW7+tWID+TVOSmrcnNu/G53SkkOhLVndMowQF9WEsNoQJgvf/ZzNvoIy+nXrhNsfYN4/HiAsIuLXW85+DaR+3Pv5i79j8fc/YTKptEiM54p7n8BqMRMbGU6LxDhkwE/PTu2QmsaBQ0fIKyzh9pfnUFXj5LqJIxBCMG14Fjf/53Ncbg9vXjeFOLuV85//EIfFjMvnZ3KvTkaXms6Vw3pRVuMmKSqcrqkJfLJ6G5M0na15BUwbkgm6Xj3ugX8VAQua4sdtApwSkiYhJMj+J6MtkAnMx/Dgn4tR03zzyRo1hQRHJHBYSnlczQohRH/gn1LKP0ULqxaeha+/MPmhl2/+9NGbUU1m7nzlQzx+Py/fcTWYzMa1qipT73mKj5++F4ArHnqOp2+dRXy0YX199r15fLrkR/p3S8dqNpEcF8UbXywhPa0F5w7vxyVjg9InwaSCLjNuN2LSPF5G9OrCtDMHMvDaB+nQMpkoRxhXnT2czPZpoWsM+H2UVFRTXFFFYXklB4uPUlRRbWRTCkOssV1qMmMG9SEpIa7RyeTXCuAS8FNQWMQHC1Zwy3mjkF4P0uNEdzt58IPFzBrYnVhVxe9y469xc/2X32NGEKGaMANTWqXy7t4D3JXe0egjmG1VS8wuWL2OQYlxeHWdvomxjE9rgWJWGPvVip8LXe7eTfzz/m4IIQ4Bg6SUhxpsjwDypZQRf86VNaMZvx8nGdfhQKGUsnHdi9OEbdedf/VfFq157e3pYzBbzLyyZju9WycztHPrkIBsblkl17z9FedkZeD0+liwZS8jurQlzGLGbFLZfriInYdLGJSeRpTDTkpMJG8t38CgjDY8MG0cKYlGlmatBmbXy+6hd+d2ZOceYWivLjx325UMvvIeOrZuSVSEg2umnkuPDGM+ayg4e5xeZUPLWcPPjRC0E+pbNqJ/Jv0+NH+Av789lwcvPRcZ8IWq2MiAHxnwBctH7UFVBIoEp8eLIhSeveDM475voSr0feQNzuzajtV7D3HZiF5cN2YA8v+xd99xUpXXH8c/31lZOiJFkBYLiIhgF0Fjw4Jix2CNNSbWWKL+NIklamLvSTQW7L2jgMYeFbB3ECsiCCgW2gLLzpzfH89dmF1my2y7M7Pn/Xrdl7s7d+aewd1nzn3KecR5qx9x4TZNubNAdSQ9A1xrZs9keOwbYDsz+ybb1914083smZdezTqeHmu0a+gSHBOBHco3kZdUDLxsZsOqfV4DJGnFwCIzW2XZd7RX1YVmVu2eVY2lvPp121Ytiw7dZdghiUSirRIJXv3gU17+90W0b9+2wh/jgP2PY8Q2W4TEKpqTduWdjzBz7jx+XrCQc44eTf/e0YLAKPm59r6xHLLrNnTt2KHCz1dIZai+GKlcTy3TVlIQGo1kMsVXc37gqdffZX7JUopbrMY6a3Wj91pd6bx6ezqv0ZGO7drSuk3ris9Pe01LJkmVLeeOp15gzFMvsEX/dejUrjUHDBvM+t07Y0sXM2vOPJ6Y9DGHbz6A5NJlLF+8lJLFS7j29Q85ZXA/ypaUkUoaqeVJkqUVVxUlVtToWbliK2311n8GPzA+9rlo6SQZsImZfVDp512BKWbWNfMznctdkj4nbGtWubh4F+BTM+uS+ZmNHte+wG6CsgMG9T2gTcsW3ROrrcaSZJJLR+1Ii+IW3DX5Y+bOX8S63Tpx+dOvscugviTN2G7A2oweOohrJ0xk1k8L+GXxEs7ab8dQ9xLIuDgsWqWp1Vrw9KT3+XLW95x84EiKWhRHtTAr7gJQeZeAKkcqVnljiYqJWbm0xAzSqgFkSNA+/eobHnrmFbAUybIyZs/7iT+O2o0Bvbut2GrQykpDrbSy5aEmZjJFcnkZ102YxN6b9KN3NKJjaZ85Kn+P0VZWS8uSXP/cG/x5vx1eSrRYbUS7w87PUHk9HlFtyqvM7LYMj80lbA2V9YKzjTfdzMa/mH2S1qtTgydp0wg3Tz9G33cGJppZ/+qe1xDDncuB1SQVmVnlSsWrAU1evbicmT0BPAGw9Pnbb1Ci6H9zf1nYsXe3LrRv27riyYkipj6x6m4YZxxxQPgivexGWu/Uj/MXkkymuOj2R8ovyq5bDWbIhn2j181QwiNSeSeDqtJlSyVJCPqu1YXTDtgVgLJkkumz5zFr3k9MmTOXHxcsYv6iEpYuDyMZkqJVoir/t4jCEZv3W5tXrvszslSFP36A7h3bM3dhSfRHXUSieDVaLW9Bt3atmbGohN6tW0NpEkslKCqG70uW8tiMlVPMhnbpzMZdOlaoeQSMA06s4u3FrTer1vHzRQMun1U1bJQz7fG35/3uoqLiFq8nWqzWt6h4NX5eVsrFT/6PE3ffmvW6hxzyqF22AtIq9gOn77fTyhfMsPWSEkXMXbiEWye8Gn4mkTJYp0c3Tj1k71VW8FcYiagcbzKUrliRZEnVJmMrXjOt48OSyZV1zTKNakRf9+/ZjXOPGsUv8xdywS0PcObBe7Jut04ritquKG6bftOdSvHzghKWlpbSZ40OWDLUSZu7YDF3TvxwxXnDN1yHLdfrhSVTtC5uQYuiotm/lCzdr8+JV+RMghYZQNiqb5UkjfoMd1rODHdeBrwj6RXCx/1OwIU1PakhkjQBKWTwqxUAACAASURBVNJWSadZRvWFFZtMq52P+mjZy/fs9dBLb7x46IgdWsz5eT63PPn8ijuj3bbZgiGDNsj85Cq24Pj+5/l0Xr093Tt35NyjKiZzq8i0YXolmf4BKxbRXbnpblEyyXpdV2e9ztWMXFTeliT9dUuXYRAStLQ/fiXCxNhEUYJUIhGGHxIJDtpoPa6b/BGnDF4/FI4ktPbd2rfhuA3Wq/g+oh60EILeBg4c/MD42D4cqvE1MCXDzw2o+X+Yc7mpqt/dnGmPe1946/dzLjt516Li1V5fXJZc64Kxr9J9jfY8OOljlBC7bNKfrfqvHU6u1HauUvai0nZ63ddsG9rjRIL/PPkia/fsxohhm6cVpq3Ua5ZJtJgrff9l1fBBX37uiuKzVLFDTeVkLbrxn/j+FB5+YSLnHbEvHdu2qrDrQOXPAUuGFZ0PTP6Ig7YcuCJBA+jWoS1njVi5kcrK4rYJLJWatfV6PXfoc+IV86t9M/F4OjqqUuc2ORdyNDMbI2k8sCXh4/7sylsSZtIQSVonYEEVk1FrKqzYpFrucNhrHZ559Y/dO3f8J4lE0bm/O2iVBQO1lkrx1Ktvs+c2DTjFqnIil0pVnF8GK4YwlUiEP/KioorJY+WkjpUNRZUNRtRYpEqXs2TJMioPgasoESa4tmnFj8tK6dyymGRp2EoiVP9O3z5rZaqZKNLXwJ4bP/xM09fJq52q7s5+BLpUU2vKuVzWGZiX4ec51R53/78bvv7hmtNG3PvGx5P/su/2rft060SiOMwRXmWz8HIVvs4wPFmpDZ3783yOG1VpylUqLZmi4s3xiqHCRKJSW1r958OqU1dWtrEVHq+872Yqyadff8uYsc+zRf91uPL4gxC2YogzvY1ecUOdTGKpFMlUitk/L6RXpw4ZdmVIrZh+kmYhMHLklfd+Ue2biU91vWXzCL/X1e5zmUkoZht/My7pV9GX5d2cLSX9ysy+kbSWmc3O9LyGSNK6AD9U8VhONQoAv7/0PzeVvvZQKZm7VFdVuRct7Y/x6+/mcvSeO2QXQG2TwVRy1TvItNew8rId6Qkb1dzFpSdk0Tnp+75ZKsXcnxdy2dhXOWmnzStetyhBoijBvv3X5tFPvuTogethRUaKBAlSUKRMW7X8pKLE7oMfGB930drqZCxHYGZLJC0H2rHqyk/ncpakBFUnacsIHww5c/PR9bRrPuzw3sgje3fteKeKEq1WSc4qt5eV91OuvI9morzobCJjW1s+hFlhrm75zjIrRhMqPg5gLM/cdmcYOalqC8Hy65NKYmZM+mAqT736Fuus1YWLjh5FiyJBqmzVPTvTE7RoLloqmeL5D79g+MBVqwmkkhnnQZcBB3Q6/rKm3qIxG9WVh/kB6ArUKcFM5sRvO09l+JmAQcB1wOhMT2qIJK0rmRsEyMEkDaB429FjSic+siZwSZUnVZpwX+FnqRTTZnxHj66dsr94eXJVF2nJ2MqfFa1M6FbcBRZViHWViaqVkrPyP+orn36N8/bZjjaJBMnlFTtGlUjQuU0r5peWsdygRXERlCahqIhU0qg0oroU2GfwA+On1e2NNpnq7tzKGwVP0lw+WR1YbGar1Egzs1R081FMDtUAPPmucQ8tuP3cZcCjhA76jKvWy1Ue7szUgwZAKkmbVsXcMe4lRg8fRptoUdWKz+vyhC06t/w1rXIbu0KmsnOrXrNc5c+NRYtKmPjRp0z+eBqlpcvZYoN1uejoUSQUes4oWzU5W7XtXjms+crU6Vy47/ar9KJl6EFDRYljO590xX9rfgOxqqknrc4LXnLhlsTMBlfzWMYEDRquJ62qJG0JRLvk5pjiYQdcWjr58W7AqZ98OYNL73iELh070HPNzvz4ywJ++PkXliwrZcy5J1PcokWF5w446I+0bd2KTfutzQPPvc5Bu2zDOTfey4JFJcxfVMKNZx5D+zatM18Yqp63VuX5Ff8IV5mnluGcCtI35mVlj9yUGXO4YuyrdGrbmuVlZXz9/S+c9+hLvPLpdO4+ck/W61Sx+PPO905gUNeOHPXM6xy8wTrs3qc7X85fyH1Tp1MkMbpfH9Zbvb0Bh29077jXsnuTTUtSEdV/WJU3Cl81WVDO1V91N82wsk3OmSQNoMNRFz25+P6L/wDcOnXWD1z+6At06dCOHp078tOiEn6Yv4ilpcu59bTDKa6Ugww8+q/sttUgliwrZftNN+Sgnbbmz/95gAUlS5m/qISTfrMHV983lqWlpWy+QV8222Bd+nTrEuqfpbeliSJIZtk2l0t7nZKSJXwz5we+mDmHadNnsmjJUjCjbeuWDBmwLmcfPJLVEgrPsTJIrkzOpsyYzWUPPkOX9m3o0akDX8/5ETBe/ugLHv7TIfTt0pFUMsWkaTPYat2ebHXhbQwfsDZLlpex7Xq9GLX5Bnw29ydue+19ipTgyG03pn/3zhd0PumKO+r2xppUW6ruSZtH+N3OmmGkGmnPAUkjCL1gRcCtZnZpFeeNAh4BLgCmV4jP7M7qrtHYw53zCHN7EmaZlsXE7nSg6/NvvHfoobtvz4htt6rwx3bmNbfy4/yFrNWlE4sWLeKDz6ezzaD+dGrfjktOOIRfbzyA311yE8O3HMQlxx8KqSTXPzyBD76YwbaDq11VW1F1CVaaGkt2ZJKp9y3ywsdfcdDQQew4YB3+8uBzPHj8/pQtT3L0mLH07boGqag37dGPvqRlUYINu67BNbtuzS3vTmX817MY1qMrd079mk4ti1meTNG1bStUpDMG3vX0w7V6Q/HqAvxUze/lD9Tjzs25mFTXHgN8D6xJ2Dcwp7Q9+K+3LX74sm4vvP/Z3w/eYUt222xAhR6yc25/kh8XLmatTquTNPG/9z9lh00HMHjd3lx9wsEAHHvlHQzfbEP+cexvUKKI6x95hrLSZfzl8H1IpVJ88MUMnn/zA2bM/QGhFavf27dpRefVO9CxfVvatm5F21YtKW6xGono8WXLy1haWsriJctYsLiEhSVL+WXhIpYsK604h9eMNq2K6b1mZ9bv1Y3t99yedq3S1mqkktGQZoaSHMDz73zCwb/elF036bei96y0rIzDrn2Afmt2wlIp/vvB51z37GSePOUgHnt7CpeM2glLpTj5/mfZvn8f/v3SO3Rt34ZlZUnatyq+p8spV2WsZJ+D1iT8fmZS9/bYIPMIcP1EN/r/AnYBZgJvSRprZlMqndceOIWwZ+4AwnSElsBwQmWBRk/SqrxzM7NlkhZEQVXXcMSieOv9bPlbY486bI8d17z2vid3eeyFiWw5sB97bTeEv/3nXhYsLqHz6u0hlWTsq29x7f1PccvZx1GybBm/3ngAAIPX7RV2JujQljk//cI7077mxH13WTlHLFMiVVVyVV1NtUx3eBXmVWToUcuwkqj8tSyZ4rfbbswlT7zCXx58jt0H9yNhMP7Dz9lt4LoVutDnLVlKsQQK89OO2XQDXp3xCpPnzmPKj/O5a49tmb2whH+8PeXNp7+ceXWVbyK3dKf6jabrfOfmXIyqG9mA8DvfHfi0acLJTtvf/N8/Ri84v/eN41877olJH7BF3z6M3Howf79/AguWLKNz+zAw89H0WZxx88Pcfc6xFZ4/aN2eTP/ue7p27MDseT/xzrSvOWGf4ZBKkQA27duHTftGRcTTttRbtGTpijJGi5csY+HChSxPJkmlDDOjVXELWha3oFvHtqzfsyttW7eiY7s2tG5ZXPNIR9pc4MpDoJXb5yN23IKrHn+RJya+z+br9eSY4Vvy1JufMHKT9VdMTXnvm9l0bNOKRNoiLSUSDOzRlRk/LuCDmXMZe/KBfDb3p9c3u/DW6WXn39wQ/2saVVRvtQNh0VYmdR7uNBptuHMr4Asz+wpA0gOEXQQqVwy4iFB+40zgSjN7Ozq/HVBjh0ZD9aRVtxfjbEKjkHNJGkCLLfde3vmtsftddMJvXwCG7HPahRy913D+ffbxXHnP40z+cCrbbTqQA3caxtCB63Ptg0/Tr9fKgrYffDGDQ3bdlllz5/HXWx/m2pMOJSGL5hGsmjhVtRIzYzJX6bmZnpfxuZkmq0KF+QzLl5fx2idfk0omGX/qwfzhznEky5I8/u40bhi984qXShQlOG7oICyZ4o1v566Y79CtXRs+/OFnEhKWEK1atpgw/qtZuT4HLV1tkjTvSXP5pivVt7Xl7XHOWrNDmxMuOGT31UkUHbz/xbdw1C5bc8MJB3L1Yy/wxrSv+fVG/dhkvd48+bcT6d09uo+KJv9/+OW3HDJ8a2Z9P49zxzzGtSceTFFRosab5XbFq9F+zc6wZuca46tQq6wsbZ5apgUDZG7zKy/iKv9Z++IiLjhwF0gl2f+yuzhyu014ZNLH/Od3e68sGi5x4xEjV4nr4+/mMXrLgazdpSOti1d7/7rn3zwqmbITanxDuWFN4IcaRjaqqJFVszrWSesi6e207282s/SMtyeQvqvHTKDC7kqSNgN6m9k4SWdWev3lwLo1BdFQPWnVrRgpv3P7qAGu1SiKt9pnl3atW00ZNXzY+n17rbXGaVffhgQlS5Zywv67AVBUlGDCpHc5adSu7H3W5Zx+3Z2ULF3KLlsOokv7tgw98zL69uzGubc+wrEjt2Pwer1rd/dUrqaErTbJWlpjkL4wYOXpKebOX8Rjb3zC7F8W0qa4BUuXlfGPp1+jf7dOzPh5AV3ataZNcYsKPWnlVaunfv8zF778LkuWL2e7tddir769eWLadI4a//rCaT/On29wU3X/zjmmpiStfOGAc/mktj1pOavd6LP3KUpo4f7DNp7Rt0fXPmfc9jhSgsXLlnH8XjusOK9XtHDrw6++5fQbH2DJslJ23nwgXVZvz7ATL6Jvr26ce9ujHLvnDqE9rkGVN8pVydAm1+omvJryHE+98RHPf/gFqyXEBj27Mn3uz3Rp34a2LYtJJVNYMsX8kmUrhlA/nvkDf378JUqWLWenDX5F53atOWqbjef2/8uNUxcuLT0PuDi7NxWbRrtprkcJjnn12XEgWml9NXBk9KONgKslzSfMYdsQeLDG12mAbaEmADeY2fgqHr8HeK6myXG5oHTy472BiUCvTHdFF972EOceNSrt5xl6ylLJjI/VmKjV9Add+ZwMCVl4bsWtmkqWLefdr2bx9tffMb9kKWt2aMueG/ejx+rtVjy38nMsagysfCl49Fj4PlXh8VQy9TkwrO/1D1T3wZBzJJ0NdDKzs6p4/FhgiJn9rmkjc67uJF0JzDWzK6p4/Bxgjap+73NJyaNXtgNeJFG0JbDqDgORCsW6a1E0vNZzgKtaRFBFMlerm+vqpqhkGPkI51Vsnx+c+CF9OndkyLo9KpwX+QXYpvNJV2Qq0p2zJO0FHGdmq3YRhseHAteY2dbZvvaGgze1u8e9lHVMW/RZo9ptoaKYLjCz3aLvzwEws0ui71cHvgQWRU9Zi1At4BzgE+AbM6tuFBJo/BIcEILs2wDXaXTFW+/3benkx3cjlXyVUKSXOT/+zC2Ph5XL/3t/Cm98MpghA/tVfGLmyfmWdqRUVGSWTBqJolRUVMyAVKX/Vvw6lQpfh/NTlgzPs2T4uaVSK85PJVOWTKVS02b90OK9b+a0/H7+ooSZ0arFaqmBPbuWHL71RktWb9MqGV4nZZZMmZW/PqRSyVSF1/7254UtbnrtvR5mZpYydunf5/vt1un5S3qMKkoklUj9aZ2r7smrBC3SD3izmsd9TprLR10IHwBV+RI4qIliqZc2o85YVPLolXsArwH9Aeb8vIBbJ7wG0YT+XTcfyJCBaR8v5TXPKgtt5SptrCWTFdveSm2zRW1vxXNSFV8n0zlpX2fzGuVtfKbXmzFvfosb/ju5h6WMMa+81+H44Vt+tfem6/+ookT6+Vd1Ov6yvErQIv0Iv5tVqUdPmrG8lol5lt4C+klahzDl6yDgkBXXNZtPWsySXgbOKJ+TVluNvboTYCowqprHc0rx1vtNKZ34yK8INVtS3TuvYece/RsDUlu90a9o2fJkijCWbCSKLLq9MRIJI5VKKVFkLXc6PLaqLMOio766E2ZFFrABVL+qxld3unxUm/a4znN7mlqbUWfMK3n0yk1JFLUFrPsaHVJ/PWSP0PbWdHMbtcmtRvw+B6pk1d9g4Jaz446i0WwAvFfN43VujxtrxwEzK5N0EvAsYfhyjJl9IulC4G0zG9sQ12mKnrRPCR+IeaN42AGLWNlFucJe21ZZb87lEYV19xtQ/Qo370lz+aim9vhzYB1JLTIVvM1FbUadsYSq62e5wjAAuL+ax+cDbSQVm1l2G8M3UgkOgGia1/hKPzuvinN3qMs16pWkSWpDyCBXSWjSfAasJ2m1Kvb3dK6prUm4waqux8F70lw+qrYnzcyWSppFWFWWT6uxXWHbgNDLm5GZmaQfCeW8Mu5xWeVzobGGO5tEfXvSOgM/V7cPnJmVSJoDrEO4i3MubgOAqTXsX/gLsLrfXLg804WaN6GeSvgb8CTNxU5SF0IuUtM+zz8Rfr+zTtJSMQ94S2oFHADsQfjba0N4H68D91YugJuuFkthqjUXSEjqV8N5HwCb13COc01lc6ovGwOwLWE4tI77xDgXi4+BX9dwjrfHLpdsDnxQ3U2zpO5ADyptqVQrBsmUZX00FEm7AC8SFr/cSih4+2vgRMKN0kWSqixqW6+eNDMrlXQXcAxQ3ZTGicBQ4IH6XM+5BjIUeLyGc34H3FJDb5tzueYWwu/uk9WcMwk4rWnCca5GQwm/k9U5AnjUzBZm++JhdWeszfhUYJsMnyXfE1Zi3yVp7aqeXN+eNIDbgCMltajmnEmE/xHOxSpaNFBtoyBpDWAv4J6misu5BvIwsI2kXtWcMxnYMtp70Lm4DSV05GQUtdm/I/RCZa18dWe2R0Mxs5k13eyb2fSqHqt3kmZmnxIWB+xVzWmfAAMlta7v9Zyrp95AMTCjmnMOAyaYWT7Wf3PNmJktJlQxP6qa034mLC4Y2CRBOVeFqCr/1lRf228HYCnwRp0uEvNwZzlJoyR9JmlB2lFjz2BD9KRB6GI/NtMD0aTAcYSJ2HXeYsG5BjKMsBr5yWiD2wqiu7ZjCb/TzuWjW4Bjog/ACqIJzPcTpro0RElF5+pjQ6AUeFxSzyrOOZZ6TD0Jqzst66MRXAbsZWYd0o72NT2poZK0R4CtJK2f/kNJ6xG6MV8iNAw7NdD1nKurnYB/ElbWvCypW6XHtyWsvHm5ieNyrkGY2bvAj8Ce6T+X1IlQeFPA3/H22MVvJ2AscB8wUdJG6Q9KWouwIrLOU0/iHu5M8z11qHDREMVsMbMlkv4BvBXtGv8Y8BUwBvibmd0kaSfgEuBvDXFN57IV9ZLtAVxF2Pj2XGCSpGOAzQg7Y2wAnGpm+VtYxzm4CLhN0nTgUcLN8k3ABOBMQq3Ay/OpqK0rSHsQeskelfQt8GK0b/KahPZ4GGHPzp/qegEzY3kyJ9Z/vQ08JOlxwvAtAGb2aHVPapAkLbrQVZJuBHYl/OOeDvzezJ6KTnkN6C9pTTP7vqGu61wWBgHLgM+irvMLo4bhVsIS6QuBF7OuaO1cjjGzJyQ9DWwP7E+4Yf6nmV0bnTJH0peED8FXYgrTNWOS2gLbAKMBzOw+SbOBm4F3Cb+zB5hZdcXya6WResay1Q5YAAxP+5kIN1FVarAkDULhWuCJ6Kj8WKmkF4DdgLsb8rrO1dIewLj0uQ1mdjtwe3whOdc4oiLML0RHJuMJfxOepLk47AS8ZWYLyn9gZi8RNltvMAYkcyBJM7Oj6/K8Bk3SamE8MBJP0lw8RhLm4jjnQnt8K/B/cQfimqWRVNr3sjGYkRPDnZLOr+5hM7sg0wMNtXCgtp4Gdov2/HSuyUjqAWyE9xo4V+4toJOkDeIOxDUvklYD9iUsGmh0ObJwYGGlYxEhB9sPyLgpOzRxkmZmcwm1TqqrqeZcYzgIeNzMlsQdiHO5wMyShFX3h8Ydi2t2hgPfmNlnjX0hw0ha9keDx2F2tZldDdxIqNM5FBgBPAT0rep5Td2TBmEp7W9juK5r3g7DdxBwrrJ7gMOilc/ONZUma4/NoLQslfXRGCSNJmwTtTFwvpkNMbN/mNlXVT0njiTtCWBbSV1juLZrhiQNJCzp9qFO5yp6HyjBC9u6JhIVEd+LsDNGo7Mc2XEg8hnwJqEKxj6S1q3pCU2epEXLaZ8mDD851xQOA+6Lhnecc5FopbOPbrimtC/welOW4sqVJM3M3jez0YTh3m+BGyS9JunUqp7T1Ks7y90OXCfpn3Xd6sG52pDUEjiSirVpnHMr3Q18IOms9HIIzjWSPwDXNdXFzKzRhi+zIelFQl20cuW5TwdCcfVrV3kS8SVpL0b/3THta+caw2jgYzObEncgzuUiM5sZ1bA8Argh7nhc4ZK0GfArMtRSbSwGjTl8mY0z6vKkWJI0MzNJ1wOn4EmaayTRZOhTgAtiDsW5XHcdcLukf/mWaK4RnQL8Kyq03CTK56TFLdpTN2txLBwodw8wLNqE3bnGMAzoSBMUTHQuz00kbFmze9yBuMIkqRuwN3BLU17XsFhXd0o6RtK1kjbP8FhHSb+V9FxVz48tSYu2kBoDnBxXDK7gnQLc4D0DzlUvmht8PVDlBGbn6uk44OH6bJZeF2ZQlrKsj4a7vt0GPAmcLelbSW9HiwWmAa8CvYEDqnp+XHPSyl0PfCjpUjObE3MsroBEZTd2AI6JORTn8sWDwEWShprZpLiDcYVD0urAScC2cVw/7uHOaE/SlyQlgLWB1sB3ZvZzTc+NNUkzs1mS7ibsHXdanLG4gnM+cKWZLYw7EOfygZktk3Qx8DdCHSfnGsqpwHgzm9bUFzaD0mRuDKZEozpVFq7NJM45aeUuBY6Q1DPuQFxhkLQxsB3wr7hjcS7P3AH0lfTruANxhUHSGoRpTRfFcX0j+xppcfe8pYs9SYuGOccA58QdiysYFwCXmdniuANxLp+Y2XLgwuhwriGcDjxhZl/EcfFc2haqLmJP0iKXAQfXZosE56ojaQiwFXBT3LE4l6fuAXpK8iFPVy+SugPHAxfHFUOok5bK+sgVOZGkmdkPwFXANXHH4vJXNCnzBuDPZrYk7nicy0dRDaszCLvCFMcdj8trlwJjzGx6bBGYD3c2lKuADSWNiDsQl7eOAsoI29w45+ruKeBrvESSqyNJQ4FdiGkuWrmUwbKyVNZHbUgaIWmapC8knZ3h8dMlTZH0oaQXJP0q2/hzJkkzs2WEFSDXR/stOldr0eTUvwMneV005+onqpt2KqG201pxx+Pyi6Qi4J/AWXGvsC/fFqqhe9Ki9/gvQgHoDQlTtjasdNp7wBZmNhh4BLg82/hzJkkDMLNxwDS8oKLL3t8Ik1PrtPWGc64iM/sMuI0wZ9i5bBwDlAD3xR0I1jhJGmHu8xdm9pWZlQIPAPtUuLTZS1HhfoDJQK9sw4+7mG0mpwKTJT0RR00Vl38kDQN+AwyKOxbnCszFwMeSRpjZM3EH43KfpN6EUY2dox7ZWJVvC9UIegLfpn0/ExhSzfnHABOyvUjOJWlm9qWkC4A7JP26KTdidflHUlvgTuB4M5sXdzzOFRIzWyTpaOBOSYNrUyHdNV+SROh9vc7MPog7HqjXButdJL2d9v3NZnZzXV5I0mHAFsD22T43p4Y709wILCasMHKuOpcCk8zsibgDca4QmdmLwOOEbfycq84fgI6EdjlnWMqyPoB5ZrZF2lE5QZtF2HezXK/oZxVI2hn4C7B3NPc+KznXkwZh64To7u0dSePM7KO4Y3K5R9JwYF9gcNyxOFfgzgbel7S/mT0WdzAu90hajzA8nlMjYGZGsnG2hXoL6CdpHUJydhBwSPoJkjYF/gOMMLPv63KRXO1Jw8xmAGcB90VDWs6tIKkLcDtwrA/BONe4osnPRwL/juYcObdCVE/vHuAfZjY17ngqq2NPWvWvGRLRk4BnganAQ2b2iaQLJe0dnXYF0A54WNL7ksZmG3tO9qSluQPYEbhJ0uG5MAnRxS9a+nw/cK9PZnauaZjZREnXED5wtq/L0I0rWFcC3wPXxh3IKgxSjVSc1szGA+Mr/ey8tK93ru81crYnDVbU6jkO2Dj6r3MQym0UAefGHYhzzczlwGzg6rgDcblB0sHAHsARuVij0oBU0rI+ckWu96RhZiWSRgGvS3rXzN6IOyYXH0l7AkcAm+fSvAfnmgMzM0lHAm9LOszM7ok7JhcfSQMJC0p2NrNf4o4no0bsSWsKOZ+kAZjZ55J+T+hm39rMvos7Jtf0JG0AjAH2reskTOdc/ZjZ/OjG+QVJU83snbhjck1PUmfgMeDMXCm3kYlhpBqnTlqTyOnhznRRiYWbgPGSOsQdj2takroTCgGeZWYT447HuebMzD4Efg88Fa1uc82IpNbAWOBJM7sj5nCqZ5Ayy/rIFXnRk5bmEqAP8IikkWa2PO6AXOOT1B4YB4zJ+QbBuWbCzB6X1AuYIGkbM/sx7phc44sWbt0NzCCUZsl5tVmtmavypicNViwkOAlYBtwSVTd2BUxSC+Ah4F1CDR7nXI4wsxuAp4AnJbWKOx7XJK4EugBH5uJCgcrMjGRZKusjV+RVkgYrapMcRNh1/nJP1ApXdMc2hrBA53gvweJcTvo/wr6FD0b1slyBknQOsCthXnDelGAxs6yPXJF3SRqAmS0Gdgd2Bi71RK3wRAna7UAP4ABfyelcbop6Uw6PvvVErUBFCdqRwC45u5KzCpbK/sgVeZmkAUTzH3YmZPWeqBWQtAStJ7BXVO3cOZejzKwU+A3hM8UTtQKTlqDtmG/VFczw4c64eKJWeDxBcy4/eaJWmPI5QQPAGmdbqKaS10kaVEjUdiZsH5VvK1ZdJFrW/TCwFp6gOZd30hI1A572ckn5S1JC0hWEoez8TNAAyL78Ri6V4Mj7JA1WJGo7AL8CnvAN2fNPtGH6C0AJ6DUgLQAAIABJREFUMNITNOfyU5SojQa+AP4nqUfMIbksSWoJ3AcMBbbJ3wQtDHemylJZH7miIJI0ADNbCOxF2OT1ZUndYg7J1ZKk9YCJwMvAb6NG3jmXp6KFPicCDwCTou2DXB6QtAbwX0Id1Z3N7KeYQ6q3VMqyPnJFwSRpAFFx22OAp4GJkgbHHJKrgaRtgVeBq83sz15mw7nCYMGlwJ+BFyXtFndMrnqS+gGvA+8Ao81sacwhNQgvwZFDoobhb8C5hL3lDos7JrcqBacBjwJHm9lNccfknGt4ZnYvcAAwRtJ5kgruc6cQSNqPkKBdb2an50Oh2trI92K2BTvJ3szuk/QR8KikYcBp+VR8r5BF2zzdBqwLDDGz6fFG5JxrTGb2qqQtCLuHbC3psEIYRisE0WK7vxOKxO9pZm/GHFKDs1Qy7hDqrKDvaMzsI2BLoDthAqtvBBwzSYOAN4GfgW09QXOueTCz2cBOwFTgHUlbxRxSsxct6ngO2ATYvBATNMywVDLrI1cUdJIGYGbzgVGECaxvSvq911NrepJWk3Q28CJwiZn9oVDmOzjnasfMlpvZn4AzgKckXez11JpeNN3kUOB9Qpu8h5nNizmsRmFmpJaXZn3kioId7kwXTUa/RtJ/gTuB/SX9zsxmxhxasyBpfcK/ewmwhZl9E3NIzrkYmdmjkl4HbiHcPB9hZh/EHVdzIGlN4EagP7C7mb0Tc0iNzHKqZyxbBd+Tls7MPiHUfZkIvCvpaJ/E2ngktZB0OuHf+17Cnm+eoDnnMLM5wN7AtcDzks6N6nO5RhD1nh0IfECoYbdF4SdogBmpstKsj1zR7BKUqLv9QmAEcBzwejSh1TUgSTsC7wG7A0PN7J+FslrIOdcwotX4dwCbA1sAH0saGW9UhUfSRoRi4X8BRpnZ/zWX6SaGz0nLS2b2LrA1obv9aUk3R1XvXT1I6i3pQcL+m+cDu5rZ5zGH5ZzLYWY2w8z2Af5ImJryVFTk2tWDpNUlXUOYd/YYsJmZTYw5rKZleJKWr8wsZWZjgA2AJcAUSWdLahdzaHlHUidJfyf0nn0KbGhmj3pxWudcbZnZBGAQ8BrwhqSrffeY7ElqJekUQlvcFhgYjWaUxRxa07MUybLSrI9c0ayTtHJm9ouZnQJsR1iK/IWkP0lqE3NoOU9SR0l/Az4DuhKWcZ/ve2865+rCzJaZ2WWEZG01ws3zZT7SUTNJLSWdSJhztiNhYcDvzeyHmEOLjeE9aQXDzD41s4OAXYBhhGTtNEkdYg4t50jqIulc4HOgD7BV1Bj4wgDnXL2Z2Wwz+yOwMdABmCbpH5K6xxxazpHUVtLxhPZ4D2AfM9vXzN6PObT4mWHJZNZHrvAkLQMz+8jMRgEjCatBp0u6TlLfmEOLnaTBkm4lNAbrANuY2VFm9lXMoTnnCpCZzTSz4wmLC9YApkq62xd8gaRfSboc+IawGG60mY1sFqs2a8tXdxYuM3vPzEYT7uRKgEnRhNYR0VYazULUhT5K0kvABGA6sL6ZHW1mn8UbnXOuOTCz6VGyti7wIWHLv4mSDpbUOubwmoykhKSdJD0CvEsYEt7KzPYxs8kxh5eD8nt1p3xed+1Fc9QOBX5HGOJ7ALgHeLfQJshH9eO2AQ4jbI78EfAf4FEzy53bDOdcsxTdKO9NKKW0JfAEoT1+2cxy51O2gURb6h0GHALMI+x/fKeZLYw1sBxX1GEta7fFUVk/b8FLl7xjZrH31jab3qCGEE2GvwW4Jaqifyhhw+DSqOzEOOCdfK0HFjV6QwnDvAcSeg/vBjY1sxlxxuacc+milYqPAY9Fe1AeBFwBdIva46eB1/L1pjLavnBjQns8mjDUey9hMcDHccaWV6LhznzlPWn1FP0hDQX2J0zY7EwYEhwPPG9mP8UYXo2i5e27EhqCXQlDmROAh4EPCq2H0DlX2CQNJPT+jwTWJxRxHQc8a2az4oytJtEiteGEz5I9CKWhxgGPA//L1w6AOBW162atNjkk6+eVvH5tjT1pkkYA1wFFwK1mdmmlx1sCdxHmU/4IHGhm07OJw5O0BiZpHVb+gW0HfAtMSjumxvWHFvWUDSIkleVHF0Khw3HABDP7Lo7YnHOuoUU3obsREradgYWsbIsnEm5El8cUmwhJZHlbPIywGGsSoT0e54XA6y/Rrpu1GnRg1s9bMvmGapM0SUWE0lO7ADOBt4CDzWxK2jknAIPN7DhJBwH7mVlWwXiS1oiqSIq6EQoMfgpMjf77GTAL+KW+PVfRH34noBdhA90BhGK9A4B+hFVAOZE0OudcU8mQFA0F1gO+pGJ7/CnhQ/fH+raN0TU7AD2ia6e3xxsAP1GxPY4taSxUibZdrXjDUVk/b9nb/6kpSRsKXGBmu0XfnwNgZpeknfNsdM6kKB+YA3TN5nPe56Q1omjOxHvR8W8IxV8Jf5zlf6hHEP54ewAtJc0h/I+cS7jrW1rpENCq0tEB6B4d3YBFwHfANEKDMw64Cpjmk0ydc81R9ME4LTrugBWLwdJvZvePvu8BdJD0AzCb0CYvoGJbvIRQK7Vye9yWle1xd2B59PzPCO3xq4S5zVNzfTpMoWik1Zo9CSNl5WYCQ6o6x8zKJM0nTImaV9uLeJLWxMzsF2BydFQQNRjdWPnH3ZaKf/ytgRTh7iu9sVhEaATmAHPMbFmjvxHnnMtz0WKw8hvpCqL5RGsS2uK1gPasmpAlgPlUbI9LqNgeL270N+KqZCXzni1999a67FbRStLbad/fbGY3N1RcteVJWg6JGoyvo8M551xMopvdb6nYW+LyjJmNaKSXngX0Tvu+V/SzTOfMjIY7VycsIKg1L2brnHPOOZedt4B+ktaRVEwoATO20jljCVOaIKw4fjHbeefek+acc845l4VojtlJwLOEEhxjzOwTSRcCb5vZWELB4bslfUGYpnRQttfx1Z3OOeeccznIhzudc84553KQJ2nOOeeccznIkzTnnHPOuRzkSZpzzjnnXA7yJM0555xzLgd5kuacc845l4M8SXPOOeecy0GepDnnnHPO5SBP0pxzzjnncpAnac4555xzOciTNOecc865HORJmnPOOedcDvIkzTnnnHMuB3mS5pxzzjmXgzxJc84555zLQZ6kOeecc87lIE/SnHPOOedykCdpOUTSBElHxB1HJpIuljRP0py4Y3HOuYaWC+2vpE8k7VDLc6dL2rmRQ3Ix8yStCpIWpR0pSUvSvj+0Ma5pZrub2Z2N8doAktaWZJJWy/J5fYA/ARuaWXdJR0p6rXGidM41dwXe/pa/j+mSzq4Uw0Aze7kBrrWDpJn1fR0Xv6w+rJsTM2tX/rWk6cDvzOz5+CKKVR/gRzP7Pu5AnHOFr8Db345mViZpC+AVSe+Y2XNxB+Vyk/ekZUnSVpImSfpF0mxJ/5RUnPa4SfqjpK+i4cErJCWix46U9Hr0nPmSPpU0PO25L0v6Xdq5r0m6UtLPkr6WtHvauetI+p+khZKel/QvSffU432tLum26D3NioY3i6Lu9OeAHtHd34PATcDQ6Ptf6npN55zLRiG1v2b2NvAJsEna664YwpTUWtKd0fWnSjorQ+/YJpI+jN7Pg5JaSWoLTGBlm71IUo9sYnO5w5O07CWB04AuwFBgOHBCpXP2A7YANgP2AY5Oe2wI8GX0/POBxyR1quJaQ4Bp0bmXA7dJUvTYfcCbQGfgAuC39XlTwB1AGdAX2BTYlZV3r7sD35lZOzM7EDgOmBR937Ge13XOudoqmPZX0tbARsAXVZxyPrA2sC6wC3BYhnNGAyOAdYDBwJFmtpiKbXY7M/su2/hcbvAkLUtm9o6ZTTazMjObDvwH2L7SaZeZ2U9mNgO4Fjg47bHvgWvNbLmZPUhoBEZWcblvzOwWM0sCdwJrAd2iOWJbAueZWamZvQaMret7ktQN2AM41cwWR8Oa1wAH1fU1nXOuoRVI+ztP0hJgEvBv4IkqzhsN/MPMfjazmcD1Gc653sy+M7OfgKdI65VzhcHnpGVJ0vrA1YQ7tTaEf8N3Kp32bdrX3wDpXc2zzMyqeTzdipWUZlYS3cS1I9zZ/WRmJZWu2bv276SCXwEtgNkrbxRJUPF9OOdcrAqk/e0CGHAKcAih7S3NcF4PKr6XTO1x+mr7Eqp+Ly5PeU9a9m4EPgX6mVkH4M+AKp2T/sfaB0jvau6Z1mWe6fHamA10ktSmimtm61tgGdDFzDpGRwczG1jF+VbFz51zrjEVRPtrZkkzuxpYyqrDtenX6VXHa3gbXSA8Sctee2ABsEjSBsDxGc45U9IaknoT7pYeTHtsTeCPklpI+g0wABifTQBm9g3wNnCBpGJJQ4G9sniJltEE01aSWgFzgf8CV0nqICkhaT1JlYcRys0FeqVP2HXOuSZQCO1vukuBs6J2uLKHgHOi99ITOCmL150LdJa0eh3jcjnCk7TsnUHool4I3ELFBqDck4Qu+PeBccBtaY+9AfQD5gF/Bw4wsx/rEMehhImzPwIXR3Esq+VzFwFL0o6dgMOBYmAK8DPwCGEORiYvElYlzZE0rw6xO+dcXRRC+5tuHKG9PTbDYxcCM4GvgecJbXKtrmFmnwL3A19FK2F9GDRPqeLwvKsvSUboil9lxY6kIwkrJrdthOs+CHxqZuc39Gs751w+KOT2V9LxwEFmVtUIhytA3pOWpyRtGQ1JJiSNICw1r2qVkHPOuQbSFO2vpLUkbRNdoz9h15fHG/IaLvd5kpa/ugMvE4YurweON7P3JB2qiluqlB+fxBqtc84VjqZof4sJJUYWEqaYPEko2eFygKQxkr6X9HEVj0vS9ZK+iAoOb1an6/hwp3POOedc7UnajpCk32VmG2V4fA/gZEIN0iHAdWY2JNvreE+ac84551wWzOx/wE/VnLIPIYEzM5sMdJRU1WK8KnmS5pxzzjnXsHpSsQDxzOhnWfEdB5xzzjlXkHqrtS0llfXz5lH6CaHYcLmbzezmBgusljxJc84551xBWkaK0dmPMvJv+2apmW1Rj0vPouIuEb2in2XFhzudc845V5AEFElZHw1gLHB4tMpza2C+mc3O9kW8J80555xzBUlAcaIOSVcNI6SS7gd2ALpImgmcD7QAMLObCNuN7QF8AZQAR2UfhCdpzjnnnCtUgqIG6RiryMwOruFxA06s73U8SXPOOedcQUpQx560HOFJmnPOOecKVIPNMYuFJ2nOOeecK0giv1dIepKWJyQJOB34ycxujzse55xrziSNBvoD/zCzZNzxuMwkH+50jUxSG2AMsC7QIdqo9TQzK4s3Mueca14kJYCLgEMIFeWHSDrEzBbEG5mrSj4Pd+ZzL2CzIKk38CpQBmwPbA30BZ6R1CnO2JxzrjmR1B54HPg1sBUwHJgBTJbUN87YXGahTlr2R67wJC2HSRoKTAYeBH5rZkvM7BdgT+B94E1JG8YZo3PONQeS1gUmAXOBnc3sBzNbbmYnADcAr0saHmuQbhXlddKyPXKFJ2k5StIRwJPA783s8qjmCgBmljSzMwhd7i9L2jOuOJ1zrtBJ2hGYCNwE/MHMStMfN7MbgYOAeyWdHM0hdjlAim3HgQbhc9JyjKQi4HJgH2AHM5tS1blmdqekacCjkq4HKiRzzjnn6kfS8cAFwCFm9kJV55nZS5KGEW6uB0s6sXIy5+KRS8OX2fIkLYdI6gjcT9haYisz+6mm55jZZElDgCeAQZKONbMljRyqc84VNEktgOsJc4GHmdmXNT3HzL6KErV7gOcljTKzHxo5VFeNBLk1fJktH+7MEZLWJ8w/+xzYvTYJWjkzmwlsBxQBr0jq0ThROudc4ZPUBXgO6A1sXZsErZyZLQT2A/4HvCVp48aJ0tWWLxxw9SJpN+A14Coz+6OZLc/2NcyshLAk/AnCgoKtGjhM55wreJIGAW8Sbpr3qUtpDTNLmdlfgbMJPWr7N3CYrpZ8Tpqrs2hy6anAWcAoM3u1Pq8XzUf7h6RPgHGSTjWzexsgVOecK3iS9gFuBRqk7TSzByR9DjwuaSPgYjNL1fd1Xe2Vr+7MV56kxURSS+BGYHNgqJlNb6jXNrMnJX0FPBndFf7FK2I751xm0Q3zn4HjgZFm9mZDvbaZvRPNG36MMG/4SDNb3FCv76pXXictX/lwZwwkdQNeBDoC2zRkglbOzD4iFFscQkjWOjT0NZxzLt9FO7rcT1hRv1VDJmjlzGw2sCNQArwmqU9DX8NlJkGLRCLrI1fkTiTNRLSl05uESakHmNmias5NSGotaQ1Ja0laR9LakrpL6iipVXX1eMxsHrArXhHbOedWUXlHFzP7rppzFbW5HaM2eO2oTe4hqZOkNtGWURmZ2VLgSOBuQnu8TQO/HZeRUFH2R67w4c4mFG3I+y/gBOApYCNJGwDrAz2A7pWO1sDStGNZ9FKt0o6WkhYDc6JjdvTf74BpwKeEeW/HECpiV1vrxznnmoNoR5dHgOuAa4B1JQ0gbJreA1iLiu1xe6CUle1xeamjlqS1yZKWEnYlSG+PZxNW7n9KKIg7lTBP7WwzG9Pob7Y5EyRyKOnKlrz2aeOTtAbwT2Ak8CHQk9AIfEX4o/0MmEXFP+q5wOKaitNGd27tWDXB60VobAYAfYBvgO+BTYDbgT9X14vnnHOFKBre/AtwCmF7vU7AOoQ2+FPCze23VLzxnQssqGnSfzSy0QboRsX2uCfQj9Ae941ebwYwkNCT93sz+74h36cL1m/Vxm7os0HWzxvx+XvvmNkWjRBSVrwnrRFI6gzsBuwEDAV+RZiLcAfwMjAF+LoupTYqixqNBdHxWRXxtCQ0DBsShj8PAY6JVh1NBF4AnqvLUnPnnMtlktoSNkLfGRhGSJSWAo8CE4BPgM+j4ch6iW6qFxNuwL+qIp4iQlK4IbAtcDjwhaTZhL1BXwKeMbO59Y3HAZL3pDV30d3TxoSesj2AjQh/aM8TkqAPzawsvghXFSVumxIarV2BbYC3gHHAeOBT32LKOZePovm3exDa5GGEecDPAq8D7+barixR4jaQEGt5Qvk5oS0eD7ztpTvqZv3Wbe3f626Y9fN2mfJ2TvSkeZJWD5L6A4cChwFJQoIzDvifmS2r7rm5Jrrb3ImVDdtCwtYm95nZN3HG5pxzNYl2WjmY0B53Y2WC83y+jRJEW1Jtw8r2uANwL3CPmX0cZ2z5pn+btnZT/42yft5O77+ZE0maD3dmKRrKLE/MegP3AaOA9/O55ymq2/MU8FTUMziM8B7fkfQxIWF7MNryxDnnYhfNLzuA0FZtATwOnA68ks89T9FUmJej46yoEO5hwARJPxLa47t9SLQWJFSUv4Us8jfyJiZpkKRbgC8I9cf+CvQ2sz+Z2Xv5nKBVZsHrZnY8YcLrtYQ7uumSrpG0XrwROueaM0l9JF1GWBB1IGGXgJ5mdoyZvZTPCVomZvaxmZ1NmN98KmFe3aeS7pK0ebzR5TYRVndme+QKT9KqEdUp21vSC8AzhAahv5kdZmb/zbV5Zo3BzJaZ2RNmtj9hDtsyQo2fsZJ2qq5Om3PONSRJ20h6GHgPKCbs1jLSzB7KtXlmjSHaE/RlMzsGWA/4CHhM0muSRkvy0bHKJIpaFGV95ApP0jKIihbuD3wAnAvcBqxjZhc352XSZjYj7W7uKUJZkdcl7ezJmnOusUjaVtKLwJ3AK8DaZnaamX0Rc2ixMbOfzOwKQrJ2DfBH4BNJh0QLERyAyOtitp6kpYmSs72Adwh1dM4mbBNyn5mVxhtd7jCzEjO7BRgE3EAo0PuypO3jjcw5V0gkDZH0LKFK/93ABmb2T58bu5KZlZnZo8CvCYXSTwI+lPSb6nZAaC7kSVphiDbAnQT8HbgQ2MLMxhXSXLOGZmZJM7ufsHT8NuA2Sf+VNDDm0JxzeUxSX0lPAg8T6pn1N7Pbm8MUk7qK5hK/QFgV+ifgTOBdSTvEGljcJIqKi7I+ckWzT9IkdZN0O/AY8G9gk2gOlidntRTdyd1FmMw6FngpWmCwesyhOefyiKS2kv4OTCbUmOxnZjf7SEbtRcnaM8AQ4CLgDkkPSOoVc2ixEJBIKOsjVzTbJE1SC0mnAh8D84ABZnZXoa0KakpmttzM/knoWWsHTJV0pHe5O+eqE001GU3Y03JtYGMzuyzf6k3mkihZe5Sws8E04H1Jf44KmTcfAhUlsj5yRe5E0oSi4bjJwJ7AdmZ2Zr4VO8xlZvaDmR0L7AMcDzwv6Vcxh+Wcy0GS1iL0wP8VOMzMDjWzWTGHVTCiOcTnE0pHDSEMgTafsh0SRcWJrI/avbRGSJom6QtJZ2d4vI+klyS9J+lDSXtkG36zStIkFUk6k7A66CZgFzObGnNYBcvM3iIUxX0WeFvSMb4K1DlXTtKBhE3O3yPMA/5fzCEVLDP7CtiXMO96gqQLop0NCpoaqSctWkH7L2B3Qm/lwZIq7z/1V+AhM9sUOIgwpSorzaamSrSX253AcmBLM/s65pCaBTNLApdJGk/4999f0rFm9l3MoTnnYiKpC+EDaxCwZ3RD5xpZNNf6PkkvEwoAvyHp8ILeakpQ1KJR+qO2Ar6Ikl8kPUAYPZqSdo4RtvQCWB3I+nOvWfSkSfoNYeXmw8BOnqA1PTP7CNiaUN7kHUnDYw7JORcDSUMJPWczgc08QWt60U3ySEJP0EuSjoo5pEYjRKIokfVRCz2Bb9O+nxn9LN0FwGGSZhL2kT052/gLOkmLFgdcDVwOjDCza31hQHzMrNTMziPsQXePpHN8UYFzzUO0OOBk4EngRDM7vTnsEpCrooUFtwHbE/YHvVlSq7jjanB1r5PWRdLbacfv63D1g4E7zKwXYWvFu7P9zCvY4c5oMupDwEJgczP7KeaQXMTMXpC0JaFnc2tJR5jZL3HH5ZxrHJLaArcQ5u4MNbMvYw7JRcxsiqStgDGEHWQOKKjRJolEizqlOvPMbItqHp8F9E77vlf0s3THACMAzGxSlAR3AWq9c1FB9mJI2gx4C3iOMN/BE7QcY2YzCXdwM4A3fdN25wpTVJ9rElAKDPMELfdEOziMBu4h7M28bcwhNRiJxhrufAvoJ2kdScWEhQFjK50zAxge4tAAoBXwQzbxF1ySJmkEYTXhH83sQh/ezF3R8OfJwNXAa9HdnHOuQEgaRChKezdwlJmVxBySq0I0/HkNcDjweDSXuwCoUVZ3RrtfnETIN6YSVnF+IulCSXtHp/0JOFbSB8D9wJHZFsovqOFOSccQlhfvY2YT447H1Y6Z3SRpFjBO0jFmVvluxDmXZyTtBDwAnBJtH+fygJk9K2lX4ClJvaLELX/VfbizRmY2nrAgIP1n56V9PYWwTVedFUSSFtXeOhc4EtjezKbFG5HLlpk9JWkk8KSktczsP3HH5JyrG0kHA9cBo83s5ZjDcVkys/ckbUOop9YHOD1vt0oUqCh39uLMVt4naVGCdjGwF2FC6tyYQ3J1ZGZvRnMhnpfUItpiyjmXRyT9Frj0/9k777Coju6Pf2aX3qWIoCLYAAEboNgo9hZ77zF5kxgT0zQmMYmaoqkmMeWNmuirRmOJNdi7sWHvvVCsKIq0RWDv/P64y7ogoiYomN9+nocH9u7M3Lm7y9nvPTPnHNR0R//e/Fv/cqSUCQahthL4UQgx/GkUasKw3Pm08lSLtEICrbmU8kYpT8nMP0RKeU4IEYOauwezUDNj5unBRKC1NFdzefqRUt4SQrRB3Xf1dAo1AdrHtNz5JHhq5aVZoP17kVLGAzHAW0KIV0p5OmbMmHkIzALt34mhrnUboB6qUHu6SvuJxxM48KQoOzN5dMZhFmj/WgoJtRdLeTpmzJgpBiFEH8wC7V9LIaH27dMk1AQgNJpH/ikrPJU+QEPm3/6oOXfMAu1fipQyXgjREvhLCHHFHPVpxkzZw7A9YTLqDbNZoP1LkVKmGVJcbQVGAl+W8pQeDo1AY/VUSh3gKRRpQoiOwHigmZTyobP2mnk6MexR64yanuMZKWVcac/JjBkzKkKIYGA+0NscJPDvR0p52xCFv0MIcfFpSa3ykMlpyyRPlUgzlBKagVpF4Gxpz8fMk0FKucdQAHipEKKZ+b03Y6b0EUJUBFYAr0spN5X2fMw8GaSUF4UQ7YGNhhWOzaU9p+IQQpSJ5UshRBrq6mt+4IUdkJ/cWUgpHYvq99SINCFEZdTCvM+bvSn//5BSrhBCjEXN29NASnmrtOdkxsz/V4QQdqgC7Scp5dzSno+ZJ4uU8qgQojcwXwgRWaZzk4qysdwppXQyfSyE2C+lrP+gfqUvLx8CIYQ18AfwnZRyWWnPx0zpIKWcipqzZ6YQ4qn47Jox82/DsGl8CnAY+KKUp2OmlDB4Tz8AFgkh7Et7PsXxNAcOlJ2ZFM8k4DJmg2AGRgFuwDulPREzZv6fMgyoA7z01OXMMlPSTEMtND61rEZ8CiHQWlk+8s+TmNrDNCp9H+ADEEIMAFoDYWaDYEZKmSOE6AXsEULsllKuL+05mTHz/wUhREPU9EdNzMXSzUgppRBiOLADeBn4sZSndC+CMpH3TAgxuNChcqbHpJQzi+pXpkWaECII+AZoIaW8XdrzMVM2kFJeEkL0B+YKIcKklJdKe05mzPzbEUK4AQuB/0gpz5T2fMyUDaSUWUKI7sBOIcTesrdnvGwEDgChhR4vNzkmgKdLpAkhLIHZwHtSysOlPR8zZQsp5SYhxBTgFyFEe7OX1YyZx84PwBLzvmAzhTGkSnoZmCWEqFeWvKyijORJk1KO+Dv9yoS8vA9jgKvAL6U9ETNllk+B8sDzpT0RM2b+zQghegL1gXdLey5myiZSyj+AfcCE0p5LYcpC4IAQopMQYp8QYpMQIlgI4WzI+1ospS8vi0AIEYq6ObWe2UNi5n5IKXOFEIOAzUKIdYZSUmbMmClBhBCewPdAl7LkITFTJnkFOCKEWFZmcucJgdBoS3sWoG7d6gF4A19LKdt5UEP0AAAgAElEQVQIId4HYovrVOY8aUIIG9S12TeklJdLez5myjZSymOoUb8zzGk5zJgpWUzSbUyXUu4q7fmYKdtIKW8CLwDThRBOD2r/ZBBgYfnoPyXPTSnlASnlCsDLcOyBJyqLX2qjgLPAU1FuwkyZYBJgCwwp5XmYMfNvoytQA7UUnxkzD8QgQragRgGXPgKEVvvIP4+BjUKI6UKIKMBSCPEckPKgTmVquVMIUQV4HQg1L3OaeViklHpDGPgKIcRiKWVqac/JjJmnHUNVgUnAs1LKO6U9HzNPFW8Dx4QQvxpWO0oRAWVjuTPc8HsscAEIAPo/qFOZEmnA16hVBeJLeyJmni6klPuEEMtQ7/hfK+35mDHzL2A0EFdm9haZeWqQUiYLIT4GJgshWpam00UIgXg8y5ePhJSy+d/pV2aWO4UQLVGjh74s7bmYeWoZA/QVQoSU9kTMmHmaEUL4AcOBkaU9FzNPLT+hRt93L9VZCFRP2qP+lPQ0hLARQnwqhNgrhNhj+NvuQf3KhCdNCGEBTAbelFLqSmseN9OzbIBaQAgQDORvfBQmP4/tsSLlw7QX8j5tFHlvH6keIzs7W3P44AF7rYUF9ULDsgzjGNvn981vryALPjY+L4Wijq+XkrNxO7ZfytPnHmvQJOovKbkQ4u2sFPcaP06klDeEEOOB74QQLcxL5mbM/G2+BL6RUiaV1gRuZ2RZCCH8Ue1xiEbgbnjKaPtEoceFn3/Ux/ezrfk/irz3eana7bu21HQ8k/am9l0WGs9gZ8Xx48dsAgJr3TF9Pv85g01GStXWG86LovaX6enpSZvWrbrZrkvPNYrkmF6Rp+tVcsl96Be8hJFS5gkhXkHNnRYrpcwunZmUmeXOb4FcoC+wCDiGGjX9XHGdyoRIQ510CvBEkiTeysjSAFWlVP/5TX6qC8F9382S/spXHnHA4lorRTyZP7yUkq8/n0i/QYOp4ut3z1iKLNj+vuc3aSAlZN/JCbd3dKBmrRCkBAlZBy6mngCOKVIe00t5FDjWwMc14UHXVoJMQV3ubA5seILnNWPmX4EhBVIEMPBJnfN2RlZlIESBEM1dexwAWD2pOYCqjIozgxpxr60VQlBS94M7/tpKQGCt+z5f+DSK4ZgiYf2q2NAGTaOQkqF6RaJImbs78eZpReEoYLTHwLkmfm76EpnwA5BSbhFCHEKN+Jz8JM55D2VkuRNoLKWsDSCE0Esp5wohHpjgttRFmqGywFjg+cfh+UjL1JWXUhYQYxoIUsCucDnYEyeOM+nLL3Bzc8fb25tTJ09iYWmJg4MDn372OabtE+ITGNS/D40aNyE9PZ3uPXsR07wFP/0wmYXz5/HTlGkE1goytn9UQZbPg3opJkIsPS0NSysrDuzbx/XkawTXrsMf838nrEEE7344rsCYp06cYPKkLynn6oaXtzfVqtdk6+aNWFpYMuqDsVjb2BgNgiKheYM6RLVojU6XRcOmUbRo25EebaLwrxWMg5MTo8d/hqW1tR0QqkgZqje53l3xN9OB40C+kTiml3JnEz+39L/1ohSD4e5tPPCREGKj2ZtmxswjMx6Y+DhWNdIydc6oqxS1uWuTgwEXKLj/5sSJ43z95Ze4ubnhXbEip06exNLSAgcHRz77/HNAtWUCSEhIoG+f3jRp0pT09DR69epN8xYt+H7yZObN+52p034hKCiIh+FBQu1BaFDFE6iuvoexQMeOHuHbr77g0sWLZGfrqFajJls2bcTCwpK33x+HjY1NgfaF7XFIvVDWrVjO7p3b0WotGDluIsLS0lJRCAKCTO2xImX29gspJ1Ft8VGtEMc0GuIa+Lgm/4PLLo6xqEFdv5ROnr0y40krsL1MCOHMQ6TgKHWRhnq3liil3FySg6Zl6voA3wHlhYm6yv/ONv1HymfThg306tOXVq3bFDg+ZOAA9HoFjUbD1atXyNZlo9FoiIyKZtwnE5BSMqBPLyKjY3hp+KukpaWhSIkiZbH/7FJKdDodebm5SCm5cuUyru4eXExKIvnaNcIbNmRVbCzuHh44OTmxdfMmOjzTmV07t3MzJYUBg4fy28zpBNQKwt7egVMnT9ChU2e0FhbUrlcfnyq+vPXu++q5DOfMF3VbNm2ga88+xLRsjV6vZ3CfbgQGheDg6IiVtSrQkhIT2b1jG1169SUwOIT3J3yBlDC4eycWzZ2NVBSSEi5QwbsiX44fg9bCkuGjP8DaxKAoCvSIDnNsHN2yoU6X1bB+o2a07tyDWT99c6jpV58eBeyAj6SUBx/xLS6Oeaj709oAq0twXDNm/tUIISJQBVSJ7iNKy9Q10AgWagQ+psfz7VFR3qiNGzbQu0+fAvZYCMGgAf3JM9jj9PR0EhMScHB0JDI6hk8nTERKSZ9ePYiMac7Lr47gdloaigR9CdyuFXXPV9T+DtNmpjfopnZYr9dz+tRJ7tzJ4ZNxH9C5a3f6DRpCnl7PoF7dCQgOxsHBCRsbGxQk6elpLJ4/j94DnyUwuDYfTvgCBRg2qC/ffzkBS0srbK9dpbxXRb7+aAxaS0teGvUBFlbWBebRNybcJiK6Zd072bq69Rs1o12XnsyfMfVKo4/e36woehtK2B5LKQ8IIXaiJqj/uqTGfWiEQFiWCU/aeSFEXcNr6wLs5iH2fJaqSBNCWAEfUEJudUNB9jFOTk6Zr7/xRr+zZ8/Z5d95Tfjs8/w2SClJSEhgQL8+NGrShPS0dHr06sWAQYP57ptJfPPVlyQnJ7PnwGF27thOjRo1QQgUKfl20tek3rrF6DEfoEjDP50Q+FTx5cKFeBydnbh85Qp/Lv+Tcm7uzPhlGu7uHoRHNGL1ij9p0iyKi0lJJMSfZ8Dgofwx/3eq+PpSMyCQE8dPULe+LUJocHP3wNLKhiaRUTg6OeHg4EhYw0YgBP5BwcZrfmP0e8a/m8a0AKBCxcqAapTudY+rB3r0H8jPk79lxfKleFeqRGZGBm9/+DGzf53K9q1biGgaSdyObSz7Yz7P9OyDlKDL0nH86BFuXL9G174DGPifl1EUSdeYCPSKQmBwXaxtbNBLiZSSjLR07B2dqBkYzGtjJwLw6ahXCG8aTcK5M3XWHDr/eZs6VeOBaKAkjYJeCDEO1Zu2xuxNM2PmoRkPfFJSKTeEEEEajeb9fv37t6xZ09/9ZBHeMKBIm9y+Y0d27tzJ0qVLycvLJSkxifc++JDqNWqiIFAUya+//sLa1av54b9TkFKSZ1B9PlV8uXY9GQ+P8iiAHon+Ec3AwzYvapWk8JHcPD3ZOh1JSYmsX7OGVm3bsXbVSgJqBdG8VWumzZzDT5O/4c1XX8a7UmUyMtJ5b+wnzPx1Ktu2bqZRsyjOnT7NkoXzaNG2AyCNS506nY4uvfszdPgbKFLSLSYCRVHwD66NtbVqjxUpyUxPx97Rkeq1VHusEYIJo16hcVQMJw4f8Np2MvFc45oVV1LC9tjAOGCdEGKKlDKjhMcunvzAgVJGStnJ5GFbVOfUA73Vpe1J6weckVJuK6HxWgOzL1252h/VQwPAwAH9URT1zgtg3NgP8fGpQlRUNB8Z7rz69erJnPnNGTBwME5OTvz3hx/YsnkT69auYfwnE4z/dCNHv8vhw4eZ9b8ZpKbeYvI33yCl5MTx4/y5bCmNmjbDxsaWeqFhOLm48tY7Y4x9A4PVoMMGJhMe9tobxrvJqjUDAKho8rxXJfXGU+bfCd7HcCj3eaIoQ6NIsLN34s13PwRgaJ9uuHmUR0qJo7MLaelppGdmEBrRBKHRcu7MWS6cO8vvs6Yz6IWXqVkriKuXLzFu5AgqVKyEoii0bN+Z27dTidu2hbAmkaxZtph5v/7EfxesKDCz6gFBXLmYSMuOXXljcM+ZWguLQ/q8vC5FX9U/4g/UG4DWwJrHML4ZM/8qhBANAH/gfyU4bOvxH32c/fobb7ibHsy3yQgNP/34A1ZWVrRs1ZrIqGg+njARRZH0792T2fMWkBAfT9+e3XBydmbJ4kU0atKUDRs2oNVquJWayitvjGTWrJnExcWRmJTEb7P+x+64OPbu3ceB/fu4dfMWs/43k/Lly/NMl64snP879eqHkpuby9Ejh+k3YBDzf5+Dvb0DzVu2ZOniRTSMaEzqrZucOnWSQUOGMut/03Fzd6dBw0asjF1OZFQ0iYlJxF84z8AhQ5k141cqVqpEYK0gNqxbS4tWrTl+7BiXL11k4JDnmDNrBgG1gggNb8iAIUNxdHKiWk1/QDXp9o5OjBozFilhUO9uuJf3REHi5OxMRoaqaULqhfHHyrvbbPP3ol27epmbN24wftQIynur9rh5+07cTk1l9/YthDaO5OyJo3z85suMnzwNAI1hdal6YDCXkxJo06k7w/p1HWNrZ9dJl5XVvgTff8Nc5REhxFbUvWmTSnr84ikbZaGEEIMLHYowOI1mFtev1ESaodzI66i5eEqKX+vVq/fz8GEv9Q0NC2Poc8+zfft2atasiYVWYxRDjg6OODjYm4gHQRVfX36f8xs/Tv6OiCZNsLK25oXnnqVdh44Mf+kF3hs7nl+nTKGmfwCRMc0p5+rOay+/gK2dAxnpaQx77U0iY5qz8Pc57N61i2tXr+FWvgIBtQrug3gUMVWg3yNs6i98PE9RyMxIJ/XWTTzKV+DQ/r3sjdvJ2ZMnuXL5IpV8qqAokm5tm1OxchV8fP3I0ysEBIcQEFKHilWqkJ2tIykhng/efJXIlm1p37UnX40fw5LfZ6MoksjW7diydhWZmapBiYhqgZ29g9HVns+ZE0dp07UXM3/4mqmL11jGnz11dkDrJqNQPwslhpRSEUJ8gxpEYBZpZsw8mNeAyVLKnJIa8I9Fizft3LH9i+HDXqKwTcZQxc3BwQEra2ujjTNseiczM5OYpo3JyEjHzd2DQwf2U72GP0sWL2LcJxPx9PKmYdMoFAk+VauxdvUqJn/3HRnpaYwcM5ZmMc25mnyDNatWU8XPjx79BuLl48eIUerqg0ZAy3ZqfetX37r7NfT623dXJ9oVccw/SL3ZDo24a5dfHz3G+HxwvbACvwFGjHq3gI3PM6yR5n8frF0Zy9aNG9BqtdQMCMTLuyLj3n2bzIwMxn/xjbpqYxhAAU4cPcInY95Gp8uiTccuDBn2Kj9+OZFl835DURRi2rRn05qVZGdmAlC1RgBDR4zCp2p1hCFoVSsEZ08coVOP3nz0/SRmLVsrLiXE53ZoUq/E7bGBr4F5QojvpJRPJHABKEuBA6Emf1sDMaj7AosVaaK0VoIMpRGmALWklCWStiEzS2eHujndr3u3rrw64jVWr17NhIkTEUIU2GSfkJDA1Ck/89Gnqietf59ejP90AhM//gjPChVYs2olg4c+TxW/qiQlJtK7/wCcnJyRFIyGNBVd9ywtFvPSFn7d8/LySEtPw8bGlqSEeG6n3qJazQD+2rie8hW8yMvL5eDePTzTvSdr/lyGEIJWHZ7hz0ULqV0vlOzsbE4eP0qPfoNYPO83HB2diIiMZs2fS2nYuBk6XRa3bqYQ1aotp44fwd3DE6+KlZAIbGxtC82tmHkDG1fHsmPzRjRaLVbW1nh6VeRiwgUyMjIY/elXWFjeFWZ6KekdE06j6JZk67LI35P2+y8/knjuDJkZ6Tg7lxu1eM6Mr+5/1r+HoQ5sAhAppTxV0uObMfNvQQjhjWo7q5ZkxY7MLN0G1EhrTG3yJxMmGree5C/bxcfH88vUKVStXp3k5GT27o5jzNiP+e7rL/DwrMDGdWsY++nnRLdqbRw/35uUlZmJlJIzp05yO/UWdeqHsmv7X3hW8MbJ2Zkrly4SGFybmyk3EEJQuYovt26mYG9vj4WFJbm5Odja2ZObk4PWYNcMr0tJvRTF8qDv4cJfkKZBXUvmz2X1n0uo5FMFK2sbyntVJCn+/D32OH+5t3dMOI2jW3InW0eDJpG079qT36b+QPy5M2Smp+Po5Pjbwt9mPpbIXiHELuAzKeXSxzF+UYTWqinj5jx6YKll/Xb7pJRhD2759zDkSFsqpWxdbLtSFGmLgA1Syp9KasyJEycuPX/+fGethQWZGRmsWbOWjs90RAjBZ59/gbWNKkaklMQnJDCwnxqdmZaeTrcevYhu3pzExCRA0K9nV35bsIiKlSojgbOnT7F08SKQIJF07NqDajVqFrjDuZOby5072Zw8eoSkhHiaxbRk3qwZeFWshG+16mzfvJGY1m05enA/15OT6TlgCPNnz6Bq9ZqU96zAyeNHiGrVlsQL59FaaKlTP5zkq1dwcXXDxtYOjVaL9j41xR7mbSyuid5EUd5IvsYfv80wPm4c3YLa9cPv6WO6FyPfACiFrMmD9oFoVSN4FgiJ8HUt8Tw6QohPAGcp5aslPbYZM/8WhBAfAW5SyuElNaZOp3t22fLl09evX49FIZsMggmffY61ra1BaEmmTZ3ClB9/ICqmOdnZ2XTq3otm0c1RkEgJw54dyI/TZ5N66yZJiQl8Pv4DbGxtcXXzwNHJmR4DBqPLyiIvL5fqAUEkXjiHnYMjlpaWXEpKwK9adU4dO0p62m3CGzdlw6oV+Pj6odFqOHX0KC3adWDzujXo8/KIadOOZQvnEVK3Prm5uZw8doRufQawbMHv2NrZ0ax5K1YtX0xYwwhu37rF2dOn6DVwCPNnzcDN3YP6DRqyftUKIppGcvliEgkXztNn8FBiFy/Eu1JlavgHcvL4EWrXCyU9LQ0pJTX8A8nJuYO9g2MBcXg9+RrzZk43Pm7WvCV1Q1V7nP/98+VH7/Pae+PQai2Q3PVGFmWXDbt+0AqBRgi0GmFMOpety2T/rp1ZUS1a+ft7Ol0sqc9CPkKIvsB//m72/b9DaFBNGTf3h0fuZ1m3zQNFmhCiLWqAohb4RUr5WRFteqHuyZPAISllP8Nxd2C3lLJqsecoDZEmhPAF9gFVSmoToU6nq48aLaGFgl4s04ga0zu3fJEhgew7OezdvZsD+/YyaOjz2NnbF+k1y79zU49Jzpw5ze4d26hdP5xNa1YR1boNdvYOIDR4VawEgIWFhXGM4niYd0JfjHvuYdN8POoGWlMMoqrIMRQFUq5fY8mc/xmPhUc2L+D2v994wGcRvq7v/u2J3QchREXgCOAnpbxd0uObMfO0Y+JxjpJSniyJMXU6XXngBOBqtJeG5wrb4Ty9nitXr3Hw4AFatmlniMS8a2t1WVls3rgOrdaC3Nw8LiUl0qVPf7SWltja2htFiTq2waZLSVa2jtu3bmLv4MitlBvcyc6mkq8flxMTcHR2xsHegby8PBwcHLEwif7TFPKeaTX3etMe5F8r7ICThmCqrMwMFEVBqxEkX71KOVc3Ll9MIvnqZeqFR7B0wVzcPTzx9PIibttW2nXpTsr1ZELqheLo4HDPee4uEevZvWMbDZpE5uesRK9Ikq9dZZHhhlsCEVHNqRvawHidpgJt0+pYdFk6OvfoBfCnv6dTp3tO+A8xBAteANpJKQ+X9PhFERbsL+MWTHnkfhZBMcWKNCGEFjgNtAIuAnuAvlLK4yZtagALUL3J+1D1iYL6EXIBxkgpfyxuHqUl0j4GHKWUJbLurdPptKgCrX7+scIi7eTJUyz6YyH5e++7du9B9Ro1kcDaNWvYt2c3I03SVRS1pJlvNKSUXL9+nfPnznHr5g1CI5rg6Oxi/OeAe42GKf9EJMG93qqHHVtKqbrzLSxIS72l3q0Jwa2UG7h6lOfWjevk5tzBp2oN8vJysbcvaBS0hSyPRlP8XB40n0Jj5gFhEb6uh4of8dERQswHtpSk19aMmX8LQog+wHNSylYlNaZOp5uLmqSc+4m0k6dOsXDBArZs3kRgUDDPvjCMajX8DdGIcPjQAVYtW8KA54dx7eoV/INrI4TmHk+RXi/Zu2sb+3duo2PvgSyfNxuvyj74VPPn7PEj1GvUlMuJ8eiyMqnbsCn7tm/BrbwnVlbWnDi0n7BmMezZup6szEzadOvN6oVzqBFUGwutltPHDtOue19OHzmAczk3/INrk5l+Gxc3N2xsCm4TKWwf4cGCr3AP0+b5TY8c3M+R/fsIi2hMZV8/7Ozsi3zNN69fze3bt+nYrVcBoZaPImWB+ZgKtIy0VM6dOkVYwwjTOfSqWd5pYZEn+wcIIT4EPEvSa1scYcEBMu6PaY/czyIw8kEirREwTkrZxvD4XQAp5USTNl8Ap6WUvwghXE26WwMdAQcp5TfFzeOJizRDwMB5oJuU8kBJjKnT6UZSqObng+7eFClJz8hg3Zo1hIY3xKtixYcSZwpwJ/sOkyZ+xMtvjcbW3rHAP0RRLuY8RSEjPY3rVy5z/PB+6jdqxobYJQBEtenI2mV/EFi7Hrk5OZw9eYwOPfuzatHv2Dk4EN4kmk2rllMnLILUmylcOHuaZ/oOJnbeLFzc3AmqF8b29aup37gZVy4mciUxgY59BhE7bxYeXt741QggbssGGka15Nyp49y+mULbHn3ZuupPvHx88ajgRfyZUwTVCyMp/hxZGemEhEWwZvE8Kvr4YmNnx7H9e+jYqz9CCDy9K6HVFCz5WpRxyqc4kVZEvz1Aowhf1xLdVCqE6AC8J6VsUpLjmjHzb0AIEQvMk1L+VhLj6XS6dsDK/MemttjUjuoVyanTp7GytqVCxUqq4FIg/vxZ9u/dS2DtulSs4oeFheU99jXxwgXQaFj2+0xCwhvjU60mLu7lEVqtMR+aYiJQHuFmEY0mf2O9mssM4ErCebIyMyjv6cXurRup7FeNWzeSiT9zio59BrFy/ixcPcpTt2ETriYlUKtuKG5u7iZj3udchr9NxZuxdpTIb6P+vnE9mSnffMk7H31mXJ0pTHa2jtjFC+nUqx8aQ0RjUVdueo5jh/azc8smhr0+8u451V/XgMDq5Z1uFXmyv4kQoioQB3hLKR972aqw4AC5e/Gvj9xP6980AbhhcmiqlHJq/gMhRA+grZTyecPjgUBDKeUrJm2WonrbmqB60cZJKVebPL9fSml0LhVFaYi0JsBUILgk8lfpdDo/1A2vxpQbDyPQJDD5m2/o2bc/bh4eJu0MfQxLm4X7r4ldjqOzCw2aNDO2zzMxHoqiGoS01Fus+3MxETFtiF0wm+DQhlT2q06eXo+7pxcWlpZ/uwrBwxB/5iTzfv4Op3KueFTw4q81sVSvVZvy3pXo82LBShRXLyby8atDCQ6LICsjnZiO3ajfJIr3/9MPT+9K2NjZ8eLbY1m3dAHZukyC6zcAqRAQUhdh2NdQmOKWRQu3KcSbEb6uxd5ZPCqGqhaXgAgp5fmSHNuMmacZIYQHcAaoVBJbTzKzdPYawTGgChQv0Gb8+gs+ftVoHBmNXkru5ORx7dpVNq5dQ6de/bC0si5gW8+fOU1GZibHDx1Aa2FJy669QQj0UhVkxptjw3Jpbm4Opw7s5cLJYzRs1ZENi36jUjV/7J2cObl/NxFtOnFoxyZysnVEdujBluXz8fUPRqPVcv7YQaI79+LM4f04uboRWDeMvJw7OJdTnSH5tstU0AHc0WWReOYkTi6uHNz1FzeuXaHXsy9yZN9uNsYuwcXVDc8K3mxctZyAkDpUqFiJ5155Ux3LMObVS4m88dwAQiMak5meTvuuPWkcFcOw/j3w9PYmPTWVsZ9/Szk3tyLfg3NnTnFo/x6iWrbDxVWdb2EzLARkpKexa+smqvhVIzAo2HgtmgLtxK/VPByf/1sfhmIQQmxDDSCILemxCxMWEih3Ly02gLJItNUbPsiT9jAiLRa1XmcvYATwHvA+kI1abSNCStm4uHmURgqOAcBvJZhg9GdMBFphihJoqampzPt9LsNGvG5iPAzt7yPOTp84wY+TPiczI4Pwxk3ZvmUza2OXMnfVZmzs7AsINEVKBrRpSnjTaE4cOUSdhk2p0yiStUsWsOaPOXQbOpwG0a0oWKrj4S62iO0RRYqdPX9tJuqZ7oQ1UxPc7t6ykZycHFzcPck1Sb2dl5tLngIhDZvy3KixSCn5ePhgghs2w8rGltRbN7lyaB8/fPo+HhW88Klag9h5s0m+colnX3+bm9ev0zimJRqNBo0QRUZyzpkymcuJCcSfPUWrzj3o0m9Icd63j3fF31wS4esa/3CvyIORUuYaljz7Ax+X1LhmzPwL6A3ElmCC0Y8VqQq0fFtVWKBJCWfOnCa6RSu8K/uQq6gC7bPxH9JjwGC6D3iWPEWSo1fIyVOI27YF9wpeHNwTR9O2z9DGPxi9hLOnTzJ/yrc4urjiWt6LzPQ0dq79k+ETfmDn2j+JaNMJS0cXwtt2xdrRmW0rlxDcOIacbB3+YY0pV7kq1o4H2LNxDRWqBdJm6GvGi/CPiAagci2FrPQ0km+ksHfjKipX9yf1xnWcXcpRp1EkWgsLNBph2IQPWitbfIPqodEI2vj4ohGCO5mZrFu+GJ9q1enc/1nc3T3YsWU9d+7k4Fa+Arl6afS05eXmoijQsGkUb334CUjJiCF9aBQZjY2tLWmpqZw9dYK3hj1Lk6jm+FWvyY4tavmoN95Ty/lVq+FPtRr+bF6/mtGvvECLth04dfwo9Rs2pnnrdkz7fhLOLuU4fvgg3foOpN0zXRDirjgrFNH63Lnr6XOqeThuKqHPRz6/oWqBxy7SQBjTvZQwl4DKJo8rGY6ZchGIM3wHVQGygCjgMhAPfPSgkzxRkWbYNNgTk71j/4TMLN0A1GSlBTD1oB0/foyvvvwCV1d3vLy9OXXqJAnx8dQMCCwg0BQkFxMTeHFQf8IbNSYjPZ2O3XrQOKo5077/lpXLFpN66xYL127ByaUcUkLy1cv3zGnOlMnY2DviUcGLtz6bjCIlX70zgjqNI4np1JNcvR5FSnKLccUrD1BsmkJKLddwxabCJ6ZrX5ZM/5Fta2KpHlyPsb8sQKPR8NXIF6kX1RJH53Ls27qB+f/9muEffV1gTuUr+XAz5QYjv55C7G+/oNfn0bJbP3xrBjDuxToTOOgAACAASURBVP5UDahFQN1Qqtaqg27vLlb88TsR0S3xKO9J9cAgXi9UXaC/wXM3dsR/aNGxa7HXBtijCu+2D2r4iPwGzBJCfGKuQGDGjJEBqJFn/5iMLF2YUL0FAMaKLKYC7cTx44we9Rb6PIWY1q05dfIkQqNFp9MxatynuLp7kqdIchWFIwcPMGbYEKoGBuPg5ExMx25Y2Ngzd+r3XIo/z+nD++nxwus0aNGejIx0tq1cgpWtPR4+fvQc8R6KhO2xf3Dj6iU6PjeCijUC6fXmWPQKzPpkJDVCmxDWphu5eYp6zkJ1o7QacPSsiHMFNQCsee+h6nXpc7lw9ADXrl1l06LfCI1sRUDdUDQaQS5SFWxSogiBRgOWdnaM+OhLFkz7ng+GDcbbx5dvZi9Go9EwbsTzNG3RlnKu5bgYf4HRLz/LyyPv5mQTQlCpii83U27wzbSZzJ72X3RZWYx4ewyBIXV4qX8P/IOCcXR0wtbWxvi6A0S3bEujplFM+Pa/6PV63nt9GDUDg5i+YDkAI4cNpf+zzxcn0PKF9tQLN9JD/NwdSzL6fiHwuRDCSUqZVoLjFol8PCJtD1BDCOGHKs76oCboN2Up6t7MGaiCrCtqbthbD3vdT9qT1hw4KaVM/Dud88s+ATfc3NxuxicmDZ/01VfsP7CfOXPmAncF2oX4BPr37W1MlNin30DCGjbku0lfER7RmAnjP+Sjz79GCA2JifHsidtFWIMIGjWL4p1xnyCl5MWBfYhoFsPzr7yOnaMjq5ct5r3XhhHZsg09Bzxb5BwdnV3IysoqkPfG1z+IK4mJ2Dm7Gud4d9/aXRe9KXop2frnQs4fPUhA/Yac2L8LB+dyODi5kHYrhcgO3alUrWaBPnmGq9cIsLS1p9fwtwH47JVBRHfti0aCvZMz2dnZ2DlJqtWuR5s+Q9Ba26JIyNUrSCm5ejEROxdX9Aiad+3L7k1rmfXtRKoH1yErM4NnR35I7Jzp7N/5F/UbNaN2eCPGvDgAKRVsrG04d+oEs3/6huQrl5nx/VdohCD1ZgrHDuxFq9Xe40XrER1G4+iWZOt0hDZuRpvOPdq069p72uqlC2wpudqeu1GL2YYATySqyIyZsowQwgeoDqz/m/2N9tjCwuJySmpa72++/kp74MB+fjPY43yBlp/ySGg02NjY8vqod2gS1ZwcvcKzvbtx+OA+Ppk8lRy9ws2bqYx59TmatelIs7bP8Oyosej1Ch8NH4R/eFOeGfIyer3CrxPeZ+vKpSyaNpm6Ua3o8sKbnD16CL0UxhtOawdHrB2cyNWrKyS5enVZ1KtaANcuJWLjXA69VNAbhKEpisy3U+qG+1wkWg1oNBb41g5HKwSdX3wLXXoqG5Yt4E5WJm37PIsiJBqNQBEYxZqVnQODX38XjRC8O7Q3qxcvoH2PPjg6uZBzR9U+Ht4V6T3kP1Ty8WPfTrUIj5SSS4kJuLq5o9EIuvcbyOxpP/Pj158RXLc+mZlqOb8506exa9sWIppGoRHw06QvjN9B506d4OfvvuLq5Uv8POkLhEZw62YKh/btwcLS4h6B1qJBHaJbtkan09GoWSSdu/eqPnHc+4um/Tj5FiVkj6WUKUKIv4AOwO//ZKwHIh5PgXUpZZ4Q4hXUZOlaYLqU8pghnc1eKeVyw3OthRDHUb9/8oCtgBRC3AYGP+i1fNIirT3/zL3ZGpgtpVyVlqmbGRcX5+5ZoQJwbwFxKSWRUdGMHP0u3076iteGD6Nth4507dmbBb/PoZyrG0JoUJBs27KFVX8upX54BPk10ci/g7lxA3snZ1YuXYS9vQMTJv/MO8NfoHu/wUVOsFOfQeTk5rJz0zounDpOlZqBXDh5lOhnuhe7wT4fU69aaFQr/Os35FriBdr0e57bKcnoMjJo1K4LNvYO993vpZewf/MaDu/YgkarxcXDk58+eAMra2scnF1wcfdEUST2ji407dCD5EuJ7N28luTLF7maeIGYbv1YPX82W5bPx6dGIOXKV+CVT79j4vBBOLt5kKtXsHF0Ij09nVxFoghJRPPWVK5SjRnfTWT7hjW07tKTjSuWMnTEKL4ZNxq/moHY2ttzJTEex1ohZGVm8OeCOXTtN4SagcG8OU5NL/PxyOE0aBpNVmZ6F8AbCKMEaslJKaUQYgXqZ9As0syYURPqr5ZS5v3N/kZ7fDsj6+24XbvqelaocE+aovwlzoBaQXiU90RotLw14mVeeu0trG1t8fSuiNvFRPQSjh8/zs7N60lLTaVKzVqcP3uGXL2CIsGjYhUuJyWRk3OHqR+NIudONm99Pxt7JxcmvT5EDSww1OjUGoIQgpu2QjFsQTG9Ob54+jj1WnU2BCOo22AKpzfSI+9Nv6EqL+NDrdBg7+xKRJvO3Lx22TC+UF8ADerfSHauW8XB7ZuxtLTA1d2DhTN+5tj+3Ti5lMPD0wsAaysrOvXqz9WLScRt28LnH44mMz2dvkNfRAjBuyNewtbWjipVq/LjzHm8NKAnHuXLA+Dk4kJmxt0V6wBDfefTJ46yY8tGOvfsw8qli3hl1Dt8/O5IagbUwt7enqQL5wkKqYOiKMz93y+0e6YLgcG1GTtRjcMb9cpLNI1qzrUrV1p1693XcfH83+tTcrU9Y1Ht8eMVaVAwcqMEkVKuxCRIxnDsQ5O/JfAm8KahyPxIKeV2ACFEU+C/QKPizvHERJohqrMDqrvv7/IrMFoI0eOd98ZE3rp5ky+++pqVK1cajcKZ06f54P0xjHjjDQAcHB3p1bcf69au5fSpk3z/zddU8vGhhn+AMdS7Z/9BdOvTn8sXk4xiT0p1+dPV3R2JILh2XfbvieOtFwYTEFSb36b9xKF9e/h6/Hu89Oa7uHlWUP95FYGFhQVXkhKYNOYNKvpWJaxZc9zd3dm5cS2bly3EysYGWzt7gsIbo9UK9FKiQfWqaUwqIzg5l8PeyQXPimr9Tu8qxea8A+4ueYbHtCU85u6K4T22xnAOvZTs2bKOwe9NJCC00V2PnlSoE9WaY3F/sWnRbCYMH4TWwhJrewd+/Ogd8nLu8NIHn5GrV0CroW3PAWiE4Ma1K2xYsZQNsUtwdHZm06o/qejjx8IZUwiuH06VGmp90ksJ8ayPXUKzlgVXNfNryVUPCJq7dd2qTaif0e4PvPCHYyXwLnBPwkEzZv4f0gGY9w/6G+3xsOGv1NLr9Xz25VesXLnSKIYyM7MY9sLz+FWtiq2tHe+O/QhFCjIyM5n+3x/x8KyAf1AIfjUCSM/KZtfWTXQa9ALtB77AtUsXjdsw0m/fJuncadYt+o2mz/TknakL+f3bT/nh7ZfwqloTL98arJn7C+eP7Gf+pPG0f/5NXDw8C0z20pnjLPp2PLnZ2fg3aIaDiyvHd2xk7+rFWFrZYGVrR/V6EUDBaEtjkEARUZn57Fy1FL/AEOPetAL71ISgSav2RLZuj5KXx7G9u2jQNBKtRqO2MdEPGiHwruzDgrV/ARhTZABMnPwzG1bFcuVSEhM+GE2NgEC8Klbi0/dHk5mRwbjP1ZKYQkCLtmr5zc/GvodLOTeWLJiLk5MLa1cso4pfVWZO+y/1whrgHxhkeJ8yiF2yCF+/qsYxAAKDg7mYFE/9Bg1Xjntn5AZK3h5/LITQPs4yUZLHttz5qNjmCzQAKeU2IYRtcR3gyXrSagJWqIlF/xaGNdwxAF7e3oejoqMZ/fZIjh49wu64OMIbNKCcmxuBtYJwcHRCkZIJn3zM2TOnSUu7TRVfXzasW4tv1WpcvniR1bF/0qp9R9VzptGgADv/2sInY0aTkZ7OgOdeQAjBVx9/SE5ODuVc3agT3oA+g57D0dmFQS+qQRz54eGg7m3TCMG8TXuQUnL79m3m/jyZXetWUiOkLhN+nYfG0kpta4hIMgqz/M9RgTu6e71vhT1oD/LQFRZoly6cZfvqZQCkplynYduuVKsdpnrFDHegWg1YO7tSv3Vnwtp0QSsEAknSmRO4uLnx19L5ZGRkGK5FQRECSy3M2rAXrRCsXTKPxi3aMnHky7i6e7Bi32nWLl3Ijo1riWzdnhq1gpm2aPU9cz1z/AhtOve49r8fJ1WTUjY1JKMtqVpym4H5QohyUsoSDSs3Y+ZpwpDANhooet/GQ2Bqjx2dnHa279CRd98exbEjR9gdt5vQ8HA0FhY4ObsgNFps7exYtSKWTRvWsyZ2OXXDG7Jt43pu3brJpcR4pnw9gSFvvY9egl5RuKNXOLxrG5+9OoTkyxfpPuwt6jRrxfzJE7mTrSMr/TZDP/oOJzcP9IaVypg+zxuj5gtHz78//9697yFNWxDStMV9r7GwQNMWTqWh6Ll+9RLWtrb41AwscgxVsKlj/D7lO1p27l5g71f82dOs/3OJ8Vj7Lt3xq353K4uUd0VTi3YdiT9/jn7P/gc7O/t7bHvhr4J1cQUdXi/074m7e3l2nzjP8kUL2LR2Na3ad8TZyYn5f6r2+PfZ/zO2P370CF179cnr3/UZ+5K2x1LKRCHEVSAc2PVPx7svQoCm1MqUm3JeCDEWmG14PBg496BOTywFhxDiTcBfSvniPxijC9AGyBNCZKekZXQGagwe0J//zZ4D3P3HPHXqFD27dCI0PBw7O/sCJUb0CgwfOoDJv6qv1cO+BIqEyxeTyNbpOHbkIG06dUOr1XL92jUWzJ5udJs3jGxOYN2wAvPJUyQnDx8gbvN62vbox6pF8wisG0pQWEM0FlZqbVGDODMNJTd9XGAuxQQXFA4suF9fRcLBHZvRWNngVztMvWvVywLnMzVSWo3htxBkpKZw4fBeTuzbhZOzCxoBDSJbEFQvlJ0bVrFrwxquXkwkoHY9MtJSsbS04ub1ZN4Y9xkeFbwKCMsi9qS908jPLQ8IAJxQy22sK/aiHhJDSPRsKeX8khjPjJmnESFEG+DDf5I70NQeA9nJtzP8gWeGDuzP9NlzWBkby97duxn9wVgSk5L4z6B+hEc05vjRI0S1asOgF0eQo1dITc9gRP9ufDt/BXfyFDV9hiLJy81j9cLZRHXpg9BaGlNrwF27qjfZRmYqytJSrrN96Vzj41oRUVQJqvvQ11Yw6WvBY1ohyLilps9aO/cXwpu3w792/SI9aPkC7di+OFKuXqbVM12xtLAwetDySzOp57k3V5r6OuefX/19+WISHh6eWFlbFxBp15OvMX+WSfmomJbUDQtn/cpY/tq8AQutBdY21qSlpmJpZcWN5GQ+nPglFby8C4wTk78nLUtH42aRdO7Ra7afu9MhHo89/hzIkVJ+UBLjFUVonRAZt3rxI/ez9K5ZorU7hRDOwIeo0Z2g7k0b/6BKOE9SpK0EfpVSLiqpMW+kZb6IGglo5E5ODp9P+JT6YeG0btcBvUn0Zv5eifySI0cO7GPFsiXY2dsjgA5dulO1Rs2iT1aIY0cOc/zIQTr36ofQaI0JbXP1yj3JbO+J3pRq5v/k5Gukptxg+4bVNGvVgcP74nBxdSeiRVuEEAgLS8M4948EVcd7yBfMZIz8MVNTb5F2+zbOFSqRq1c3z+bkKeRk69ArkgsHd+Fbqw6Oru5oDQbIUqsaFgsBK6Z/T1hkC/xD6qoBC1qN8a7xVvI1bt+8TkBwbaCQ4bu/9+824BPh6/pYIn6EEK8CtaWU/3kc45sx8zQghPgSSJdSPjAFwMMyc+6CTiF16i6bNeMX6tYPJaxhBOVc3dArqv3NzVOYMfW/9B36AggtOXqFVcuXcic3l6btOnP+zGk2r1xqTJVk4+BEUIOmeFWtabTbhcXZ/XJNFiWy9EqRTe9pV3iMfFuVmnyFG1cukp2RxtWE88R07Yujk3MBcab2w2gnc7J1pKXc4PTRg7To0LnAEqdp7UwoutRUURUI4rZvxdbWnjr1wwocL9y+KArlQLtn7CLGkECIr5vjseJH/nsIIWKACVLKYvdl/RNC64TIXWuXP3I/qwpVH0uBdYNY42HLFD4RkSaE0KBm7q0lpbxaUuNeT8vMrzlXfufOnXz28Xj8A2vh6OhE9959qGooMWJaMeBGSgrzZk4npH4YuqxMLpw7S99nn8feTi2B9LAf+Pwxf/3pO2rVrkODJlH3rTxQFKaBRPntcnJyuJhwARt7R1YvmkvVgGD0ubmcOXGUdr0GcDBuO16VqlA1MAi9BBtbu0JjFv9eFk72CJCnlyz65XtaDxrGnTzFmJto7YzJhHbsS3ryJdJuXMPW3gF378p4+vii1QgsNRostapQu554jkpV/LC1scFSc1fECSn5ddKnvPj2h0bhlnL9Gkvn/M9oACOimhNcr0Dx9s8jfF3fKfZC/gFCiFBgppQy+HGdw4yZso4hmehYKeWGkhz3YkraDqHRNDp7+hRLFy8Cww1yizYduHT5El6VKlPNP4gcvULyjRQunDtLtZB6hhtE1WZmZmTxx5RJ9Hz1HcPqxF2B9iBxBvcuTeY/Ltznfkm4Fb2elKuX0Ag4e2Q/V+PPEdOtH4e3b6R242gqGPYIF/ac5ffXaARKbg43k6+wesEcug0cilfFSg8UZw8UWIbnYxctoEHjZnh6eRc4ns+jCLUbycnMnfmrsU9U85bUD29g2jzW183xmeJH/PsIIeyBZMBVSnnncZwjtG7tvyfSPP1KRKQZCqyvAGqh7uN0QpUKGcBQKeWeYvs/IZEWCKyUUvqV9Ngz5y74/tzZM68806Urdg4OuJRzNeY+yw8MkFJy9dpV5s2cQe/Bz2FtY42dg5NxjEN749i6YR0j3h5jSMqaP++75ym87TBfY0kJhw7sQ2thQc1aIYC4p37nw2C8Q7yPF06vKFxOjOf27dvYOzry15oVBNQJJfnyRS4lXKBD70HEzp+Fh1dFAmrXI+nCOWrVC8PO0cko5kzLpeS/Nrl6hfVL5xPYIBJrF3ey8/Tk5Ckcj/sL33pqImStRpCXm0Pc4pk06dofRycnrLRq8lobCw3JiWc5vW8X7fsOMYg01ZtmqdFw/eplXN09sLG2ehhP2h3AN8LXtcSEfGEM1QduoWZYT31c5zFjpqxiyFd5E/CSUqaX5NiJKRldgcWmKxfr16ziyKGDvPjG20gEuXqFuJ07OHJgL92eVW8O8wVaTq6eo3t24OVbDUe38n/Lg5a/LQPu77HPy80hJyuT1BvJnDm8l6AGTdm7PhaNhQX1I1tx9vA+AkMj8KzoU+A74W6FgXuFmVaAkpfH9rWxXDh9kmdffRNbW7tixZmUCvt2befa5UtU9vVj++YNRLdqx7FDB0hJuc7gF14m9dZN7B2cEEIwe9pPvPzmO2i1d1NKFLW75WGF2v28aSY09XN33F7kMyWEEGI/MFxKufNxjB9at7bcte7Rk0pYla9SUiLtgJSynhDiEPB8vigTQjQApkkp6xTb/wmJtKFACyll/5Iee9+x064VvL0TAXvTxLR65a7nbPeObbh5eFLN3x8HJ5ciS2RcSoynvGcFbGxs0QiTfQAFr8P4d/7rlh9evnvnDnZt28xLb76DqeM6/1Smn//c3FykorBnpxrB413Jh0N746gT1hBdVhZCI6geEIRWqzUuZRZVExTu3aMhpUSXmcnFpARcXN3YvXUjl5MSaNe9H8cO7SOsWQus7R2MQu386ZP8MfU77ty5Q+XAOuzbuArn8l7YOrvRatj7xvNoNYK05EvMGfMfHMu54V6xCg1adyKkUSTLfvqcy+dOc/vGNQa+MYYGzWKM3rTL8ec5cXAPHXr0fRiRNjXC1/Vv71l8WIQQm4GJUso1j/tcZsyUNQxfDlOllA+/SeshuXAjXQMcVyT+FxMT2BO3i9BGTXD39DYmqT114gR5ikLFqjXJk9zdh5an8Ns3H9P5+dewsnO4Zw/aIwk0vZ6Uy4mkp6ZwdOcWGrTswOmDe0i7lUJ0135s+3MhNWqHUsHHD6ERuHlUQGMIsywsyIB7ljLzn9cKtayera0tS2dOo1a9UCJbtXvgsubFxHjWLl9M646duXwxibphDXCwt+fUyRNM/e4rXFzd8CjvyZrYpTg4OOJTtRpde/envGcFKvn4AnApKYFXh/YnPKKJMfl6k6jmfPXxh6Snp3F4/17een8czWJaFv16GX4XI9S2+7k7Nn3gm/4PEUL8AJyXUk56HOOH1q0jd25c9cj9rN0qlpRIOyKlDCmqTufD1O58UiEPjYDHo5KDat5Mupnxi5S8ln/3plckaRnppN9OY8WyxXTu2RdnVzd1OVIWLDh77tQJpk3+mnKurlw4c5qQeqGsiV3KkvVbsbdXl0CFyT9oTLi6qTJLp6NR00ie6daT+XNncXj/Xq5cvsyKRfM5d/oU3foN5Oypk1hZW+PjV42VixcQUi+UtNupJJw/R59Bz+Hk6EQFLy+cXVxwiIzG0cmJS0mJXExMwMvLm9//9wu+VavhUaECcdv+om3n7qRcT8atvKe6lKsUFGj5Bs3GxQlnpxAAOvVSdbFeUchMv03CqeNcSoqnTsMmuFaoyNFdW4ns2J2kC+cIiWrD0Z2bsbC0IvOWaV1ZwxKuAjUaRlOzfgQhTZoz490XCY5oRo9X3iU54QzTPx5N7Yhmhrmor1dlv2qcOLTXOM+ilhgMKMCX/+Sz8AjsRP1MmkWamf+PPDZ77OfuqOw5nfBdelr6T5vWraFz7/5Y2dgaBdqmNSu5dvUq7XoPIleRxj28eXpJyvWrVPYPYvqEd3FwdqVceS8yM9LYt2EF782MxdLGHii4fDm+VwxBjaLJvaMjIKwxEW27sGP5fDYtmo1Wq2X4hB/o+8poAKoFBBv6Q88X7paAMvWOGY+ZeMlM2+RkZZKelclfq5fjW60GqTdTyMnOpm3XHgwb/YExsKqwOFN7S1YtXcTt1JvEtGpLvyHP4eTsQrXq1Y3n3WXIaRbZvBUAO7ZsoqJPFUIbNDLk8SxIo6ZRjB73KVJKhg3qQ+PIGEZ+oG4zfHFALxpHxjzwPZNSGr/j8p0Chsv9/IGdS4adQJfHNrrgcZWFeljihRCjgS1CiE+5m/amHw+RSPpJibRwYNrjGFgIEeTo5OTbtWcfpYJ3Jc3gl4bzxfgP2bpxLdMXLmfQi68Y3e6XkhJ447kB1G+oln3q0K0nZ08ex9rahmydjhvXkxny0iskX70CqHca+R/ebZvWE9awEYEhtRn32ZdIqSb6axbdnD4DBtO7/yDWrPyTvNw8Rr4/Ts1gnZODPi+PihUr8eKIN7G0tDTMWZ27Z3n3/GvAxdkZANdy5QiprXo/33pnjNFj16RZFIqicCIvh4QzJ7G3tWHxvN+oXT+MnJxcdDod0a3aYmVji4WFRQEBp5cSS62WkNp10UtJrdq1WbV4AaHNmtOqSy/+mPEz1y5fJPvOHV6dPIc7esmv77zA7auJOFfwIeXiBf6a8yONuqvR+vq8PBQJbt6VOb1/N9uXzUXJy+V2ynWmfzGW3Gwdusx0Rv4fe+cdHkXVxeH37qaTQnqjhF4DIdQAkR6kSJEuRUARbDQRkKKgFAsoICAqRUBAFJHekY7Se6+BUEJIIAmkZ+/3x+xuNmETSAhJ8Jv3efZhd2bu3Lth5u6Zc8/5nUnTcXRwwNO7iPH/y1DbMzEtk5Nf58zg1NFD13dv3TAfWCKl/PFFXCsmHADeecF9qKgUVGoCuRqLZkAIUUmj1TZs1b5TfKlyFWy1Vjb8PONbTh47TO0GTQlu0ZbAQvYk6xQdysmD+lKhWm0eRkbg5O6Fi6c3llY2JCXEc+nEIXqPncKDe0r0g2kCwNVTR3D1KUbRshXoNmwcGiH45fNhkJKMg5MTXy7bxOEdG7l16QzF9NpfGb33mRliQuq4G3aDhLjHxD2K5dj+3TRu3Z6Du7ZhYWlJy47dadG2A4Vd3YxGmdL+yWxNAYTfucXq5Uto2qI1FStXoUy5cpmu1HTq3pOfv5/GlrWr8A+szsI/1yCEhiHv9KZxyKsUdnbh0aNYxo8YSos27dO1LVrcj8P/7ue3RfNJTU0lKSGBSWM/ISE+jtjYGCZPn210PIDyVNysdgANmoSQEB9HnfoNaNuxMz99P40L5848WL1i+ceATx7Nx5Ne3OlFfhtpvVGKqtcAnADTGD8BDM+q8Qs30oQQWhSNtLMvqIuQ2JiYH8dO+ubRhfPnuw/u35f6DZtw+9ZNXD28FZe5Li1Ivma9Vxg85guklAx96w0mf/8Tv8yeQWREOC5u7ty4fu2JDh7FRvPl558yePgnAGgQINKE/lzd3PhqwnhOHTvKlzNmIwRYaAXlK6Tp5mR0LadfUk2bPBIT4tFaWHD3zm0stBY4uyoeQBsbG3RaQUBAAAEBAegkfDRyDDqU5dPrV64gpI7530/F1c2dspX8OXfqBA2avoqnbxHFEyYkGgmO9g507NmXyxcvsHnlb/Qe/AkJqTo+aF2fOq07Y2XvhJ2jEwdXL+bVd8dgbWePvYs7FlbWICH01BH8g5sReSeM0POnqN2iPSd3baH/F9PYtvwXPp4yh1Xzvuf2jWsUqujPzo2rCbt2iXbd+1CmQmUGfzYZrRDG6gI9BgwE6BxUwnUYkBfSGGcB86JGKir/fSoCM17QuUN0qam/TJg+53hyqm7S0UMHcHLz4O7tW1Sr2wAru0LG5c0UnaRyrfp0HzKWbSuXcnDbel57ayDRi+YQHRmB1tKKe2HXn4iv0mpg88JZlKpSHYFiFN2/eR0nF1eSE+Ko+3o3ls/8kqunjzNw4jQsTTIvIc0YkynJRD+I4sS/e/Et7sfNK5e4e+sGbd/ow4XjhyhfuQrla9SiZp26aDUaypWvYGKQKTHN6SWKlPfxcY8RApYtXgBIWrbtyJv9BuCofxA3ffjPGAdW2MmJj0Z/BsBbb3Ska4/eIJSKAklJSly9laUVHp5eODimxVUbxNdPnzhG245d2bpxLcPGjOfbieP49scF/DhjKqFXr1LRvwrXr15hy7rV9PtwCBUq+zNm0tdogOED36Veg0b0+2AQwODVK5a3KbElzgAAIABJREFUIG/m42uAuxDCXkr56KlH5wCZjzppUspIYEhO2+fqyIUQjiiFsSsCV1GKWhcH7r+oPz561esg/7KOr3ftgbu7B6+/0Ys9f29Ll2k5dfwofIun5S0IIShSzI+kpCTeHTqCL0YO4dTRwxTzK2ksOCv0waFOTk78+uca3FzdWL3id+Okce70KTp07oYQMPLTcRw/cpg/ly3mw2GfPDFI02QEg1EWGxvNo5holv+6mFp1goh++IDQ69d5o2cvDu3fi7OzC8X9/Ni8cQN16tbj8qWL3Lxxg+69+7Jp/ToCAqtT0b8qVjZWVKxYAZ2EIcM/MZZiKVasGAgNS+fO5tGjWHoPGIS1tTU6DSTrdJQrV57jBzz4buQH2Dg4UrpyAAs+HYizVxEKu3kQ+GpHjq5dghSCht0H8M8f87h4YAelq9Vmxdef0LBjL0pXqcbG+TM59c9O4mIeULRUWSa82x0LC0u6vP0+AIVd3bl28cITfxNDdQFnV7dtQSVc7wDxeRTMfxXwEkLYoWg8vQn4AkeBrVLK+DwYg4rKC0UIYY1SL7k2EA4sBBKAcsD5F9TtPGBErVLexfp/NCrx6qUL1s7uHnj6FsXF21cRqpWSFXNnkpCQdps1at+Ng9s3kJKcRLt3BrPs2885sXc7b34yGYE+m9xEmr/f+GlYWlszfXBvwq9e5MKR/cRE3uP1vu9jbaGh95BRXDl1nB2rfqNjn3eJeRTL3bBQTvy7j1df78KmP5fh4u5BcEhLqlQLxKdocarXrG00uop1Uepkm6s2YDDGou5HcOtGKMVLlOT3xfPxLVIUd08vTh07wmsdutCjTz9s9EXPMxpm6ZPS0j5s2rCW3X9vR6vV4uXlzYiB72JtY4OTU2G8vbzRAdY21gz/7AvCboTy795d+ooDsfR8+x2qBtZg1tSv2bfzbypXDaBYiZL0e6MDFhaWvP2+ssR7/cplzpw6QUpKWjUwHVChYmXCboTi6uZ2o1lQ4E6gYV7Mx1LKVCHEJaCsEOIY0BlFk+0ySsLh8wmPi3z3pOmHIRpktV9Kuctsu9xKHBBCvAYsAfYBR4DXUda0I4DBUsqQXOkoCypVrXa/VNlyro5OzuzevoUvps+hcrUapErJ4jnf4120GGeOHWHQmM/RAB+91Z12Xbvzz64dJCUlcO/ObZxdXDl76gQ1awcxeOQYfHyUumoaBEJAcI2qNGqquIfrBjegXcfO/DDjO27fukX0w4d88NHHlDKjtWZofy88nMSEOLZv3oROp6Nvv3fQarVYWmiNt2oWcVtKDTopibgfwYMHDwm/e5c9u3bSvmNnjhw+RNXAGpQuWz6dLpzUL3leuXSZFcsWEdK6HRWrBpKcqiM5VbJ80Ty8/EpTqlptDu3ZgaNXUZy8ipKUqhQefng/AqlLRWi0FHZzV/TSTDTTLDUaom6HMm/8MLyLl2DQhO/Yu+Ev7OzsqN+sJWcO/4ttoUJU9K/Kp+/3ZcLsBQBMHPY+A0d/QWEX19pBJVxDgN1Syt25fFmYRQhxGuiBUjuuPbAFqAtUA16VUr44BWwVlReMvvj5buCc/t9glNifWcB+KaXvix5D8VJlQl09vYoVLVGaw/t28dGXMylbJZBkneTvNX8Q9yiW8LCb9Bg6lhSdjrE9WlGzSUtuXb2kiK3evY0QgnthoRR286B209b4VfTn1P6dBAQ35drZk6yeN4PaTVqSlBiPf636NGz9OmsWzCbizk1CL56n5/sfcfH0MQLrNsCvZClsC9ljpQ87MS3JlHGZUkrJ7ZuhXDp/loAatVg2/yfcPDyoUq0GO7ZsoH7DpkQ/fIBWo6F2vWCEEOkMMv3/gfLZzAP60+SdIE3bE9LXQjUlK+m3d7p3wtXNg8nTZ7Fmxe/Y2dnRtGXrdMcMfKunUdR9xIcD+GTcRFxcXfuU8XQqQt7Ox8uBNSiyFN8BSwF/oBHwnpTy15yeu3pgNbl/985st7NxKJzbYrZZ6YAIKaVZqZNcMdL0HrQzQA+DNajPIFoFzAQ8pZSDsjjF8/RtVL32KVLMfuOBkz1TdVL7cf83+WrOL+m0ym7duMHI/r0IqB1E/KNYWrTrRL2GjZk6fgzHD/9LMb+SjBw/EU8PD6MXzXBjGZcms7i50m4kw9iUfxPiHrN3906KFy/Bnl07aN+hI97eXumMMoP3Tv+dAEhOSuRBVBSJSUkkJydTqJAd9g5O2Nml6aMZskt1UnL79m1OnDiBj08RVq/6k+at2lC2fEUsra3SCfmmpur4ZsJnNG7emgrVahCfnMqFc2exc3YnVWvJinmzaPnWIG5cvczhrWuNE0NAk9Z4Fi9lNNA0QnB67xbO/bubezevU6pCZR7HxmBlZUV0ZATvj52Ih5cP1y+cJfzWDRqEtKRb41oENWxKQnwcgUHBhLTt+Ef9km5dgI1SyvSFPF8gQogVwA7gc6CmlPKqfntXlFI3gVLK5Lwaj4pKbqHXpdwD/Cql/EG/zQs4DYwAukkpzaf8PX/fxvnY1q6Qdu2xq51TpHT9YuBbjPxurlH6J1VK7t68wZShb1MhsDaPH8US9GpbygbUZOaI90hKjEdKqNeiHbVDXiP2YRSF3TywtUlf6jCjVpmlVkNsVARnDx/Au2gxKlYJeKJGpqlBphFKjO3ev7dw7fIlmr/WljV/LCOgem1cXF0ApTC8pZVVuiVTkcHKMqevaeohM2xLTIhHl5rK5g3rsLCwxN3Dg/17dtOqbTv27d6Fh6cXrdu1RyKeMNauXLrImpUrjOds1a7DEw6BrfrqAlqtBVbpqguEM3bSN0ZtNQOGmLR4fUzaax06ndq05q+AQf16b8jj+XgcYA10AfobKhoIIaqhJHhVllLey8m5qwcGyn1792S7nW0h+xciZptdcstI+x6wk1K+lWH7PJRguR+llLOfu6Nn4OTt6B9SdXJAxoxHUzJm3ezbuY0SJUvhV0JZ6jTc8PfvhbP0l/lG/YxGTZpSvWYtQq9dxc6uEPN/nkOlylVwcHAgKTmJuvWCsbKxwdLSkvsREezcvhW/EiW5fPEC/lUDqFK1qrFPU8NMCMHDB1H8s38fJ0+cQKfToRECa2trnJ2dsbaywtLSkrj4OKJjYnn8SFk51kkJQlC2bDmqBlSjZKlSSCH0Ga46EhITWbZkCeF379L/g4FYWNmgsdCSqoMUnY5LFy4SHRND+aqBRD96zPSJn/Hmx+NIQcP+7Zt4FBtL7RbtSU418zfUp7pbagRHd2zEzcOb8gHVsdRqsNSIdPXqtEJw7/ZNfIsaRCCNk1cyUKFeCden1i/LbYQQE4C2wF9Syk9NtguUwr+7pJRqIXaVlw4hxACgF1BfSqkz2T4U6Af8LaV8Py/GsvXivQ90Un6fKhV9xmST0ndPE982RaMRPLh/j62/LzZuC6zfiAoB1YE0hf8V82bj4eVNy/adzGZZ6nQ6Lp09ze2wG7i4uLB/1w5ate+ElZUFvkWLYW1M7hLpPGCgGF2G38s7t8NIiI+nsLMzp0+ewNe3CJGR97l6+RLNW7ZmycIFFC5cmBq1arNx3VpeadSIG9evc/fOHd58620i70dQrLgfVlZW6b7n+XPnSExMZNeO7fTs8zaFHBzNetbAfKWZzH7Pn1JswZSWZT0cs69X8ZwIIboBo4CLUsoOGfZNQXH09MzJuasHBsp9+7Iv9WZrZ5fbnjRnYByKVxvAICid5XLucxtpQoiKwN8o1QSiMuzzAG4CQ/LQSHNL1cnLOimdrly6wNa1fxn3NXutPaXKlAPSAj1vXrtC9INIqtWorRge6LNyMvGgbd24nuvXrtH7rX7Y2Cju7aSkJE6fPIFfyZIsXjAfWzs72rR7nbi4x5QsVSpTwwypY/26tRw9coTChQvT4JVgAqr4Y6FPYxIy61tLCg0pKSlcunyVo8eOc+nyZSTg51eCVm3a4uTkRKrey3b12nUWzp9Lq7btKV+pCkKrJVUn+WvFH1hYWfFK89ZcuHiRZAROnkVIkXD8wD6c3Dw5vGMzleo0wKN4KbQWShijVigT1vEdGygfWBt3D080GmEM0tVoBNH377Fh+SI0KOfqP/xT/I2lTATA9/VKuA58/v/17COEmIqS4ekppYzLsK8EcAioJKUMz4/xqajkBCGEA0rMZSMp5ekM+yyBOyhe6xz94GWXrRfvWSTr5AmdTlYMvXKR3RtXGw2Nei3a4lui9BNtMsvCNLdfoxEkPn7E5j+XULJsBQJr1cHW1s4YhqHVCFJTUjj8z14O799D5559OH3sMLXqBuPq7pYu9th0OfLcmVNcPH+WWnWCWP7rYqoEBCAQnDp5nK7de/HPvj04u7hQrXp1rl25QpGixRRdy9QU3D08AIzZ/ObIuCBj+iusk3D3zl2iY6K5cvkSIS1aGQXadRj0MNO3z8zeNf19j7gXztKFT9b2NOHvsh6OmVebf4EIITqgSFOUkVJez7CvEMpKXbecCN4GVq+eIyPNztY2t420v1BCwQxLtz1RVmzaZ94qd4y0psDIzNznQohzwDtSyuz7G3PIsbCHH+mknPIsXrTvJn7GoBFjsLG2QiuevGGFSJsk1q9eRZNmIRQqVEj/3TIfg/EpjCeNM42A3bt2sX7dWtq3a0f9enVB6kDqFMNMp7wH0v4FhMn3kYbODQGRQgMaDVJouHT5CqvWric6Opo6devSpGkIaDSk6pSMqomfj6NWUD2CGzclJVUS9TCaI4cOUj24EceOHGbLmpV0HjAEq0KOpErJw8hITvy7hzuhVwlu05mdfy3FzacoXkX9SE1OIiDoFeOSQ0YvmuFvfmDnVoIah6BN+5vFAKWDS7pFPOv/a24ihOgO9JNSNsxk/1mgo5TyRWUlq6jkOkIIb+ColNI7k/2rge1SyheV3fkEG86HN9fp5CbDUqeBVCnTicQaMJeJqWyH1NRUbodew9rammP/7OberTA69n6HlKREY+klS61S9SQ5MZEfv/uK8pUq06jZqxSyL2TWKIu4F07otctohYYd27fRum07YqIf4uvrS4mSJU2WRp9cvswN0nvHJJI0o2vbli3Ex8fRpHkLLCyt0h2fmcEGTxptpr/zmTz6S6BmWQ/HIzn4Cs+N3tmzRUpZJJP9fwC/Syn/yO65AwMD5e692TfSHArluiftRMbqAua2PdEuF4y0+sCXUkqzysRCiDCgrpTyxnN1lA2OhT201El5BihjMNQypkoLYO+OrQQ3aoKlVptumdOcgXbm5AnOnDpJtx699N8L/fnS92360Zxxdv7cORYt/IW6QUG0bfOaUkRK6hCp+kwbo7EmSYiP4/ip0xw/eYrwexFGRWyp0yEM76XE28uL0iVLEFgtQEnzFhrQWqBDsGffP2zZth13dw96vNkbO3t7UnWSGzfD+Pef/QQ3boatvSOr/lyBbSF76jRqRvSjxzx4+JA/F82jUdvOeBcrkekyRcYyKZZ6L2BGI23vlvUEN2+FRdofbExwSbeJOfsffn6EEHWA6VLK2pnsvwo0NcSqqai8DOiXVK5KKZ0z2b8ZmCalzNMlrXVn765PlbIlPCGY+oSCPyjG2J3Qa1w4dYzqQa+w8Y9fsXcqTGBQfa6cP0tg7bq4e3mbVfaPuneX3xb8RMfuvfDx8cXWxvoJw+zCuTNsXr+Wjl26smPbFurWD6ZixYrpHqrBfJzw/fsRRN6PJDY2lrjHj4lPiEenk0qYikaDtbUVNtY22Ds44FS4MM7Ozri5uSGEeCbjyRBjbDDWpIQfZ8/ExtaWHr37PhH7rDPxw2XlYXtK0sFvZT0cuz3xH5dH6D3Ad6SU9pnsX4tSJWNtds8dGBgod+XASHPMfSNtPzBKSrlT/7kRMFFKWTerdrkhwZEA2GQyKA3ggZL+nWdUK1I4+cjNB8OA1elVpNMMtC3rVmFra4NWozUaUuYSBQBOnzjOjRuh7Nm5gzOnTuLt68ujmGjWrFrFtt17cbC3N57fQI0Af5qFNCc+Lo4GDRvStUsXOnZ4neiHD/H29qZJowYImZrmOdOlpHnKpI7DR4/y25+raPJKPdq2aIaPXvg2I1JK7oTf4/zla/w8/xfuR0ZSv24dSviV4MvvZuDm6oZvEV+WLPmVpUuXUL5CBX6aOx+/YkVxsG/Gol9+4dU27Zk/exqBtYKYNWUSA4Z+Qp3GzagZVI/f53xL5L1w6oW0pnnnnliiIVVjEMo1/wSsFU+O8+6tm8RGP8SxsDPAba3gu2z+t+Y2dwCvLPbboFzbKiovE5nOx3q8UK79vGYoEAJpz2kZjbPQi+dwdCrMut8WUb5KNYqVKkO1GrXw8PTgrcHDjfNrxYqVuX75PBOHvouziyuePj7ExcayafWfdO7VlxZt2jNg8Ec4OTgghFIqqmHNABo0bsqp40epXKUqg4YOIzb6IT9M/5aYmBi6d++OlUYYjbnU1FTOnz3LgQP/cvv2bcV402iwtrbGzc0VFxcXnBwdcXF2wtbGSx8iI9BJSWJSEgkJCcQ8iCL02lUio6KIiozk3r177Nu/H3d3dwICqrFv316qBgRQtGgxhg77GC3KfK4TEBZ6g55vdCWoXj1iYmJ5vVNn/KsGMGvat5w4fhQvLx/eHTQUTy8vNFL5u+iQxt8tmcEQ1knF0DQ11ExEKZJQ4sHyDSllrBCCLLTScjwfG6S4CgD9gEVCCMOPeRTKkmeWvFAjDXABHr2o6vZZUb2o85pFa7b9s3T+nCBnF1e8fHx5+CCKB/cjuH7lEj8t/RMHRydjHJoQQin51CyEhLh46r3SgNc7dWbRvJ9ZuugXEhITeO/DwbzRs5fxwr9z547xyQvSu8D9/avwzZSpALzb/x0Cq1WjSpUqjB83jhkzpnHixAmC69ZJv7QJxvd7/jnAmGGDKOzokG47GeLUBODj6Y6PlyeN69dBCg2bd+xm4Mcj6drxdfr17oXUaNm8ZSt+fn44FXbmi3GfMvTjEbi5utCxc2d+nPMDlfyrMP7LKdy8eYMP3+pFMT8/1i9fjE+x4tja2HLg742cP3aIqPsROLq4YFvIgeP/7GbcnF8poo8rMRhnfUPqULNBExLj4wkMCqbJax2IfhDJ3CkTCL1yES/fYts3/7U8XRxYPhCOopUmpHl3smqkqbyMJALWWVzXXuTxQzNA64peFybM+33Z1pW/9XR0dsHdy5uYhw+IibpP7MMHvNK8NUIjaN6mA/2HjUIjBF0a1aRuw6YkxMdTs14wzdt1ZO3yXzlz/CjHD/7DmwM+pPlr7dixeT2e1apx8shBmrd+Db/ixYzGllYIwu/cxsrSkv7vvoeDgwMTx3+KQyFbvvxaEXGdPWsm506fomQJPzZv2sSNGzew0GqpVKkiLVu8ShG9DFP60JOnh+JLU20uoWHGzJm0btWKipUqsnv3Hv76ayVHDh/Gx9sbrVCMiftRD3j8WBHDbdCwIZ9PnEyqTkePrp1ZuOx3Th47Snx8HA+iIhk3ajgenp54eftw4/p1APbu3sm8pX9QqkwZZQz6K6BJrao0aBpCvEk5w59mTuNm6HUO7NsTce3K5ZA8qCzwNO4C3sAlM/uey0grCDaaVFb3qgsh7PWfn0k79kUbaQ5AdC70kSMmjBy898ORn9Vu0DTE6PDZu2MrK5csVDJzCjulW4qs4F+FzydPQQj46IP+lC5dGt+iRdm6ez8r/1jO+jWrOHzgX6pVr07vvkoiq6mBtnH9epYsXsTCxb/q9yl9Vq5cmcmTJjJ92jTu3rnD0aPHeH9AFnXEpY6oqAc4OToCMm1CMJ0YdBkmCUNomtTxasP61KjqT693BzH3l0X06NqJTav+QGNhRY++bzNm9BgmjP+MN7r3YPqM6VhYWBIdFcnD+/coXqwYgTVqceXcGQ7v38OOH+bz+cghlCxTnsFjJ/IwOpqH0Q/Zu3UDpw/tx8vLh6S4RxSyd+DK+TNYWVlTskJl3h8zCa0QfDXiQ/xrBqFL1TF0wlRG9+8Zc/b4kcE5/1/NHaSUCfolDEuUJ8mMqEaaykuHlFInhEgGrFAMtozk25z8zbAB5wdPmhZTu1FzR60AXUoK86Z8QXJiAnUaNMLD0ztdiaVyFSsz4ouv0AjBZ0PeI7hREzp3fxNdtx58MWIIC+fM4ODeXZQoVYoOXbqxbsVyvDw8jRJBRw8d5OOB7/LNtBmULFWKsmVKoxECf39/wkJD8fH04OyZ0/z+2zIi74Xj6+tLyxavUrxYUeNcq6x0pKTNt89gnBkQpkaaRkOfHm8wZdr3/PXXSmrUqMH5s2dISEjg1RYtiYiIoN87/VmwYAF3797hs/FfKCUnBWg1Gor7+REVGcHZM6fZc/AI7/V7i2uXL/HFl9/g4emJTioJbO/26UmZMmXRoVQguH8/gqrValChchXGTf4GnYThHw6gXoPGvPPBYIBo/+JeB8ibygJPIwYwu9zJc87HBcBGQwjxWYbP6fZLKceba/eijbR8/aG7dO7MhE2r/mi6Y+OaamUrVebm1askJSViZWWFi6sLGmD1iuVcu3yRYaM/Nd4UGgEVKlVm6eKFTPxqCpM+/4zjR4/w/Q8/4uPryxudOtC7T1/j8Ybl0kqVKlGvfn0sLS2V7fpxrPprJaNGjSIuLo6xY8cy7dupaLXatBtefzNLdAi9tRVcry7jvpyKEODm6kqtalWoUqEctrY2SjsT9W1zuLo4s+63hYwcP5k16zfxfr+3QJdCYScnHO1tmfL1V4z4ZBSjR4/hQXQ0K37/g8P/7EVracWtm6GMnfgV61etYMuaP6lQ2Z8dmzYweeRAKlQN5LWub+Lu4UmnPv2RKUmsXrKAxIQELp05gdbCkvCwGzy4F8765YuIf/yIkwf2EdK+E/fD7xJ27fLBm9cuR2U5+LzDcO2mM9L0Mhw2mP+RU1Ep6Biu63TXb35f1zEPH8xcv/SXV/ZvWd/8UfQDXu/1DonxcWiEwNnZFa0QHD+4j40rlzN68ncIoSQACKB85cqcPXGUw/v3EHEvnHt37rDg99V4+/ryTvdOCCn1mfnKempKchIXzp2iZevXqBYYiJWVFVqNMrueOXWK7m+8wfmzZ+jRvTsr/viDsmVKp8UD6/TxwRkNs0ySuDJiTOqSurTErlQdjvb2fP7paADadexK3z69sbO1oWrVKgwZPJgff/qJjz/+mEePH6fF7QGpSG6GhuLu5k7ZcuWwsLDgjR69mDn9O0Z/PJQGjZvQo3dfNm9YR0jLVvp2gmWLfiH02jVmzvvFODaNgPKVKhN2QylneObk8VkJCfHeeVTp5Wm8GFtCFpjlzhJAFWA1innQFjgFHM+q0X/aSJNSxpy6Hd387u2wyx+986bjjPlL8Pb2Zu6saZw4fJA69YJxc3Mj5mGUMfVaI+DyxQtsWLOaX5Yux9raitGfjWf2jO/o3b0r1WvWonz58syZPZPDBw8yasRwRo8Zi7e3NyVKlGDgQEVR4tTJkwwb9hH3IyLw9fWleUgIdevWpXTp0oz9dBz9+r1FlcqVQKvRe8o0oNOHgEodzZo2oVnTJggpCb8XwaEjR5gxdxEJiYlInQ4LCwtK+RWjeLEieHt64unuhoWFFp1Ox917d/lq+mwOHT1B6VIlKF2yJG9/MARrGxtcXFzw8fZGCujbpw+7d+2kUZNm7Nm9k+SUZK5fD6Vr915YaAXtOnZm/949XDh3mu/mLsHFzZ33enaiXbde7Fi/ijFTZ2Nta0ffgcNIlUrNOqnTMXn4B3h4e9Nn8Agmf/w+tRs0wcnFlVkTx16/cfXyF/l1PZghAbBFeYIzxRJIkVKm5v2QVFSeG8OcnNFjlq/XtZQyZtbKra1tbWzOzfxiVOla9V+hboNGLPvxe86fOEzNoPq4OLvg5u6BlaWFPpQETh07wsqli5m1cBmvNGyMpaUl82ZN54M+3alWoyZly5Vn4U+zOXb4IBPGjCSwRk3i4+Lo/977xiXP06dOMvLjYcTHx9G0aVOcCxemZvVA6terx/ffz6Df2/r52EAWBlpOWbNuA1t37MBCa4G3txf9+g/AxtoGZxcXihcvjo2NDW5ubri5uXE9NJRdu3YyYvgwYmJiebv/AIQQdOzcheFDBxH3OI4f5i3g5zmz2bJxPW/06s3alSuY9sPPxv6GDB9FQqL+59fEaXP+9Cle79wNIKxz65Bk4Jfn/nK5g2E+NsfzLXfmdES5S1mgjpQyCUAIMQnYKaXslVWj3MjutAfumsvKEEIEAd9KKYOeq5McYlC/Ll/Zv07NoPoBqSkpaIQgPi6OzyZ/g12hQumSBV6pWZXGzUI4c/IkPXv3pVPXrsyc/h13boUR/fAhQz8eTrly5TPN/DGV3QBISU5ixIgRTJ40CVtbW7OxZ5l9Ni5xmk4WRhe8JCkpiavXr3PjZhh37twh/F4EOp0OIQRubq40b9KIIr76yi8GT50QxsxPKTSgsWDEJ6P4YuIkJIJUCQnJKYwe8TGjxk/EwsqaVJ1k84Z1zJk+lTIVKuHoVJj23fuwcM4Mhk+YahQL1plcR90a1aROw6YkJCgxaY1f64CUUteuZrmD0Q+i8uVaMIcQIhR4RUoZmmG7E3BTSulovqWKSsEli+vaEQjLr+vaMB/7lS7nUzO4YZvUlBS0GkFCfBwjJ3yDra2dMbFLCGgUUI6yFSrh6OhE4+YtaNOxC3NnTSP81i2iox/y4UfDKV22bLpM/ONHDuPk5ESZsmWNGeYZM+wF8O3UKbRt0ybNgwZpEkiQYy8amHjSADLEpRlWQKTQpJdPEhqGjxjBpEmTEBqtSWanNFaVgbSsz/Vr17Jj+zbu34/Ax6cIffoPYPaMaUyeOl05v6msB5KGNavSsGkI8XHxBAW/QtsOnUlNTe1dxsu5W15WFsgKIcQGYKaUcoOZfTdRVCJuZve8VasFyk07sq8A5uOcuxUHhBAXUL5DpP6zK0qJtnJZtssFI80CSJBSPuGV06eYfiqlbPRcnTwn5+7DPd1IAAAgAElEQVTGWGoE+4SgJmBWK0fRlk3l+2+n8NHwkekkNgy3XGap2eHhd1kwb66xv2bNQqgeWI3Ro0fz/nvv4efnl7WBlsk2YS4G7SnG3ZMneXKSOH/xMn/8uRKdhO1//83sOT9Spmw5UnRKjc+zZ87i6OyCs7sHqTpFduN+RCTHjx4iuElzUvRF6xU5DuXU5jTpdOm3fRhc0m1m1oPNW4QQEqgnpdyfYbsncEpK6ZE/I1NRyTn6H4M2UsoLGbZ7AKcLwnW971rkr1ohums0GEVnDfNs3ONYwm/f4v69cIKCG6YrSJ5x7la2KfPy0YP/EnrtKo2aNGXRgrmKsYegWbNm1KpdO91cPnvWTNq0aUPxonpZrnQPwRkMNcN+c+/NkbGYt+FzJgaaRDBu/HguXrxIhYoVAXi9QyfKliuXzkjLqKEmJSyY9zO9+r6tDDed3Eb6IZiR6fixhJvDgKy/SN4ihIgDxkspvzKzLwJFMD/buppVAgLlhr+zX4K0qKtDbhtpfYFPgV0oDr7GwOdSyrlZtsulslApgG3GWodCiMbA2Pw20gAuhMe4CcE+DZQVQhB5L5ylC+chUO7cRk2aEh8Xh5enJ+UqVDQ+mZkaaJAWf6a8N+9B06WmMHr0aAb070/JkiWz5UEz5VkyiJ6FjFlGCA2pqal8M2UqTZo1o1pgdVJ1ymSQqpOkSli88Bc6d39TqfWp37Zn59+UrlAJFzcP5XgpuRd+l5VLfjFOCnUaNKZytZoZjbYp9Uq4fpwrXyYX0RtpTaSUf2fYXhzYI6Uslj8jU1HJOUKIE8CbUsrjGbYXmIePf69HWWk0rNcK0VQjlJJPfyyeT0J8PEf+3cf7H42kYdMQwLyBZthuMNCSEhO4ce0a5StUwEJrvsKL6TydmBDPuHHj+OrLLxWtSnjCa2b2ITm7mMQOywyeM4Ck5BQmTZ5MkyZNqFuvvtGUysqLZtBOu3TpIkcPH6Jj1zeMbQDuhYfz64J5xn4bNHmissA6KWlXws2hQIVz6OfjyVLKJ+RAhBCxgK+UMmNoylOpEhAo1+XASCuey0YagL6Gbk2Uy/CglPLuU9vkgifNEogHrEzrxOn31QWmPE2sLa+4fC+muBBiv0bgA+lv8ovnzpIQH0f1GjXTidhmlNh4moGmEfDVV1/R4fXXKVOmTOYGWiYGWEbDTGZ8KjMeqDH/PgsSExM5fvIU+/btIyIigi5dulK5SpV0E4LBIJv0xXiGjfpUb6QpnrLIyCiWLZxHv4HDjNozmdVINZnTlqdK2a1eCdcCEblpihDiOtDQTBkSL+C4lDIrHTUVlQKJEOI88HrGahn6ZfwbUkqn/BlZeo7cfGCvEWKnViOqC+D86ROkpqZQJaC6sTQfpJ9zzRloGgHLFv1CUL36lC5Txvhw/UQZPtI/eO/bu4eNGzcSGBjIK8HBeHq4KzuymKef9cH5iXnb1EAD7twN58+VKwkLC+Ptfu9QokSJDF4yaVbcFv0x8fEJHD1yiFpB9TIRyX1yTHpv2mGgoZ+rw+Nn+iJ5iBBiPTBbSrnezL5IoJyU8n52z1slIFCu3Z59I83PLdc9acXNbZdShgohvKWUZvULcyNxwBWIymig6XmasGKeUtrDMfRKROyrwG4hKGx6k6/683eGfzImndZZRgMtI+YMtNDQUGxsbBQDzZRnuLnNTQBC6jI31EzPbWZS0Ol0HD16lB07dhATG4utrS1VAwLo2etNnF1c0EmeMNAkSiHkHm/2faIbFxcXXuvQiZTkJCwslWwpcxGZqVIaHiB363S8WRANND2ZBaNGAq5CCE0m17WKSkHGHTC3LFSg5uPqRZ0fnbwd3ULAPiEos23DWj4Y9okyr+jJ+FCsvH/yXN4+vvgWKfrEdilBJ0BjiJ0lzdCrVz+YuvXqc+rkSf5cuZLw8HA0QmBtbU2JkiUpVqwYPt5eeHl6Ym1trZzPeOJMpoUM83BSUhJ3w8O5evUaly5d4vbt2+ikxNPTk7bt2uHj46s88JoYZ8o4zXvQDN/pm8kT6N1vwDMbaHquAa0LooGmJ6vkgPso13W2jTTl71sgfoLMVUsQgD8wHehsrlFuGGlumJ8QoIBNCgCl3B1OXY+MfQ3Ygj6TJOzmDd4bONhYENf0aQsw+0SXGXPnzuWTkSOVD5ndyE+LP8tkXzpjzZxhZmygYe++ffz1118EBwfTr/8AHBwc0t3ohuVNeDLe4Ubodfbt3UOnN9LEkJVUcIi6H8nxw4do0a4jSKUYfapOGo1ZXVo9vnOpUrar4+dSkGUszE4KUspkIcRjwAl4kOejUlHJIfoYYScUNfOMJAGWBenho4qPU8Sp29Ehl86dOfjOwKHuVpbKT1JWqxaQVgjdQKou1WhIgUHAVJmXDIYaKMZaqjQ9p8C/alX8qyrlEwXKisPVq1e5FRbGhQsXuHv3LklJSenmfSml2d8B05UpKSVWVla4e3hQqlRpWrRqhZeXdzor81mMM+W98m9CQiJbNm1k+JjPsLCwyDIOLQNRQAs/V4c8FzLOBlkZaREotkaOKAgKHFLKKlnsM2ugQe4YaVlZtwXOSAPwc3XYeyPyURchWKkRWCxZuIBhI0Y98YSmMXMTZrXMmZycjLW1tbEAe3aQQpOlofZUb5pxgEq82dq1a/nmm2+Q+hGaZguBMhmcO3uWb7/5GmdXV7x9fAm9fg2ALZs2MWvugidOHVIngOAmIdy4dgWdTtKyfSeuXbrAsgU/o9Fq6NC9DyXLlge4q5OyRa1iLgXdwHnapOCOaqSpvFw4Aw/NyWxIKaUQIhGwRglRKRD4+zhdX//nqS7lKlT8C3DK4hnYrBcNwN7enj+WL6Nz1zfQoczHBkMN0ow6g7GGXlfNYCSZGlwWVtaULV+B8hUqPM/XMmJqIOgAabLBdMaXEs6fO8vUb77GJcOcvHvnTn5asIhdO/+mzesdjQZacI2qNGoaQnxcHHWDG9CuY2cuXTzPwrk/odVq6d77LcqWK58AtPFzdUiXSFIAeZonLcdG2otypAkhXkXxgmmBuVLKLzM5rgOwAhgHXE8/Nrkwqz5etCftMYrCdYGjmKv92ptRj94B5pctW57B7/XHxdUVH19fHkRFcf9+BInxCfzw889YWVmZ1jkjoEplmjdvTlxcHA0bNKRzly6MGjWK0NBQbt26xeBBg3BwyOJrC41Zb9ozG2KGc5h7Dxw4eJAGDRroa7Vlrra8Y/t2OnbtRtNmIUYjLioyimNHj1I7qC6pGYZYobI/Yyd+zf2I+7z3ZmeCGjRi4ZzvcXHzICkpEQ9PL7Qa8QhoVc2ncKi5PgsK+lhKLZkLexomhYt5NigVlecns6VOA4Y5ucAYaQAjP+y/49zdmNeALZfOn7OZM20Kzi6KofLwQRSR9yNITIhn6uyfsLKySte2XnVFOin6wQPCboQydPgnfDZ2NI9iY4iJjua772elzccy7eE7FROjz0xNy9Rc+GE399idTh7D1PMGbN++nQ5dutGkmZI0ERcXT0R4OLt27CAuLo53Bw7Rt1PaVKzsz/jJ3wBKlZzgho34adYM3N09SExMxMPDQwf0LOZqn/0K43mPPcr1aQ7DQ3O2kXolgtxGCKEFZgHNgDDgkBBijZlYUAdgEErZqwooIWLWQBPgBPDCjbSsPGn3gcJCCAspZUou9JWrFHWxX7BgyW/+N0KvDenQpRtNQ0LSLXV+NvoToqIi8fLyJiwsjHVr1zDg3ffS1eUc8M47NGrcmEmTJvHXX3+xe/duTpw8Sf169V7cwLNY5oyNjWXZ0qV89fXXTz1N915vMv27qaxdtYqA6tXp2fstPh09knYdO6d7+pszfSpW1mkOURc3N9w8vLh5/RpnTx5nwcr13L19m19/ni0/GD66s7+P09Hn/Yp5gCdwL5P6hvAck4KKSj7iRtZxO+Hor/28Gc6zU8HLcc+F8Jiue3duX9muU1dNgybN0q1cTPx0FA+jovDw8uLxo0csnv8zvfv1p2Jlf7748huklLR7tSklS5Xh088nAvDT7JmcPHmSOnXrGVc/UqVMWyw1uftNjbfcQmdmesm4xXSu7dq9FzOnf8ufv/+G1sKS4sX9KFrcjw+HDqNGnSB0EpYvWcT1q1cZPmZc2jmQlK9UmZs3Qjl94jjL12zk7u3bDH2//7ZtmzeuyMWv9CLxQjFkzPFcnrQXtNxZC7gspbwKIIT4DaWKwNkMx30BfAV8jJJIeVh/vD3wx9M6yYbrJlMynRT0LvdIIN9TvjOjT/euQ3u82WfWoQP7GfLBeyycP4/w8HCGDR7Indt3cHFxRYNSQWDb1i362IS09v7+/oSGXgegRo0a7Nq1C63GJJMnY9q1uc+58Lpy9RoTJkxg+owZfDRsGNY2tsrypn6cGZc6pQR7BwdGfzqOabNms3njBpKSkgi/c4eevdMnDfgUKWIMyjUkWjg4OHLp3GmKFvfD1q4QToULc/ifvdv9fZw25v7/0gshqwkBnnNSUFHJJ54WXH0X5dovkJTzdFzdtEXrgUcO/MMng99n2cL5RISHM2roIMLv3MbJ2QWAO3dusWP7VsLvpiXECSFo3bY9vsWKMWHcWE4cP8bxY0epUasOgDFRCpR50fAyoJMy3Su7ZGyf0Utm2p9hLKbJAFKCVqslLi6erj3eJPJ+BAOHDWfj+jW0btfBeKy3TxG8fYoYz2vQQDt7+hRF9EadnV0hgLnbt2zKaDAUSIQQdijepczqyhoSB7KNJO3vm53XM+ALmIrrhum3GRFCBAJFzWWsAslAyad1klvLnVey2G+YFG7nQl8vBA9Prw8/GTvOSSPo8UanDvTq3Ydvp3/PjGnfcujgAYLrB9OiZUtatmr1RNuTJ0/StVs3wm7dYty4cWzfvp1169axes0a6tSuTatWrYwJCUDWAf/PitCQmJjIsePH2bN7NzGxsfj5+TFw0CAK2Stu/YwBp+YCUzesW8vf27eh1VpQtmx5Vv25Amsba+wKFUr35NGuYxd0Er76fCwTRg0nPj6Oeg2b4OXjS/idO3w+fDBXL188deLwwQ+e74vlKaqRpvJfJKvwEyjgRhpAk5pVZhUv/qkTMLFf90506dmbCVOn8/PMaRw7dJA69etTskxZlq9OE6bXSeXh8czpk3To0pUu3XsydsTHdOzSlZiYaJz1xp0Q6b0qhtg1A6Yhbzkx1Ewx1zqzQP8L586yZPFCSpUpQ2JCAhvWraFMufLcvBGKq5s7doUKGY8PbtiY4IaN0SE5d/ok4z75mPi4eF5p1AQXV1f69H+Pd3p1u75962YbYMpzfYm8wxOlclFWKxsBOT15Dpc73YQQh00+/ySl/OlZGwshNMC3QG/9psrAt0KIaJRQm4o8Q2H73NBJWwask1IuyWT/RuB7c6UeCgpCiHZarbbFa+3aN/f09CyenJyMRmiIi3vM11O/xd7OznAcANWqVCYkQ0xa/Xp1KV26DE5OjvTr1w9/f38OHDjAtm3bSExMpG5QELVr18bV1fWZx2VI37516xZhYWFcv3aN+IQEpJRYWlpStWpV6tevj71DWpWXjMYZPFvmkJRw6OABqlYLRKsPSpVSeUqTMr2xl6aArWz7c9ni7WOGvN80G3/yfEcI8TYQJKV8K5P9HwOeUspheTsyFZWcI4QYDRQyJwiq3z8FCJdSfpO3I3t2DOWjGjYNCfIrWbpqSkoyQl/Ob/yXU7ArpMzHhmSAV2oqwfMJ8XHUe6UB7Tt2pkWjYEqWKo2lpSVOhQvT//2B2Nra4ObmbtJP+n41WSUsZLL9WX49zS21mf7srl29itpBdXF2cUGj1Zptl1UFATPsB5r4uTrkW93s7KIvIfmdlLJOJvtbAh9KKVtk99wVq1aTSzfsyPaYqhVxzlInTT/mcVLK5vrPnwBIKSfrPzuhOLAe6Zt4A7HAJ8AZIFRKeetp43jRiQMAd8jgAixoSClXAasiYh7bCdgO1DEtAZWRE6dOG98bDtm7L62ykOFmr1OnDnXq1EGn03HgwAGW/fYbkZGRCCH0Qf1padyG9waDSgiBpaUlXl5e+Pj4ULFiRV5t0RI7vcFoHDsZXfbpvpeyzfjZcIz5Gzzsxg0qVKyErYVFOtVqieSVxk2pWr2W8v3Qaw8pzbZ36NYz2zdOAcCXp3vSKmWxX0WlIOIOZJW0cwd4UlCsAGGYjy/fixHAr0KINyBzI2r3oRNPzNUb9bUaDZujoiJZsnABjZo0I+LePapUrYq7h2e6NnmhSZJx6r158wZXr1yiVZu2yv4s2t4LD2fJL2lzcoMmTalWo1bGwy6iZHK+NAaaHh+yno+fI3EAknMjC+RJDgFlhBAlgFtAV+CNtH5lNCarMUKIncAwQ0zas/KiEwcALqFUfy/wuDsWirsf87iVRlE+9gF0t2/f0vz8ww8Oij9J0Lx580evvPJKHGn2kS7je51EakTado1GowsKCpJBQUFmjzdtl8l+Q/KlIVnTuF0vd5Z2jGKZSRTRf5PthuOlwRGmHGPSp6WlhWdUVGSUb6FC8R6ennLoyFE6KZE6ZWrRvxcS0GmklDpBKjC9gqdjunJgLwllUbTyMkNNHFB5GXEDjmSx/xJKVlmBp7SHo7x8L6Y3ip5ldUDevX1bLJw7xwEkSGTjZs0f1akXHE+GOVEjjKFIOkA6u7jqPhwyTALywrmzlrt27LANCKz+aPPGdU7+VQIeP3r0SNy8EWrVvkOn+3v37HJ0dXFNLFOufNzlSxdt/EqUjEtMTBCJiYmiUCH7ZDs7u1RXV9cknZTSysoq3Ryexft02xISEjh+9IiDvYND8rsfDo592jmEQHp4esohI0alfU9FIiDj8Yv9XB0iX+T/ywuiHFln0j9H+MmLye6UUqYIIT4ANqMsX86XUp4RQnwOHJZSrsmNfnJjuTMMZdnIbHV6vev6LSnla8/VkYpKLiKEOAoMkFIezGR/HWC6lLJ23o5MRSXnCCE2oywbbcpkfxlgs5TyqQHLKip5hRBiEbBDSrkgk/32KMv02RYhLV8lQM5fsz3bY6pXwi3Xa3fmhOfypAllre5pnrTzKNogKioFAn1AZzkgK3HHHGcTqajkI0+T4LgGeAshbKWUBUorTeX/mgrAD1nsfwxohRB2Usq47Jz4BS535gnPu9xpDyQ/5Wa/AhQRQthIKV+2dXKV/yZFUVTZM0v3hucsQ6Kikk9kGSOsX6K5grLcfyLPRqWikgl6Z0954Fxmx+irZUSgCMFmy0iD/K/dKYSwAToCLVEMUjuU+NB9wJKMArimPK9OWmEgTmRRzFJKmYzy9PZSxKWp/F9QkSwmBD3xgL2+FqKKystCYZ7+I3YO5R5QUSkIFAEeSSkfPuW4xyhlz7KFIaA7u6/cQgjRDPgbZfVmLorgbTDwPspqzhdCiExFbZ/3BygMRXyuNvBvFscdAWoCJ5+zPxWV3KAmWQdXA7wG7CmIlTJUVLJgJ9AGmJfFMYb5eFleDEhF5Sk8dT4WQpQHnHj6w/UTSClJzljjMG85B9QzowF3D0WKY5EQwi+zxs/lSdN3Ohfo95RD/wHqPk9fKiq5SF2UazIr+gE/58FYVFRyk59R52OVl4tnmY/fBhbqV+ayTarM/iu3kFKGZSHSazjmemb7cqMs1ELgdSGEYxbH7AeCcqEvFZXnQp80UJssJgUhRHGUp7s/82pcKiq5xCaUGGD/LI45DPjr42RUVPKbILKej62AXmTtHc4Ug35Udl+5jRCigxDiohAixuQV+7R2z22kSSnvAjtQhNwy4yFQXAiR7fVkFZVcpjxKzE5Wy5h9gaVq9pvKy4Z+eX4BiuchM7Qo4puBeTIoFZVM0Btg1YCoLA5rC5yRUl7KSR9Kdqcu268XwFfAa1JKR5OXw9Ma5YYnDbJwsQshAoA9KPFrZks+qKjkIUEoEgX7hRBPaEUJIbQoRpq61KnysjIP6G7OUyaE8AF2oyTGqEueKvlNNZTYrE1CiMyux+cOPcnP5U4T7qGISWeL3DLStgAeQoiOptlw+qyGLcAQ4FegWS71p6KSU0KAGcB0YK8QwihWKISwBt4Fbksp1SQXlZcSfXzLEWCoEMJYR04IUQllWek3YDzqfKyS/4QAfwF9gFVCiPaGHUIIrRCiOYohtzKnHRSU5U6UMIPfhRDd9UufHYQQHZ7WKFfkBaSUqfryCJ8CPwgh1qDIbnwIdJBS7hFCVAeWAENzo08Vleyif4AIAYZIKW8LIW4BG4QQX6Ms/bQATgFqUXWVl51RwNfACCHEFpS44JHAR1LKX/UxxAuFEIWklI/zc6Aq/9e0BMZKKbcJIVoAa4QQ1QAPoB1KPc8Pn0djVcnuLBBitvZADOnLsgmeEvucaxpQUsq1wFp90HV7FFd6QymlIWX2GOAkhCglpbySW/2qqGSDIOCalPI2gJRytRDiLvARio7NUH2MpYrKS42U8gjQRAjhhiLJ0Rx4Q0q5Xb8/RghxEOUHI1dqDKqoZAchhDuKXt8eUK5ZIUQ94EvgKFBfSnk5N/p6QZ6xbCGl7JuTdrku1CmlDAWm6V+m23VCiI0o3oqZud2visoz0BLYYLpBSnkA6Jw/w1FRebFIKe8D8/WvjGxAuSdUI00lP2gO/C2lTDRs0C/VZ5WEmG0MiQP5jRDis6x2SynHmduRWzFpz8oGoFUe96miYqAVGYw0FZX/YzYArbKqGKOi8gLJk/lYUmASB2IzvB6h2GDtUULFzJLXJW82A3OFEG76JzwVlTxBCFEBpa7hgfwei4pKAeE8yg9FHZ4uJqqikmsIIQqhrKoNyYv+Cshy57cAQghbFAO1K0od6d+B1zNrl6dGmpQyVgixAWV5aXZe9q3yf093FO2z1PweiIpKQUBftPpXoAeqkaaSt7QB/smLGGApJUkFYLkTQAjRGSWhZzHwmZTyzNPa5PVyJyhSHD3yoV+V/1P0VQZ6oFx7KioqaSwFOutFRVVU8oqe5NF8LIFUncz26wVxETiIojLQ1pxWZ0byw0jbCpQSQpTOh75V/j+ph7KscyK/B6KiUpCQUl5DWfZ8Nb/HovL/gRDCE0X9YVVe9CdlwTHSpJTHpZSdUbKqbwLfCyH2CiEGZ9Ymr2PSkFImCyF+Q/FsjMvr/lX+L+kJLH5akVsVlf9TFqPcI2qWp0pe0BVYk1f6fBJJUkr+L3cKIf5G0UUzYPg9cgS+JYMihoE8N9L0zAM2CiEm5rSqvYrKsyCEKAx0Airl91hUVAooy4EvhRC+Uspb+T0Ylf8u+tCTd4H+edap3pNWAMiRSHq+GGlSypNCiItAB5QSJSoqL4q3gA0GAVsVFZX0SCmjhRBLgQHA2Pwej8p/mhAgAaV+bJ5giEnLb6SUR3PSLj9i0gxMBwblY/8q/3H0xdI/QLnWVFRUMud74B1zRdlVVHKRQcD0vAw9kRKSUnTZfuUWQoi3hBDT9KUxM+4rLIToKYTYmln7/DTS1gKeQoha+TgGlf82bYC7UsqD+T0QFZWCjJTyAkpR9m75PRaV/yZCiPIoNZKX5WW/kuwnDeSm501KOQ9YDYwUQtwUQhzWJwtcQCmJVRTomFn7/IpJMxRln4kiZqdODCovgiGoXjQVlWdlOvC1EOIXNclG5QUwCPjpeYql5wQpISWflzullDuAHfqYPD/AFrgtpXzwtLb56UkD+BloLISomM/jUPmPIYRoDHgDK/J7LCoqLwlbgBSUMjUqKrmGEKIYioj9jLzuO7+XO9OPReqklFellGeexUCDfDbSpJSxwFQgq8KjKirZQl+L8HNgvJQyJb/Ho6LyMqD3nn0KjNc/8auo5BajUbxoEfnReaqU2X4VFArCjTgLaCCEqJLfA1H5zxACuJLHsQ8qKv8BNgCPUWRrVFSeGyFECZSYqyn50X9+x6Q9L/lupOkF7b5GFbZVyQVMvGjj1DqdKirZw8SbNk6fHa2i8ryMAWZJKSPzo/OCtNyZE/LdSNPzA1BLCBGU3wNReel5HSUo84/8HoiKykvKViAC6J3P41B5yRFCVAJeA77LrzEoOmm6bL8KCvmW3WmKlDJeCDECmCmEqKV6QFRyghDCDiXGsY+UsuDcZSoqLxFSSqmvJbhBCPGnlPJhfo9J5eVDv6rxPfD5swbJvwikLBhloXJKQfGkASwF4lAU4lVUcsII4IA+3VlFRSWH6NXRVwHj83ssKi8tnVBig+fk5yAMEhzZfT0LQohXhRAXhBCXhRAjzewfKoQ4K4Q4KYTYLoQont3xFxgjTR8L8SH8r707j7K6Pu84/v6EBjGose5R2qqBBG0kUXBN49KKCzY2xlglkqIpejSaeOp2ajXWYjSm2RfTikg0iukRaxAVBI1LRSQsUndjSOMCBg2aqBGRZT794/udMAzrHebO93fvfV7n/I4zw70zzyD3e5/fd3keLpe0Tel4QmORtDtwFl3sjxZCWMPFwHBJe5UOJDQWSX1JBwW+WPqEfXtbqO4+OJD3bF4NHA3sSXqtdC4nNg8YYnsQqRzUv9caf2WSNADb/0v6Ra4oHUtoHHla/dvAt2y/VDqeEJpB3uh9GWkbSqXeK0LlXQxMt91jPTrXpX25sw4HB/YD5ue6Z8tIfcj/rtPPvt/2kvzpTKBfrfFX8YV3CfBJSYeVDiQ0jOFAf9J+tBBC97kG6ENqvh7CBkkaAoyiQqsadSrBsQvQcVJgQf7auvwjMKXW2CtxcKAj27+TdDowTtKgXPA2hLWStDNpFm2Y7XdLxxNCM8nt+0YC0yVNsz2/dEyhuiT1AW4AzrH9cul4IO1J62Lds+0kzenw+RjbY7ryjSSNAIYAh9T63MolaQC2J0u6lzQzcnrpeEI15WXOa4H/sD23dDwhNCPbz0r6CnC9pEPi9H1Yj9HA06Slv0qwYWXXTncutj1kPX++kNQcvV2//LXVSDqctPx7SFcmEqq43NnuPOAIScNKBxIq6/Ok/pyxhzGE+voeqa/nuaUDCehhHAQAAAw7SURBVNUk6ePACOAL+SBgRRi79msjzAYGSNpNUm/gJGBSxwdI2pu0ZeBY2692JfpKzqQB2H5T0inAzZL2tb1GhhpaVz5FcxVwmO3lpeMJoZnZbpN0KvBzSQ/anlU6plAdkrYFxgNnlOrPuT6uQ5sn2ysknQ1MBXoB42w/JWk0MMf2JODrwBbAhLTww4u2j63l51Q2SQOw/YCkHwC3SDosn6AILU7SlsBtwAW2nywdTwitwPav837hCZIG215cOqZQXi5FMR6YkBOTSknLnfWZ2LM9mdTvtuPXLu3w8eGb+jOqvNzZ7irgNVJGGlpc3oc2DnjQ9vWFwwmhpdieSNpvdHP09gzZl0kngC8qHci61Gm5s0dUPknL7X1GAn8raXjpeEJx/wTsCpxTOI4QWtXFpFWYywrHEQqTdDSp3MZJpYvWrpOhrc01X1VR6eXOdrksx/HAPZJ+aXvOBp8Umo6kI4ELgQNsLy0dTwitKO/FGQ7MlvSE7VtKxxR6nqQ9gOuB420vKhzOOhnTFr076y93IxgFTMotgEILkbQPcCPwadvPFw4nhJZm+xXgk6RuBAeXjif0rFyfcgpwvu3ppeNZL0ObXfNVFQ0xk9bO9u2S+gFTJB2U25aEJidpV+AO0smhGWWjCSEA2H5M0smkgwSH2n6mdEyh/vLBrbuAa23fWDqejVGP0509paGSNADbV0v6c9KM2uG23ykdU6gfSduQ7ti+Zvu20vGEEFaxfY+kC4HJ+cb5N6VjCvUj6b3ABGAWcGXhcDaK7a4Ws62Ehlnu7OQi4Hngv3MbitCEJL2flKDdZft7peMJIazJ9g3AWGCapO1LxxPqQ9KfkLacLAfOqlbB2vWL0509LJ/4PAX4A5GoNaWcoE0j3bFdUDicEML6XQlMBO6LRK355ATtJmBr4ITKnuRci/Y6abVeVdGQSRpArjJ/MvA2kag1lU4J2pca6Y4thFaUX6OXEola0+mUoH2qEU/Wu801X1XRsEkarDVR27xwSGETSdqaSNBCaDhrSdR2KBxS2ER5D1pDJ2g4krSiOiRqvyfVUdu2cEihi/KBkOnAw0SCFkLD6ZCoTQBmSBpQOKTQRZK2Au4E+tKoCRqpTtrKlW01X1XR8Eka/DFR+xz5DV7SboVDCjWS9FFScnad7XMjQQuhMTkZDXwV+B9JB5SOKdQm10F7EPg1cFyjJmhAzKRVhe022/8MfB+YLmlI6ZjCxpE0FLgHONf2t0vHE0LYdLavAz5PKpf0qdLxhI0j6S+BGcAtwJmNdEhgXaItVIXkOmoLSQVvz4qWJdWVm6WfCfwrqbXIQ4VDCiF0I9tTcn/HSZIGkuodVucdMKxG0jHAj4DzGqVQ7YbYpq1Cy5e1arokDcD2REkvALdKOgi4IC+JhoqQ1Bf4T2Av4CDbvyocUgihDmzPlbQ/aZ/aAZJG2n6jdFxhFUm9SDfLp5KWNx8uHFK3qtLMWK2aZrmzM9vzgCFAf+D+vMYeKkDSh4CZwEoiQQuh6dleABwCvATMkTSocEghk7QdMBn4BDCk2RI0ALetrPmqiqZN0gBs/w44llS1fo6kowqH1NKUDCcd8Pg+cKrtJYXDCiH0ANvLbH8RuAz4maTT8paHUIikg4E5wDxgqO1XCofU7ew22lYsq/mqiqZc7uwodye4QtIM4EeSpgLn236rcGgtJRe3/CGwJ3C07bmFQwohFGB7vKR5pBZDx0k6zfbC0nG1klxT9ArgROB023cVDql+DF5ZnZmxWjX1TFpHtu8HBgG9gMclHVo2otaRT3Y9RjrOPTgStBBam+2ngQOAnwPzJJ0cs2o9Q9J+pJmzDwCDmjpBA8ANvdzZ9DNpHdl+ExiVT7CMlzQRuCQvi4ZuJukDwDeA/Un93ppur0MIoWvyYa5/k3QH8GPgBEnn2H6hcGhNSdKWwJeBfyAVC2+Nygd2pZYva9UyM2kd5TuHvUi//zOSRklqyb+LepDUW9L5wBPAi8BHI0ELIayN7UdJh7zmAnMlXRot/rpP3gv8WeAZYEfSeNwaCRqp40Ajz6S1bGJi+3XbZwLDSMeOZ+Zp4LAJcmHax4C/Jp3cvMj224XDCiFUmO2lti8HBpO2pTwl6dhYAt00+RTtg8B5wN/bHtmMhwPWy2blimU1X1XRsklau3wX91ek04YTJU3IFZdDDSTtL+luUu2zC4FjbD9XOKwQQgOx/YLtzwCnA1cBD+QTiKEGkvpL+jGpk8t4YD/bMwqHVYZjJq3h5V5zNwIDgFnAfZJulvThwqFVnqTBku4kFar8KbCH7TuiqngIoats30uaURtHOpV/by5MHtZD0m6SxpHqUP4SGGD7GtvVyTp6mIk6aU3D9tu2v04qgPskqQfoTZIGFw6tUvIeh4PzwYtJwN2sGgyqM08cQmhYtlfYvgEYCPwX8BNJd0saGsugq5P0EUljSTXPFgD9bV+eD8u1Npu25ctqvqoikrS1sP2W7StJydoTwE8lTZd0gqSWOhHbkaQ+kk4BHgWuJU2l97f9A9vvFg0uhNCUbC+3PZa00nEr8C3SnrUzcnu5liSpV9639zNgGumQ1odsX2r794XDq45Y7mxett+w/TVgd+A7wJeA/5N0saRdS8bWkyQNlHQF8Dyp+OG/kJY1r7b9TtHgQggtIXcsGEtaBj0bOAp4QdI3WqnNlKRdJF0APAdcQloS3tX2aNuvlY2uiho7SWvZWaFa2F5BuoO7VdI+wChSm6mngZuACc1Wa03SjsBJwOeAnYGfAIfafrZoYCGElpb3u95H2ju8O3AacIekN0jj8c25V2jTkLQV8GlgBLAPcFv+eGbs/10/27StWF46jC5T/P/tGkm9SXdyI4AjgYeAu4DJjVqMMTc+HwYcA+wL3E4a9O5r5Y2nIYRqy3UuP0Eaj48nbVO5k9Q4/OlGTGQk7QwcTRqP/wa4nzQe32l7acnYGkmvLXfy+/YeUfPz/vDQN+faHlKHkGoSSVo3kLQ1KWE7Jv/3FdLgMA2YVdXNm5K2AQ4EjiAlZ+8jxT0FmBr1zUIIjUZSH+BwVt1wmjSuTQVm2P5twfDWKe+v2xcYSor9L0jvIe03/7GU2QW9ttjRfT722Zqft+Th72wwSZN0FPBdUrvJsbav6vTnm5G6aQwGXgNOtP18LXFEktbNJPUiVc8eRrr72RuYDzySr1nA/NwSpSfj2gz4MKlF04H56gfMBu4lDQSPN+IdZwghrE0+BbonaTweShr/XiWNxTNIvUOf7em9tfkA2u6kpKx9PB4IPA48QBqPZ+atNmETvKfvDt7sIyfU/Lyls3643iQtv9c/R/p3tYD0Xjo896Vtf8wXSP1Rz5B0EnCc7RNriSOStDrLy6IfI70IDyJl1P1IzcafyddzwEJgEfAb4PVak6U83b8dsFO++pGSsj3y9Wekjf+zSYPTI8CTMQiEEFpFfmPdgzQWHwjsR0qWXgaeJY3Hz5LedNvH48W1bvfIyeGfsmo83pk0Hg/MP/+D+fvPZdUN/KOxjNn93tN3e/fe8/ian/funGs2lKQdCFxm+8j8+UUAtr/a4TFT82MeyYn5ImD7Wt7f4+BAneW6YbPy9V3443T8AFYlUEew6sW8E7CFpN8CbwFLO10C+nS6tiIlaG+Q/hEsIg06vwCuJw08v4oaZiGEVpaTrSfzNQZA0ntJiVp7AvVxUlLVPh5vI2kx8Carj8XvkJZSO4/HfUk9MpewajxeRLoZv418Y257Sd1/4QBQr9OauwAvdfh8AWmmdq2Psb0iH27ZFli8sT8kkrQC8t3SE/laQ16a3JG0R2xzVr34NwfaWDNxewt4taeXUEMIodHlcfMX+bq985/nGZAdgC1ZPRnbnFTG6h1WH4+XAK/ErFg1eMniqcseHbtdF57aR9KcDp+PsT2mu+LaWJGkVVAuDPti6ThCCKHV5S0hL5eOI3SN7aPq9K0XkrYRteuXv7a2xyzIyf77SQcINloUsw0hhBBCqM1sYEDul9qbVFd0UqfHTAJG5o8/QypnVdN+85hJCyGEEEKoQd5jdjaptEsvYJztpySNBubYngRcB9woaT7wOimRq0mc7gwhhBBCqKBY7gwhhBBCqKBI0kIIIYQQKiiStBBCCCGECookLYQQQgihgiJJCyGEEEKooEjSQgghhBAqKJK0EEIIIYQKiiQthBBCCKGC/h8u59LkQ0ak5QAAAABJRU5ErkJggg==\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "fig, axes = plt.subplots(nrows=1, ncols=2, figsize=(10, 6), gridspec_kw=dict(width_ratios=[0.92, 1]))\n",
        "\n",
        "glm_hbo = glm_est.copy().pick(picks=\"hbo\")\n",
        "conditions = ['Tapping_Right']\n",
        "\n",
        "glm_hbo.plot_topo(axes=axes[0], colorbar=False, conditions=conditions)\n",
        "\n",
        "glm_hbo.copy().pick(picks=range(10)).plot_topo(conditions=conditions, axes=axes[1], colorbar=False, vlim=(-16, 16))\n",
        "glm_hbo.copy().pick(picks=range(10, 20)).plot_topo(conditions=conditions, axes=axes[1], colorbar=False, vlim=(-16, 16))\n",
        "\n",
        "axes[0].set_title(\"Smoothed across hemispheres\")\n",
        "axes[1].set_title(\"Hemispheres plotted independently\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 312
        },
        "id": "rYlXmWMixpSq",
        "outputId": "c5c8ea3c-db32-419e-d66f-91bb221e00a1"
      },
      "execution_count": 100,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Text(0.5, 1.0, 'Hemispheres plotted independently')"
            ]
          },
          "metadata": {},
          "execution_count": 100
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 720x432 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#Another way to view the data is to project the GLM estimates to the nearest cortical surface\n",
        "#glm_est.copy().surface_projection(condition=\"Tapping_Right\", view=\"dorsal\", chroma=\"hbo\")"
      ],
      "metadata": {
        "id": "ik7cPlmXxtfg"
      },
      "execution_count": 101,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "#Analyse regions of interest (ROI)\n",
        "left = [[1, 1], [1, 2], [1, 3], [2, 1], [2, 3],\n",
        "        [2, 4], [3, 2], [3, 3], [4, 3], [4, 4]]\n",
        "right = [[5, 5], [5, 6], [5, 7], [6, 5], [6, 7],\n",
        "         [6, 8], [7, 6], [7, 7], [8, 7], [8, 8]]\n",
        "\n",
        "groups = dict(Left_ROI=picks_pair_to_idx(raw_haemo, left),\n",
        "              Right_ROI=picks_pair_to_idx(raw_haemo, right))\n",
        "\n",
        "conditions = ['Control', 'Tapping_Left', 'Tapping_Right']\n",
        "\n",
        "df = glm_est.to_dataframe_region_of_interest(groups, conditions)"
      ],
      "metadata": {
        "id": "JecjggqoxxSc"
      },
      "execution_count": 102,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "df"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 425
        },
        "id": "O7XPob1rx4mY",
        "outputId": "5cbd2829-fff0-4e89-c4f6-a7630bb1e2e8"
      },
      "execution_count": 103,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "         ROI      Condition Chroma         theta        se          t  dfe  \\\n",
              "0   Left_ROI        Control    hbo -1.690850e-07  0.906548  -0.186515   35   \n",
              "1   Left_ROI        Control    hbr  1.621215e-07  0.510929   0.317307   35   \n",
              "2  Right_ROI        Control    hbo  3.814778e-08  0.941335   0.040525   35   \n",
              "3  Right_ROI        Control    hbr -1.034544e-07  0.532735  -0.194195   35   \n",
              "0   Left_ROI   Tapping_Left    hbo  4.808888e-06  0.919870   5.227791   35   \n",
              "1   Left_ROI   Tapping_Left    hbr -1.837941e-06  0.518407  -3.545361   35   \n",
              "2  Right_ROI   Tapping_Left    hbo  9.219006e-06  0.955125   9.652143   35   \n",
              "3  Right_ROI   Tapping_Left    hbr -3.877839e-06  0.540531  -7.174123   35   \n",
              "0   Left_ROI  Tapping_Right    hbo  9.738244e-06  0.922471  10.556691   35   \n",
              "1   Left_ROI  Tapping_Right    hbr -3.240867e-06  0.519857  -6.234145   35   \n",
              "2  Right_ROI  Tapping_Right    hbo  5.997574e-06  0.957747   6.262169   35   \n",
              "3  Right_ROI  Tapping_Right    hbr -2.408893e-06  0.542023  -4.444261   35   \n",
              "\n",
              "              p                Weighted  \n",
              "0  8.531176e-01  Inverse standard error  \n",
              "1  7.528959e-01  Inverse standard error  \n",
              "2  9.679047e-01  Inverse standard error  \n",
              "3  8.471461e-01  Inverse standard error  \n",
              "0  8.051619e-06  Inverse standard error  \n",
              "1  1.136272e-03  Inverse standard error  \n",
              "2  2.123476e-11  Inverse standard error  \n",
              "3  2.280434e-08  Inverse standard error  \n",
              "0  2.015806e-12  Inverse standard error  \n",
              "1  3.799977e-07  Inverse standard error  \n",
              "2  3.491383e-07  Inverse standard error  \n",
              "3  8.484410e-05  Inverse standard error  "
            ],
            "text/html": [
              "\n",
              "  <div id=\"df-08c50531-9468-4ad1-8511-145fe354c76f\">\n",
              "    <div class=\"colab-df-container\">\n",
              "      <div>\n",
              "<style scoped>\n",
              "    .dataframe tbody tr th:only-of-type {\n",
              "        vertical-align: middle;\n",
              "    }\n",
              "\n",
              "    .dataframe tbody tr th {\n",
              "        vertical-align: top;\n",
              "    }\n",
              "\n",
              "    .dataframe thead th {\n",
              "        text-align: right;\n",
              "    }\n",
              "</style>\n",
              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>ROI</th>\n",
              "      <th>Condition</th>\n",
              "      <th>Chroma</th>\n",
              "      <th>theta</th>\n",
              "      <th>se</th>\n",
              "      <th>t</th>\n",
              "      <th>dfe</th>\n",
              "      <th>p</th>\n",
              "      <th>Weighted</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>Left_ROI</td>\n",
              "      <td>Control</td>\n",
              "      <td>hbo</td>\n",
              "      <td>-1.690850e-07</td>\n",
              "      <td>0.906548</td>\n",
              "      <td>-0.186515</td>\n",
              "      <td>35</td>\n",
              "      <td>8.531176e-01</td>\n",
              "      <td>Inverse standard error</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>Left_ROI</td>\n",
              "      <td>Control</td>\n",
              "      <td>hbr</td>\n",
              "      <td>1.621215e-07</td>\n",
              "      <td>0.510929</td>\n",
              "      <td>0.317307</td>\n",
              "      <td>35</td>\n",
              "      <td>7.528959e-01</td>\n",
              "      <td>Inverse standard error</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>Right_ROI</td>\n",
              "      <td>Control</td>\n",
              "      <td>hbo</td>\n",
              "      <td>3.814778e-08</td>\n",
              "      <td>0.941335</td>\n",
              "      <td>0.040525</td>\n",
              "      <td>35</td>\n",
              "      <td>9.679047e-01</td>\n",
              "      <td>Inverse standard error</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>Right_ROI</td>\n",
              "      <td>Control</td>\n",
              "      <td>hbr</td>\n",
              "      <td>-1.034544e-07</td>\n",
              "      <td>0.532735</td>\n",
              "      <td>-0.194195</td>\n",
              "      <td>35</td>\n",
              "      <td>8.471461e-01</td>\n",
              "      <td>Inverse standard error</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>Left_ROI</td>\n",
              "      <td>Tapping_Left</td>\n",
              "      <td>hbo</td>\n",
              "      <td>4.808888e-06</td>\n",
              "      <td>0.919870</td>\n",
              "      <td>5.227791</td>\n",
              "      <td>35</td>\n",
              "      <td>8.051619e-06</td>\n",
              "      <td>Inverse standard error</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>Left_ROI</td>\n",
              "      <td>Tapping_Left</td>\n",
              "      <td>hbr</td>\n",
              "      <td>-1.837941e-06</td>\n",
              "      <td>0.518407</td>\n",
              "      <td>-3.545361</td>\n",
              "      <td>35</td>\n",
              "      <td>1.136272e-03</td>\n",
              "      <td>Inverse standard error</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>Right_ROI</td>\n",
              "      <td>Tapping_Left</td>\n",
              "      <td>hbo</td>\n",
              "      <td>9.219006e-06</td>\n",
              "      <td>0.955125</td>\n",
              "      <td>9.652143</td>\n",
              "      <td>35</td>\n",
              "      <td>2.123476e-11</td>\n",
              "      <td>Inverse standard error</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>Right_ROI</td>\n",
              "      <td>Tapping_Left</td>\n",
              "      <td>hbr</td>\n",
              "      <td>-3.877839e-06</td>\n",
              "      <td>0.540531</td>\n",
              "      <td>-7.174123</td>\n",
              "      <td>35</td>\n",
              "      <td>2.280434e-08</td>\n",
              "      <td>Inverse standard error</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>Left_ROI</td>\n",
              "      <td>Tapping_Right</td>\n",
              "      <td>hbo</td>\n",
              "      <td>9.738244e-06</td>\n",
              "      <td>0.922471</td>\n",
              "      <td>10.556691</td>\n",
              "      <td>35</td>\n",
              "      <td>2.015806e-12</td>\n",
              "      <td>Inverse standard error</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>Left_ROI</td>\n",
              "      <td>Tapping_Right</td>\n",
              "      <td>hbr</td>\n",
              "      <td>-3.240867e-06</td>\n",
              "      <td>0.519857</td>\n",
              "      <td>-6.234145</td>\n",
              "      <td>35</td>\n",
              "      <td>3.799977e-07</td>\n",
              "      <td>Inverse standard error</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>Right_ROI</td>\n",
              "      <td>Tapping_Right</td>\n",
              "      <td>hbo</td>\n",
              "      <td>5.997574e-06</td>\n",
              "      <td>0.957747</td>\n",
              "      <td>6.262169</td>\n",
              "      <td>35</td>\n",
              "      <td>3.491383e-07</td>\n",
              "      <td>Inverse standard error</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>Right_ROI</td>\n",
              "      <td>Tapping_Right</td>\n",
              "      <td>hbr</td>\n",
              "      <td>-2.408893e-06</td>\n",
              "      <td>0.542023</td>\n",
              "      <td>-4.444261</td>\n",
              "      <td>35</td>\n",
              "      <td>8.484410e-05</td>\n",
              "      <td>Inverse standard error</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-08c50531-9468-4ad1-8511-145fe354c76f')\"\n",
              "              title=\"Convert this dataframe to an interactive table.\"\n",
              "              style=\"display:none;\">\n",
              "        \n",
              "  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
              "       width=\"24px\">\n",
              "    <path d=\"M0 0h24v24H0V0z\" fill=\"none\"/>\n",
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              "  </svg>\n",
              "      </button>\n",
              "      \n",
              "  <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      flex-wrap:wrap;\n",
              "      gap: 12px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
              "      border: none;\n",
              "      border-radius: 50%;\n",
              "      cursor: pointer;\n",
              "      display: none;\n",
              "      fill: #1967D2;\n",
              "      height: 32px;\n",
              "      padding: 0 0 0 0;\n",
              "      width: 32px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert:hover {\n",
              "      background-color: #E2EBFA;\n",
              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-08c50531-9468-4ad1-8511-145fe354c76f button.colab-df-convert');\n",
              "        buttonEl.style.display =\n",
              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-08c50531-9468-4ad1-8511-145fe354c76f');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 103
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#Compute contrasts\n",
        "contrast_matrix = np.eye(design_matrix.shape[1])\n",
        "basic_conts = dict([(column, contrast_matrix[i])\n",
        "                   for i, column in enumerate(design_matrix.columns)])\n",
        "contrast_LvR = basic_conts['Tapping_Left'] - basic_conts['Tapping_Right']\n",
        "\n",
        "contrast = glm_est.compute_contrast(contrast_LvR)\n",
        "contrast.plot_topo()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 647
        },
        "id": "hyJhO5Elx-GC",
        "outputId": "df19df29-303e-4d0a-dc3c-e4fb23fc2cc8"
      },
      "execution_count": 104,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<Figure size 864x504 with 3 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {},
          "execution_count": 104
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 864x504 with 3 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#export results\n",
        "df = glm_est.to_dataframe()"
      ],
      "metadata": {
        "id": "UqFoNLCbx-ve"
      },
      "execution_count": 105,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "df"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 423
        },
        "id": "ppcLeqNLyBEn",
        "outputId": "6c752ee2-559d-4f65-d2d0-a37072b516f7"
      },
      "execution_count": 106,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "variable      Condition    df           mse       p_value        se  \\\n",
              "0               Control  35.0  1.214297e-11  4.713574e-01  0.000001   \n",
              "1              ShortHbO  35.0  1.214297e-11  1.181445e-44  0.008238   \n",
              "2              ShortHbR  35.0  1.214297e-11  8.997220e-26  0.053564   \n",
              "3          Tapping_Left  35.0  1.214297e-11  2.519371e-08  0.000001   \n",
              "4         Tapping_Right  35.0  1.214297e-11  2.913915e-16  0.000001   \n",
              "...                 ...   ...           ...           ...       ...   \n",
              "1395            drift_5  35.0  1.491726e-11  8.900824e-03  0.000050   \n",
              "1396            drift_6  35.0  1.491726e-11  1.217067e-02  0.000050   \n",
              "1397            drift_7  35.0  1.491726e-11  9.923290e-01  0.000050   \n",
              "1398            drift_8  35.0  1.491726e-11  1.554665e-01  0.000050   \n",
              "1399            drift_9  35.0  1.491726e-11  5.603589e-02  0.000050   \n",
              "\n",
              "variable           t         theta Source Detector Chroma  Significant  \\\n",
              "0           0.728163  7.767152e-07      1        1    hbo        False   \n",
              "1         100.328915  8.264767e-01      1        1    hbo         True   \n",
              "2         -28.426520 -1.522633e+00      1        1    hbo         True   \n",
              "3           7.140427  7.728608e-06      1        1    hbo         True   \n",
              "4          14.386071  1.561573e-05      1        1    hbo         True   \n",
              "...              ...           ...    ...      ...    ...          ...   \n",
              "1395        2.770405  1.395917e-04      8        8    hbr         True   \n",
              "1396        2.644302  1.328702e-04      8        8    hbr         True   \n",
              "1397        0.009683  4.846988e-07      8        8    hbr        False   \n",
              "1398        1.451787  7.255342e-05      8        8    hbr        False   \n",
              "1399        1.976368  9.851469e-05      8        8    hbr        False   \n",
              "\n",
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              "4         S1_D1 hbo  \n",
              "...             ...  \n",
              "1395      S8_D8 hbr  \n",
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              "1397      S8_D8 hbr  \n",
              "1398      S8_D8 hbr  \n",
              "1399      S8_D8 hbr  \n",
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          "metadata": {},
          "execution_count": 106
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#Determine true and false positive rates\n",
        "(df\n",
        " .query('Condition in [\"Control\", \"Tapping_Left\", \"Tapping_Right\"]')\n",
        " .drop(['df', 'mse', 'p_value', 't'], axis=1)\n",
        " .groupby(['Condition', 'Chroma', 'ch_name'])\n",
        " .agg(['mean'])\n",
        " )"
      ],
      "metadata": {
        "colab": {
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          "height": 486
        },
        "id": "9Kmu3CqvyBqA",
        "outputId": "277ddf84-b947-444b-887a-c322cd4a667a"
      },
      "execution_count": 107,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "variable                                  se         theta Source Detector  \\\n",
              "                                        mean          mean   mean     mean   \n",
              "Condition     Chroma ch_name                                                 \n",
              "Control       hbo    S1_D1 hbo  1.066677e-06  7.767152e-07    1.0      1.0   \n",
              "                     S1_D2 hbo  7.491500e-07 -4.497856e-08    1.0      2.0   \n",
              "                     S1_D3 hbo  7.672949e-07  4.646158e-07    1.0      3.0   \n",
              "                     S2_D1 hbo  6.342857e-07 -5.627240e-07    2.0      1.0   \n",
              "                     S2_D3 hbo  8.390797e-07  8.605292e-07    2.0      3.0   \n",
              "...                                      ...           ...    ...      ...   \n",
              "Tapping_Right hbr    S6_D8 hbr  7.334896e-07 -4.239772e-06    6.0      8.0   \n",
              "                     S7_D6 hbr  6.292325e-07 -1.893321e-06    7.0      6.0   \n",
              "                     S7_D7 hbr  4.903269e-07 -2.039497e-06    7.0      7.0   \n",
              "                     S8_D7 hbr  6.149382e-07 -2.704977e-06    8.0      7.0   \n",
              "                     S8_D8 hbr  1.203101e-06 -2.265968e-06    8.0      8.0   \n",
              "\n",
              "variable                       Significant  \n",
              "                                      mean  \n",
              "Condition     Chroma ch_name                \n",
              "Control       hbo    S1_D1 hbo         0.0  \n",
              "                     S1_D2 hbo         0.0  \n",
              "                     S1_D3 hbo         0.0  \n",
              "                     S2_D1 hbo         0.0  \n",
              "                     S2_D3 hbo         0.0  \n",
              "...                                    ...  \n",
              "Tapping_Right hbr    S6_D8 hbr         1.0  \n",
              "                     S7_D6 hbr         1.0  \n",
              "                     S7_D7 hbr         1.0  \n",
              "                     S8_D7 hbr         1.0  \n",
              "                     S8_D8 hbr         0.0  \n",
              "\n",
              "[120 rows x 5 columns]"
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              "      <td>8.390797e-07</td>\n",
              "      <td>8.605292e-07</td>\n",
              "      <td>2.0</td>\n",
              "      <td>3.0</td>\n",
              "      <td>0.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>...</th>\n",
              "      <th>...</th>\n",
              "      <th>...</th>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th rowspan=\"5\" valign=\"top\">Tapping_Right</th>\n",
              "      <th rowspan=\"5\" valign=\"top\">hbr</th>\n",
              "      <th>S6_D8 hbr</th>\n",
              "      <td>7.334896e-07</td>\n",
              "      <td>-4.239772e-06</td>\n",
              "      <td>6.0</td>\n",
              "      <td>8.0</td>\n",
              "      <td>1.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>S7_D6 hbr</th>\n",
              "      <td>6.292325e-07</td>\n",
              "      <td>-1.893321e-06</td>\n",
              "      <td>7.0</td>\n",
              "      <td>6.0</td>\n",
              "      <td>1.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>S7_D7 hbr</th>\n",
              "      <td>4.903269e-07</td>\n",
              "      <td>-2.039497e-06</td>\n",
              "      <td>7.0</td>\n",
              "      <td>7.0</td>\n",
              "      <td>1.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>S8_D7 hbr</th>\n",
              "      <td>6.149382e-07</td>\n",
              "      <td>-2.704977e-06</td>\n",
              "      <td>8.0</td>\n",
              "      <td>7.0</td>\n",
              "      <td>1.0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>S8_D8 hbr</th>\n",
              "      <td>1.203101e-06</td>\n",
              "      <td>-2.265968e-06</td>\n",
              "      <td>8.0</td>\n",
              "      <td>8.0</td>\n",
              "      <td>0.0</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>120 rows × 5 columns</p>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-c629c382-7cfa-4537-a723-2e1ebab3ca06')\"\n",
              "              title=\"Convert this dataframe to an interactive table.\"\n",
              "              style=\"display:none;\">\n",
              "        \n",
              "  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
              "       width=\"24px\">\n",
              "    <path d=\"M0 0h24v24H0V0z\" fill=\"none\"/>\n",
              "    <path d=\"M18.56 5.44l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94zm-11 1L8.5 8.5l.94-2.06 2.06-.94-2.06-.94L8.5 2.5l-.94 2.06-2.06.94zm10 10l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94z\"/><path d=\"M17.41 7.96l-1.37-1.37c-.4-.4-.92-.59-1.43-.59-.52 0-1.04.2-1.43.59L10.3 9.45l-7.72 7.72c-.78.78-.78 2.05 0 2.83L4 21.41c.39.39.9.59 1.41.59.51 0 1.02-.2 1.41-.59l7.78-7.78 2.81-2.81c.8-.78.8-2.07 0-2.86zM5.41 20L4 18.59l7.72-7.72 1.47 1.35L5.41 20z\"/>\n",
              "  </svg>\n",
              "      </button>\n",
              "      \n",
              "  <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      flex-wrap:wrap;\n",
              "      gap: 12px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
              "      border: none;\n",
              "      border-radius: 50%;\n",
              "      cursor: pointer;\n",
              "      display: none;\n",
              "      fill: #1967D2;\n",
              "      height: 32px;\n",
              "      padding: 0 0 0 0;\n",
              "      width: 32px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert:hover {\n",
              "      background-color: #E2EBFA;\n",
              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-c629c382-7cfa-4537-a723-2e1ebab3ca06 button.colab-df-convert');\n",
              "        buttonEl.style.display =\n",
              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-c629c382-7cfa-4537-a723-2e1ebab3ca06');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 107
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [],
      "metadata": {
        "id": "Fb4WPQATyD_s"
      },
      "execution_count": 107,
      "outputs": []
    }
  ]
}