06_matplot_seaborn_plot.ipynb

{
  "nbformat": 4,
  "nbformat_minor": 0,
  "metadata": {
    "colab": {
      "provenance": [],
      "gpuType": "T4",
      "include_colab_link": true
    },
    "kernelspec": {
      "name": "python3",
      "display_name": "Python 3"
    },
    "language_info": {
      "name": "python"
    },
    "accelerator": "GPU"
  },
  "cells": [
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "view-in-github",
        "colab_type": "text"
      },
      "source": [
        "<a href=\"https://colab.research.google.com/github/ali3brt/-Ali3brt-s-Machine-Learning-and-Deep-Learning-Projects/blob/main/06_matplot_seaborn_plot.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Plots, Graphs and charts\n",
        "\n",
        "\n",
        "---\n",
        "Good resource if you want to learn more about matplotlib\n",
        "- https://github.com/matplotlib/AnatomyOfMatplotlib?tab=readme-ov-file\n",
        "\n",
        "Seaborn docs\n",
        "- https://seaborn.pydata.org/tutorial.html\n",
        "\n",
        "Plotly\n",
        "Docs\n",
        "- https://plotly.com/python/\n",
        "\n"
      ],
      "metadata": {
        "id": "M-H7raascVaf"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Confusion matrix - sklearn"
      ],
      "metadata": {
        "id": "3Ph-OWr_6pnI"
      },
      "execution_count": 1,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "import numpy as np\n",
        "import matplotlib.pyplot as plt\n",
        "from sklearn.metrics import ConfusionMatrixDisplay\n",
        "\n",
        "# Create a 2x2 confusion matrix\n",
        "cm_2x2 = np.array([[50, 10],  # True Positive, False Negative\n",
        "                   [5, 35]])  # False Positive, True Negative\n",
        "\n",
        "# Display the 2x2 confusion matrix\n",
        "disp = ConfusionMatrixDisplay(confusion_matrix=cm_2x2, display_labels=[\"Class 1\", \"Class 2\"])\n",
        "disp.plot(cmap=\"Blues\", xticks_rotation=45)\n",
        "\n",
        "plt.title(\"2x2 Confusion Matrix\")\n",
        "plt.show()\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 503
        },
        "id": "gEyDc2Ab6uLI",
        "outputId": "fb3e9e94-3adc-4678-8bff-23774bdefae0"
      },
      "execution_count": 2,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Create a 4x4 confusion matrix\n",
        "cm_4x4 = np.array([[40, 5, 8, 2],    # Class 1 predictions\n",
        "                   [4, 50, 6, 3],    # Class 2 predictions\n",
        "                   [5, 7, 45, 1],    # Class 3 predictions\n",
        "                   [2, 4, 3, 60]])   # Class 4 predictions\n",
        "\n",
        "# Display the 4x4 confusion matrix\n",
        "disp = ConfusionMatrixDisplay(confusion_matrix=cm_4x4, display_labels=[\"Class 1\", \"Class 2\", \"Class 3\", \"Class 4\"])\n",
        "disp.plot(cmap=\"Blues\", xticks_rotation=45)\n",
        "\n",
        "plt.title(\"4x4 Confusion Matrix\")\n",
        "plt.show()\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 503
        },
        "id": "fWt8RMwR9OjO",
        "outputId": "20e80d4e-38f9-4941-e14c-0a5039874aaf"
      },
      "execution_count": 3,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Create a 4x4 confusion matrix\n",
        "cm_4x4 = np.array([[40, 5, 8, 2],    # Class 1 predictions\n",
        "                   [4, 50, 6, 3],    # Class 2 predictions\n",
        "                   [5, 7, 45, 1],    # Class 3 predictions\n",
        "                   [2, 4, 3, 60]])   # Class 4 predictions\n",
        "\n",
        "# Display the 4x4 confusion matrix\n",
        "disp = ConfusionMatrixDisplay(confusion_matrix=cm_4x4, display_labels=[\"Class 1\", \"Class 2\", \"Class 3\", \"Class 4\"])\n",
        "disp.plot(cmap=\"Blues\", xticks_rotation=45)\n",
        "\n",
        "plt.title(\"4x4 Confusion Matrix\")\n",
        "plt.show()\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 503
        },
        "id": "1b6j7Ath9Rk-",
        "outputId": "26c75238-0022-43f1-b861-a742fd2296ed"
      },
      "execution_count": 4,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "import matplotlib.pyplot as plt\n",
        "import numpy as np\n",
        "from sklearn.metrics import ConfusionMatrixDisplay\n",
        "\n",
        "# Set global font size\n",
        "plt.rcParams.update({'font.size': 30})  # Change font size globally\n",
        "\n",
        "# Example: 3x3 confusion matrix\n",
        "cm_3x3 = np.array([[30, 5, 10],\n",
        "                   [7, 40, 8],\n",
        "                   [6, 4, 50]])\n",
        "disp = ConfusionMatrixDisplay(confusion_matrix=cm_3x3, display_labels=[\"Class 1\", \"Class 2\", \"Class 3\"])\n",
        "disp.plot(cmap=\"Blues\", xticks_rotation=45)\n",
        "\n",
        "plt.title(\"Confusion Matrix (Font Size Changed)\")\n",
        "plt.show()\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 647
        },
        "id": "YGkPdP0g9ZSH",
        "outputId": "188dbdcc-fa85-4599-c186-9cc92ca22f02"
      },
      "execution_count": 5,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Example: Manually adjust specific font sizes\n",
        "disp = ConfusionMatrixDisplay(confusion_matrix=cm_3x3, display_labels=[\"Class 1\", \"Class 2\", \"Class 3\"])\n",
        "fig, ax = plt.subplots(figsize=(8, 6))\n",
        "disp.plot(ax=ax, cmap=\"Blues\", xticks_rotation=45)\n",
        "\n",
        "# Change title font size\n",
        "ax.set_title(\"Confusion Matrix (Custom Font Sizes)\", fontsize=20)\n",
        "\n",
        "# Change x-axis and y-axis label font size\n",
        "ax.set_xlabel(\"Predicted Labels\", fontsize=16)\n",
        "ax.set_ylabel(\"True Labels\", fontsize=16)\n",
        "\n",
        "# Change tick label font size\n",
        "ax.tick_params(axis='x', labelsize=12)\n",
        "ax.tick_params(axis='y', labelsize=12)\n",
        "\n",
        "plt.show()\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 619
        },
        "id": "1wkCuyB197ZX",
        "outputId": "64a69856-a67f-4d43-92f2-083220bc38ab"
      },
      "execution_count": 6,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 800x600 with 2 Axes>"
            ],
            "image/png": 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qSly0u3HjxirLOjo6atT26tWrxRy0BQsWoFSpUrnK1KhRA9999x2ArMk/O3bsUNqeu7s7Fi9enGd+Ws7JPydPntSon6pk58qeOXMGDx8+FM9v3boVSUlJsLOzQ4cOHdRqq2TJkrC0tFR6v52dHaZPnw4gK18y5+93Qc2ePRulS5cuUBuNGzfGt99+CwDYs2cPli1bhjdv3uCzzz5DWloa7Ozs8Oeff8LISLu3spw50apez7p+3evCixcvxP+reh2ZmJjA1tZW6+vo+j2qbt26+Oqrr3Kdd3Nzw0cffQQAePXqFbp164bOnTvnKle1alU0bNgQgG5ed5cuXUKVKlWU3vr16ycp/+uvvwLImky7evVqmJmZ5Wpz0KBBaNGiBQBg+/bteP78udLrd+nSJc+5FnK5XJyYGBkZqTT3XVesrKywc+dOuLq6Asj6O/Hvv/9izJgxaNSoEezs7BAQEIAffvgBT58+1fn1165di3nz5gEAOnfujBkzZkjuP3nyJM6cOSOWLVGiRJ7ttG7dGp988gkA5MrJzX7N1KxZE9bW1kr7kt/fnZzvATnfo0n/GNRqKD4+Xvy/lZVVgds7fPgwAMDf3x9169ZVWm7QoEG56uSlZ8+eSicI1KpVS/y/Pl+ITk5O4h+Cv/76K9+kfk1kPzf29vYq1xAcOHBgrjp5+eSTTyCXy/O8r0KFCuIboy6fz/r164sTNdatWyeez55E07VrV3GigqYSExMRFhaGW7du4ebNm7h586ZkpYvr168XoOdvmZmZoWvXrjppa9q0aeLv7jfffIOePXsiODgYQFaAUaZMGa3bzjm5SdVapLp+3euCu7u7+P/81lktCF2/R/Xo0UPpfdWqVdOo3Lt+H0tPTxfX8m7VqlWeH5qzZT8f6enpKicDqlpx412/ZwcEBOD27dv4/vvvcz229PR0XLx4EZMnT4avry/mzJmjs+uePn0agwcPBpD1oWXdunW5/o7t2rULQNb7bpUqVVS2l/0h7+LFi5K/L9mvmRMnThRo5YKcQW/OD5ekfwxqNWRjYyP+PzExsUBtpaSk4P79+wCg8o8FkDW6mB183Lx5U2k5VTOyc74Qc/6Rftfkcjm6d+8OIGv00dfXF+PGjcO///6LmJiYArWd/dzUrFlT5bJkrq6u4uoJ2j6fwNtASNfPZ/ZobXZQ++TJE/EPY+/evTVq6/Xr15gwYQIqVKgAGxsbeHt7o3LlyuJIVM5NAV6/fq2T/pcrV07rwFuRqakp1q9fD0tLSyQlJWHnzp0AgE8//VRlQKCOnKuBqApqdfm615WGDRuibNmyAIBRo0YhICAAs2bNwunTp5GamqqTaxTGe1T58uWV3pdzFFidcrp43TVp0gRCVipenrecAenDhw/Fb4Lyez5y3m9I79mOjo744Ycf8PjxY9y6dQu///47hg4dKgkkk5OT8e2332LKlCkFvt7jx4/RpUsXpKamwsXFBbt27crzg+OlS5cAAMHBwfmumpA9wp2WliZ5jWe/d0ZGRqJy5cro0aMHVq9ejQcPHmjU55zvFUXl/YCyMKjVkJOTk/j/ly9fFqit6Oho8f/5faVpamoqXjuvZbmyqfqqOedXtBkZGep2s1AsWbJE/Ar90aNHmDt3Ltq1awcnJyfUqVMHc+fORWxsrMbtZj836nxF7ObmJqmTF1XPJ/D2OdX185n9deT9+/dx7tw5rFu3DoIgwMvLS/zqVR2XL19GxYoVMWvWLNy7dy/fnX60WRIrL7regalChQoYO3aseOzs7IylS5cWuN2cgbeqx67L172umJqaYvfu3fDz8wOQNSo1YcIENGzYEPb29mjdujU2bNhQoN9Nfb5HqVMuOy3iXcn5uPJ7PrLfXxTrKSrK79mVKlXCwIEDsWzZMty4cQPBwcHo1KmTeP+PP/6ocnnE/CQkJKBDhw6IiIiAmZkZtm/frvSbl4iICK2ukXNJtObNm2PJkiWwsLBAcnIyNm3ahP79+6NcuXLw9PTE0KFD1fq2Kud7Bdd0L1oY1Goo59djV65c0Vm7mq4paOhsbW2xa9cunD9/Ht988w1q1aoFY2NjZGZm4tKlSxg3bhzKly+vde6voT+fZcuWFRc2/+uvv8TUg169eqn92FJTU9GtWzdERkbC1NQUo0ePxn///Yfnz58jOTlZHInK+TVcfkGvuoyNjXXSTra4uDhxTU4ga0RZF68/Z2dn8f+qAo/Cet0XVKVKlRAUFIR//vkH/fv3F9NWkpKScODAAXz22WeoW7eu1gFBTob+mtK19/H5KF++PLZv3y6+N6Wnp+Off/7Rqi1BENCrVy/cuHEDALB8+XKVmzlkB/XVqlVDUFCQ2reSJUtK2hkxYgTCwsKwcOFCtG3bFnZ2dgCy5lf89ttv4rrLquR8r8hvkwrKGtk/evQoli5dipkzZ2Lu3Ln4+++/CyWlxkTnLRZz/v7+KFGiBF6/fo2TJ08iLi5O60kYOUez8hv9SU9PFyeraDp5StdkMhkEQch3lESdr2UCAgIQEBAAIOvrtePHj2PNmjXYvn07IiIi8PHHHyMkJAQWFhZq9c3R0RHPnz9XazQtOxdK38+nMr1798bp06exatUqJCcnA1B/wwUga4Hx7DeNpUuXSvKIc1IVzBUVX3zxhTgiZGNjg/j4ePTt2xc3btwo0B+VnEFtzlFJRbp83QPSEThVryN1XkPGxsbo3LmzOKnq+fPn2L9/P3799VdcvnwZly9fxpAhQ7QKPgz1Paqw5Hxc+T0fOXMti9PzYWRkhP79++P06dMAoPFX99kmTJggphKNHj0614Q8RdnfAiQkJKBy5cpaXTObi4sLRo0ahVGjRiEzMxPXrl3DP//8gyVLliAmJgYzZ85EnTp1JKPSOeV8ryjoZNh3ZerUqZKNdDTVp08fpZthKPPq1StMmzYNa9asUfpeVqtWLUyaNEnpc60pjtRqSCaToU+fPgCy/uD88ccfWrcll8tRrlw5AMD58+dVlr169aq4YkBBX9AFlZ1fqCoIEARB4zc7GxsbdOjQAdu2bcPIkSMBZP2BPnXqlNptZD83V65cUTkBLSIiQtxRSd/PpzLdunWDXC4XA9q6deuqzDNUdOvWLfH/2TnMecnOVVNG3yNSW7ZsEUeqBw4ciA0bNgDIyjMeNmxYgdouW7as+PXvvXv3lJbT5esekOboqnodqeqTMu7u7ujXrx/Onj2LmjVrAshaOUIxvUKdn6uhvkcVlpy/L/k9HxcuXBD/X1jPh75emx4eHgXqw/r16zF79mwAQJs2bTB37tx869SoUQNAVl6zLidnGRkZoWbNmvjhhx9w5MgR8byqXetyvi79/f111pfi5Pjx46hUqRJ+/fVXlR/OL1++jM6dO6NPnz46mQvAoFYLX3/9tfjGNnnyZNy9e1etepmZmVi/fr3kXPayL7du3ZK8CSrK+Uc0u46+ZG+nqyoY2rdvX4EmfTVv3lz8vyaTl7Kfm5iYGGzfvl1puZUrV4pftev7+VTG3t4enTt3hlwuh1wuF4MqdeUM6pW9qWRmZuL3339X2U7OvNPs7WTfladPn2LIkCEAsiaf/fzzz2jfvj2GDh0KANi4cWOu15QmTE1NUa9ePQBQuQwVoNvXfc4tnlW9jgqyDaepqSmaNGkCIOt3QfH1mP1zze9naojvUYXFxMREfE4PHTqkcpvs7OfDxMRE6bbDBaXuz1AdmqQe5fydzZ6sqK5z585hwIABAAA/Pz9s3LhRrSX5OnbsKPZz0aJFGl1TXTVr1hS/nVD1dyf7vcLd3d1gRmrfpVOnTqFt27a5nsPsbbW9vLxypaj9+eef+PTTTwucAsegVgslS5bEkiVLAGQFC02aNBGXeVHm9u3baN26da5PpMOGDRNf0IMHD5bs0Z7t4MGDWLlyJYCsr+vr1Kmji4ehtew39fPnz4tfQeX04sULfPnll0rrP3z4MN/n6+DBg+L/s4NodfTr108MPL755ps811O8fv06fvzxRwBZP8u81sIsKjZu3Ijk5GQkJydrPCqZPcIG5F6vMdt3332Xb45ozqWjCrIMjqYEQUCfPn0QHR0NExMTrFu3TpwVPX/+fFSoUAFAVo5czn3rNdWoUSMAwI0bN1QGB7p83Ts4OKBq1aoAspbjyisF5NSpUyr/eJ88eVLltyGpqali/6ytrSWpFsDbn2t+P1NDfI8qTCNGjACQ9fwOGDBAHJ3OadWqVeJ7WJcuXSSvIV3KbjciIqLAqyNMmzYN48aNw7Nnz1SWu379urierJGRkdprZgNZ36589NFHSElJgaOjI3bv3q12Gk+rVq3EVLW5c+eqHEkFgKCgIOzevVtybtOmTSonhF66dEn85kTV353sD3ctW7ZUq+9F0bx583Do0CG1b+PGjVOr3ejoaHTv3l3yPJcpUwY7duxAVFQUrly5gtDQUISFhYkDFtm2b9+OhQsXFuhxMadWS/369UN4eDgmT56MiIgING3aFK1atUKnTp3g5+cHe3t7REVF4d69e9i7dy/279+PjIwMyYQTAKhSpQq++eYbzJ07F9evX0fNmjXx7bffokaNGkhMTMTu3bvxyy+/ICMjA2ZmZvjtt9/09IjfGjx4MJYuXYr09HR06NABkydPRsOGDZGamorTp09jwYIFSEtLQ7ly5cTlgHJ6/PgxPvjgA1SqVAkfffQRateuLSbzP3nyBJs2bRLfsKpXr57v0jk5OTs7Y+7cuRgxYgTCw8NRq1YtjB8/HoGBgUhPT8fhw4cxd+5cJCQkQCaTYcWKFcV29uqHH34IFxcXRERE4Pvvv0dYWBg++ugjlChRAg8ePMDvv/+OI0eOoEGDBnl+OMkWGBgo/v/rr7/GxIkT4e7uLn7t6OXlBRMT3b+VLFy4UPw6cNKkSeIfNCBrxvi6desQGBiI2NhY9O7dG0ePHtVqE4ZOnTph2rRpSE1NxcmTJ1WOMurqdQ9kBUdDhgzBy5cv0ahRI0yaNAkVKlRAVFQU9u7di6VLl6J27drigvOKjhw5gh9++AGNGjVCu3btULVqVTg7OyMpKQn37t3D8uXLxQ8sAwYMyPUzCgwMxLFjx3Dx4kXMnj0bbdq0ET80WFhYiK9JQ3yPKkzt2rVD165dsWXLFhw8eBD16tXD6NGjUbFiRURHR2Pjxo1YtWoVgKxc2gULFhRaX7Jfm5mZmRg6dCi+/PJLyaYE2RMH1ZGQkID58+djwYIFaN68OZo1a4bq1avD2dkZgiDg0aNHOHDgANauXSt++Pvyyy8lH57z89lnn4mpA1OmTEFSUpLK5c48PT0lOfMbNmxAQEAAoqKi0L17d6xbtw7du3dHuXLlYGxsjIiICFy9ehW7d+/GuXPn8M0330iC7m+//RZDhw5Fp06d0LhxY5QvXx5WVlaIjIzEqVOnsHjxYgBZeerK5iDcv38fT548AQBxsxBDVKtWrUL5BmHu3LmSD0be3t44deqUJGUFyPrZLl++HKVLl8bEiRPF89OnT0e/fv20X0Hnne5fVgxt27ZN8PLykmx5qOzm7+8vHDhwIFcbGRkZwvDhw1XWtbOzy7OuIOhmy01BUH+bXEEQhAULFijtq6Ojo3DixAml2+Qqbpmp7FaxYsVcW1QKgnpbQ86cOVPcKjGvm1wuF9auXZtnXU2eB3W3GlUmr21yNZHfNrn79+8XzM3NlT4PTZs2FW7evJnv4825173iLed1lf3M86Lqeb5x44Ygl8sFAEL9+vWF9PT0PNuYMWOG2MZPP/2U7zWVqVWrlgBA6Nevn1rldfW679y5s9J6VapUEZ4/f670NZvzZ6/q1qlTJ+HNmze5rh8eHi44OjrmWUfx5/eu3qNyvh7y+n3O67FrS9ljVUdSUpLw0UcfqXw+PDw8hKtXr+ZZX93Hmd97UUZGhlCvXj2lfdDEvHnzBGNjY7V+p4yMjISvv/46z+2pVf2ss98v1b3l9ZiDg4PF7YPzu02bNk3j68vlcpXv+1OnThWArL9zeW2RXFQpvl9o8/cmPxEREYK1tbXkOocPH1ZZJzMzU2jcuLGkTl5bJKuL6QcF1KVLFwQHB2P9+vXo1asXKlSoAAcHB5iYmMDR0RE1a9bE8OHDcfToUQQFBaFVq1a52jAyMsKvv/6KEydO4LPPPkPp0qUhl8tha2uL6tWrY8KECbh//36edfXl66+/xv79+/Hhhx/CwcEBcrkc3t7eGDFiBK5evSp+pZuXRo0a4fjx4/juu+/wwQcfwNfXFzY2NjA1NYWrqytatWqF5cuX49q1axqlHuQ0YcIEXL16FYMGDYKPjw8sLCxgZWUFPz8/fPXVV7h7967GmxgYog8//BCXLl1Cr1694OHhAVNTUzg7O6NJkyZYsWIFjhw5otYOWevWrcOcOXMQEBAAOzs7rbelVUdKSgo+++wzpKSkwNraGn/99ZfSJcLGjx8vrts7adIkXLt2TatrZu9mtH37drXyE3X1ut+6dSt+/fVX1KlTB1ZWVrCyskLVqlUxc+ZMnD9/XrLWqaIxY8Zg27ZtGDZsGOrVq4fSpUvD3Nwc5ubm8PLyQrdu3bBnzx7s2LEjz9VDSpYsiQsXLmDAgAHw9fVVuVmGIb5HFSZzc3Ns374du3btQpcuXeDh4QEzMzM4ODigbt26mDVrFoKDg1G9evVC7YeRkREOHjyI77//HtWqVYO1tbXWk8e++eYbPH/+HGvXrsWAAQNQu3ZtODk5wcTEBHK5HK6urmjcuDEmTJiA27dvY8GCBYX6PqBM+fLlce3aNWzYsAEff/wxSpcuDQsLC5iZmcHd3R1NmzbF999/j8uXL2Py5MmSuseOHcOiRYvw8ccfo0qVKnB2dha3ka5RowbGjBmD27dvo2/fvkqvnz1RdcCAAXlukfw+27hxIxISEsTjxo0bS+bH5EUmk+XaxGPVqlVa59bKBG1rEhEVEwkJCShbtixevXqFdevWFXinMiIqfk6dOoVGjRrBzMwM9+/fN6hJYopLeh07dkzn6QctWrSQrCCxdu1atQaPBEGAj48PQkNDxXNnzpxB/fr1Ne4DR2qJ6L1nbW2NSZMmAcjaJeld71RFREXfDz/8AADo37+/QQW070JCQgJOnDghOafuNzcymSzXXIY9e/Zo1Q8GtUREAIYOHYqyZcvi9u3b2Lp1q767Q0RFyPnz53Hw4EHY2Njk+rqcspb8y7kSiLe3t8r0KUWKu8lpm0rG1Q+IiJC1ruuaNWtw5MgRlRt3ENH7JzIyElOmTEHNmjU1CtaKspSUFDx8+FDcSt3JyQkeHh7ispiauHPnjuS4UqVKGtVXLK/YnroY1BIR/V+jRo1UTnIkovdT27Zt0bZtW313Q2dGjBiBhw8fijtWZjMxMUGtWrXQpk0bDB8+PNf61soEBwdLjkuVKqVRfxTLP3r0CMnJySonsOaF6QdERERE75Hbt2/nCmiBrN0Hz58/j6lTp6JMmTKYPHkyMjIy8m0vIiJCcuzp6alRf1xdXSVraWdmZiIyMlKjNgAGtURERESkICkpCT/88ANatGghWaorL4r3q7NUZE4ymSzX0oP5XTMvTD8o4jIzM/Hs2TPY2Nhovf4gERHR+0IQBMTHx8PDw0Mva+kmJycjNTW1UNoWBCFXLCCXyyGXy/OtK5PJUL9+fbRr1w4BAQHw8/ODo6MjjIyMEBkZiStXrmDPnj1Yu3atZBT3+PHj6NGjB3bu3Kl0zXDFAFTTtAEgayfDnNs9axPUckexIu7Jkyca7cDCG2+88cYbb7xBePLkyTv/m52UlCTAxLLQHpPijl1A3juEKjp9+rQQHBys1mN48uSJ0KBBg1zX+eWXX5TWadasmaTsypUr1X3KRKVKlZK0cfLkSY3b4EhtEWdjYwMAaDf/X5haaDacT6SJXz+pqu8u0HvgVXz+O7YRFURCfDwaVi8n/v18l1JTU4H0N5BX6gMY63jHsYxUJNxeiydPnsDW1lY8rc4obWBgoNqX8fT0xOHDh9GsWTOcPXtWPD9jxgwMGDAgz9URFEdmtRmpVtzNUZvRXga1RVz21wymFlYwtbDWc2+oOMv5JklUWJLBoJbeDb2m7JmYQ6bjoFaQZaVS2NraFvr7tbm5Of7880/4+fmJSxxGRETg4MGD6Ny5c67y1tbS+CSvSWj5SUpKUtmmOjhRjIiIiEiXZABkMh3f3u1D8PX1RceOHSXnDh48mGdZxQA0MTFRo2sJgsCgloiIiIgKR/PmzSXHiuvRZnNxcZEch4eHa3Sdly9fSja9MTIyQokSJTRqA2D6AREREZFuyYyybrpu8x1T3BTh1atXeZarUKGC5Pjx48caXUexfJkyZbTKqeVILRERERHlYmpqKjlOS0vLs1zFihUlx7dv39boOorb4iq2py4GtURERES6pPN82v/f3rEXL15IjpVtm+vv7y8JgMPCwvD8+XO1r3P69GnJcfXq1dXvZA4MaomIiIgol1OnTkmOFdMRstnY2KBx48aSc4cOHVLrGoIg4PDhw5JzHTp00KCXbzGoJSIiItKl7JxaXd/eoZiYGGzbtk1yTnHiWE6KKyWsXLlSrescO3YMoaGh4rGrqyvq1q2rQU/fYlBLRERERBJjxoxBTEyMeGxmZoY2bdooLd+jRw9YWb3dJOrEiRM4evSoymsIgoBp06ZJzvXr10/r7Y0Z1BIRERHpUhHKqZ09ezYuX76sdvn09HR88803uUZahw4dCnd3d6X1XFxc8MUXX0jODRw4EM+ePVNaZ9asWThx4oR4bGdnh7Fjx6rdV0UMaomIiIh0qjBSD7QL2fbv34/atWujQYMGWLRoEW7evClZEzZbbGws/v77b9SpUwcLFiyQ3Ofj44PJkyfne61x48bBzc1NPA4NDUVgYCB27doFQRDE8+Hh4Rg6dCgmTpwoqT9x4kQ4Ojpq+hBFXKeWiIiIqJg7c+YMzpw5AwCQy+Xw9PSEnZ0djI2NERkZibCwMGRmZuaq5+bmhn379sHJySnfazg6OmLTpk348MMPxa1yHz16hE6dOsHe3h7e3t6IiYnB48ePkZGRIanbqVMnjBkzpkCPkUEtERERkS4VxhJcOmwvJSUFISEh+ZZr27YtVq9enWvHMFUaN26MvXv3omvXroiKihLPx8TE4OrVq3nW6dmzJ1atWgVZAR8j0w+IiIiIiqmJEydi6NCh8Pf3h7Gxcb7lra2t0bVrV/z333/Yu3evRgFttmbNmuH27dsYNmwYLC0tlZarUaMGtm3bhvXr10Mul2t8HUUcqSUiIiLSpSK0TW7Lli3RsmVLAMCbN29w+/ZtcXOEhIQEZGZmwt7eHg4ODqhUqRKqVKmiVvCbH1dXVyxduhTz58/HmTNncOfOHcTExMDMzAwlS5ZE3bp14evrW+Dr5MSgloiIiOg9YGlpidq1a6N27drv7JoWFhZo3ry5yjVudYVBLREREZEuFfGc2uKKObVEREREZPA4UktERESkS0Uop/Z9wqCWiIiISJeYfqAXDPuJiIiIyOBxpJaIiIhIl5h+oBd8hoiIiIjI4HGkloiIiEiXZLJCGKllTm1+OFJLRERERAaPI7VEREREumQky7rpuk1SiSO1RERERGTwOFJLREREpEtc/UAv+AwRERERkcHjSC0RERGRLnFHMb1gUEtERESkS0w/0As+Q0RERERk8DhSS0RERKRLTD/QC47UEhEREZHB40gtERERkS4xp1Yv+AwRERERkcHjSC0RERGRLjGnVi84UktEREREBo8jtURERES6xJxavWBQS0RERKRLTD/QC4b9RERERGTwOFJLREREpFOFkH7Acch88RkiIiIiIoPHkVoiIiIiXWJOrV5wpJaIiIiIDB5HaomIiIh0SSYrhCW9OFKbH47UEhEREZHB40gtERERkS5x8wW9YFBLREREpEucKKYXDPuJiIiIyOBxpJaIiIhIl5h+oBd8hoiIiIjI4HGkloiIiEiXmFOrFxypJSIiIiKDx5FaIiIiIl1iTq1eMKilIsPYSAYPW3OUsDaDg4UpzE2NYWwkQ3JaBhJS0vE4OgnP4pIhCLq5npEM8ClhBU97C1ibGSNTAGKS0hAW9QZPY5N1cxEioncgJTUNV289QuiTCMQlJMHUxBiuznaoWrE0Srk76bt7RO8Eg1rSqzql7eHvZoNyztZwtzOHiZHqnKHE1HScC4vGwbsReB6XotU15SZGaO/viublnWEtz/sl8Cw2GXtvvcDJh1FaXYOI3m8vX8ci6O5j3Ah+gqC7j3HrfjgS37x9z/JwdcChvyYU+DpRMQlYuu4Qdhy8hKTk1DzL+JfzxNDPmqNZYOUCX4/UxJxavWBQS3r1WS1POFqZqV3eyswEzcs7o4mPE3bfeol/bjzX6Hqe9uYY1cQHLjZyleU87MwxKNALdb0c8OvJUCSlZWp0HTJ8c37/F3NX7te6fve2AVgyuZcOe0RF3ZVboVi79QRu3H2MiMi4Qr/eheshGD3jL0THJqosd+t+OL6cuhYdW9TCtK8/gZkp//QXNplMBhmD2neOCRpU5KSmZ+J5XDJCXiciNDIRrxJSkKmQc2BibISPqrpjQL3SarfrZivH+BblcgW0SWkZeBz9Bi/ikpGeIQ1eq3rYYUwzX5jmM4JMRHQzOByHT998JwHt5ZuhGPb9ylwBra21Bfx8S6KkqwOMjaR/4ncdvoyxs9ZD0FUOF1ERw49rpHdRb1Jx/WkcgiMS8OBVAl4lpELxLdfSzBgBpe3RqYo7nHKM7DbxLYF7EQn5pgkYyYAvGpWFrbmpeC4hJR3rL4XjXFgUMv5/QSszY7T2c0EHfzcY/T+QLedsje41S2LdpXCdPF4iev9YWsjxJkm7lClFsfFvMGbmOiSnpInnPFwd8N2wjvigvr84QvjiVQx+23AEm/eeE8sdPnUTa7edQN9PmuikL5Q3jtTqB4Na0qv5x0LwJCYp33JvUjNw/EEkLjyOwbfNy8HbyVK875PqHjj1MCpXIJxTYx8nlHawEI8TUtIx4+A9PFOYEJaYmoFt15/jWWwyhjX0Fs83K++MQ8Gv8DJeN3+UyPBM+7Iz/MuVVLu8m7NtIfaGijIrSzkqlfNE5fKeqFKhNKpUKIXwF1HoN3a5TtpfveU/yWiwp5sj/lo4HC5OdpJybs72mPLVx3B3scei1W9TaZavP4yPPqwDOxtLEBUnDGpJr9QJaHN6k5qB306H4ccOfjD6/6dWB0szlHO2wr1XeeeVGRvJ0KmKu+TcxitPcwW0OZ0Ni0ZVD1s0KJs1a9jESIaPqrpj+ekwjfpLxUe1iqXQoFY5fXeDirCm9fwQWKs8ypZyhpHCV//hL3Qz6TQqJgHrd56WnJv29Se5AtqcBvVohtOX7uFS0EMAQHxiMtZs/Q9f9Wujkz5RHmT/v+m6TVKJObVkcJ7FJSMs6o3knIedudLyVdxtJSkLrxJScCIkMt/r/HPjuSSXN6C0PSxM+ZIhoryV9igB3zKuuQJaXdp3/JokjaF2lbKoV0P1hy2ZTIZhvVpKzm0/cJG5tVTs8C80GaQIhTQAGyVLcwFAzVLSEQx1AloAiEhIxd2XCeKxibERqpVUPhpCRFTYjp69JTnu0rqOWvXqVveBp5ujePw6Kh7X7zzSad/oreycWl3fSDUGtWSQTI2lv7pv0jKUlq2uEIjefK7+zORbCmUV2yIielcSk1JwKShUci6wVnm16spkslwjuv+dv6OzvhEVBQxqySDlnCgGAKGRb/IsZ2tuAnuLtysepGZkIixK/TxexTzdnJPNiIjepZCwl0hPf/sB3tPNEc6O6k9IrOHvJTm+G/JMV10jBRyp1Q9OFCOD09jHCY6Wb3Nkn8Um46GSoFYx1zYiPgUZmernkSlOJnO1kcNIBmjQBBGRToQ8eSk59injqlF9xfIPH0cUuE+UNy7ppR8MasmgNCzriD4BpcTjzEwBf158orS8u600qI1MzHsbSWXiU9KRmp4JM5OsLzVMjY3gbC3n0l7vqZTUNDx6Gomo2ESYmhjDwc4Kbs52sDRXf1c8Im2FPXklOXZz1iwdSrH8s4hopKSmQW5mqqQGkWEpFkGtl5cXmjZtijVr1ui7K1RAbjZyyUoFxkYyWJkZo6S9BWp62sHT/u3X/2kZmVh9/jFuv4hX2p6tufRXPPpNmpKSykUnpcE1xy5ktuYmDGrfQ9/O24JHzyIlC94D/59AWLEUmtevhH4fN0QJBxs99ZCKu6iYBMmxawl7jeqXcLCBibGRuHNiZqaAmLg3cC3BuQK6xpFa/SjSQW1ISAjmzJmDQ4cO4dmzZzAzM0OVKlXQrVs3DB48GBYWRTe/MSEhAXPnzsX58+dx4cIFREdHY/Xq1ejbt6++u1akNS/vjA/9XFSWyRQEBD2Lw+arz/Jd51ZuIk0bT0nPVFJSOcU65iZMRX8fBYe+yPN8ekYmLt96hMu3HmHxX4cx/LNmGDugDYyN+XtCuvUmWfpNk4WG3xDIZDLI5aZIf/P2Q7mudjkjKgqKbFC7d+9edO3aFXK5HL1790blypWRmpqKU6dOYezYsbh16xZWrFih724q9fr1a0yfPh2lS5dGtWrVcPz4cX13qdi4+CgGB4Mj1Nq4wdzEWHKclqF5UKtYR67QJlG2pJQ0zF91AOeuhWDdvCGwtpTnX4lITYoBqNxM8z/h5mamSJQEtZqlZJGauPmCXhTJoDY0NBQ9evRAmTJlcPToUbi7v90NasSIEXjw4AH27t2rxx7mz93dHc+fP4ebmxsuXbqEOnXUW0uQ8lfXywF1vRxw92U8/jj7GBEJykcaTI2l7wLpWszwUgxqzThS+96QyWSoXdkLLRv4o2alMijv5Qp7W0sYGckQHfsGN4Kf4ODpW9j07wVJWsLpKw8weNIa/DVnEEdsSWdSUtMlx6ZafMA2NZX+2U9O1Twli6ioKpLvtnPmzEFCQgJWrlwpCWiz+fr64quvvlJaPyoqCmPGjEGVKlVgbW0NW1tbtGnTBtevX89VdvHixfD394elpSUcHBxQu3ZtbNiwQbw/Pj4eo0aNgpeXF+RyOVxcXNCyZUtcuXJF5WOQy+Vwc3PT4FETAKy/HI7e666ItwF/X8VX24Mw/9gDHH/wWpIKUNHVBtPaVIC3o/L9y9MypEGsiZHmH3UV18TVZrSXDE/TuhVxdtNE/Pv71/i6bys0CagAdxd7WJibQW5mCjdnO7RqWBnzvu2O81u+R0DVspL6h07fwqptJ/XUeyqOFEdm09KVr8+tTFqaNDDWZrSX8sclvfSjSAa1u3fvRtmyZREYGKhV/YcPH2LHjh1o3749FixYgLFjxyIoKAhNmjTBs2dv1+X7/fffMXLkSFSqVAk///wzpk2bhurVq+P8+fNimaFDh2LZsmX4+OOPsXTpUowZMwYWFha4c4eLVr8LaRkCot+k4frTOKw69xgT99zBoxxb5FrJTfBVk7KwNM17xCJZ4U1fMUBVh2Kd5DQGte+DgKpl4VNadX53Ng8XB2xbPAJ1qnhJzi9cfTBXHiSRtiwtpOksiiO36lAcmbU0Z4oMFR9F7iNaXFwcnj59ik6dOmndRpUqVXDv3j3J/tuff/45KlasiJUrV2LSpEkAsvJ2/f39sWXLFqVt7d27F4MGDcL8+fPFc+PGjdO6b/lJSUlBSsrbr9Pj4tTf/ep9EJGQgp+O3McPbf3EVRIcrczQtpIrtl7PvZC44iQvxYlj6sg92Uzz0REq/szlplgy+XM06DFTnF3+Kjoex8/fRdsmVfXcOyoOFJeOS9LwA5MgCEhRWL3D0oLL0RUGmQyFsPqBbpsrjorcSG12EGdjo/2yOHK5XAxoMzIyEBkZCWtra1SoUEGSNmBvb4/w8HBcvHhRaVv29vY4f/68ZIS3MM2aNQt2dnbirVSpUvlXes8kpGRgu0IA29DHMc+yccnSkQwHS83XY3SwkNZRbJMoW9lSzviwURXJuePn7+qpN1TcONpbS45fvo7RqP7r6HjxAxcAGBnJ4GBnpYuukQIZCiH9gFFtvopcUGtrm7XlX3y88rVH85OZmYmFCxeiXLlykMvlKFGiBJydnXHjxg3ExsaK5b799ltYW1sjICAA5cqVw4gRI3D69GlJW3PmzMHNmzdRqlQpBAQEYOrUqXj48KHWfcvPd999h9jYWPH25InyjQXeZ5efxCJTeJsv62hpJlnfNtvzOOmOYHmVUcVGbiKZGJaWkalyYhpR49rlJccPuGsT6YhXKWfJ8fOIGI3qK5b3cHHgxgtUrBTJoNbDwwM3b97Uuo0ff/wRo0ePRuPGjbFu3TocOHAAhw4dgr+/PzIz335K9fPzQ3BwMDZu3IiGDRti27ZtaNiwIaZMmSKW6datGx4+fIjFixfDw8MDc+fOhb+/P/bt21egx6mMXC6Hra2t5Ea5vUnLQGKKNA3Azjx3Ns1zhW1uXWzkMNZgslhe2+xyi1xSpaSrveQ4Mjoh74JEGipbSprjHfLopZKSeVPcFte7lHo546Q5ThTTjyIX1AJA+/btERISgrNnz2pVf+vWrfjggw+wcuVK9OjRA61atUKLFi0QExOTq6yVlRW6d++O1atX4/Hjx2jXrh1mzpyJ5OS3wZC7uzuGDx+OHTt2IDQ0FE5OTpg5c6a2D48KSYaQO9qMTU5HTNLbHDIzYyOVqyUoKu8s/WrucXT+a+PS+81EcW1k5mCTjviWcZX8fj19GY1XkerPu7h6K0xyXNHHQ1ddIyoSimRQO27cOFhZWWHgwIF4+TL3J9GQkBAsWrRIaX1jY2MICgHOli1b8PTpU8m5yMhIybGZmRkqVaoEQRCQlpaGjIwMSboCALi4uMDDw0MymYvePXMTI1jJpcFDXFLeua7Xnkp/hv7u6udr+7tLR8qvKrRFpCgiUpo65eRgraQkkWasLM1Ru4q35NyZK/fUqisIAs5dvS8517Sen876RgpkhXQjlYrc6gcA4OPjgw0bNqB79+7w8/OT7Ch25swZbNmyReV2s+3bt8f06dPRr18/BAYGIigoCOvXr0fZstJ1JFu1agU3Nzc0aNAArq6uuHPnDpYsWYJ27drBxsYGMTEx8PT0xCeffIJq1arB2toahw8fxsWLFyWrISizZMkSxMTEiJPMdu/ejfDwcADAl19+CTs77retrWol7WCU46uYuOQ0yYhsTlfDY9HUt4R43NjHCTuD8t7yNCcXazNUdH0bkKRnZOI6g1rKx/nrIZLjki72+ukIFUsf1PPHuasPxOPt+y+iU8va+dY7fy0E4S+ixGMnB2tUrVi6UPpIpC9FMqgFgI4dO+LGjRuYO3cudu7ciWXLlkEul6Nq1aqYP38+Bg0apLTuhAkTkJiYiA0bNmDTpk2oWbMm9u7di/Hjx0vKDRkyBOvXr8eCBQuQkJAAT09PjBw5Et9//z0AwNLSEsOHD8fBgwexfft2ZGZmwtfXF0uXLsWwYcPyfQzz5s3Do0ePxOPt27dj+/btAIBevXoxqNWSqbEMXapJN+W4Fh4LZamuQc/iEJmYKk4Sc7aWo7GPE06ERCqpkeWjqu6SwPnikxgkcY1aUiE2/g32HJdu8tKoTnklpYk016Zpdfy8ep+4nNeloIc4d/UB6tXwVVpHEAQsW3dIcu6jVnUky16SjhVCDqzAnNp8FdmgFgDKlSuHFStW5FsuLCxMciyXyzFv3jzMmzdPcv748eOS48GDB2Pw4MFK2zUzM8OcOXMwZ84ctfusql8k1b1GSVx4HI3QyDf5F/4/KzNjjGjkDXfbtxO4MjIF7L+rfIZ5eqaAXTdfoF/dt6MSPWqWxIPXiXimMJEsW30vBzQo6yS5xj/Xn6vdT3o/TfllB2Lj3+Zdm5kao3n9SnrsERU3Tg7W6NmpAVZuOiaem7JwC/5aOBwuTnkPlPy+8SguBb1dtcfGyhz9ujYt7K4SvXNFOqil4q2yuw3a+bsi5HUizj+Kxu0X8Xgak4SMPIZc3W3lCCjjgJYVnGFrLl2C5sDdCITH5B2cZjvx4DVaVnCGp70FAMBaboLvW5XH+kvhOBsWJa5oYGVmjNZ+LujgL93i+Nj913gRzzzq98WiPw+haUAFVFPz69n09AxM/3UX1u8+Jznf56OGcCvBb2TeJ1duheba4AAAgh9KPxSnpKbhrJJ8WGcnO/iWcVV6jf5dm2LnoUt4HZWVvx3+IgqfjfoV3w3vhA/qVRJHCF+8isFvG45g817p7+XgT5vD3lb9CbOkucJYrcBQVz9ITk7GmTNncPfuXURHR8PMzAyenp6oW7durrTQgmJQS3rnU8IKPiWyVhlIy8hE9Js0vEnLQHqGAHNTIzhZmsHCLO9tcE+GRGLTlad53pdThgAsORGK7z8sD2t51q+9tdwEQxp4oXdAKUTEp8DMxAjOVmYwUdgWN+R1Iv6+El7AR0mG5OjZO5ixdDfqVPFGpxY10Lh2eZRTmHkOAHEJSTh85jYWrzuMm/ekv4deniUwZkDrd9ltKgK+nf03nr2MzrdcZHQCBo7/Pc/7OrWshR/H9lBa197WEvMn9MLgCb+LW+U+exmNL6esga21BUq6OSI+IQnPI2KQkSlNmWpW3x/9ujbR4BGRNgw1qP3000+xceNGybkyZcpo9c3zq1evMG3aNKxZswaJiYl5lqlVqxYmTZpUoF1kc2JQS0WKqbERXGzy34v8TWoGNl99iqP3X6vd9rO4ZMw6dB+jmpaFs/Xba1iYGqOMkmW+bj6Pw5IToUjLa/iYir2LQaG4GBQKAJCbmcDdxR62VuYwNjZCdGwiHj+PQmYeCxe7ONli44KhcORuTVRIalcti6U/DMDoGX8hNv5tCldcQhLiHuT9Qb/dBzUw45tuBjviR4Vr9+7duQJabR0/fhxdu3bF69eq/0ZfvnwZnTt3Ru/evfH777/DzKxg2zYzqCW9WXYqDNU97VDZ3QZlnaxgqWQ0NlumICA8JgmnH0bh1MMoxKdovl3tk5gkTNxzB+0ru6FZuRLiqK2iF3HJ2Hv7Jf57oHoyGb0/UlLTERae/4eoFoGV8Mv3n8HZUfutvonUUa+GL3b9MQZL/zqEXYcuISmPtAcA8PMtiSE9m6Nlwyp53k+FoDCW4CrEzyKxsbFqTYBXx6lTp9C2bVskJUnXdbe3t4e3tzeio6Px5MkTZGS8XcP7zz//REJCArZu3VqgD10MaklvnsUl49ntZPx7+yVkAFxt5XC1kWelG5gaw9hIhuS0DLxJy8DrxFSERb1Bsg5WH0hOz8TWa8/wz/Vn8ClhhZL2FrCWm0AQBMQkpSEs6k2+ObpUvH3dtxXKe7ni3PWHuP/oJTIyVP/eWVnK0by+HwZ80hiBKmahU/F36K8J7/R6JRxsMHlkF4wb0gHXboch5HEE4hOSYGpqDFcnO1SpWBplSpbIvyF6r40dO1Zcy9/KykppukB+oqOj0b17d0lAW6ZMGSxatAgdO3YUA9bw8HDMmDEDv/32m1hu+/btWLhwIUaPHq3142BQS0WCAOBFXApexL27yVgZAnDvVSLuvdLuxUvFV9O6FdG0bkUAwJvkVNwLfYHHzyPx8nUcEpNSkJkpwM7GAvY2lijv7YZKPh4wNubySKQ/5nJT1KtRDvVqlNN3VwiGlVN7/Phx/PHHHwAAIyMjTJkyBePGjdOqrblz54pr8wOAt7c3Tp06BQ8P6e51np6eWL58OUqXLo2JEyeK57P3GHBwcNDq+gxqiYhUsDQ3Q3W/0qjux4Xqiah4SUpKwsCBA8VdWL/88kvUqVNHq7ZevXqFxYsXS879/vvvuQLanL777jscOHAAJ06cAJCVBjFv3jzMnDlTqz5waIGIiIhIh7JHanV907VJkyYhJCRrF8TSpUtjxowZWre1ceNGJCQkiMeNGzdG8+bNVdaRyWSYMmWK5NyqVavEIFtTDGqJiIiI3jMXL17Ezz//LB7/+uuvsLa2Vl4hHzt37pQcDxgwQK16H3zwAby9vcXjFy9e4Ny5cypqKMegloiIiEiHivpIbVpaGgYMGCCuQNC1a1e0b99e6/YSEhLEFIJsrVq1UquuTCZDixYtJOf27NmjVT8Y1BIRERHpUFEPamfNmoWgoCAAWUtt/fLLLwVq79atW0hLe7uknLe3N9zc3FTUkGrQoIHk+Nq1a1r1g0EtERER0Xvi9u3bkolYP/30k0YBaF7u3LkjOa5UqZJG9RXLK7anLga1RERERLokK6RbAWVmZmLAgAFITU0FADRq1AiDBg0qcLvBwcGS41KlSmlUX7H8o0ePkJys+XrxDGqJiIiI3gO//PKLOAnLzMwMK1as0ElaQ0REhOTY09NTo/qurq4wMXm7ymxmZiYiIzXf0ZPr1BIRERHpUGFuvhAXFyc5L5fLIZfL860fGhqK77//Xjz+7rvvULFiRZ30LedSXkDWrmSakMlksLCwQHx8vNI21cGRWiIiIiIDUapUKdjZ2Ym3WbNmqVVv8ODB4va3FStWxIQJutvSWTEANTc317gNCwsLlW2qgyO1RERERDpUmCO1T548ga2trXhenVHalStX4vDhw2I7K1asgJmZmc76ppj/qk3bio8jKSlJ4zYY1BIREREZCFtbW0lQm5/nz59jzJgx4vHAgQPRqFEjnfZJcWQ2eyKaJlJSUlS2qQ4GtUREREQ6VJgjtZoaMWIEYmJiAABubm6YM2eODnuVRXEnMm1WLlAcmdVmdzPm1BIREREVQ1u2bME///wjHi9atAj29vY6v45iAJqdu6suQRB0EtRypJaIiIhIl3S0rmyuNjU0duxY8f/t2rVDt27ddNiht1xcXCTH4eHhGtV/+fIl0tPTxWMjIyOUKFFC434wqCUiIiLSoaKSfpCddgAAe/fu1aqNR48e5ap39epVVK9eXTyuUKGC5P7Hjx9rdA3F8mXKlNEqp5bpB0RERESkNcX1bm/fvq1RfcVtcbVdP5dBLREREZEOZY/U6vpWVPn7+8PU1FQ8DgsLw/Pnz9Wuf/r0aclxzlFgTTD9gIiIiKgY2rlzJ9LS0jSqc/36dckSYK6urli3bp2kjK+vr+TYxsYGjRs3xpEjR8Rzhw4dQu/evfO9niAI4hq62Tp06KBRn7MxqCUiIiLSIRkKIadWi5liTZo00biOiYk0NDQ3N0eLFi3yrdexY0dJULty5Uq1gtpjx44hNDRUPHZ1dUXdunU16PFbTD8gIiIiogLp0aMHrKysxOMTJ07g6NGjKusIgoBp06ZJzvXr1w9GRtqFpwxqiYiIiHTofcupBbKW9friiy8k5wYOHIhnz54prTNr1iycOHFCPLazs5MsQ6YpBrVEREREVGDjxo2Dm5ubeBwaGorAwEDs2rULgiCI58PDwzF06FBMnDhRUn/ixIlwdHTU+vrMqSUiIiLSpSKy+cK75ujoiE2bNuHDDz8Ut8p99OgROnXqBHt7e3h7eyMmJgaPHz9GRkaGpG6nTp0kE9S0wZFaIiIiIh16H9MPsjVu3Bh79+7NNeIaExODq1evIjQ0NFdA27NnT2zatKnAj5FBLRERERHpTLNmzXD79m0MGzYMlpaWSsvVqFED27Ztw/r16yGXywt8XaYfEBEREelQUdkmVxtNmzaV5L9qy9XVFUuXLsX8+fNx5swZ3LlzBzExMTAzM0PJkiVRt27dXOvdFhSDWiIiIiIqFBYWFmjevDmaN29e6NdiUEtERESkQzJZ1k3XbZJqzKklIiIiIoPHkVoiIiIiHcoaqdV1Tq1OmyuWOFJLRERERAaPI7VEREREulQIObWGsPmCvjGoJSIiItIhQ17Sy5Ax/YCIiIiIDB5HaomIiIh0iEt66QdHaomIiIjI4HGkloiIiEiHjIxkMDLS7dCqoOP2iiOO1BIRERGRweNILREREZEOMadWPzhSS0REREQGjyO1RERERDrEdWr1g0EtERERkQ4x/UA/mH5ARERERAaPI7VEREREOsT0A/3gSC0RERERGTyO1BIRERHpEEdq9YMjtURERERk8DhSS0RERKRDXP1APzhSS0REREQGjyO1RERERDokQyHk1IJDtflhUEtERESkQ0w/0A+mHxARERGRweNILREREZEOcUkv/eBILREREREZPI7UEhEREekQc2r1gyO1RERERGTwOFJLREREpEPMqdUPjtQSERERkcHjSC0RERGRDjGnVj8Y1BIRERHpENMP9IPpB0RERERk8DhSS0RERKRLhZB+AA7U5otBrYGY39EfNra2+u4GFWMVRu3UdxfoPXBxVjt9d4GKuTQTY313gfSEQS0RERGRDjGnVj+YU0tEREREBo8jtUREREQ6xCW99IMjtURERERk8DhSS0RERKRDzKnVDwa1RERERDrE9AP9YPoBERERERk8jtQSERER6RDTD/SDI7VEREREZPA4UktERESkQxyp1Q+O1BIRERGRweNILREREZEOcfUD/eBILREREREZPI7UEhEREekQc2r1o1BGamNjYyEIQmE0TURERFSkZacf6PpGqmkV1N68eRO//PIL7t27Jzl/7NgxeHt7w9HRES4uLlizZo0u+khEREREpJJWQe0vv/yC0aNHw8LCQjwXGRmJzp0749GjRxAEAZGRkRg4cCCuXr2qs84SERERFXXZ6Qe6vpFqWgW1p0+fhr+/P0qVKiWe++uvvxAfH48hQ4YgJiYGf/75JzIzM7F48WKddZaIiIiIKC9aBbUvX75E6dKlJecOHToEY2NjzJgxA7a2tujVqxdq1KiBs2fP6qSjRERERIZAhkLIqdX3gzIAWgW1cXFxsLOzk5w7f/48qlevDicnJ/FcuXLl8PTp04L1kIiIiIgoH1oFtba2tpJg9c6dO4iKikJgYGCusswBISIioveJkUxWKDdSTaugtnr16jhz5gwePHgAAFi5ciVkMhmaNGkiKRcaGgp3d/eC95KIiIiISAWtNl8YMmQIjh49ilq1aqFs2bK4ceMGXFxc0K5dO7FMfHw8rl27hg4dOuiss0RERERFHbfJ1Q+tRmq7du2KqVOnIj09HdevX0eZMmWwZcsWyOVysczmzZuRlpaWa/SWiIiIqDjjkl76ofU2uZMnT8b48eMRFxeHEiVK5Lq/ZcuWuHr1Knx8fArUQSIiIiKi/Ggd1AKAmZlZngEtAJQuXTrXsl9ERERExZ2RLOum6zZJNa3SD4iIiIiIihK1RmqnT5+u9QVkMhkmTZqkdX0iIiIigyIrhCVNOVKbL7WC2qlTp0Imk0EQBLUbzi7PoJaIiIiICptaQe2UKVMKux9ERERExQKX9NIPBrVERERE74nU1FTcvXsXYWFhePr0KeLj45GWlgZbW1s4OTmhatWq8PPzg7GxsU6ul56ejvPnz+PmzZuIjIyEsbEx3N3dUatWLfj7++vkGtkKtPoBEREREUnJ/v9P121qa+vWrTh8+DBOnz6Nu3fvIj09XWV5Ozs7fPrpp/jqq69QsWJFra6ZkJCA2bNnY9myZYiKisqzTIUKFfDtt9+ib9++OslB1snqBw8ePMDZs2dx7949XTRHRERERDoyatQo/Pbbb7h582a+AS0AxMbGYvny5ahatSqmTp2q0ZwqAAgKCkLVqlUxc+ZMpQEtAAQHB6N///5o06YNYmNjNbpGXrQOajMyMjBjxgy4ubmhQoUKaNiwIWbPni3ev379egQGBuLWrVsF7iQRERGRochep1bXN10yNzdH+fLlUadOHdSqVQtlypTJNVqalpaGadOmYeDAgWq3GxwcjGbNmiE0NFRy3traGlWrVkW5cuVgamoque/AgQNo06YNkpOTtX9A0DKozcjIQPv27TFlyhRER0fDz88vVxTfoEEDnDt3Dtu3by9QB4mIiIgMSVHcJtfDwwODBg3CX3/9hQcPHiAxMRHBwcG4cOECLl26hLCwMERGRmLFihXw9PSU1F21ahVWr16d7zXS09PRtWtXvH79Wjzn6OiItWvXIioqCtevX8e9e/fw4sULTJw4EUZGb8PQs2fPYty4cQV6jFoFtcuXL8eBAwfwwQcfIDQ0FDdv3sxVxsvLCz4+Pjh48GCBOkhERERE2vv3338RHh6OFStWoFevXvDx8ZEElNkcHBwwaNAg3LhxAzVr1pTcN3HiRGRmZqq8zqpVqxAUFCRp7+TJk+jdu7dkdNbR0REzZszAX3/9Jam/bNky3L9/X5uHCEDLoHbt2rVwdHTEli1b4OHhobScn58fHj9+rHXniIiIiAxN9pJeur5pq2rVqhqN9Do4OGDdunWSOs+fP8fp06eV1klNTcWMGTMk5+bNm4dKlSoprdOzZ0/06tVLPE5PT8fUqVPV7qcirYLau3fvIiAgAA4ODirL2dnZISIiQquOEREREZF++Pn5oVatWpJzd+7cUVr+wIEDePLkiXjs5eWFfv365Xud7A2+sm3ZskXrSWNa59TK5fJ8yz1//lytckRERETFhZFMVii3d83Hx0dynDNXVtHOnTslx/369VNrdNjHxwdNmjQRj9PS0vDvv/9q2NMsWgW1ZcqUwY0bN1SWSUtLw82bN1GuXDmtOkZERERE+qO4GoG9vb3Ssnv37pUct2rVSu3rtGzZUnK8Z88etevmpFVQ27p1a4SFhWHFihVKyyxevBivXr1Cu3bttOoYERERkSEqajm12hAEARcvXpScU0xHyPby5Uu8ePFCPJbL5bkmmqnSoEEDyfG1a9fU72gOWgW1Y8eOhZ2dHYYPH45Ro0bhzJkzAIDExERcuXIF48ePx/jx41GiRAl88cUXWnWMiIiIiPRj1apVePbsmXhcsWJFBAQE5FlWMdfW19cXZmZmal9LcTLZgwcP1NokQpFWQa27uzt27NgBe3t7/PLLL2jUqBFkMhm2bt2KOnXqYM6cObC2tsa2bdtQokQJbS5BREREZJCK4jq1mli7di2GDx8uHhsZGWHJkiVK+xAcHCw5LlWqlEbXc3Z2hrm5uXicmpqaa/MGdZhoXOP/GjdujFu3bmHhwoX4999/8fDhQ2RmZqJUqVJo06YNxo4di5IlS2rbPBEREZFBKox0AV22d+/ePcmSq2lpaYiOjsbNmzexc+dO3L59W7zPzMwMK1asQPPmzZW2p7jSleLmDerw8PDAw4cPJW1qOi9L66AWAFxdXTF79mzJ9rhEREREVHQtXboUixYtUllGJpOhdevWmDVrFqpVq6aybEJCguTYyspK4z4p1lFsUx0FCmqJiIiISKowluDKbi8uLk5yXi6XF8ryqV27dsXIkSPzDWiB3AFozlQCdVlYWKhsUx0FDmqfPXuGEydOIDw8HIIgwNPTE40bN2bqAREREZGOKearTpkypUC7cCmzefNmbN68GY0aNcKqVavg6+urtKzi0l+aTBLLphiYJyUladyG1kFtZGQkRo4cic2bN+faC9jIyAiffPIJFi9ezIliRERE9F6R/f+m6zYB4MmTJ7C1tRXPazNK+/PPP+Pnn38Wj5OSkhAZGYnr16/jn3/+wYYNG8Sg8uTJk6hTpw4OHTqE2rVr59me4shsamqqxn1KSUlR2aY6tApqY2Ji0KhRI3G2W40aNeDt7Q0ACAsLw5UrV7B582Zcu3YNZ8+eVblYLxERERGpx9bWVhLU6oKFhQU8PT3h6emJdu3aYfz48ejatau4XmxMTAw6d+6Mmzdv5hnTWVtbS44VR27VoTgyq9imOrRa0mv69Om4e/cu6tevj+vXr+PSpUvYsmULtmzZgosXL+LGjRto0KAB7t27h+nTp2tzCSIiIiKDZOhLevn6+uLQoUOSVIenT59i7ty5eZZXDEATExM1vqZinXcW1G7fvh2Ojo74999/Ubly5Vz3+/v7Y/fu3XBwcMD27du1uQQRERER6UmJEiUwbdo0ybk1a9bkWdbFxUVyHB4ervH1cm70kFeb6tAqqH3x4gWaNm2qcvjbzs4OTZs2xcuXL7W5BBEREZFBMpIVzu1d++ijjyQjxM+ePcOjR49ylatQoYLkOOcauOqIiIiQpCyYmZmhbNmyGvZWy6DW1dUVgiDkW04QBK0ibSIiIiJDZejpB9ns7e3h6OgoOffixYtc5SpWrCg5DgkJ0WiymOI2uz4+PjAx0Xzal1ZBbfv27XH8+HHExsYqLRMTE4Njx46hXbt22lyCiIiIiIoYU1PTXOfc3Nzg5uYmHqekpODy5ctqt3n69GnJcfXq1bXqm1ZB7Q8//ABHR0e0a9cOQUFBue6/efMmOnToACcnJ/zwww9adYyIiIjIUGVvlaurmz7Ex8cjKipKcs7V1TXPsoqDmIcOHVL7OoplO3TooHbdnNQa2+3fv3+uc/7+/ti1axeqV6+OatWqiUt6hYaG4saNGxAEAR07dsS4ceOwcuVKrTpHRERERPqxd+9eSbqps7Mz3N3d8yzbsWNHSby3evVqTJo0Kd+0iZCQEPz333/isampKdq2batVf9UKapXNdgOy8mavXbsmrmWW086dOyGTyRjUEtF7yczECLXKOqKsqw3sLEyRliHgRUwSroVF4UnkG313j4qolNR03H4QjpBHEYiNf4Pk1DRYW5rDyd4a/uU94VWyhF7yK0l9hZED+65/5klJSZgyZYrkXPv27WFklPeX/B9++CE8PT3FlQ/CwsKwevXqPAdGc5o6daokcP74449hZ2enVZ/VCmpXr16tVeNEujb6xw3Yuv+iTtrydHPAmc2TddIWGb6f+9ZGh1rS7SfDIxPRZOpBjdtytDbDl20q4uO6ZWAlz/ttNuhxNJbsD8bhoOda9ZeKn6DgJ1i99T/s++8GUtPSlZZzK2GHrm3rou/HjWBva/UOe0iGaNy4cejatSvq1Kmjdp2oqCh0794d9+7dE88ZGxvj66+/VlpHLpdj4sSJGDZsmHhuzJgxqFevHipVqpRnnQ0bNmDdunWSayguI6YJtYLaPn36aH0BoqLKVIuZlVQ8Navsliug1VZd3xJY3D8ATjaqt66sUtoBvw2uh+3nH2PC31eQlpH/ijJUPGVmZmLeH//i903HkJmZ/+/Bi9exWPznQfy9+yzmjO+BJgF+76CXpInCWIJL2/YOHjyIuXPnIiAgAN27d0ezZs3g7++fa8KXIAgIDg7Gli1b8Msvv+D169eS+7/++mtUqVJF5bUGDBiAJUuW4NatWwCA6OhoNGrUCAsXLkTPnj3FFQ2ioqKwcOFC/Pjjj5L6Q4YMQfny5bV7oNBym1yi4qB5YN6fHOn9Ym1ugundquukrVplnbByWH1YmEnfWmPfpOJJ5BvYWZrC3d4CJsZvv77rUrc0LOXGGLHygk76QIZn4oIt2Lz3fK7zFuZmKO3hBHMzU0THJeLJ8yjJ17Svo+Mx9PtVWPZDfzSty8CWVLtw4QIuXMh6nzEzM0PJkiVhb28PMzMzxMfH48mTJ4iPj8+zbp8+ffDTTz/lew1TU1Ns2bIFDRs2FCeYRUVFoU+fPhgxYgR8fHyQlJSE0NBQpKWlSeoGBARg3rx5BXqMDGrJoAzt2Qwftaqlcb2w8NeYuGCr5FzXNgG66hYZsO86V4a7gwUAIDElXWm6QH5sLUzxS786koA2PDIRP2wLkqQYuNmbY8SHFdGzobd4rnX1kuj/gS9WHXug5aMgQ7Xvv+u5AtpyZVzx7dAOaFSnAkyMjcXzkTEJ2LDzNJauP4zUtAwAQGpaBsbO/huH/xwPOxvLd9p3Uq6o59SmpqYiNDQ033K2traYPXs2hg4dqvb1/fz8cPToUXTq1EmyUUNCQgKuX7+eZ50WLVpgy5YtsLCwUO8BKFGgoPb58+fYuXMngoODERcXl+eGDJwoRrpU3ssN5b3c8i+o4MwVabBQuVxJ+Pl46KpbZKDq+pZAt/peAICMTAGL993F+M65t/5Wx6AW5eBm//YN+fHrRHRfeAIRccmSci9ikjFp0zU8i36DMR38xfNftq6AreceIS5JOnpBxdsvaw9IjqtUKIUNC4fD0iJ3+oqTvTW+7PMhalUpi37jfkN6RiYAIComARt2ncGwz1q8kz5T/mT/v+m6TW38/fff2L17Nw4dOoQLFy4gLi5O9XVkMlSpUgWff/45+vTpA2dnZ42vWa1aNQQFBWHWrFlYvnw5oqOj8yxXrlw5jBs3DgMGDNBJ0K51ULt48WKMHTtWMnycHdRmd0wQBAa1pHeZmZnYfuCS5NwnHKV978lNjTCrZw0Y/T9R7c//QnDjUd5vvPlxtDZD78bSLR0n/n01V0Cb07KD99CooivqlisBALC1NMOg5uUwf89trfpAhufxs0jcC5XuzjR91Md5BrQ5BdYsh65t6+Lv3WfFc0fO3mZQS3ny8/ODn58fxo0bh8zMTNy/fx8PHjzA48ePERcXh7S0NNjY2MDOzg5eXl6oWbMmbG1tC3xdGxsb/Pjjj5g2bRrOnz+PmzdvIjIyEsbGxnB3d0fNmjXzzdHVlFZB7ZEjR/DVV1/B1tYW33zzDf777z+cPXsWv/32G+7du4ft27cjLCwMo0aNQrVq1XTaYSJNnbp0D89fxYjHpibG6Nyipv46REXC6HaVUMbZGgDwNOoNFuy5jSqlHbRqq31NT1ibv510cf7+a5y59yrfeov330Hdco3E40/qlWFQ+x55+CRCcuzmbI+qFUurVbd146qSoPbR09cqStO7ZiSTwUjH6Qe6aM/IyAgVKlRAhQoVdNAj9ZiamqJhw4Zo2LBhoV9Lqx3FFi1aBJlMhgMHDmDmzJkoV64cAGDQoEGYO3cubt++jT59+mDVqlVo1KhRPq0RFS7FJcCa168ER3trPfWGioIqpe3Rt6mPeDxl83W8Sc3Qur0WVaWLkW85F6ZWvbP3XuPx60Tx2MXOHDW8HFXUoOIkNk66VrG7i73adT1cpB/A4hOSdNElIoOmVVB74cIF1KxZE3Xr1s3zfrlcjmXLlsHc3BzTp08vUAeJCiI+MRn7T0q3cmbqwfvNxEiG2T1riisQ7L0SjmO3XuRTSzlLM2PU8SkhOXfyToSS0rmdCZaWbVZZ85xxMkw21uaS45QU9fOpk1OlZR3suF5tUaLrLXL1uVWuIdEqqI2OjoaPz9tRjuy1zpKS3n5SlMvlaNSoEY4cOVLALhJpb8+xa0jO8YeihIM1mtXj0jfvs6GtyqNiyazdamLfpGL61hsFaq+cuy3MTN6+lT5+nYjX8Slq17/8ULqvup+ndjvpkOHx8y0pOX7w6CXeJKn3u3P9zmPJsbppC0TFmVZBraOjIxIT335l5uCQ9TXI48fSF1lGRgYiIyML0D2igtmyT7r2Z+eWtWBiYqykNBV3vm42GN7qbS7ZnJ23NApAlbWZ04MXea/zqMz9F9KZyD6uNkpKUnHj7myPmv5e4nFqWjrWbj+Zb72U1HSs2XZCcq5b27y/OSX9yF7SS9c3Uk2roLZ06dJ48uSJeFy5cmUIgoA9e/aI5xISEnDy5El4enoWvJdEWggLf4VLQdJ1+Lox9eC9JZMBs3rWhNw060PNhQevsfFMWIHb9XaR5mc/j36jpGTenkdLcyFLOlpKRn6pePt2SHtxBQ4A+Hn1fmxTsRV4XEISvpi6Bg8evRTPNQ/0R/NAf6V1iN4XWq1+0KRJEyxcuBAvX76Eq6sr2rVrBysrK0yYMAEvXrxA6dKlsXbtWkRFRaFHjx667nMuXl5eaNq0KdasWVPo1yLDoThBrHJ5T1Tk2rTvrT5NfFDTO2sSVkpaBiZuvKqTdhW3w30Ro9mEndfxKUjLyITp/3N8jY1kcLAyw8tY5cuBUfFRu0pZTB3ZBVMWbYcgCEjPyMS4n/7Gup2n8GGjqvAu5QxzuSmiYxNx7c5j7D5yBTE5Jpg1rF0eP3/fS4+PgPJSGDmwHKjNn1ZBbdeuXXH16lVcu3YNH374IRwdHbFgwQIMHToUCxYsAJC1Rq2XlxemTZumdedCQkIwZ84cHDp0CM+ePYOZmRmqVKmCbt26YfDgwQXeeaIwXbx4EWvXrsWxY8cQFhYGJycn1KtXDzNmzCjQvsakHkEQsE1hbdquberoqTekb55Olhjd/u22yMsP3cPDlwk6aVtxBzJtVlFITs2AqcXb0VlLLXc1I8P0WacG8C7lgumL/8H9sKxJizfuPsGNu0+U1int4YRB3T9Aj/b1YGTEkf2ipqgu6VXcafXOWadOHRw6dEhybtCgQahVqxa2bNmCqKgo+Pn5oV+/frCz027Sw969e9G1a1fI5XL07t0blStXRmpqKk6dOoWxY8fi1q1bWLFihVZtvws//fQTTp8+ja5du6Jq1ap48eIFlixZgpo1a+LcuXOoXFm7XYtIPaev3MfTl28X0jczNUbnFppvr0vFw8weNcTg88GLeCw7GKyzthUD0JQ0zYPalLQM2Fi8XedW2616yXAF1iyHHctHYeHq/Vi95QQyMjOVlvVwdcDAbk3RsUVNBrREOej0nbNmzZqoWbPgi9qHhoaiR48eKFOmDI4ePQp397drQI4YMQIPHjzA3r17C3ydwjR69Ghs2LABZmZm4rnu3bujSpUqmD17NtatW6fH3hV/udem9eeSN++prvXKoGFFFwBAZqaAiRuvIi0j95be2pIr5L9q03ZqujSAyc77pffHhl1nsPjPg4iIVL2FKQA8exmNyT9vw4JV+zB+SAd05SSxIofpB/pRqB/xunTpIln6S11z5sxBQkICVq5cKQlos/n6+uKrr75SWj8qKgpjxoxBlSpVYG1tDVtbW7Rp0wbXr1/PVXbx4sXw9/eHpaUlHBwcULt2bWzYsEG8Pz4+HqNGjYKXlxfkcjlcXFzQsmVLXLlyReVjCAwMlAS0QNYex/7+/rhz505+TwEVQOKbFOw/IV2m6ROmHryXnG3l+O6jt9+KbD4bhkshul2RJUUhIDU11vwvj+LEsFQtRnvJMKWlZ2DElDWYtHCrGNDa21riy96t8M+yUbi6eybuHpqLs1unYsXMAWjVqIo4Cz4m7g3Gz92EWct36fMhEBUZhfod1/PnzxEWFqZxvd27d6Ns2bIIDAzU6roPHz7Ejh070LVrV3h7e+Ply5f47bff0KRJE9y+fRseHlmThX7//XeMHDkSn3zyCb766iskJyfjxo0bOH/+PHr27AkAGDp0KLZu3YovvvgClSpVQmRkJE6dOoU7d+5oPCotCAJevnwJf3/OUi1Me49fw5ukVPHY2dEGH9Tl2rTvo2ndqsPOMuvDZURsMmbvvKXza7xJSZccazPKqlgnMTVdSUkqbiYv3Cr5EF6tYmn8NrM/nB1tJeVcnGzFVQ4On76JkdP/RMr/f0/+2HQc5cq4cWOZIqQwluDikl75K3KJW3FxcXj69Ck6deqkdRtVqlTBvXv3JLlGn3/+OSpWrIiVK1di0qRJALLydv39/bFlyxalbe3duxeDBg3C/PnzxXPjxo3Tql/r16/H06dPVe6ylpKSgpSUt+tmxsXl/1UUSW3ZJ0096NyCa9O+j9pU98CH1d6udvHDthuIT1J/xyZ1JSoEtZZmmv+umSvUUQyUqXg6d+0BNv97Xjx2crDG77MGwimfbbxbNKiMaV99jPFzN4nnZi/fjfbNqsNcbqaiJlHxVuQyzLODOBsb7Rcgl8vlYkCbvQGEtbU1KlSoIEkbsLe3R3h4OC5eVL4moL29Pc6fP49nz55p3R8AuHv3LkaMGIH69eujT58+SsvNmjULdnZ24q1UqVIFuu775tGz17hw46HkHFc9eD+N7/w27eDozRf49+rTQrlOpMLmDW72mq3KUsJGLi7nBQAZmQKiElJV1KDiQnGjhX4fN843oM32ces68C7lLB5HxyXiwIkgFTXoXTIqpBupVuRGam1ts75yiY/XbFeenDIzM7Fo0SIsXboUoaGhyMh4m5/m5OQk/v/bb7/F4cOHERAQAF9fX7Rq1Qo9e/ZEgwYNxDJz5sxBnz59UKpUKdSqVQtt27ZF7969UbZsWbX78+LFC7Rr1w52dnbYunUrjI2Vj+R89913GD16tHgcFxfHwFYD2/ZfgiC8najDtWnfX7Y5VhNoVtkNIYs/0rgNTyerXPXazz6KO09jxePQCOnSYB6OlhpdQ7H806g3uSaOUfEjCALOXrkvOddMgw0UjIyM8EHdSgh98p947sKNEHRqyVVe6P1V5AJ/W1tbeHh44ObNm1q38eOPP2L06NFo3Lgx1q1bhwMHDuDQoUPw9/dHZo5lUvz8/BAcHIyNGzeiYcOG2LZtGxo2bIgpU6aIZbp164aHDx9i8eLF8PDwwNy5c+Hv7499+/ap1ZfY2Fi0adMGMTEx2L9/v5jPq4xcLoetra3kRurJWptWOurOHcSosIW8lH4AV9w2Nz++CtviPnyp/Qd6Mhyx8W8QnyjdYKOUm6NGbXi6S8u/fM10taKC2+TqR5ELagGgffv2CAkJwdmzZ7Wqv3XrVnzwwQdYuXIlevTogVatWqFFixaIiYnJVdbKygrdu3fH6tWr8fjxY7Rr1w4zZ85EcvLbNxt3d3cMHz4cO3bsQGhoKJycnDBz5sx8+5GcnIwOHTrg3r172LNnDypVqpRvHdLeuWshePI8Sjw2MzVG55YFX2KOSJX7z+MlI6ulnKzgbCtXUUOqVllpYHI7xygwFV95rXCh6lu8vJgqzBVQtbYtvVsyGWCk4xtj2vwVufQDIGsi1vr16zFw4EAcPXoUrq6ukvtDQkKwZ88epct6GRsbS76CBoAtW7bg6dOn8PX1Fc9FRkZK0hHMzMxQqVIl7Nu3D2lpaTA1NUVCQoJkAwkXFxd4eHhIJnPlJSMjA927d8fZs2exc+dO1K9fX+3HT9rJtTZtoD/sbbk27ftqyO/nYGKs2ed2v5J2mPBRFfH4VVwyRv8p3Znu0StpukFiSjouhrxGgwou4rmGFV3wzwXlu0HlFJijHgAcDXqhUZ/JMNnb5k5TiYiMRSl3pzxK5+3Fa+kHIEc79fJxiYortYJaTT89FpSPjw82bNiA7t27w8/PT7Kj2JkzZ7Blyxb07dtXaf327dtj+vTp6NevHwIDAxEUFIT169fnyoNt1aoV3Nzc0KBBA7i6uuLOnTtYsmQJ2rVrBxsbG8TExMDT0xOffPIJqlWrBmtraxw+fBgXL16UrIaQl2+++Qa7du1Chw4dEBUVlWuzhV69uFe3Lr1JSsG/x6XrEHdl6sF77cIDzdejzVDYOCElLQNngl/lW+9I0HNJUNu1npdaQW398iVQusTbD16v4pJx7VGUihpUXJiZmsDFyVay2cLZK/dRqp36Qe0ZhZzcMiXVr0uFK3t0VddtkmpqBbWKo56a0DYHpGPHjrhx4wbmzp2LnTt3YtmyZZDL5ahatSrmz5+PQYMGKa07YcIEJCYmYsOGDdi0aRNq1qyJvXv3Yvz48ZJyQ4YMwfr167FgwQIkJCTA09MTI0eOxPfffw8AsLS0xPDhw3Hw4EFs374dmZmZ8PX1xdKlSzFs2DCV/b927RqArDV3d+/enet+BrW69e9/N5CY9Hb03NnRBk0DKuqxR/Q+2XM5HN908Be3t61brgTqly+Bs/deq6z3ZWvp+slbzz1CAd5uycAE1iyHHYcui8ert51Al9Z1YKLGQNL5aw9w9VZYrvaI3mdqBbXHjh0r7H7kqVy5clixYkW+5RQ3eJDL5Zg3bx7mzZsnOX/8+HHJ8eDBgzF48GCl7ZqZmWHOnDmYM2eO2n1Wdi0qXFv3XZAcf9SSa9PSuxOZkIq/TjzE0JblxXM/floT3ReeQERccp51hrUqj7rlSojHcW9S8fuR+3mWpeKpU4takqD2XugLTF64DTNGfyJZZ11R2NNX+Hqm9Ns/L09n1KjkVVhdJQ1x8wX9UCuobdKkSWH3g0hr4S+icPZaiOQcUw/oXVtx+B66BJSGi505AKB0CStsGd0Y07fewJGbb/Nk3ezNMeLDiujZ0FtSf+nBe4h9o/vNIajoahxQEfVq+OLc1QfiuU17zyHk8UuM7PMh6lb3kYzaRscmYtuBi1jy58FcKyeMGdgWxhrmkBMVN0VyohiRJrYdkK5NW6WCJyqUdddjj+h9FPsmDSNXX8Ca4Q3EHcI8naywYkh9xL5JxZPIN7C1MIWHg0WuCWyHbjzjKO176ufve6HrF79IVm65FBSK3mOWw8pCDk93R5ibmSI6LhFPnkflmQ44oFtTtGlS7V12m/LBnFr94Mc6MniKqx50bc1RWtKPiyGRGPjbGUQnSncEs7M0Q+VS9ihdwipXQLvz4hOMXK18V0Mq3pwdbbHh5xGoW90n132JSSkIfvgc1+8+xuNnkbkCWlMTY4wb3A7fDe3wrrpLVKRxpJYM2oUbD/Ho6dvJOFyblvTt7L3X+HDmYYxsUxFdAkrDUp732+zNJzH49UAwDl4v2BbcZPg8XBywbv4w7D9xA+t2nsbFGw+Rmal8xqCNlTk6Nq+Jvh83RtnSLkrLkf7ICmFdWabU5o9BLRm0gKpl8fjEQn13g4qJ8w9ew+fLfwrcTmR8CqZsvo4f/wlCLW8n+LjZwNbCFGnpmXgRm4TrYdF49DpRBz2m4sLIyAhtm1ZH26bVkfAmGUHBT/DkWSTiEpORkpoGa0tzONhaooKPB8qVcVU5kYz0z0gmg5GOo1Bdt1ccMaglIiokKWmZOHPvFc7cy3+tW6Js1pbmqF+jHOrX4BJdRJpgUEtERESkQ0bQ/aQljs3nj88RERERERk8jtQSERER6RAniulHgYPa2NhYXLx4Ea9evUKZMmUQGBioi34REREREalN6/SD+Ph4DBw4EC4uLvjwww/Rq1cv/PHHH+L9f/zxBzw8PHD+/HmddJSIiIjIEBhBJq6AoLMbOFSbH62C2qSkJDRt2hSrVq2Cg4MD2rRpk2tR6Pbt2+Ply5fYsWOHLvpJRERERKSUVukHCxYswNWrV/Hpp59ixYoVsLKyyrVmnpubG/z8/HDs2DGddJSIiIjIEDCnVj+0GqndtGkT3NzcsHLlSlhZWSktV758eYSHh2vdOSIiIiJDYyQrnBupplVQGxISgoCAAJibm6ssZ2lpidevX6ssQ0RERERUUFqlHxgbGyMtLS3fcuHh4SpHcomIiIiKG5lM99vaMv0gf1qN1Pr4+OD69etIT09XWiYhIQE3btyAn5+f1p0jIiIiIlKHVkFtx44d8fz5c8yYMUNpmRkzZiA2NhYfffSR1p0jIiIiMjTZE8V0fSPVtApqv/76a5QsWRI//PADOnfujA0bNgAAXr58ie3bt6NHjx6YO3cuvLy8MHToUJ12mIiIiIhIkVY5tfb29ti/fz86duyIXbt2Yffu3ZDJZNi/fz/2798PQRBQpkwZ7N69mzm1RERE9F4pjNUKuPpB/rTeJrdSpUq4efMm1qxZg3///RcPHz5EZmYmSpUqhTZt2mDw4MGwtLTUZV+JiIiIiPKkdVALAObm5hg6dChTDIiIiIj+T/b/f7puk1TTKqeWiIiIiKgoKdBILRERERFJMadWP7QKasuWLat2WZlMhpCQEG0uQ0RERGRwGNTqh1ZBbVhYWL5lZDIZBEGAjAurEREREVEh0yqoDQ0NzfN8ZmYmHj16hD179mDx4sX47rvv0K9fvwJ1kIiIiMiQyGQynQ/qcZAwf1oFtWXKlFF6n7e3N5o2bYq6devi008/RZMmTVSWJyIiIiIqqEJb/aBr167w8/PDrFmzCusSREREREVOdk6trm+kWqEu6eXn54eLFy8W5iWIiIiIiAp3Sa+nT58iNTW1MC9BREREVKTIZFk3XbdJqhXaSO26detw9uxZVKpUqbAuQUREREQEQMuR2v79+yu9Lz4+Hnfv3sXt27chk8nw1Vdfad05IiIiIkNjJJPBSMdDq7purzjSKqhds2ZNvmVsbW0xbdo09OrVS5tLEBERERkkbr6gH1oFtatXr1Z6n5mZGUqWLImAgACYm5tr3TEiIiIiInVpFdT26dNH1/0gIiIiKh4KYaIYOFKbL60mivXv3x/jxo3TdV+IiIiIiLSiVVC7bt06pVvlEhEREb3PjCArlBupplVQ6+bmxj2IiYiIiKjI0CqobdmyJU6fPo20tDRd94eIiIjIoGVvvqDrG6mmVVA7depUpKSkYNCgQYiPj9d1n4iIiIiINKL1kl6tW7fGn3/+ib1796JFixbw8vKChYVFrrIymQyTJk0qcEeJiIiIDAHXqdUPtYLaZs2aoXXr1uKKB1OnThVzaiMjI7Fp06ZcdWQyGQRBYFBLRERE7xXuKKYfagW1x48fh5eXl3g8efJkThQjIiIioiJDq/SDqVOn6rgbRERERMVDYUzs4lhi/rSaKEZEREREVJRoNVJLRERERHkzQiHk1HLzhXwxqCUiIiJ6TwiCgLCwMAQFBSE8PBwxMTGQy+VwcHBAuXLlUKdOHZibm+v0mvHx8Th9+jTu3buHuLg4WFhYoEyZMggMDISHh4fOrqN2ULt27VqsXbtW4wvIZDKkp6drXI+IiIjIEBW1nNro6Gjs2LED+/fvx9GjR/H69WulZU1NTdGuXTuMGjUKTZo00f6iAEJDQzF58mRs3rwZqampue6XyWRo0qQJpk2bhsaNGxfoWoAGObWCIGh9IyIiIqJ3b8SIEXBzc0P//v2xefNmlQEtAKSlpWHHjh1o2rQp+vTpg7i4OK2uu3nzZlSuXBnr1q3LM6AFsmLL48ePo2nTphg/fnyBY0a1R2pbt26Nb7/9tkAXIyIiIirujKD7mfjatnf+/Pk8g0pjY2O4u7vD1dUVaWlpePToEWJjYyVl/vzzT9y9exdHjhyBtbW12tfcsmULPv30U2RmZkrOOzs7o1SpUoiIiMDTp0/FIFYQBPz0009ISUnBwoULtXiUWdQOat3c3Ao8DE1ERERU3MlkMp2v56+L9uzt7dGzZ0+0a9cOjRo1go2NjXhfRkYGTp48icmTJ+PkyZPi+QsXLqBv377YunWrWtcICQlBv379JAFttWrVsHDhQnzwwQfiueDgYEyYMAHbt28Xz/38889o1KgRunTpotXj45JeRERERMWYl5cX/vjjDzx79gy//vor2rZtKwlogayR26ZNm+LYsWMYPHiw5L5t27bh2LFjal1r0qRJSExMFI/r1KmDEydOSAJaAKhQoQK2bt2a61rjxo3Tei4Wg1oiIiIiHZIV0k0b06ZNQ3BwMAYMGAALC4t8yxsbG2Pp0qWoXbu25Pwff/yRb91bt25h06ZN4rGZmRnWrl0LW1vbPMvLZDIsWrQI5cqVE8+FhIRg9erV+V4rLwxqiYiIiIqpdu3awczMTKM6xsbGGDdunOTcgQMH8q23atUqSdpBjx494Ofnp7KOubk5xo8fLzmnTgCdFwa1RERERDpkJJMVyu1datSokeQ4MjISb968UVln165dkuMBAwaoda3u3bvDyspKPL548SKePXumZk/fUiuozczMxKpVqzRunIiIiIgMj4ODQ65ziqsj5BQcHIwHDx6Ix1ZWVggMDFTrWoplBUHA3r17NehtFo7UEhEREelYUcinLYinT5/mOufk5KS0/LVr1yTHAQEBMDFRf+PaBg0aqGxPHQxqiYiIiEgi57JeAFCmTBmVubl37tyRHFeqVEmj6ymWV2xPHeqH0ERERESUr6K2Ta42FNNO27Ztq7J8cHCw5LhUqVIaXU+xvGJ76mBQS0RERKRDRXXzBXX9+++/OHHihORc3759VdaJiIiQHHt6emp0zZIlS0qOX716pVF9gEEtERERkcGIi4uTHMvlcsjlcp21HxUVhSFDhkjOde7cGQEBASrrJSQkSI5zrmagDsXyaWlpSElJ0eixMaeWiIiISIeMCukGZH1Nb2dnJ95mzZqls35nZmaiV69eCA8PF8/Z2dnhl19+ybeuYlBrbm6u0bXz2hhCsc38cKSWiIiIyEA8efJEskOXLkdpx44di3379knO/fbbb2rlxyYnJ0uONd3wIa/HkZSUpFEbDGqJiIiIdKgwc2ptbW2VbjtbEL/88gsWLFggOTdu3Dh0795drfqKI7OpqakaXT8lJSXfNvPD9AMiIiKi99iGDRswatQoybm+ffti9uzZardhbW0tOVYcuc1PXqOyim3mhyO1RERERDpUGBsmFNbaB3v27EGfPn0gCIJ4rkuXLvjjjz80Gm1WDEATExM16odieRMTE47UEhEREVH+jh07hq5duyI9PV0817JlS/z9998wNjbWqC0XFxfJcc7JZupQ3MHM2dlZo/oAR2qJiIiIdMoQ1qk9f/48OnbsKEkTCAwMxD///KPxJC8AqFChguT48ePHGtVXLF+xYkWN+8Cg1kAYGxvBxJgD61R4QhZ/pO8u0HvAoc4X+u4CFXNChmYTlApDziW4dNmmrty4cQNt2rSRLJlVo0YN/PvvvxqvL5tNMQi9ffu2RvUVt8XVJqhllERERET0nggODkbLli0RHR0tnvPz88OBAwdgZ2endbvVq1eXHF+8eFGS1pCf06dPq2xPHQxqiYiIiHQoO/1A17eCevToEVq0aCHZ0tbb2xuHDh3SKoc1p4oVK8LHx0c8TkxMxJkzZ9Sqm5iYiLNnz4rHMpkM7du317gPDGqJiIiIirnnz5+jefPmkglcJUuWxJEjR1CyZEmdXKNjx46S45UrV6pVb9OmTZJUiNq1a8PDw0Pj6zOoJSIiItIhWSHdtBUVFYWWLVsiJCREPOfs7IxDhw7B29u7AC1L9e/fXzKivHHjxly5soqSk5NzrYc7YMAAra7PoJaIiIiomIqPj0fr1q1x69Yt8Zy9vT0OHjwIPz8/nV6rcuXK6Natm3icmpqKPn36IC4uLs/ygiBg1KhRuH//vniubNmy6N+/v1bX5+oHRERERDokk2XddN2mNjp27IiLFy9Kzo0ePRqvX7/G4cOHNWqrVq1acHBwUFlmxowZ2L17N968eQMga8JY48aN8fPPP6Np06ZiuXv37uG7777D9u3bJfVnz54NU1NTjfqVjUEtERERUTF1/PjxXOcmT56sVVvHjh2TBKZ58fX1xcqVK9GzZ09xl7Lr16/jgw8+gLOzM0qXLo2IiAiEh4dLdjEDgC+//BJdu3bVqm8Ag1oiIiIinTKCDEY63thW1+0Vph49ekAQBAwYMABJSUni+VevXuHVq1d51hkzZgzmzJlToOsyp5aIiIhIh7LTD3R9MySffvopbt68iZ49e6pMJ2jcuDGOHz+OuXPnFnjZMo7UEhERERVTil/xv0tly5bF+vXrsWzZMpw6dQr3799HfHw8zM3NUbp0aTRo0EBny4kBDGqJiIiIdEr2/3+6btNQ2draom3btoV+HaYfEBEREZHB40gtERERkQ4VpSW93iccqSUiIiIig8eRWiIiIiIdkhXCkl6GnFP7rnCkloiIiIgMHkdqiYiIiHSIObX6waCWiIiISIcY1OoH0w+IiIiIyOBxpJaIiIhIh7j5gn5wpJaIiIiIDB5HaomIiIh0yEiWddN1m6QaR2qJiIiIyOBxpJaIiIhIh5hTqx8cqSUiIiIig8eRWiIiIiId4jq1+sGRWiIiIiIyeBypJSIiItIhGXSfA8uB2vwxqCUiIiLSIS7ppR9MPyAiIiIig8eRWiIiIiId4pJe+sGRWiIiIiIyeBypJSIiItIhLumlHxypJSIiIiKDx5FaIiIiIh2SQfdLcHGgNn8cqSUiIiIig8eRWiIiIiIdMoIMRjpOgjXiWG2+GNQSERER6RDTD/SD6QdEREREZPA4UktERESkSxyq1QuO1BIRERGRweNILREREZEOcZtc/eBILREREREZPI7UEhEREelSIWyTy4Ha/HGkloiIiIgMHkdqiYiIiHSIix/oB4NaIiIiIl1iVKsXTD8gIiIiIoPHkVoiIiIiHeKSXvrBkVoiIiIiMngcqSUiIiLSIVkhLOml8yXCiiGO1BIRERGRweNILREREZEOcfED/eBILREREREZPI7UEhEREekSh2r1gkEtERERkQ5xSS/9YFBLxdKDRy9x+8EzPH8Vg6TkVJjLTeHsaIOypVxQybck5Gb81Sei4kNuZoKAqmVR3ssV9jaWSE1Lx7OIGFy6FYZHTyP13T2id4J/2anYSEhMxqqtJ7Bhzzk8fqb8TdzM1BjV/cqg/QfVMLBb03fXQSqWBkxcje0HL0vOlXJ3xI1d0/XUI9KXbwe1xfjBbbWuv2HPOYyYtk6jOk721vh2UBt82r4erC3leZa5evsx5q7ch30ngrTuG2mGS3rpB4NaKhYOnb6JMbM34lVUfL5lU9MycOHGQ4SGv2JQSwWy70RQroCW6F1pULMc1szujxIONirL1ahUGhvmD8Hfe87jq5kbkJae8Y56SPRuMaglg7di4zFMW7ITgiBIzpubmcK1hC0c7a2RnJKKl5FxiIpJ1FMvqbiJTUjCmJ826bsb9J6qV60sNi8aBktzM8n5mLg3ePQsEvY2Fijp6gATE2Pxvk/b14WVpRx9vv3jXXf3vcN5YvrBoJYM2obdZzF18Q7JuWb1/DCgaxME1iyXK3f2xatYnL5yD/tPBOHqnUfvsKdU3ExZ9A+eRcQAAKwszJCYlKrfDlGR8/3P23Hz/lO1y794FatWOTsbC6z8sb8koH38LBLj52+VpBh4uNhjTP/W6PdxQ/Fcx2bVMbxnMyzdcFTtfhEZCga1ZLBCw1/h+wXbxGNTE2P8/P1n+KhlLaV13Jzt8PGHdfDxh3UQE/fmXXSTiqFTl+/hz51nAQBGRjKMG9QWU37Zod9OUZFz7c4TnL5yX+ftjvy8BTxc7MXjsKev0WbgQrx4LQ2Kn0XEYPTsjQh/EYVJIzqK58cNbI31u88iNj5J532j/+NQrV5w8wUyWON+2oTk1DTxeMmUz1UGtIrsbS0Lo1tUzCUlp2LkjA1iusvgbk1Qs1JpPfeK3hdO9tYY1K2J5NxXMzfkCmhzWrDmoCS4trOxxJe9WhRaH4n0hUEtGaT9J4Mkb9IdmlVHh2Y19Ngjel/8uHwPQsNfAwA83RwwcVgHPfeI3iddWtWCjZW5eHz6yn2cuHgv33o//b5PcvxZx3o67xu9JSukf6Qag1oySOt3npEcj+7XWk89offJlVuPsGzjcfF47rhuSpdRIioMbZtUkRz/9f80mPycvHQPYU9fi8duJexQp4q3TvtGb2Uv6aXrG6nGoJYMzvNXMTh+4a547F+uJCqUdddjj+h9kJaegS9nrEdGRiYAoHOLGmjdqEo+tYh0x8rCDIE1fCXnjp2/o3b94xeCJccfNqysk34RFRUMasngHDt3RwwsgKy1GokK28LVB3H7wTMAWbPPZ3/TVc89ovdNxbLuMDN9O7877OlrRETmvzZ3tvPXH0qOq5QvqbO+kZSskG6kGlc/IINz/c5jyXEl37dvzEH3wrFp73mcu/YAT19GIyU1HSUcbODtWQJN6/qhc8uacHe2f8c9JkN39+FzzF99QDye+kUnuJaw1WOPyFCYmZrAq6QTHO2skJaegajYRLx4FYuklLT8Kyso7+0mOQ5++EKj+sGhz1W2R2ToGNSSwbl2VxrUlvFwQuKbFExatA0b95zPVT78RRTCX0Th5KV7mPvHvxjUrQnGDGwL0xyLkhMpk5mZiZEz1iM1LR0AUL+GD/p81EDPvSJDMPfbbvDycIKFwgYJaekZuHbnMQ6fuY2VW08iMiZBrfbKlXGVHD99Ga1RfxTLl3JzhNzMBCmp6Rq1Q2rgkl56USzSD7y8vNC3b199d4PekbDw15JjmZEMH434Jc+AVlFyShoW/3UYvb5ZjoTE5MLqIhUjv238DxeDwgBkjbr9POFTyDhjg9TgV9Y9V0ALZK2pXaeKN74b0g43dk/Hd0Pawcgo/9+pEg7WkuPszT/UFREZL9ki19jYCI52Vhq1QVSUFemgNiQkBEOGDEHZsmVhbm4OW1tbNGjQAIsWLUJSUtFeNPrWrVvo2rUrypYtC0tLS5QoUQKNGzfG7t279d01g5aZmYmENymSc5N+3oab98IBADKZDC0bVMbsMV2xds4gLJvWByN6NYdbCTtJnZOX7mHUzPXvrN9kmB49fY2Zy9++Zr/u2xLlvfiVLemOpbkZxg1sgx2/fgkri9wBcE5WCittJCanKCmpXFKydOc7xTZJN7ikl34U2fSDvXv3omvXrpDL5ejduzcqV66M1NRUnDp1CmPHjsWtW7ewYsUKfXdTqUePHiE+Ph59+vSBh4cH3rx5g23btqFjx4747bffMHjwYH130SDFJSSLi95nCwrOCmgd7Kyw6scBqFvdR3J/pxY1MarPhxg3ZxP+OXRZPP/vfzewZd8FdG0TUPgdJ4M06se/xe1vy3u5YnS/D/XcIyrqMjMzcTEoFAdP3cLl249wL/QFouPeIDNTgKOdFapVLIUPG1ZGj3YBklHcRrXLY+XM/ug55jdkZgp5tm1tIQ1AU1I0TxtITkmDrbWFeGxlwaCWio8iGdSGhoaiR48eKFOmDI4ePQp397fLNY0YMQIPHjzA3r179djD/LVt2xZt27aVnPviiy9Qq1YtLFiwgEGtlhKT8h6ZMDY2wl9zB6Omv1ee91tZyrF4ci9ExSbivxzLgf3y5yF80roOv06mXP7aeUZcAkkmk2HhhE8lM8+JFB07fwdbD1xCyOOIPO9/8ToWL07F4sCpm5i3aj9WzuyHejk+hH/YqDIGfNIYv2/+L8/6crmp5Dg7z1sTinUsFNok3SiMdWX5Zyp/RTL9YM6cOUhISMDKlSslAW02X19ffPXVV0rrR0VFYcyYMahSpQqsra1ha2uLNm3a4Pr167nKLl68GP7+/rC0tISDgwNq166NDRs2iPfHx8dj1KhR8PLyglwuh4uLC1q2bIkrV65o/LiMjY1RqlQpxMTEaFyXspib5f0G3LN9PaUBbTYjIyPMHtNVkrsW8jgCZ68+0GUXqRh48ToWkxb9Ix737lQ/1/qgRIou3AhVGtAqehYRg84jFuPCDekyW2P6f6g00ExRWDFBmw9ZinWSOUmsUHBJL/0okkHt7t27UbZsWQQGBmpV/+HDh9ixYwfat2+PBQsWYOzYsQgKCkKTJk3w7Nkzsdzvv/+OkSNHolKlSvj5558xbdo0VK9eHefPv51wNHToUCxbtgwff/wxli5dijFjxsDCwgJ37qi34HViYiJev36NkJAQLFy4EPv27UPz5s21elwEWFrmnXP2WUf1flfKlCyBRrUrSM6dvcaglqTG/rQZsfFZefuuTraYNrKzfjtExVJKajqGTvlTMnnLxckWH9Tzy7N8gsI3VXK55kGtuULAnPhG87xcoqKqyH2XFhcXh6dPn6JTp05at1GlShXcu3cPRkZvY/bPP/8cFStWxMqVKzFp0iQAWXm7/v7+2LJli9K29u7di0GDBmH+/PniuXHjxqndl2+++Qa//fYbgKyRwi5dumDJkiVKy6ekpCAl5e2bTFxcnNrXeh9YyM1gbGwk2XzB2lKOyhosIl6/uo8kBeH63Sc67SMZth2Hr2DP8bff6sz65hPY2VjqsUdUnIWGv8a+E0Ho2Ky6eK5ZvYr4978bucoqBqBW5prnwyquxqAspYsKiEt66UWRG6nNDuJsbGy0bkMul4sBbUZGBiIjI2FtbY0KFSpI0gbs7e0RHh6OixcvKm3L3t4e58+fl4zwamLUqFE4dOgQ1q5dizZt2iAjIwOpqalKy8+aNQt2dnbirVSpUlpdtzgrYS9d1sbL01nyASY/PqVdJMeR0eqtEUnvh8m/7BD/36qhPz5qWVN/naH3womL0u1rfRXWo832WuG9ysPFXqPruDjZSNbnzsjIVHuNXCJDUORGam1ts3bpiY9Xf+s/RZmZmVi0aBGWLl2K0NBQZGS8/WrHyclJ/P+3336Lw4cPIyAgAL6+vmjVqhV69uyJBg3eLqw+Z84c9OnTB6VKlUKtWrXQtm1b9O7dG2XLllWrLxUrVkTFihUBAL1790arVq3QoUMHnD9/Ps/JSd999x1Gjx4tHsfFxTGwVVDOyxUvI9+OYNtYmWtU31qhfGz8G530i4qH7LQDADh46hYc6nyhcRtPnkflqndi3XhUqeBZ4P5R8aO4KYLiB/ds9x+9lBx7ujlodB1PV0fJ8ZMXUdx4oZAUxhJchrqkV3JyMs6cOYO7d+8iOjoaZmZm8PT0RN26ddWOpdRV5EZqbW1t4eHhgZs3b2rdxo8//ojRo0ejcePGWLduHQ4cOIBDhw7B398fmZlvv7b28/NDcHAwNm7ciIYNG2Lbtm1o2LAhpkyZIpbp1q0bHj58iMWLF8PDwwNz586Fv78/9u3bp1XfPvnkE1y8eBH37t3L8365XA5bW1vJjaTKKawTmqrhm7Lim7i5XPXakEREhSlnTi0AmCjZ7fB+mDSoraDhNreK2+Iqtkfvh6dPn+Kff/7B+PHj0axZM9ja2kImk4k3Ly8vnVzn1atX+OKLL1CiRAk0b94cI0aMwPfff49x48ahZ8+e8PHxQe3atbFz506dXA8ogiO1ANC+fXusWLECZ8+eRf369TWuv3XrVnzwwQdYuXKl5HxMTAxKlCghOWdlZYXu3buje/fuSE1NRZcuXTBz5kx89913MDfPGtFzd3fH8OHDMXz4cERERKBmzZqYOXMm2rRpo3HfsjeNiI2N1bguZVEc7XoVrdmo/muF8o52zJckIv1xcZIOXihLibr78DlS09LFFQzKlCwBVydbyTdXqtStJh0VC/r/pjWke0VtSa/Tp09j/vz5BUqn1MTx48fRtWtXvH79WmW5y5cvo3Pnzujduzd+//13mJkVbJCpSAa148aNw/r16zFw4EAcPXoUrq7S/KKQkBDs2bNH6bJexsbGuRbo37JlC54+fQpf37fL8kRGRkrSEczMzFCpUiXs27cPaWlpMDU1RUJCAuzs3u5G5eLiAg8PD8lkrrxERETAxUWau5mWloY///wTFhYWqFSpkuongZRqEegPIyOZuED542eRiI5LhIOtets9BgVLJ4Yp5tjS+23DvMG5Rs7yc/P+U8kSYC6ONvhteh9JGe9SzjrpHxU/9apJN4x5GhGdZ7mENyk4c/UBmgZUFM81rVsRm/69oNZ1mgZIV37Zf1L7b0TJsFy8eBH//PNP/gV14NSpU2jbtm2unV/t7e3h7e2N6OhoPHnyRJIa+ueffyIhIQFbt24t0LrxRTKo9fHxwYYNG9C9e3f4+flJdhQ7c+YMtmzZgr59+yqt3759e0yfPh39+vVDYGAggoKCsH79+ly5G61atYKbmxsaNGgAV1dX3LlzB0uWLEG7du1gY2ODmJgYeHp64pNPPkG1atVgbW2Nw4cP4+LFi5LVEPIyZMgQxMXFoXHjxihZsiRevHiB9evX4+7du5g/fz6srfPOmaL8lXCwQZ0qZXH+eoh47t/jN/BZx/xH9dPTM7DvRJDkXP0a5XTeRzJcDWpp/vtgYiLN5JLLTdG0bkUlpYnesrW2kKx8AAD/XQjOuzCAfSeCJEHt553qqxXUNqpdHl4l335T+TIyDpduhmncX1KPIS1+YG1tjYQE3UwYjI6ORvfu3SUBbZkyZbBo0SJ07NhRDFjDw8MxY8YMcXUoANi+fTsWLlwomVekqSIZ1AJAx44dcePGDcydOxc7d+7EsmXLIJfLUbVqVcyfPx+DBg1SWnfChAlITEzEhg0bsGnTJtSsWRN79+7F+PHjJeWGDBmC9evXY8GCBUhISICnpydGjhyJ77//HgBgaWmJ4cOH4+DBg9i+fTsyMzPh6+uLpUuXYtiwYSr73717d6xcuRLLli1DZGQkbGxsUKtWLfz000/o2LFjwZ+g99znnQIlQe2yDUfxSes6kJup/pVev/ssIhQmmTH4ICJ9+eGrj2Bv+zYFKiU1DYfP3FZafvvBy5g0vCOsLbOW82pQsxwa1S6Pk5fynqeR7dtB0nS5DbvP5fpGk3SoiEa12bFInTp1EBAQgDp16iA0NBQffPBBwRsHMHfuXEl6g7e3N06dOgUPDw9JOU9PTyxfvhylS5fGxIkTxfPZA5IODppNgswmE/hbXaTFxcXBzs4OYc+jOGksh8zMTLTsOwd3Qp6L57q1CcCCCZ8qXd7ryq0wdP9qqWRdxi96tcCEYR0Kvb+GwMIs78kplL9Tl++hw9BfxONS7o64sWu6HntUdGmzmoQhGNWnJY6dv6v2utfGxkaY+mUnfPGZdDOe5RuP4bv521TWnfJFR4zq00o8Dnv6Gm0GLsSL13nP1RjdtxUmjXg7mBIb/wbVO09FTFzxXPlFyEhFStDviI2Nfed/N7P/Zl++/xzWNrq9dkJ8HGqVc9fqcYWEhCAlJQUVK1bM9Tfy+PHjkqC2TJkyCAsL07h/r169QtmyZSWjvocPH1a54ZQgCGjatClOnDghnpswYQJmzpyp8fWBIrj6AZE6jIyMMHXkR5Lcm837LuDTr5fhhsIflbiEJPy28ViugLZsKReM7N3ynfWZiIqv5vUr4fhf32L/H19jSI+m8PNxh7Fx7j+xtlbm+LhVLRxdOzZXQPvwySvM+WN/vtda9OdhSQDrVbIEDqwcjTaNq0jKebjYY8H4HpKAFgDmrzpQbAPaokJWSP+05ePjg0qVKmm0prumNm7cKAloGzdunO8OqjKZTLLiFACsWrVK628Rimz6AVF+GtWugO+GtsePy3aL505euofWA+bBxckW7s52eJOcikdPXyM1TTrxx8HOCr/P7JdrzVoiooKoW80Hdf8/8Ss5JQ3PImIQl5CEjMxMONpZobS7U57B7ovXsej61VJExybme42YuDcYMGEVtv4yQtwhrLSHEzbMH4KYuDd49CwSdjYW8HR1yLU82N7j17F43REdPFIiKcWluQYMGKBWvQ8++ADe3t4IDQ0FALx48QLnzp3TavUrjtSSQfuiVwv8MOpjyS45ABARGYfrd5/gftjLXAGtT2kX7P5tFPx8pDk+RES6ZC43RdlSzqjuVxq1/L3g7emcZ0B78NRNNOo5Cw+fvFK77TNXQ9D96+WIipEGwfa2lqhWsRS8SpbIFdBu2X8R/Ses1u7BkGZkb5f10tWtKO+9kJCQIEkhALIm46tDJpOhRYsWknN79uzRqh8MasngDejaGIf/196dx1VV538cf192ZFMMcQMxlzCXdKg0nbQitTIrk8qKEpush45lmmlTFmarlWaNLWPlUlYuRU2JZbkkpjVZuKFoaiJuo2YiuLAI398f/rjjlUXAyz1ceD3n4ePRPed+z/2cM5+6Hz/3e77ng3G6KbZLieL2TJFNG2riI7dq6QfjdGEEy3gBcJ7JMxZrxqcrlb5jn05VYEm4nOO5+vy7VPV74DXdMeqdEo/ArYiVv/ymbnc8p/c/TXGYWnW29Vt2656x7+qBp2Yrv4AniMH5Nm3apIKCAvvrli1bqnHjij8c5MwnuUrSunXrqhQH0w9QK7RpEa53JiYo53iuftm4U7/vPqSc4ycV4O+rC0KD1LFt8zKfpw6cr7/GtNWRNdOsDgMW+v7nLfr+5y2SJH9fb110YRNFNglV+AUhCqznKw+bTUePnVRW9glt2blfm7fvs6+1fT4O/ZmjMZPma/zUz3V5p5a6KKqxgoP8VVBQqP2HsvRLWoZ27il/AXw4Xw1d/KDapKenO7yu7Fr8Z7//7ONVFEUtapWgAD9d3a2dru7WzupQANRRJ/MKtC49U+vSM132mbl5BUpZ85tS1pS/tBdQHbZudVxbOSIiolLjz37/rl27lJuba3+ya0Ux/QAAAMCZbNX0p4Y6ePCgw+vmzZuX8c7ShYeHy8vrf33WoqIiHT58uNJxUNQCAAA4UU1b0qu6nf1EsoCAij22vpjNZpO/v3+5x6wIph8AAAC4iezsbIfXvr6+8vX1tSia084uQCs7bUCS/P39lZOTU+YxK4JOLQAAgBM5ezkv+7JeOj3/NCQkxP7nxRdftPZkJeXm5jq89vHxqfQxzi7MT548Welj0KkFAABwE7t373Z4TK7VXVqpZGc2Pz+/0sfIy3Nclq4q3V6KWgAAACeqziW9goODHYramiAwMNDh9dmd24o4uzN79jErgukHAAAAqLKzC9Djx8/9uOczGWOcUtTSqQUAAHCmOvb0hUaNHJ/SuWfPnkqNP3DggE6d+t/T7jw8PHTBBRdUOg46tQAAAKiyiy66yOF1ZmblHjxy9vtbtGjBnFoAAACrVce6sjV5ndro6GiH15s3b67U+LMfi3v28SqKTi0AAIAT2VQNS3pZfVLlaN++vby9ve2vMzIytH///gqPX7VqlcPrzp07VykOiloAAABUWVBQkHr27Omw7bvvvqvQWGOMlixZ4rCtf//+VYqDohYAAMCJbNX0pya76aabHF6///77FRq3fPly7dy50/46PDxcXbt2rVIMFLUAAAA4L4MGDVJAQID9dUpKipYtW1buGGOMnnnmGYdtQ4YMkYdH1cpTiloAAAAnqs7H5NZUjRo10ogRIxy23X///dq3b1+ZY1588UWlpKTYX4eEhOixxx6rcgysfgAAAFDLrVq1qsQDDiRp/fr1Dq9zc3NLzHEt1rRpU1188cVlfsbYsWM1e/Zs/fe//5Uk7dy5U927d9cbb7yh/v37y/b/lfmePXv03HPP6V//+pfD+CeffFKhoaGVOq8zUdQCAAA4Vc17+sLdd9+tXbt2nfN9Bw4cUO/evUvdN3jwYM2aNavMsaGhoZo3b5769u1rf1Turl27dPPNN6t+/fpq2bKlsrKylJmZqcLCQoexN998s8aMGVPxEyoF0w8AAADgFD179lRycnKJjmtWVpbWrl2rnTt3liho77rrLs2bN8/eya0qiloAAAAnqotzas90zTXXaPPmzRo2bJjq1atX5vu6dOmizz77TB999JF8fX3P+3OZfgAAAFDLZWRkuPTzwsPD9dZbb2ny5MlavXq10tPTlZWVJR8fHzVr1kxdu3ZV69atnfqZFLUAAABOVPNm1FrH399fsbGxio2NrfbPoqgFAABwouqYLuBO0w+swpxaAAAAuD06tQAAAE5k+///OfuYKB+dWgAAALg9OrUAAADOxJ1ilqBTCwAAALdHpxYAAMCJaNRag04tAAAA3B6dWgAAACdinVprUNQCAAA4EUt6WYPpBwAAAHB7dGoBAACciTvFLEGnFgAAAG6PTi0AAIAT0ai1Bp1aAAAAuD06tQAAAE7Ekl7WoFMLAAAAt0enFgAAwKmcv04ts2rPjaIWAADAiZh+YA2mHwAAAMDtUdQCAADA7VHUAgAAwO0xpxYAAMCJmFNrDTq1AAAAcHt0agEAAJzIVg1Lejl/ibDah04tAAAA3B6dWgAAACdiTq01KGoBAACcyCbnP/+LmvbcmH4AAAAAt0enFgAAwJlo1VqCTi0AAADcHp1aAAAAJ2JJL2vQqQUAAIDbo1MLAADgRCzpZQ06tQAAAHB7dGoBAACciMUPrEFRCwAA4ExUtZZg+gEAAADcHp1aAAAAJ2JJL2vQqQUAAIDbo1MLAADgRCzpZQ2K2hrOGCNJysnJtjgS1HYFPp5Wh4A6wBTmWx0CarniHCv+/rRCdrbzv7Or45i1DUVtDZeTkyNJ6tg2ytpAAABwIzk5OQoJCXHpZ/r4+Khx48Zq0zKiWo7fuHFj+fj4VMuxawObsfKvMjinoqIi7du3T0FBQbLx20OFZGdnKyIiQrt371ZwcLDV4aCWIs/gCuRZ5RljlJOTo6ZNm8rDw/W3DuXm5io/v3p+kfDx8ZGfn1+1HLs2oFNbw3l4eKh58+ZWh+GWgoOD+RJAtSPP4ArkWeW4ukN7Jj8/PwpPi7D6AQAAANweRS0AAADcHkUtah1fX18lJibK19fX6lBQi5FncAXyDKg4bhQDAACA26NTCwAAALdHUQsAAAC3R1ELAAAAt0dRCwAAALdHUQsAAAC3R1ELAEAtxiJHqCt4TC7qvOzsbB4/iWq3d+9eZWdnKysrS02bNlWLFi0knS44bDabxdGhtti0aZO2b9+uvXv3qlWrVurbt69sNht5hjqBTi3qtHnz5mnEiBHasGGD1aGgFktKStKNN96ojh07qkePHrruuuv03nvvSRKFBpxm3rx5uvHGG5WQkKARI0aof//+euGFFySRZ6gbKGpRZ3333Xe68847NWfOHL366qtKT0+3OiTUQvPnz1d8fLwuueQSTZ8+XbNnz5YxRk8//bQWL15sdXioJebOnavBgwerb9+++uKLL7Ru3Tr16tVLr732Gn9pR53B9APUSTt37tSkSZPUqlUr9enTR9OnT1deXp4mTJigdu3aWR0eaom0tDQ9++yzio+P11NPPaWIiAhJUkREhG644QYtWbJEffv25adhnJcff/xRTzzxhO677z6NGzfOPrUlNjZW69evl4+Pj8URAq5BpxZ10u7du7Vs2TLdfffdevPNNzVt2jQlJSVpwoQJdGzhFMYYrV69Wnv27NEtt9xiL2gLCwt11VVXqX///vryyy+Vm5vLjTyossLCQm3atEnBwcG6++671aJFC3s+/fnnnzLGaOrUqZo4caImT56s/Px8iyMGqg+dWtRJPXv2VFJSkm655RZJ0pAhQ1RUVKSHH35Ykhw6tkVFRfLw4O9/qBybzab8/HzddddduuGGG+zbPT09JUmRkZFasmSJvL29yS9Umaenp3r06KGoqCj16NFD0unce/fdd/Xqq6/q0ksvVf369bVixQqlpKQoJSVFs2bNUoMGDSyOHHA+m6FFgDrq7J98CwsLNX36dD388MO69dZbmYoAp8jIyFBUVFSJvxy9/fbbGj16tHbv3q3Q0NAShS1TElAVxhht3LhRAwYM0G233abhw4crMjJShw8f1qeffqphw4Zp3LhxevHFF60OFXA62gOos84uGDw9PfXAAw/ojTfeUFJSkhITE7V9+3ZJ0rfffquXXnpJeXl5VoQKN1TcL4iKipKkEkVraGio8vLydPToUfu+jRs36sMPP5TE3eqoGpvNptatW2vGjBl66qmnFBkZKUlq2LChBgwYoHbt2mnZsmU6evSoxZECzsf0A+AMxYWtMUYjR46UzWbT9ddfr3/+859au3at7r33XjVt2tTqMOEGzlWUFu/39fWVJKWnp2vcuHH65ptv1Lt3b4WHh1PYotKKiopUr1499erVy76tsLBQnp6eatSokQICAlSvXj0FBQVZGCVQPShqgbN4enpq+PDh8vDw0OjRo5WUlKSgoCCtW7eOghZO4+fnJy8vL2VnZ2vr1q0aM2aMVq9erdTUVDVu3Njq8OCmzv5FoKioyD6Pe9myZdq7d68SEhIsiAyofhS1QBlatWql4OBgFRQUKCUlRe3bt7c6JNQiDRo00KlTp7R8+XItXbpUK1as0KpVq3TJJZdYHRpqCWOMvchds2aNXnnlFXl4eOhvf/sbNyeiVqKoRa1W1ZttUlJSNG7cOJ08eVKrVq2ioEW5qpJnnp6eCggI0PPPP69jx47phx9+oKBFuSqbZzabTSdOnNDrr7+uL774QhkZGfruu+904YUXVmOUgHX4qxpqrcLCQtlsNh08eFBr167V4cOHKzw2Pz9fBw8e1MqVK9WhQ4dqjBLurqp55uPjo7y8POXm5mr16tXq3Llz9QYKt1bVPPv44481f/58hYWFKSUlRZ06darmSAHrsKQXaqXiGyO2bNmi+Ph4+fr6avz48br++usrfIyjR48qJCSkGqOEuzvfPJs4caIGDRqktm3bVnOkcGfnm2cbNmxQZGSk6tevX72BAhajqEWtU/wT3ZYtW3TllVeqS5cuiouL0wMPPFCp8awTivKcT54VFynAuZxPnvHgGNQ1FLWolbKysnTrrbfKGKNXX31VMTEx9n0FBQWSJG9vb0ksco+qI8/gCuQZUDH8FQ61Uk5OjtLT09WzZ0/7F0Bqaqrefvtt9e3bVw8++KCWLl0qiUXuUXXkGVyBPAMqhtUPUCuc3Z3IyspSUVGR/vjjD2VkZCg5OVnvvPOOdu3apaioKKWmpuqnn35SUlKSoqOjLYwc7oQ8gyuQZ0DV0KmF2yu+K/jo0aPKyMiQJHXs2FF33nmn3n77bUVHR+uhhx5Sly5d9Mknn2jDhg2aOnWqduzYoV27dlkbPNwGeQZXIM+AqqNTC7dWfMPNb7/9phEjRiggIECPPPKIevXqpalTp6p79+46cOCAunfvrtatW9tXM/Dz81P9+vXl7+9v8RnAHZBncAXyDDg/FLVwW8WPf9y8ebNiY2N14YUXauDAgQ7PPL/99ttL/JS3Zs0azZo1S82aNeOnOpwTeQZXIM+A88fqB3Brhw4d0rXXXquwsDC99NJLuvTSS8t8b35+vmbMmKG5c+dq06ZNWr58OQ9WQIWQZ3AF8gw4P8yphVtLS0vT3r17df/999u/ALZt26akpCSNGjVKr732mv29L7/8soYPHy5jjFasWMEXACqMPIMrkGfA+WH6AdzesWPHlJWVJUl6//339d5772nNmjUKCQnRkSNHtHHjRs2YMUPjx49Xjx491KFDB4WFhVkbNNwOeQZXIM+A82AAN7Z9+3YTGxtrgoKCTEREhPH29jY33XST+eyzz0x2drYZPXq0CQwMNL/88ovVocKNkWdwBfIMOD90auEWiu8KNsbIGGN/9GOrVq00ceJELVu2TGlpabrnnnvUqVMnRURESJKCgoIUHBysxo0bWxk+3AR5Blcgz4DqwY1iqPGKvwB27NihqVOnKi0tTS1bttQNN9ygAQMGyNPTU1LJBctTU1M1btw42Ww2LViwwL78DVAa8gyuQJ4B1YeiFjXOmf8xLyoqkoeHhzZv3qyrr75afn5+ioiI0O7du2Wz2XT77bfrhRdekJeXl06dOiUvr9M/Pnz00UeaMWOG1q1bp5SUFLVv397KU0INRJ7BFcgzwIVcP+MBOLfCwkL7P+/Zs8d07NjR9OnTx/zwww/GGGPy8/NNdHS0CQ0NNSNHjjQFBQXGGGNOnDhh7r77bhMZGWn+8pe/mLS0NEvih3sgz+AK5BngGsypRY0xcuRIRUdHa9iwYfLw8FBRUZFsNpuSkpJ0/PhxjR07Vj169JAkPffcc9q2bZtiYmI0e/ZseXl5adKkSfL399fgwYPVu3dv9e7dW02bNrX4rFDTkGdwBfIMsIDVVTVgjDGZmZkmNDTUtG/f3syePdthX3JyshkyZIj99fPPP2+8vLzMnDlzzMGDB03nzp2Nh4eHeeSRR0x+fr4xxrEzAhQjz+AK5BlgDYpaWK74P9gbN2407du3NxdffLGZNWuWff+JEyfsP8ctXLjQBAYGmhdffNEcPnzYGGPM9OnTTXh4uAkNDTWPPfaY608AboE8gyuQZ4B1eKIYLOfh4SFjjDp06KCPPvpIxhi9/PLLmj17tiTJ39/f/t4NGzYoLCxMgwYNUmhoqCRp48aNateunW677TYNHTrUknNAzUeewRXIM8A6FLWw1Pbt27Vw4UK98cYb2r9/vy655BLNnz+/xBdB8V3AxU/bycnJkST9+uuvSktLU1xcnN555x21adPGsnNBzUWewRXIM8BilvWIUefNnz/fxMTEmHr16pl+/fqZBQsWmFOnThljTv90165duxI/3X3xxRemUaNGJiYmxgwaNMjExMSYsLAwk56ebtVpoIYjz+AK5BlgPYpaWOLDDz803t7eJiEhwXz55ZfGGGOKioqMMabUL4KZM2fax86cOdNcddVVpnXr1ubaa69lmRuUiTyDK5BnQM3AwxfgcitXrlRcXJwGDhyoxx9/XJGRkZJKX6Q8LS1Nt99+u2w2mx599FHdd999kqQDBw7Iz89PNptNwcHBlp0Lai7yDK5AngE1B3Nq4TLFf39atGiRAgIClJCQUOoXgCT7uo4dOnSwz0mbPHmyfU5aeHi4QkJC+AJACeQZXIE8A2oeilq4jM1mU15enhYuXKiLL75Yl19+ucO+0t4vSR06dNDcuXPl6empxx9/XHPnznVZzHA/5BlcgTwDah6KWrhUQUGBTp06ZV/25tSpU2W+12az6dChQzp06JA6deqk2bNnq0WLFrrssstcGDHcEXkGVyDPgJqFohYuFRgYqPDwcG3btk3GGHl5eamoqKjE+4q3paam6tlnn1VOTo66dOmilJQUtWrVytVhw82QZ3AF8gyoWShq4TLFc9D69OmjrVu36umnn5b0v/lmZ/LwOJ2ab731ljZt2qSgoCBJko+Pjwsjhjsiz+AK5BlQ81DUwmWK55TFx8crIiJCb775pmbMmCHp9H/0CwsLHb4MUlJSlJmZqdjYWEn/+xIBykOewRXIM6DmoaiFy0VGRuqTTz7RqVOn9OSTT+r111+XJHl6eto7GqmpqZo0aZKys7N11113SSr95gugLOQZXIE8A2oO1qmFZZYsWaK4uDhlZ2drwIABGjRokCIiIpScnKylS5fqt99+07Jly9SpUyerQ4UbI8/gCuQZYD2KWlhqy5YtGjt2rFatWqUjR45IkkJDQ9WjRw9NmjRJ0dHRFkeI2oA8gyuQZ4C1KGphuWPHjunYsWNav369jDHq1KmTgoODFRgYaHVoqEXIM7gCeQZYh6IWAAAAbo8bxQAAAOD2KGoBAADg9ihqAQAA4PYoagEAAOD2KGoBAADg9ihqAQAA4PYoagEAAOD2KGoBAADg9ihqAQAA4PYoagEAAOD2KGqBWigqKko2m83hj6+vryIjI3XHHXdo5cqVVodoN2HCBNlsNk2YMMFh+6xZs2Sz2ZSQkGBJXM5Q1rmV5/vvv7f/f1adXH19q3ItAKAyKGqBWqxHjx4aPHiwBg8erOuvv15FRUWaP3++evXqpSlTplgdnssUF/kZGRlWhwIAqCZeVgcAoPrcf//9Dp243NxcPfjgg/rggw80duxY3XjjjWrbtq11AZZjwIAB6tatm0JCQqwOBQDgBujUAnWIn5+f3nzzTQUEBKiwsFBJSUlWh1SmkJAQRUdHq0mTJlaHAgBwAxS1QB0TGBioiy66SJIcfo4/cx7nzJkzdcUVVygkJKTEz/b79u3T6NGj1a5dO9WrV09BQUG67LLLNG3aNJ06darUzzx58qQmTJigNm3ayNfXV02aNNHgwYOVmZlZZpznmvO5d+9ePfbYY+rYsaOCgoIUEBCgtm3bKiEhQatXr3Y4xq5duyRJLVu2dJhn/P333zsc01Xn5mw///yzxo4dq8svv1yNGzeWj4+PwsPD1b9/fy1ZsuSc4w8fPqy///3vioyMlK+vr1q0aKFRo0bpyJEjZY6pyrUqy4IFC3TttdeqYcOG8vb2VsOGDXXxxRdr6NCh2rBhQ6WOBaDuYvoBUAdlZ2dLknx9fUvse+ihh/TWW2+pe/fu6tevn37//Xd7sZuSkqJbbrlFR44cUVRUlHr37q28vDz9/PPPeuihh/TVV19p4cKF8vb2th/vxIkTio2N1U8//aSAgAD16dNH/v7+Wrx4sZKTk9WvX79Kx7906VLFxcUpKytLjRo1UmxsrHx8fJSRkaGPP/5YktS9e3e1bt1agwcP1qeffqrjx49r4MCBCgwMtB+ncePG9n+uKedWFU888YSWL1+u9u3bKyYmRgEBAdqxY4cWLlyohQsXaurUqRo5cmSpY48cOaKuXbvq8OHDuuqqq+zF/tSpU/X1119r5cqVCgsLcxhTlWtVlokTJyoxMVFeXl7q3r27mjVrpqNHjyozM1Pvv/++2rdvr06dOjnlOgGo5QyAWqdFixZGkpk5c2aJfevXrzceHh5GkpkxY4Z9uyQjyQQHB5sff/yxxLj9+/ebhg0bGpvNZt566y1TWFho3/fHH3+Ya665xkgyzzzzjMO4MWPGGEkmOjra7N271779+PHj5uabb7Z/bmJiosO4mTNnGklm8ODBDtszMzNNSEiIkWQef/xxk5eX57D/wIEDZuXKlaVej507d5Z2uVx+buVZvny5fVxFLVq0yOzbt6/E9tWrV5vg4GDj7e1t9uzZ47Cv+PpKMt26dTOHDx+27zty5Ijp3r27kWQGDRrkMK6q1yoxMbHEtcjNzTX+/v4mMDDQbNmypUT8GRkZJj09vcLXAUDdRlEL1EKlFbVZWVkmOTnZtGrVykgyTZs2NceOHbPvLy5wJk6cWOoxx40bZySZESNGlLp/z549xtvb24SFhZmioiJjjDEnTpwwQUFBRpL5+uuvS4zZv3+/8fPzq1RR+8gjjxhJpn///hW4Eqedq6h19bmVpypFbXn+8Y9/GEnmzTffdNh+ZlG7du3aEuM2bNhgbDab8fDwMLt377Zvr8q1Mqb0ovbgwYNGkunUqdP5nSQAGGOYUwvUYkOGDLHPH61fv7769eunHTt2qFWrVlq0aJECAgJKjImLiyv1WMnJyZKkO+64o9T9zZo1U5s2bXTo0CFt27ZNkpSamqqcnBxdcMEFuu6660qMady4sfr06VOpc/rmm28kSQ888EClxpWnppzb+Th8+LB9VYuhQ4cqISFBCQkJWrFihSRp69atpY675JJL1Llz5xLbO3bsqC5duqioqEgpKSn27VW5VmUJCwtTVFSUNmzYoEcffVSbN2+uyKkCQKmYUwvUYj169FDr1q0lST4+PmrUqJG6deum6667Tl5epf/rHxUVVer233//XZJ05ZVXnvNzDx06pLZt22rPnj3lHlM6ffNWZRTf9BUdHV2pceWpKedWVe+++65GjRql48ePl/me4nnUZysvxpYtWyo1NdV+rlLVrlV5PvjgA8XFxWnKlCmaMmWKQkND1bVrV/Xu3Vv33HOPLrjggnN+DgBIFLVArXb2OrUV4e/vX+r2oqIiSac7uaV1eM/UsGHDSn2m1dz53H799Vc9+OCD8vT01KRJk9S/f39FRkaqXr16stlsmj59uh588EEZY6r8GWeOdfa1uvLKK5WRkaHk5GStWLFCq1ev1uLFi/X1118rMTFRn3/+uWJjY6scO4C6g6IWQIVERERo27ZtGjdunC699NIKjWnWrJkklfskr8o+5SsyMlJbt27Vli1b7F3o81VTzq0qFixYIGOMHnroIY0dO7bE/nNNAdi5c2eZ+4rjb968uX1bVa7Vufj7+ysuLs4+9eXQoUMaP368pk+frvvuu8/enQeA8jCnFkCFXH/99ZKk+fPnV3hMTEyMAgMD9ccff+jbb78tsf/AgQOlbi9P8fzVd999t8JjfHx8JKnM9VNryrlVxZ9//ilJatGiRYl9ubm5+uyzz8odv2HDhlLXgt20aZNSU1Pl4eGhnj172rdX5VpVVlhYmF5++WVJUmZmZrnr5QJAMYpaABXy2GOPqX79+poyZYomT56s/Pz8Eu/ZuXOn5syZY3/t7+9vv6Fr1KhR2r9/v33fyZMnNWzYMJ08ebJScYwePVpBQUH68ssvNX78eBUUFDjsP3jwoH744QeHbcWdxk2bNtXoc6uKdu3aSZJmz56tnJwc+/bc3FwNHz683E6sdHpqwbBhwxwKx6NHj2rYsGEyxmjgwIGKiIiw76vKtSrLrl279N5775U63/err76SJDVo0EDBwcHnPBYAMP0AQIU0b95c//73vzVw4ECNGTNGL7/8sjp06KAmTZro6NGjSk9P144dO9S1a1fFx8fbx02cOFE//PCDfv75Z7Vt21ZXX321/Pz8tHLlShUUFOjee+/VBx98UOE4IiMj9emnnyouLk7PP/+83nvvPV1xxRXy9vbWrl27tHbtWt11113661//ah8zcOBALV++XPHx8erTp48aNGgg6XSBdtFFF9WYcztbt27dytzXpEkTff755xoyZIhef/11rV27Vi1bttSVV14pT09PrVy5UidPntTIkSP1+uuvl3mcm266SWlpabrwwgt19dVX2x++8Oeff6pNmzaaNm2aw/ureq1Kc+TIEQ0dOlTDhw9X586d7Tetbdu2TWvXrpXNZtMrr7wiT0/PSlw1AHUVRS2ACuvZs6c2bdqkadOmKTk5WWvWrFFeXp4aNWqkyMhIxcfHa+DAgQ5jAgICtHz5cr300kv6+OOPtXjxYjVo0EDXXnutnnvuOc2aNavScfTp00dpaWmaMmWKvvnmG33zzTfy8vJS06ZNdc8992jo0KEO7x82bJhycnI0Z84cLVq0SLm5uZKk+Ph4+yODa8q5nek///lPmfuKpxvUr19fv/zyixITE+03WDVs2FB9+vRRYmJiia712Ro0aKCffvpJTz31lJKTk3Xw4EGFh4crPj5eiYmJCg0NLTGmKteqNK1atdLUqVO1YsUKpaWladGiRTLGqFmzZrr33nv18MMPKyYm5pzHAQBJspnzuSUWAAAAqAGYUwsAAAC3R1ELAAAAt0dRCwAAALdHUQsAAAC3R1ELAAAAt0dRCwAAALdHUQsAAAC3R1ELAAAAt0dRCwAAALdHUQsAAAC3R1ELAAAAt0dRCwAAALf3f4mZwYdGdA5vAAAAAElFTkSuQmCC\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "import numpy as np\n",
        "import matplotlib.pyplot as plt\n",
        "\n",
        "# Example: 3x3 confusion matrix\n",
        "cm = np.array([[30, 5, 10],\n",
        "               [7, 40, 8],\n",
        "               [6, 4, 50]])\n",
        "\n",
        "# Class labels\n",
        "labels = [\"Class 1\", \"Class 2\", \"Class 3\"]\n",
        "\n",
        "# Plot the confusion matrix\n",
        "fig, ax = plt.subplots(figsize=(8, 6))\n",
        "cax = ax.matshow(cm, cmap=\"Blues\")  # Plot matrix\n",
        "fig.colorbar(cax)\n",
        "\n",
        "# Set axis labels\n",
        "ax.set_xticks(range(len(labels)))\n",
        "ax.set_yticks(range(len(labels)))\n",
        "ax.set_xticklabels(labels, rotation=45, ha=\"right\", fontsize=12)\n",
        "ax.set_yticklabels(labels, fontsize=12)\n",
        "ax.set_xlabel(\"Predicted Labels\", fontsize=14)\n",
        "ax.set_ylabel(\"True Labels\", fontsize=14)\n",
        "\n",
        "# Add custom annotations for the values\n",
        "for i in range(cm.shape[0]):\n",
        "    for j in range(cm.shape[1]):\n",
        "        color = \"white\" if cm[i, j] > cm.max() / 2 else \"black\"\n",
        "        ax.text(j, i, f\"{cm[i, j]}\", ha=\"center\", va=\"center\", color=color, fontsize=16)\n",
        "\n",
        "# Set title\n",
        "ax.set_title(\"Custom Confusion Matrix\", fontsize=16)\n",
        "plt.tight_layout()\n",
        "plt.show()\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 546
        },
        "id": "qXoy1ocq9-GV",
        "outputId": "4fcdacc1-07a5-4cd9-da2a-9a324774372e"
      },
      "execution_count": 7,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 800x600 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "!pip install plotly\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "WNZDyrrQ_6os",
        "outputId": "df630923-4101-4f50-ca51-07b70bde0517"
      },
      "execution_count": 8,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Requirement already satisfied: plotly in /usr/local/lib/python3.10/dist-packages (5.24.1)\n",
            "Requirement already satisfied: tenacity>=6.2.0 in /usr/local/lib/python3.10/dist-packages (from plotly) (9.0.0)\n",
            "Requirement already satisfied: packaging in /usr/local/lib/python3.10/dist-packages (from plotly) (24.2)\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "import numpy as np\n",
        "import plotly.graph_objects as go\n",
        "\n",
        "# Example: 3x3 confusion matrix\n",
        "cm = np.array([[30, 5, 10],\n",
        "               [7, 40, 8],\n",
        "               [6, 4, 50]])\n",
        "\n",
        "# Class labels\n",
        "labels = [\"Class 1\", \"Class 2\", \"Class 3\"]\n",
        "\n",
        "# Create the confusion matrix heatmap\n",
        "fig = go.Figure(\n",
        "    data=go.Heatmap(\n",
        "        z=cm,\n",
        "        x=labels,  # Predicted labels\n",
        "        y=labels,  # True labels\n",
        "        colorscale=\"Blues\",\n",
        "        showscale=True,\n",
        "        text=cm,  # Values to display inside the heatmap\n",
        "        texttemplate=\"%{text}\",  # Display raw numbers\n",
        "        textfont={\"size\": 16}  # Customize font size for annotations\n",
        "    )\n",
        ")\n",
        "\n",
        "# Customize layout\n",
        "fig.update_layout(\n",
        "    title=\"Confusion Matrix (Interactive)\",\n",
        "    xaxis_title=\"Predicted Labels\",\n",
        "    yaxis_title=\"True Labels\",\n",
        "    xaxis=dict(tickangle=45),\n",
        "    font=dict(size=14),  # General font size\n",
        "    height=500,\n",
        "    width=600,\n",
        ")\n",
        "\n",
        "# Show the plot\n",
        "fig.show()\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 517
        },
        "id": "Cm5_5c7IBFw5",
        "outputId": "9ec0db55-0c99-4350-b066-4c161c3b68d2"
      },
      "execution_count": 9,
      "outputs": [
        {
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    {
      "cell_type": "code",
      "source": [],
      "metadata": {
        "id": "BVtQb7_0BKy1"
      },
      "execution_count": 9,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "import numpy as np\n",
        "import seaborn as sns\n",
        "import matplotlib.pyplot as plt\n",
        "\n",
        "# Example: 3x3 confusion matrix\n",
        "cm = np.array([[30, 5, 10],\n",
        "               [7, 40, 8],\n",
        "               [6, 4, 50]])\n",
        "\n",
        "# Class labels\n",
        "labels = [\"Class 1\", \"Class 2\", \"Class 3\"]\n",
        "\n",
        "# Create the heatmap\n",
        "plt.figure(figsize=(8, 6))\n",
        "sns.heatmap(\n",
        "    cm,\n",
        "    annot=True,            # Annotate cells with numbers\n",
        "    fmt=\"d\",               # Format numbers as integers\n",
        "    cmap=\"Blues\",          # Color map\n",
        "    xticklabels=labels,    # X-axis labels\n",
        "    yticklabels=labels,    # Y-axis labels\n",
        "    cbar=True,             # Add a color bar\n",
        "    annot_kws={\"size\": 16} # Font size for annotations\n",
        ")\n",
        "\n",
        "# Add labels and title\n",
        "plt.title(\"Confusion Matrix (Seaborn)\", fontsize=18)\n",
        "plt.xlabel(\"Predicted Labels\", fontsize=14)\n",
        "plt.ylabel(\"True Labels\", fontsize=14)\n",
        "plt.xticks(rotation=45, fontsize=12)\n",
        "plt.yticks(fontsize=12)\n",
        "\n",
        "# Show the plot\n",
        "plt.tight_layout()\n",
        "plt.show()\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 546
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        "id": "98mm1OvvBRuc",
        "outputId": "d4bf2d3d-66a8-4f8b-846c-488d1411377c"
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      "execution_count": 10,
      "outputs": [
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            "text/plain": [
              "<Figure size 800x600 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "---"
      ],
      "metadata": {
        "id": "zzFdBe0uBc7_"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "MNIST\n",
        "- Class 5: 5421 images\n",
        "- Class 0: 5923 images\n",
        "- Class 4: 5842 images\n",
        "- Class 1: 6742 images\n",
        "- Class 9: 5949 images\n",
        "- Class 2: 5958 images\n",
        "- Class 3: 6131 images\n",
        "- Class 6: 5918 images\n",
        "- Class 7: 6265 images\n",
        "- Class 8: 5851 images\n"
      ],
      "metadata": {
        "id": "hltlx7d76w-F"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "import seaborn as sns\n",
        "import matplotlib.pyplot as plt\n",
        "import pandas as pd\n",
        "import matplotlib as mpl\n",
        "mpl.rcParams.update(mpl.rcParamsDefault)\n",
        "# Data\n",
        "data = {\n",
        "    \"Class\": [5, 0, 4, 1, 9, 2, 3, 6, 7, 8],\n",
        "    \"Images\": [5421, 5923, 5842, 6742, 5949, 5958, 6131, 5918, 6265, 5851],\n",
        "}\n",
        "\n",
        "df = pd.DataFrame(data)\n",
        "\n",
        "# Seaborn barplot\n",
        "plt.figure(figsize=(10, 6))\n",
        "sns.barplot(data=df, x=\"Class\", y=\"Images\", palette=\"Blues_d\")\n",
        "\n",
        "# Add title and labels\n",
        "plt.title(\"Class Balance Distribution (Seaborn)\", fontsize=7)\n",
        "plt.xlabel(\"Class\", fontsize=7)\n",
        "plt.ylabel(\"Number of Images\", fontsize=7)\n",
        "plt.grid(axis=\"y\", linestyle=\"--\", alpha=0.7)\n",
        "plt.tight_layout()\n",
        "plt.show()\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 736
        },
        "id": "R4cv6JbfBecM",
        "outputId": "8858f102-eedd-4bc6-a9cd-3ff6332fe22b"
      },
      "execution_count": 11,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "<ipython-input-11-c6b4b7175f85>:16: FutureWarning:\n",
            "\n",
            "\n",
            "\n",
            "Passing `palette` without assigning `hue` is deprecated and will be removed in v0.14.0. Assign the `x` variable to `hue` and set `legend=False` for the same effect.\n",
            "\n",
            "\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1000x600 with 1 Axes>"
            ],
            "image/png": 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e6Ime6Ime6Ime6Ime6OnT9RRdUzynbOhesmSJjh075vysdXl5uXw+n3JzcyO2KygoUHl5ubNN+MDd9njbYyfapqamRo2NjUpPT29Xy3333ae77767XV5WVqbMzExJUq9evTRkyBDt2bNHhw4dcrYpLCxUYWGhdu3aperqaicfPHiw8vPztWXLFjU2Njr5iBEjlJubq7KysogDPmbMGPl8Pq1fvz6ihgkTJqilpUUffPCBk3k8Hk2cOFHV1dXasWOHk6enp6u4uFiHDx/W7t27nTwnJ0dFRUU6cOCA9u/f7+T0RE/0RE/0RE/0RE/0RE/0RE/09Ol6qq+vV2ecso+Xz5gxQz6fTy+++KIk6ZlnntGNN94YccdZks4991xNnTpVP/vZz3TLLbfo448/jvj57IaGBmVmZmrZsmWaOXOmhg0bphtvvFHf+973nG2WLVum0tJSNTQ0xBy6Y93p7tevn44cOeJ8TOCf4Z0aeqIneqIneqIneqIneqIneqIneupcTzU1NcrLy/tsfrz8448/1ooVK/TnP//ZyXr37q2WlhYdO3Ys4m53RUWFevfu7Wzz3nvvRTxXRUWF81jb/7dl4dtkZ2fHHLglKTU1Vampqe1yr9cb8VvRpdBCR2s7uJ3No5/30+SGYcTM49WYaE5P9BQvpyd6kugpXo2J5vRETxI9xasx0Zye6Emip3g1JprTU8d5vH23275TWyXZU089pfz8fJWWljrZ+PHjlZKSopUrVzrZzp07tW/fPpWUlEiSSkpKtHnzZlVWVjrbLF++XNnZ2Ro5cqSzTfhztG3T9hwAAAAAAHSVLh+6LcvSU089pVmzZkW8M5CTk6ObbrpJ8+fP1xtvvKENGzboxhtvVElJiSZNmiRJmj59ukaOHKnrrrtOmzZt0quvvqo777xTc+bMce5U33rrrdq9e7duv/127dixQ48//rief/55zZs3r6tbBQAAAAD8k+vyj5evWLFC+/bt01e/+tV2jz300EMyTVNXX321mpubNWPGDD3++OPO4x6PR0uXLtXs2bNVUlKizMxMzZo1S/fcc4+zzaBBg/TSSy9p3rx5euSRR1RYWKgnn3xSM2bM6JL+AAAAAABoc0r/ne7PKv6dbgAAAADAiXR2bjwlP9MNAAAAAMA/A4ZuAAAAAABcwtANAAAAAIBLGLoBAAAAAHAJQzcAAAAAAC5h6AYAAAAAwCUM3QAAAAAAuIShGwAAAAAAlzB0AwAAAADgEoZuAAAAAABcwtANAAAAAIBLGLoBAAAAAHCJ91QXAHTGA0vfP9UlfOZ967Jxp7oEAAAAAFG40w0AAAAAgEsYugEAAAAAcAlDNwAAAAAALmHoBgAAAADAJQzdAAAAAAC4hKEbAAAAAACXMHQDAAAAAOAShm4AAAAAAFzC0A0AAAAAgEsYugEAAAAAcAlDNwAAAAAALmHoBgAAAADAJQzdAAAAAAC4hKEbAAAAAACXMHQDAAAAAOAShm4AAAAAAFzC0A0AAAAAgEsYugEAAAAAcAlDNwAAAAAALmHoBgAAAADAJQzdAAAAAAC4hKEbAAAAAACXMHQDAAAAAOAShm4AAAAAAFzC0A0AAAAAgEsYugEAAAAAcAlDNwAAAAAALmHoBgAAAADAJQzdAAAAAAC4hKEbAAAAAACXMHQDAAAAAOAShm4AAAAAAFzC0A0AAAAAgEu8p7oAAAAA4LPsczfccapL+Mx7a/HPTnUJwGcWd7oBAAAAAHAJQzcAAAAAAC5h6AYAAAAAwCUM3QAAAAAAuIShGwAAAAAAlzB0AwAAAADgEoZuAAAAAABcwtANAAAAAIBLGLoBAAAAAHCJ91QXAAD/rG751cpTXcJn3q//v0tOdQkAAAAnhTvdAAAAAAC4hKEbAAAAAACXMHQDAAAAAOAShm4AAAAAAFzS5UP3P/7xD/3nf/6n8vLylJ6ertGjR2v9+vXO47Zt66677lKfPn2Unp6uadOm6cMPP4x4jqqqKl177bXKzs5Wbm6ubrrpJtXV1UVs88EHH+iiiy5SWlqa+vXrp/vvv79L+gMAAAAAoE2XDt1Hjx7VBRdcoJSUFL388svatm2bHnjgAXXv3t3Z5v7779cvf/lLLVq0SGvXrlVmZqZmzJihpqYmZ5trr71WW7du1fLly7V06VK9/fbbuuWWW5zHa2pqNH36dA0YMEAbNmzQz3/+cy1YsEC//vWvu7JdAAAAAMA/uS79J8N+9rOfqV+/fnrqqaecbNCgQc6fbdvWww8/rDvvvFNXXHGFJOkPf/iDCgoKtGTJEn35y1/W9u3b9corr2jdunWaMGGCJOnRRx/V5z//ef3iF79Q37599fTTT6ulpUW/+93v5PP5dPbZZ2vjxo168MEHI4ZzAAAAAADc1KV3uv/6179qwoQJ+uIXv6j8/Hydc845+s1vfuM8vmfPHpWXl2vatGlOlpOTo/POO0+rV6+WJK1evVq5ubnOwC1J06ZNk2maWrt2rbPN5MmT5fP5nG1mzJihnTt36ujRo263CQAAAACApC6+071792498cQTmj9/vv77v/9b69at0ze/+U35fD7NmjVL5eXlkqSCgoKI7ysoKHAeKy8vV35+fsTjXq9XPXr0iNgm/A56+HOWl5dHfJxdkpqbm9Xc3Ox8XVNTI0ny+/3y+/2SJNM0ZZqmLMuSZVnOtm15IBCQbdsd5h6PR4ZhOM8bnktSIBDoVO71emXbdkRuGIY8Hk+7GuPlp1NPsm0ZssO2NmQbRrvcliGdIDdsW0ooD62Lkwf33rncMDtd+8n2FH2ucu599nuSJDPqnAl+pxEnb/9OafzckGTHzA3njD1xHjyz4ufRNcbLT6an8GPLuUdP9ERPp6wnw5Bl2/KYhgwjdEUMWJZsW+3zgCVbktcTeYXzB4LPmUhuSPKE5bZtK2DZMgzJY7bPTcOQaYZqsSxblh0/T1ZPnT1+nHv0dCb1FF1TPF06dFuWpQkTJugnP/mJJOmcc87Rli1btGjRIs2aNasrS4lw33336e67726Xl5WVKTMzU5LUq1cvDRkyRHv27NGhQ4ecbQoLC1VYWKhdu3apurrayQcPHqz8/Hxt2bJFjY2NTj5ixAjl5uaqrKws4oCPGTNGPp8v4pfKSdKECRPU0tKiDz74wMk8Ho8mTpyo6upq7dixw8nT09NVXFysw4cPa/fu3U6ek5OjoqIiHThwQPv373fy06mndDUr16p18mbDpyojR93sBmXZDU7eYKSp2shSjl2nDDv0ewBqjQzVGZnqbtco1W5x8mNmlhqVpp72UXntUO1VZo6a5VO+XSUz7D/6Q2Z3BWSqt3UkoqdyM08eWeplhT5JYRmGKoyeSlWrelihdfQbHh0yeiS9p7Z15tw7fXqSpJHZzUozQ+fYrjqfavweFec0y2OE8i01qWqxDI3LDZ0DkvT+sTT5TFujskNvHAZsQ2XVacr2WhrWLXS+N1mGttSkKc8X0MCMViev8ZvaVZeqPml+9U0L/eVxuMWjvQ0+DchoVU9faH0PNHl1oClFQ7u1KNsb+otob0OKDrd4k9pT2zHk3KMneqKnU9nTsLPytGP/YZ03vFC9cjKdfOPug/q4slqfGz1IWemhT1iu3v6JKqvrNWPc0Igh9fVNu9XY4lfpxGERPb20bpfSfV5dXDzYyfwBSy+t26VeOZkqKern5LWNLXp9027175WjsYP7OPmh6nqt2v6Jhp2Vp+GFPZ18X+Uxle0uV/GgAvXPz3XynfsPJ7Wnz8JxOhPPPXr6bPdUX1+vzjDs8LcRXDZgwABdeumlevLJJ53siSee0I9//GP94x//0O7duzVkyBCVlZVp7Nixzjaf+9znNHbsWD3yyCP63e9+p29961sRHxP3+/1KS0vTCy+8oC984Qu6/vrrVVNToyVLljjbvPHGG7r44otVVVXVqTvd/fr105EjR5SdnS3pn+Odms9yTw+8uIE73R309M2ZYyVx7p1OPd36mze4091BT4/dNMXJOffoiZ7o6VT1dOnX7uROdwc9rXzy3oicc4+e/hl6qqmpUV5enqqrq525MZYuvdN9wQUXaOfOnRHZrl27NGDAAEnBX6rWu3dvrVy50hm6a2pqtHbtWs2ePVuSVFJSomPHjmnDhg0aP368JOn111+XZVk677zznG2+//3vq7W1VSkpKZKk5cuXa/jw4e0GbklKTU1Vampqu9zr9crrjVyitoWO1nZwO5tHP++nyQ3DiJnHqzHR/LPUk4xYY0LiuW0YUkJ57F97EHOf8fIk1d5RT9Hrxrl3evRkxTmX4uexxc6NmHn02z2fNk+89sR7ij4mnHv0JNFTvBoTzemp87l1fAAIWJFv0reJl7cNpCeT2/FyO3Zu2basQPta4uXJ6umzcJzanEnnXht6+mz2FG/f7Wrp1FZJMm/ePJ1//vn6yU9+oi996Ut677339Otf/9r5p7wMw9DcuXP14x//WP/yL/+iQYMG6Qc/+IH69u2rK6+8UpJUVFSkf/3Xf9XXvvY1LVq0SK2trbrtttv05S9/WX379pUkfeUrX9Hdd9+tm266SXfccYe2bNmiRx55RA899FBXtguclv77f1ad6hI+835yzfmnugQAAICTMumSz5/qEj7z1qxclpTn6dKhe+LEifrLX/6i733ve7rnnns0aNAgPfzww7r22mudbW6//XbV19frlltu0bFjx3ThhRfqlVdeUVpamrPN008/rdtuu02XXHKJTNPU1VdfrV/+8pfO4zk5OXrttdc0Z84cjR8/Xj179tRdd93FPxcGAAAAAOhSXTp0S9Jll12myy67LO7jhmHonnvu0T333BN3mx49euiZZ5454X7GjBmjd95551PX2RmL397u6vOfCW6YXHSqSwAAAACAU6bLh24AAACcvEv+ix+b68jKR+ad6hIAoN0vjQUAAAAAAEnC0A0AAAAAgEsYugEAAAAAcAlDNwAAAAAALuEXqQEAznhX/2LpqS7hM+9/vx3/XxYBgK5y4RduPNUlfOa9+5enTnUJSBB3ugEAAAAAcAlDNwAAAAAALmHoBgAAAADAJQzdAAAAAAC4hKEbAAAAAACXMHQDAAAAAOAShm4AAAAAAFzC0A0AAAAAgEsYugEAAAAAcAlDNwAAAAAALmHoBgAAAADAJQzdAAAAAAC4hKEbAAAAAACXMHQDAAAAAOAShm4AAAAAAFzC0A0AAAAAgEsYugEAAAAAcAlDNwAAAAAALmHoBgAAAADAJQzdAAAAAAC4hKEbAAAAAACXMHQDAAAAAOAShm4AAAAAAFzC0A0AAAAAgEsYugEAAAAAcAlDNwAAAAAALmHoBgAAAADAJQzdAAAAAAC4hKEbAAAAAACXMHQDAAAAAOAS76kuAAAAnDlm3PX0qS7hM+/Ve6491SUAALoQd7oBAAAAAHAJQzcAAAAAAC5h6AYAAAAAwCUM3QAAAAAAuIShGwAAAAAAlzB0AwAAAADgEoZuAAAAAABcwtANAAAAAIBLGLoBAAAAAHAJQzcAAAAAAC5h6AYAAAAAwCUM3QAAAAAAuIShGwAAAAAAlzB0AwAAAADgEoZuAAAAAABcwtANAAAAAIBLGLoBAAAAAHAJQzcAAAAAAC5h6AYAAAAAwCUM3QAAAAAAuIShGwAAAAAAlzB0AwAAAADgEoZuAAAAAABcwtANAAAAAIBLGLoBAAAAAHBJlw7dCxYskGEYEf8bMWKE83hTU5PmzJmjvLw8devWTVdffbUqKioinmPfvn0qLS1VRkaG8vPz9Z3vfEd+vz9imzfffFPjxo1Tamqqhg4dqsWLF3dFewAAAAAAROjyO91nn322Dh486Pzv3XffdR6bN2+eXnzxRb3wwgt66623dODAAV111VXO44FAQKWlpWppadGqVav0+9//XosXL9Zdd93lbLNnzx6VlpZq6tSp2rhxo+bOnaubb75Zr776apf2CQAAAACAt8t36PWqd+/e7fLq6mr99re/1TPPPKOLL75YkvTUU0+pqKhIa9as0aRJk/Taa69p27ZtWrFihQoKCjR27Fj96Ec/0h133KEFCxbI5/Np0aJFGjRokB544AFJUlFRkd5991099NBDmjFjRpf2CgAAAAD459blQ/eHH36ovn37Ki0tTSUlJbrvvvvUv39/bdiwQa2trZo2bZqz7YgRI9S/f3+tXr1akyZN0urVqzV69GgVFBQ428yYMUOzZ8/W1q1bdc4552j16tURz9G2zdy5c+PW1NzcrObmZufrmpoaSZLf73c+um6apkzTlGVZsiwruKFtSTIkwzj+53CfIg8+aedyw5Rs+yTztlri5Sffk23bCgQCEanH45GkdrnX6223vWEYwe1tW0ZUjfbx2sNzO6ynWLkR1WvHeWRP9vHjYUStb9z8+Lp3pvaT7Sn6XA0EArLt0PYej0eGYbT7cYzo42Ee30db59Efh7FkSLIjcttZg9i54azQp8ut4+sTLzej1j1+7cnpSVLktUBxrhGKfzxM0zxeS6za3empLY9ex3h5R8cpusZ4+cn0FH6+nugaEb3u0bnHCO7btoO9mrJlhDVl2cdrN6LOsQ7ytudtEzj+pSdqgePnwfU1w3JbkpVInqSebNvu1DWio1wK/s3liao9YMfPTSmiJ+t4naYReX5YdvAxj6GI2gN28Lni5d6odfcfPx6J5MnsKXyNT3SN6Oha7g3bgd8KbhOedZQbkjxhuS0pYAXPI4/RPjcNyQzLLdsOHacYucc0oo6HLTtWbtnB45RA7Z3tKRAIdOoa0SbutdwwZNl2sPawXgOWFeopPA9YwZ48kVc4fyD4nInkhiRPWG7bdug4me1z0zBkhq2BZdmy7Ph5snrq7LWjo2u59/j3SZItW4GAdbz20H4t25Jl2TJNQ6YRlltWsCePqfCzLNhTrDwg21bEPoM9BWtLJA8ej/a1G4YReZyS0JPf7z/p13tS8Fi0bef1Ro6Ffr8/9Dq8rfbjxy1e3lZTRO2WFTdvq7VNWy/x8lg1xqs9WT11dI2IXud4unToPu+887R48WINHz5cBw8e1N13362LLrpIW7ZsUXl5uXw+n3JzcyO+p6CgQOXl5ZKk8vLyiIG77fG2x060TU1NjRobG5Went6urvvuu0933313u7ysrEyZmZmSpF69emnIkCHas2ePDh06JEnKrK9Tiy9Lrb5spTVVyRMIDe7Nqbnyp2QqvfGQTCt0MJrS8hTwpimzvlzhQ15DRr5sw6PM+oMRNdRn9pFhB5TRUBmWGqrv1leeQLPSmo44qWV61ZhRIK+/QanNx5w84ElVU3pPpbTWytdS6+R+b4aa07ortfmYvP4GJ09mT4FAQOvXr4/oacKECWppadEHH3zgZB6PRxMnTlR1dbV27Njh5Onp6SouLla6mpVrhWpvNnyqMnLUzW5Qlh2qvcFIU7WRpRy7Thl2k5PXGhmqMzLV3a5Rqt3i5MfMLDUqTT3to/LaoYtQlZmjZvmUb1fJDLuQHTK7KyBTva3QuktSuZknjyz1so46mWUYqjB6KlWt6mFVh9bd8OiQ0SPpPbWt8+DBg5Wfn68tW7aosbHR2X7EiBHKzc1VWVlZxAV3zJgx8vl8zvcPTQ2+6fRRc7a8hqWBvrpQT7ahj1qylWH4VegLO2csU3tbs5RjtqogJbTPesurf7RmqoenWXne0LlUHUhRhT9D+d5G5XhanfyIP1VHAmnqm9KgTDN0jlW0pqva8mlASp18ZujCt78lQw12igb7amWGDT97W7rJb5tOL22S1ZMkHThwQPv373fyWNcISSosLFRhYaF27dql6urQeTB48GBJ0sjsZqWZodp31flU4/eoOKc5YqDbUpOqFsvQuNzQOSBJ7x9Lk8+0NSo7tL4B21BZdZqyvZaGdQud702WoS01acrzBTQwI7TuNX5Tu+pS1SfNr75poXU/3OLR3gafBmS0qqcvdM4caPLqQFOKhnZrUbY3dDz2NqTocIs3qT21nZcdXSMOHz6s3bt3O3lOTo6Kioqc4zS5d7DOgw2GdlQbGpZjq09G2DlTZ2hPraHR3W31SA3lO6pNHWyQJva0leEN5ZuqTFU1SxcU2BE9vXfIVFNAzv7avF1uKs0jndsrlAdsQ2+XG+qeKhX3COUNfkNrDxnqnSGNyAnlVc2GNlUZGphla2C30D6T1VN1dXWnrhFt4l3LJSkv3dS5fX1OXtdi6+1PmlWY5dHo/BQnP9Rgad3BFg3p7tW/9Ai9JPmkJqDNh1p1ds8U9csOvQj6sMqvD4/6Na63T70yQi/gNle26pPagC4oTFU3X+iF2nsHWnS40dLFA1MjBrS39zWryW9r+uC0iJ5e292kNK+hyf1Tncxv2XptT3NSewpfyxNdIzq6ls8cle/kb+w8rKZWKyKTpJe3VCotxdTU4T1DPQVsvby1Uj27+TRpcHcnr23y681dR9Sve7qKC7OdvLK2RWv3HNXQ/EwNL+jm5PuqGrVpf41Gn5Wt/j1Cr692VtRpV0W9JgzIVX5WaM027a/RvqpGXTS0h7LSQmuzZvdRHapr0aVFveQNewcjGT1t2bKlU9eINvGu5cPOytOO/Yd13vBC9crJdPKNuw/q48pqfW70IGWlh3pdvf0TVVbXa8a4oRFD6uubdquxxa/SicMienpp3S6l+7y6uHhwWE+WXlq3S71yMlVS1M/Jaxtb9Pqm3erfK0djB/dx8kPV9Vq1/RMNOytPwwtDa7Ov8pjKdpereFCB+ufnOvnO/YeT2lMyXu8dPnxYl0+Z6OSVR47pbxt3aPjAszRicKGTf3ygUu9v362xwwdpQN/Q+bFj935t37Nfk0YPU35eqNey7X/X3gOHNHXiKGVlZjj538q2q7KqWjMvHCevN3StWbFmkxqbWiJqkaQX31yn9DSfpk0qdjK/P6AX31qnXt1zdME5RU5eW9+gFWs+0IA+PXVO0ZCk9rR+/fqTfr0nSVfOnKYlL69QRlqapk+9MKwnv5a8vEL5PfN00aQJoZ5q6/Tqm+9qYL+zNL54lJNXVB7WO2vXa8TQwRo5fKiT7923X+s3bdG40SM1sH+o1207P9K2XR/p/AnnqCA/dK5u2LRFe/bt17SLSpSVFbrWvLNmvSoOHdZll06JGKRfe+NdNTQ16cqZkTdck9lTR9eI+vp6dYZhh7810sWOHTumAQMG6MEHH1R6erpuvPHGiDvOknTuuedq6tSp+tnPfqZbbrlFH3/8ccTPZzc0NCgzM1PLli3TzJkzNWzYMN1444363ve+52yzbNkylZaWqqGhIebQHetOd79+/XTkyBFlZwf/0on1zucf/7ZT3Ok+cT5rclFS7nQ/8OIG7nR30NM3Z46VdPJ3uhe8sFYSd7pP1NO911yQlDvdt/7mDe50d9DTYzdNcfKTudP9lUdeDtbIne64+XPzL0vKne7Se57jTncHPb34g/9w8pO50136ncdCNXKnO2ZPy37xjaTc6b70a3dyp7uDnlY+eW9E/mnvdF/8pVtCPXGnO2ZPK55dlJQ73VNKr+JOdwc9rVq+9ITXiJqaGuXl5am6utqZG2Pp8o+Xh8vNzdWwYcP00Ucf6dJLL1VLS4uOHTsWcbe7oqLC+Rnw3r1767333ot4jrbfbh6+TfRvPK+oqFB2dnbMgVuSUlNTlZqa2i73er3tDlbESRP2H0TEn8Mlmrd7KXyC3DBczk++J8Mw2q1hm1h53O2NWGNC4rkdp9f4eexeY+4zXp6k2jvqKXrdPFF/IbTp6HhYUfuIfivleDEJ5dFvLyQ7j645lMeWjJ6i/wLpKI93POLX7l5P7q978nqKPl/jXSM6Oh4BO/q8Ntq/x6ngUBuzljh59POG8phxzNyWkZT8ZHtqe4GTyDU7Xm4rNMB2Jm8bSNvXGPv8SGR9FWefiebJ7CnWmsW7RpzoWu6PsYNYWbzcjpfbkj/GPRnLDg7Unc0DcWqJlydSe7w8uqe29Uv0mt1uSDjeX7D2eL3GOB6B2Fe4RHI7Xm7Hzi3blhXjP4Z4ebJ6SsbrPdM0ncE2XLD2GLlly1L7PBCnxnh5rH0mmgePR6zcTnpP4Wv3aV/vSZE/EhDrY9K2bSeUR79Z1VEe68eTTpTH+yh3InmiPXV0jYi3zu2279RWLqmrq9Pf//539enTR+PHj1dKSopWrlzpPL5z507t27dPJSUlkqSSkhJt3rxZlZWhj1ovX75c2dnZGjlypLNN+HO0bdP2HAAAAAAAdJUuHbq//e1v66233tLevXu1atUqfeELX5DH49E111yjnJwc3XTTTZo/f77eeOMNbdiwQTfeeKNKSko0adIkSdL06dM1cuRIXXfdddq0aZNeffVV3XnnnZozZ45zp/rWW2/V7t27dfvtt2vHjh16/PHH9fzzz2vevHld2SoAAAAAAF378fL9+/frmmuu0ZEjR9SrVy9deOGFWrNmjXr16iVJeuihh2Sapq6++mo1NzdrxowZevzxx53v93g8Wrp0qWbPnq2SkhJlZmZq1qxZuueee5xtBg0apJdeeknz5s3TI488osLCQj355JP8c2EAAAAAgC7XpUP3s88+e8LH09LStHDhQi1cuDDuNgMGDNCyZctO+DxTpkxRWVnZp6oRAAAAAIBkOaU/0w0AAAAAwJmMoRsAAAAAAJcwdAMAAAAA4BKGbgAAAAAAXMLQDQAAAACASxi6AQAAAABwCUM3AAAAAAAuYegGAAAAAMAlDN0AAAAAALiEoRsAAAAAAJcwdAMAAAAA4BKGbgAAAAAAXMLQDQAAAACASxi6AQAAAABwCUM3AAAAAAAuYegGAAAAAMAlDN0AAAAAALiEoRsAAAAAAJcwdAMAAAAA4BKGbgAAAAAAXMLQDQAAAACASxi6AQAAAABwCUM3AAAAAAAuYegGAAAAAMAlDN0AAAAAALiEoRsAAAAAAJcwdAMAAAAA4BKGbgAAAAAAXMLQDQAAAACASxi6AQAAAABwCUM3AAAAAAAuYegGAAAAAMAlDN0AAAAAALiEoRsAAAAAAJcwdAMAAAAA4BKGbgAAAAAAXMLQDQAAAACASxi6AQAAAABwCUM3AAAAAAAuYegGAAAAAMAlDN0AAAAAALiEoRsAAAAAAJcwdAMAAAAA4BKGbgAAAAAAXMLQDQAAAACASxi6AQAAAABwCUM3AAAAAAAuYegGAAAAAMAlDN0AAAAAALiEoRsAAAAAAJcwdAMAAAAA4BKGbgAAAAAAXMLQDQAAAACASxi6AQAAAABwCUM3AAAAAAAuOamh27btZNUBAAAAAMAZJ6Ghe86cOaqtrVVjY6POPfdc9e3bV4sWLXKrNgAAAAAATmsJDd2rVq1SVlaWlixZokmTJmnv3r164okn3KoNAAAAAIDTWkJDd2NjoxobG/XCCy/oC1/4glJTU92qCwAAAACA015CQ/ett96qwsJCNTU1acqUKfr444+VlZXlVm0AAAAAAJzWEhq6586dqyNHjmjZsmUyDEMDBgzQm2++6VJpAAAAAACc3hIauvft26cvfelLuuiiiyRJW7du5We6AQAAAACII6Gh+6tf/apmz56t2tpaSVJRUZF+9atffaod//SnP5VhGJo7d66TNTU1ac6cOcrLy1O3bt109dVXq6KiIuL79u3bp9LSUmVkZCg/P1/f+c535Pf7I7Z58803NW7cOKWmpmro0KFavHjxp6oRAAAAAICTkdDQXVNTo6lTp8owjOA3m6a8Xm/CO123bp1+9atfacyYMRH5vHnz9OKLL+qFF17QW2+9pQMHDuiqq65yHg8EAiotLVVLS4tWrVql3//+91q8eLHuuusuZ5s9e/aotLRUU6dO1caNGzV37lzdfPPNevXVVxOuEwAAAACAk5HQ0N2jRw/t27fPGbqXLl2qgoKChHZYV1ena6+9Vr/5zW/UvXt3J6+urtZvf/tbPfjgg7r44os1fvx4PfXUU1q1apXWrFkjSXrttde0bds2/fGPf9TYsWM1c+ZM/ehHP9LChQvV0tIiSVq0aJEGDRqkBx54QEVFRbrtttv07//+73rooYcSqhMAAAAAgJOV0G3qxx9/XLfccot27typIUOGqKCgQE8//XRCO5wzZ45KS0s1bdo0/fjHP3byDRs2qLW1VdOmTXOyESNGqH///lq9erUmTZqk1atXa/To0RGD/owZMzR79mxt3bpV55xzjlavXh3xHG3bhH+MPVpzc7Oam5udr2tqaiRJfr/f+ei6aZoyTVOWZcmyrOCGtiXJkAzj+J/DfYo8+KSdyw1Tsu2TzNtqiZeffE+2bSsQCESkHo9HktrlXq+33faGYQS3t20ZUTXax2sPz+2wnmLlRlSvHeeRPdnHj4cRtb5x8+Pr3pnaT7an6HM1EAjItkPbezweGYbR7scxoo+HeXwfbZ1HvzNnyZBkR+S2swaxc8NZoU+XW8fXJ15uRq17/NqT05OkyGuB4lwjFP94mKZ5vJZYtbvTU1sevY7x8o6OU3SN8fKT6Sn8fD3RNSJ63aNzjxHct20HezVlywhryrKP125EnWMd5G3P2yZw/EtP1ALHz4Pra4bltiQrkTxJPdm23alrREe5FPybyxNVe8COn5tSRE/W8TpNI/L8sOzgYx5DEbUH7OBzxcu9UevuP348EsmT2VP4Gp/oGtHRtdwbtgO/FdwmPOsoNyR5wnJbUsAKnkceo31uGpIZllu2HTpOMXKPaUQdD1t2rNyyg8cpgdo721MgEOjUNaJN3Gu5Yciy7WDtYb0GLCvUU3gesII9eSKvcP5A8DkTyQ1JnrDctu3QcTLb56ZhyAxbA8uyZdnx82T11NlrR0fXcu/x75MkW7YCAet47aH9WrYly7JlmoZMIyy3rGBPHlPhZ1mwp1h5QLatiH0GewrWlkgePB7tazcMI/I4JaEnv99/0q/3pOCxaNsu+tPLfr8/9Dq8rfbjxy1e3lZTRO2WFTdvq7VNWy/x8lg1xqs9WT11dI2IXud4Ehq6Bw8erFdeeUX19fWyLCvhfy7s2Wef1fvvv69169a1e6y8vFw+n0+5ubkReUFBgcrLy51tou+st33d0TY1NTVqbGxUenp6u33fd999uvvuu9vlZWVlyszMlCT16tVLQ4YM0Z49e3To0CFJUmZ9nVp8WWr1ZSutqUqeQGhwb07NlT8lU+mNh2RaoYPRlJangDdNmfXlCh/yGjLyZRseZdYfjKihPrOPDDugjIbKsNRQfbe+8gSaldZ0xEkt06vGjAJ5/Q1KbT7m5AFPqprSeyqltVa+llon93sz1JzWXanNx+T1Nzh5MnsKBAJav359RE8TJkxQS0uLPvjgAyfzeDyaOHGiqqurtWPHDidPT09XcXGx0tWsXCtUe7PhU5WRo252g7LsUO0NRpqqjSzl2HXKsJucvNbIUJ2Rqe52jVLtFic/ZmapUWnqaR+V1w5dhKrMHDXLp3y7SmbYheyQ2V0BmepthdZdksrNPHlkqZd11Mksw1CF0VOpalUPqzq07oZHh4weSe+pbZ0HDx6s/Px8bdmyRY2Njc72I0aMUG5ursrKyiIuuGPGjJHP53O+f2hq8E2nj5qz5TUsDfTVhXqyDX3Ukq0Mw69CX9g5Y5na25qlHLNVBSmhfdZbXv2jNVM9PM3K84bOpepAiir8Gcr3NirH0+rkR/ypOhJIU9+UBmWaoXOsojVd1ZZPA1Lq5DNDF779LRlqsFM02FcrM2z42dvSTX7bdHppk6yeJOnAgQPav3+/k8e6RkhSYWGhCgsLtWvXLlVXh86DwYMHS5JGZjcrzQzVvqvOpxq/R8U5zRED3ZaaVLVYhsblhs4BSXr/WJp8pq1R2aH1DdiGyqrTlO21NKxb6HxvsgxtqUlTni+ggRmhda/xm9pVl6o+aX71TQut++EWj/Y2+DQgo1U9faFz5kCTVweaUjS0W4uyvaHjsbchRYdbvEntqe287OgacfjwYe3evdvJc3JyVFRU5Bynyb2DdR5sMLSj2tCwHFt9MsLOmTpDe2oNje5uq0dqKN9RbepggzSxp60MbyjfVGWqqlm6oMCO6Om9Q6aaAnL21+btclNpHuncXqE8YBt6u9xQ91SpuEcob/AbWnvIUO8MaUROKK9qNrSpytDALFsDu4X2mayeqqurO3WNaBPvWi5Jeemmzu3rc/K6Fltvf9KswiyPRuenOPmhBkvrDrZoSHev/qVH6CXJJzUBbT7UqrN7pqhfduhF0IdVfn141K9xvX3qlRF6Abe5slWf1AZ0QWGquvlCL9TeO9Ciw42WLh6YGjGgvb2vWU1+W9MHp0X09NruJqV5DU3un+pkfsvWa3uak9pT+Fqe6BrR0bV85qh8J39j52E1tVoRmSS9vKVSaSmmpg7vGeopYOvlrZXq2c2nSYNDnzqsbfLrzV1H1K97uooLs528srZFa/cc1dD8TA0v6Obk+6oatWl/jUafla3+PUKvr3ZW1GlXRb0mDMhVflZozTbtr9G+qkZdNLSHstJCa7Nm91EdqmvRpUW95A17ByMZPW3ZsqVT14g28a7lw87K0479h3Xe8EL1ysl08o27D+rjymp9bvQgZaWHel29/RNVVtdrxrihEUPq65t2q7HFr9KJwyJ6emndLqX7vLq4eHBYT5ZeWrdLvXIyVVLUz8lrG1v0+qbd6t8rR2MH93HyQ9X1WrX9Ew07K0/DC0Nrs6/ymMp2l6t4UIH65+c6+c79h5PaUzJe7x0+fFiXT5no5JVHjulvG3do+MCzNGJwoZN/fKBS72/frbHDB2lA39D5sWP3fm3fs1+TRg9Tfl6o17Ltf9feA4c0deIoZWVmOPnfyrarsqpaMy8cJ683dK1ZsWaTGptaImqRpBffXKf0NJ+mTSp2Mr8/oBffWqde3XN0wTlFTl5b36AVaz7QgD49dU7RkKT2tH79+pN+vSdJV86cpiUvr1BGWpqmT70wrCe/lry8Qvk983TRpAmhnmrr9Oqb72pgv7M0vniUk1dUHtY7a9drxNDBGjl8qJPv3bdf6zdt0bjRIzWwf6jXbTs/0rZdH+n8CeeoID90rm7YtEV79u3XtItKlJUVuta8s2a9Kg4d1mWXTokYpF974101NDXpypmRN1yT2VNH14j6+np1hmGHvzXSgdtvv71dlp2drXHjxunzn//8Cb/3k08+0YQJE7R8+XLnZ7mnTJmisWPH6uGHH9YzzzyjG2+8MeKOsySde+65mjp1qn72s5/plltu0ccffxzx89kNDQ3KzMzUsmXLNHPmTA0bNkw33nijvve97znbLFu2TKWlpWpoaIg5dMe6092vXz8dOXJE2dnBv3RivfP5x7/tFHe6T5zPmlyUlDvdD7y4gTvdHfT0zZljJZ38ne4FL6yVxJ3uE/V07zUXJOVO962/eYM73R309NhNU5z8ZO50f+WRl4M1cqc7bv7c/MuScqe79J7nuNPdQU8v/uA/nPxk7nSXfuexUI3c6Y7Z07JffCMpd7ov/dqd3OnuoKeVT94bkX/aO90Xf+mWUE/c6Y7Z04pnFyXlTveU0qu4091BT6uWLz3hNaKmpkZ5eXmqrq525sZYErrTXVVVpb///e+6+uqrJUl//vOf1a9fP61fv16vvvqqHnnkkbjfu2HDBlVWVmrcuHFOFggE9Pbbb+uxxx7Tq6++qpaWFh07dizibndFRYV69+4tSerdu7fee++9iOdt++3m4dtE/8bziooKZWdnxxy4JSk1NVWpqantcq/X2+5gRZw0Yf9BRPw5XKJ5u5fCJ8gNw+X85HsyDCPuL9uLlcfd3og1JiSe23F6jZ/H7jXmPuPlSaq9o56i180T9RdCm46OhxW1j+i3Uo4Xk1Ae/fZCsvPomkN5bMnoKfovkI7yeMcjfu3u9eT+uievp+jzNd41oqPjEbCjz2uj/XucCg61MWuJk0c/byiPGcfMbRlJyU+2p7YXOIlcs+PltkIDbGfytoG0fY2xz49E1ldx9plonsyeYq1ZvGvEia7l/hg7iJXFy+14uS35Y9yTsezgQN3ZPBCnlnh5IrXHy6N7alu/RK/Z7YaE4/0Fa4/Xa4zjEYh9hUskt+Plduzcsm1ZMf5jiJcnq6dkvN4zTdMZbMMFa4+RW7Ystc8DcWqMl8faZ6J58HjEyu2k9xS+dp/29Z4U+SMBsT4mbdt2Qnn0m1Ud5bF+POlEebyPcieSJ9pTR9eIzv5S8YSG7s2bN2v16tXOjmfPnq3zzz/f+VnrE7nkkku0efPmiOzGG2/UiBEjdMcdd6hfv35KSUnRypUrnaF+586d2rdvn0pKSiRJJSUluvfee1VZWan8/ODHLpYvX67s7GyNHDnS2WbZsmUR+1m+fLnzHAAAAAAAdJWEhu5jx46poqJCffoEf36ksrJSx44dk2ma8vl8J/zerKwsjRo1KiLLzMxUXl6ek990002aP3++evTooezsbH3jG99QSUmJJk2aJEmaPn26Ro4cqeuuu07333+/ysvLdeedd2rOnDnOnepbb71Vjz32mG6//XZ99atf1euvv67nn39eL730UiKtAgAAAABw0hIauu+//36VlJSoqKhItm1r586devjhh1VfX69rr732pIt56KGHZJqmrr76ajU3N2vGjBl6/PHHncc9Ho+WLl2q2bNnq6SkRJmZmZo1a5buueceZ5tBgwbppZde0rx58/TII4+osLBQTz75pGbMmHHS9QEAAAAAkIiEhu4rrrhCM2bM0M6dO2XbtkaMGKG0tOBv/vz2t7+d8M7ffPPNiK/T0tK0cOFCLVy4MO73DBgwoN3Hx6NNmTJFZWVlCdcDAAAAAEAyJTR0S8F/Rmvbtm1qbm7WqlWrJElf//rXk14YAAAAAACnu4SG7m9961v6+OOPtWrVKl177bVasmSJSkpKGLoBAAAAAIgh3r9bFdPy5cv1pz/9Sb169dLPf/5zrV+/Xvv27XOrNgAAAAAATmsJDd1t/851WlqaKisrlZmZqX/84x+uFAYAAAAAwOkuoY+Xz5w5U8eOHdO3v/1tjRs3TqZp6vrrr3erNgAAAAAATmsJDd0LFiyQJH3xi1/Uv/3bv6mpqUk5OTlu1AUAAAAAwGkvoaG7tbVVy5Yt0969exUIBJx8/vz5SS8MAAAAAIDTXUJD9+WXX64ePXpo9OjRMs2EfhwcAAAAAIB/OgkN3QcPHtQrr7ziVi0AAAAAAJxRErpdfdVVV+nPf/6zWltb3aoHAAAAAIAzRkJ3ugcNGqRZs2YpNTVVpmnKtm0ZhqHKykq36gMAAAAA4LSV0ND9wx/+UNu3b1dhYaFb9QAAAAAAcMZI6OPlQ4YMUa9evdyqBQAAAACAM0pCd7q7d++u8ePH65JLLlFqaqqT33///UkvDAAAAACA011CQ/dll12myy67zK1aAAAAAAA4oyQ0dM+aNcutOgAAAAAAOON0auieOHGiDMOI+/h7772XtIIAAAAAADhTdGro/tOf/uR2HQAAAAAAnHE6NXQPGDDA7ToAAAAAADjjJPRPhgEAAAAAgM5j6AYAAAAAwCWdGrpLSkokSV//+tddLQYAAAAAgDNJp36mu66uTn/+85/12muvadmyZe0e//znP5/0wgAAAAAAON11auh+4okn9PTTT+vo0aN64YUXIh4zDIOhGwAAAACAGDo1dF944YW68MILdd555+mGG25wuSQAAAAAAM4MCf0itSuuuEJz587V+PHjNX78eM2bN0/Hjh1zqTQAAAAAAE5vCQ3dN954o/r27aulS5dq6dKlOuusszRr1iy3agMAAAAA4LTWqY+Xt9m7d6+WLFnifP3tb39bf/zjH5NdEwAAAAAAZ4SE7nR3795d//u//+t8/ec//1m5ubnJrgkAAAAAgDNCQkP37373Oy1evFi9e/dW3759tXjxYj311FNu1QYAAAAAwGktoY+XDxo0SC+++KJbtQAAAAAAcEZJ6E43AAAAAADoPIZuAAAAAABc0umh27Is/eEPf3CzFgAAAAAAziidHrpN09Rjjz3mZi0AAAAAAJxREvpFahdccIHuuOMOffGLX1RGRoaTjxw5MumFAQAAAABwukto6N64caMk6b333nMywzD0+uuvJ7UoAAAAAADOBAkN3W+88YZbdQAAAAAAcMZJ6LeX79u3T1/60pd00UUXSZK2bt2qRx991JXCAAAAAAA43SU0dH/1q1/V7NmzVVtbK0kqKirSr371K1cKAwAAAADgdJfQ0F1TU6OpU6fKMIzgN5umvN6EPqEOAAAAAMA/jYSG7h49emjfvn3O0L106VIVFBS4UhgAAAAAAKe7hG5TP/7447rlllu0c+dODRkyRAUFBXrmmWfcqg0AAAAAgNNaQkP34MGD9corr6i+vl6WZSkrK8utugAAAAAAOO0lNHTX1dXpwQcf1LvvvivDMHThhRdq3rx56tatm1v1AQAAAABw2kroZ7qvueYaNTU16YEHHtADDzyglpYWXXPNNW7VBgAAAADAaS2hO9179uzRiy++6Hw9atQojRo1KulFAQAAAABwJkjoTveUKVO0ZMkS5+u//vWvmjp1arJrAgAAAADgjNCpO929evWSYRiybVuPP/640tLSZNu2mpub1bNnTz366KNu1wkAAAAAwGmnU0P3oUOH3K4DAAAAAIAzTkI/0y1JmzZt0t69exUIBJzsqquuSmpRAAAAAACcCRIauq+//nr9/e9/16hRo2SawR8HNwyDoRsAAAAAgBgSGro3bNigrVu3ulULAAAAAABnlIR+e/nnPvc5bdiwwa1aAAAAAAA4oyR0p/uKK67QlClTlJ2drdTUVNm2LcMwtHv3brfqAwAAAADgtJXQ0P31r39dr776qkaPHu38TDcAAAAAAIgtoaG7b9++Ov/8892qBQAAAACAM0pCQ/ewYcN06aWX6vOf/7xSU1Od/Otf/3rSCwMAAAAA4HSX0NDdv39/9e/fXzU1NW7VAwAAAADAGSOhofuHP/yhW3UAAAAAAHDGSWjonjp1qgzDaJe//vrrSSsIAAAAAIAzRUK/gvyxxx7To48+qkcffVS/+MUvdP7552vixImd/v4nnnhCY8aMUXZ2trKzs1VSUqKXX37ZebypqUlz5sxRXl6eunXrpquvvloVFRURz7Fv3z6VlpYqIyND+fn5+s53viO/3x+xzZtvvqlx48YpNTVVQ4cO1eLFixNpEwAAAACApEjoTvfZZ58d8fW4ceMSGroLCwv105/+VP/yL/8i27b1+9//XldccYXKysp09tlna968eXrppZf0wgsvKCcnR7fddpuuuuoq/e1vf5MkBQIBlZaWqnfv3lq1apUOHjyo66+/XikpKfrJT34iSdqzZ49KS0t166236umnn9bKlSt18803q0+fPpoxY0Yi7QIAAAAAcFISGrq3bdvm/NmyLJWVlampqanT33/55ZdHfH3vvffqiSee0Jo1a1RYWKjf/va3euaZZ3TxxRdLkp566ikVFRVpzZo1mjRpkl577TVt27ZNK1asUEFBgcaOHasf/ehHuuOOO7RgwQL5fD4tWrRIgwYN0gMPPCBJKioq0rvvvquHHnqIoRsAAAAA0KUSGrrnzJkT+kavVwMGDNBzzz33qXYcCAT0wgsvqL6+XiUlJdqwYYNaW1s1bdo0Z5sRI0aof//+Wr16tSZNmqTVq1dr9OjRKigocLaZMWOGZs+era1bt+qcc87R6tWrI56jbZu5c+d+qjoBAAAAAPi0Ehq633jjjZPe4ebNm1VSUqKmpiZ169ZNf/nLXzRy5Eht3LhRPp9Pubm5EdsXFBSovLxcklReXh4xcLc93vbYibapqalRY2Oj0tPT29XU3Nys5uZm5+u2fxLN7/c7Py9umqZM05RlWbIsK7ihbUkyJMM4/udwnyIPPmnncsOUbPsk87Za4uUn35Nt2woEAhGpx+ORpHa51+ttt71hGMHtbVtGVI328drDczusp1i5EdVrx3lkT/bx42FErW/c/Pi6d6b2k+0p+lwNBAKy7dD2Ho9HhmG0+x0I0cfDPL6Pts6jf/GDJUOSHZHbzhrEzg1nhT5dbh1fn3i5GbXu8WtPTk+SIq8FinONUPzjYZrm8Vpi1e5OT2159DrGyzs6TtE1xstPpqfw8/VE14jodY/OPUZw37Yd7NWUrfDfC2rZx2s3os6xDvK2520TOP6lJ2qB4+fB9TXDcluSlUiepJ5s2+7UNaKjXAr+zeWJqj1gx89NKaIn63idphF5flh28DGPoYjaA3bwueLl3qh19x8/HonkyewpfI1PdI3o6FruDduB3wpuE551lBuSPGG5LSlgBc8jj9E+Nw3JDMst2w4dpxi5xzSijoctO1Zu2cHjlEDtne0pEAh06hrRJu613DBk2Xaw9rBeA5YV6ik8D1jBnjyRVzh/IPicieSGJE9Ybtt26DiZ7XPTMGSGrYFl2bLs+HmyeurstaOja7n3+PdJki1bgYB1vPbQfi3bkmXZMk1DphGWW1awJ4+p8LMs2FOsPCDbVsQ+gz0Fa0skDx6P9rUbhhF5nJLQk9/vP+nXe1LwWLRt5/VGjoV+vz/0Oryt9uPHLV7eVlNE7ZYVN2+rtU1bL/HyWDXGqz1ZPXV0jYhe53g6NXT/4Q9/OOHj119/fad2JknDhw/Xxo0bVV1drT/96U+aNWuW3nrrrU5/vxvuu+8+3X333e3ysrIyZWZmSpJ69eqlIUOGaM+ePTp06JAkKbO+Ti2+LLX6spXWVCVPIDS4N6fmyp+SqfTGQzKt0MFoSstTwJumzPpyhQ95DRn5sg2PMusPRtRQn9lHhh1QRkNlWGqovltfeQLNSms64qSW6VVjRoG8/galNh9z8oAnVU3pPZXSWitfS62T+70Zak7rrtTmY/L6G5w8mT0FAgGtX78+oqcJEyaopaVFH3zwgZN5PB5NnDhR1dXV2rFjh5Onp6eruLhY6WpWrhWqvdnwqcrIUTe7QVl2qPYGI03VRpZy7Dpl2KEffag1MlRnZKq7XaNUu8XJj5lZalSaetpH5bVDF6EqM0fN8infrpIZdiE7ZHZXQKZ6W6F1l6RyM08eWeplHXUyyzBUYfRUqlrVw6oOrbvh0SGjR9J7alvnwYMHKz8/X1u2bFFjY6Oz/YgRI5Sbm6uysrKIC+6YMWPk8/mc7x+aGnzT6aPmbHkNSwN9daGebEMftWQrw/Cr0Bd2zlim9rZmKcdsVUFKaJ/1llf/aM1UD0+z8ryhc6k6kKIKf4byvY3K8bQ6+RF/qo4E0tQ3pUGZZugcq2hNV7Xl04CUOvnM0IVvf0uGGuwUDfbVygwbfva2dJPfNp1e2iSrJ0k6cOCA9u/f7+SxrhFS8HdZFBYWateuXaquDp0HgwcPliSNzG5WmhmqfVedTzV+j4pzmiMGui01qWqxDI3LjfyRnvePpcln2hqVHVrfgG2orDpN2V5Lw7qFzvcmy9CWmjTl+QIamBFa9xq/qV11qeqT5lfftNC6H27xaG+DTwMyWtXTFzpnDjR5daApRUO7tSjbGzoeextSdLjFm9Se2s7Ljq4Rhw8f1u7du508JydHRUVFznGa3DtY58EGQzuqDQ3LsdUnI+ycqTO0p9bQ6O62eqSG8h3Vpg42SBN72srwhvJNVaaqmqULCuyInt47ZKopIGd/bd4uN5Xmkc7tFcoDtqG3yw11T5WKe4TyBr+htYcM9c6QRuSE8qpmQ5uqDA3MsjWwW2ifyeqpurq6U9eINvGu5ZKUl27q3L4+J69rsfX2J80qzPJodH6Kkx9qsLTuYIuGdPfqX3qEXpJ8UhPQ5kOtOrtnivplh14EfVjl14dH/RrX26deGaEXcJsrW/VJbUAXFKaqmy/0Qu29Ay063Gjp4oGpEQPa2/ua1eS3NX1wWkRPr+1uUprX0OT+qU7mt2y9tqc5qT2Fr+WJrhEdXctnjsp38jd2HlZTqxWRSdLLWyqVlmJq6vCeoZ4Ctl7eWqme3XyaNLi7k9c2+fXmriPq1z1dxYXZTl5Z26K1e45qaH6mhhd0c/J9VY3atL9Go8/KVv8eoZsaOyvqtKuiXhMG5Co/K7Rmm/bXaF9Voy4a2kNZaaG1WbP7qA7VtejSol7yhr2DkYyetmzZ0qlrRJt41/JhZ+Vpx/7DOm94oXrlZDr5xt0H9XFltT43epCy0kO9rt7+iSqr6zVj3NCIIfX1TbvV2OJX6cRhET29tG6X0n1eXVw8OKwnSy+t26VeOZkqKern5LWNLXp9027175WjsYP7OPmh6nqt2v6Jhp2Vp+GFobXZV3lMZbvLVTyoQP3zc5185/7DSe0pGa/3Dh8+rMunhH5fVOWRY/rbxh0aPvAsjRhc6OQfH6jU+9t3a+zwQRrQN3R+7Ni9X9v37Nek0cOUnxfqtWz737X3wCFNnThKWZkZTv63su2qrKrWzAvHyesNXWtWrNmkxqaWiFok6cU31yk9zadpk4qdzO8P6MW31qlX9xxdcE6Rk9fWN2jFmg80oE9PnVM0JKk9rV+//qRf70nSlTOnacnLK5SRlqbpUy8M68mvJS+vUH7PPF00aUKop9o6vfrmuxrY7yyNLx7l5BWVh/XO2vUaMXSwRg4f6uR79+3X+k1bNG70SA3sH+p1286PtG3XRzp/wjkqyA+dqxs2bdGeffs17aISZWWFrjXvrFmvikOHddmlUyIG6dfeeFcNTU26cmbkp5yT2VNH14j6+np1hmGHvzUSx3e+8512WSAQ0J/+9CcdPHhQra2tMb6rc6ZNm6YhQ4boP/7jP3TJJZfo6NGjEXe7BwwYoLlz52revHm666679Ne//lUbN250Ht+zZ48GDx6s999/X+ecc44mT56scePG6eGHH3a2eeqppzR37tyIv8zCxbrT3a9fPx05ckTZ2cG/dGK98/nHv+0Ud7pPnM+aXJSUO90PvLiBO90d9PTNmWMlnfyd7gUvrJXEne4T9XTvNRck5U73rb95gzvdHfT02E1TnPxk7nR/5ZHgv5TBne74+XPzL0vKne7Se57jTncHPb34g/9w8pO50136ncdCNXKnO2ZPy37xjaTc6b70a3dyp7uDnlY+eW9E/mnvdF/8pVtCPXGnO2ZPK55dlJQ73VNKr+JOdwc9rVq+9ITXiJqaGuXl5am6utqZG2Pp1J3un//8586fW1pa9Nvf/laPPPKILr30Ut1xxx2deYq4LMtSc3Ozxo8fr5SUFK1cuVJXX321JGnnzp3at2+fSkpKJEklJSW69957VVlZqfz84DtAy5cvV3Z2tkaOHOlss2zZsoh9LF++3HmOWFJTU5Wamtou93q97Q5WxEkT9h9ExJ/DJZq3eyl8gtwwXM5PvifDMNqtYZtYedztjVhjQuK5HafX+HnsXmPuM16epNo76il63TxRfyG06eh4WFH7iH4r5XgxCeXRby8kO4+uOZTHloyeov8C6SiPdzzi1+5eT+6ve/J6ij5f410jOjoeATv6vDbav8ep4FAbs5Y4efTzhvKYcczclpGU/GR7anuBk8g1O15uKzTAdiZvG0jb1xj7/EhkfRVnn4nmyewp1prFu0ac6Fruj7GDWFm83I6X25I/xj0Zyw4O1J3NA3FqiZcnUnu8PLqntvVL9Jrdbkg43l+w9ni9xjgegdhXuERyO15ux84t25YV4z+GeHmyekrG6z3TNJ3BNlyw9hi5ZctS+zwQp8Z4eax9JpoHj0es3E56T+Fr92lf70mRPxIQ62PStm0nlEe/WdVRHuvHk06Ux/sodyJ5oj11dI2It87ROv0z3fX19Vq4cKF+/etf6/LLL9eKFStUWFjY8TeG+d73vqeZM2eqf//+qq2t1TPPPKM333xTr776qnJycnTTTTdp/vz56tGjh7Kzs/WNb3xDJSUlmjRpkiRp+vTpGjlypK677jrdf//9Ki8v15133qk5c+Y4Q/Ott96qxx57TLfffru++tWv6vXXX9fzzz+vl156KaFaAQAAAAA4WZ0auu+66y49/fTTuvbaa7V27Vrl5eV9qp1VVlbq+uuv18GDB5WTk6MxY8bo1Vdf1aWXXipJeuihh2Sapq6++mo1NzdrxowZevzxx53v93g8Wrp0qWbPnq2SkhJlZmZq1qxZuueee5xtBg0apJdeeknz5s3TI488osLCQj355JP8c2EAAAAAgC7XqaH7xz/+sbp166YnnnhCixYtcvK233RaWVl5gu8O+e1vf3vCx9PS0rRw4UItXLgw7jYDBgxo9/HxaFOmTFFZWVmnagIAAAAAwC2dGrpjfQYfAAAAAACcWLzf5gUAAAAAAE4SQzcAAAAAAC5h6AYAAAAAwCUM3QAAAAAAuIShGwAAAAAAlzB0AwAAAADgEoZuAAAAAABcwtANAAAAAIBLGLoBAAAAAHAJQzcAAAAAAC5h6AYAAAAAwCUM3QAAAAAAuIShGwAAAAAAlzB0AwAAAADgEoZuAAAAAABcwtANAAAAAIBLGLoBAAAAAHAJQzcAAAAAAC5h6AYAAAAAwCUM3QAAAAAAuIShGwAAAAAAlzB0AwAAAADgEoZuAAAAAABcwtANAAAAAIBLGLoBAAAAAHAJQzcAAAAAAC5h6AYAAAAAwCUM3QAAAAAAuIShGwAAAAAAlzB0AwAAAADgEoZuAAAAAABcwtANAAAAAIBLGLoBAAAAAHAJQzcAAAAAAC5h6AYAAAAAwCUM3QAAAAAAuIShGwAAAAAAlzB0AwAAAADgEoZuAAAAAABcwtANAAAAAIBLGLoBAAAAAHAJQzcAAAAAAC5h6AYAAAAAwCUM3QAAAAAAuIShGwAAAAAAlzB0AwAAAADgEoZuAAAAAABcwtANAAAAAIBLGLoBAAAAAHAJQzcAAAAAAC5h6AYAAAAAwCUM3QAAAAAAuIShGwAAAAAAlzB0AwAAAADgEoZuAAAAAABcwtANAAAAAIBLGLoBAAAAAHAJQzcAAAAAAC5h6AYAAAAAwCUM3QAAAAAAuIShGwAAAAAAl3Tp0H3fffdp4sSJysrKUn5+vq688krt3LkzYpumpibNmTNHeXl56tatm66++mpVVFREbLNv3z6VlpYqIyND+fn5+s53viO/3x+xzZtvvqlx48YpNTVVQ4cO1eLFi91uDwAAAACACF06dL/11luaM2eO1qxZo+XLl6u1tVXTp09XfX29s828efP04osv6oUXXtBbb72lAwcO6KqrrnIeDwQCKi0tVUtLi1atWqXf//73Wrx4se666y5nmz179qi0tFRTp07Vxo0bNXfuXN1888169dVXu7JdAAAAAMA/OW9X7uyVV16J+Hrx4sXKz8/Xhg0bNHnyZFVXV+u3v/2tnnnmGV188cWSpKeeekpFRUVas2aNJk2apNdee03btm3TihUrVFBQoLFjx+pHP/qR7rjjDi1YsEA+n0+LFi3SoEGD9MADD0iSioqK9O677+qhhx7SjBkzurJlAAAAAMA/sS4duqNVV1dLknr06CFJ2rBhg1pbWzVt2jRnmxEjRqh///5avXq1Jk2apNWrV2v06NEqKChwtpkxY4Zmz56trVu36pxzztHq1asjnqNtm7lz58aso7m5Wc3Nzc7XNTU1kiS/3+98bN00TZmmKcuyZFlWcEPbkmRIhnH8z+E+RR580s7lhinZ9knmbbXEy0++J9u2FQgEIlKPxyNJ7XKv19tue8MwgtvbtoyoGu3jtYfndlhPsXIjqteO88ie7OPHw4ha37j58XXvTO0n21P0uRoIBGTboe09Ho8Mw2j3oxjRx8M8vo+2zqM/DmPJkGRH5LazBrFzw1mhT5dbx9cnXm5GrXv82pPTk6TIa4HiXCMU/3iYpnm8lli1u9NTWx69jvHyjo5TdI3x8pPpKfx8PdE1Inrdo3OPEdy3bQd7NWXLCGvKso/XbkSdYx3kbc/bJnD8S0/UAsfPg+trhuW2JCuRPEk92bbdqWtER7kU/JvLE1V7wI6fm1JET9bxOk0j8vyw7OBjHkMRtQfs4HPFy71R6+4/fjwSyZPZU/gan+ga0dG13Bu2A78V3CY86yg3JHnCcltSwAqeRx6jfW4akhmWW7YdOk4xco9pRB0PW3as3LKDxymB2jvbUyAQ6NQ1ok3ca7lhyLLtYO1hvQYsK9RTeB6wgj15Iq9w/kDwORPJDUmesNy27dBxMtvnpmHIDFsDy7Jl2fHzZPXU2WtHR9dy7/HvkyRbtgIB63jtof1atiXLsmWahkwjLLesYE8eU+FnWbCnWHlAtq2IfQZ7CtaWSB48Hu1rNwwj8jgloSe/33/Sr/ek4LFo287rjRwL/X5/6HV4W+3Hj1u8vK2miNotK27eVmubtl7i5bFqjFd7snrq6BoRvc7xnLKh27IszZ07VxdccIFGjRolSSovL5fP51Nubm7EtgUFBSovL3e2CR+42x5ve+xE29TU1KixsVHp6ekRj9133326++6729VYVlamzMxMSVKvXr00ZMgQ7dmzR4cOHZIkZdbXqcWXpVZfttKaquQJhAb35tRc+VMyld54SKYVOhhNaXkKeNOUWV+u8CGvISNftuFRZv3BiBrqM/vIsAPKaKgMSw3Vd+srT6BZaU1HQmtqetWYUSCvv0GpzcecPOBJVVN6T6W01srXUuvkfm+GmtO6K7X5mLz+BidPZk+BQEDr16+P6GnChAlqaWnRBx984GQej0cTJ05UdXW1duzY4eTp6ekqLi5WupqVa4VqbzZ8qjJy1M1uUJYdqr3BSFO1kaUcu04ZdpOT1xoZqjMy1d2uUard4uTHzCw1Kk097aPy2qGLUJWZo2b5lG9XyQy7kB0yuysgU72t0LpLUrmZJ48s9bKOOpllGKoweipVrephVYfW3fDokNEj6T21rfPgwYOVn5+vLVu2qLGx0dl+xIgRys3NVVlZWcQFd8yYMfL5fM73D00Nvun0UXO2vIalgb66UE+2oY9aspVh+FXoCztnLFN7W7OUY7aqICW0z3rLq3+0ZqqHp1l53tC5VB1IUYU/Q/neRuV4Wp38iD9VRwJp6pvSoEwzdI5VtKar2vJpQEqdfGbowre/JUMNdooG+2plhg0/e1u6yW+bTi9tktWTJB04cED79+938ljXCEkqLCxUYWGhdu3a5bzRKAWPkySNzG5WmhmqfVedTzV+j4pzmiMGui01qWqxDI3LDZ0DkvT+sTT5TFujskPrG7ANlVWnKdtraVi30PneZBnaUpOmPF9AAzNC617jN7WrLlV90vzqmxZa98MtHu1t8GlARqt6+kLnzIEmrw40pWhotxZle0PHY29Dig63eJPaU9t52dE14vDhw9q9e7eT5+TkqKioyDlOk3sH6zzYYGhHtaFhObb6ZISdM3WG9tQaGt3dVo/UUL6j2tTBBmliT1sZ3lC+qcpUVbN0QYEd0dN7h0w1BeTsr83b5abSPNK5vUJ5wDb0drmh7qlScY9Q3uA3tPaQod4Z0oicUF7VbGhTlaGBWbYGdgvtM1k9VVdXd+oa0SbetVyS8tJNndvX5+R1Lbbe/qRZhVkejc5PcfJDDZbWHWzRkO5e/UuP0EuST2oC2nyoVWf3TFG/7NCLoA+r/PrwqF/jevvUKyP0Am5zZas+qQ3ogsJUdfOFXqi9d6BFhxstXTwwNWJAe3tfs5r8tqYPTovo6bXdTUrzGprcP9XJ/Jat1/Y0J7Wn8LU80TWio2v5zFH5Tv7GzsNqarUiMkl6eUul0lJMTR3eM9RTwNbLWyvVs5tPkwZ3d/LaJr/e3HVE/bqnq7gw28kra1u0ds9RDc3P1PCCbk6+r6pRm/bXaPRZ2erfI/TaamdFnXZV1GvCgFzlZ4XWbNP+Gu2ratRFQ3soKy20Nmt2H9WhuhZdWtRL3rB3MJLR05YtWzp1jWgT71o+7Kw87dh/WOcNL1SvnEwn37j7oD6urNbnRg9SVnqo19XbP1Fldb1mjBsaMaS+vmm3Glv8Kp04LKKnl9btUrrPq4uLB4f1ZOmldbvUKydTJUX9nLy2sUWvb9qt/r1yNHZwHyc/VF2vVds/0bCz8jS8MLQ2+yqPqWx3uYoHFah/fq6T79x/OKk9JeP13uHDh3X5lIlOXnnkmP62cYeGDzxLIwYXOvnHByr1/vbdGjt8kAb0DZ0fO3bv1/Y9+zVp9DDl54V6Ldv+d+09cEhTJ45SVmaGk/+tbLsqq6o188Jx8npD15oVazapsaklohZJevHNdUpP82napGIn8/sDevGtderVPUcXnFPk5LX1DVqx5gMN6NNT5xQNSWpP69evP+nXe5J05cxpWvLyCmWkpWn61AvDevJrycsrlN8zTxdNmhDqqbZOr775rgb2O0vji0c5eUXlYb2zdr1GDB2skcOHOvneffu1ftMWjRs9UgP7h3rdtvMjbdv1kc6fcI4K8kPn6oZNW7Rn335Nu6hEWVmha807a9ar4tBhXXbplIhB+rU33lVDU5OunBl5szWZPXV0jQj/MekTMezwt0a60OzZs/Xyyy/r3XffVWFh8CA888wzuvHGGyPuOkvSueeeq6lTp+pnP/uZbrnlFn388ccRP5/d0NCgzMxMLVu2TDNnztSwYcN044036nvf+56zzbJly1RaWqqGhoZ2Q3esO939+vXTkSNHlJ0d/Esn1juff/zbTnGn+8T5rMlFSbnT/cCLG7jT3UFP35w5VtLJ3+le8MJaSdzpPlFP915zQVLudN/6mze4091BT4/dNMXJT+ZO91ceeTlYI3e64+bPzb8sKXe6S+95jjvdHfT04g/+w8lP5k536XceC9XIne6YPS37xTeScqf70q/dyZ3uDnpa+eS9EfmnvdN98ZduCfXEne6YPa14dlFS7nRPKb2KO90d9LRq+dITXiNqamqUl5en6upqZ26M5ZTc6b7tttu0dOlSvf32287ALUm9e/dWS0uLjh07FnG3u6KiQr1793a2ee+99yKer+23m4dvE/0bzysqKpSdnd1u4Jak1NRUpaamtsu9Xm+7gxVx0oT9BxHx53CJ5u1eCp8gNwyX85PvyTCMdmvYJlYed3sj1piQeG7H6TV+HrvXmPuMlyep9o56il43T9RfCG06Oh5W1D6i30o5XkxCefTbC8nOo2sO5bElo6fov0A6yuMdj/i1u9eT++uevJ6iz9d414iOjkfAjj6vjfbvcSo41MasJU4e/byhPGYcM7dlJCU/2Z7aXuAkcs2Ol9sKDbCdydsG0vY1xj4/Ellfxdlnonkye4q1ZvGuESe6lvtj7CBWFi+34+W25I9xT8aygwN1Z/NAnFri5YnUHi+P7qlt/RK9ZrcbEo73F6w9Xq8xjkcg9hUukdyOl9uxc8u2ZcX4jyFenqyekvF6zzRNZ7ANF6w9Rm7ZstQ+D8SpMV4ea5+J5sHjESu3k95T+Np92td7UuSPBMT6mLRt2wnl0W9WdZTH+vGkE+XxPsqdSJ5oTx1dI+Ktc7vtO7VVkti2rdtuu01/+ctf9Prrr2vQoEERj48fP14pKSlauXKlk+3cuVP79u1TSUmJJKmkpESbN29WZWXo49bLly9Xdna2Ro4c6WwT/hxt27Q9BwAAAAAAXaFL73TPmTNHzzzzjP7v//5PWVlZzs9g5+TkKD09XTk5Obrppps0f/589ejRQ9nZ2frGN76hkpISTZo0SZI0ffp0jRw5Utddd53uv/9+lZeX684779ScOXOcu9W33nqrHnvsMd1+++366le/qtdff13PP/+8Xnrppa5sFwAAAADwT65L73Q/8cQTqq6u1pQpU9SnTx/nf88995yzzUMPPaTLLrtMV199tSZPnqzevXvrz3/+s/O4x+PR0qVL5fF4VFJSov/8z//U9ddfr3vuucfZZtCgQXrppZe0fPlyFRcX64EHHtCTTz7JPxcGAAAAAOhSXXqnuzO/sy0tLU0LFy7UwoUL424zYMAALVu27ITPM2XKFJWVlSVcIwAAAAAAydKld7oBAAAAAPhnwtANAAAAAIBLGLoBAAAAAHAJQzcAAAAAAC5h6AYAAAAAwCUM3QAAAAAAuIShGwAAAAAAlzB0AwAAAADgEoZuAAAAAABcwtANAAAAAIBLGLoBAAAAAHAJQzcAAAAAAC5h6AYAAAAAwCUM3QAAAAAAuIShGwAAAAAAlzB0AwAAAADgEoZuAAAAAABcwtANAAAAAIBLGLoBAAAAAHAJQzcAAAAAAC5h6AYAAAAAwCUM3QAAAAAAuIShGwAAAAAAlzB0AwAAAADgEoZuAAAAAABcwtANAAAAAIBLGLoBAAAAAHAJQzcAAAAAAC5h6AYAAAAAwCUM3QAAAAAAuIShGwAAAAAAlzB0AwAAAADgEoZuAAAAAABcwtANAAAAAIBLGLoBAAAAAHAJQzcAAAAAAC5h6AYAAAAAwCUM3QAAAAAAuIShGwAAAAAAlzB0AwAAAADgEoZuAAAAAABcwtANAAAAAIBLGLoBAAAAAHAJQzcAAAAAAC5h6AYAAAAAwCUM3QAAAAAAuIShGwAAAAAAlzB0AwAAAADgEoZuAAAAAABcwtANAAAAAIBLGLoBAAAAAHAJQzcAAAAAAC5h6AYAAAAAwCUM3QAAAAAAuIShGwAAAAAAlzB0AwAAAADgEoZuAAAAAABcwtANAAAAAIBLGLoBAAAAAHAJQzcAAAAAAC5h6AYAAAAAwCUM3QAAAAAAuKRLh+63335bl19+ufr27SvDMLRkyZKIx23b1l133aU+ffooPT1d06ZN04cffhixTVVVla699lplZ2crNzdXN910k+rq6iK2+eCDD3TRRRcpLS1N/fr10/333+92awAAAAAAtNOlQ3d9fb2Ki4u1cOHCmI/ff//9+uUvf6lFixZp7dq1yszM1IwZM9TU1ORsc+2112rr1q1avny5li5dqrffflu33HKL83hNTY2mT5+uAQMGaMOGDfr5z3+uBQsW6Ne//rXr/QEAAAAAEM7blTubOXOmZs6cGfMx27b18MMP684779QVV1whSfrDH/6ggoICLVmyRF/+8pe1fft2vfLKK1q3bp0mTJggSXr00Uf1+c9/Xr/4xS/Ut29fPf3002ppadHvfvc7+Xw+nX322dq4caMefPDBiOEcAAAAAAC3denQfSJ79uxReXm5pk2b5mQ5OTk677zztHr1an35y1/W6tWrlZub6wzckjRt2jSZpqm1a9fqC1/4glavXq3JkyfL5/M528yYMUM/+9nPdPToUXXv3r3dvpubm9Xc3Ox8XVNTI0ny+/3y+/2SJNM0ZZqmLMuSZVnBDW1LkiEZxvE/h/sUefBJO5cbpmTbJ5m31RIvP/mebNtWIBCISD0ejyS1y71eb7vtDcMIbm/bMqJqtI/XHp7bYT3Fyo2oXjvOI3uyjx8PI2p94+bH170ztZ9sT9HnaiAQkG2Htvd4PDIMw9kuPJdCx8M8vo+2zqM/DmPJkGRH5LazBrFzw1mhT5dbx9cnXm5GrXv82pPTk6TIa4HiXCMU/3iYpnm8lli1u9NTWx69jvHyjo5TdI3x8pPpKfx8PdE1Inrdo3OPEdy3bQd7NWXLCGvKso/XbkSdYx3kbc/bJnD8S0/UAsfPg+trhuW2JCuRPEk92bbdqWtER7kU/JvLE1V7wI6fm1JET9bxOk0j8vyw7OBjHkMRtQfs4HPFy71R6+4/fjwSyZPZU/gan+ga0dG13Bu2A78V3CY86yg3JHnCcltSwAqeRx6jfW4akhmWW7YdOk4xco9pRB0PW3as3LKDxymB2jvbUyAQ6NQ1ok3ca7lhyLLtYO1hvQYsK9RTeB6wgj15Iq9w/kDwORPJDUmesNy27dBxMtvnpmHIDFsDy7Jl2fHzZPXU2WtHR9dy7/HvkyRbtgIB63jtof1atiXLsmWahkwjLLesYE8eU+FnWbCnWHlAtq2IfQZ7CtaWSB48Hu1rNwwj8jgloSe/33/Sr/ek4LFo287rjRwL/X5/6HV4W+3Hj1u8vK2miNotK27eVmubtl7i5bFqjFd7snrq6BoRvc7xfGaG7vLycklSQUFBRF5QUOA8Vl5ervz8/IjHvV6vevToEbHNoEGD2j1H22Oxhu777rtPd999d7u8rKxMmZmZkqRevXppyJAh2rNnjw4dOiRJyqyvU4svS62+bKU1VckTCA3uzam58qdkKr3xkEwrdDCa0vIU8KYps75c4UNeQ0a+bMOjzPqDETXUZ/aRYQeU0VAZlhqq79ZXnkCz0pqOOKlletWYUSCvv0GpzcecPOBJVVN6T6W01srXUuvkfm+GmtO6K7X5mLz+BidPZk+BQEDr16+P6GnChAlqaWnRBx984GQej0cTJ05UdXW1duzY4eTp6ekqLi5WupqVa4VqbzZ8qjJy1M1uUJYdqr3BSFO1kaUcu04ZdujHEmqNDNUZmepu1yjVbnHyY2aWGpWmnvZRee3QRajKzFGzfMq3q2SGXcgOmd0VkKneVmjdJanczJNHlnpZR53MMgxVGD2Vqlb1sKpD6254dMjokfSe2tZ58ODBys/P15YtW9TY2OhsP2LECOXm5qqsrCzigjtmzBj5fD7n+4emBt90+qg5W17D0kBf6HcmWLahj1qylWH4VegLO2csU3tbs5RjtqogJbTPesurf7RmqoenWXne0LlUHUhRhT9D+d5G5XhanfyIP1VHAmnqm9KgTDN0jlW0pqva8mlASp18ZujCt78lQw12igb7amWGDT97W7rJb5tOL22S1ZMkHThwQPv373fyWNcISSosLFRhYaF27dql6urQeTB48GBJ0sjsZqWZodp31flU4/eoOKc5YqDbUpOqFsvQuNzQOSBJ7x9Lk8+0NSo7tL4B21BZdZqyvZaGdQud702WoS01acrzBTQwI7TuNX5Tu+pS1SfNr75poXU/3OLR3gafBmS0qqcvdM4caPLqQFOKhnZrUbY3dDz2NqTocIs3qT21nZcdXSMOHz6s3bt3O3lOTo6Kioqc4zS5d7DOgw2GdlQbGpZjq09G2DlTZ2hPraHR3W31SA3lO6pNHWyQJva0leEN5ZuqTFU1SxcU2BE9vXfIVFNAzv7avF1uKs0jndsrlAdsQ2+XG+qeKhX3COUNfkNrDxnqnSGNyAnlVc2GNlUZGphla2C30D6T1VN1dXWnrhFt4l3LJSkv3dS5fUNvfte12Hr7k2YVZnk0Oj/FyQ81WFp3sEVDunv1Lz1CL0k+qQlo86FWnd0zRf2yQy+CPqzy68Ojfo3r7VOvjNALuM2VrfqkNqALClPVzRd6ofbegRYdbrR08cDUiAHt7X3NavLbmj44LaKn13Y3Kc1raHL/VCfzW7Ze29Oc1J7C1/JE14iOruUzR4VeE72x87CaWq2ITJJe3lKptBRTU4f3DPUUsPXy1kr17ObTpMGh10W1TX69ueuI+nVPV3FhtpNX1rZo7Z6jGpqfqeEF3Zx8X1WjNu2v0eizstW/R7qT76yo066Kek0YkKv8rNCabdpfo31VjbpoaA9lpYXWZs3uozpU16JLi3rJG/YORjJ62rJlS6euEW3iXcuHnZWnHfsP67zhheqVk+nkG3cf1MeV1frc6EHKSg/1unr7J6qsrteMcUMjhtTXN+1WY4tfpROHRfT00rpdSvd5dXHx4LCeLL20bpd65WSqpKifk9c2tuj1TbvVv1eOxg7u4+SHquu1avsnGnZWnoYXhtZmX+Uxle0uV/GgAvXPz3XynfsPJ7WnZLzeO3z4sC6fMtHJK48c09827tDwgWdpxOBCJ//4QKXe375bY4cP0oC+ofNjx+792r5nvyaNHqb8vFCvZdv/rr0HDmnqxFHKysxw8r+VbVdlVbVmXjhOXm/oWrNizSY1NrVE1CJJL765TulpPk2bVOxkfn9AL761Tr265+iCc4qcvLa+QSvWfKABfXrqnKIhSe1p/fr1J/16T5KunDlNS15eoYy0NE2femFYT34teXmF8nvm6aJJoZudtbV1evXNdzWw31kaXzzKySsqD+udtes1YuhgjRw+1Mn37tuv9Zu2aNzokRrYP9Trtp0faduuj3T+hHNUkB86Vzds2qI9+/Zr2kUlysoKXWveWbNeFYcO67JLp0QM0q+98a4ampp05czQTVtJSe2po2tEfX29OsOww98a6UKGYegvf/mLrrzySknSqlWrdMEFF+jAgQPq0yd0AfnSl74kwzD03HPP6Sc/+Yl+//vfa+fOnRHPlZ+fr7vvvluzZ8/W9OnTNWjQIP3qV79yHt+2bZvOPvtsbdu2TUVFRYoW6053v379dOTIEWVnB//SifXO5x//tlPc6T5xPmtyUVLudD/w4gbudHfQ0zdnjpV08ne6F7ywVhJ3uk/U073XXJCUO923/uYN7nR30NNjN01x8pO50/2VR14O1sid7rj5c/MvS8qd7tJ7nuNOdwc9vfiD/3Dyk7nTXfqdx0I1cqc7Zk/LfvGNpNzpvvRrd3Knu4OeVj55b0T+ae90X/yl0I+Dcqc7dk8rnl2UlDvdU0qv4k53Bz2tWr70hNeImpoa5eXlqbq62pkbY/nM3Onu3bu3JKmioiJi6K6oqNDYsWOdbSorKyO+z+/3q6qqyvn+3r17q6KiImKbtq/btomWmpqq1NTUdrnX6213sCJOmrD/ICL+HC7RvN1L4RPkhuFyfvI9GYbRbg3bxMrjbm/EGhMSz+04vcbPY/cac5/x8iTV3lFP0evmifoLoU1Hx8OK2kf0WynHi0koj357Idl5dM2hPLZk9BT9F0hHebzjEb9293pyf92T11P0+RrvGtHR8QjY0ee10f49TgWH2pi1xMmjnzeUx4xj5raMpOQn21PbC5xErtnxcluhAbYzedtA2r7G2OdHIuurOPtMNE9mT7HWLN414kTXcn+MHcTK4uV2vNyW/DHuyVh2cKDubB6IU0u8PJHa4+XRPbWtX6LX7HZDwvH+grXH6zXG8QjEvsIlktvxcjt2btm2rBj/McTLk9VTMl7vmabpDLbhgrXHyC1bltrngTg1xstj7TPRPHg8YuV20nsKX7tP+3pPivyRgFgfk7ZtO6E8+s2qjvJYP550ojzeR7kTyRPtqaNrRLx1brd9p7bqAoMGDVLv3r21cuVKJ6upqdHatWtVUlIiSSopKdGxY8e0YcMGZ5vXX39dlmXpvPPOc7Z5++231doa+ujk8uXLNXz48JgfLQcAAAAAwC1dOnTX1dVp48aN2rhxo6TgL0/buHGj9u3bJ8MwNHfuXP34xz/WX//6V23evFnXX3+9+vbt63wEvaioSP/6r/+qr33ta3rvvff0t7/9Tbfddpu+/OUvq2/fvpKkr3zlK/L5fLrpppu0detWPffcc3rkkUc0f/78rmwVAAAAAICu/Xj5+vXrNXXqVOfrtkF41qxZWrx4sW6//XbV19frlltu0bFjx3ThhRfqlVdeUVpa6BedPP3007rtttt0ySWXyDRNXX311frlL3/pPJ6Tk6PXXntNc+bM0fjx49WzZ0/ddddd/HNhAAAAAIAu16VD95QpU3Si39tmGIbuuece3XPPPXG36dGjh5555pkT7mfMmDF65513PnWdAAAAAAAkw2fmZ7oBAAAAADjTMHQDAAAAAOAShm4AAAAAAFzC0A0AAAAAgEsYugEAAAAAcAlDNwAAAAAALmHoBgAAAADAJQzdAAAAAAC4hKEbAAAAAACXMHQDAAAAAOAShm4AAAAAAFzC0A0AAAAAgEsYugEAAAAAcAlDNwAAAAAALmHoBgAAAADAJQzdAAAAAAC4hKEbAAAAAACXMHQDAAAAAOAShm4AAAAAAFzC0A0AAAAAgEsYugEAAAAAcAlDNwAAAAAALmHoBgAAAADAJQzdAAAAAAC4hKEbAAAAAACXMHQDAAAAAOAShm4AAAAAAFzC0A0AAAAAgEsYugEAAAAAcAlDNwAAAAAALmHoBgAAAADAJQzdAAAAAAC4hKEbAAAAAACXMHQDAAAAAOAShm4AAAAAAFzC0A0AAAAAgEsYugEAAAAAcAlDNwAAAAAALmHoBgAAAADAJQzdAAAAAAC4hKEbAAAAAACXMHQDAAAAAOAShm4AAAAAAFzC0A0AAAAAgEsYugEAAAAAcAlDNwAAAAAALmHoBgAAAADAJQzdAAAAAAC4hKEbAAAAAACXMHQDAAAAAOAShm4AAAAAAFzC0A0AAAAAgEsYugEAAAAAcAlDNwAAAAAALmHoBgAAAADAJQzdAAAAAAC4hKEbAAAAAACXMHQDAAAAAOAShm4AAAAAAFzC0A0AAAAAgEsYugEAAAAAcMkZPXQvXLhQAwcOVFpams477zy99957p7okAAAAAMA/kTN26H7uuec0f/58/fCHP9T777+v4uJizZgxQ5WVlae6NAAAAADAP4kzduh+8MEH9bWvfU033nijRo4cqUWLFikjI0O/+93vTnVpAAAAAIB/Emfk0N3S0qINGzZo2rRpTmaapqZNm6bVq1efwsoAAAAAAP9MvKe6ADccPnxYgUBABQUFEXlBQYF27NjRbvvm5mY1Nzc7X1dXV0uSqqqq5Pf7JQWHdtM0ZVmWLMuSJDXW1UgyJMOQbCvqWT9FLkmyO5cbpmTbJ5m31RIvP/meqqurFQgEIlKPxyNJ7XKv1yvbtiNywzDk8XjUVF8rI6pG+3jt4bkd1lOs3IjqteM8sif7+PEwotY3bn583TtT+8n2VFVVJSl0rgYCAdl2aHuPxyPDMJxzOjyXQsejtaFOktTWefQ7c5YMSXZEbjtrEDs3nBX6dLl1fH3i5WbUusevPTk91dTURFwLpNjXiPA8+niYpqmWxvo4tbvTU1sevY7x8o6OU3SN8fKT6antvJZOfI2IXvfo3GquD9ZoB3s1ZcsIa8qyj9duRJ1jHeQeI7KnwPEvPVELHD8Prq8ZltuSrETyJPVUXV3dqWtER7m/uUGGFKN2xc1NKaJ2JzcUee7ZwfMjOg/2FD/v/PGInyezp/Dz+kTXiA6v5a2h1y5+K7iN14ws/kS5IckTltuSAlbwPPIY7XPTkMyw3LJtp6dYucc0Io5HwLZlx8otW3aCtXe2p6NHj3bqGtEm3rXcam2RZdvB2sN6DVhWqKfwPGAFe/JEXuH8geBzJpIbkjxhuW3boeNkts9Nw5AZtgaWZcuy4+fJ6in8vJY+3es9y7IkK5TbshUIWMdrD+3Xsi1Zli3TNGQaYbllBXvymAo/y4I9xcoDsm3Je7zWUE/BGhLJg8cjlLfVbhhG5HFKQk9VVVUn/XqvrZq27bzeyLHQ7/c7x8XZ+vhxi5e31RRRu2XFzdtqbdPWS7w8Vo3xak9WT8eOHTvhNaKmpsbZ/kQMu6MtTkMHDhzQWWedpVWrVqmkpMTJb7/9dr311ltau3ZtxPYLFizQ3Xff3dVlAgAAAABOc5988okKCwvjPn5G3unu2bOnPB6PKioqIvKKigr17t273fbf+973NH/+fOdry7JUVVWlvLy8iHdZPutqamrUr18/ffLJJ8rOzj7V5ZzRWOuuw1p3Hda667DWXYe17jqsdddhrbsOa911Tse1tm1btbW16tu37wm3OyOHbp/Pp/Hjx2vlypW68sorJQUH6ZUrV+q2225rt31qaqpSU1Mjstzc3C6o1B3Z2dmnzYl6umOtuw5r3XVY667DWncd1rrrsNZdh7XuOqx11znd1jonJ6fDbc7IoVuS5s+fr1mzZmnChAk699xz9fDDD6u+vl433njjqS4NAAAAAPBP4owduv/jP/5Dhw4d0l133aXy8nKNHTtWr7zySrtfrgYAAAAAgFvO2KFbkm677baYHyc/U6WmpuqHP/xhu4/KI/lY667DWncd1rrrsNZdh7XuOqx112Gtuw5r3XXO5LU+I397OQAAAAAAnwXR/zwqAAAAAABIEoZuAAAAAABcwtANAAAAAIBLGLrPEAsXLtTAgQOVlpam8847T++9996pLumM9Pbbb+vyyy9X3759ZRiGlixZcqpLOiPdd999mjhxorKyspSfn68rr7xSO3fuPNVlnZGeeOIJjRkzxvk3MUtKSvTyyy+f6rL+Kfz0pz+VYRiaO3fuqS7ljLNgwQIZhhHxvxEjRpzqss5Y//jHP/Sf//mfysvLU3p6ukaPHq3169ef6rLOOAMHDmx3XhuGoTlz5pzq0s44gUBAP/jBDzRo0CClp6dryJAh+tGPfiR+FZY7amtrNXfuXA0YMEDp6ek6//zztW7dulNdVlIxdJ8BnnvuOc2fP18//OEP9f7776u4uFgzZsxQZWXlqS7tjFNfX6/i4mItXLjwVJdyRnvrrbc0Z84crVmzRsuXL1dra6umT5+u+vr6U13aGaewsFA//elPtWHDBq1fv14XX3yxrrjiCm3d+v+3d38xVdcNHMc/eOwkA1ZagYDCxBYgAgFHCJl5IdUYMWrNyHFBYesGA3LaTnlhLaHZHyKhSMpwaUSuAs2tEZFhNCsiDoOHSgGnZWbWRAQNF+f3XDx72MN8nm6ec/rij/drOxd8dy7ehzHn5/z4Hf5hOs3Wurq6tHPnTiUlJZlOsa2EhASdPn166tHZ2Wk6yZbOnTunrKwsXXPNNfroo480MDCgF198UfPnzzedZjtdXV3Tfqbb2tokSWvXrjVcZj/bt29XXV2damtr9d1332n79u167rnnVFNTYzrNlh5++GG1tbVpz5496uvr05133qns7GydOnXKdJrP8OnlNpCRkaEVK1aotrZWkuT1erV48WI9+uijcrvdhuvsKyAgQM3NzbrnnntMp9je2bNnFRoaqo6ODt1+++2mc2xvwYIFev7557V+/XrTKbY0Njam1NRUvfrqq9q2bZtuvfVWVVdXm86ylaeeekotLS3yeDymU2zP7Xbriy++0Oeff246ZdYpLy/XwYMHdezYMQUEBJjOsZW7775bYWFh2rVr19TZfffdp8DAQO3du9dgmf1cunRJISEh2r9/v3Jzc6fO09LSlJOTo23bthms8x2udF/lLl++rO7ubmVnZ0+dzZkzR9nZ2Tpy5IjBMsB3zp8/L+lfYxD+Mzk5qaamJo2PjyszM9N0jm2VlJQoNzd32r/b8L1jx44pIiJCMTExKiws1MmTJ00n2dKBAwfkcrm0du1ahYaGKiUlRa+//rrpLNu7fPmy9u7dq+LiYga3H6xcuVLt7e06evSoJKm3t1ednZ3KyckxXGY/f/75pyYnJzVv3rxp54GBgbb6DaW5pgPw//ntt980OTmpsLCwaedhYWH6/vvvDVUBvuP1elVeXq6srCwtX77cdI4t9fX1KTMzU3/88YeCg4PV3NysZcuWmc6ypaamJn377be2u1dtpsnIyNDu3bsVGxur06dP6+mnn9aqVavU39+vkJAQ03m2Mjw8rLq6Om3cuFFPPvmkurq6VFpaKqfTqaKiItN5ttXS0qKRkRE9+OCDplNsye12a3R0VHFxcXI4HJqcnFRFRYUKCwtNp9lOSEiIMjMz9cwzzyg+Pl5hYWF65513dOTIEd18882m83yG0Q1gRispKVF/f7+t3u2caWJjY+XxeHT+/Hm99957KioqUkdHB8Pbx3788UeVlZWpra3tinf04Vv/eTUqKSlJGRkZio6O1r59+7htwse8Xq9cLpcqKyslSSkpKerv79drr73G6PajXbt2KScnRxEREaZTbGnfvn16++231djYqISEBHk8HpWXlysiIoKfaz/Ys2ePiouLFRkZKYfDodTUVK1bt07d3d2m03yG0X2Vu/HGG+VwOHTmzJlp52fOnNHChQsNVQG+sWHDBh08eFCHDx/WokWLTOfYltPpnHo3OS0tTV1dXXr55Ze1c+dOw2X20t3drV9//VWpqalTZ5OTkzp8+LBqa2s1MTEhh8NhsNC+rr/+et1yyy0aHBw0nWI74eHhV7xBFx8fr/fff99Qkf2dOHFCn3zyiT744APTKba1efNmud1uPfDAA5KkxMREnThxQs8++yyj2w+WLl2qjo4OjY+Pa3R0VOHh4SooKFBMTIzpNJ/hnu6rnNPpVFpamtrb26fOvF6v2tvbuScTVy3LsrRhwwY1Nzfr008/1ZIlS0wnzSper1cTExOmM2xnzZo16uvrk8fjmXq4XC4VFhbK4/EwuP1obGxMQ0NDCg8PN51iO1lZWVf8ScejR48qOjraUJH9NTQ0KDQ0dNqHTsG3Ll68qDlzps8kh8Mhr9drqGh2CAoKUnh4uM6dO6fW1lbl5+ebTvIZrnTbwMaNG1VUVCSXy6X09HRVV1drfHxcDz30kOk02xkbG5t2peT48ePyeDxasGCBoqKiDJbZS0lJiRobG7V//36FhITol19+kSRdd911CgwMNFxnL0888YRycnIUFRWlCxcuqLGxUZ999plaW1tNp9lOSEjIFZ9LEBQUpBtuuIHPK/CxTZs2KS8vT9HR0fr555+1detWORwOrVu3znSa7Tz22GNauXKlKisrdf/99+vrr79WfX296uvrTafZktfrVUNDg4qKijR3Lv+N95e8vDxVVFQoKipKCQkJ6unpUVVVlYqLi02n2VJra6ssy1JsbKwGBwe1efNmxcXF2WvLWLCFmpoaKyoqynI6nVZ6err15Zdfmk6ypUOHDlmSrngUFRWZTrOV//Y9lmQ1NDSYTrOd4uJiKzo62nI6ndZNN91krVmzxvr4449NZ80aq1evtsrKykxn2E5BQYEVHh5uOZ1OKzIy0iooKLAGBwdNZ9nWhx9+aC1fvty69tprrbi4OKu+vt50km21trZakqwffvjBdIqtjY6OWmVlZVZUVJQ1b948KyYmxtqyZYs1MTFhOs2W3n33XSsmJsZyOp3WwoULrZKSEmtkZMR0lk/xd7oBAAAAAPAT7ukGAAAAAMBPGN0AAAAAAPgJoxsAAAAAAD9hdAMAAAAA4CeMbgAAAAAA/ITRDQAAAACAnzC6AQAAAADwE0Y3AAAAAAB+Mtd0AAAAMOenn35SaWmpent7NX/+fC1ZskQul0tnz57VCy+8YDoPAICrHle6AQCYpSzLUn5+vnJzczU0NKRvvvlGpaWlCgoKMp0GAIBtMLoBAJil2tvbFRwcrPXr10+drVq1SsHBwVNft7S0KD09XSkpKcrNzdXIyIgkqampSfHx8UpOTlZ+fr4k6dChQ0pMTFRycrJcLtff+loAAJipGN0AAMxSAwMDSk1N/cvnrF69Wl999ZV6enp011136ZVXXpEkVVRU6MCBA+rt7dVbb70lSaqqqlJVVZV6e3vV3t7u934AAK4GjG4AAPA/nTx5UnfccYcSExO1Y8cODQwMSJKysrL0yCOP6I033pBlWVNnbrdbO3bs0MWLF01mAwAwYzC6AQCYpeLj49XT0/OXzyktLdXjjz+uvr4+VVdXa2JiQpJUV1enyspKDQ8Py+Vy6dKlS3K73XrzzTd14cIF3XbbbTp16tTf8TIAAJjRGN0AAMxS2dnZGh0d1e7du6fOOjs7NTY2NvX16OioIiMjZVnW1K+RS9Lw8LAyMzNVUVEhp9Op33//XUNDQ0pOTtaWLVu0bNkyHT9+/O98OQAAzEiMbgAAZqmAgAC1tLSopaVFS5cuVUJCgmpqajQ+Pj71nK1btyovL08rVqzQ4sWLp843bdqkxMREJSYm6t5779WiRYv00ksvKSEhQUlJSYqIiFBmZqaJlwUAwIwSYP37RiwAAAAAAOBTXOkGAAAAAMBPGN0AAAAAAPgJoxsAAAAAAD9hdAMAAAAA4CeMbgAAAAAA/ITRDQAAAACAnzC6AQAAAADwE0Y3AAAAAAB+wugGAAAAAMBPGN0AAAAAAPgJoxsAAAAAAD/5J3SG/3GFeXszAAAAAElFTkSuQmCC\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Matplotlib barplot\n",
        "plt.figure(figsize=(10, 6))\n",
        "plt.bar(df[\"Class\"], df[\"Images\"], color=\"skyblue\")\n",
        "\n",
        "# Add title and labels\n",
        "plt.title(\"Class Balance Distribution (Matplotlib)\", fontsize=16)\n",
        "plt.xlabel(\"Class\", fontsize=14)\n",
        "plt.ylabel(\"Number of Images\", fontsize=14)\n",
        "plt.xticks(df[\"Class\"], fontsize=12)\n",
        "plt.grid(axis=\"y\", linestyle=\"--\", alpha=0.7)\n",
        "plt.tight_layout()\n",
        "plt.show()\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 607
        },
        "id": "7bUDnD3RCEEt",
        "outputId": "a1839735-91e3-4826-b1f5-db0925547414"
      },
      "execution_count": 12,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1000x600 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "import matplotlib.pyplot as plt\n",
        "import matplotlib.cm as cm\n",
        "import numpy as np\n",
        "\n",
        "# Normalize the data for the colormap\n",
        "norm = plt.Normalize(min(df['Images']), max(df['Images']))\n",
        "colors = cm.Blues(norm(df['Images']))  # Use the \"Blues\" colormap\n",
        "\n",
        "# Create the bar chart\n",
        "plt.figure(figsize=(10, 6))\n",
        "bars = plt.bar(df['Class'], df['Images'], color=colors)\n",
        "\n",
        "\n",
        "# Add title and labels\n",
        "plt.title(\"Class Balance Distribution (Matplotlib with Colormap)\", fontsize=16)\n",
        "plt.xlabel(\"Class\", fontsize=14)\n",
        "plt.ylabel(\"Number of Images\", fontsize=14)\n",
        "\n",
        "# Add gridlines\n",
        "plt.grid(axis=\"y\", linestyle=\"--\", alpha=0.7)\n",
        "\n",
        "# Show the plot\n",
        "plt.tight_layout()\n",
        "plt.show()\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 607
        },
        "id": "65XbBjpeDUos",
        "outputId": "6f20ed33-9e67-4dc0-c4e0-b38c82c72ae3"
      },
      "execution_count": 13,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1000x600 with 1 Axes>"
            ],
            "image/png": 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          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "import plotly.graph_objects as go\n",
        "import seaborn as sns\n",
        "\n",
        "# Data\n",
        "classes = [5, 0, 4, 1, 9, 2, 3, 6, 7, 8]\n",
        "images = [5421, 5923, 5842, 6742, 5949, 5958, 6131, 5918, 6265, 5851]\n",
        "\n",
        "# Generate a dynamic color palette using Seaborn\n",
        "colors = sns.color_palette(\"Blues_d\", len(classes)).as_hex()  # Convert to hex for Plotly\n",
        "\n",
        "# Create the Plotly bar chart\n",
        "fig = go.Figure(data=go.Bar(\n",
        "    x=classes,  # Class labels\n",
        "    y=images,  # Image counts\n",
        "    text=images,  # Annotate bars with counts\n",
        "    textposition=\"auto\",  # Place text on top of the bars\n",
        "    marker=dict(color=colors),  # Use the dynamic color palette\n",
        "))\n",
        "\n",
        "# Customize layout\n",
        "fig.update_layout(\n",
        "    title=\"Class Balance Distribution (Plotly with Dynamic Colors)\",\n",
        "    xaxis_title=\"Class\",\n",
        "    yaxis_title=\"Number of Images\",\n",
        "    xaxis=dict(tickmode=\"linear\"),\n",
        "    height=500,\n",
        "    width=700\n",
        ")\n",
        "\n",
        "# Show the plot\n",
        "fig.show()\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 517
        },
        "id": "rRxhds3yCQL5",
        "outputId": "3cb06f08-487a-4538-c578-d2abb19a3550"
      },
      "execution_count": 14,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
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