{
  "nbformat": 4,
  "nbformat_minor": 0,
  "metadata": {
    "colab": {
      "provenance": []
    },
    "kernelspec": {
      "name": "python3",
      "display_name": "Python 3"
    },
    "language_info": {
      "name": "python"
    }
  },
  "cells": [
    {
      "cell_type": "markdown",
      "source": [
        "#Notebooks\n",
        "\n",
        "Los trabajos práctico de la materia deberán entregarse en jupyter-notebooks y ćodigo python, tanto los ejercicios teóricos como los ejercicios prácticos.\n",
        "\n",
        "Se recomienda el uso de [google-colab](https://colab.research.google.com/).\n",
        "\n",
        "---"
      ],
      "metadata": {
        "id": "OT-rp5C-c8Dj"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "## Celdas de Texto:\n",
        "\n",
        "Ejercicios teóricos, conclusiones y aclaraciones sobre el código deben realizarse en celdas de texto.\n",
        "\n",
        "---\n",
        "\n"
      ],
      "metadata": {
        "id": "0YR-AL1A48zh"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "### Markdown\n",
        "\n",
        "Se da formato al texto utilizando markdown.\n",
        "\n",
        "Puede profundizar sobre este lenguaje de marcas [aquí](https://colab.research.google.com/notebooks/markdown_guide.ipynb).\n",
        "\n",
        "Se recomienda fuertemente el uso de secciones y ecuaciones matemáticas.\n",
        "\n"
      ],
      "metadata": {
        "id": "UszuP3OR5BTv"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "---\n",
        "\n",
        "#### Secciones\n",
        "\n",
        "Las secciones pueden utilizarse para separar los puntos de un ejercicio. Esto genera un índice / tabla de contenidos que facilita la corrección:\n",
        "\n",
        "```markdown\n",
        "# Sección 1\n",
        "\n",
        "[Contenido de la seccion 1]\n",
        "\n",
        "# Sección 2\n",
        "\n",
        "[Contenido de la sección 2]\n",
        "\n",
        "# Section 3\n",
        "\n",
        "[Contenido de la sección 3]\n",
        "```\n",
        "\n",
        "---"
      ],
      "metadata": {
        "id": "RaSM5Y5X5Dq_"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "### Formato de ecuaciones matemáticas.\n",
        "\n",
        "Los notebooks soportan ecuaciones tipo $\\LaTeX$\n",
        "que deberá ser utilizado para la resolución de los ejercicios.\n",
        "\n",
        "Puede revisar como formatear expresiones matemáticas típicas [aquí](https://tug.ctan.org/info/undergradmath/undergradmath.pdf).\n",
        "\n",
        "**No se aceptará la entrega de ejercicios en forma de hojas escaneadas ó fotografiadas.**\n",
        "\n",
        "Para formatear ecuaciones deberán estar contenidas entre el signo de pesos `$`, por ejemplo:\n",
        "\n",
        " ```markdown\n",
        "$y=x^2$\n",
        "\n",
        "$e^{i\\pi} + 1 = 0$\n",
        "\n",
        "$e^x=\\sum_{i=0}^\\infty \\frac{1}{i!}x^i$\n",
        "\n",
        "$\\frac{n!}{k!(n-k)!} = {n \\choose k}$\n",
        "\n",
        "$A_{m,n} =\n",
        " \\begin{pmatrix}\n",
        "  a_{1,1} & a_{1,2} & \\cdots & a_{1,n} \\\\\n",
        "  a_{2,1} & a_{2,2} & \\cdots & a_{2,n} \\\\\n",
        "  \\vdots  & \\vdots  & \\ddots & \\vdots  \\\\\n",
        "  a_{m,1} & a_{m,2} & \\cdots & a_{m,n}\n",
        " \\end{pmatrix}$\n",
        "```\n",
        "\n",
        "$y=x^2$\n",
        "\n",
        "$e^{i\\pi} + 1 = 0$\n",
        "\n",
        "$e^x=\\sum_{i=0}^\\infty \\frac{1}{i!}x^i$\n",
        "\n",
        "$\\frac{n!}{k!(n-k)!} = {n \\choose k}$\n",
        "\n",
        "$A_{m,n} =\n",
        " \\begin{pmatrix}\n",
        "  a_{1,1} & a_{1,2} & \\cdots & a_{1,n} \\\\\n",
        "  a_{2,1} & a_{2,2} & \\cdots & a_{2,n} \\\\\n",
        "  \\vdots  & \\vdots  & \\ddots & \\vdots  \\\\\n",
        "  a_{m,1} & a_{m,2} & \\cdots & a_{m,n}\n",
        " \\end{pmatrix}$\n",
        "\n",
        "$\\ $\n",
        "\n",
        " ---"
      ],
      "metadata": {
        "id": "hIIIlbth5H6c"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        " ## Notebooks Autocontenidos\n",
        "\n",
        " Es requisito que los notebooks entregados puedan ser abiertos y ejecutados sin ninguna intervención extra. Esto implica que dentro del mismo notebook se deberá resolver la disponibilidad de los archivos requeridos por el código.\n",
        "\n",
        " **NO SE ACEPTARAN LOS TRABAJOS QUE NO RESPETEN ESTO**\n",
        "\n",
        " Esto implica que no esta permitido:\n",
        "\n",
        " * La entrega de un archivo zip que contenga archivos extra.\n",
        " * El uso de la biblioteca `google.colab.drive`, ya que los archivos quedan privados.\n",
        " * Subir manualmente los archivos a la sesión para que estén disponibles.\n"
      ],
      "metadata": {
        "id": "AR4INGZr31A5"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "Es decir no pueden utilizar los siguientes botones:\n",
        "\n",
        "![NoTocaBotón](data:image/png;base64,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)"
      ],
      "metadata": {
        "id": "q2C4YRKD4jG2"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "## Resolución de archivos\n",
        "\n",
        "Cuando requiera agregar un archivo a la sesión actual deberá descargarlo de internet. En el caso de los datasets de la materia puede utilizar la url raw que ofrece github."
      ],
      "metadata": {
        "id": "QIqBvWk453DC"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        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ERkO3369mXOnNkqiBYwZ85s+vTtq4IQ+Z0pVBERkd3CP/5+FQcdOHSHv38w9mNeeOkVFuQu3KXnDwQCfD7xS558+jmWLVteZ1tSUhJPPTEGj8etihARqSUrK1ur/LSQLZs3k5WVrYIQ+Z1pZiMREfnT69O7F1dePrrebXff+wCBQHx1hBHDh/F/t9xEp44dd+r533nvfcY8/hRlZWUAVPmr+NeN/6yzz157dufKy0fz6GNPqkJERKrZ7PoNV+UrsntTqCIiIn96t936r3r/Pnfe/G2BCsC3301h6rTpXHvNlaSlprJo8RIWL1lKfkEBGzbkkZaWRpvW2eTk5NC/Xx969+rJG2+9y8/Tf6nzvLNmzan3eJePvoR33/uATfpVVkREROQvocVDla8mjv9Nx5mvWbuOI44+XjUrIvIXcfBBBzBo0N71bistLdvhb6FQiAcfHlPv/mVlZZSVlbFs+Qqm/PBjg8csr6hocNvll13C7XferYoRERER+QtQfzEREflTu/Tiixrc5vV6W+SYSUlJDW4764zTaNUqQxUjIiIi8hfQ4j1V1GtERERaSpcundl/yL4Nbu+xV/cWOW6vHns1uv3E44/j1dffVAWJiDSj7KwsLht9Mfvvty8dO3UkFAyyatUaPvrkUz748CMsywLigfq8WT8z5vGnePb5F3+z87v5xuu54Lxz6NVvkCpL5C9EPVVERORP6/hjj2l0+5Kly1vkuDNmzaaqqqrB7ccde7QqR0SkGbVv15bPx3/EmaefyuKly3j2uRf58KNxeH1e7r7zPzz60P119i8pKSUYCv6m5xgIBCkpLVVlifzFaKJaERH502qslwrALf/+T4scd82atTz5zHM7rAC0Vb++ffD5fPj9flWSiEgzuOXmG/H5fJwx6jxyFy6qtWUMt992K2efdQYTJn7J5K+/IRAIMOTAQ37zc3ziqWd44qlnVFkifzHqqSIiIn9a/fv1bXDbe+9/SF7exhY79tix4xrd3q9vb1WQiEgzGbj3ABYuWrxdoBL3wouvAHDg0CHN21Cy2bDb7c32fE6nUxUpshtSqCIiIn9KnTp2xO12N7j9swkTW/T4ZeXlfPvdlAa379GliypJRKS5GNC+fTuSk3ecKHzT5s0cduRxPPXM8wC4XC6WLZrHFZddWme/fQfvwxuvvsSs6T/xv3fe4MgjDuP+e/7L++/WzIH12svP88RjD3PCcccy7YdvWbxgNj99/zV33v5vfD5fo6f4z+uuZfGC2dv+fcVllzL9p+/p3asnn4//mIXzZjJr+k+88OxTv+nqqCLSsrSksoiI/Cm1bdum0e2rVq1u8XNYuWoVI4YPq3dbp04dVUkiIs1k4hdfcd45oxg/bizvvvc+33z7HStWrtq2fd369Y0+/oCh+/Pic0+xYuUqXnntdTp0aM9jjzxEaVkp69dvqLNv3969GTn8EP73wViWLF3GwQcdwFlnnIZpmtx51707dd4ej5sXn3ua+bm5vP7m2+zRuTPnnTuKZ556nGOOP0kVK7Ib0JwqIiLyp2S3N/4RFgqHWvwcKisbnqy2bU6OKklEpJk88NCjxGIxzjjtFG64/lpuuP5aCgoK+Wnaz3z9zbdM/vpbYrFYg4+/6YbrWLN2HWeMOpdgMP75sGjREm77v3/tEKp06NCe/7vtDj4Y+zEAH3z4EePG/o8Dh+6/0+ft9Xr5avI33Hjzrdv+ZrPbuOC8c8jOzqKgoFCVK/InpyWVRUTkTykcDje6PSM9g4qKyhY9h4yM9Aa31ddFXUREEhOJRLjvgYd57PGnGDx4EEP3H8IBQ/fnxOOP5W8nHMeKlau49LIrydu4aYfHdunSmd69evLfe+7fFqgAvP/hR9zwz3/ssL/f72fsx5/U+duyZcvZf//9Ejr3N958u86/l1avTOf1eFWxIrsBzakiIiJ/SiUljS9bmZnZqsXPITs7O+HzExGRnRcIBvnhx6k8+PAY/nbKGYw47Gje/2As3bt15a47b6/3MZ07xaciWL16TZ2/h0IhNtUTwuRt3IRpmnX+tv2/d8aGvLy6z2WZqkiR3YhCFRER+VMqLW08tGhsZaDmsveAfg1uU6giItJc77X9GfPwA+y1Z/cdtm3ctIl/3/5fZs+ey9D996t3hZ3GVt0xLWuHv0Wj0WY9/+Z+PhH5Y1GoIiIif0pFxcWNbh8yZN8WPX6njh1p17Ztg9u3FOSrkkREmqPBYrdx7DFHceCBQxvcp9JfRZXfX2+AsW7dOoAdFs9wOp20b9dWBSwiu/YepSIQEZE/q1mz5zS4bfiwg+nQoX2LHfvC889p/NxmzVEFiYg0g3nzFpCXt5ErRl/C3gP677B94N4D2H+/fZk67WesenqerFy1mtWr13Dm6aficrm2/f3Uk/+G16t5TURk12j1HxER+dP6efoM9hk0sP4POIeDB+69i7PPu6jZjztw7wGcPerMBrf7/X7mzV+gChIRaQaxWIxrrruBp594lHffep0ff/qJVavXEIlE6Np1D0YcMozikhLuuvv+Bh9/17338+Jzz/DuW6/x1aTJdGjfnoMOOpC8vI0aniMiu6TFQ5WvJo7foatdS1qzdp1WHBIR+Yv4aeo0rrpidIPb9x28D2MefoDrbri52Y7ZqlUGTz72SKP7TJ32sypHRKQZ5eYu5KRTz+TKy0fTu1dPTj7pRCzTJG/jJp5/8WXeeOsdiotLGnz8jz9N48JLRnP9P/7O6EsuZt78BVx06eU8//QTVFZWqYBFJGHGnr36Wy15AIUqIiLSkiZ9MX7byg6NfRm//qZbWLNm7S4d67RTT+Yf11xFdnZWo/tdduU1fPvdFFWOiPzlfTjuU0792wm/b4PHMDj9tFNYs2YN03+Zue3vqSkp/DTla157/S0eeewJlW/t533vTfr3768LWKQJWrynigIOERFpSe/970NuvvH6bf++9PKrWbxkCaefejJ/v/pKAPr27cNXn3/KhM+/YNr0X1i6dFmThudkZKQzaO+96d27J6ec/LdGJ6bdauOmTQpURET+QCzL4vhjj6ZXz55cfe31zF+QS3p6GjfdcB2WBW+8/Y4KSUQSpjlVRETkT23sx59wzVWX4/P5APi/W25i9OVX8dQzz1NeXsG/b60Z+nPsMUdx7DFHAbAgdyGnnD6qweft17cPY9/f+S/ab771ripFROQP5p833cJjjzzI66+8sO1veRs3cenlV1JQUKgCEpGEafUfERH5UystLeX+B2vmOOnSuRNvvvYyXo+HN956h5+nz6j3cQ89MqbR512Qu5AZM2ft1LksX7GSl199XZUiIvIHs2VLPmedcwEjjziGs8+7iBGHH83Iw4+uMxxIRCQRClVERORP7733P6wTgLRp05p/XHs1ANf8458syF1YZ//c3IUNhi21TZr8zU6dx823/FuVISLyB7ZhQx4zZs4iL29jvcsvi4jsLA3/ERGR3cI/b7yFTz9+n/T0dAAuPP9cxn40jmXLV3DK6aPo27cPHreb5StWUlZW1qTnXLFyZZOP/+DDY8hduEgVISIiIvIXop4qIiKyW9i8ZQtXXnMdpmlu+9v9996F3W4H4r1TZs6a3eRABSAUCjdpv8lff8NLr7ymShARERH5i1FPFRER2W3MnDWbO/57D/+94zYA+vbpzbeTJ/LJJ5+xZu06Nm7ahGEYpKak8MVXk371+Ww241f3mTN3Htff+C8VvoiIiMhfkEIVERHZrbz3/ocUFhXz6EP34/G4yWnThstGX1xnnxkzZzUpVDGMxjt0fv7FV9x8y78JhUIqeBGRepgxU4Wg8hXZrWn4j4iI7HYmf/0No867kFWrVte7vamTE9psDX9MPv7k0/zj+hsVqIiINKKwsIA2OTkqiBbQJieHwsICFYTI70yhioiI7JZycxdy1HF/474HHqasvLzuh5+taR9/dvuO+0388itGHHYUTz/7ggpZRORXLMzNZeDAQSqIFjBw4CAW5uaqIER+ZwpVRERkt/bq628y/NCjuOue+9mwIQ+A8vKKJj22sLBo2/8f98l4TjjpdK697kbyNm5SwYqINMGPU6Yw8vDDVRAtYOThh/PjlCkqCJHfmbFnr/5aoF1ERP4y9h7Qn7y8jRQUFjZp/0ED92b9hg0UFBSq8EREdpLD4eDSy6+gvKyct998XQXSTM4+93xS01J58blniUajzf78H773Jv3791dBizSBeqqIiMhfytx585scqADMnjNXgYqISIKi0SivvfISnbt05uxzz1eBNIOzzz2fzl0689orL7VIoCIiO0ehioiIiIiItJiAP8CYRx4iNS2VBx8dw1FHH6PJa3dSm5wcjjr6GB58dAypaamMeeQhAv6ACkbkD0DDf0REREREpMU5HA769OnHQcOG0advX7KysrHZ9RvvrzFjJoWFBSzMzeXHKVNYuHBBi/dQ0fAfkZ14b1MRiIiIiIhIS4tGo8ybN4d58+aoMERkt6FoWEREREREREQkAQpVREREREREREQSoFBFRERERERERCQBClVERERERERERBKgUEVEREREREREJAEKVUREREREREREEqBQRUREREREREQkAQpVREREREREREQSoFBFRERERERERCQBClVERERERERERBKgUEVEREREREREJAEKVUREREREREREEqBQRUREREREREQkAQpVREREREREREQSoFBFRERERERERCQBClVERERERERERBKgUEVEREREREREJAEKVUREREREREREEqBQRUREREREREQkAQpVREREREREREQSoFBFRERERERERCQBClVERERERERERBLgmDdnpkpBREREREREAFi+dLEKQaSJ1FNFRERERERERCQBClVERERERERERBKgUEVEREREREREJAEKVUREREREREREEqBQRUREREREREQkAQpVREREREREREQSoFBFRERERERERCQBClVERERERERERBKgUEVEREREREREJAEKVUREREREREREEqBQRUREREREREQkAQpVREREREREREQSoFBFRERERERERCQBClVERERERERERBKgUEVEREREREREJAEKVUREREREREREEqBQRUREREREREQkAQpVREREREREREQSoFBFRERERERERCQBClVERERERERERBKgUEVEREREREREJAEKVUREREREREREEqBQRUREREREREQkAQpVREREREREREQSoFBFRERERERERCQBDhWBiIjI7ytmmgSCYfyBIMFwmEjUxDTNP8z5GYaBYRg4HTY8Lhc+rwevx4Xdpt9mRERE5K9Nocpu/009xH8f3sLbnbKYf5YPd1MfZ8WY+O5Gzp8Fl1zVgXu7Gs1znGiM76eW8fJsP7MKYpREDNIynOzfJ5krR6Swb8rOvTyrciZP3vElWZfdzKg9617O0bxSRjxayqKdapcY7HVYDj8c665zcyz+ciMjvggTqf63d89Mpl+RQnujyWfKzB+KeGWthbdbGg8MddV/88WizJxdySsz/EzfHGVzALwpDvp383HmsBRO7Wivv3tZKMLEH8t5ZW6A+YUxqmw2OuV4OHpIKlcPdpPxK+2eXSsrFz9/tIGTf4gRq383HA4b6akO+nX1ce6IVE5oa6PeoovF+HFqGc/N9DMjP4bfZqNTey8nDk3j8r2dpG7/oJCfi27P55NQI2fpTeLt/2ZzpKNufeSvqeS5KVVMXBVhg9/Cm+JgUM8kLhmZymGZxq/W5yevreOiedbOXbBOL8/+tw2nhSs45a4ivo823ID1eW10aONmxD6pXDXEQ7sG3q0rNlXxzDcVfLI8zHo/JKc52ad3EpePTOGgNGOH81745SZGfhEm2ki9DjquHV8c6sRW3vh5bi9lnzYsPcfbxPcZk5WLKnh2qp/v1kbYGLDwJDvo1z2J04elcEYne/33yM5e65bJ4rnlPD3dz4/ro+SH4sfp3cXLSQemcfaedjzbPSS8vIhBz1awqZHqdffKYuGlyWQYib89WxaYZoxKf5BKfxDDZpDs9ZCekozDYcP2BwssTNMkGjUJhsOUV/kpq6gi2ech2efBZrNjGIiIiIgoVGkufn+At9//iHm5SwgEAk1+nNvt4u7bbqJVRrpqpxlUrari43yTUPud+7a7aU4RN8yMETPszXecUIhHX8jnvtUxTAxSUuy0d5qsLwjx6bchJs7288AVrTm/TVPP1aJy4XyWeXpzxB4tmA+aYcbNi2wLVACCa6qYUJLC6FZNe4pwfgX3fF7JlCCk25K4b6irnvIJ8/QrW7hzeYxYrcZcsCTM9zPDTJlTwWen5vDS/k5qP9os83Pj84W8vsmk5mExlq6qYulqPx8uyuSjc5Lp9ntFqBZEIyaFRWG+LQrz3dxKzhrVlsf2tlP76rKCIca8nM/9K2u//hhLlleyZEUVHy/NZuwZPtrVujxiRWFWRne6Qpn3XQGjPguwuVYK5C8OM2lqmK9n+7n2ktb8Xzc7v1cb0bIsqvwxlq72s3SNn/fnpvO/i9MZ5KlbsBvmFHHKu5WsqHVx+gtDTJwS4qs5Af59STZ/72Sr85iVW6L1h1+/aes8xoQPN3PlzxEqa13robIIP84q5ac5FXx8bGteHeEmxdiFa92M8en/NnPljAiB7Y4zbV6EafMreXdENv87zkvtHK04P0qx1fJ1HInGKCmrxMIiMz0Fj9v1h/48sdlsuFw2XC4Hqck+gqEwpRVVBEMRMtKScTrsGEpWRERE5C+mRX4Gi8VMHnriOX6eMWenApV4uzvM5vwC1UwztGSLN1Ry49gK1u9kD/JYcSXXf+Rns9WcxzGZMqGAB1bHsKX5uOPKDiy9swMz7ujE8puyGd3ZTqwswK3vlLGoqS0+y0/u3NV4+/WtNzAwbAYpXhup2/3HVes7v9254/Yke91GQWRDFeO21C0MKxpi3Pwov1q0lsmqRaVc+HwJPwQbL8fZkwu4qzpQMQwbnTr7OKq3mz08YABWLMbn44p4vbB2sUZ4/o1C3qhuZNo8Dvbr7eXQTnZ8BmBZbJhfzM2/NH6uzVVWEO9lkdzI81iRKO99UMQ7JXXLafK4fO5fUf367XZ67unjwBw77urXseyXQq74IVInEAgVRlhrAoaBz7Pj+aV6baR6bHXS49JFJVw0vjpQMQyy23k5so+HHj4DAzCDIZ54r4yp4car1una8VgpTmqCGMMgqZ5zqa/Z7HA18jwWFK8s48ovg/hrPSa6pZzR79UEKkmt3Izs4aZj9fUSqwhwzxslfBOoG2YsK7Di14qjgfLy2khxGtteQ4PlWv0fb61PkVSf0aQPlfW/FHH11kDFMMjK8XBYHy/7ZtmwG2CZMb6bUMADq61dutY3zSzkH7UCFV+qiwP29NAjOV7XWCZzvi3k+lnRWiGNxcot8Z48Dd0XqV4bqW4j4dDNsiyCkQiFpeV4PS5ysjL+8IFKfTzu+Ll7PS4KS8sJRiJYlqWPXxEREflLaZHfrlesWs269Xm0zs7kthuvxZfka9LjnnjuFeYtWNSsv3SFwhZ2p4Hjz/LjmWlSHrGR6k7s4VZVgIc+LOerDWEWFsUI7+z321iEV94rZnLQTqY3RlGomY4TCPD6zChRw8GFZ2VxTfeapldKThL3Xgx59xcwYUMFb6xO4/7uv15hln8ps1a46H9xF5z1bLe3TePzu9Pq/jHqZ/S/8xkbAjDodkibHYb6bB92zJxdxWpzh1YRc+ZUsWpYGt1t9QQk3xfyyOIoqzeGWV5pYf5a+cRCfDg7QsQCDBvDT2rL2wc7cQOhLeWc+VgxU4JghUKMWxjl4kMc2ICSBaU8ttrEBOwZSTx7TRanZBiAycwJmznh6zAhy2Tq3AD5Q1PIaaBYd62s6r44IzmZV/+TychaO5rhGD//WMQlE/xsMcEMBHhzToRRI53YgVhRBY/Oqh4+ZHNw9oVtGdPHjg2TeV9u4YQvQ1RaJtO+KeeHoZkMr67wdVsiBC0wXF6euKM1J/3afWOGeXFiZXUQY2PwkW344Ag3qQbESqu46NECPquAWHEVn67P4MBuDV2HBseM6sjq7f66ZNJGhn9ePUzM4eHh/7ThdE89V1W47nPte2w7Ph3mqBVIWJRu8nP324W8lmdhWRYrZ1Ty49EejnDFQ8rvvi1nRvXzpHTLYOJlafRyQqzMz1WP5/NBCUSLK3l8ZhrDD65+7miEZYUWYNDj0By+O8rV+IdASjJv3ZXc4ObyFSUc/UIZS0xwZCXzyJGeeu/F7RJJxk8PUFF9rR98XA5vjnDFe6SYMb4Zt5lzfowQMqO8/0uA27rGhxPu9LVuRRk7NUh59eWZ3qMVEy5MpacbrECIB5/fwkNrTSwrxlc/VLFyUPW9bJmszDeJAa6uGUy9MrVO76hdjrsttvVQSfH5SEmqe4FY5dN49LaxLIrWDirtuFOy6D5wOKceP5iO3qacUJTZr/6HV4xzGHNB7wbqJcT0F+/gbc+5PHpub4xV4/n3kxs4/D+XM3InxjWlJvswDBslZZVkpafidDg0FEhEREQUquyK/MIiAPr16dXkQKVZ8ojico6/t5i5fbKZPjLG3R+U8enGGGHDRkYrF4cNTefO4R5aRyJ8NLmEZ2aHWFZuYktyMmTvNO44KolenvjznHhfMdPwcP+tOVySUU9w9M0mDv4shLNHJjNGpxAfsWKxeWUFj39XxaQ1ETaFDbJbORncL5krDk5in9r92LH44q31nDPHwY3Xt+Uau587PyrhgzUWx1/Ugcd7xvcNFgd447sKPl4aYkmpScAyaJXuZGCPJC47NIVh6cZ2jbUo89aEyYtBerIdM2JSFGxqsmKx6NtC7l4BA4/IYFhuEWM2NbDnTh4nkh9mfgjsqT5O7Lrjb9lGipcTuhl8vsAkd2MMs7vjV37xtvAvms8SZy8u7+psuYsqEuSj+dXDJQyD3l1cbFgTotyCcF4VnxakcX2bHR+2cV2AL5eaNLnkg1GWl1eXhcPN6YOd2+alcLdO4pj2JUxZGX+2oooYJg5sVoyvZgYoqv61f+iIVpy0rSFkY/CROcw+wCQCGHYbrX7HRo7NZeeA4emcPyvAgxstsCzWFESJEQ9VNi0OMK+6C4qzQwpX99o6d4yNAcNSGfl9AZ8G4r0vvlpvMbyrAVis2hIlCthbuejWhMsguqGKsRvjPTXsaUncMsK9bZ4We3oSz97s4e5wPHTw+X7PVqFBetskbj+0ig/f9FNhgRmMsqoSaAVEQ0xcHIv3yDDsHDM8hV7Vr9+e5uWa/Zx8/GWEqGUxc2GAwoNSaG1ArCTMyghgwB7Zjl36ALCq/Nz6ThlLI2A4XFx1disOT2rKG3WUjeXxOjDcXi4+yFUzxMdmZ/iwZAZMLeGXGFSWmVRZ4CaBaz0cYtam+HGw2TnlsBR6Vt9UhtfNlYd4eOZNP5UWRDaFmBeG7h7AjLC0IH6vpWU5yWrmy8A044FKstezQ6BSK+aky8izOLFHvPeKFQmwZfkvfPHjB4zxe/jv+f1IboHL00huT/+BHtok0GkmJcmDZZnxYCUjBbvdjoiIiIhClYS/bSfa/deqfviudR+O5VdwyQtBZobtdO3oJrkqwqKiIO9/toUl5RkMX1PKU+uhbVsnPZ1RFuaHmfx9AQurDH4Y5SMjw8dxnUqYtjrEF0tiXDx0u7kVzChfzA8Twcahg320NgDLZNbX+Zz1eZAiCxxuBx2SLfLzg3w8Kcj4X/zcdUkWl3bYcYLOWFEll40tYmKVjbZZLtpVf8+uWlfKmc+XMs0PhtNOx1YO2oRN8opCfPFjiMm5IV64LpsTU2s1XjNSePv2mtleN/64mX3GBptUbv51ZVz1VQhjjwyeGOlifG72xEFsAAAgAElEQVQjjeSdPI4VsnCm2unQ0UmXBr5rb+vN0ZTqtwIsnLcKd9+z2asFe837V1YxobS6wWFzccZJqcx7roCP/EAswidzI1x7pJPtX1L3Pqn8o5W17aUsW1DO51saeWF2F2cek8FBJhhOJ/vV7nFhxSjZWrSGQafs6rlIYiF+XFUd3BgOhna11Q2iHDZyMv5YE13GzJrQIDt1a3BisWxjdS8dIDnHSZ1pQNwuemcafLrBAjPGoo0mZlc7NjO6bSiLM9NBdnGAdxeGWFpi4U51sl9vL8Nz6s7bsm5lMN5LBfB09rDPdteOL8mOL+mPU16WVXM7GA4brb3V90p5hCVVW29GB31ybHUCmT3aufAaESosCG8OsyQGrR0QKYiwyoxfL3tmWsybX8G3G6IUWgad23k5uo+bDk25n6z4ULT3S8AyDPqMyOSGLk281mxOumUaGMUWRCIsLrQ4vlZXkPItETZUv+g2rR3x8CC689e6FTIp23q9GfFj1uZJd5BlQKUV/8ypCAOeeMC5rLy6HFs7yF9dxecrwqzzG2RmuxjZz8uAlMQTjUp/EAuL1GRfo6Faaoe96N+31j4D+9A++jCPzZzJgkBfhrZA6GdrPYizzkv88anJPvzBEJX+IGkpSYiIiIgoVPmTimwOsrBdCq9c2IoTsgywYvzwyRbOmBJm/vfFLEz1cfu1mVzVyY6ByaJvCzh2fIDN8yv5+mQfp3odHDXAzZ2rg/ySG6Bo/+Q6v1aaxVV8tsHC8Pk4rVc8cClbWsLoiUFKPC7OPzmLO/ZxkWpA1B/m3XEF3DrTz22vlbDnDZmM8NRtnLw/rhRX90y+OimZQVt/frRijP28nGkBg/YDWvH2aSn0rf6O6i/x88BrhTy9zs+zs6IcP8Kx65PjBIPc/24ZuQ4v956ZSk9HlPHNWCeuvVox9faGZ3W1qgJ8tdrCsjno39AKN3UylWXMWuag3wV70HKZismUWQGqf7TG2cHH0e29dOhh4+M5JhYWS+ZVsfjwdPra6jaIeg5K59+1wsJPCsr5fEsjTSiPi1NG1PNKolGmTSnhlY3xk/C0SeHvAxzxuT/Ko6zeOjzLsJPliPLBuGLGzAmxNgBpmS4O3SeV6w/xsYfz97wjLaoqo0z9oYTXqoMlw+3m7EHVQ0+sGOtLzG3zYLRK3q7+DRuZ3prnyiuOEsOOLRZleWF15Wwo5fAHo2yqNWGrMcFGv/0zeeWkJOLzGFusyY9uW/UmJdlG2Yoy/jm+gq83xQg77fTolsT5h6Zydmc7v2ccZUZN8jZUcf9XAaqqX2K7gckcVv3eESuJbgseMOy02q597vDaSAYqALMqxoZQ/N1+Q360en4Rk3Fv5vFUiVlrUuBS7sjwcdN5Wfy9i63R+ULKl5Vy2+z4cC1HdioPHuqmyX0SDTunHJHKy2vKWBwJ8/grBYQPS+agLIOSPD/PTqpkowm2JC/XHezBleC1biQn8eRNHvzVw4zabDe6zV8cjfd8AQyXjZzqayxaEIkP9zMs1vy0hQPHR+tMpnvPp05OOTGbR4e62NnYIGaaVPqDZKanJHBVuOnYuQ32nysorbDAtZAXbn4P4/w7uLR/9Ue5VcrXjz/At3tcyZ0ntq1+XAVLvnidsd8vY3PIRXb3QRx/ylHs12bHN4XYms/5z+NrOXTr8B/Lz6opn/HBN7msKTNJarsXBx97PMf1zaChfijpKUkUlVaQnOTVcssiIiKiUOVPy+bkyrOqA5XqL+EHjkhhyI9FTDHtHHX81kAFwEbvg1I4dnKAd0MxNlYCXujY18eg8UF+XuXn20Ayp9VqMaxd4GeeCa16JTPSB1hR/je5krWWnWNPac3D+9SEHA6fi3PPaE3hlo3cs76Kl3LTGT64Vs8XK8YmZxqfnJHCoNpt6liYhQWQ5PVw9Qk1gQqAL8PH1fu7eXFdgE0lUWLsYqhimXzzWSEvbLEx4vRMLso2wPwN6ysS4a3/FfOpH3ydUjivy68vZxtcvIDF9p5c2r0Fu6kEgozdOsQCg779fHSx2cjq6yF5bnxIRnRLFZ/kpdG3Y3OPEQjx4FP5vJAXozQc762Q0imNly9K56DqhrVZaW5rFGJFeeGlTawurAkngpuDvDMhyMTF6bw/Op1B7t+mOs2KCk67saLh29Pj4sJR2YyuNWyqMlgTSHld2012ahj4alVzZSjeYyFWGmZFdUM7UBYlsMNlbTJ/WiGjHDa+/JuXVMOiqLKmfKoWF3HEz1G2bJ35NhJlzoIy5i6pYvrZbXliwG8VrFhM+3gD2R83FEIYtOuVwRsn+rYNVbJC5rawxbBB0nbtY5vbRlJ8hBRYJlVhIMli1ebqoWxWjLXFOx4qWOLn7hcLSLuuDRdkNXA+0RBPflLJuuoeL387JpUhO3ltpXbP4JPRcOZLZcwu8jPmf37G1NpuT/Px4GVZnJe1C9e6zUb77AZqMBjiqe8C28KSzF5JDK3+NKzMj8SXUrYgv2jHpaWsUIQPP9wCvrY8O2Dn3nsDwTCGzUhwUtow69fnE7O1ITmp6e834fnjeTmvN0eecjY50XVMmfAtLz0dxPuvU+nXaBJmsvn7N3h0XDG9jjyJK/dwkj/jSz566VW4/lpO7FR/rOJxuzBsBoFgmGSfR9+yREREZLe3W/6MZE/3Mrxt3S+dtiQHOU7A7uLwXtsN57E7aF/dWjGrv6XbMnwc18mAUJAvltZKGKwoExeEiWDn6H08pABWRYCv1lkYKT7O71/Pl2y7k1MGuXFaJjNXhKm7qIjBHv19DN7+O7bDywO3dWLtPW24tNWOjbDC8nhjvznWWSjMLea6aVHS+2YwZoiD324kvEXR2gqufXwT1y+IYaR6uXdUKj1/9aoMsnDeChy9+7bo0J+SRZVM2rrcit3FMX3jw3xSeyRxyNZGpBnl07nhOsstN0/RWBSXxigJ19Rx5aYqXvwltK1xaUVNtmURZpSVRSZJWR6OHuhjeFs7WxdwKVldxjVfhwj/Qe7P1l2TOKubvSbRtSyCtZb0cTu3bzAaeGuthhOKxIf8RLcOZQFsPg/XX9KeFQ90YtGNrblpLwf26hVhlk8r5fWC6uPUqqiK4ij5Ngf9evo4sY+bTtV1akWi/O/9Ij6s+GOUl+F0ctT+Pnp5ar8NWTXXnMOGZ/sicxi1enBZBKPxIGV5fnUQYRh03yeTL+/oxPp7OjDh9ORt842Y/gAPTvJT3sD5bJldykub43Xg7pjMdf12funpSLGf+z6pYG4DE2HHygOM+ayCWYHmv9atqiCPvJLP43nVqyClePnPMT7SqufFWrUlTHTrULQOKbxwQ0fW39+R6VdkcGxm9Yo/Zoxxn1cweyeX8/YHgiR7PU16b6zcuJKFi5eycPFScufP4euxr/Hq1FKS+gyi/06EKqbVnuMuO5OjB/dm4P5HcdXokbQtncPkORWNf35EVjJp0moyRpzLZUcPpF/Pvhx61mmMaJXPrPmbG12WO9nrwR8IIiIiIvJXsFv2VDGcNupbHMEw4v+V5m5gW50/ODiqv5v/rg7y/cIgFQN9pABmsZ/P1lvY0pM4tXqFmmhBhOUxwArz3rgiJtRzTtGi+DKfFSVRSi2qJ7aN69La2WiQEaqKsnhjmOWFEdYURlmRF+SbFZFmacibZVXc9GElm5KTeOHUZNr/RnNzRiuCvDahmPtnhCmxDLL3SOORs9M5NrMJJxBYwawlNvqe240W63xhxZg4J7jtl2xnOy9HZ1dfGj4Px+1pY8KC+BCg1fP9zDnazX7NeTfZXIw+L4cjK6LMnFfOc7PDlEaiTJqYz3n2towbuWPX/bYDsvns7CS6OOKNvq8/2szZUyNELItl0yv56Qg3A2Ztoe97AbZvyxruJF6/O5tjm+E1GIZBkqdubxMzYlIVjQdEmxeVcMKTUV68IpOjUuOhiavWDRCIWNs19ixC0Zpwye2IN2xtndJ455pkTAwcyQ4GZVc37tv5uOkci0X3F/CZH6xImImLo1yVXffaMlxurruiDbdWD3Xxby7nvCeL+dYfX53orblRTj0gyn/u28yzRTu8SgYc045JhzubJYR0uGz47HVDNX/IImqBFQ7z6mubWH1CG944xBUfZuMwao4bMbctGVxzg9UKXTBwOwBsHH9KDoOjFhg2OrV30dYZ//v+QzN5piTEkZPjc9sULPYzI+Lj0O0vMzPCe1OD21buOezgFHpsF4LGtpRx5EMlzNm+1W2zc9lVHbi3Y5iHXimIr2oEZHdP5+G/pTAsCwrX+3ngw2LGbrHYsKiEs//n4Nvzk8hK4FofUc+1XL6+guvfLGZc9Vw8jlQvt1+SzahWNWXVbf9sxve1sDBIy3bRs3pIZve90nj6tCgHvxBfPj5a6GfixnQGd2r6m2YwHCY9JbkJe8ZYNfl1Hp289bRsuJMz6XrAaZx+wsDqAKhp7J37MTCzppIc7Qexf8dv+GL1RmIH7tHwGeSvZkVlOv36t6v5ouDoyEn/uoNjcTV63XtcLkorKvUNS0RERBSq/NV16utj4GdBflnmZ3rYx2EuWJ/rZ24MuuydtK0RbYbM+OocFSHGTg013lYOm/jrts1Ichn1/tIbKPDz4MfFvLo0SoW59bu1jexsF0M6W0xaFd21F2hF+ejjYsZX2jnjglZ1JrxtOSZLZpZw9ccVzPWDK83D5ce24sbBLtKb2FAILJ3PImMvLtyr5cazmBV+Plq+dfUeg559kthza7vEsHNofzfJufFlYWPFVYxbl85+XZsxkTJsdO3ioSswop+PA5I3cfKUCFHLZMaUCn4+pBVDHTa2TTVidzP6mOpGZnUDduSRqRz0SxHfRsCsCpNbAgN+i1CzniWVsSwK86q46+0i3t5s4d9cwTUfeZh6fhLZBqS4agIUf3C7UMUy8dfqepDkiYcgjmQn+yY7GzgHD0d0MfhsUXwcx5r8CFHDjafW7q0GpHNtrblDfDkp/HNwOVOmRIlZFrnr45NR/wYlVs+SyhALRpnyfRGXfxmg0Izx3fgCHu/ajls6GthcNpINKIsvpBSfZLXWa7MiVs37jGEjyR3/304d3XRq4Bx69/bR8esyVllg+qOsrgLS6+4VWV/Ju+ure3j4vJzVd+d7qQSWVfBq9QpMhtfHbeemc1z1e09q9xQeOyPK3KfKWGFCQW457xcmcVUC1/qI7Loh6YwpRVwxwc/q6tWP0jul8tR5GRy93bJY6dlu9suu/9xTuno50FvBe1Xx98+VRRbsRKgSiZo4HE25phz0P+8/XDtk11fPsyWnUmdeXVsyaSk2wsFw46M8q6qoMuL71r5O7C5PTV00dPYOG5HobzmGVEREREShyh+SrZWP4zqWMH1NgM9XWxy2V4wv5ocIG05OGuTa1r3e5orPXxDYoxXTr07dme/YW3OVHfMOf4Cbny3gnVLosGcqN+7nZWgHF90z7aQ6oGxGPr12OVQxWZFvYpoW776ynnfr3SnG80+u5XnA0yebxZckkXD2YsX45tN8Lvo+RKXdzvDDM7nvUB977lQ2EmTxvGUYvU6nRwvOEZI3r4ppkZqG/oIv8mj9RUMJTJQJc0L8p6uHRGcQMCvCfLc+Pt+F4XKybzdnrV+jbew3wEuHHyKssSBWFWGNHw5Ms9PagKWAYbPTebsGsOG1x4e8ReKvIRT9HW8mwyCrQzJ3He5n3FvxZWxLFlXxtT+JM5PsdEi3YSM+pK2k0iRWOyOwLAqqau6WDplNGKJmGHgc8XvLYuuCZAZt0rYex6BNpn27+jJonWbHRrweYrHmGV6XKLvHwYjDM7hgbpCHN1tYsSjj5oa5saMbe7qddgbkVd9XRVVQe9bUSGWM8uqTtyXZ6diEYXKGw6idy9SsxlVzA7NooT8+iSuQ0TuJYQlc8PmFNRO/OjJd7LNdxw1vBzf9HLAiHL+3VhZa2Nolfq1bwTAvvZPP7blRQlb88fsekslzx/jo7Nj569hla6yMfuUt0LKwteTkrVYQ/3ajbszKCiotapZUt/yUV1r4OngbjwzdHryWn4oqi5qZ2i2q8tez2cqka5ukBgM1m822y6v4iYiIiChUASKRKEuXr8RqYtOksjJQ/b3V+GOUjuHg6AFu7loT5JuFIQLZYT5bZ+Fol8RJtZYAtWc56GrAlpIo62PQqZ5SrSoJM6/YJKmViwFNWOa2aEEFH5VaJO+VyWejU+hg2/7LebO8QDIyHHSN1Pdk8Tk9SmMGqal2spzgTN2VerFY+kMBF38fwp/i5faLsrgqkRVWgiuYvQj6nNXtV38tTfxUo4yfEyK0E2W8cUEV007wMCLBVXaiWyr4+0sVbLLAcPl49vbWdSZHDvnNWiuQGDjsYPM56ZUKP5SAFYuwcLPFibUmzI3kh1lQ3XHKsDtonwZp/bP4trO54x1p2Gj/G0ymU/vWtkwLfzT+evZq78QxI0YYqMoLscL0bltRyQqGmbd1IhmbjV5tbdjMKG+8VcDL+RZg0H9Eax7fp9b1FA7zywZrW0+jDlkO7Bjs1c6FywgQtCw2bIxQbrlqNTZjLNhQPZErBjnpdhx2F3+/rD3n1DOBhCflt5l/yFYzqzVVoficKI40Fz19MKMCMCPMzTOxWm/tdWOxbEN425Agd46LHnYILSvhxPEBAhbYvD7uvyydIbXeqzavDbF+azG7HXTefmkbM8rkxdWrJxk2huxV/4o/9sxkXrrBR7Ce95tWrQzMTTU982LlUfIibJvPBcAsi5BXq7xdDrAl7/y1Hr+xIrzw6hb+vSwe2BluF+ed1Zr7BjjqHTpoVfm5/oVSZscAm4OzR7VmdE6tz7T8ELO3dgEy7HRpZezk9W9gmmazBSsGMfyBMBbxFcGs0lUsy49Br5p9YusWMLf4AEZWD62M5c1i+non3Ya3a/T6ted0Zg/Pd+TmbuakztX7xjYz+eVn+Kn7pdx3WrcGH2+a5h/nc1xERETkzxyqTPnpZ6b89PPOt2n/QL9wderjZcD4ILMW+5mQEWZWzGDAwOSaoSCALdXLIe0Nflrv57UFqRww0FH3F7xYhBdf28Td622cfEF7Xsj49eMWlEWJWtA6x0mbHb5/m8xZG2aXOx7YnFx2aXsuq/dbcYSHHt3I/ZtsnHVee+7dxaEtlj/AQ18FqbA5ufqCbK7pnFijIrhsAbnWXpzbo+VWlYjlV/HRupoo0OWy4amv9WBaVIYtTAvM8gDjVpqM6JnY63K29TDAVcGmEFiRAI99HmDo37x0cECw2M/tE6q2TVDrbONibw9gc3N0bzsv/xQjZkZ44aMyDr4onYNTIFoR4IEPyllU3Tj1dvJwkBfshp0eXvvvcCdZlG7yc9fkmiWC7elO+lT3Umjfw0Nve5C5MYhuruC+n5N48QAnvliMyZ+X8nV1g9me4uOojgbYbGQYERbmxQOi5V+XcUL3DA5PMyAa5cvPinmnZGvb18kRPeNzn7Tu5WU/Z4ApYajILeHmGS4e289JEiZLZhRz17zq1Z5sNg7u6cKBQetsJ61/jxKLxJg6pZTXNtcs89OrgzPem8Tp5si97Lw9K4ZpmXz1dRnf75nB8GSozKvg7mmR6vDDYJ8+XrINsFIMApvC5MYAI8ajU328eHB86ffydeXcOCkQX34YSO/pY//tAkIrEGLGFmvbe8eQLg0M/XHY6ZLT8DUW7eymiy3AUhPMiipu/9RHt7/56OKEWFWIZ8aWM7P6ujXcboa0N8C+89c6WCyZUsjdy7fWqZ2TzmjDw42s6mS4bbgq4sOHMCI8O7mKw85IoqsTYhVBHh1bse049nQfR+7kJFROh41o1MTlaoZQxZZJTrbFhEmf8WOrg+hk5TH10y9ZGqbu9RpeydgX3id21N7kRNfy3fhv2JxzCOf0T8KgkeGq7r04fER77vvyTV5yHs3BezgpmPklk/Jbc9iozo0GMtGoidOh5ZRFREREoUqzyGyVTlarVk3ad8PGzVT5/X+oX7hsmUkc37GUGeuquP1bk7DDzakDt/uF2ubknEO8vPiWn3EfFNDalsW/+jtJMcAMRPjwk3weXm/hyE7mol5N+6LZLsuBxwiTt7CSr0e6Oaq6l4gVCPPBF8Xc9nP8F/VQeLuhEn9QFUsqmewHV7cULulkI9bIcHvD1tCyVCGWzl2K2etkentb7lyXza2KNzwBw+7mX/9sy7X1tKqtikpG3VvIV0HAivLl7CCVPX0kJ3BMI8nLJYMdTJoan89jyU9b2He2nQ5JUFASo2LrL/eGnUOHbZ0c1OCgkemMmFPEZD9UrCnlpDvLaZdhUFESo3zra7A5OOOwZDr8RreVVVnJRXf461yT0YhJRcSq6WFl2Nj3wBQGV99I9jYpXLd3BRfNihGzYnzx4Ub6TnaQGYmypioeXGHYGDIilYOqJ1cdMTSZPeaWs8qE0KZyzrq7kvYZNiLlMfJD1aGYYdBhnwwublt9q2Ykc8MBFfz8fYSwGeWj9/L48jMHWcTYUGkRqz6/lK5pXN7tt3ofspj5+SZ6fFX3b1V+s05vKXu6j8v6O7YtBX/YiBQGLChlThiCeWWcdlclXdKgoLjmerGnJ3Pt4Oq5WnKSubB7OTcsNbGsGJPHbaLfZDs5Dov1pbFtxzI8Hv5+mHeHyVAjG0MsqE5ybR4nvdIT/NBpn8Lf+1RwzYIYpmWxeGo+Q2bZ6ZgKxSUxyrdOSmwY9DgwjeN8CV7r0RBvTQ1tC4oMy2TS2I30GFvfSXl57NYsjnW5OW+Ii7e+DBO0LNbNKuCARcV0TK5brhh2DjsylaE7+cbrcbkIhsO4XM3w0WtryxHnnEThe1/z/tMzCERtZPQ+kmP7f8eMmp1oe9BJHGLO4+t3X6fclk7HHiO56qTD6ParQ8IcdDzyAv5uG8/YH97niS/spLftzlGjj+foXxk3FQyH8bhciIiIiChU2UU99uzGjdde3uSQ5InnXmHegkV/rBIyHBzd38Vda0NsroCknkkcX09jovXATJ5eF+WiKSGeez2PN5MddEiCwuIoxWEwkjz836i0HX79bUha3zQubRdgTF4l594boHd7F2nRCEs3RynCyakHepn2U4C82UWcHArzrzPSE5rf4LdqNC7dEMZvQWxFMQNuKG6swDliVEfe3beeWCW0klmLTHqfvmfLDf0xw3w8t2ZlJXeXJE5qYNJKI9nHGb3sTJ4T/yW8aFEVU4I+jkmoHmwMPy6bW7bkc9/KGDELwoEYqwK1jmfYGDgii8f3rfml3dYqhafPjXLaG2XMD4AVM8krrB1Q2Rl+XDZ39LDxm0UElkVFVSMLrhoGXQZm8tSwWivnGHaOPSWb6woLeHRdvLFdVhKhrNZjug3O5NmDax6T3D2dF4+NcNaEAPlmfNndDQVmneN06J3BGyd7a4b4YOPAY1pzX+Fmbl0YDxKqKqJU1Tq9pLYpPH12Kt1/wx/aI6EYxY10GrD53PzznFYcWmu8jbN9Gi+eFuHU96tYEwEzHGNVQa0QxufhX+dnMMJb81527llZzH2ukLc2m1iWRWVFlBW1j+N1cfGobK5su+PVUpwfpXhrL6NMxw5DEpv+nmrnjDOyWVtVwCOr49d6NBRjdUHda6T7oExeP8q97V7f2Ws9VhJiemkTr0vn1gDLoM+h2dy/aQs3z4/PwRLZ/j602TngiGye3tex08MXfV4P5VV+UpMbnoDWSB3KPx8f2qTnc3cYwoU3DOFCM0xVwMKT5MbOSE6s3j7owrsZBMABHDaq3mdgyKX3MWTrP7scwz1j6pwMPY84m/87YudeZ2UgSGqSDxERERGFKglKS02Jf11zuzEMg5LScrYU5NfZJyUpmfbtcv4UhdS5n4+9J4T4xbRx8D6+Ossh124ojPxbDpO7lfPkT36+3RBhdQEkpbk5oncSlx2awiHpO9Gsdbm55Yoc2k4s5dXcEMvXBnEnO9hnYAaXHprCEa1ivOsv4I4FEXJXRyiJ/bHLcHOpya6uBRFavoDcWHfO7Nly6VFkfRXj8muGWxy4r4+ODVWbYePQfbxkzq2kwALTH+TjpSbHDEistWl43Fx3WTv2/6WcF2f5mb4pSlEYfMkO+nb1cfIBqZzV3b7DXBBZPTOYeIOHV78r58NFYVaWm+C207NbEqOGp3BWF8fv3pPJZjdI8tnp1t7Dkfulcvne8WEndV6/18MtV7dlyE9lPD8zwJyCGH6bnY5t3ZxwQBpXDdr+MTb2Htma77tW8dwPlXyxIsy6Kgu720aXTl6O3TeV0Xu7SN++OpxOLrioHQNnVfDc9Cp+3BSlKGKQleVmxN4pXHWwj71+54DSMMDltJPVysk+PXxceEgKwzJ2WPedPQZn802Oj6e+q+Cz5WHW+8Gb6mCfXslccXgKh2zX3cSe5mPMP9py1E/lvDYvwKwtMSpMg1YZLvbrFT/OIRn1Tp3N6vwIW99mbEkOWu9CSmckebj5yrYcOquSl2f5mbohSn7Iwu2z07Ozl+P3T+X83k6SjcSv9VhplI2JvOk4nJx7flsGzqnguel+fsiLkB8Eb7KD/t19nHpQCmckeE95PS7KKqoIhsJ43M3Yk8PmIinpj/FeHwyFsUwLr0c9VUREROSvwfAHw80+gUkgEODWOx+kvKKC+/97KzNmzmHspxPr7NOrx57c8PfLeP/jz1izZh1QM/znxn9cTs89u6t2RERkt1JWUUUgFCYnK2O3fH2bC0vwul2kpSSpskVE/sSWL11M//79VRAiTdAiPVW8Xu//s3fX8VlW/x/HX9d93+uNNYzuEokF3Q0SgijdoAIqCvI1fyYKgoUFoqKCWJggId1do3uDARs1YF13/P4YMWDIGDXg/fxnj8fuuu5znftzzvlc5zqHoYP6EXEoikD//15PZe36TZyNi7/kfx5umjYsIiL3Hk93V1LTMohP/O/bgO5G8YnJGBh4urvqRIuIiMh945atqVKyRDFKligG8J8bKr80/Gliz1xcY8PNxZWiRQrpzEWuI2sAACAASURBVIiIyD3HZDLj6+3JqbPxGIYJL497IwGRkJRKYkoqAT75MJnMOtEiIiJy37Dcrg9ycnLi8b7dKVggkHHjv+H8NiCBAX4EBvjpTIiIyD3PMMDJkplYOROXiMNhv+tnrMQnJpOYkoqvtydOFjN5aAM/ERERkVvfv7sVa6pcbl9EJG4urhQpnLmvaXJyClt37KZW9WCdARERue84HA4yrLbMxAoOfLw8bu7itbdBalo6ZxOSMDCyJFSUURERuRdoTRWRnLstSRURERG5lMMBdruNxORUEpNTMUwGnm6uuDo7Y7GYMJlMeep47XY7Vqud1PR0ElNScdgdeLq74unuismkGSoiIvcSJVVEcs6iIhAREbn9DAPMZjPeXh54eriRkppOckoqZxMSybDasdvteehYDQzDwMliwtXZmXwe7ri5OmPOY4kfERERkdtNSRUREZE7zGwyXZj1ISIiIiJ3D11iEhERERERERHJBSVVRERERERERERyQUkVEREREREREZFcUFJFRERERERERCQXlFQREREREREREckFJVVERERERERERHJBSRURERERERERkVxQUkVEREREREREJBeUVBERERERERERyQUlVUREREREREREckFJFRERERERERGRXFBSRUREREREREQkF5RUERERERERERHJBSVVRERERERERERyQUkVEREREREREZFcUFJFRERERERERCQXlFQREREREREREckFJVVERERERERERHJBSRURERERERERkVxQUkVEREREREREJBeUVBERERERERERyQUlVUREREREREREckFJFRERERERERGRXFBSRUREREREREQkF5RUERERERERERHJBSVVRERERERERERyQUkVEREREREREZFcUFJFRERERERERCQXlFQREREREREREckFJVVERERERERERHJBSRURERERERERkVxQUkVEREREREREJBeUVBERERERERERyQUlVUREREREREREckFJFRERERERERGRXFBSRUREREREREQkFywqAhERERERkatzOBykpKaTkJRCSloaVqsNx236bAOwWMy4ubjg5eGGm6szhmHopIjkEUqqiIiIiIiIXIXNbif2TDypGRl4e7jj5+OFk8V8W48hw2ojOSWVU3HxuCY74e+bD7NJNx2I5AX6JYqIiIiIiGTDZrdz7NRZzGYzxYIC8fbyuO0JFQAnixlvLw+KBQViNps5duosNrtdJ0gkD1BSRURERERE5DIOh4PYM/G4Ojvh7+OVZ47L38cLV2cnYs/E43A4dKJE7jAlVURERERERC6TkppOakZGnkqonOfv40VqRgYpqek6USJ3mJIqIiIiIiIil0lISsHbwz3PHp+3hzsJSSk6USJ3mJIqIiIiIiIil0lJS8PdzTXPHp+7myspaWk6USJ3mJIqIiIiIiIil7FabXdkUdqccrKYsVptOlEid5iSKiIiIiIiIpdx6BhFJAeUVBERERERERERyQWLikBuxI7de9mxay8RkYc4eSqWhMREfLzzkT8wkLKlS1CtciWKFyuigrqHxJ4+i7+fjwpCFKMkTzl+8hSTp05jz/6IG3ofk8lE1coP0K9HZzzy8AKVcuPiExII37qDzVt3sm3HLmqGVaNypQeo8kB53HXuRUQkh4zk1PT7eNZYCgeX/Mx3v81n9bYoTibacPMrTPmwxjzcowftKvtyc++izGDl6y144o9Y8O7Al0vfpr7T3Vlyhw9HM+WX34k4GHXN54ZWq0y3xzrg6+N9w59r3fk5HbtOwt7vB6YPe1BZwZts8bKVbN6yg/z5A2jZtBGBAX6XPH7sxEneHzeB0W++jLPzrau89mM/06/VaNZlXBKuMMwu5AsqRUjTbjwzpD0VvYzr+wWuGkmTQYtp8uVc3qrjBMn/MrTey0T2+5m/nqmg+nQPuVMx6sqgtY0PH+7NNwft5Gv9Pgs+aMHN2pjTcXY6gxu/xalBv/Prk6Uw3+fn/J2xnxJ5KOqmvV+92tXp17NLnophV61mG8fSst8s6oxfwMh6TgoAV/vNOBxEHDzE1h272bJ9J4cPR2ffOTYMypQsQZUHK1DlwQcoUrjgTT2O1CPL+fHrn5m1ejuHTiZjuPsSVLoajR/uRf+OVfDNo/PI05f8H/WHrufh72bxSuj90WLuOxRN2eKF7stj3LdnF1WqVFHgEMmB+3cMYT3Kv289xSt/RZCSJa2UGrOPNf/sY+3sP5n5/Bd80qciHqonl1ixej1Tfv4Nm82O2WymRmg1QqpWpkjhgvj6enPy1GkORR1m3cYtbN2+k43h29i99wBPP9mXcmVKqQDzqFlzF/LnjDlA5tX9ZSvX8uyQAVSqUA6Ao9HHGDtuAolJSbfpiAzcH2hD30ZFOT/ssCYeY9eqBSz94XXW7zjLz9/2oYwyITfEdmQen0xcR5HuL9O54r0xLM9LMcq6cz7zD2cuIpiwaj4r41vQKl+uhmFs/mEMfyY0ZuigBgSaAMMZTx9f0t10Jy9A5KEonCwWvvzkvWxj2yPtW9OmZdNrvk9cfDzDX36bvTc44+W2xjAnN7x9vXG7JfHQwemVX/PxPFcefqE3YXdhpyg9PYNf/pjB+k3hJCdf3H7W3d2N6iHVCKn2IGVLl2Tnrn1s3LyFTVu2sy8ikn0RkfwxYw6+Pt40qFuTdq2bYxg3lghL3z2ZJ/t/zPq0/IQ2a0vfMoG4pp1g18p5THljEbPXvcuPo1sRlAd/1oazOz4+3rifz9tZ9/LHmB+JrDaAYW2K3feJXRFRUuU+k8buSS/w6l8RpDgMzD4Vad2lLbWKuZEYuZa/f5vHnrhTrPrwWUYX/42RjbwxVFcAWL56Hd9PnQZAjdBqdH20Pd75Lh0hFArKT6Gg/NSuEUrM8ZNMnjqNfRGRfPDpRF4cNpjSJUuoIPOgOfOXYBgGA3p3IzrmGLPnLWLhkhVUqlCOQ1FH+OCziRc6ox99/hXOLi6UK12Cls0a4WS5FaHEwLViGwY9VZdLrrtm9OenIT14d80Upqzrytt1XHTybmS4dHonC6bP4sHGL9wTSZW8FaMy2DZ3IUcoRvMWHiyev5p5q+Np1TI3WZV0otbM5O9Then7ZAMCAcO7NR8sbq1KnDVqmK5srR0OxyV/r/ke5wbNNpv9rolhlirP8OfSZ25VlCBx3wqmz/Cg6rO9CPO4+3pE/y5YwtIVqwHw9PAguOqD1AyrRvmypTGZLmYvgqtWIrhqJaxWG9t37mb9pnDCt+7kzNk4ps+aR9HChQmuWukGivIUMz/9kg0ZVRg6dSKDKrpdfOypwWz4cAADJ4/ho+Z1GNMsX57rezrVeYW5y7J+n+NsmjWDdZaHea5NMQUgEblv5Zk8+JGjMTz34pt8N/XXbB8f9cHnvPrWGOLi42+8e3BmAeMn7yDZASbf+rz+4w+8P7QnnTp0os+wsUyd0JeyTgYO23FmT1vCWS2rDcC+iEgm//gbAF06tePJ/j2vGKxcrmCBQP733GBqVQ/GZrPxyfhviU9IUGHmMXa7ndTUVFycnakZVo2w4MzpntYMKwBrN2y+5OrevgOR7Ni5m7/++Zf3x315EwYf19OrK06Hx2rj7jjD7p0x3P6NBB2kpqSp0ihG5SCnsp15C49iFGtG/yebUs6cwMp5a0jIY22Kw2bFqnYub8UwRzqpaTopN0vUkSMA9OzyCOPGvEnfHo9RsXzZSxIqWVksZqpVqcTjfXvw6ftv07p5YwD2Rx68sQOx7mHzthTMlVrzcHm3Sx8z8hHa5zFCLWdYv2Y3eWqTXNVHEZG8n1Q5cjSGMZ9MICExEX8/v2yfkz/Aj2MnTjL6w885c/ZGEisO4pb/y4p4OxgWKvYaTqcSl95/7FG5O4MerUmN6mFU80ol9sJ4MYNj66by1uAuNK1Tg6ohdajfti/DP5nF7rjLGxsbpzZM5Y3B3WlepybVm/fgpSnhnMm2TUrl0OKJvNi7PfVq1CC0bis6DnqXH9Ydx5qHKstP0/7G4XDQtGE9WjRpmOPXmc0mBvTuRtnSJUlKTmbG7Pk3t62P38Uf7z1D5zZNqR5SneqNH+WJ92awNylLYdti2TD1bQY++hD1qocRXKcljz37GfOjzg+Orax7tzmV67zO8oxLz+PBb3pQOfhp/sqaXcs4xspJr9GnXWPCQmpSp0U3nv5gBjvjs57gDKKXfcWLfTvRrG4NqoY1pGXPl5i4Km+dV8hcmLF0yeKkpqXxxrsf8MmESQCEhVYF4LGObWlYr9aF5w97+nFGDH2S/IH+HIg8yLqNm2/r8V5+JTl93v8IqdKeD7de2g21hn9Iyyr1eHlJeu4/LH0+w0LCGDgthoNzRtGjaR1ajN5Axrnf7sH54xnevQ11wqoT1qAt3f83nnkRKZe+R9phFo0fQecW9QgOrUOjTk8z6vfNLBzdimo9f+CwHbDtZ3ynEKo9NZNLhvSOs/w5KIzKXb/jYJavZzsdzk8jh/Bw47oEh9Wn8SNDePvnTZzKWgT/We9t7P3iMYK7fUukLYl/ngnjwYc+Zqs1J7+XvCmvxaiMbfNZGG1QtGlTHizTgMalTCSsnseKbLIqyRHzGPdcN5rWqUG1Gk1oN+BtftgYmzmwSp/PsJB6vLQkDev2T2lbJYzB0+MhcSZDQkJ4dGLExQGY/TThv7zDwI5NqR4SRlj9dvR6cSJLj2T5DaQvYkT1MPr+sIVFHwykSc0wqlStSd3WfXl5yiZO268zvsoNxzDrulE0Du7MhN3HWP7Jk7Ss1YAR85Izz0HCXqZ/8CyPNq9HcHANarfswXPj5rI/+eI5sG4cS9MqDXltRcZ1tlPnfu8/vEW/do0JC6lBzRbdefaTeUQkA46T/NK/Oi3fDycjfSWv1a9GrVeXkXGX1Y3zk5QKFsyf7e07+w5E8v64Lzl56nQ28cFMgfwBmeVsvcHW23DFzRXsUTvZFX9lORkB7Rj7z0ymDqmSZSq5g8TdMxj7TFea1qlBcK2mtO33Ot+siCbjeuLIdfRzrlYfM1a8QZ0qLRm10Zr5nJCn+DPOxpEpfalctRffRmVw4KuuVK7aja8iLm2P7dE/0SckmNYfbstzfSARkRt1x2//iY45xphx40lOTqFR/dq0f6h5ts/r37srqelpbN6yg9EffsrLzw/F1yc3U6ht7N22m3QHYC5GvXrFr7wH1JSf1v/3FZdOqrYS+ftw+r69jBO2iw3hqchNzPlqM0sWb+Oz71+kro+RmbhZNZa+T//CgfOZ/bhtTH//OZblS8MBWaZ0ZnDg52H0HrWK03YHhmECotm9/FdGr17Ghje/4sOOxe/4idq+czdRh4/i5elJpw4P5WrQ3qtrJ15/9wOWrlhDh7Yt8fS4CTdm2w/z6/MDGbnRkxrtH+HJEq7E7ZrP7z++zhMJ3sx4pyH5jAx2ffUUT4w/SFCDDnR7KAjzyXBm/TGJ4UMymPLHcIKvZ/a1/TgzX+7Fy/NSKN20PX3b+5IetYaZP75O79URfDn5OcI8IWnth/R/5hfOlGlGp97tCLBFs2r633w69AjmXyczsHTeutVi8MDefPXt1As7Z9SrVZ36tWtcGAD07vYoTk5OLFi8nLKlS+Li7EybVs347odfiTgYRe0aobfnQK1H+OeP1SQbnpQpE4QZbsMVPQfx6z5m6JZjVHp4EI/UKYOZDPb/+Cy931uPqVJLOg4si2fiXpbM+JphKzfw/Ldf0r+C87n60o+X5sVTsEYrenYoQOreJcx4eyB/uhjYy+fiaM4u590+w/n1WEHqte9OmyCI2fgv00c9waqd7/Pj243xz0G9L9/xLb4JmMxL7y6m1FOfMrhOEUqbM9j15U38vdwm23bsIurwUTw9PK6IUenpGcQlJBDo7/efMapnl0d4Y9SHLF2xhkfatrrB3T8y2DJvEdEUoV+zilgsBg0bFGXipDXMX5VAq1YXp/ZbD07j2d6jWG1UolXHAZR3P8W6mTN474mtxH47leeqhPHU159T/KNhTIprz8jX21GpdHbxM4kNHz/BE99F4Fm1FZ0fL4HzyXDmzBjP0+v2MfqXsbQtYLrQph386WVeTAqgZf8XqeoXz6a/pjLj/aHE+/zF5+0DMXIUX/NWPbDZbEyfNe/SAfO5mLZ7z/4czapLS08/F/duXwyzAjjS2fXt8/wWWYiHHh9G7aoukL6Hb5/qz0ebTZRv1p4BFb2I27GA6ZNeZO32WKZ+2Z3Slty3UzjiWTV2AEN+iiGoTjt6ty9Axv7F/DHpBfpEpjPto5Y0fXEiXtPe5aXf3ejz8XCaliyL5S6rGxdvAcv+8fBtO9m9bz87d++hYb3at7DX/QDNmxbh56kzeL7zCTp160DzBjUJLu2HM4Dhhn+RS3cjS9o6gf4Dv2KvdxhtOz9OcefTbFvwD+OGrCT8rcl80rFIZh26Vhypep09yezqY5Z1oM0VejHu6yC+eO5Tdtd+kTE9gylZwInAJo0p98VXLFpylAGlzq+zYidm0XzCrcXp1+oBLQovIkqq3EyHD0cz9tMJJCenUK92dXp17fSfHd7BA/rw2cTv2LZj1w0kVqyciY3DDmAuSJGCOZusY4/5i3fHLuOEDZyLNOW51wbTtEga2//4kJHfb+Lsvl9484smzHi1Bm7pW/l61DQi0hyYvIPp88pQHioaz4qvRvHF0oRLkir2EzMZM24Vpx0mirUdyfjXWlE0bQc/vPwcH62MYf57Y/m77mc8mv/OTiraGL4dgGaN6uHi7Jyr9yhcKIjKlSqybccutu7YTZ2bMAi3xyxl1vpkivf+kq+GV868b93RgXL04uM9m9lra0gY+5g7Zw/Wys8y4bO+FDdlJtdaFRnKwMm72BRlI7hszj8zcdnnjJ2XQvUXfmBiz5Ln7pUfSL+mb9J56FTG/NSeX54oyubZcznsVJ93J71PB5/MM96zvi99h89g25ZY7KXzk5fWofPxzseQJ/rw7AtvEBjgR79eV+560e3Rh/H1zoezU+a3drJk/s1Iz7gliYzUPXP4auKOc50yB9bEk+xeNY8le+Jxe/Ap+ta/XVteZrB9+RlemfYtPYtnhk3Hyb/58LO1OLUYza9jWxN0Lkf2ePfaPNflDcZ//A9tJnTCa81EPlxwhlI9v2DyC7XO7eowgMe+fYoeH63PxbGks+WbsfwWU5pB337HM1XOTSF/vB/tP+5N3+/e5+uO9XipSk7q/QOEViyIG2b8y4YQVtkZrDtz8Lq8t/bKpi07AGjeuP4VMerkqVjeeu8jWrdoQrtWzbFYsj/+IoULXohR4Tt23ViMSt/C3IXHMIr2oXnFzDpTsVEDCn33AyvnryaxZUu8DMBxhnmffs6q9Oq8+OsX9C6ZeewDHqvCMx1e48epK3j8/WaUCa1GSR8TWAtTOTSE0mYg8bKEwsFpfDB1P14t3uHnsW0pZMn83fRt/QG9H/+Rj75aR9PXauF27vd04oQ/w375hsfLZn7mo00DOdX6bTat2421fSDmnMTXPDY6stnszJg9L9vHdu3dz669+69jIH6bY5gtkqWRT/LTD0Oo5Jr5/FN/f86Xm6HW/ybzRe9SuALQl0e+Gkyvzybw2byH+Pghn1y2U6Vw7JnKmF8OEfToZ/z8ej18DYBeNA/qTo/vJ/PXgdYMKR9C5aJeGCYPSlQLJdjPwH70n7usbvz3ujrn/2+323OUnMk9N6oPm8D75ncZ9/safvpgNT9+aMI9sCzBNWvToOlDtGtcAV/LhR81P4/6ll0BjzLhp1epd64vwcBOfDuwFx99OJ4lzUfR1CMHcaRqo+v8MV1eHyEjS1LFyFeUqqFlCTQZRAaVp3rouR30SjahSZmJTFy8lOi+vShqAuzRLJy7DXuZATxU/t5ezvbM2TicnZyuuh273W4nOub4f+4oFXv6LG4uztrWW0RJlZwlVMaM+4KU1DRqVQ+mb4/O13yN2Wzi6Sf68sn4b9i5Z1+uEyv2C22iCSNHo1o7xxfNYV2yA8xBdHj9HfrVzbxKWGzYKM7u6Mg7a1OInjeHjSNqUHPrbGZF2XAY7tQeOoYRbYMwAZVGO4hoM5x/LsytdhC79F/WJTnAUpUeQx+itKcJPKvS55kO/LFmEpFJ61mwKo5OHXzv6IJl+w5kXuk7fztIdqJjjrFrz36qVH7gqleEQ4Mrs23HLvbuPXBTkiqGswsuJgenwpez8Xg5ahVwAcOfdmNm0+5Cx8AFFxcDe/RGlm5vT/cqflgwU6LHFyzocTHZljNpbFq4nNO+zRjwWMksiw8a+NbrRrtSM5i0biOnHy+Gq6sTRvoB1iw/QNOHyuBlBufKg/lp/uA8GxDOdyjt9qt3HFudu7f8Jo06/rMTnLx9Bp9vz3K+Tc545i9Ore7DGP7Uw1R0vl0lY+Be6xE6FLdcOLa41QtZm1yCXv1aXEioAFgKPUT3Zp+yZPZatqa1x3PBUk461+KZJ2pm2SbTlXJde9P8u43MvN5Dse5h4eIjONd5hz6Vs96T707Vro9QdfIHrFt7CFvVnNT77L5qLl93h10rRtlsdmbOWcD6DeH07dn5qrv83KwYlR4+n4XHoXCfpjxwrtpYKjWkfv6p/LR6PisSWtA6nwHJ61mwMh6/Fr3oVPJihTblb8Zz76Sw0Vo4s826ZgNg58TK5ey0Fadvv9bnEiqZddc7tA/dQn/lneXL2Wmtxflv5V63K13KXPxMw7c05QINwjNsmcn/nMTXPMZsNtGmZbNL68b+CHbt3U/FcmUom4PdndLS05m7YMlNmKlyvTHMQpWHO1LR9UJqhHVL1pPi15K+j51PqGQOzCt2606D715g5dLNpD7U+NKFcHPcThXnzMLFRBgPMqxfnXMJlcz49GCPVxlZ8BD53W+g7ZXsuRSl1f++pOXTJ9mzeS2rVq9m9eq1bJo9mZX/TObTco8w8rNXaV3Egj16KQt3O6g6vD91fLJUSOcydO5aiy9e2sCa3VaaVsxhHLnOIcKl9TGnP8JSNGtSki8nLWHp8R70LGjCfnQRc7fZKT+kZfYzq+4Rf8+cyz9z5mMYBj27PEKj+rUvS5acYeSYT0hITKRgUH7eeGkYTk6X/np/+WMG8xctw2Qy0a9Xl5vSVxaRezSpcvhwNGM+mXAhoTKwT/ccb1FnsZh5elA/Pv78a/YdiDyXWHkGXx/vnEZ7fP3yYZCKw36CYyfs4HOtrLmNQxFR2BxguAVTPzTLtGtTAcLCimFeuwdr3CEOnrFSet9+Ym2ApQQ1agRemI1g5AujThUnZi5Ju/C+URGHMhcIzNjE6BbVGH3FZ2dw9FAMNnzv6LSiuITMS6IFAgOyffxA5EFGffA5AL/9NZORr7+QbWKlSMEggGzvW87VUDegFUOemMuzEybSv/kUCpSrRlhYCLUatKBlrRJ4mjIb+M5Du7HoxR95r3szPitUkdCwUKrXaUirJqEUvp4LAfY4jh5JwHbqTwaG/Jl9HXU6Q5zdQrVew2i36i2mv9SJOaOLUzkslLDqdWjaqiGVA50Vfa7JhF+nL1jy9mU7Z9wRBv5FCmYZ1Ng5fiSGDFsEX3UJ5qvsXuIcx5mkOM5ExWEUrkiFy+fCu5alQkkzM693jV9rDEeO20k++DI1H3w523IrdDYOhzkkd/X+Zv5e8kiMynp1+fjJU4z5eDz1alWnyyPtrrgSeHNiVBqb5i7ihN2VyslbmfbzzvOpFlJ9LHDs4i1A9uOHiEo1U7JieS5dttKNsk06k/NJdHaij8Rgt5Sn/OW3Fpr8KFPGHzYfIToNQp0y63S+gkG4G5fWnaxNcY7ia55Lqph5uE2LS/43898F7Nq7nwrly9C2VbNrvkd8QgJzFyy5CTnj64xhhiuFi/hfnMFoO8mRmHRMxctR+vJb7tzLUK6IiQUxRzlthwK5aqdsHI46gsPnISpcNmvXlD+UDl1DL9StXLW9eaxeXB4LLvk+Fyq+cdWkbGYf9Ob1xAy3QCrUaUuFOm3pj4PU45uZMX4MH/z5J6+9Xp7K33SlQPQRYmwZHB/TikpjsnsTd86ctWPLURy5zpVMLq+POS9tSjdpQomJ37No6Sm6d/UnasE8tvEAz7Ysfk9vuzx/yfIL9Wzh0hVXJFXWbQwnITGzrYo5doIdu/ZSrcqlu0ktXLIi81dnt7No6QolVUSUVLm6BUuWk5KSQj4vL/r27JLjhMp5Ls7ODHm8NyNeHUns6bOsXLM+Rx2l81+5fKXyOBsnSLUdZO364wwuV+jSRsN+lCn9H+WjrVZM/h0ZP/t/WRoZ0xVXr5xdnS90POw2B2mpaecmmpoua4yc8XC3ABcXe7SevyJoKcCDdSrgb8pmMFfI5Y5vq5eWmobZbLrqudqz98DFNJDVSkRkVLZJlXznduKIi4+7Sb0SL0IGfc3c9uEsXbSSNes3sOGfr5g1dQIf1xrG15/3pqKrgX/9//Hr3C6sW7qIlWs2sn79H4ybMZlPCzXjzW/G0vE/dgK0Z+2EGSbMZgNz4ba8OfIRipuz64cUoqAJLEVaM/qvWvRbvYQlq9azbsMKpr7/J199UpLHxn7NG00CMSkG3VoOOzdnLo1xRWfaZDKBpTw9x7xAiwAj27pZzNPGQlvmNAMjmwGXKUc/bMelVxgNMyYMvBsN5+N+lbIJ4gZOAWUxk5N6b84+gZSr1+WFGGXONkZl978Va9YTcfAQI197IdsYFZ9wAwuip23m38UnsTnshP8ylvArnpBx4RYgd5sdG5kzLG5lnDdMpsy6lGV8bL5WBcxRfFWYuZldMieLcZUIlE3KxgTY7VemPHLcTjmItNnBZMZ8vZXvLqsbbi6ZB5OclJLt44UKFsAwDAoVCsr28cTEpMxcltuNfam08Cm88fNRaj35Ah1KmS85w64FQuj8xjjSItsxestKNiZ2pY3ZjMlwImzwJwyt5Zpt4s63tAVO3VgcsWebbLp6fbxmTS7bmKYlvmHKqRQd1wAAIABJREFUohXEPhrKgrm7MKoMo2XRe/vWnwA/X44cjQHIduONgMv+F5BNPznA35cTJ2MB8PP1UVgUUVLl6po3acCGzVuJT0jgy0k/MGRgH8zmnA8vU1JS+ezL77DZ7Hjn86JurRrXNTjyqd+cWh4rWJKYxqbvv2Bxy5E0Dbj4+Ulbf+OPLcmkpYN7mYqUtZhJLVEEMyfISN7Mik3JNK197uqm/QRrVh3ABpg8i1Hc34mAoEBcDLDaIlm36RQDShXIHDyn7mTjjpQsa6qYKFgkCDPHyTCVo8voT+l0fnqnw0pKUgo2h4HJ1eOOZ/Y9PTyIi48nJSUVt2w6FWXLXpxSbbGYKV2yeLbvk5SUdO79PG/KcdnijnLgWBreRavRumcwrXsC1tNs+PxpHp/0LT+u78o7tRI5FHEKR2BxarXtS622fYF0YpaMYeDQP/n6j120G1bhwgD20q6FndiTp3BwruEz8lG4qDfsBL/KYVTPepHbfpLwBes5UbA4bkYqJyOiOONcgFL1O1KufkeewEHKoRm80vcN/vp2DgMb9c6811huVgblipFH2smTV9lx60aZKVi0MC6OPZjzB1M9xHLJgPnw+oVsTfSknIs3QQXcsG/bzZ4EBxV9sxxg6h52HrRB0Wy+xyVVMJYTp+xcuNRtLkzxwgYLM7woHxqGX5a3dMTtZsmKg3gVrIaRcToH9f7BK79aDl+X12Zw/1eMuvzqtMlkommjejzcpuVVY5SHe+4X0k7dOJ8lJyGo61f8+1otLplkkLaGt1oP4tdztwC1CixMQScbu/dFkE5gluemse2X9/n1cAgDhz9EiWs2AiYKFiqAyXqQfZE2qJTlBY6zHNh/CvwaUsiN7CYe5D6+1tesu1vGHEChICfsW/ZzIB0KZq3WqQfZd9iOS91C+F3ejuS4nbIQVLgAxsIIDsTaqVng4hvZjy3miy+W4vHwCPqFud/1dSP/ud17jsTEUJ0rbxGsWzOMujXDrvr6qKNHM5MvQUE3dBym1ChWz57OsWr9aF8q6MoLKyZP/PzMYDjjbAFT4aIUNjlIdSlESFipLH1BB0kRq1iyy4T/AyZMOYojLXLWz7kpo4vyNG1cjEk/LmJpeCxzd5kJfqkZhe7xPs8T/Xoyb+ES3FxdadH0yh3owkKq0DX+YfbsO0CN0GrZrqsyZGAf5i1ahqeHBy2bNVQcFLlL3JHwVqRwQV4a9hRuri6Eb93BZxO/w2bL2f4dKSmpjBk3noiDUfj7+fDq/65/TRUjsBWDe5TDxQBb9ExG9Hia96bMZO7cmfz8+Yv0GPI9+9Iz109p06MpfoaJgk1aE+ZugC2GP99+g6lrI4k5sou5n7zMp2uTcWCiQPNWhLmCe0gtqrga4Ehi1biXGTdnC3t2rOSHN97k1yj7JcVfuEFjKjgbkLGeKZ/O40C8DUfqMVZ8OoAGtetSo25XPtuWfscrSmBAZmN77PiJbB8vW6okI/9vBN0f68A7r79IgL9vts87GnMss4MT6H9Tjsu6eQK9H+3KSzNOXBwnWHwpWy4IJzJIz7DjSFrGqO6d6TZqKRd3vnamQPkyBJgdZJzb6cFsseBIPsiBY/Ys/c/5/DjnRJbdZZyp1rge/omL+GbqblKzdEpOzvuA50a8xbRddrAdZ/orXXmk/3g2plxM6LkVKk9pXwNHRjoZ2pH0JnbgLJgdpzgQcfZiZ9F6iD9+Xs6t2t3To1YTarhHM+Ob6URlmVVtjfqTt4a+xLtzjmI2XAiuVx2PtNV8/83GLPUvlX2/fM+82EvjgcUCtqgDRKZf7DgnrP2Zv/Zl+QBLaRo3KoZt3Q98tSH+4vd1xLP2ixcY+sp3rE8hx/X+YuLh3N/rfF1e8V8xKutMlUoVyvH2qyPo2qk9bq4utyBGpbJh7hJOGkE0bx3CFZ/gEkzLJvkxxa9m3qoEyFeDxqGuHJ8zhelHLp5nR+wSvp/wO/9GpuNlyuZEZdOcF6hbnwqmg0yfvIBj1ix1aNMUftyQQWC9BlSy3Nz4KreSFzUahuEau4Dv/zpIepY6tufnH1ic4EmtBiFcmfLIYTuFmfIN61PItpGfvt9E4oWqlc7ePybyzfT1xDq7ZslVXxyM32114/xaOlu278z28eMnTzF91jySkpKveCwjI4MdO/eee58SN3QcTlWa0rhABhsmjuK3/amXPeogafuPTF2ZhkfNBoS5gSl/fZpUMrFr2iQWn8pSpil7+P7V53jxk+WctoCRwziSs37O9bsyLJmp2KwRRdLXMfndv9ntFEqbZgXu+dm5hQsWoF/PLnR99OFsZ5kYhkHzxvV5+om+1Aitlu17FC1SiAG9u9KlUzt8vPMpDIrcLUORO/XBRYsW4sXnnmLspxPYtmMXn4yfxDOD++P0H/erJiclM/bTLzl8JBp/P58b2FbZlSqDPuDNI4N5Y/YRUo+sYPKYFUzOGvjMftR4aiwv1M3c9tIo/AivPr+MvqNWcCpqLu/2n8u7ZBksl+7Mm0Nr4wFQoDV9Wn/L+r9isJ7ZwNcjevE1gMkd73zOpMVd7BqZS3XllQELGPjldvb++j/a/WbGbNix2hxg8uTBfm8wOA/sX/pAhXLsjzjIhvBtlCyR/b0yhQoGUajgf1/FWb9pCwAPVqpwU47LObQVLYJm8vuHAxm8rxXVi+fDFrOZ2X8vIrVoFzpUd8HwqEub+j6smDuSPrZwmlcthEdyFKtmTmeDuQKD2z6IBTNlQ6rhM3UO4599leRutSmQtIf5P//GhlSXSzoCHvUGMbzJCl79bCCdt7SkWUgxLNFr+Hv6ahLKP87TbQtgMtto9lBVvhw7jRH9E3i4UQXyOyewb+nfzNjnQY1XWmQ7JftOS0nNvDXNarVitdquukvKha59Wubzk1NS7mwgqxhKVffZLHv/Od489QjB+U6zZeZP/LHDgdstuqfC8G/FsCF/0+v9d+jeYxWtGlSmkCOSxb/PZJNRnRefaIgnBrQYzJPT1vHR5CF02duO1tXzk7p3EdMXncLT18SFlTvMhQkJDsIx9SdeeN5Mn6ZFsR5awbQfl3Da2SnLwMaJB/sOp+O84fwwpBv7WjanVhlPYjfP5I9F0RR+7GO6lTZjOHJS78Hq5ISFVHbO/53ZlhBq18vZ6/Ka/4pRhpE5pbprpw4EV610a2NUygbmLo3FKNyL1lWzu1LvQkjLxhSY9gsr52XeAtT+uYH81e9zRvYcQHiHBpR1P82Gf/5kSUIp+g1ogb+R2Vw7ORnYj6xj+sxi1A9tQvXL+uzmkp15vvssBk15hW7HVvFw/RJYTmxk9l/LOezTjFFP1sL9JsdXuZUM8rd5hif+GMAno/vSc3N7mlTwIG77Av6cvw9LjRE828ov29s9ctROAc7V+jGizUKGT32Groc70Do0P/aIJfw2Yzee9d+k+4MWwI6TkwVsB1jy+yx8atWgyV1WN8qVLomPdz4OH45m7/6IKxaq/vq7n4g8FMWp2NMM6N31ksdWrtlAaloalSqUw8vzBmfZutfi2Xd6s+2ZybzVuR1/NaxPaKlA3IxUTkVsZtnSLZzwqMf/Pd+GQAMwF6PziD788/gknu9ylJYtalMxIIWdc/9izu58NHu3DyHOAPlzEEfMOOWwn3MdaSIszg5Ob/6Xv/9No1r9WpTxMM61y01oXHgy3+09gkfDx2kSYOgnLSL3LPOr//fam3fqw729vahW+QHWbthMdMxx9h2IpEZYMGbTlaE9MSmJ9z4ez9HoYzeYUDn/zX2o0OxhmpdxJS0hnriEFNJsZtwDilGlQQcGvf4OL7YtheuFNsCM34PNaV0tHymnY4mNSyLN4YxPkUo0emwo747sT9j5W3cMF0o0aEUNfztJySkkxidj+Jaj2RNv0NNvBYt2pYBrBdr2a0xxsxNB1VvQsJiDU8dPEBuXismrIKWDm9P/5VH8X9eKeOaBdiiflweLl63iaHQMjerVxsn5+pcOPRp9jF9+n46TkxO9u3W6YsXznLCfXMevv2/GEfwI3Wrnx+xSjFr1SmKL3sW6pYtZuGQ1W486KNG4D6+NGkxdPzMYHpSrU4MCKVFsXb2URQuXsXrXCVwrtGbIyDfoW9kTAwOXUmEEe55k79Y1LJg5i3krtxFXvBvv9vFj8SobDfs+REVXAwwvKjRuQgVTDNtWL2Ph4rXsOu1GpYef4703u1PZywBM+FSuT4jXWQ5sWc2ihYtZtmEfcd5VeWTYSF57pHSWupU37DsQydiPx2O12khLS2f9pnBqVg/G+SpbaM9dsISffvsbyFxw7Wh0DGEhVa97jaTsOBK3M33qSk6Xb0PfxsWuefub4VWeWpXMHN29meVzZzFrwRp2Z1Rm8OvtsC0Ox7NVH5qVMGM/vIzJMw9Ssm0vGhc1Q8Z+5ny7kLPBj9K1ZkD2nUpbBHO/mU9s1cw6d/E5ZvyrNKVBURuHtqxk0cJlrD+QiG9YF1557yU6lDq3FpLZn+AmtSmQcpht65axZOVWjpgq0Pn/XqFezD+stNaiR8eqeBsWCoVUJyj+AFvXLmbmrHks23Qc/zav8HSFbSw7VZlunYLxMYHhVoL6LarhEbuH9UsXsWDVDo6bStFi0NuMfrImfmZyWO/B5O2DY99aFi/+l0X7/WjeqSF16137dXnNf8UoLy9PmjduQMGg/Lc8RiWvmcQ7v+8l/6MjeK5u9ldmzYHuHJ0xgw0HoGLn5lQoEkKLugVJidzEknnzWbzhINZijXj8rXd4srrPufew4OcWx4YVi5k/ZxUpVbrQstghZn23mKSwzjwW5ovJcKFI7WbU8E3kwKZlzFuwjE0HrRRt1JPX3htBi8Ln0mG2SOZ9O5fjDzxMz3oFLx6j/QSrfv6LHQVaMaB5CSw5ia95yIzZ8zCbzVessbZ3fwS79+6nYvkyV931KavM3X+W4u7mRvMmDW5LDLMfXc4PMw5QrE1vmmRds8gSQEjzuhRKP0T48kXMX7KBfUkB1Ow8gjGvdaTMuYbEHrOSqdP3UfT863PUTgGGO6UbNqOK8wm2rVrI3AWr2HbKk+BHRzDm1baUcDYAA3c/C0fWLWfx3AVsdKpFj2Z1qHsX1Q3DMHB2cmLrjl0cOnyEBnVqZq6Ldc7BqMMcijpC3Vphl9y+nJycwoRJP5CWlka/Xl0I8PO94USZW5HatGv5AB4px9m/eR0rV65ibfg+TmQEUKV1P/7v3eG0Knox9jgXrE6L2v4k7tvE8sWLWbblMOlBden/xmiGNwu6cGeoJTD4GnEk5/2cq9VHe9QSvp91hHIdelC/kAlMPuRL3c7KJQuZtewEpdu3ofL5RdlN/rgdncX0rXbqDX6FTuXduBvTKqfjEvD38bovj/F07CkKFCig0bJITqJ7cmr6Hb8J4fCRaMaMm0BKSgrVQ6oyaECvK57z1nsfE3X4KIEBfrw47OkbS6hIrkz8dirrNoZTt2YY/S+7knMtNpuNseMmsD/iIB3btqJt62Z5+rs6rImcPmsnX0C+PLDzzO3x2sixRB87QcGg/CQnpxAXn0DTRvXo/liHK54bFx/P86+MxOFwUKZUCaKOHCU9PYNnnux3xUr2t//kpZMQm4DJxx+PvLx1oyOW355oyciUZ5k1pdcV6+vYkk9zOt2DAB8XdH1PMUqubcBTI3B2dmLCx5fuozfz3wX89c+/dGzXKse7/wx76S38/XwZO/LVu+K7WzeOpWW/WdQZv4CR9ZxUGbL9jdsZ/dFnRB48TP06NenT/dH/vAiQYbXy2YRv2bF7L6HBlRkysM89VR63vp+Tyso32/LkvGq8P+d9WnvfnS3ZvkPRlC1e6L48xn17dlGlShUFD5EcyBO3NxYtUoiXhz+Fp4fHVW//cXZyokD+AF5+XgmVO+XRDm1xcXFm5doN/DNnfs47e1Ybk374hf0RBymQPyDbxbvyGsPiif99lFBxOBxEHzuBi4szb73yPM882R/ITHhm50j0MRwOB5UrVeTl55+mXevmAEQdOZoHTp4zXgF5PKGSA2Z3PwKVUFGMEsnRADn9htbEuB+YzSYG9e+Nu7sby1et5ePxk4hPSMj2uTHHTvDuB5+yY/de8gf6069n13uuPG51P8dxZim/zz9Fvvqtqe+tlkxE7m15ZthRuFAQn4x966qPv/z80zpbd5i/nw99e3Rm4rdT+XvmXI7GHKPbow/jne/qSa4jR2P4/sffiDwUhdlsYvCA3jg76ypanutcGQZenp4kJiUxY858Tp8+C4CnZ/YrMPh4ewMQHRPD9Fnz2L13PwBenh4qTFGMErldHPHsX7mEeb8u5xT+BPprS7n/EuDvyysjhvLRZxPZsXM3r7z5Hh3bt6Zh3dpYLGZSUlKZPX8x/85fjN1up2SJojw3ZGC2i1rLVWTsYvpXCwnf8BfzEwrT/bG6eKpUROQeZ1ERyPWoEVqNtLQ0Jv/0O+s3bmFT+HZqhFYjpGplihQuiK+vNydOxhJ5KIoNm7aybccuADzc3Xn6yb4ULVJIhZhHtWvdjJ9++5uZcxYAmVf1Wjdvku1zCxcsQLUqlQjfuoMZs+cBEOjvR82wEBVkThmulG3WnZ4ZFfHSRTzFKLlhZrMZm81GWno6LlnWgjp/i0dO13tKSs7cleW/Fs7PM2wxzP34Xb6PLUqDQSPoWcGsinANBQsE8tYrzzP559/YsGkrP037m1n/LiSkWhVWr99Iakrm+W/RpCGdHn7omgu2y+V18hQbfpvCLHtxWr30Fs+GuqpMROTe79bnhTVV5O5z+Eg0cxYsZt2GcByOq1chVxcX6tetScumjXTb1l1gU/h2Dh+NvjA4/a+FPW02O8tWriY+IQkni5mG9Wrj4eGuQhTFKLkjPvrsK3bs3nvT3q9xg7r07NJRBXsPC9+6g9nzFnMg8uCF/4VUe5CHmje56k6Hcn/RmipaU0UkJ5RUkRsSn5DAqjUb2L5zD3a7/cL/nV1cqBlWjdBqVTSVXkQUo+SWS0tP59/5S9i7LwKHw57r9zGbzVSp/ADNGtW7KbuZyV0wcI6IZOeufde8mCD3Yd1QUkWVQCQHlFQRERERERG5jJIqSqqI5IRWNBMRERERERERyQUlVURERERERC5j6BhFJAeUVBEREREREbmMxWImw2rLs8eXYbVphyqRPEBJFRERERERkcu4ubiQfG6b7bwoOSUVNxcXnSiRO0xJFRERERERkct4ebgRl5ScZ48vLikZLw83nSiRO0xJFRERERERkcu4uTrj6uRE7NmEPHdssWcTcHVyws3VWSdK5A5TUkVEREREROQyhmHg75uP1PSMPJVYiT2bQGp6Bv6++TAMLVUrcqcpqSIiIiIiIpINs8lEUIAPNpuNqGMniUtIuiOL12ZYbcQlJBF17CQ2m42gAB/MJg3lRPICi4pAREREREQke2aTiUA/b1JS00lISuFMfCJWqw3Hbfp8g8ydiNxcXAjwzoebq7NmqIjkIUqqiIiIiIiI/AfDMHB3c8HdTbvtiMilNGdMRERERERERCQXlFQREREREREREckFJVVERERERERERHJBSRURERERERERkVxQUkVEREREREREJBeUVBERERERERERyYWbuqWy029fYDp+RKV6B9kLFCHjsadUECIiIiIiIiK3mGaqiIiIiIiIiIjkgiU1Lf2mvVlq+8dVonnBTTynIiIiIiIiIpI9y+m4RJWCiIiIiIiIiMh1spQuWkClICIiIiIiIgBsPXNchSCSQ1pTRUREREREREQkF5RUERERERERERHJBSVVRERERERERERyQUkVEREREREREZFcUFJFRERERERERCQXlFQREREREREREckFJVVERERERERERHJBSRURERERERERkVxQUkVEREREREREJBeUVBERERERERERyQUlVUREREREREREckFJFRERERERERGRXFBSRUREREREREQkF5RUERERERERERHJBSVVRERERERERERyQUkVEREREREREZFcUFJFRERERERERCQXlFQREREREREREckFJVVERERERERERHJBSRURERERERERkVywqAjuPw6Hg4SkVM7EJ5GcmorVasOhYrlnGYDFYsbd1RXffB54ebhiGIYKRkREROQu6D+rLyeStympcp+x2e0cPX6alPR0vD3c8fUOwMliVsHc4zKsNpJTUomJPcPZBGcKF/DDbNJENREREZG7of+svpxI3qVf4n3WIBw8ehKTyUSxoEC8vTyUULlPOFnMeHt5UCwoEJPJxMGjJ7HZ7SoYERERkbug/6y+nEjepaTKfcLhcHD0+GlcnJ3w9/FSgdzH/H28cHF24ujx0zgcuvFLRERE5G7qP6svJ5K3KKlyn0hISiUlPV0JFbnQGKekp5OQlKrCEBEREbnL+s/qy4nkHUqq3CfOxCfh7eGugpALvD3cOROfpIIQERERuQv7z+rLieQNSqrcJ5JTU3F3c1VByAXubq4kp+rqhoiIiMjd2H9WX04kb1BS5T5htdq0KK1cwslixmq1qSBERERE7sL+s/pyInmDkir3CS1hJaoXIiIiIvdWP0l9OZE7z6IiEJGb27rbmDI+kkE7ctrMG4R1KMbiFs6cvxaUvv8k1cad5eC5nQKLNy5C+GNuuNxlRZERcYrgj84QkcMdDw03L34bE0TTXccp+WU8Z7MpQsMwcHe3UKa4O12b+jKootNdUy65LY/WafF0evk4/1qzLw8XFxOFg1xpWduXF+q6kV+XC/KQNDZOeodpfk8yqmMRru96r4Pp30bQPdyVT0YWZqB33vyG9mMLeOO9KFq/2486HoZO+S2WNP1pQp5fSBomivabwuJXQ7GQwbJXGtN3Wix2w4MOE1YxrpmzCktERG4LJVXk+gdGGRksXLqS3XsPUKZUcZo3boCLy5Wdl+hjJ5g5Zx4pqemEBlembs0wDEMdTrn2QGrd5iQOZxl4H9mayIaObtTNQcSyRp+l19QEon28GD/Qh0qXD7AdNjasOcunqxJZcyyDk+kG/gEuNArxYXhTTx7I5tbp5BOJfPZvHNN2p3EoyYGHrzP1g314sYUXld1uc+k4HCQlZbBlZxxbdyWy4LEi/N7I+dLEitXKgiWxjFuTzMaTNnB3omoFL555yJc2gZf+Bh1J8TzyynHmZmT/eSaPfPw5ugAtLHm3PFJTbRw4mMT4Q8nM3FuAef28KHbJebezL/wsoxclsOhIBolmM6WKe9C7uR9PlrfglJvyMFJ4/o0jTDh9rSM0qNi6KGvbuVyzwbXFpzJlwRmmbE1h52k7dlcL5Uq4062JH49XsFyRPHOkpPHr/DN8szmF7aczz3O1Cl4Mae1D+8szS+kZzF50mvEbktl0ykaKYaJwQVdaVPdhWH13ilpurE5cVXoEG3e5UnVIQcz3aLw6tXUHx0rV5kH3e7t9y1jxNo2fns4Zu4Fn249YPqoB91zaInE2Tzd6jcXpYCrSgykzhhOsnvIFs+Yu4u/Z80lKSr7mc00mEyFVH+SJvt3w1EYJIqKkyj3KFsWvb37M9Jj/uGRqqcDj7w+iXsRPDPliP/X/93/0LmuGtE18/NwPxLR8ntEdinA/rVRit9t5/5OJHIg8CMC2HbvYEL6V/xvxLJYs95yeij3D6A8/Izk5BYCt23eybccuBg/onYfrxGG+7/sYX3i9yL9fdMRf+Z/cMQzKPpCPvj4Xp1k4UtP5d3Mqx+2AyUKD6u6UslwcdJYoYr54L6I1lb+2ZJD1DmHbmSSmHwqgbulrnJSMdL758zT/HLRh5Hfjim6fPYNpU44yaH0GqY6Lg6LomBR+mpXC9C2+/DEsgAZZEgNx+2NpN+E0G1KyJhVS+XPuMf7dnsq05wJp4nGVTqWXK53q5ONklhknR/cnsOC4AwfgXcSDDsXNnP9WhrMbRU2XD2BdaF/VBZ9zT7Kl2dgXmcLaWDsOh41FM07yY9XC9Pc9P4hN47OJR3l5tw37+c+NS2fZ2lhWbEvmtWcK8WLxix9iPZHO/uu4HftOlwcmC7VD3SnvfD5H5uBYdApLDltJcziI2nSSN0M9mFTNlPk+Djsr/znKI3NTSbjwuVa274zjxd2JLOpShF/qO18YHF5vedy0AeuJeHqOO8HMs46LU7kTM9i8PY7wHYnM6liYP5q5cH5o4ohPYui4GL49luX558/z1mReH1qIF86f5/Q0Pvz8KG/st3GxxbMRcTCJLw8l8duWAGYM9iXY5eaXQcaB7Wx3qsiQYnegpXTY+O7zSJ7a78GPHxak463o8TjOEr71GKVrVMDrXm8z7OkkJyeTZDcw0qx57OBMBFVvSxeScBguVCuc2/pmJTUlmaQ0MKeko5UqLtqxex8//jb9uvqLGzZvxcPDjSf7dlcBioiSKvcyk3dZmjYsQ77sHjQHUNLFwLC44OnpjovWeWXvgQgORB6kUFB+unfuyO/TZ3Pw0GG2bt9FSLUHLzxv5Zr1JCenEFqtMg3q1uTr739mw6atnOxwmkB/vzybDHDN54O3u4sWG7rBzm3txvmpnbVzFXuWFuGpHOf/2bvvwCiqtY/j39m+m15IAgQSCL13pPcOUkRFUbH3Xq7lvV577xX1oqJcEVGULr33DqGFEEJCIKS33Wzfef/YAAkgkAga5Pn8B5nMTp6ZnTnnN2fOAFojE66P5oY/mEzfecjKvMKyE5RWwetVUX1u5m938GqC+Yw7o/YSN4fy3BxIL+XnVUXMzvThg7OGnUW78niqLFAxRli4u1cgjXAxc0URy/JVbEcLeWZFMKuH+B9FUm02nv42n612UEwGRvYKYUCkyr4thXx5wEPpsSKeWhrMxqvPPgpBWyOQl24MLN8DY/EPNpZmeVFRiGkezicjTWf8rrP8OsIC+b8bwyuOuHE7efmdI7yVoaI67cw/4OW2zloUVBKXZPFCWaASFhfMI12MuFJL+Gqzg9xSO69/l0/vZyPpXDY8w5rl4qjqDzxGtTQQfFqZgHckAAAgAElEQVTHUDGaqV322X9XPSo8BaUxcMOY6IqPgqg+Fk9LZ8xqN17Vy6JEO642ARgBa3Ie9y7yByq6EDN39QsizlbKlJVW9ji8LJyRxecN6/BoTGXroaVz+xDspWd7zE0ldb+VVXkqqqKlZW3ducN31cOPM3L8gYqioXGrECY002ModPDj6mK2Wb2smpPNly3r8Fi0f/kpP2Tx7XH/+tt1DuXmBC0lacV8tNZBnt3O2zOKufaxUOopkLImh9dT/IGKLtjMzT0DaIyLWatK2FCskpecx/1LLawe6t9vlTkmzs1Lys790OJ6Ev6hrQ21eD/b0mvT7vYgJIf/O2lpNPoZ3hgtlbhUUlLTALh21FBGDx903uULi4q5/4nn2X8gRYonhJBQ5e/icrn5fckKrh7S/5I+MqIEN6T/8EFn3g0tr/lYPnhfDhaAkhIbAPXj42jauCGNGyZwOO0IRcXFFTu6dv9t7OZNG9OiWRNqRkeRfCgVl8tdjbOAWMZ9toBxspv/zi4KG7ZbOeoDFA19+gRzfHkhiV5IS7SxbZSZq3SnLT83gxGrPfguYN2b9pSSpwIaPffeVos36vvPLddF+2j1RTFZqsq+g3byVANRCiStyWdaIaiKllHjavNDJ52/49TBQtulVpK9oIlQKVU5o+N5SekN9Kiv5e0MD6oKDldZx97jYPI6Jw4VNIGBfPRANGMDgR7BtCGNcRs9uLOK+SYpgs4tFEAl5bgbjwqm+qF8flPQ2QPmMtW2HoqGro2MGNe4KVXB5VLLjgcfS9aUkOrz7/Pbb63Fe401QAhjaxyj7Q82SlwOvlnv4IHRJvSVqoeB60ZHcd3ZwrsDOfTdqKIqCo16RPN+W+25O9xuB0sO+FCBoOY1+P3uYGIUgBDG14MOXxRz1O1kWbKHR6N1uA8V8vYef0gS1z2GeeMshChA10C61i1kSQEoWi2lXkDrZsEOB3bVH0g9dE9tXqvn35o7G2no/GEhKT6VPVut7BlspLWmcsfEuTOVDLbvdtNyXL0Kj1j9k85XJXt2c6h2C24PO98Bbyd12Q98OWUeqxLTyC1VCKzZkE4DruW+e0bTOuy0RkhpOsunfsOUeevYcSgbq89ERN2mdBk4lrtuHULTkFPLu5Y9S8d7ZlKkKoReM5HNb/U6WW9vyn8ZM+x9dnpA3/4Zlv44gboaH0cn30LvV7fiRkfLx3/my9ZreOej6azYl0WpPpwGnYZx31MPMjzBBGoRMx8exn9WFmMtO9XY5j9JhxWRjP54Hi91czP7/q48vMgJ2lrcNmUed5X+lxff+5nNtR5j8VO53DH8A3Z6VBRLH95d+RnXnKyXj2P/u53eL23EpWqIv/MHljzTpgqN03PNqeIgbdn/mDhlHqsT08i2qZjCatKobQ9GTbiDGzpFocPL4cl3MuajnRS7yrbs2I9M6DSbBrdOYsbDzc6zTZXZvxeyPW62vj6M6745ghctjR/8mXmPNj25DWrhLO7q8SxL7CpKYD8+WPEJo0Iv7UnX5/OfVS+0TX5iOa/XhxBCSKjyN/B6vXw48Rt2JO4lvm4srVs0lT1VTTRqUA+NRsOaDZvJzs0jOSUVRVFo1rRRheUaNqjP4uWrmT5zLmvWb+LQ4XRq1Yyhds3oi3Fpx+NW0eq1f+2dQZ8Xj6pBp5X7kZeM285vuzx4AUVvYnTfYDL2FpF4TMWbZ2V2egRX1a9Y/6BwA+3idP5OtNfLwaNuitWzd4C8eh1NamlBZ6Fn7VPrMQdrCVEgSwVFp/g7JKqbhbucuFRQzBaub607dbwZjdww9G+cHtbtYm2q1z+CQ6OnY7z/u+DNsbOuqKzLHxdw6jEcRUOvFibMm6zYVB8bkp14WpjQoZJ83I0XhToxenSlbnYdc5OjamlQx0hc+dFE1bkeqo+NyU6cKqAotKlv9M8/4nWy+pA/fFDMZgbWP9WxiWlqoa3GxiovpB+0c0Q1UV+pRD3+aFNspfz7hyL2e8BYK5SJoy2En++UoYCubNMCw3QVlg8M1xOpwFEFDDp/ELZzl5X0skfphnU0+wMVAEVL1+4RdK1wQfVwKN//hdAEmulb59TKLXFmOhgKSXGAt8DNER+01vz5Gpz86KO72WFvxHUNzxepqGTsL+T1hcUsSHNTpGhpkBDIfcPDOOvctE4Xc5YV8OW2UrbneLGqCpERRrq1CeGZgUE0M50+KbKV8Q8no4+PZOuTYTTQXNg6zr+z7ezemUpMq5FEnmsfq8Vs+vBu7py4k+Jy/cv8tJ0smLSLZYu38vGPrzK4bB4cNX8dr9/+CF/vtpYLi51kJm3g16SNzJuzkre/fYORdS7G8FmVonVvc+OnGzh8Ipy1H2fPkq95JDEb7ey3GBKu4i4tobjUffJ3VLed4hIrDu+Z67Nteo8JE38g2aliiFLRxg9kWMtP2LXdjWrfwvINVq4ZEnSyNhtWJ+JWAW0dBg1ucZEbpm72f3svN7yxkYJytXdnp7J1YSrblvzOipe/58vr66A6SykusXPiwSbV68JW7MXqPM9DQJXavxe6PfG0GtSX2t99R7rXS8ra9WQ83JT4svOEY9sGtvlPeFg6D6BniLRLhBBCQpXylz+Ph/c+ncSu3fuIrRVDw4T4v32bPLt/5IGPD9DtxJwqZ+Uic9tSflm4hd0ZRbiNodRt0p6hI/rRqeapBxacx7cz87dVbDl0nJwSL+bIurTrM5wb+sYTeBlcE0OCg7nvjlv4dup0Dhw8hMlo5KZx1xBdI7LCcu3btGTsqGH8NmcBhw6nExEeyl0Tbqj6Ptj+HsPv3cyQl2+k8PuPmbOvCJ8pgoRu43jm/26mfsr3vPr2T6xLs2GMakrf25/kiZGNOPkiBucRln/7Jd8v3ELSsULchlBiG1/F1Xc/yC2dIv1D831HmXLHWD42/8s/pwp5/PrACN4M+D+m9NnJy+/NZU+Bj4CIOrToexOPPng1TYOkIXMxOQ5ZmVcWCpgSAhkUYuB4Kz1vH3Ph8bmZu8PJS/VN5e56K3QYVJtVg050aP/4LTGgYfB1dRl8lrBs2Xobqaq/Uzq0o8U/f4nHxZ7sE51RHeajRdw7o4DZGR7cJj3tWwTzrxGh9L3Edwe9hTbe/MnDiSlTvG4vB1NKWZvrf1Skdb8oHon1b4Mn13XyjUlBoboK5xRTsL+zblNVjuW6cWAi0Odif7b/8RrnwTy6rywlyeH/t6LX069/FF8Ms1BLA3irRz3wuZg+M5tdJ06rPh/Hj9lZetgfxoU1iODtbno0gGp3k1I2iE4bpCOm3OlbE6QjWgt4wZPvJs0L9TWVqMcfBL4r5mbzXa4KWgP33RBOlwvJmnQWxrXX88taN1mb83i+qZanmhnQFdr58lf/SC1NUADXN9OiqF72Z/r/VhQd0dh59+tcvtzjIg8tCfUDuHtoBHfUL5unSKNn+JAa1HeBxmKkRflLmMdHSVl/UTFo/PO1+P5sDU7V4tjOvRQ1HkBT47k79SnrjjN4qpVjaKhd20zvYJVDh4t48EM7bUJPS0g9Tj74LIPnU3wERJrp0cpMiM/L/kN2Ziyws+KYyvp7gqkZGcD/Xadl4Yo8pucYmDAmmPahZmooF76O2uc7lB3JbD0QRturI8/5yKh90yc89cUuin2gCWzMsFuvpWuUjcSZ3/PT9jxcabN44b0BdHuzD0HkMf+VZ8oCFQVdVDvGjhtIE0MGy6dPZ1W6E+fhufzfM61o9f1N1PvTuYqX9A0bCIjvyvX9mhGcv405c7dx3K3izV7I5LmPMmhCLa79eiejVv2bznfOIN+nEDjyU7a917fsccxyI1B9+cz7chqlLtBZggkyaUBbh8FDW/Hujq24VBvrlm+ldEhv//Fm38qqLQ5UQBc3gKEtLm6zVC1cxIcfb6LAB0pAY0bffyv94/Tk753PpK+Xc9iZw/K3P2LB4PcZfs9PHBw/mzs7P80SJ2jrTOCnxc/Q4TybVJn9G1hUie1pNYD+tabwzREf3n3rWJd7G/FRCuBh74atFPnTYq4a2J0waYoIIYSEKuUDlTc/mMi+pIPERNXg3089hMVsvgzK6OXo0km8PO0gmnpt6TmkJhb7MbavX8RHew5yw5P3MbyODrV4B/9993s2qnXp2rUfvQOcHN25kVXTvqTQ9DRPdgu9LJ7JbtemBQWFhUz9eSb9enenS6d2Z11uyIA+pB85yqatO7jp+jHUrVP7T5Y5g+mvvkdE+2t4dEwtbNtm8P2Cz3ksbSkh+T5aXns7TwVnsfR/P/Lra88T2WQq9zfRglrA0pfv5qkFbhoNHMFtoyPRFB9i3dz5fPRoJoafPmf8Oe74efZM4vH1bmKH38VzjSxkrf+FqT+/xsOuCH57oTuBch65WM1f1m2zcdwHKAqdWgUQrSjUaBVA/UUuDvjg8C4rO0aa6HgxbtB6HXz4dS7T053sKvChavQMGx3DZ+39IzBUp5ecsslNfEVFTPjQR9GJsMbtYtX6XNYnOfnmyRiuCb2EGYLVwYzVjrP+LKxpJFNGmk9OYuuw+/yjNYAAo1LhfKIYNZwYuOKx+7CqEOhyk1Q2iuFwSsVpfVW3myULjjHSU5tlo80EVpN64POwZmMRa87yI21oEB/fHkabE5PYOrwnJ6dVjAqW00K2ACPgAtXu849uqkQ9gs7y+c60Ap5e4390pnbHSJ6qf4GzMykaBl5bi/96M3lgg4NPvkrnk3I/1kcE8sYd0Vwb7A8Bc6xl88z4XHww8RhF9hOT1XrYs7eIR5PtJN0byztNtSiKjj7dQulzlu9b0vpiVpftw7BGFtppAeefq8Gp/ZTLjsQCGvdvxLmu4r7CEp6cYeWYwcRj99TipcZaf8jtdPLF10d5creKWq6l4kop4rMUH6HNo1hzb8jJO/c4Hfz7nQw+2GdlWWkwNwebuaGHAcfOPKbn6RnYI/TkRLUXvI6Ac+8254Hd7AtuxvCYc+3nEpZNnU26VwXFTLd/fcFHN8agAcYNqUvJoCeYk+8je8nvrHf0oV/WLL5emOsfXRXQmed++Irb6/lj5FvGtOHhkU8xN8eHdcsUftw1juf+9KtpFHQNJvDtjKfpFOAPSK6OGcPoiQfxqB5SDqTipdaFzzOmOnGED+SVT15kXKuwk43MkIFDaPfuNjY4fRSuXck2Z2+6G8G1Yw0bSvyzYMUNGEjzi9wq9abuYV/ZvEe6Ftfy5F2j/IHg4P4keCfw/JISVE0h6Ud8EFKVC0vl9m/fymxPi1YM7leL7yZn4HXuZM2mEm4cHgzeNDZsyvSP6DR1YFCv8Ivedtx/IIW9Scn4fCoWi4kh/XtLE0UIIS6HUKV8oFIjMpz/PP0wwUGXvrvqPTKfp++ef+YPNDGM+r+nuS7u/E0JtWgLU2cmo+twE6/c1Z7wsl+5um9jPnp1Gr/O2EzXR7pg2reFLUUBdH/oAe5pVdbq71Mfw+s/sSvlCM5uoZj+QQdXaamdpGT/BGXR0VEXoc/tQtfxBSa9O4woDTCqDWrKTUxMLqT/J1N5vqt/osDBsfkMf3Qhu5NKUJuEojh3sHhVHiGD3+a/r/Y++YaGm64yMeqemWzb62J8nT9u9nuziqj376l8NDrG39gf2RnLhHF8tn07h73dK975FX/iJGDn18SyR3+0Joa30KEBNHUCGRJRwIEc8OTamH0kgo7xF6EJqXrYsc/ODuepzvreJDt7OpvoGgB41JMBheryURpi5t5+QbTWeVi4qpBZx32480t4Zl4wA8dbzt3BvEQK9ucw8nsNC24Joo4GXO4TnWsFk/60UEWvYFJO/OkqTsCT4yK5rFMdXD+MyRPC6RnoZcfmPO75uYQUr8reFXlM6RHLffrqXw9vYQn3fqol+JEaDAj0/50n4ihFpzn59/v/Q8FSNuRJVVUcvsrV4/7IM4+nafMK2eMFRW/mocEBlbp7XHjExrQkt3/uk9OD3UI7sxMdjI2zEIWK/eTzCT6KPHoGDwhlRDTs31bIl/vcON0uvvqlkBufjaDdWa/yPvaszeK63+yUqKAJDOClEQGEKn+yBuXLkb+X7Vnx9G5qPmeHL21bMcsdCi2GRPHCiUAFwGjk7uvDmZmUw6ryNQkP5IXxJqLrB50KQ8qWb19TgSwfNhdwrkDkYqwDN0k7D2BueTvnfLGRJ4ktO6xlI33aMXRg9MmAQgnrzUOvPUfbo17QRhPr81G0ZSN73SqgIXLobVxf79S4PE3UQO4a8zkLvkzB4z3Gxk1H8Lat9ye/NRrq9B1Cu5N/q57GbZphVg5Soqo4HE7USq1PT6e7n+PGVmEVghhNzX6M6PAuG9c68OWuZcUeD93bKexds4FcH6CNZ9DgZhe9UaqEhhOqQBrg3vQmw4etoG+/XvTt3ZMej01jyVN/8gMqtX/VSm6PljYD+1BzyhQyvKVsXLMD+/CemPK2sD7Z6z/PdxhA74v8qsKZ8xYx/bd5Ff6vZbMm0ka50OtyYREGvZ6AP3iNtM/n41hmFrG1a/7hOvLyCzEbDVjkVdRCSKhS1UAlPCyU//zrYUJDgv+Sz/7Dt/8ogTS5oGHsKrY9u9jjrMGQQW1PBioA2ogODGw3l22bDpDi7kIrvQEdDg7vSSKrcQuijQoYm3LrSy9etgfQ7n1JHDx0GNQzm11HMo9TaiulTavmZzweVDUGOgzqS9SJGmtjqVdHi7aoJ0M7nXrzgrFuPLU04POU9QxMPXl58SpUnRGjcmq/OUtL8XL+SdQ0Yf24cWjMqca+thYN61lguwePKieRixbCHbTye9mjP/q6AQw58ZIorZHhLfR8utyN1+dm7k4n/4k3/fmJL7UWXvtXXR4scjF/WR7v73GTmpjL2G81rHsghDgFTkyfo2iNPHl/bZ4vm4/i5tY6xryazSI7ZCZa2eQ2cvSrVO7dU/GAUMxB/PxWDEP/xJlWHxvBumfKvf3Hp5Jz3MaHU7P46JCP1M3ZPNDAzMzuOgy6E0GKit2lVugMqeVCIkWnYAJ0NcOY/1oIXhVMFh3hBn8nq2uPKF4/VMoNm7z4PA4WJHm5t2Ul6uGxUHfZETrMdFBhamqNnkcejzs5QXDVrloWPn6ldrm3/6hYi1zMnZvFA+uc2I4WctfPZrbfGkiIVjn5tijV7fO/RvvER6sqDs+JfEXBpKlcPe6LrDink/d4MV/t8082G9E6lFtqVNzs5EV/XI/XI6088EUuC62gMZt45JZonmimR1tQyqc/ZvFmkpdVCzK5LaQuc7or6E/22jT0HF2b6b31/vPTVRYi303nhcMqniwrczPDaVfntFo7Xfw44ziPrXVSrII+NIDX7o3hthr+5f5MDcpfFwsSd3Mkvj2tzvlcq8qeNCduRc+gloYzvtOa8ACGxOay6ki5q0ANCzfX8P9uSZGbQ7luUnPdJKfbmJLou6AA4GKsA89htu3V0fqO2HO/2cmdw/G8sqgzJJY6Fea+MNFowHhOzUjmJel4dtl1RUtCs9NH+eho1KIheiUFj+ojOzMblT8bqigEBgacFsDq0fun76lCoyqU+vXCzxzZoolmwLCOvLZuNaXeY6xacQBPayNr1mbgAXT1BjC0qb+Snm1v0++Gb0nzVvzbWz81h1/via/caT7uau4eNo1HZx/FrXrIT17DL8lr+OWL19GH1qNjv+FMuHsCAxMsVRvtUan9C1RyewxtBtA/5gcmH/VRuGEtiZ6eNNu6gZ0uFRQTHQb2PPd8PlUwZ8FSFEU5+YYfi8VEbK0Ytu5IlIbK+QKpuQuZ8/tiFEXhpuvH0LtHl9PCkgJeeesjSqxWasZE8cIzj6HXVzzzTZsxm8XLVqHRaLjt5uvp2qm9FFYICVUuzEcTv2Vf0kF/Y8eg5/NJU877Own147lx7NV/+rMv6O0/5wlV8nLz8fqymPXqY8w6a5VtlDhUjC37c33rVP637GseXx1EbP36NGnUkFZt29KmTgCX44CHtPSMP/xZYEAA/Xp159rRwy7Sp2kxVnivdVkH0mzBUq5RoWg0pzXotBh0RexdMYuVO5NJO3KUI+mppKTlYfcZaHa+NmJUNNG6io1QRXPxWjHHMo/zv2m/nvs4VTTcd9fNBAYE/ENPRSprttnIKmvEuw7l0uKB3LMul7LTRuIIE+3+7HuvFQ21axqpXdNIhwQ9jtcz+DBLpTCpmF+yQ3gyVENQ2Wdoa1gYWm6CBU1oAINiFRYlq/hKPWQ4+Ose3dMo1KgVyAuj7Pz6YSFpPh+rNls52i2UKLMGowIOFazO00IVp48TD3NozRr/fEM6DdEhmrPWpnWcAd0mOy4VMgs8+IyVq0fdv+zYUQgMMTJubDgLtmUy3Q45O0tY4gxkrFl7chJX1enDVuH3ykYjAIpZ4x/BVol6eNGWu4CqbN9QQqIXUHQM72yhMlPLHNtRzHyb/29p2LMGL7UuCxiiAnj2hjAWvZLLFq+PNWtL2N8tmOATQxo1Roa20J+6dmj0DGiq5+XDLjyqh/QCoM6pzyk6UsTjk3OZlulDVRRqNgnjqwnh9CvfEaxyDcofbCXs3HmUuDbjOff8mSrFDv9roaPOFr4oOmqHgnKk/G7zsHp5Hi8ut7KpwIcXMFt0JNQ2UTdcISXnAgp+EdbhPbybnWoT7jzfpCaqD9+Jmw5nXJvOsrha/rx/tmvBqXON1+ej2uX6ih6DXjnr97RG38FcZV7DslIvh1atJuXaAFYnewEt9QcNpMmlaJFqohj2zq8kDP6N6bMWsGj1Lo7afKiouAsPsW7Gx2xYsoWXZ3zFTfFVaIVVcv9WensMrRncN4YpU47hzdzA2mQ77vXbsamgmNowqE8kmotcMrvdgcGgZ+zIIdJLqqTFK1aXfY9Vlq5cc0aosmnrDkqsVgAyj2ezZ98B2rRqXmGZpSv8D7f6fD6WrVwjoYoQEqpc4PVIVUnPOHby38ezcjiedf4WjcfjrTZF1Gg0oK3NoDvH0OlsA2w0ZqItCuhqMeDB5+h4eD9bEpPYl5TC5gU7WTJnHvWH3sGzoxpUCAcuB7VionjuyYcxm6vxg0uliXz5wCN8uVtD/a696NqsO50G30xC4FZefWzaBezgS/uWoVo1Y+jYvg3/++nXPzy+7r9zwj84UAFcpfy2+0JeiwyebCuzM8JpV7eSe8Xn4ofpecwu8r9Z6JFbwuhy4gyoN9A8CsgCVA/HS1Sooad+qALZKqqX00YlqXh8J/qaCgF6BUOEgWa1ThupYtRfsjl3tJZTgYGvxEuOCrUiDNRVIFEFa4GbQhWiypaxF3rIUf2dm9goPSYgO6OUncX+nlpcvJlG5W6Ll9hPddgCTBoUfWXqAYZAPU1r+agwZ7BGT7ThUl3NtISbADuoXi/HbaCE6qkXCBSCt9jDUQ+0L/t8X7GHo2XDRnSReuppK1mP046tubvdeABNgIWrG57ZzfnjeqjkFHrwlq08OkRXIWDXBuuoqQG8/r8hS9VSL0KDBi8+VNynfWlODbzTYCk3QezRndmMmlzEHicoWh39hkQzabCF6NM2tco1KH802JLYlhpDu/HnmydMIcyioKhesq0qnP4Yg+qjxFl+wITK7kWZjJ7jJLyJ/3XPfeIM1DYrKKjMm3yI5edtPlyMdfg4vHMf7majaXi+VpQ+nMgQDWT7UAuPctSmcipxc5G6Zh6bMn2giaTtkJ5ExdRAq+zHo3o5tDcZBzHl5gLykLw3Gf9LejRExdSg7NA4tYTbUzFo8bhxVZe8JaIPw7sGsHyJFW/SSmbNCCLRrYI2gSGDG51qkJojqdeoIaYKzTwtceH6ql2LNcE0GTCB/wyYwPPOHPauXcbCxQuYNW8jaaUqvqJNTJ2Twg0PNar8za1K7d9eNLJUdnsMtBvUm+ipUznmTWX1yhW4NuXiQ8HYZgB9ozSI6iMyPIyMo5kARISHn+XnFf8vMuIsy0SEkZ2TB0B4WKgUVQgJVS7wIqso/OdfD/HCGx9SUFhEi6aN+Ncj96LTXS7jNjREREWgVzPQhtajaYW3A3nJTtrJwVIzdbQq9vzj5JQaiYxrSf/4lvQfAar9KPMnfsrUxcvZOiiBHpdJqqKW3Zlp1bJ59Q5UUClaPpnJuwwMeOMH3hgYcfKujvfA7rM9tfS36NOzKzq9jsn/m17xC6rT8uDdt9Ky+T/7teK2A1YWlL2lRRduZlxT/Rknp8IMG7PTvPh8bmbvcPHvusbKncAUDbYsG3OTVFSNg7BOIVzVwt8x9BXZ+D3t5LMx/iHcGiM9EjR8mO3Fm2flf0nhdGrmX74ktYjvD5dNNljTREuDhsbj6nL1X3hc79lpI7msA60L0RGjgDbaxFXBkFgIrsNW5haEcHu4Pyiav81e9viLhi4JRnSo7F2TxehVHnyKQu/r4pjby//WHBx2pmx1+QMAjZb2cTq0Gt2F10MPcV1j2ND1rzuGilOsLCt7fEwx6IgNALRGutXX8NU2H6rDzsy9Xka00aKgcmiHle0+f8c+PsFMHUVlTWXqUb6LnV/K6rI3I5nqmel8lmfTzlWPrDQdesWFR1XZkWgltWcoCWUnqmOJVjaVJTHaMD2xGoWwRiYsG2xYfU5+3ujg3hEmLIBqLeW/m/3bqegNtKvpv564MvIZfzJQ0XPDrbWZ2F5/lkfoKnlM/MGxWbpvNweim3NjxPnfJd08zohhk4NFu108H2essE1qaSnL0sqdpH1u5m13YtdbeOmOSG6wnPa5rgs4oV+MdXgz2ZZop/mo+pw3I9Q1oV1LM1OX2lBdm5kx6wijJ9RFB6iFK/jgiX8zO8+HJnw0k4b1IqF9J5rq1rDD7SP798n8cm8XbqnrP9P5shfx5c+p/n2gjaFTpzi0gM9gwKDgf6TtwF4OevrRTOfv1CcvX0XqJbgHpVbl4qmE0ndYV4KWLqLYs5PJXxuwq6BrOIDB5dpOuqa3M3nO7RdhKz3s/OphXltWjKpY6PbYxzzaqQbN+15P877XcXOrO+j2/Hpc+LCW2IXbv8IAACAASURBVM4c9aOqFYJ+1ePE4fIHi4rOgNmgreT+7Ya9CttjaDuAflHTmJLpIfG3ieQf9oJioPWA3sRIplKt3H3bTSxaugKzycTAfr3O+HmHdq0YVzySpOQUOrVvc9Z5Ve6/cwKLlq0iMCCAQf17SVGFkFDlwkVGhPPSs4/ywhsfsnvfAd7/bBJPPHgXWu3lcbUwN2lJc2Miq3/fxID6Xfyv6QS82ev55rMZpLa8lQ9ax5CxdBIvLTEy5vknGBPrX0gx1yAuyoiS7KEaDb45L7vDP/2jy+Wq5luqUpxfgFsJJT4+tNwwWTsHV20gwwex1WRLe3TphE6rY9J3UwHQ6/U8/uBdNGpQ/x9+GvKxervt5CiKlt2jmDjYcEaHrXRPFs0+LyZbVTm408qe4UZaV+YUoegY0s7M8wdKKfF5+P7rdI62D6Sl0cOmHVbWlYU6AfWDGB7h35bePUNouimfPV4333yVTmqHAJpr3CzeYmO/1x9Q9OoWRMNLeKo6/ZXK+FRys+wsSSmb1FTR0K1dADEKoDNzWxcj3y1w4rKX8tT7GaxpZcKSbeWnfV58gC46mAmN/Z3dDq0DqLWmiAyfyspfMxiaFkgHi4+du60sy/Y/PmSuG8rtCf7lq0M9znilMiq2Iher9znIKOsB1WgRSG8jgIbB3YKou6OINJ+H6d8fIScxgOY4+W2z3T+EXm/k5s5GdCiVrsfJUDDdwe4TAU2skeBKZuNRLYMZHFDKb1Yo3p9Ln7ftjGmkR1NgZ+YOh/+xOEVD96sCSdCApnUo14XZ+CZfZeeCo/TICKJ/DZXEXSWszC9bZ+sQRgYBqo+5CwvZUjYhsyZQh3qggCcOnPb1MJm5b2RQlWtwiou9O1KIbDn4jFEwZxPbJpg+c+wsXJrNa41q8XzDE2//cfHdtDxmlUL5k4FOC3i9ZFpVTg3t9HFwWy7v7PVv39n6++WnzqrqOk4egll72FnUgKsbX8D7spVQBo4bTMyKGWR67Wx8607uzhzPgHoe9v72LfPyfYCG2sNGcpUJtPVGcXu/yTy6IA9fyXpeHn8XB8cPpLEunaU/TmN5jg9QCGh3Mze19UdQ2vgG1NMp5LhUPElfc9dt2YzsEE7J/pXMXnbAH6ZeDJoTQZqKc+8qft8cRetGLYgPueCTMCG9htAzeAlzi3yU2h2AjoaDBtLokrRGNUQHu9i9dSulqsLOpx/FeccI2tYy4craw5xvt/vnONKE0KZdgr9BrNFR9v43fLk7WLZyO4FNGtG0tpnj0+6h54sbcQPGvm+x+aurCa7U/tVQXNntATC2ZXDfKKb+cBx3SjKHAcXQksF9Y/grW8khwf7pxzdt3XlBo8XzCwoBCPuL5kisDmrXjOa2m67/42+AojCgTw8G9Onxh8vUia3FHbeMkx6qEBKq/PlgZUfiXj764hseve92/6M11ZwS3I7rrt7AK9On8+Ib++ncKo5IXxbb1mwmSUng5mEtsKAlvkNbai9dwqxPJpLbuQmxQVCUvotVG4sIbn81bQMvj1Eqv87+nXkLlwKwbOVa3G4Pt46/tppurYZaHToTr/maH158Bf3YTkR5s9m7ciYLUn2YFQ8pa39nU8vBdKz9929tl07t0Om0TJ76M48/eBcJ8XH//LOQ085vu/0dfjR6BjbXn/UOuCUhgN7mYqaXgifLyuxj4bSOrdx3pk6XGry55yiPJHrwON0sWVfAknI/14cG8vYNISdHCRjjwvl6lIPhv5WS63KzbF0hy061johrF8VHXXWXtGF7rlcqo0CNphG81eXENii0GRTNfw4e5T8Hvdjz7UxbYT/1bTCbeGp8+MmRFIFNIvikh53xq1yUuj2s2lDIqnKrN0QE8sGtoScnya0O9TjXK5UB9OFBvD0y8OSbdwKbRPJFPwfXLnFidbhZur6QpSc2WaOl36go7i8b0VHZepwIdQ4fc5UFXFA/Wl/pC6sSHMT7NztI/qaQ3U6V3HQrX6VXaImT0DGKz7qVjRoxWXjt1nB2Tsxnq93HvsQi9pX/rtQM4fNrymrgcbA82Xvyjru3yM6Pq+1nnimDYcSIIJpUqQblv88H2ZoURJtyb0E55xk6NIi3r7Gya6qNdz46zPQ6JlqFwOE0O7vtBka0MDDvxB+nMTCyk5l30kp5+YMMtrY2UwcvKWmlLM/T0S1Wx75UJ9/NyidyQCjXxipYjKB47HzyYy674wJ4sJe5kuvQnBECZ+/aQ3bDnjS7oEGaCkG9n+CtW/Zw3+T92FxHWDbpzVPfGxQCmt7CG4908j/mo0Qy4sXX2Z72OJP32fBkbuD7dzdUWJ8xfjivvz2e+mUnSk3todw6aBJb52TjVZ0cXf8Ln68HFD11O3cgZPNm0i/CTRttQhMaGxVy7Cqeg9N5ZPxirp+0krd6VuZY786IXiHMn13gPyZ1DRgyKOESzSmnIWbkYzw0azfvbC7CdWQlE19cedoGaajR61Ee61/W8Tc2pFmCloV7PaiOXXxxz80svudHFj7V/CLsXwVLZbfHv1F0GNibqGnTyPT616lr0Z9+tf/a9nHXzu3ZuGUHu/bs5/A55tMrLzgokJuuHyW9LSGEhCp/V7CyZXsin/73ex66ewKKUt3DBi11+t/F80GL+HnxNtb8vgc1IIw6DQfy6Mg+dIjxNxf09Ybw1AN6ps3bzLal81nt1REQEUuL4bcxdnCrSk1s+Hc5mpl1MlBpmFCPg4cOs3rdRnp061RtAwBt09t4/zUn73yzmO/fW44hpgGtez/I5Dcbs+Olh3h7ySd82qAd304wVovt7diuNW1aNUev010RJyHrASsLrGX7KiKAwbX+4ItgNDOogYafd/lQyx4Beja2ko8A6QzcdncdGq0p4KMNNjZkeijyKUREGOnWMpiH+gfTKahig7lVv1qsjy3i7aXFLEh1ke3SEF3TxLCuYfyru/mC7sZf1BBXUTAaNdSOMdGvQyhP9LRQp3wRDEYef7AOTZfl8/GmUrbnelFNOlo2CeLBoWGMKr/BipZB19VhZUIB7622suKImzyvvx7dWwfzaL9g2gVW73qggF6nITLCSOfmQTw8MISrgip2UnqNimV5nQLeXlnCyqMeihUt9epauGlABPc302Gscj38UrI9ZfNaaIgOrtqJPLplDZY/a+GLJUXM2OcgudCHz6Clfl0Lo7qH8mA7Y4VJX0MaRLDwaROfLizkp30ODlvBEmagZ7tQ/jUgiNZlj7WodjdppZWpZ9VqcII7ZQ97TE15JFZzwTuwQdeaLA8r5PVFxSxIs7PwuIZ68cF8ODKC7geOMb9cYtSgVwyzNXm8vMLKorVOMOto0zyUn+8JpautiJu/ymPxjkJmtwhhbKyWwX3DGZBZyOothRws0XNrL3Ml13HaJNRqITsSs2nYrbF/sucL+hPD6PncFH5r+x1fTF3A2j1HyHNoCa3TlG5Dx/PAXYNpVG5lSmRP/vPTz3T9/hv+N389u1KzsWImsk4zugway123DqFp+cmElQiGvvYNnqj3+GLeFg7mubFEN6bHdQ/wdL/9PDByM+kXI6KoOYaXX0vmuY/msT3DhiY4msiAyh7vgXQf3pOwubPI84Gu8SAGJ1zCx73Nzbnv219oPu17pi5Yx87kY+RZXWAKpWZCS3qOuIX7xneh1olzqLYBd7zxHGkvTGLRniwcujCiI879WvBK7d/Kbs+Jy1/7AfSJnM7ULB8oOloM7EPsX3yuNRoMPPPYfaRnHMNqs52/7aXVkhAfdxk9zi+EEH+iOaqqarWbPD43L5+X3/6Y3LwCnnjwTtq3aSl76k/adSCNhnG1/vR6Nm7ezleTf6Bb5w7cfss4fpoxh0XLVnLLDdfQq3sXKfRlJjntGK0axUkhhBBC/CU8O96h//XfcNiro+UTM5l5XwLS7a4+brzzEYwGA99+/s4FLe90uTiclkHjhv/MR5UvVvv5cmzL7dq1i1atWsmXQogLUC2frYmMCOfFZx5jQJ/uNG3cQPZSNRIS6r8FnJqWzqx5i0g6mAKAxWKR4gghhBDiLFTcTgf27B1M/nQW6V5Q9M0YOjBeApXL3C8z5/PSWx+RuDdJiiGEuGJV2+cLwsNCuK3aztNx5WqUUJ+EevGkpB5m9vxFAMTWrkmbVs2lOEIIIYQ4k1rEzPt78dTKE5PbKwR1GcvIehKpVMvdxYUPYreV+udoKimxSuGEEFcsnZRAVIZGo+GpR+5h+ep12O1OTEYDvXt0vWLm/xBCCCFE1SlaC7GdruPfL4+mlrwSuNrRarV4vV6cLhdGw3lfGo6t1D9pk16vl+IJIa5Y0hMWlabX6xnYt5cUQgghhBDnp4Qw4p35dLRpCY6oQbhFRqhUV80aNyBxbxK33f/UBf+O0WCgfnwdKZ4Q4ooloYoQQgghhLiEFEzhtYkPl0pUd48/eCdzfl/K/gMpqKrvvMvXiIxg1PCBRISHSfGEEFcsCVWEEEIIIYQQGA0Gxo4cIoUQQohKkKdZhRBCCCGEEEIIIapAQpUrhCIlEHJcCCGEEEL8o9pJ0pYT4u8nocoVQqfT4vZ4pRDiJLfHi04nkwUKIYQQQlyO7WdpywlRPUiocoUwm4yU2h1SCHFSqd2B2WSUQgghhBBCXIbtZ2nLCVE9SKhyhQgNsFBkK5VCiJOKbKWEBlikEEIIIYQQl2H7WdpyQlQPEqpcIQIsRkwGPXmFJVIMQV5hCSaDngCL3N0QQgghhLjc2s/SlhOi+pBQ5Qqh1+uoERqE0+WWYOUKl1dYgtPlpkZoEHq9vFVdCCGEEOJyaj9LW06I6kVClSuIyWggJiIYr89L+vEcikpsMnntFcLt8VJUYiP9eA5en5eYiGBMRoMURgghhBDiMmg/S1tOiOpLos0riEajwWQ0EhWq4HB5KLLZKSi24vF4UaU8/1gK/tnrzSYjUaHBmAw6DAYDGo1kqkIIIYQQ1b39LG05Iao3CVWuMFqtBpPJ6D8xG/WoqsQpVwpFUdBqNeh0OhRFkYIIIYQQQlxG7WdpywlRPUmocoV2rvV6PXq91EIIIYQQQghpPwshqkrGjAkhhBBCCCGEEEJUgYQqQgghhBBCCCGEEFUgoYoQQgghhBBCCCFEFUioIoQQQgghhBBCCFEFEqoIIYQQQgghhBBCVIGEKkIIIYQQQgghhBBVIKGKEEIIIYQQQgghRBVIqCKEEEIIIYQQQghRBRKqCCGEEEIIIYQQQlSBhCpCCCGEEEIIIYQQVSChihBCCCGEEEIIIUQVSKgihBBCCCGEEEIIUQUSqgghhBBCCCGEEEJUgYQqQgghhBBCCCGEEFUgoYoQQgghhBBCCCFEFUioIoQQQgghhBBCCFEFEqoIIYQQQgghhBBCVIGEKkIIIYQQQgghhBBVIKGKEEIIIYQQQgghRBXoLtWKVVXFVuqkoMSGze7A7fagSr2FEEIIIYQQ4oIpgF6vI8BsIiwogACLEUVRpDBCVBOXJFTx+nxk5hRgd7oIDw4kOiIEg14n1RZCCCGEEEKISnK5PZTY7GTmFWC2GqhZIwytRh46EKI6uOjfRK/PR3pmLjqtloZ1axIRGiSBihBCCCGEEEJUkUGvIyI0iIZ1a6LTaknPzMXr80lhhKgGLmqooqoqmTkFmI0GYiJDpbpCCCGEEEIIcRHFRIZiNhrIzClAVWWCBSH+bhc1VLGVOrE7XRKoCCGEEEIIIcQlEhMZit3pwlbqlGII8Te7qKFKQYmN8OBAqaoQQgghhBBCXELhwYEUlNikEEL8zS7uSBW7g6AAs1RVCCGEEEIIIS6hoAAzNrtDCiHE3+yihiput0cmpRVCCCGEEEKIS8yg1+F2e6QQQvzNLu5EtVJPIYQQQgghhPhLSP9LiL+fvNxcCCGEEEIIIYQQogokVBFCCCGEEEIIIYSoAglVhBBCCCGEEEIIIapAQhUhhBBCCCGEEEKIKpBQRQghhBBCCCGEEKIKJFQRQgghhBBCCCGEqAIJVYQQQgghhBBCCCGqQHe5bbDD4cBms1Faasfj8Zz9j9LpsFjMBAQEYDKZZC8LIYQQQgghhBDiortsQhWHw0FRURGlpXY0GpXMzExy8vNYu34DB5P3ExRgITQokGZNGtOoYVMio2OwBIRgsZgJCQmRcEUIIYQQQgghhBAX1WURqhQWFlJQUIhGUSkpLiTzeCbTpk1jy9bNON1u8nNzCTQbMeoU1q8KJigggDZtW9OufRcaNWtFaWRNwsJCCQ0NlT0uhBBCCCGEEEKIi6LahyrZ2TnYbDY0Cqxdt445c+eydetWikuKKCnMR4MPp8NHzYSa+LxeSvLzyT2eSX5+Lvm5BRxJP0yLtp1o2rwtLpebqKgasteFEEIIIYQQF8zn87F7bxLrNm0jNe0I+QWF2ErtBAUGUCMygiYNE+jSqS0J9eKkWEJcYap1qJKdnYPD4SAoOJhduxJZtnwVS5ctw2q1otfp0CsqQSYddq8Lj91G3dhahAQHkXL4MIdTMtDrA2jVvhM2m5WMo6nE1o4nOxsJVoQQQgghhBAX1ifJzeP9TyeRnnHsjJ+VWG2UWG0cOpzO/MXLaZhQj7smXE9srZpSOCGuENU2VCksLMRms2E2Wyh1uPhh2k9MnjwZs8mAyWSgpKiQEKOC1utlSL8uDBnUnyaNGxIVHU2J3cWrb7xD8uGjHDyYQkBwGBp9Fh63l/j4BhQW6uVRIHFuvhzmvvkGP5uv5eNHuxCiSEmEEEIIIa4ES1aspX/vbgAk7k3iw4nfYLc70Gq1dO3Uju5dOlIzugYhwUHk5heQcfQ4iXv3s3bjVpJTUnn+tfd5/IE7admssRRTiCtAtQxVHA4HBQWFmIxGPF6VjKNHWbxwIQadFtXjotRhxazXUDMylG7tW3DdNWOoF1cHVB+Kx0lMeBj/euJRvp86gzr16uF2u9HpdJRYiykozAHAZDLJ5LUVeEmZdBvXTjzEVc/P5bNRoZw9R/BxfNYTjH5hFcU+UKLG8vWCZ+l8liPJsfV9xtzzEwWD32HVqz3Rl/+haiNp7hd8OHkhGw9kYVWCqN20E0Nuupf7hzci8O8OMRQFgzmAQJOOSm+K6uTIxgX8vGQH+48V4dQGEhXflD7DhjKoSQhaOdiEEEKIS8ZzfCNffTmbLfkNufutW7nqLM09944p3DtJ5d4Pb6GjTmomKvrmf9NJTTtCsyYN+XzSFFRVpUvHdtw8bjShIcEVlq0ZHUXN6Cg6tmvFNVcP4fsff2X95m288/GXPPPYfTRr3FAKKoSEKn+9oqIiTEYDHi/4fF6+nDiRrMyjKPgwGjTEREcRVzua2OhIYqLC2LB2NQf3BtOlc0dCQkLx6LQ0iIulTq0Y9iUmMnjkKEBBr9eTnZ1FUGCI/zMkVDkRf5Cx7CMe/2wr+SU6bG71j/OCwlW89+4iMq0+ADR2F94zFlexHZzDS/83hX2FTgLsHiou4ibp2/u49s3NFPtO/F8eqVt/5/NtK1mT8jU/PtqGgL81VIlk4GOvMLDSv6iStepbXvlfEpq4tvQeVptAVza71m/lhw9TyXvsCW5ubJRDTgghxJXHncvmubOZtSGZjBIIjoqjw4DhjO0ai6XsDoY3fz+zf1nImqRjFPgCqZXQmmFjB9MlxnCBH+Ll4PIFbKQDjz7VhyYXeMm1b/qG+/67E1eFBouWJuP+zfP9w1Hwkb93KT/N28qe9Dzspiha9hjKTcOaE/ln7paoTtLXz2faou0kZdvRh8TQuFN/xg1tTU1pLvytlq9ez/LV6wG4edwYhvTvdd7fCQkO4qF7JhAeHsq8hcv45MvveO+1/8NiNktBhZBQ5S/s3jsclJbasZgsaLUqSUn7WbliBXqdgg6Vnp3b0q5FI3SqC4/bi8fjIWn/PtJ0KkY8tGvXHo/Lxd59SdSOjmD7zl0k7d1NvSZN0el0aDQKObnZ6HQGHA7HFR2seJJ/5cWPF7I/aRc7Uws5R5ZyosnBlonv8FtWABHhTvLzXRV/7NrFt/+exPKU/WzfnUGJV4WzjfMoWc5nn2+l2KdgaTaO11+5mdaaJH548Xm+2WklcdJ7/HTNd9xeR3P5FdWbyuIFSTjjhvDqMwOpU/YNG949ltdfnMHyxYmMbtTh7x+JI4QQQvy1LTwSf/qcTzaa6Tr0Gq6pa6Jg7wpmfP8J6fbHebZ/NFpPOr9+Mon53tZcM24gdbW5bPl9Pp9/aMfyn+tobbmwi6fd4UCJqkeL2NCKo2T/kI/c7DzUqPbcOLQJwSc/RkNIvUAUwJ40izc+2YCu02BuHloTTVYic2dP5h3Xfbw8tj5Vyz9UCjdP5c3JB4nuNZA7r4lGl72LOXMm8/Lx8bx2bwfCq0F7QXW5cOsNGK7QtkuD+nFnDVRmzl1EZnYO990+/oyfjRszguSUVA4cTGXGrN+5edwYOQUIIaHKX8dms6HX63A4HRjNFg4kH8BaUoxGVYkMDaBj62bUjgggL+sIWdk5xNatzzVjx5K4dT3bNm+iecMGmAwGNq1djWoMIj62FpEhwRgNRjQaDYqiUFRcREx0TWw22wWGKi4WPHoV9821o4m/hY+ehG9fnMa2Ag1hddsw/N5neXqEmZXvvsC7M3eQ6Qmhbsve3P7Mk1zXNICSBU/Q8+H5FKqBDH5/KRNHBPujBu8hJl47krd2edAl3M2v8x6jlc7B4aXf8tGkOazem0mpIYL4Vj259q67ufmqmLId5mbVc324dXoehI5h0oLrOPzaq3y5Np4X17zDEIOP/B3T+fjzX1iyLYWsEh+GkGgatO3DDQ/ez/UtQ1AANWsXCxeuIsd3YfvGvf87Xv3hMJauT/NQ5Oe8NPO0UMWTwcZ5i1nlPE+Yk7SV7SU+0IQx+JGnGNXaDNTjqcc2MOf2n8hy7mbjDju316ncWBW19AjLZy1gRWIqGVYDtVv15qa+Xqa+vZTaD77C3S20qEVreePpGbjGPMcLAyNPRT6e3Ux8/GsO9HiEd6+NR6vmMf+t1/jJWG5OFdXJkY0L+WXZTpKOFmDzGQiJjqNdr6Fc1zuOQAXUoiMcKoCYq5pTq9y3SxOeQNMaCkkFBRSpSKgihBDiiqJad7NoQzENRz/IPf3C/dff5gmEWl/ng+UbSe1zNfXStrMuM4jej93A8Mb+i2iLmFJSXl7O2gNjaN1GD3jJ3bWIH2ZtYFdmKfrQOrTpM4wb+ycQjI2VH/+HLxM9wLdMuK8F979/F931+WybO4vZmw+SXqghqllXxjb1oqIpF6rko60zgAHd2pwZkKjFbPx9HTkJV/PurT2IVIDmjWkcXMrTkxezfsDd9K7K5GtqPuuW7cHd9gYev7E9QQpAYxqaCnl8ymrW5bRneFTF9Tp3/8hjn+Uw4pWHGBJ5YnhPBtNf+oANLR/inWvj0ZQeYfmvs5i3NY08j4Wajdpz9dghdKmpP9muPbrpd6Yt2Ma+zBLcukBqNerINeOG0qGGFjwH+ObZ7/DccD9N9/3KjC2BXP/mbXQq3c/s6b+z+sBx8l1GatRtxpBxo+lTx/gHj0qf53P8jTeSl83ip5V7OFSgJbbDIEZGbuazvW15+8meRCrgzdvDb9N/Z+Xe4xQTQK3GHRhz3RA6Rv013ZiDh9KYMu3XM4KRFWs2kJ2bx03XjSIosGKbVavVcOct4/jXf95g0fI1jB4xmMAAi5wIhPiHqnZDAUpL7eh1BlC0qD6VzZs3Y7MWodUo+FwedLhxWYsoyTlOXnYW27bvJO3wYcJCQ8nNziIt9SA+t5OmjRrSpFECjtISfF4vFosFVVVRFNBpNTgcTkpL7ZXePt/Rn3jikSlszXWheh3kp25gynN3c+3Y8Tz87XoO5duxFx8nae1PPHfvu/w/e/cdHlWV/3H8fadPJpV0WiD03nsRUWlWREUF7L2s3bXtb9ey69rWsvYuShewgAKKotJ7E+m9JCG9zGQy5f7+CNJByAaI8Hk9D4+PyWTunXPn3rnnM99zzkwvRHfvT68YC5he5v20AO/vz5U9n5lrQoCVun360NQWYP1ndzPo9v8yccEmcrxl+PJ3sOqnUTx13RDu/nwzwUM+kDOZ+MgdPPP1SjJLyofZ+Fe8xXXDnuLjH35le34pgVAZJbnbWDZ9OI9ecy+fbgkBYO/8V76fP4clC+ewaMwtND5a+WpoG2Oe/ZAVRkvuePwyah/usRHn8dKs8udbMudNrko5wtvLnkrL7j0466w+dGuwr5zXGhVJREXDhuBOJr/+Bh/8tAtX425cdG4LYrd+y7Ovz2BHuDLemSa7f/mIpz+YwXpLPXpdcCFXXtCVJrbt/DDyHd6fX4QJGLFduP+Fp/i//qkHzJ1iFu9gSx5EpCQRZ9GFR0REzrRQpRRLckPaNdp/zjYnqSmxWHw+fCZgmphYsFr3PcKw2bFhYobLP4u9qyby7Js/k13nHG6783qGdY1k7cS3ee7rbQSMCLre+nfu7hiBo/VVvP7iNXR2+1k1/m1enbKVyA4Xcectl9DFtoS3P1+5b6iPWUhmdoD4pGrgzWXHzmwK9x8HFM5lR1aIanVqE7d31wyiGjSgdmgTv24KVqxRwsX4bcm0bpm+35ctBlHJSURTitd3aAmxs0ELWrq2sXhFwd6h1aHty1iQVY0O7WthDe/m+7ffZPhKJ12vuI77bziPxiVzefOlkcwtKP+L4MapvPzhXArq9+OOe+7gwWvOIiXjJ94cuYD8vW0SZN2k0UwPteCqm/vRzJ7D9A8+5OtdyfQdeiMP3zKA5oGlfPTONDaGjnBr9ofbMcme+RkvjF9PVOdL+cvNF9Aibyr//XoLe5+ydB0jXv6QSTuT6HPNDdx/bS/Ssn/htZfHs9RrnrD3a7PGDWjSsN7ef5u3bmfNuo0HPugP7llrVk+hfZsWhEIh5i9aqouAyGmsylWqBINBMCyEQiFCwQBbN60l4C8jymrDZbNiMwxsdieemEQ8uwspKi6kMDebRg0aULtuxYFcuAAAIABJREFUfbZs20V6g1Iys3YTEW8jaHPijo0jFAwTDpsYhoHFsODzeXG7jz8xNoMGaQOf4JHLGxGY8waPvT6HnFAmv62rzfmPvcE1zWHBO0/ynxlZhDJ+YvrKID06duH8XrF8NTGXgtm/sNh/Dj2cJsXzZ7O0zARrXfr1a4wl8wueeXEWOaaFtIv/xQdPDqB26Uo+eugunvtlJ1OeeZbxPd5icPJ++1M4m8lzU2k/4HKaprSitqWU2SNHsdJnYonrzkP/fYyB6S7y5v6X2x+ayOaiRUz+KYuh16RisbmJiS0f4xmKdmE1jhIofPsfXpnjp9Htj3F9AzuzDp+W4ImNLZ8LJRiJ8wjhga3VdbzxwXUH/dTP6hmz2R4Gw1qXZo2Ob1hW4YJv+GK9lfbX/YV7usZiAcxzm/PxP9/mu6JKGMdqFrNi4Tq8iT144v6BNP49C+pdm/BfP2H1ul2EOkVhsziIjHL8npqx+LsFrMnOYs2ylWyP7cSNA1ug7ylERORMY0npzn1/637gD0u38tP8XbganE2aFax1OnJe+jy+GPsFtS/tSC1rNgu//pFtKd24sokNzDx+mTyPklZX8n9D25VXkTZrRC3zP/zt+xks7TuMDi4PLjsQchHlcWItms83v2RTY8AD3HtRDWxAu+Y1sTz3PKN37AtNMrPDFBeN5L5pGeQHTQxrJHW7XcLtV3aghj2KuGjI37GLIjONWKP83si3bSu7QmWE87yYxBz/xPbWNAY++NBB9xslrJi1nNyYJjQ93JdTzvq0a2rnzWWrKejVmVgjzNbFy8lKbEWn2lbKVv/Il2tjOf/R6xmUVn6b36JBJIV/G87XMzPpeH4y3kKT1PYDuGxwF9KsAPVIzlvBkp+yyA5D+fqYZex2t+ehYWeRZADB5azdFKLh4Avp0yYKA2gYDdY5QUIBOHQWfvMYtrON76euIbLXXdwxoC52oHXDCHIef4/Ze56jYNGPzMitxeV/H8r5yRagKS3r2Mj++1d8M78vrXrFciKKfx9/8K4/zsTC5p7/Hvnbu3atWrBwyQrWbdxM755ddSEQUahy8gTCYFgtOOwWLj6/HysXzKbMF8Cd6MEwLETFxJGckkKrFs2I8njwRMZSVOwjPqE6/tISfN4ykpKS+GXJSjr27o8zOoGyQBiHw47FsGCaJj6ft0L7ZkSdywP/uJreEUCLq5n8wVy+KgFXjzt45rrexBrQxvsDH/w8ntxwCUXFYcBD1/5nUe3LiWTnzGbGyiA92gVZNHsxPhNs9c6jfyML2Z9/w5wSE2ytufa+C6gfaYHI1tx436WMmf0eG0vmM3VmAVcMitz3kWVJZfDrE3m2154hRZSydeA/eOOsMNaEZvRqXwObP4e8QGBPlYuJt9jL8WT7ZtEsXn5xGvlpQ3n9lhY4CVTuATeLWfnpI9zy1moCOKl/9YNc0+D4Zn1bsWQtpbEd6dMhdm/5lRHRgD5da/DDF7n/+z4akZx197N0M2w49ztrwn4/ZSaEQof5QDUL2Lh8JYtz8tidD9VqRuHA1FVHRETOcGEKNsxhzIhJzCptxW1XtC6fx8SWSq9LuzPv5e94+8Wfyz9+bcmcc0cvGroN8G1i1WZIH5yOvdS3t/K3Wr104iavZWNGmA5pB24ptG0TG4O1GNC5+r6bXmsSHdvVZNyeUMX055Nf5iQyvQs33t+Feq4SNi+ewvsjRvGyK55/XlGXLr1bMOn9r3lldIgLWyVA9m9M+WYxBSYkhEKVc/+bu4apYz9nwgon597Rj2aHnajFRbM2DbF9spIVJZ3o4d7JgiU5pLRrTZo1zNY1GyiKb0Kz+ABe3577NUttGtc2WLRlB35SiG59EQ+0BsJlFO7OJiNjG/OXZBIiff8YjBpNG/L7CCMsidRKhfGTPmNkqDudmtenblpnhqYd8cbpD7dj5m1ibU4EzZrX3jf3jasBrevbmV1c/j7ZsmELoZq9aZe4L2Ay4pvTPu0Lxm/cQbDXsc6bc2qkJCcCkJGxW6e9iEKVkysYKMNKGJwGtWrVoFatmoT9RVhCftxOBwF/KWGrSWS1WOx2JyYWdmVkEgyFiIurxu7s3bTr2o2kuo3YVRKGcAhsVkzTxDRNLBZLeUVMBVhi4on/vUrBYsVmLf/giEpJwvP7B4/Vdkhg7+nSn3MSvmRM1k5++XktwValzJqbRxgrDfv1oaEtxJINWwiaQGART/VqxlOHftyybfNOQjTc98Hiak2vztH7pfQuanfoiHfKaEZ8PIrXHl7Hhh25lIYrmuOXsuzt5xm3K5mBb91Bp0pekiecv4LPnnyEf0/aiNeIouU1/+btR7vu+Rbo2GVkBbAmpxwwjwlYSKqehINKCFUwsNoN8tcvYfrKLWzLzGb37t1s37mbojKIOtyfWOtx2UMPcRkmJdvm8P7r43j1tTD/938XUl/LN4qIyBkoVLCeqePGM3FhEandLuLvl3Ymfc8NVNnGKTz76mwi+tzM870bkGgpZN2sL3j37dcwb7+P61OLKAqVsXr4P7hp+MEf0zGUHGa4jOnz4TUiiY0yDvhMj42L2e9LmPbc80r7/X7voEG3y7hu6zr+NW8h6y5Np3mHq3kkOInR33/P278UY0tsQv8r+2N/exK4nEcMjzaM/zf/+C6KYf+6iz5HmnU2kMOSKRP5dMpqgundufnx/nSu7jxiBYa7SQuaMo7Fv5XSNWkZC3Yn0rlddayYFBUWE8z8kWfu/fHQm/7GXnwmuLybmTp6ApMWb6OASBJTUqlhcxy0PYOo6Mh9P7Okcv5tNxL+Yho/jv+Qb0aCO7Ee3c+/lMFdq+M+zM6aJUffTrikmCIiiD5gojkrUVFujD2hirfED1HRRO9ftGNEEhdlUFbiJQAnJFRZumIVFouFls0aH/ExVmv5Tv375be45Pw+dGzXCsM4sCES4uMAKCwq1skvolDl5LJbLeUTqZpgt9lJT0/Dl59NpN3AMEOEA6UUFXgxDJOYmHiCpoPdObls2ryVgK+Q9LppRCUkUrdFW3J35uAzQ9j3XMIPvtidNO4OnN87kXGjM9n480w29Asxe1cYrI3p16cBNkyCgVD5vBy2FFp2b0zCIVWfFuJrHPgha9hduKwHhiBLX72Oq974jVJHdbpdfh1Pdm9Fy7T1PHfxU/xYdrx3PzuYPXsTgVCQcbd0ZtzBH5iZo7m62VQGv/8Tz/U8no+1MLkLP+TBB/7LjzsCWGJbcu2Tz/Ho+XWoyHpM5RWYhzm2x3G8zaMVkZjFLB/zBq9Mz8JdpxltG9elfbOOXFIzzNw3P2Xh7w8L+inxh7G73fsNfzLw1OrMZT1nsfDLVSzLOJ/6NTWxioiInFn8W2bwymuT2Jrakxv/rw+dqrv2++QOsfqXmWxN7Mk/L2xG+cdkAs3Pu4pBv/2dD39YyeXXO3EYHs6652lubXGkitYDq0aMCA8eczsFxSb7ev4mJSVeTKKPeouckhqPxVdCSRiwOanddRAPdx20b0vbvmUWUTRNdB0xAImq3ZxundxHXB7ZLFnP5699wOTCdC6+7VEGtIj/w5WEjIjGtG8Y5tNla1gTv5yslLZ0rGEBQjidTmz1zuX5R84m+bA75WfpuA8Zua4OQ+69nrPqx+EyTHJ/fIP7vz9oOwdNvWhLaMrAm5oyMOQlc/N6Fs+cxvjhH2BLfoyh9a2HbGfZH2zHcDlxmT6KSswDjl9xiW9PXa+FiAgn7CymyGTfvHtmCQUlJvZY1wmrUvnws7Hk5Rfw3mv/xuU8/BE57+zujPr8K7Zs28Grb39ESnIij91/594gBcDrKwXA5dL62CIKVU4yi9VKoCxAqT9EkyZNaJCeTtZ2g4Z1qkM4iBk2MCzg8/owrF5iYt0UFBWTkZlJ1s4sgoEy2nbuVn4RczjwB8Hc02P+vVrFZjvZL91FpwFnkzxuNBlrfmLsBIN1IbA17kP/BlYgTPVaKVjJIGBpyJAX3uSK32dDM4P4SnwETQOry4OVo1TZBJYwbuwafKaFauf/jff+0Qs3EFw1h52hqnKETfJnP8/Vtw5ntc8gstnVvPj6w/Sr5ajwMybGWQntymBXCOJs+4Kb7IzdlB1DgGKWFJB/lFFNZvYCJszIIPbs23nmqob7PtiDa1mw38ifsqWj+Ms7a+l415Pc1sp+wK1J+XvORzCkC4+IiJxhyjbx+XuT2NlkCE9e34aEw2QidocdfCWUBAHHvg50YXEYa5wdmyeZekl+Zq/chL9F/T3hg0n+/NG8+EMkV91/Ic0OupWw1qpDun0us+fuot+F1csric18Fi/ZSpDmAJQuH8Ojw/Po/9db6PP7MBPTx4YNGZDanRq2MNtnfManmxpyw7WdSbYABNg8fym7opoytO6RAh4LSR0u4rYOR7q58LJk7HAml3bgwccG0jzqGL8IMiJo2aYewc+/Y4Q7h5rdW1HDUr69mum1sM/6jZV5vUj+vTImsIUvXh/LtvY3cFe3AJu3lRDXuhfnNojbU1kdJHt3PmFqH3GT4YxfePmtpaRfewcD0yNIrteS/rVM1s//lB27SjHrew4MlsJ5f7gdS3wd6kV/w8pftxNsklbeKfFvYPm6ACSXv57a6bWxzlvB4uxe9E8s34KZ9ysLNxnUuazmCevIJCUkkJ2Tx5atO2jUIP2wjxlw3tmc1a0zs+Yu5IefZ7N1+068Ph+wL1RZv3EzAKkpSboGiChUObkMq5VgMIzTZscwDLp07cK6lW62bfgNT+3qOOxunDaDkGGhrCxAdk4OGRkZ7NyZT8hvxWqz88033xBbqx44ogiFglgdBoZR/s9isVRoktr/lbN9f/qmjOXjncv4dKRB0LTRtN95lIf7Fmr2OoemLy1jWWA+H748hbYP9qGeI4tf3niQO99ZTLGRxo0jvuSJ9kercijD7y9PDIp+ncnMDU1oFl7N2H+PZV1FOvPWOlzz7jQu3n8WfALMefZyHppShJFwEa+MuY8eKcfxXYFvIa8+/imrfSaGqxGXXteTiM3z+Xnz3o2S0LgTTROPvZqjeet07KsW893i82jSsXw4lOnbyHcztxFiv4lqLRYshNm9K4tSEvb8JsDGH2exJgTVjnQzUVxMUdigWmrSfiWuJiUbfuW3wn1t46hTlzq2ZSyfu5L8lm32DWMq28rP83YQjmpLwxRVqYiIyJkltHERc3ZHUr97mHWLF7Nu//s+RxJNW9akQY8epM/+lrfednHpWfVJtBSxYd73fLE9gd6DmhJhddK7bxOmD/+Ulx19ObdZEtaspUwcv5jQWXdQ/zDfzRiRLRnQ/Tuenfw+rzKA3ul2ds2fxtc7nHs/z12N2tPB8xZj3hxF6IL2pLlL2b5sBhMX2Oh8S1dqWCwE0+IpHPslb7hMLm0VTdH62Yz7zkurYefSvKLfCfnXMnNxMYltkyhavYQ5BwUntZs1osbhxtVgEN28OQ1GjmOlrzZXtkvaU1Ni4Gl9Nud+8zqjXh+Jr2876kV7WfvDZCZuT+Wma6phWEqpkeIkb9nPTG/lpLG7mE0Lp/PFL/mEbTnsyPFR5zA3Q5ZqyVQr3cg3oycSNaAVtdylbJk7jSXU4NL67kMrdSwxf7ydpHT69k1n5vgRvBN9AWfVCLLux+9YgaP8fh2DmPZn03PK24x7fSTmxe2pbWQw+6tv+C2qPQ90PDGT1AI0bliPVWvWMXPuwiOGKgCeCDd9evegT+8eh/39z7PmA+WrCYmIQpWTt0M2G2DB4Y4gHA6SUr0Gm9ZFMXvePGxBH+k1Uygt9eGOiqDEW0JmbgYLFy1j6+atuFxWGjWvS7MmDVi/bScrfl1NnZYdKJ+S3NizpHJ5sOJ2R5z8ahVHGwb0qc6nH22nzA/YmjGgb929869Y613N32+ZxrA3VrB65P2cN9qK1QgTDJlgiaTlTU9xdzsnHG2iWFtLevesxoSvcwisGcHNfUcABvakZKpZDbJDYbIzdxOkHsc2FayVyMRUIg/4WYBqnj3BgDWChOopxB1HphJcPpUpO8vLO8zS1Qx/6FYOHBrtpP+rc3nr/GMfCJTQ7SIunfcGoz9+lRfWd6BJTCkbFy4hKzIFV1Yxe4a9Ynjq0LiGlRVzxvCy+2y61bSRs2YeU+buxnKU12Ct3pBmcT/ww9ef8HFZZxpElpG1YSk/LsnF4gbf5hXM3ZhMp7odubTnLJ7/YQT/V7Sabk2SiAjmsXbRAhZnuGk9rA+tVAEqIiJnFJPirN0UhfKY//lw5h/SYe/J481r0qRmbx56IIJxX83mi49nkG96SKndkEH3nE/fxuX3BPFdhvGoOYlRU7/hje/9OONq0KLfTVzZp+4Rhs04aTLoVv5im8C4GWP4z7d2kpuezZ03B/j0zew9D6nH4PtuIXrCFL777H1ygxEk16rHubcP5aJW5Svd2Ov24/5bYfgXU3j9Fx+OpPp0u/5OBnWqVuGOfTg3i8yyEDtmjeO/By+raK3J5X9vyED34Z/diGlC6zQLv4Va0SFpvy9rHHW4/J6bcY2bzLQR71OIh+R6rbnp3v50jzcAN+0uv5ZLRn7JV2++wueeZBq1P5cHH2rJiNe+4OO3fiLtkcOECI4GDL59EIGxMxj37mxKrZEk1qzPxXdcRP/Uw31ZdAzbeaIfdXrfyGOWCQyfNoqXSiJp1v8Kror8mHcKHTgAw92QoffdQMTYb/nmo3cpMj1Ub9ydv1zRn9aeEzekv2fXjkz4ego/zZrLJeefR3y1uON+jt/WrGfN+o0YhkHHtq10GRBRqHLyRES4Kfb62LYrm9KSAtaUlfDhh8OZN28RVw7sD5byKpbc/EIwITcrg7zcbJKSEmjUoD7NGjekbnodatTPY+HaLSQ2aovhcIFZPvQnHA5jsVhwuZxERLhP8quz06b/edQa/hGbQ2Br0oe+B5SMRtD2ng/4vM47vDJ8CvPW7ibgqU7DJp0ZeN1NDOlV+4+X4zXi6P+Pt3ja/TzvTV9Nrr0mLXoM5L77GjH5shv4aGeYjImf8e19nbgk9lTML2NSuHUrOZU9BMZekwvvvYfYCRP5ZtGPTAjG0LT3EO5NnslDGwO4XXteqyWV828dhnf0NObOnsR73gCmPYH2gweTMnPUITd6++7JGnL13VfC2B9ZNPlzZrkSqNOwDTf97SxiFn7Ai1/M4ZNJtWh2d2eaD76LRxO/4YtfVvH95AWUWSNJTmvF4Mv70r9FPKpTERGRM4tBTM/b+aTnHz/OU6cL1/2ly1Ee4iSt2yAe6TboCA+w0ub6Z/n4gLvdeNoPupn2B/3Jv1/b769iG3LBDQ254IgbtpLY6nweaHV+pbWKpXof/vlOn4r9cSCLHbstpPdptWc40n57GteIS25pxCVH2m5sIy6942EuPejnD7+4b8nrG1588ZBjE1GnO7c83P3YX98fbccsZO38VRQ1uIy/nz2kPJwy85j2op/omgl7K4lsCc254o7mXHES37FJifF07tCGuQuW8PaHI3jsgTuPa17GQCDAe5+MBuDCfufg8UToMiByOn/KmaZZaWu8Ll+7hZYN0/6n5ygtLWXXrgweePxJFi6YT0H2Tnz5+VSP83DN4PMx/cVUj4/DIEhJYQH5+QWY2ElMqYm3uIhgsAyny0WT1h3INx04ktKwOiOwhQNYLRZsNhvVqsWTlJRCamoKLpdL74LTQNHmJSzY5qRxp6ZU31uGG2brVy/w+NQ4bn7uZnpGGocEPGXFRZTao4h2GmpEERERqeLCBAJBcmZ9xP+NK+OyJ++iT8Kf9B7GLGLWW//iw4Ju3HdrH5pEB9g6ZzyvjdxCu/sfYWiDU7tYcl5+AQ///d+UlHjpe05Phl4xcO+KP0fj9fl4471PWbL8V2rXrM4zTzyIzWY9YftZGf2vwz7v8uW0bNlSp5zIMahylSoul4uICDdXXXEp02f8hN0Zgd9ehDPChT8QojAnD4sZItLtxAz4KSsppMAbpCwQYOvW7WRmZuBwuXEnpOKzxxL222jUtCVhbxlWS/kktdWqxRMR4Vagcjq9kYtWM+HTpSTsvpbb+jUi0eFn95qf+ezHDGLa9aet5/Bjkh2R0TjUfCIiIvJnENrIyMffYGqejbS+t+4Z0vMnZUTR5epryfhsAq888j1eExwxaXS56gYG1bef8t2Li43hiQfv4qnnXmXq9J/5bc16brnuKtLrHH5CX9M0WbBkOR+P+Jz8gkJcTif33H79CQ1URKSKXM6qWqUK7KtWeeaFVxgxfDgBbz4NaybSr1dndm5agzc/h9TkeOrVrcPOnRnkl5TickWwbdt2Sr3FNG7clGYdOvP93GXYEmsx8LIrcVtCWDCpVSuNuLh4Vamcbkwva6eO4K2vfyXLb5YvTW24qN5+ALdd05N6blWiiIiIyJ9dgILt29hlJlCvVjT20+RVmcFSSkoN3B4n1ip2y7Zl6w7+9Z83KCouAaBh/bp079yBDm1bEumJYMu2HSxaupJf5swnOycPgJSkRB68+2aqpyaf8P1TpYrIqVclQxWA/Px88vLyueGG25g14zvqpsbQoVl9CBQTLi2mZvVkOvc6j9fe/ZgQUFzsxW4x6dKuFfk5uzmnTz+IiOP90V/T/+JLadWyGRHuCNLS6hMXF0tsbKyO/mko7C8kMyObPL+N2NRUUqPsKE4RERERkQr3SwoKeffjUSxdseqoj7PZrJzdowtXX34xTsfJqYVWqCJy6tmq6o7FxsZSVhbgtdde4p4772TdinlkZWXRu3tHWjVrgL+kiBW/rmLV6l0EQlAnLY5hQ6+k79k9WL96JXn5hfQ7rzct2nZiyoxZRHqiqFWrLh6PR4HKaczijCY1LZpUNYWIiIiIVEa/JCaah++5lR27Mlm6YhXbd+4iOyePcKh85YWE+Gp0aNuSFs0an7QwRUSqDltV3rmkpEQAPvjkY1597l/Mm/4luXl5ZGVmsn7NKqb8NA+rBeKqeXDY7axctpS+PTrSvFF9Pvr4Y7I7dqJhvWa4L74IZ2QCHo9n73OKiIiIiIgcqxqpydQ4CUN6ROTPxVbVdzApKZH8fDv3/PUxVpzbm7ULfyRj1w6279hOMABRHgt1aycABps3bSAnK4O2zRpQv2YymZm7iWvgwRnp0JAfEREREREREalUtj/DTsbGxpavCtTjbFq064w3L4M6c3+g9vJFrN2wETMUxmI16Ni2FzlFfnaWuuh81YNYIpMwnW5SY2I0Ka2IiIiIiIiIVCrbn2VHXS4XLpeL0tJSSqKjiE6sScf+Vx/+RdlsRES48Xg8ClNERERERERE5ISw/dl2+PdwJT5eB09ERERERERETh2LmkBERERERERE5PgpVBERERERERERqQCFKiIiIiIiIiIiFaBQRURERERERESkAhSqiIiIiIiIiIhUgEIVEREREREREZEKUKgiIiIiIiIiIlIBClVERERERERERCqgUkMVQ+0pIiIiIiJyUqj/JXLqVWqoYrfbKAsE1aoiIiIiIiInUFkgiN1uU0OInGKVGqp43C6KSnxqVRERERERkROoqMSHx+1SQ4icYpUaqsRFecgtLFarioiIiIiInEC5hcXERXnUECKnWOVWqkQ4cTsdZGTnq2VFREREREROgIzsfNxOB54IpxpD5BSr3IlqDYPUxDh8/jIFKyIiIiIiIpUsIzsfn7+M1MQ4DENT1YqcapW+pLLVYqF2agLBUIh1W3eRk1+kyWtFREREREQqqCwQJCe/iHVbdxEMhaidmoDVYlHDiFQBJ2S6aKvFQo2kapR4/eQVlbA7r5BAIIip9hYRERERETlmBuWrrHrcLlLj4/BEOFWhIlKFnLA1uAzDINLjItKjGalFRERERERE5PSjmjERERERERERkQpQqCIiIiIiIiIiUgEKVUREREREREREKkChioiIiIiIiIhIBShUERERERERERGpAIUqIiIiIiIiIiIVoFBFRERERERERKQCFKqIiIiIiIiIiFSAQhURERERERERkQpQqCIiIiIiIiIiUgEKVUREREREREREKkChioiIiIiIiIhIBShUERERERERERGpAIUqIiIiIiIiIiIVoFBFRERERERERKQCFKqIiIiIiIiIiFSAQhURERERERERkQpQqCIiIiIiIiIiUgEKVUREREREREREKkChioiIiIiIiIhIBShUERERERERERGpAIUqIiIiIiIiIiIVoFBFRERERERERKQCFKqIiIiIiIiIiFSAQhURERERERERkQpQqCIiIiIiIiIiUgEKVUREREREREREKkChioiIiIiIiIhIBdjO5Bcf2vQVDz87nV3h8qZoc8PTPNg1AuNwDw7vZMLTL/JlwhDeubMdrj/ZazXzFvHaPz+nqO9feOS81Kp/4IOreOfBd/mp2AQMIrvdzBvXN8N+IrdZtp0vXvwvPyRdzVM3tiLW0AVCREREREREjuwk9a0D7Fr4LZ9NWsBvGSWE3fHUa9mVyy/rReOow/dcS9d/zT9enE5m2+t595ZW+zrTgWwWTvqKiXPWsL3QxJNcnx4XX8plbROOu8NtrdmbR57qRCC4mk+f+eroDzYiqd+5J308yVj/bEfZzGfmyAmsSBnAM+ccGqiYRRv4dtwkpi3bRo7fSmyN+nTpdxGDOiTjPNzTFf/Ke8+8z8/h7jz+7CCa7G0Qk+KNsxg94ScWbszFZ4uhbpuzGHJFTxp4jjOhsNZn8GOPcWGoiNkfvcG0k9FOjppceF0flv5rPJ8urMtdHaKpSrnKkdv9mP4a3/aFjJ/wI3PXZVIQsBGdXIf255zPFT1qs/fwVNb55V/My/d+Rv7Ax/hHn4TydjS9rBzzKi/O9jDowdu4sFYJU154muFrQ4CBYbHgjEqgTuO2XDjwPNokWBEREREREanKTsLwHxPvrxN57v05FDfqx9333cWDV7XF+dvXvPDOTDLNw/yFbz2fD59LruOQX7B8zJu89mM+9S+8niceuoHLGhQx/d0N0jxoAAAgAElEQVR3GbO27Ph3zR5JYkoy1VNicP1R79mIpmXfSxjSveaJrZY4AXy/TePzFVGcd1kXUg4+4uEspr79LmPWRXL20Jt54oFruKh2PtPff4eRq/yHOThFLBzzOQt9jkMCh3Dmz7zy8kRWuDpyw71/4dFruxC15iteeH8u2eZx7rThIDYpieopCcQ4Tl60Ya3ek6t7Olk48XvWlFWhg3iUdj+mPy9Zwccvj2KBvRO3Pfo4r/7zXu44y82ykW/z/oIizBNxfh347mD3nFG8OSNAp2uv5YLa+05uW73zeOihu3j8/lu4/eIWuNZP4+XXvmVDUBdoERERERGp2k5CpUopy35eRF5aPx69shvJBkBdapdt5e7PVrCisDvJMcYBwcnKCWNZnH4xF+aPYcL+HUPvr3w3p4D0i+/guh7l3343SE8imPEsY79fwSUN2hFZyf3vcNYP/ONvX7I+tCeHaXPNIcN/zOwZPPV/s2l4+yAiZn7Fd79mUmyrRtNeg7j14kbsfXmhAlZO+4qJc9azJduLrVoaHfsO5KruNXDv3W8T7+ZZjBj3E4s25eCzekhKa06/yy+id5r7+DvUZhELpi+ioMGFnJt26OEO7VjIjxscdLtzKBe3KK9LaVQ3gszV/2Xe0m1c07T+fpU5JnkLx/PZ9tYMOXs9H84+sNO8edYs1jrbc//N59HaCZBG3Yh8Hn51Bj9s7cQVaZWd4Zn4ts1jzLgfmLchB68RQUqDtlx8xfl0Td0vkQsXsXr6JCbMXMOm3UWYkdVp3q0vQ85vTuIhTWKnwdndSP9xKtOW9aNRh4gqUK1ytHY/xvdx5mbWl1SjU9/uNK9efkSrndWbzj8sZ87GLMIdo7CcwPPLv3ka/x25lqQL7+KGdjEHtKkRmUyjRvWJAGjciKaOTO76aDUrsgZQr7qmfRIRERERkarrJPRY3HS57Rnevr/HnkBlz4YNMCw27NYDO4/FK7/k49UNuf6Kphw8MsgsyCU35CGtdty+TpkRS7MmyQQ2bmRL6AQ0ULVO3PX3R3juyfu5qskRMiirDZuZz8xxPxM++yZeeu1ZnruyBtu/HcWENYHf4ws2ffMeL07aQeK5w3j6qQe562wPK0a+zfuL9lQKAJStY8xbX7Gl1vk8/OTfeOnxG7g4dSsj3/iSFf4KdMe9a1iwOkj9ts2pdpgOsbVWf/716hNc22y/gT6GgWEBm/3A12vmLuTj8Tn0vLYfDZ2H1KmQk52PkVKL/YoQcNZrREN7Nus27vcaKytqyFvIW/8ZxzJPd+58/HFeemwI3VjM26+MZ4nX3NvuW759j+e/3kWNPlfz2GP3cf8ldcj5/iOen7iRwzWpkdCcDrXLWLFkPf4qcJIevd2PjbVGE1rFF7B09q9k+k0wA+T8tojlebG0alED6wk8v8KFK/j4ne/Jb30VfxlQ67BDyvZrfQyLAYYDl1OT2oiIiIiIyBkfqgCGHbdzvw66fyvf/rAeZ/O2tNpvrg2zaCWfjdpMm2EX0sJ9aIfK8EQRZfjIzvHt10E3KfX5CZcUkH8ihgvYPCRVT6VWjRSqHWmMkGFgmAGi2g/gosZxOC12ktt3oU1UERs25REGKFvDtB92ktj7Km7qWZ/UhGSan3MVQ9uHWTh90d7hMWbBDrYUxdK8c0vSE+NISKlL9ytu5h93nUd6BeqKwju2siUUR3pa1BEqLgysTidOy772zF3wI7Nyk+jSoda+KpVwLj999g0FPa/kojr2wz5PVLQHMy+HnPB+gUBZKb5QmPy8AsKVemDC7JzzM0vNllw5rAfNq1cjoXpjLhx6Lg0KF/P9kuLy90jZaqZ8v53q/YYwrFtD6tasSdOuA7lpUHtqBXLIPdxOGXGk14nGv20ru0Kn+Az9w3Y/Rs4GXH3fEBpvGMH9dz/Atbc/zF/eXk3asNsZ1sx14s6vQAbT3h/JTKMLtw1tfdhgDzNMOBQmFPSTt2Uho75ZQ0TrbnSsplBFREREREQUqhyobBfT3/uQyd5W3HBVu30rrJiFzB/1BVvbX8nlDQ//XbYR3ZhOja2smDyRn7d7CQW9bFv0FSPn5mMSIhgyT2FT2qlVa79JbA0XEW4o85dhAuGsrWz2uWjQsMZ+Y66cNGpcG7ZtZuOeKSuM2DQaxGUz9b33+XTaIn7dWUzQHkut2vFEVmDezkB+PoXEkBB7LIfapODXL3lpxFqSL7iai+tY9wYYmT+PYaL/LG7uW+MIc8pYSW/XisTsuYz6eg3ZZSH8uRuY+ul0VgPBULiS2zvA1i0ZGDXSabBfAGfEppEeF2Lb1kzCQChzKxt9UdSvl7Dfm91CWq+r+MvVHUi1HP60iIuPgfx8cv+Ht5RZuJGfp//Ej6vzKlilcyztfoyCGcwYOYH5js7c9sAD/OuJu7nr3BiWj/qMSZvKTtD5FWbXD6MZsz4AOauYs8F72HYILB/JLbfex7DbHubOZ0awwNGVG644QgAjIiIiIiJShZzUlXXN4vVMePMjJhc145b7B9Mpbm+iQu688YzK7sA919U58vAAI46zhg1h+zujef/JR3kHG7HpXbjirPqsn+IiwnEqe2FWLEfJLczSUkrDXn5+46/MOuAXYYJGPQq8JjgNsKcz+P5bifv2J2Z9N5qp44I4ExvSe9DlXNHueFc4MgkGApjYcTj+OKTYNXs0L45YTVz/m7l3QO29xyGU8QvvT4EL7u9JjaMEO476/bnrilxem/AW90wGw5lI2wHd6brja9a7nZU7N4lZhs8XBrfrwEmGDScRLigt9RMGLD4fPpzHPZTE4bBBMEDgf8iCwjkr+XLMD/h6ptCjcdxxn2zH2u7HwrfiO8auqsbFT19Cj8TytqhRYyj+LU8zfPIyzr2zA1En4PzyksYNj/ah6LM3+Hz4RFo/cTXtDhrXZ2vQn0cGN8WFSVlxNhsW/cS7T75Gn7vvYFB9p67SIiIiIiKiUCWct5wPX/6MRdHn8PBf+9B4/xkvTS8r5q1k96bl/O2uqfv93MTkY65fWo9r/nknfeIMLNVaMOzRpgzKy6PIiCQh1sHm8c9CYluSq/CclkaEmwhLJF2uuYOB6Qf3kB3ERO9rD1t8IwYMbcSAIQEKdqxjzrRJjH3/IyKSH2BgzeN5kQZ2ux2DEsqOuniLn03TPuD5L/NpNewebuyctF94EyZrySJW52zjtyce4JMDjs1W/nn7XDrc/C/u6WAHw0ndc27gPz2KyM4P4I6Lw+NfyEuTrSSnVKvcsijDgdttgeJSSk2I2JvP+fGWgtvtKt+e242bUnylx1dlUVYWBLsdxyl7Tx1Hux/Dc+Vn7qbUlUKNuP3OO8NDUmIEwTXZ5IYhykoln18W6p53Mb1qJWFefwG//msiH45sQvotbTlgNyLiqVOndvlEtaTRuFk6tqynGTV5KYPu6aSrtIiIiIiInNmhilmylpGvfsaSxIt5/NZu1Dy4asJw02HoQ6Tv3/E1fSwc8Tpfui7i75e3IDHaALOQ336axcaErgxonlDeCfOvZ9aiXBLaNv2fv80/kSyJadT1TGNroZ2UlMS9AUOoKIdcazSePfseLNjOyh1WGjZJJcKwE1OzKf2GhdiwZDjbMkNQ8/h6tra4WGLYSXa+yeHHU4TY9fMnvPBVMV3vuJuhzQ6ee8VCYo9rebZl2QHzbGTP/JSX56dy4719aJ5Q/jYK7FzKNwvKaDWgI3WS9jxu1gJ+s9Tn2kaOSm5RO3XqpMLUjazzdafTnlTFzN3M+jw7deqmYgGMpFrUdX/HuvVZhBqn7hmeFWbLtA/4YHU61995DnWth4YQebkFENvggM7/8bLWvYiX3r2oou+YY273vb8t3MgvC7YRqtGSXo33m2wWg+jYaKylWezMM2m9p1IF00tmVgmW2FhiLJyQ88tisWAAlpTu3DJ4DU98Mp4PZ9fh/m7VjlK5FCYUgnBZma7QIiIiIiJyhocqpo/l40cyNbcug69KI5S5gy37dRwjE1OId1mIiE/Z80313iSGDS4Dwx1HzerxeyonnAS2zmP015spHdKXNtHFrJgyken+5txyTm2Oq89XVkRWrpdgeZJBqWkSKNjNrgwXYCUiLp5YZ5DC3XkUh0wgQL7fBArZlZGJEwNrRCzJ0ccYFtgb0Kd3Df4xZQSjqg3k3PpR+DNW8c2Yr1hRawj/vrEVUQaYuxcy/I1VNBw8mIuaJ+AKFbN94RxWUZdL0o7/cFlq1CbNNptNWwox02MP6ciGM3/hvTGriehyDd2iC9m6rXDfL50x1EiKxBYZT83IAzu9tmg7htVDUvUU4vc0vNVWwLJpk5iTH2RIzxoY2+czesImks+5i85Rx5FOmH7yswrwmiaYxRSUmYR9+WRkZGLFwO6JIzHKTkqXnrT5bhRjRswm+sImxAd2Mevz6WyM78wjrfcshexsRJ+zU3l62ig+i7+Ec+q6Kd48l1GT1hLo3Yeah3vTmPls3FyIq3Ytqp/CoO5Y233vb4843MggomUXukR/wNfDvyXpsk7U9fjZsegbJq520/7m5nuW/a7E8+swIVFC18Fcv+olXh87hukNb+XchD3NXZzJmjXrcWISKi1gy5Kf+Gqjk2ZDm+oKLSIiIiIiZ3ioEt7B0pUFhLx5jHxh9YG/Mzz0uudpbml+rN01Jy0uv4FrguP5+qPX+SLkJrl+W2687wK6HmdJQWjrdJ59/kcy958zY/x/eHD8fvvVZAsTX3iDqQcsEfMFjz/xBWAQ2+t2Xhva6Bg7m1Zq97+JB61fMnbi20zL9WONTKZxh8v56yUt9y4fba8/gPuGhBgx9RP+NrKIMoubhLSm9LvzIs5JOP6yCcPdiPaNrHy05FfyenU7qFjFpHD1Kjb4QwRmfMQTMw56c9S/hBf/ejZJx7hZS1J37ri5kA8nTOal2aVYY6rTuu9NDO2fxnHVqYTWMeqZ9/nFt/+QnbH8dXF55zy1/308P6g21th23HpvgFFjf+DVp8bjtUZRs3Fn/nJvP5rsnYrDTvoFt/KQ4yvGfvU+T+T6scVUp1XfGxnSL+2wc9SYOStYuNVB83Pq4zhNTnQjohnX3j+MyHHf8fGL0ykIWIlKTqfzNbdzedvfq5Mq7/w6/E5E0/GqwZz1z/cZ/fHPNLmvFQDBDd/xwgvfgWHB7o4iISWNs667koFd4nWFFhERERGRqt3XMk3TVDOc3ny/juWv/91Ej0cf5PI0qxrkqAKsHfcC/1zcmEeevJQmDrWIiIiIiJxZli9fTsuWLdUQIsfAoiY4/bmbnsdlzQuZNn7OgZU5cojQzpmM/tlH24Hn0liBioiIiIiIiByFQpUzgRFHjyGX0nznZN6bnlE+j4wcKrCDSZ9MIbvlIK7tEI2hFhEREREREZGjdbc1/EdERERERER+p+E/IsdOlSoiIiIiIiIiIhWgUEVEREREREREpAIUqoiIiIiIiIiIVIBCFRERERERERGRClCoIiIiIiIiIiJSAQpVREREREREREQqQKGKiIiIiIiIiEgFKFQREREREREREakAhSoiIiIiIiIiIhWgUEVEREREREREpAIUqoiIiIiIiIiIVIBCFRERERERERGRClCoIiIiIiIiIiJSAQpVREREREREREQqQKGKiIiIiIiIiEgFKFQREREREREREakAhSoiIiIiIiIiIhWgUEVEREREREREpAIUqoiIiIiIiIiIVIBNTSAiIiIiUjFBM4jf9BMiSNAs/3fYm27Dhs2wYcWG03BiM3QbLiJyOtDVXERERETkGPlNPyXh4vIAhSClYR8+00eAAEEzSMAMHPbv7IYdm2HDjh234cZlcWOjPGjxWCJxGk41rojIn5BCFRERERGRo/g9SCk1SykKF1EULiRgBghQdsQQ5RDmgf9rN+zYcWA37ERZoomyROEyXApYRET+ZBSqiIiIiIgc5PdhPSXhYvLCeRSFC/GaJcceovyB8lAmACYUhPOxG3YiDA9RlmjiLHF7wxUNExIRqdp0lRYRERER2SNoBvGaJeSH8ikKF1K4J0w50QJmgAIzn4JwPrlGDtGWaKIs0cRaY4kwPApXRESqKF2dRUREREQoH+aTE8omK5RJYbig0qpSjpfXLMEbKiEnnE10OIYkazLx1gQNCxIRqYIUqoiIiIjIGe336pTs4G4yQ5knpTLlWATMADmhbHxhH6VhHwm2RFWtiIhUMboii4iIiMgZq6pUpxyN1yxhe2gbhWahqlZERKoYhSoiIiIickYqCZeQGdxVpapTjuTgqpVkWyoei0cHUUTkFDthoYppmhQVl5JXXILXV0owGDp4JTkRERERkZMuZIQotXjJs+8mz5ZN0Aj+ifY+h43mTuKC24gLJOIKR2A1rTqopzEDsNmsRLhdxEV6iIp0YRiGGkakijghoUooHGZHZi6+sjJiPBHERSdgt+liLyIiIiKnVoggueFcMsI5OMIhqhH5p3wddkJYLT7iLXFUs1TDqgL001ogGMLrK2VXbh75xQ5qJFfDarGoYUSqgEq/+obCYTbvyMLpcFA7JVEtLCIiIiJVwu+ByrbQFgrNgj93J5sAOeHsvXPAKFg5vdltVmKiPMREecjJL2Lzjizq1EhSsCJSBVTqWWiaJjsyc3E6HMTHRql1RURERKRKOJ0Clf0VmgVsC20hN5xLiKAO9BkgPjYKp8PBjsxcTFMTLIicapUaqhQVl+IrK1OgIiIiIiJVSolZQkZ452kVqPyu0CwgI7yTkio+2a5UnvjYKHxlZRQVl6oxRE6xSg1V8opLiPFEqFVFREREpMrwmiVkhjIoDBectq+xMFxAZiijyq9iJJUnxhNBXrGOt8ipVqmhitdXSoTbpVYVERERkSrBb/rJDGeQFc4gQOC0fZ0BAmSFM8gMZ+A3/TrwZ4AItwuvT5UqIqdapYYqwWBIq/yIiIiISJVQPo9KDrvDmad1oPK7AAF2hzPJDedofpUzgN1mJRgMqSFETrHKnahW7SkiIiIiVUSJWUK2mYXX9J4xr9lresk2szS/yhlC/S+RU09rcImIiIjIacdv+skJZ5/W86gcSWG4gJxwtoYBiYicBApVREREROS0cqYN+zmYhgGJiJw8NjWBiIiIiJxOjn3Yj0lZMIQ/WEZZKEjYDJ9GwynyyQ35SPEX4QlFnbbH2gBsNitup5Mojxu3y4FhGDoJROSkqRKhimmalJSUUlDixR8IEA6FNT6wigiHTbwlxezcmcGOXVkUFhVjmmfu0TEMg+ioSGqkJlG9egoRnkgsFn1wV/bNkcVqwWm3E+OJwONx6eZIRESOWYggBeH8Pxz2Y5omxX4fwXAIl91BhMOF1fLnK+LOKs4nKTL2sL+zYyPe6qK6NQnrSbrtX7dlJw3Sqp/UNggEQ3h9pWQXFOLy2omPi/5THksR+XM65aFKKBQiMycffyCIy+EgJtKji2AVEQgGWbxkBbtz8mjTvDHn9OxEXEzUGd8ueQVFbNi4jSUrV5MYH0fbNi2w21T0VanXhXCYskCQ3QWFFHq9JMfHYrVqZTEREfljftNPsVl01GE/pmlSUOrFbrESFxFx+t7LEaDYLMJv+okwTt97FbvNSkyUh5goDzn5RWRk55OSEKs+hYicFKf0ShMKhdiRlYtpQlxUJG6nQxe/qvIhHAwyc/Z8oiIjuHnYpbRv01SByh5xMVG0b9OUm4ddSlRkBDNnzycQ1HjlymS1WHA7HcRFRWKasCMrl1BISwaKiMgfKzFLKDILj/KI8goVu8WKx+k67dujyCw8o1YCio+NwuWwk5NXeEZXV4vIyXPKEgzTNMnMycdqseBxu3QkqpBwKMziJStIToznnJ6d1CBHcU7PTiQnxrN4yQrCobAa5ATwuMvLsTNz8nVzJCIiR+U3/eSH8446l0pZMEQwHDojAhUoX2I5P5x3Rq0EFB8bRWkggK+0TCeFiJxwpyxUKSkpxR8IKlCpgrJzc9idk6dA5Rid07MTu3PyyM7NUWOcIB63C38gSElJqRpDRESOEiD8UZUK+INluOyOM6pdisxCvGdQtQpAjCeCohKfTgoROeFOWahSUOLF5XDoCFRBGzdto03zxmqI49CmeWM2btqmhjiBXA4HBSVeNYSIiBxRqVmK7w9W/CkLBXFY7WdUu/hML6XmmfXFRITbhc/v10khIifcKQtV/IEADrsm96yKtu3MpF56LTXEcaiXXottOzPVECeQw27DHwioIURE5PD3lscwQS1A2AyfcXP47T9h7ZnCbrMSDGo+NhE58U5ZqhEOhTUpbRVVUFikSWmPU1xMFAWFRWqIE8hqsWjeGhEROaJjGfoDcKbOzvX7ECCn4dz7s6nfz2DStB/wHkMlqMVioVWLplw/5Ao8nj/HikmVdawzd2fzyWdjWbN+4//0PH/GNhSRYzi3/+wXOTkBx0aTgardTvObIxEROf0ECRJEFY1Hbp8AQfatVvjb2vWMnTjpmAIVgHA4zJJlKxk78esTu5/B0P8cXlS29z4aWSn7dLLaUEROrtNk/E2Ahc8P5J6JORzwPbZhweaOpUajTgy45hau7pxy0l6wWTCZhy78Nzk3fMr719XBesa+xcIUrpnKhx+OZ+rc39iaXYIRlUidZp3pe9m1XN+vPpFG5W6x5Mu7aPvAdPzWutw29mseafXnbX0z7yvuu/hZ5h1wj2hgWB1E/z979x1f0/kHcPxzzl3ZU4YQiSBWjASx92xRHTpUtVRpKd1Dl1Z106FFS1Gq+qtVSluj9qi9Ym8xkohEZCd3nPP7I0FoEJpU8H3/Xl6/uu499znf89x7nud7n+Ffmcj2PXimT1tCzq/3nL2ENzq9x/Gek5jSPxyZYCeEEOKOSRrodmx68SdVHKcX8suJU1w+VlLBhNkcSJXyzYn0cS79rWXdhl2/mFQ5euw4APd26UjXu9pf8/WpaWm89Mb7HCjhhMefi5fx2x+L6N+7Jw0bRJaK2B2NPY7JaOS7UZ/8q+P8VzEUQvy3bq8+lyGARg92oaZrfi9dz+HciRhWr1jId6/EcOrTiQxp6onyX5RFMePi5Umuk3IHV68cDvzyGn2GLeGUrcAYg9yT7Fo5i12r5jHjrnf5ceT9VJQ1i69WmTBXbsdjLUPy666OlnOWg+uXsHrqUHad1PhheHvKyGw6IYQQdygHdnLIvuZ6KjfOgr9fQypfaNdpWHPjOZR0mF1Hl2B26ULNUt7ms2Ejh2wc2DFgRNPy0kSKUrRyn3+eo4Sn4ubkLy6blV26FqdX1H9/ff+rGAoh/lu3V1JFDaTRQ0/ycNmCvUudpzd9Tt8Xf2XBTwt5ovHDBP0HnU/Foz3vz2t/B1ctnYwNXzLgvSWcsusopgAa3PcQXaICMaYcYNnMWSw9ksmJBe/xdHAY816ti2yufWWmSu3p/VRzLtmr4JkeTH+hN6NWTWfBiTb0CjFIoIQQQtyRcvVccvSS3D7XiId3JSp5FGxEhlPJksPsE3EcS86lZrnS35LJ0bPJ1XNxUWQsqxBCFN8d4ran4B51P53CfmPC4X0ccVBoUkXLzcVhsWCSOlE8tJPM+GoGR+w6GMpx35fTGNEp4MI0qB7dG/H6fc8y46SNQ9Ons3ZwXdpKVuU6P73laNG8CqO3nSLhjAbFmVSx27CrJowy+kUIIcQtwJ7/v/+ayc0bJ07hcNgAJ9DOcfjIGnakJZGlaSiKE+6utWhcuRZ+2i7+iNmIw/8h7qngBjg4tm8aqzNUKlTsQUtfA+hpbIuZxR5DNA9ERBT7D043K05CCHE7u0O6TAqKAtgdOHRAT+LXwS1pM3Q5qQfn8n6fzrTv8wOH7AC5nFjxPW/3e5C7WrekbeeH6D/0e5Yfy8k7lG0rn9/XlOZ9p3Lisl3arJs/o1uzljzzyym0zIW82rI5fSYf4+LTdDIO/sk3r/Xhvo6taNW+Kz0GfchP6+Pzbm9aIrMGtaTZfV+wzX7x9hfzdXeaNW7Kg6N3X7wN2rYwsltTmj/9P06VwhGE2skl/LE9Bx0Fl8b9ea1DwCXryijezen/dBeaNowmuqYTWecunkR27ArGDulDx6bRVKsRSe2m9/Doa9+y+Mg/f4GynlzJ6Nf6cnezBtSo34lH3p3N3qzCljPVydj/O58OeoSWDaKoVqcZLe8fxEczYzh7y47A1EhJPgdqAIH+V/koW0+yesK7DHikM21bNKdFuy70GDicnzYnXayb+ll+e74lLd/4lXWTXuKB9q1o0aIlHbsP5PNFx7HmxrJo5EAe7NiKVh268fiQCWxIvPQD4EjZyawRL/LYPe1p1boj3Xq9yMjZO0iW3QyFEEKUMIfuKJH1VK6ZpMg8Ry4m3F1cAI3k2L9Yfy4dN5/GNAttQ4MyvlgzNrHqeBK6KZiyJsjIiM+bpKSnkJBjB6ycTUvLW4zdEc9pO7i5B2MpxnImpp1h16k9/H1wE8s2rZHF9W+sN1Ho4xmZmZw+k3TJYydPxZNrtf7zGPnTf1RFkYAKcRu5A0aq6GTs+I3FRxwYqlS+5Md8LXkFI97aTVr9++lftxFlDTaOznyNgV9tRa3Wls6P34NrxiHWLpzC2xu2MXD0V/SsEkGb5v7MmbuGtad78siFYS9WYpavJdlUh95tyqKy8x8lydo9geefm8whj0g63NuHCuaz7FmxgO9eWc/OId/xUZdAGkRXQvl+B9tPOIisaAAtgZ07E3GgkRATQ4JWk/IqOE7EEHNWJfSeaAJLYWosZ89O9tnzqlhEq6b8s89voHKPT5nW47IY7RxP796j2Jh6MdORc/ogf/96kPVLVvH8pIk8XzdvCzotYQGvPPoq8+Mc+bvCZLD+56H08/H4x4zqrO1jeaz3WLZnaKCoqEoOsTFLGb9zLcu2j2Ta8LYE3EIpRs2awtG1P/HVbyfxavEuHctfYZSKnsKKjwby9l9WKrftQq97fDGkHWXdwoWMfTUe09RveLjAa+0bv2XojlBa936ZmpYTLPvfLGZ/+BIRq14AACAASURBVBK7puWQ6t2W7s+0x753Pj/98QPvqKHM/LAdngroqev4cuAQ5pwuS6O7HqRDAJzevpQ/v3iODfuHM+6NFvhI+0EIIURJJTdKfOcfO+nnjnA05+KaKjnZcRxKPoXiHE2UrwGwk6lZ8PJuSJvQCnmN7DKBWNN+JibnHJoSRnlXF/akneKMXoUgWzxJDmc8TFYyMuOx4o0pNY5U3YUK3u7Ftgbg7lN7OZh8MK9ZkKOwbc9eGpSvV2qu3Zr1m9ixcze9H83bZvh8wkFR8hpmZ5LOMvV/s+jQriUR1auWqnqXm2vlm+9+ICn5LCM/fAdFUUhLT+f9T7+ibu0aPN2nFwaDDPsVQpIqtxLtNBtnTSHbPf825Mgh5eROVi/fRoLuR8deXfKSKnpesiV3+2Z4dwpfdSiDCuhJv/Ph+M0YW7/HxGHt8c/va/Z6MJq3nvyISWMX0OHzbkS0boH/r3NZtTaRhx4MzBvuY93B8jVJWOo/TSs/FS5fW8sRy69f/MQB326M/P5VGnrml/Hxbkx7rh/fjpnA2tbv0qR+fYLGT2fb9nP0rugLGbuJOawSElaeUwe3syvjEcp7wLmY7cTqAXRvGFIKdxbSSEtOwaoDipmg8n5FGxJlP8ikd8awKVVDca5C9zffpn9TX1I2/Mh7H8xkT9oORr/zAx3mPEt1YzrLvvyY3+McYAig1aA3GdTKl7gFX/HehM2XrtDvOMyU4ePZkaHjVL0XY8a+RMsyKawb8xLPjNvOoZnv8VnrBoxs50Hp7PfrZC56jRaLLn9cwblKDz57rR1XHKiSu4Nla5LxaP8Ro99teWGnpYejnXjkuXns2Ge7JKmi2wK4/5vRDKhhAXTa+ifxwDtLOe76PJM/f5hgI9CtAcajjzJ2/x6OO9pRy2hl949f8VtCGL1Hf0u/mvmDlR/vRaex/Xn256+Z2rkxz9eRyXVCCCFuVbmcTlzJ6X/cin2pFlSJvGadkQqV7qECoDuySc08y9n0Yxy1QV5jTaWMtz/Gc2eIy9IJyEogQ/Ej0ieTzWfiOK1Vwz0tCZsaQLBb8XXEj6QcRVEUwrwrYbSbCXAKIqhsANtidpWKyB45GsvW7btIOJ3Eay88w/kxNLquc/pMEp9+MZbUtDRqVKtSqpIq2dk5fD56HEePnaBiSIULj5tMZry9PNiybSdjHVMY+NTjGAyGC+eU17KTkUJCSFKltHIk8PfP4/m7QKfT6ORNYOW29H/qWXo28rmk06z6tOCe1mXyO/w6aZtWsjm7Ag/1bHMhoQJgDOxA91bfsnbxZnZbu9EqojXN/Wcxd9XfJD9wP34qWGOWsybZlcYdm+FVSM9cS1jLyoM6NQf2ooFngSeYwrj3/mgmDtvG5gN2WkQ0oL7vNBZviyH7vtaYD+xgj70KDz5anbmfLGPHPhudojV2b9+Hw7sN0eGl8xJeHFaqUtQRjvaDC5i/14qOgap9PuajHjXz1rip8A6fx8fQ9Zt92A4s4Pd9z1C94t/MXZyEhorPXW/w5aAOeCtAzRFk7u3Cm6szL9yuHEf+4o/dVnTFhRZPDaJNsBMKZWk+aACdZw5gRvJZlv+1jdx2LUvpYrmX7/4DKFbST+xk9YpfeH1QDsO+fJlmhW3/49Scd35fhm40Y1YuJmlys7JxoGO3Xzr3yRDcgnbhlgvv6xQcjJ9iwqdDe8qfr2qqPxWCnVCS8mdl2w+ycs0pTNHv8EiNghF0pub99xDxy9ds3XICR50wZCldIYQQtyZXKoc/ROMLC9Vq2LJPse3gMvYdXYO/RztCDGBLjWH1sRjibVZQzFhMnpes16d6BeOjxJJ4LpuUnLM4zDWp4JXB7tOxxGfmkJ6ZgeoUWayjZx2aHVVVqVW+Bi6KCxUNlYu8489/4dEH7yMxMYm9Bw7xyedjCAvNS1AkJJ5h3p9/kZaeTpPoenRs16r0JFRycvnkyzGcPBVPuaBAXhrU70JMnZ0svPr8QD7+/Bu2x+xm1LeTeH5AXwwG9cJzFGT4rhCSVCmtTHV4YfrYy3b/uTI1IIiLT9U4E5eA3XGMH59sxo+FHj+Nc1k6+NSkdYtAZv+2mnUp93GPr42Y5Ws569GUjo0LH+2gxZ/itMPGmVH303RUYf1mZ86laWCKoGGkG/N2bGO/rQUeMbtI9a9P3eZ1OPz1HHbuOIY9KpftOzNxiYqmVqnciljFw8cLkwI2PZfE0+fQ8b/m7cN27CjHNcAQQJPmVQs0QoxUaVgPvzH7iNdOcfiYFbthPwezdMBEzcb1LyayVH+aNAvHuHrbhUHAjtgjHHMAehaLX25IxZf/+d7px2NJ0qB8KR2hWejuP+j0XfcpfV6dyxdT2tDg5XqFzL82YDKmsm/1fNbEHOT4yThOnTzK0RNnyXaY+MfvPRYnTMql1xLAydmpwPVTLt1W0JFAfKJG9vH36NDkvULrQ2BqmvwmI4QQ4jaiYnIOpl5gIIeOnyUhSyPENYH1RzaTYKhGk2pRhLo5oWBn364f2XrhtlyOIDPsTI8lzpaFs2tZnFwz8VH3cuZcLBlW8Awod0dtnGA0Gnh+YF9GjZ3I3gOHSEg8A8CS5asBaBJdjycff6RUJYJidu3l5Kl4AJ558jFcXJwv+fcyvt70fOh+xnw/md1793Pi5ClCQ4JlpIoQklS5DRlMFOwbKqoKxio8+N4LtC5sAQjFjfLuCmAiolVzAmbNY/WGc3Rtd4jla87i3aIjDVyv9F4GVMVE3Sc/o399S6E3Z6+KRsBE7Ya1MS3dwbbjKZTZeRynmn2p7BZBZDWV5Tt2knQyi5gzJuo0rItzKQ2tU/UIqhgWscNuY+ffm0ntcfdlI3gcxHxxPz0mxmI3VGLA9Bk8feEGo/xzdIvFkp8w0NE0DXJzyT0fuYIXEQUXV+dLEjia3Za3IKviTIWoaKp4/vPaGir43YKrNit4NOhIU7/5zNm1i3hHPUIvf0r2bia98CKT9hgIbdScRtWaUq9DTyq5buHT12cUUzEMKCh4NBvEh49WL2Q0ioLJt5KMUhFCCHHbUYwWjNix2QFbIikOBd+y0VR0y29i6+dItQMXfgRzpry7OztSdnNYM+Jd1gtFdaOsRWHL2d1kax5U9rm9t0PMysrmTFIyIRXKX3jMZDJdklg570oJlQOHjhAWGoLReHNaF7UjqhNcPogTJ+P4auxEXn7uaQL8ylz49yPHjvPDtOkA1KwWTnD5cnn1RUaqCCFJlds8w0JAuSDM+kEMZWoTWadgaGyc2rqSPZmuVMp/2FizNc0DZvH7yo0k+e1gzVl/WneMuuL0EbVsecqqOrmWQGpHhhboYOpkHdvA2gMqPtXyuvUekQ2prnzD9o1rKLNXp2r/GjipXtSqG4r+8zbWbc7hMDV4Nsqz1H4lGyq05a6Ib4jZbiV96XeM3tSMt6IvjuLRU9Ywbd4hMnM1VN9wIkIMmLSKlFfhoHaav9cexF6/en4FtXNo9TpOaoBalrAQJ1S/sgSocMxhZ/f6raR1z1swFT2dbZsOXLJZoLFsOQJVOKqbafD0V3ze5vxV0rBmZZHr0FGMzrjdkuuI5d+WHY5CNkjUSV35I9N2m2g9bCrD2vpcSBzZD+6i2Bb+V4MILquwyuZGpbqRedOwzpcg7QBr1x/HLbCWNB+EEELcfkkV1YCCjWybDiYf3FWdhMRNHLZUwtWRxJGE7Ryzg66eJdlqx99sxNM7AHPSATLwo6qnAVAJdHVHSzpHrrE6wU7/zR3Tw8MdgC3bd+JwXHsrxJSUcwB4eXj8q/f9eeZc1m3cwrA3X6Z8ubJXTKxcKaGyeWsM3078kXu7dKTrXe1vynV3drLw2vMD+GLMeI4eO8Enn4/h0/ffxGw2kXz2HCNGfYvVaiOyTgQD+spitULc7uQTXoBr/RZEOcezcOofnCzQQ7WfnM9nQ97liyVxF0e2mGrQukUgudv+YuLvazlbri0drzIXR/VrTPNqKgfm/Mia5AI3rpyD/O+D1xn23d+kGM8/tz4NKunsmvMLW7LKUyvCBxUDIXXr4Juzjf/NjMFeuSH1/Urx5TOE8shz91HBoKDbDjKp36MMGPkzvy1cwKwfRtL/4ZeYcVIDxUT4Qz1o7gLGqh3pHG5C0e3sn/QmQ2dt42jccbbO/pCXJ+zDrisYK91F5xoG1IBomlQ2AhrJf3zEy+OWsWNfDH999zrv/ZF8yUK1xuptaRdsAC2dv777lhUnsnBomRxdOJx7oqOpFdWcnlNiufV2/tXJ2LqYv8+AZ7Xq/HMDIJ30lBSseBNSwbPAhz2Ho2s3Ft9W3MaKNGtWHm3rL/y4Lf3igFY9nS0ThvLG8J/YliPfL0IIIUqOESPGmzBpRnHxxgU7SYl7SVeCaRxaCx/tEOsP/8mKE/vJ8WxNh7JlMVp3sezICRyA4l4BXxUUoz8BRgAFD08/zIDJJbhEd8szYsKY/5NVw/qR1KxeleMnTjHvz8XX/LN63Ubc3dx4uHvXf1WGrOy83RzSMjL+8W8mk4kXnu3H6y8OvOKUn+ycbADSMzJvap1zcXHmleeeoUqliijKxSk9uq6jKAqNGkQyoO/FRWqFELfzPUhcvDH6tOOZvr8z8JsRPN1/I22a1CBQj2XNvIXEKFE890Qz3C5+7VOzdQsCZ/7C/L9UKvZtz1XXjDUEc++gHix6firv9I2jTeuGhPtms3/pfJYe9KDl249S23TxuQ3ql2XiT7EkeXeldmjel7Gxal0inGax9LhKSK/6lC/V39EKXi1eY8yQePp+sprTmYdZ+N1wFl7yFBNBbd/k60G186b2GKvR74MBrO4zmi1p+/h5yKP8XDAx5VGHQR/0JcIEUJmH+rRkypClnLXHs2TksywZCaDi6eWOei7tYmLFXJcBbz/Ismenc3jreHq3mYBRBYdDQ1dUfBo/z0dPlO7pKbYjy/hx8uGLZdRtZMTvZOVfmznlVJtBPRoUMkpKJTCqASHqZKZ/+BGm+xrg5zjDvjXz+OuYhrPq4Oj6hWyJ6EhUuX9TOhPVHx1M5+VvMOOVJznctjUNKrpxNmYBv6+OJ7DbJ9wfKg0KIYQQJcegGDApJkpiqQpDQCd6BlzhH80RdK4fcfHvPg3o6NPgsieV5eGC91k1hDZRfS9tNXm34KH6LUo8TibFhEHJuydbzGZeGtSPk6fiyci6doLCYDBQsUKFEp9yYzQaCK8cVurqWGHroDhZLAx56dlLHivj683YLz4q/Bj5w4Q1XdZUEUKSKrctE5Ue/owxXpP5fvpfLJy6Bt2jLGF1n+Cjpx6lRcil4TJWb03zwOn8kliNjm3DrhlMl9r9GTUmgInjZ7Ni3mRWGL0IqtyUAV88xYPR/gVGEhgIj66H188nyKhRh2rnky1OtYiqZmLZNi8aNKx8C1w8FyL6jGVBvflMmDyHJRv2c+JsFopLGUIioulw/+P07loD7wIDblzrDGDq7HAmjJ3K/LW7OX7WisknmIimnekzoDcdw5wvJAzK3j+Sub7T+G7aUjbE7OeUzZeIDk/ySsRqnnh32YU1V0DBp9XbzJgaztdjZ7B4y1HO6h6UrxhB6+696fdgNEHm0hxHHevBhUw4WLD1pWJ08qJcRDdeGTCA+yoWXhuMVZ/gk2FWRk1eyv9GrcQUWIlazZ5h3PCq7PzwBb5YNobvKkXy3WOe/6qEildTXhn7BcHjf2D+2pl8v8RCmeDqdHz5TfrcUwtPmfsjhBCiRBu0xgsjMEQh9+n8SbiFxangFByAXKuV4ydOUaVSRQmcEEIU5TtW14svVRpzIJYqIUFFeu7B2Dj8vD3lCpRC30+ZztBXnpZAXKf3R46j3xMPSyBK0JmU1CJ/xwghhLhzOLBz3BFLrOPoNZ+bmHEOfzev2+bcr3U+c2PmYVANdI3oTIihIhUMIRiukoCa8et8Fi1dyUuD+1OzWvh1l+dgbNxV79WTp81k9d8bCCobiLury3Uf/+y5c5xJOssD3e7m7g5t/lVZiqrvs69gNpv49suP/9Vx0tLTeXHIMHx9vPls+FvFcv0PxsZROzyk2OtVTEwMtWvXli8XIYpAUvpCCCGEEOKWZsCIE86YMGHDJgG5jI6OCRNOOF81oQJ5u/MAZKSXzJold3Vozf6Dh4iLT7jhY1StHEbLpo3kwgohSgVJqgghhBBCiFu/UasYMSkmbLokVQpSFDVvLQ9NwWi8dtM/M38hWZOpZBb+DfArw4dDXyf2+Elybdbrfr2bi+s/piyVNIPBgMPhINdqxWK+8TnjmVl5K/ebjNIFE+K2uv9ICIQQQgghxK3fqL05OwDddLpOwRV6L5/Y7+XkRUr2WX5ZNxvrLhXb3mvvHmkxm6kQHISmXf9WgZqmFel1IRXK3/ApF7VcRS3LtVStHMbufQcY8MIbxXLJqlWtUizlKs5z/K+OK0RJuHynsMJ2DivZ+48QQgghhBC3OBfFFXfFgzQ99Q442/Pb9+btKHO+81vYQomNKjZgf/xBzqVmYzQ6o4RdffeeMr4+3N2pDZ4e7jgcjhvqjN/I60pCcZXl6b6PsXjpSg4cPIqu33iiwWAwUDuiOm1aNi22GJVUvEvTdRSiKM4nUhRFufCn4OMlSZIqQgghhBDilmdRLLgp7tdcV+XW35BOz0+maOjoaLqGQ3MUHKvyj/ONCKxBaGAYAY2KPm3GarXeUOlsNusNv7a42YupLArQsW1LOrZtWSzlstmKb4paScXbZrOVmusoxDU/owUSKKqqXvh/VVUv+feSctOSKrLDaumvlELiVupiLCEQQghxFU6KE86KC7arjFZRFRWHpmFQ1Vvu/PT8qT6anjc1Iy+hYsfusJ0fu0Jh+3padCfQdHK07BIvY25ODjk52Tc9Vja7ht1uKxVlKel4Z2cX/znm5uaWyHGFKKl+2Pk/qqpiMBgu+XP+8ZJy05IqquHWvaHd7jw93ElJTcfb012CUUQpqel4eki8SpJD01AN8n0hhBDiyooyBchsMGJ12HBWLbfY2enouoam62i6A03TsDtsOBkU0rLPYXfYr9zuzlY4m5FMuiOtxEtpBk4ejy0VEVNLUVlKMt6HDh0q/uOazSVyXCFKksViwc3NDXd3d5ydnTEajei6fiGxUlI/gt+0pIrFZMJqs+NsMcvVL2WCgwI4fOQE9SNrSDCK6PCREwQHBUggSpDVZsdiMkkghBBCXLl9qVjwUr1J0ZPJ0rMKf47RTKY1G2fTrZRU0fPWTtF1HJodTXOQY8vGarfianHF2eyM2Vh4m9pFcaGioTL+Bn+pIEKI21p2djapqakkJCTg6upKmTJl8kf4XTo1qLjdtJ99PV1dyJF5eqVSWMVgtu3aJ4G4Dtt27SOsYrAEogTlWK14urpIIIQQQlyVa/5olSsxGw0YVQOZuTm3yBnlTenRdC1/hIqDzNwMFBSCvIPwdPG8YkIFwF3xwE11lYohhLjtOTs7ExgYSM2aNVEUhfj4eGw2G3a7HYfDga7rF5IsxemmJVVcXZ2wmIxkZufI1S9lyvj44ufrzdJVGyQYRbB01Qb8fL0p4+MrwSghmdk5WExGXF2dJBhCCCGuquCCtYVTcLM4Y9Mct0xiRT+/hoqmkWPLxqga8XW/drvDhAl31R2LYpGKIYS4o4SEhGA2m0lKSrqQVCmpbcJvWlJFURQCfL1waJokVkoZ1aASFVmL02eSJbFyDUtXbeD0mWSiImvJeh8lJDM7B4emEeDrJYsBCyGEuCYDRjxVLzxUz6u2Qz2dXNB0jZSsdLJtuThKqLH97+Tv9JO/OK3dYcNqtxYpoQLgoXriqXhhkA0/hRB3oJCQEDIzM8nOzr6QVCmJ0SqKXoxHjDkQS5WQoOt6jcPh4HTyOXJtdpzMZswmoyxeW0rY7Ha2btvJmeQUIiOqUSksWBavJW9R2sNHTrBt1z78fL2JiqyFySiNleLk0DSsNjs5VisWk5EAXy8MBoMERgghRNHuI9hJdCRyQjt2xbVVzictrHYHuXYrVocdTdfQS9OJ5Df+HbqGptlxMig4mZzwdPG85ktdFBcqGELxN/hLUkUIccdKSEggJycHf39/LBYLJpOp2NdWuelJlbz7hU5mZg6pmVnk2mxojlJ2Q7uDaZpOVmYGcXEJnIpPJC09o0Tmod0qFEXBw92NcmX9CQoKxMXVDVWV0RPFGmPyRktZTCY8XV1wdXWSESpCCCGuW66eS5x2kjjHSWzYbtGz0NE0DYfmwO6wkZZ9jjLuflddQwXypv2UM5QnyFBepv4IIe5o2dnZHD58mNDQUJycnDCZTBd2AyoupSJtrSgKbm7OuLk5y1UvpSIjqkoQhBBCCHHLsCgWfNUyZOjpJGtJt/S56Pl/7A77NRMqkDftx1ctIwkVIcQdz9nZmdzc3BJbpBZu4poqQgghhBBClCRXxZUyij8uyq27e5xeyH9djYvigp/qj6vs+COEEBe/QfMTKrfV7j9CCCGEEEKUJANGfFRf/NSAq+wGVJo7ARf+i6L0A0yY8FcD8FF9ZR0VIYS45PtUL7HEiiRVhBBCCCHEbcuiWAhQA/FXA2/JxEpRmTDhbwgkwBB4c6f9ZB9iyeSJLD7iuCXiZt03h4/fncJWq3xWhBA3RpIqQgghhBDituaiuBJgCLzqNsu3Og/Vk0A1EBfl5k770TP3smj6H+xIus4tqu27mfjU/fT5dju5/2F57Se3sWrjUVId8jkpNXIT2b9xAwfP/cvRBA4ruTbZ/kSUPEmqCCGEEEKI256r4kqgGoSHcvslVjwUTwLVoP9sHRX97BKGdmtHl1fnkaAV00EVV8oElyfYz006KHc4x8k/GTF0LMuvu3Jls2/6GzzWuT1t27albacHeW7CZtIkryJKmEy2FEIIIYQQt7289VV8ADjhiCVNT70tzstD8STYEIKvwec/WkfFQeyC2Wwy+eAS8yvz9naif01zMVygULq9+zXdpKqKG2Ym9K7XGdPFglkFxWjBySQpOlHyJKkihBBCCCHuCAUTKwlaHGlaKjZst+S5mDDlT/kJ+g8TKkD2Nub+Hkfd3h/RaOXrTJmzjkdqtMRDKfAcPYe9v7zFk5/t4lSmE4ERrXh0QD86hjkD4DjyOyO/m8/OQydJzNBwC3uI4aNasmXwsyyL/pKJT1XDkLWL6V9MZPHuI8Ql56B61abPiE/oHmK4pDhaSgyzxv3Awi0Hic9xJ7RBV/oPfoRIbxW0RFaNHcG0jceIP5NKDs6UqdSIBwYO5v4abiiFnt9mxr34OQtik8nCGf/w5vQY/CydK+eVHUcy22aOY+L8DRxOtuPsF859Qz6lV00z2BNYP208Py3dztEzDrzDm/LQwIF0rVrYe+lkHPiD7yfMZcO+U6RbyhHZ6UkGPdGEQCPoGZuZ8uEkVhw+xelz2Whmb0Lqd+HpwT2p53t5okAjce6rPD4lgPdmvEYjE4CNTZ8/zND4J/jxs274ce1YOPZN49UPZrM/MQO7xYew6PsY+NxD1PL8Z+kd+2bxwbcL2BcbT3KWjrNvKJHtevBUrxaUP59ju2o8dFJ3zuCbb+ey4XAyNicfKrQdzMjBTXEF0E4y/dkOTAcw1mHQ1JHc55fCis9fZ+yqU5zLAbegCNo88Tz9W5fHjIPYP0fy1ZwYYuOTybAquAZWp2XPwTzTsSJOAHryVV5/2dW5ZvxzWTHsXj61vcjMDzrgBuDYz8R+L7C+5Ri+eyIMw9Xqp8d+xj/5AsvrfcqPz9XNX+0pi5XDe/BpRj+mftIFr/1Fvx5CkipCCCGEEEL8p4kVi2LhNAkkagm3XGLl/KK0gWogrqrrf7jTj865v39nJS15s20Nqns3Z9rH81l+ujndAgt29O3kOoXz8OAHCDImsm76JD4fkoHz+Ddo4aXgOLmVFduh02vv0SrARE6uB8EG2FLwnbKOsnnNQTy6v8rAaG+UTI0yAZcmVLAfYfrQt5ip3s2AN58h2L6XX8eM4/0vyzBhWAd89QyOxewkJbQPb7wQjjk7jvXTJzDu/XEET3qZ6MJ22rYE07TnCzQu4405+yhLJo7hmxEBVB/bizBDLvumvsXbs+w0e/wl+lR1x3Y2DbdAI5DNzolv8v7yAB4eMIzn/NLY/PNoxrw7joCJL9PwsplZWvxCPh4yjjNN+/Pyk+EYYxcybvSHfOT+LV8+VAE1J57d247j+8gQBtV2wZ60g7kTpzJ8VFkmDWuHz/X2q4sQC8W/Pg8+WwNPX2fsceuYOnoin0ytzg+Dav8j6eBI3MP6vSY6v/4eTbx1Ug+tZPq0D3jl9FuMeaMlvso14mHewY8fTeJAzWcZ+lx1PK1JnLJXwPX8eamBdBoyjO4VDaA44eurguJO5baP82pHfzwNaeyb/x3ffv41ITU/oau/Tsrh7eyx1mXwO+0JUjOIXfETE78YjnvIePpWM17j9Zclqooj/letn62oH+nN7JjtHHfUpZIBsO5j224rle6PxFsBruN6CEmqCCGEEEII8Z8mVjwUT4wGI0bFyBntNFl61i1RdhfFBX81gADDTViUVotnyfzNeLcbSaSzgrFBF9r4vsLvi47S5YlKXEh5KG7UvfcJ7onO+/29XjUDcU98w28r+tLs3oD8i+BPzUYNqON2vpd+5J/vp5gJqt2EerUL37XJum0Ocw6F8eikp2lfVgWq8twTO3hkxCq2pLengyuAgkuFOkRHVcNAJHX9EtgyeAkbD9qJrlNIV0gNIKJ5fhkJJzRzM4s/2sfBTJ0wdR0z5hwjtOc4XnsohIIpHj1tLbN+T6L+81/yeEtPFKDyc4lsenwqK3cOpmGjgt1gB4f+nMkWr3sZ9XxXqhqBahXpt/dv3lq9noTuFQjKP//AGg2pH2UC6hKSvoM+k9ezK7cdLZxu5AJePRaqT1UaNz5/6pXptfsvXt+zl0RHbcobCvsg+VGtYTRRbkBUNLW9M+g78hcW9WxGD+9rxKNOKinpCl5VIomsFoyRKoRftk6HKwAAIABJREFUiE5eN9UzqCIVKxZ8YzPlI1tQPv9vVQLPsHbFePYctl9IiqieYUQ1iCJIhajazhzZ9DYbN52kd7VQDFd9vbnQ+vdv4n+t+tm8UT08Fm5iY1wvKgUbsB/cyNbUENpHB+atK3S910NIUkUIIYQQQoj/NkHhSpBaHiecSdITS/V0ICNG3KweVDCE4qP63pRtkx3H/mLRgRDav1glrxNhrkan9iH8tmgxe3oMoNYVfj5XvGpQs7zG3MPHcRBQXKUh8chRzln3M77P3Uy4kPhxYKMKSSkauBaWMylHoJrGubTCF0HV0/Yyb+Jk/thymNPpGq4uOjl6ZaxWsCce4HCOP03qlOPyPq3j5GGO5mSRMOJh7hp5oTA4bCqWs1nomC9OAdIzOXokDtuJ6TzfZebF99bsaP7JpGjkJVUuLTm+QYFY7GdJy9LB6d9PAbk8FtlHlzB54q+sPxBHis0JNzUVh28uRdttWsEnqgFVlLEcOGLFEXCNeDjV5/4Hw3ln4iD67WhP565d6dQwBLerLYHiSGbrzPFM/WsnsWcyMXg4Y7VZqXelj6wxkHJ+KltS09Bv5PVXjf+/r5/OdVvQ0GMZ6zac5uHgAA6v38iZkLa0CDYUw/UQt3RS5WBsnERVCCGEEELcMhyKA4fqjMOYQ5oxgxw1u1SUS9d1dF3DaDfhnOWGf7YH/gb//3C6T0FW9ixawrHcOCY82eFiJxFAOcvCrb2p1cj5SmeCroGiKMUeH8U5mgGj+hNZMCSKBe+yhf+UrxiMGNDQCtsRRk9nzei3GbM7gicHvkeDci5kb5rAW5Ns57Me6FcuDCi+tHn1E3pUUS/pjDv7ul+2poqOroOxRi9GvtQC94LlM3kQcIXLqxgMGPJjeXlCQzWo4HDguI6dbi6JhTWGH4Z+xrLAR3j2reaEutvZ98v7jDp2HRdEUVAATdOvHQ/FQMQTX/Jjy/Us+HUWs97vx4yo5xj5fhfKkXecS4OtkbhgBO9OSaTZMy/Qv5Y/pnMr+PqN6Vc7QQwG0HXtxl5/1fgrqIqCbrfnxVy5gfppqkOrxp68s3INcffUZvWaeMI6tsgbhVIc10PcukmV2uEhElUhhBBCCHHLydVzSXYkkeg4nTdqRb+5o1aMGHHDHU+HFy6uLhw/dOImJVSA7O0sXp5E9V4jGNzMo8Coi3Os+upt5i3ewNMNW12SIDjPkbCFrSeNVOoWihGKaSyQAf+KobhbtxOb6s+9UYUkdBxFPVZ+YkFL4OChTAJbPEz3pjXyyppUBjPxee9YvhKhprnE7DiFo8al038M5cMIMf/K4VMaQe0qYrpq79yN0IqB6AuOcsbrMSI8C1vG9noouHl5Ys49yclEBzcyN0Q7e4iDZ5xp8OxjtK5jBhzYyzqjXEcnPnPvTo7o5ekaasFQpijxMOAe2pSHXmpCp4af0u/9uSw7ehe9LBbMZJKeocGFKDs4fuAwtrDu9OwSnXeK2SH4FHlzn3/7+supePl4oR8+wUkHeBpvoH7iRJ0OrfF/ZRlLFp9h1ZkIHmyTNwqqOK6HuIWTKkIIIYQQQtyKLIoFf0MAbqob5xznSNfSSNPSyNIz/9NyuCiueKgeuCpuuOvumHQz1ps86D9j8xLWplenV6e6VLlkUVoNl1bhzJjyF3+ntKQjgG4lYc9Gtjq54Ujew6Kp09gbcDcftfKlOMeqWKLu494qK5g6YhiuvboSVc4F69njnPVsRqcoX4rSXzZ5eODs2Mrapfuo26EsFUOdmL5mFnMi7qN2gDOOE+cuJIEUz6Y80Pl/vP7TMD7WH6N9DV+MGQnklG1J00pNuf+u//HG9OF8pPakY4Q/5pwzHEsvS8f2NS8uwJrf4Q7v/ABRf3zD6KFjSH2gERU9dFJPncJYpytNbiApYqndnGi3D5k1ahJeD9QjwJzL3gRbkZMzqncoId7Z/D33f6xwakg5Nzh2Jvfqr7fv448pv2KoF4JzWgxzJy3HFjmYDhUNKOo14qEdYeXcQzhVDcXHlMOp3XFkq+54uioYfCpRySONdbP+x0pDLSxnz2Cu3YZyFStgWLKEX/4M4a6qZTDnnCRVA+8inaHhX77+n93o8KaN8Zv3J2PHBPFos/K42A9zMlO/rvppqtaR9iFz+PnbE1iiX6GFn3rj10NIUkUIIYQQQoib3jhW8haxdVFcydXLkKllkKKlkJ6fXCmp0SsmxYSL4oq76oG36o2r6oZZN4Gm3PSECsD6JevJrt6HxpfvkoJKYNMWVJ04kb9WJdK+XRA1I8uz7PePefNnK4qLP1Ua9GB4v0eIci3mrWBNlXn0w09w/n4S8yZ8xIwMB86+IdR7tC4do3yLdoi6D/Bki/1MnvATm1sMp90zbxA7egIzP36Z8bkqFjcvfMOa4WsGcKFOv08Y7j6eyX+M4r3JORi8KtDi6UgaV/In8ulPed9jPD8uGsOwqVng6k9Yi6do1g4uP3U1qAvvjDAyaeIsfv5sPudsZrzK1eS+sM404fqTKopnCwa/G8/XY+cy+t0Z5KrOePmXp26roLzlV67VG7dE0ufNvmR89xtfvP4T2Zhx8fQlNDIA5ytdNsWCdmIR3y44RpqhDOFNnuGjAV0oqwK4XjUeLpln2LfyRxZMOE2Gw4xn+Rq0f3kQd5dVgXr0erE78d/O5uMhP2Pxr8FDb7YmqvMLvBI/mqmT32dxqh2Dkxte5cKp41WU9JlK2X/1+n9yqtuXdwfn8M0vExj+exZYPCgTVItGoflbaBelfhoq0KFLXX4ZFUvLro25MGjpRq6HuGkUXdeLLeEVcyBWpv8IIYQQQojbSq6eS6aWQY6eQ7qWTrqWhk23YcN6w0kWk2LChBmTYsJd9cBddcdJccJVdbuwCK2maTgcDqxWK9nZ2Rw6dIh69erJBRE3nXXV+3T72MbLM4fTzk3iIUq3LVu2ULlyZZydnTGbzRgMBlRVLbbjy0gVIYQQQgghrsKiWLAY8hId5xMsdt2OHTs5WjbZejY2bNh1+xWTLCbFhFExYsKEs+KMk+qMkbwtnQsmUoQQQtxaJKkihBBCCCFEERVMsADYdTu5ei4O7HmJFt1eeKNbyUugGDBiUSwYFWmGC1GYtm3bFvr40qVLJTiiVJJvcyGEEEIIIW60MZ2fLBHiTmJuMZQFLUrm2JI8EbcaVUIghBBCCCGEEEIIcf0kqSKEEEIIIYQQQghxAySpIoQQQgghhBBCCHEDJKkihBBCCCGEEEIIcQMkqSKEEEIIIYQQQghxAySpIoQQQgghhBBCCHEDJKkihBBCCCGEEEIIcQMkqSKEEEIIIYQQQghxAySpIsRtyc76Ya2p3Ggoq2wl+T5pzO5fl9DK1QmtXJ1K7UayzS7RF0IIIYQQQtwZJKlSgnKPLWTowJd5f8lZdAnHf0Dn9M99afzmGmx3fCwUAht2p/fDjSmvlmSs3Og4fC5LF83n+14VMUglFEIIIe5s2YdYMnkii484boniWvfN4eN3p7DVKpdOCHFjJKlS7P16O1lnT7Jl8c8M/2Y5pzRJp/x3conZuhe5JwIYCO30LG+/eBdhhpKMlYpbQCiVKlUk2NsiYRdCCCHu9KZw5l4WTf+DHUna9b3QvpuJT91Pn2+3k/sfltd+churNh4l1SHXrhTVItKPb2NtzCn5oVTcEiSpUsxfAJnrJjHg9S+ZsMFOo77daeii3H6n6Uhm4w9v07NzG+pE1KFW8wcZMGo5J22XxiJj72yG9u5C/Vp1CK/Tgo5PfcK8wzkFjnOAUV3r0OqT7VycMWJj1ZtNCe8xlTjt4t+rPT2LHb99wCPtGlO9Rn0aP/AWMw5cPJZ+bg59akTSb24KyTP6USV/OkpYk2H8XaBc2Utfp26dwfyWksCKL56hXYO6hFWpTnjvGSTpoJ+Zy1ORUTz2cwKXNgUc7PmqG+EthrE253qCZSNu5bc816MLjSLrUrVeB7q/MpH1ZxyXxOrc1h95+ZGORNWqReWIJrR+7H1mHyzwRvZdfNaxLp2/XsuSL/rTul4dqtRpzb1DZrI3q2DLYAcft6t5YTpOWCHTf4oaK6zHWfDZAO5uFk141dpENHuAgWPXcUaTT7oQQghxR7d4zy5haLd2dHl1HgnF1S5QXCkTXJ5gPzfpoNzxrGz54U0+mLH7P02wCSFJlVJBwblOdz4Z8RFj3nmcLuHut2GAbewZP5A+ow9Spc+H/DT7F75/sS5xk1+g9+dbyM5/lpYwn5d6v89Kj0f46tc/WTH7Y+7V/+TlJz9gWer1jd4xmkzYt3/Hh+trM2z2anauHU93ZQHvDp+Tn3gBxb0tH8ydyMBaJrw6vccff85j0Z/zWPjTQOoaLx7LXLEyIfb9LBnxDu+sDeDxTycxZ/Y0Jr/UDA8FFL8O9OzkzqZf/yC2YN7Dtovf/jhG6L0P0tCp6GXP3DCSXs/+THL9gXz98wxmjepDyK7R9B3wA/vPZ5IyV/HRoBH87duTMb8uYPncL+nlvpw3XxjPrvPPUUyYzRrxc0YyJbsLn077lVmfdISFwxn0zfaLI06MVek34TcW/TmXH5+uWeh0nKLFysGRH4fw0k9JNHp7EouX/s7/3q7Pie9e5t0/ZTqbEEIIcedyELtgNptMPlhifmXe3mIaI2wIpdu7X/N+98qYJMhCiFuIUUJQvFRXH8rezieY/Tc/TN5LpX5zeKd7pbxOe9UhfJKdzZhDp4h31CPM4ODI3Kksd7Rj1PCeNPNUgHI8/X4/VnT4kp/+epHW3X0p2hgeBVVVwF6Lx4d0paqnAtSl5321GTdyO7vtPQgyAwYPylWuiJ+TgupRjvDwKoXekA1lAvDjJH+ursd389+jvdflpXCheY97Ce4xjzkHevNS9by0RO7W+fyeEEGfB6oV/UOjn2XhxNnERw/hfy/djb8CEM4HwzOxTUvneLJG1QAVLPV4aepsBpepQrCnApSnV8/mjOm/iU2nNSLKqYCCgk6apSWvvn4PtY1AtZd4Y9NfPLZ4MbterkuUEcCJMqGVKYOGq59T4TEuUqwMlLv/E35r7UyFSn44AQQ9zn1TfmHs+n3YuzSRBo8QQghxJ8rextzf46jb+yMarXydKXPW8UiNlngUbHToOez95S2e/GwXpzKdCIxoxaMD+tExzDkvLXPkd0Z+N5+dh06SmKHhFvYQw0e1ZMvgZ1kW/SUTn6qGIWsX07+YyOLdR4hLzkH1qk2fEZ/QPeTSn4y0lBhmjfuBhVsOEp/jTmiDrvQf/AiR3ipoiawaO4JpG48RfyaVHJwpU6kRDwwczP013ApvJ2VvZtyLn7MgNpksnPEPb06Pwc/SubJzfk4pmW0zxzFx/gYOJ9tx9gvnviGf0qumGewJrJ82np+WbufoGQfe4U15aOBAulYt7L10Mg78wfcT5rJh3ynSLeWI7PQkg55oQqAR9IzNTPlwEisOn+L0uWw0szch9bvw9OCe1PO9/GdbjcS5r/L4lADem/EajUwANjZ9/jBD45/gx8+64ce1Y+HYN41XP5jN/sQM7BYfwqLvY+BzD1HL89LSayen83zfafi/+T/eaema96BtO988PoTdnccx5rEKZBfDuVnXfUq3tp8CCr5dP2XaC3VJmD+coVM2E59mxehZgbp39+P5xxviZyjacYt6juAg9s+RfDUnhtj4ZDKsCq6B1WnZczDPdKyIU1FirnKVOuFK6qK36fmVlad//JR7/PLLd+RHBgxcRO3PJjOoyo6r10UhSRVxa7Ifi2Fnmi/RkSEFRkEYqN7zA0Zf+Hsu+3YdQql6H5HuF7+g1IDa1Am08/ueIzjwva7KpwZXo6rb+WOpuLu5oVizybED5us4kJMFCwrBdz9Ma6/C0zrGiAd4tPZUpvy6nUFv1cNMNut/+4u0xi/QrcJ1jD2y72frLiuhPWrjW+CtnBs8xdcNCr6hC8az6/nm46FsOhRPUqYV3ZZNqhZOTo5+SYLJvU4U1S4EzkSV6pVQph/neA5EuRXvtbY42znww8cMXbmX2MRUcu0OcjPsKEE5MlJFCCGEuCPpnPv7d1bSkjfb1qC6d3OmfTyf5aeb0y2wYBvJTq5TOA8PfoAgYyLrpk/i8yEZOI9/gxZeCo6TW1mxHTq99h6tAkzk5HoQbIAtBd8p6yib1xzEo/urDIz2RsnUKBNw2Rhc+xGmD32LmerdDHjzGYLte/l1zDje/7IME4Z1wFfP4FjMTlJC+/DGC+GYs+NYP30C494fR/Ckl4l2KawBFEzTni/QuIw35uyjLJk4hm9GBFB9bC/CDLnsm/oWb8+y0+zxl+hT1R3b2TTcAo1ANjsnvsn7ywN4eMAwnvNLY/PPoxnz7jgCJr5MQ9fL0iDxC/l4yDjONO3Py0+GY4xdyLjRH/KR+7d8+VAF1Jx4dm87ju8jQxhU2wV70g7mTpzK8FFlmTSsHT7Xu8JAEWKh+NfnwWdr4OnrjD1uHVNHT+STqdX5YVDtS5rbatn61AuexMJt+7G2jMIMOI5vZ0dKANH1y6MU07kZ6/Tli8GNcUHB4B6AERXvmp156o0HKeOmk7RtBmN/+JRxlX7krRZuUITjFvUcQSfl8Hb2WOsy+J32BKkZxK74iYlfDMc9ZDx9qxWlT3D1OtEgsgHVmMS2XVnc09oN0EiO2c4J1zo8GW4C89XqonwbSVJF3LrS00nHBVfnq3yT69mkZWgobm64Ffy+UVxwc4WszCyue/qtwVCMldVIhUoVrrxTjRrMvT2a8c2nc/n7xXq0cqxlzlKN9h+2w+96bmB6JukZ4OLmfNVROY6jUxnY93MSmj/HO6PaUN3fBX3bKO5/5fBlz1Rw8yg4z1jB4mRB0bPJytHBrRjX79HTWflBP15Y6Mdjb7zLe9EheJqS+fWFR/lWPgVCCCHEnUmLZ8n8zXi3G0mks4KxQRfa+L7C74uO0uWJShfbVoobde99gnui88a11qtmIO6Jb/htRV+a3RuQ37bzp2ajBtQ5/6OQ48g/308xE1S7CfVqFz4+1rptDnMOhfHopKdpX1YFqvLcEzt4ZMQqtqS3p4NrXnvJpUIdoqOqYSCSun4JbBm8hI0H7UTXKaR1qQYQ0Ty/jIQTmrmZxR/t42CmTpi6jhlzjhHacxyvPRRySVtST1vLrN+TqP/8lzze0hMFqPxcIpsen8rKnYNp2Khgl93BoT9nssXrXkY935WqRqBaRfrt/Zu3Vq8noXsFgvLPP7BGQ+pHmYC6hKTvoM/k9ezKbUcLpxu5gFePhepTlcaNz596ZXrt/ovX9+wl0VGb8gVP1hBCo4Zl+d/qjRy0R1HT6CBu4yZO+TagURgcmlo856a6lCGkYkUK/m7oFtaApvn/XbWyO0dXPMPivcdxtKiRdz2ucdwin+P56uAZRlSDKIJUiKrtzJFNb7Nx00l6V6tw7eb0tepEdH0aVvmOXzbEkN26Cc76ObZsPIBT5L3UcgK4Sl30UOT7SJIq4pbl7o47mWRkanCltITijIebip6SQYYG7urFJENGJri5n08MKHnJhkuGPejY7fYSPw2T0XjVG45P+x7c/fkrzF71CrVt81npchfjmrtf533LFXc3yEjPRONKCxhpxK34i216Mz75sO+F6Ug5uxzk/mM4iE5OTm6BcOnkZuegq05XT3LdCPt2/vwrkQqPfMnb3WvnfVE4spDVwoQQQog7l+PYXyw6EEL7F6vktQ3M1ejUPoTfFi1mT48B1LrC6GHFqwY1y2vMPXwcBwHFVRoSjxzlnHU/4/vczYQLTSsHNqqQlKKBa2E5k3IEqmmcS9Ou0BHey7yJk/ljy2FOp2u4uujk6JWxWsGeeIDDOf40qVPuH61gx8nDHM3JImHEw9w18mI7z2FTsZzNQsd88Uc2PZOjR+KwnZjO811mXnxvzY7mn0yKRl7i4dKS4xsUiMV+lrQsHZz+fdvv8lhkH13C5Im/sv5AHCk2J9zUVBy+uYXsFmmkSvNmBM1ey7pD/agZfpoN647g2/RpqpsyWfavz+1KJbYSt3YaE6avYs+JZHJMHpizHBhqXmldn3/GrOjnWFjPOZByfipbUtOKNGr7mnVCDaJp83B+mLmOnTlNaJC7lXW7zDR4tR6u16iLQpIq4lauMCER1HT/nq1bj2FvnH9DxcHeSc/xxrooPvi2LxFGCzVqhcP3W9iW0YOy+ZlULT6GbQlORNSunH8jsuBkgYyMzItfTI44DhzOQjffSOkUFAU0h+PfT09xjqbn/X48+utMfrGvo+x9U//P3n2GRXG1DRz/7y4dpIgiKAoCgoACimJHjb0ltlhij7232LvGiiUae+/GFo29t9grauwiYO+K9GV35/0AKhhU8DHPE33v33X5Qd2dOXOfM7Pn3HPODIVN0+tc7GXepqvo3SvRpoYnaT5i5EmAjxG/nwnliSE/TilZlYQT0/gx5A7fTh5HozzJM3cwcyWb5esfx1hO7D9FrJLtneNQeHHlCvf0JXDVACRx4+otlJzVcTX9zLEyJBAXryJrNrs3ySDDvcMcuKEDN1n8I4QQQvz/o+Xyzj1EJN5n/o+V3yYxAFTP2XG2JQWLv+9ZDwqKAVSqz3sTSFEUVOZBdJzajkKpRzUqU+yc0r/5p9IYocGAIb3ujBLN4emDmXGpAD92Gk7RXBbEn5rPoIVJrzMD7+9jKgqo7Pmmzzga51OnGdib22d5Z9aygqKAkU8zJvYKJvVtO5WxNTneM0JTaTRoUmL5br9OrVGDXo8+E920NLHQXmDR0Ansc2xE50FlcM2i4+pvI5kakf53NfnKEpxrHQcP3aB5loscuulAcAcfjIn9DMeW3o1X0IevZdTPG1DX6Ezfzp7Yqe6wZfxojn7wGFNtN5PHmM7G0GhAUQwZi/lH24Qap9LlyL9oFQdD4/GMPkSoaXEGFLH8eFsUklT5minxL7j7NGV5i/4p0XqFxJcPibgTjxpj7JwcsP6So25RkhZN89FowWB+ztWXH/yseXlxHeNmHCWxaXvyGQFocK3TlAqLBjNh+GrsOwfjpL3OH+PnccG5LksrJk9/Q+OAt7cdUcd2c/hpccrbxXLpt+lsemCKyoXMJ0bU1jg5mhFzdB1L9ltROIuOqEePMPWrQancmV14qCF//Qb4LA5hmt6P/iPzpXOy6Lm9cy4Tfw2nfEijvz/aRZWVqi3rMKPddH6ampU+33pg+vAUC8cs5qJtT0bnSi6Ts683NtEn2bT3PsXKm3Bl7XiWvPIhr+oS4ZGxGNys38zsMbu3ifGLvOlT0w3l2mombXxK3iaV8TFK/uWJfRzJo2gDCgqPniWi6KJ5cOsWYUagMrHDObddcjk/FiujfBTwUrNv1zb+qtsKt+d/8uvY82TzNyfxbgT3khRcjQ3EPLzD41gDYODOi0SUpJfcu3ULaw2ozLORJ6e1XGSEEEKIr0F8KLv2P8W7WQhdS1unmnXxkkO/DGbTrhO0L1aO9Ob16h+e4exdI9y/c8UI+DzDQg0OeV3Jog0lMsqB2oXTSejoM7qtlMSC4SE3bsbiGNyQ+qV8ksv6NBsmPEjeo7M7rsYbuXD+HnqftMt/NM5uuJj8Ttg9Azkr5v3wA/1VVrjmdUTZHs4T26YUsEnvMbaZocLK1gaTxLvcfawn3XUsH4vA85vceGJO0c5NKe9vAujROZmjel/CQeNGhUrurNmym12mV7iZuyI9vYw+27GZmJqgvIgmxsCbxwlow68ToRSkR/PKFLZWgcGCXNbqf+4Y/8OYZ6RNqB3LUqXQIubu2YlLTCjWZUcRaA7oP9wWhSRVvmq661sZOf0UsamvFjvmMGgHoMlDoxE9+dbxS37Rsil+nWezwGwik6Z14dv7cRg7eFG29XQGtfN7M1ND7VCTkIWJjB27kI61RxOtyYZnifpMX9CJYm8eCmZGqS7DaBU+lu7liqKyyU3hOl3pWe86XY8lkZTprIoF5Tv1pXa/X/mlQ3MSTazJ4VqI1uNrvFl7makcjdM3VPUdz1/W9fk2Vzp1psRw7uwNFMdvaV45vbcZqchSuh/LfrVh7PTxNJ//mEQzJ/wr9WRxvybkTbn2WgZ3ZUzTnxjetyp+Ro4UqtOTCRPc2duxDeM7VyZ+4m6mV03eXrbqP1LlwRx+rBHKfZ0dPtWGMq1TwZSLdBJ/jqlLxy3xqX6s/qJfjR3JJ7tnRzZt6paSgPlIrDSuNB3Wi9C+s/m+2Gys85Wl7fDhtIuaRlivX6heL4G163/g8qDv6Hsw9RzEcLpUXw+AcWA/9q5qSR55cbsQQgjxxYs5vYcj0d40qxpAvjR9WQMW5TxZs2Q3R1+UpQqAouXh5ZOcNbNC/+wyO5et4EqO6owpl9G3P2awV1q4DrXzHWBZyAgsm9WicC4LtM9v89ymNFUL25ORLoixtTXm+rMc2XuVgMpO5HU1Y/XhdWwoUAe/HObo77x8kwRS2ZSiXo1V9Fs+grFKUyr52GMU85AEp7KUci9F3WqrGLB6FGPUTahSwAGThCdERDtRpZIvlqq0CSHPGvUovPVXpg+dQVS94uS1Voi6dw8j/1qU/ISkiKlfGYKsRrNu6kJs6wWSwySRKw+TMpycUdu54mIXz9GNqzhgVoxcVhDxJPED39fg/E1V/JbPYtZq8Go7hOQXM32OYzPCNZ8bqoPbWb49NxVyJPAgLhflc+cll7KBrSt2Y18uL7aaJzyKyfiAIfPH+J/FXGWTgTahykrpKsWZN3YuixUnGrQukHID1OGDbVFIUuWrZuzflHnzmn7dB6nJTol241nX7kMfUmHlU5/Ry+oz+kMXtxzlGbi8PAPT/GtFrqZqosWH7ef6O9+z/G461777+/ZMPOoxcX09Jr5vhyZVmHGpSoYO0/DgALv+ykrN6e95wnrSJU5f1OPZqBElLN67Q3JX6MbMCt0+EE9HKg9eTuXBaf/5xyWH+PH1X/QpWWnjPNTsv5jaQ9LfV9VfzhL+S8aq8WOxsizYnFlyazGLAAAgAElEQVTbm7/zr0PZFTr0zd8KLDhPAznthRBCiK/e8T3HifduRQmHd1MVahxLBeO1YAG7Dz2mUsWc+BZyZt+WsQxcqUVl4UC+oo0Z1bYRhS0/8zPgjD34YfQ4zOctZNP8MayJ0WNu70LgDwFUKWyfsU0E1OPH4Gssnr+c08GjqNhhAJHT57N2bG/mJqoxtbLF3q009iYAFvi3HceoLHNZvHUqwxcnoLHNQ3D7QpRwd6BQ+/GMtJ7L0p0zGLEsDiwdcAtuQ+mK8O6hq3PWZEiIEQsXrGPlhM28TDLBNpcvddxqUJLMJ1VUNsF0HfaAaTM3Mn3YGhLV5tg6OBNQLmfy41c+ljkwLUSrga2Jmf0Hk/stJx4TLGzscS2Ug/c9uk+dvTw1Sy7m7El/vv3G8U0S6z8/NjVO1TvR4eokVswczC5scSnfkSK9GtK/2zOm/zaTIb/Hojcyx9o+N/mdsmQsWfcJx/gfxRzLDLQJFVbFa1Eh20E2Z69JFXfN640T/MG2KP5NVIqifLYHJFy4Homfp4tEVXzRkl4+ICL8LKvHjGKNRTc2L/whJfOelu7qDGr9cI5mW+fyg9M/PB1Df52ptb9nQ6kl7OkfINlQIYQQ4v8Bg8GAXq9Hq9USHx/PzZs3CQwMlMAIIUQmnDlzBg8PD8zNzTExMUGj0aBWf77xm4zNhEhDz731vak54TrZgxoxeVzDdBMqoPDi/HleVWhMLSdZ3yKEEEIIIYQQ/x/JTBUhhBBCCCH+hWSmivg3qlChwgf/f+/evRIk8a8iM1WEEEIIIYQQQvwrSNJEiLRk3YIQQgghhBBCCCHEJ5CkihBCCCGEEEIIIcQnkKSKEEIIIYQQQgghxCeQpIoQQgghhBBCCCHEJ5CkihBCCCGEEEIIIcQnkKSKEEIIIYQQQgghxCeQpIoQQgghhBBCCCHEJ5CkihBCCCGEEEIIIcQnkKSKEEIIIYQQQgghxCeQpIr4RyiPf6OJTzF679N+4FMGIhc0xrP4UA4lvf9T2h09ye/TnnUvlf/6cWh39CS/V01C/tJ/IZF/xfp2AXh13ELs+z6iv87UWv6UGxeK7r9dPP11ptYq+OHyCSGEEOLLFX+TPYsXsOvWl9F30l7dwNhhSzirlaoT4rOPCaMvs23RUg7e1X/VxylJlX9k4PiC0M2LGNy3Hy06/ES7/lP4dfNlnn5lbSn+z6EU8/TBu+UaHhq+0hPEtSwtWnxHYDbVP3m54fnZ5QxoVpMgfz888hemcIUm9Jh9jIdf2/VHZUeh75rS4hs3jOVKIYQQQnx9g6jYK+xcvZXzTzPZOdRdYkGburSaFUrif7G8urvnOHQynCi91J34xDb04hanj17m8Zc4HvqHzzvD81C2rNnN5Sjlq24DklT5/C2TsM3z+GXHY5wrN6HfTx1oW96OiO0LmbT1Ll/P9TqOo1v289LaFs2Z7ex+9HVmVYzy12bAwLZ84/jPnSqG++vp1WYCf1rWYvi8VWxaO4vh31pyYkoXui4J56v6jVdnJ7hNPwZ+74OJXCyEEEKIL5LyfA9Dv6tIzT6bPt+NNZUl2XI7kzu7lQxQxBfEwPODMxgcsoVbX2KnXc67zzPEkRB8ZrpbHDz8kOzfNKZNRT98PDwoWuUHfgg04d65S9z/WnIPMUfZvC+GIu26UMEslC27HvC3Q1OpIOoMc7vVpZhfAD4l69BlYSivPpCoVGLOMbFOEYq0XkVY6mmYKg3asN/p/31F/AsUIqBSa8bue5gm4aB/fIRpXRtQOjAAD+9AilZvz7jdd1MtcdFxfER53D28cX3nj3vFiZx780Et+/oVJ+/r/3/P8p+P7y9j4k8f4Hh8YdoNb0v1IF98Chbj227jGdrIF8tnt0le9ZRcds968wlPVZTYP7rg5duNzXHv3772+lKaFA2i3oyLqZbcqFCrXnB4WkcqlwjEy68stXqt5GLs28pJb9mV4c5Svvcpw8DDSaC8YE3rIjQIWcxPNYrjE9SUaSfOsrB9Vfz8gmk48wLxr2MVuZA6+d/GW5b/CCGEEF8qPZHb13PKOCumF35n05XPtG5G48p3w6Yxsr6HzGYV4r9FzrvPwkhC8Lkj6kmrcWNJUEzSBFetApWx0VcScIWoQ1vZH1eAHtVrkvPqr3Tbtps7zVrikjpNpyRybNZsjFr3Z2mPLNzZPIG+43sxLt9mxpSxTOc3+j5/DOjFYkMjFkxphHvqqQy66yyYqKFO6wmsdI7h0NShTOo3kYC9IVSzVoHylI2DezI9shJj5o2jWPYkbm4YS6/eg3DcuoiWudWAEYW6rWBfSx2v0wTK8wOM7DCZyDKlcNO83pkxxXqtZGdrPfqby+jw09l0QpCR/WWM2sISUyWc23cTwdE8JedhR7URS6n2n9bU80OM6DqVexUnsKZjQSxT1+Guacwp/QND5nTDPHwNwwaPo797UTZ1zocmIxtXadBo9FzaeJbaqzZRdkJtBnYfQ51xK9lauheVpq3meBs/ypuAJmddpm4uQ7wSz/6fmzFFrhRCCCHElyn+HBu33Ceg5RiKH+zHkg3HaORTFuvUK6WVBK78NogfJ/zFvVgzHAuU44eObaniltzP0d/awsTZm7l48y6PYwxYuTVg1NSynOnamX1BU1jQJj+auL9YPXkBuy7d4v6zBNS2frQKGUd9l7S9FMOLC6ybs4gdZ27wICELrkVr0a5rIwrZqcHwmEMzQ1hxMoIHT6JIwJxs7sWp16krdX2sSHdxd/xp5vScxPbIZ8RhjoNnGRp37UwNj5Q+mv4Z59bOYcHmE4Q902Ge3ZM6/cfTzNcEdA85vmIuy/eGEv5Ej51nKRp06kQtr/T2pRBzfSvz5m/kxNV7RJvmolDVH+nSoiSORqDEnGbJ6IUcCLvHo5fxGEzscClSk/ZdmxBo/24/08DjjX1oviQHw9f0pbgxQBKnJjVk6IMWLJ3wHdn5eCz0V1fQ5+f1XHscg840K25BdejUrQEFbf5eet3VNYycsYMbdx7xPE6HkXUu/Cq1pGvrYHIagT5sMe077yfol4W0y59cZ3F7hlJvkhH9/xhKWROARCL3L2Le6j+5GPkCjYMv3zTrQtuKLhjfXU331itwGLiKIWVTerBJofzavD+XasxhRhMr/pzUj5mH7vEyAaxyFuCbFt1pV9457Wxo/RXm/tiD/YHjWdotICVxEMfBUY0ZH9OWZeNqYq//UL3pidw2kV82XCDywTNitCosHb0p26QrHarkxex1bb7ayaCqO1PyFM2YObclHtoPtaUMbPdjbTF1a4o5y9KxCzl48w4PXsSDZQ7yFa1G8zYNKeKgAfTc2z+LmetOcjXyEdF6MxyrDGBOVwfWdkw571opLPhgrKoRt2UUQ5ec5sErLUY2eQio3pbuzYuRPeW01D8+yfKZ89l6+javNNnwzG+d5hEYmWljklT5f05lZErqpq57eIxtoTrca/mR42uYG6S8ZP/mIyT4daFSTmtsKpfArNcOdtxuRnvX1D90WgxBbRnWMAgLwKtzP5rvbsDSbWcYViYY0zTbjOXstB4MuVCYMSt7Usz6nRNLScDvx9F0rmSNCvDq+i3rGu7gzE091QobgcqGisNW4ad2xMPJEhWQu3V9is4ZwrHQeFrmTr4Ym9rlxMXudcXc5rfRcznt0pHf+pXg7bmswjKHG545QKfNmv4ylQzuLyPMSzWlrV8bprSpy41atagSXIoyxQuQO4vmP6unxJss6jmAHTl78duICjio0/74RtlUY9TQ7/HQAH49abN9I/3OXiBKyUfWDF/XFJK8ylI1tz0vCziTeMqTCiWz4nTRG4f46zyIUiC7CoxtyZPPFojjqqVKLhJCCCHEl9kJ5OXRLRykLAMr+OBtV4YVYzez/1EZvkuzVFpHopknDbvWI6fRY46tXsik/jGYzx1AsK0K/d2zHAiFqn2HUy6HMQmJ1uTWwJnUe4oL5/ThG1jX70OnIDtUsQay5Xinb6S7xeqhg1irrk7HgR3IrbvC7zPmMHJKNuaPqIy9EkPEhYu8cG3FgB6emMTf5/jq+cwZOYfcC3sTZJHOIZrmplSTHpTIZodJfDh7Fszg15AceM9shpsmkavLBjF4nY7SzXvRyisLSc9fYeVoBMRzccFARu7PQcOOI+iW/RWnV05nxrA55FjQm2LvdA0ND3Ywtv8cnpRqR+8fPTGK3MGc6aMZk2UWUxrkQZ3wgEvnbmPfqD9d/CzQPT3PxgXLGDXViYUjKmair/Zm1P3RWKgcivB9Zx9s7M3R3T/GsukLGLfMm0Vd/P7WHzY8vsqpaybUHDCcEjYKUdd2sHjJOMbbuzG5vnOG2lLUkan0D7mEd8vOjAnIwpNDC5k2cQRmuWbTxrMIgbkXsuPcNbRlC2MC6G+Hcv5FDoKKOKNR6fGo0Jw+VRyw0bzi6ubZzJo0DRffcdRK3enVuFOkkB3rL4RyWx+AuwbQXuXcJS3udQthp/pYvSm8CAvlsjaArkMqkVMdQ+SB5SyYPIosLnNpnT95XyqrUnSf2IqCRqAytiWn5mNt6WPbNfrI998JZ8I9/joTgW2DvnQMsET37DK7V65gcL8XjJ3eiUKWCk/+OsLp6IJ0HNwLd/MkYk3dMCUqE7FSY+pbgzYDvieblcLTc2uYuWg8c9yXMijYCpX2GssGD2NNUkma9W6Ll2U0N/b/xorUQ6hMtDFJqoi32bin55j/62buedRlyDfZv4r1Vsqz/Ww6osW/VwVyqkFVohKlzPqxdUcEbTq4p5rlYIxvoB9vfq+M8uLjaUp0RARPDME4vw6GoufepsFMW2ZE+6U/822udJIJRp4U8c/yJsuvtrPHThVPXJzyZl8W3GPXlDH0Ph/Bg+fx6BQtsVoDJRISUbB85w5BAhdm9eHniwEMW9MGX7PMRiGz+/tQVqUgXZb/QdAfa1i7fTe/9JrBIENW/Kq3ZXD/phS1/4RWozxn/+juTHpSk3krfyDf365SarL7F+JtDsycrHYWEBlPggIZL7wKS4fsZFGpiDMzQW1rj50aMDXFVKUjSZepjQkhhBDi38zwgD2bT2NXcSKFzFUYFa3JN/Y/sWVnODVbpOoDqqwIqN2Cb4OS73UH5tdwv8Wv/HGgNaVr50gZwDngW7wo/lavO8230ulmmJDTrySBfukvTNCe28CGm278sLA9lZzUgBfdWpynUcghzkRXorJlcl/FIo8/QYXzo6EQAdkfcqbrHk7e0BHkn85QSJ2DAmVSyognrrGn2TXmKjdiFdzUx1izIQLXJnPo28Alzcxe5dUR1m15SpHuU2he1gYV4NHtMaeaL+Pgxa4UK566M6bn5ra1nLGtzdTutfAyAvLnpe2Vowz68zgP6+chZ8rxO/oUo0hhYyAAl+jztFp8nL8SKxJs9ikV+OFYqLN6UaLE60P3oNml3fS7fIXHej+c07vXp8mOV9GiFLYCCnljuNqYkBPneFnPGduPtqWH7F67H0OFEfRpEJR8Q9q9ExHHurL/zzBaeeejeDEnVv15khu6wvga6bl/8hT37ItS3E0DaHAuFMzr9E0+xyccOTCXy2E6ajmkjrUJ3sUDsd5xipP3m+GeW4PuxknORrlQKcgR1av9H6m35H642saNwkULk1MNhf3MuXVqMCdP3aVl/jwp7cYKB9e85DXOYFuy5iPbdUXzwe+r0j1fnAqUoGhhYyCQIG9zerdbxOqDjQiobpO8P9t8BAUFkPP18EIfleFYqVFh5VaUUimf9vLIQviBDuy6cht9sA/6s5vYHOlEvWn9aeyVHAj/HA85eGD725Bkto1JUkUy+fGRh5gxYwu3XWrTv01JnDRfw3EZeLRnG8d0BfipvAMGnR4sg6gQZEK/bbu42bYjXqmW0Vhbm6UZyJuZm0J8PPFK6h+hnYwelUSCNhdPo5OX5qjSSWKYmqT9UUjzmaQL/NK2K4tU1ek/qDdl3LNipj/I4Gpj0nnGicLzg+PpPjeKb6fPpn7uT6iYTO0vA0wcCfq+G0Hfd0NJfMpfe1cw/ucJtOymZuvSprhmsohJx6YzICmBRLtnvHjP66pNTdN2UFQqQMn8k7mNTd5uR6XRyEVFCCGE+ErpI3az87oLlXrmS/69N8lP1Uou/LFzF5cbd6Tge241q2x98HU2sDHsNnpyfK7S8PhWOC+115jbqjrz33RV9SSRj6cvDGCZXs4kF47qV7x8lf6DDpVXV9i0YDFbz4TxKNqApYVCguKBVgu6x9cJS3CgpH+uvy2V1t8NIzwhjochDak28W2/WZ+kxvR5HAomb/uuSizht+6TdGc13Wuufbtvgw6DwzNeGEhOqqQtOfY5HTHVPedVnAJm//lNq3djER++h8ULfuf49fu8SDLDSh2F3j6RDD01R2WOo1NWVKFRRBv4eFJFF0lYeBLPLg+lzu5UIw1dEqYez9FjRL4ypcm5/gjHbrbF1/MRJ47dwr5Ue7xNAP0zzq6dy7LdF4l8EovG2hxtkpbAdPq95gHBFLPex7ETj2iYOwdhx0/yxKUCwbk16K99rN6s0hlBO5Iru5ozUa/4UM/5Q20p/ZF52u1m+vvv5rycAgl0nsemq+Hoqgdk6DsfihVouX9kBfNXH+LynWckGFtjEqdH46tNPh8jIogxz49v3vc/neU/amOSVPn/l1CJubqVCTOPYCjVkuH1fcmq+UoOzfCInVtOk6BNZFQFP0alOXN3sv16O7y8Xx+sjoQEfZqETEJ8IipzCyxS/w5o8tJ07ngCN7aj8+DJfPP7UIIzua5Od3UvO25loebsYTRPSd0rzzQkKX9P0OjvbKRf/y3YtFvIkLJ2nzSPIjP7y0AKhLg4FRYWyaejyjQbBat3Y3LUeUqP2svhZ01wdUi/nen0OpR0Jsupc1Rh8qxvOdOtHSNGbCVwWk0y/wKj5MRV6h8LRZ/0aUkjIYQQQnzhtFzeuYeIxPvM/7Hy2yQGgOo5O862pGBx8/f2jRUDqFSfd/aqoiiozIPoOLUdhVKPalSm2L3nbqZKY4QGA4b0RsNKNIenD2bGpQL82Gk4RXNZEH9qPoMWJr3Oerx/EK0ooLLnmz7jaJxPnSYZYm6f5Z3+oYKigJFPMyb2CiZL6vIZW5PjPSM0lUaDJiWW7/bZ1Bo16PXoM3F/LE0stBdYNHQC+xwb0XlQGVyz6Lj620imRmS836gxUoPBkPzyCpUaNXr0OuX9bQI1eWoPZ1gNp7TbscqOMaDKV5bgXOs4eOgGzbNc5NBNB4I7+GCMgcfbQxi25DGlO/SgXUEHjF8eYNqA1envysyfciVsGHLwMPe/9ePPww9wqxKMsya5DX243pT0AodGA4rygTeQfKwtpV8hb7f7Kd9Pry+vTjnGjPpArPThaxn18wbUNTrTt7Mndqo7bBk/mqOv96ZSffgc+Y/bmCRV/l9JjNjDpFlHMarcnp9quKZNIHzpOZV7u9h8FgI6zmV45VQJibijTGj7K1u3X6OLt09K9j6Ja5duoKvhl9zQdBFcvpGItZ8b2VNds1RW3pQs7EYZryHUrd2VgePKsmlMucytFY2PI15lg31W4zcX6meHD3BeB/6pz+yEK8zuPZZzBfuxvmNBzD81EBndX0oy6cHhlaw5G03Osk2o72/9Nm6Gh6xsXZPR+t7sWtyYXOq3PzSJCVoUlSUmKWepqZkpxMYQ82b7em5dj0CP59+Kp3EvRkn3opT6uRkHmo1jyIZA5tRzytzyM1MzTHlMdIwCtsklTrx1k9t68JbTXAghhPj/JT6UXfuf4t0shK6lU/VllJcc+mUwm3adoH2xcmkSBG96LA/PcPauEe7fuWIEJH2WAmlwyOtKFm0okVEO1C6cTq8uw6+4TUksGB5y42YsjsENqV/KJ7msT7NhwoPkPTq742q8kQvn76H3Sbv8R+PshovJ74TdM5CzYt4Pv0lFZYVrXkeU7eE8sW1KAZv0HmObGSqsbG0wSbzL3cd6PmUdheH5TW48Mado56aU9zcB9OiczFF94oBXbZMVW55z914MSgHbv990NMqDm4uaQ7ceYpq7ePo3/zRuVKjkzpotu9lleoWbuSvS0yu5Bd2+HkaSW32a1AxKPtx4F7K+t6Nrhn/l8jj8tI89u55w6EkBvv8mebaR8tF603009qZmppAQQ2wSvNnAR9rSxyvkP/w+oLy4zKW7alyq5iHjLeL9sYoPv06EUpAezStT2FoFBgtyWavfno8eHtjGn+HM5XhKBJj/421Mkipfs6RINi7aQXiO8vQoaMyTu/dSnXNmZMtlz5f7nE49Edu2cV4TxMhmpfF3SHUgSh4al19E9x3budTNh4KKgoIxUbtnMDmwN00LmnF38xRW3HCk5qDC6T6ISGUbTP8Rtfm2wwh+Ll+QSZXtMzzrQ+Pmg7fJGg5sOUXr/AFoTy1mxHYN/tkVHoTfJl6xw4JoDk/4iWmRhejXvyjKvdu8OYdVJtg6OWJrDProh0Q+jkMB9HdfolW0vLgbTpi5GlTmZM/jRJaM7O/13RjlJX8unsQvx3wY9F27tMekdqBi/WCm9ppM6z6xdK4TSG7LRB5e2MHs6aHYlB9HWVsVoMHV2xPTpYfZ8deP+AZY8PzUPGbtj0GN8t4fXotCnRjb8k8ajxvO6qCZNM7EUicjj/x4qvewd9ctGrfyQP3gIFOWnvnA3t4ngWe3H/AySQESeBynoPCE8LBbmKNCY+OEazYzuXYIIYQQ/2Ixp/dwJNqbZlUDyJdmBGzAopwna5bs5uiLslQBULQ8vHySs2ZW6J9dZueyFVzJUZ0x5ew/65PWTAvXoXa+AywLGYFls1oUzmWB9vltntuUpmph+wzdTDK2tsZcf5Yje68SUNmJvK5mrD68jg0F6uCXwxz9nZdvkkAqm1LUq7GKfstHMFZpSiUfe4xiHpLgVJZS7qWoW20VA1aPYoy6CVUKOGCS8ISIaCeqVPJ9p/+vwbNGPQpv/ZXpQ2cQVa84ea0Vou7dw8i/FiU/ISli6leGIKvRrJu6ENt6geQwSeTKw6QM99rUdq642MVzdOMqDpgVI5cVRDxJRPnEulHZBVKqoJqZyyazwrgmPlmNiLnxFD2OKTvMScX6wfz+80KGTdTSqLwnWVUxPIjQ4Vm7HG5GyXFy/qYqfstnMWs1eLUdQvLLnzTkypsHzZ49/LbNhWpe2TBJuEuUAezeV8/5q1DJZQMrZ93BNOgnglPu8KpsMlNv70louXuQU/8HG5fswaa4NdEPDHhU9v5gW/p4hThk/vtKLKEbl7I5viA5jZ9wfPUCzliUYXBZB9QZzzC+N1YmufOSS9nA1hW7sS+XF1vNEx69vduLSUAdGhTYz9yxQzFpUYeizhZow8N5vdLuc7cxSap8xQxPrnL+oQ6tfjcTRu1+p4UWoNPktpQ2/0IPTn+LrVuvYF5mNFWyv3OFUVlTrk4Fsu7cxdaL3SmYLYkkVVZqdG+E0ere1Opxm/gs+ag8eAp9ipm/96JkG/wTo+ofp83wMXwTEEJNh4zNrVBlq8HAYafoEdKR4ivMcCneiKFjR2OxsjXt5rSkYvwsDg624M9DESQ+u8XIBocYmea3zZPuG3+np7ea51sGUnXIsTRr+yK71GIlgHEQI/YtooVTBvY3vERyslr7F6cvarEp/wN187z7I6nGocYYVqlnM3HBGoZ1/IWoJBNscnpSrHEIIZ2qpbwxSoVdtd6MOtGP8S3KstgkK3mLNaJf1wqE9n9MUtL7HghrRqHOI2hzsAXjhqyh+PzG5M1gb0aduz5D+5+n7/QGFJpmQQ7PYNr2aUvQ6UlokzJx+dNd5NemLVl8P/UUyQnUrDIh+fh/mM+RkSU+fEdHCCGEEP9Tx/ccJ967FSX+1jdT41gqGK8FC9h96DGVKubEt5Az+7aMZeBKLSoLB/IVbcyoto0o/LnvLBp78MPocZjPW8im+WNYE6PH3N6FwB8CqFLYPmObCKjHj8HXWDx/OaeDR1GxwwAip89n7djezE1UY2pli71baexNACzwbzuOUVnmsnjrVIYvTkBjm4fg9oUo4e5AofbjGWk9l6U7ZzBiWRxYOuAW3IbSFfnb4FydsyZDQoxYuGAdKyds5mWSCba5fKnjVoOSZD6porIJpuuwB0ybuZHpw9aQqDbH1sGZgHI5kx+/8rGum2khWg1sTczsP5jcbznxmGBhY49roRyYf0q1qZ2o2Wcwz6bN449Jg1mSZIRlVkc8A71S3kipImtwb0IGLWXeyg1M2f+MBHUWnDyr0aVqWdyskneqzl6emiUXc/akP99+45iSKFPjVKMHPz2YzrLFI9kVpUNjZoVtLk/8bd8zdtDkoXLNAH6bGknZWqnf+mmZqXpLd9Me9enRIpxf1k9i4EYj7D1q0Cu4GMEfbEsfrdBP+L4G04SrbJi2jrtxZjj5lqP3uHYE22WyAt8TK02+hvTv9ozpv81kyO+x6I3MsbbPTX6nlOVtGhfqjgzBfOEC1i0aw/ooLRpLe3L6FMHDRvX529i/iEpRlM+WHLpwPRI/Txf51REidU7h0lSq199E8YVbGVlCZmQIIYQQImMMBgN6vR6tVkt8fDw3b94kMDBQAiOESEN5upm+zRbhMGI1fYLkVuW7zpw5g4eHB+bm5piYmKDRaFCrP997edUSYiH+0e4QT0NDuedZnyZFJaEihBBCCCGEEF8TWf4jxD8qkfNnIglqOp58crYJIYQQQggh/kEVKlT427/t3btXAvMPkuU/QgghhBBC/AvJ8h8hhPjPyfIfIYQQQgghhBBCiH8hSaoIIYQQQgghhBBCfAJJqgghhBBCCCGEEEJ8AkmqCCGEEEIIIYQQQnwCSaoIIYQQQgghhBBCfAJJqgghhBBCCCGEEEJ8AkmqCCGEEEIIIYQQQnwCIwmBEEIIIYQQX57Q0FAJghBCpCMgIOC/ti9JqgghhBBCCCGDBiGEEJ9Alv8IIYQQQgghhBBCfAJJqj4r7ZQAACAASURBVIh/lhLF6QV9qFOuOPm9fHHzKkRA7V85r8v4JrQ7epLfpz3rXir/9eJrd/Qkv1dNQv7SS12mV72Pf6OJTzF679N+hq29Yn27AFw9vHH18Ma94kTO6STGQgghhBBCiH8vSar8E3TPOfvHIoYOHMyPHX6ibf/JTP3jL558ZQPE+D+HUszTB++Wa3hoeE8ozs6i14QD6IN78uuiJaxeMZ85g6qTR/OFnCCuZWnR4jsCs6n+g63Esb1Hadr9EfvvOKi4bXTw9aPugtu8qTblFUd+rkX+wk2ZdTnhf1QwK6qM2sjenZuZ1ywvGrmSCCGEEEIIIf7l5Jkqn10iV9bNYupRc8rWa8wPzqZEhx3htw2LmUR3Rn+X+ysZLMZxdMt+XlrbYnxmO7sf1aeZ07s5OoVnV6/x0DyYgQMaUsn8CzxB8tdmwMD/cCO6a5w5H4dS/t96lHrubhhEz5UJ1Ji8gPY+Zv+jcqixyuGKVQ49SXamcikRQgghhBBC/OvJTJXPLfEa+44+w6VGc1qW9SW/uwdFKzeiUWFj7l+4+t4ZHV+cmKNs3hdDkXZdqGAWypZdD97OesDA3cVNyefhQ7Fhx9HGbKNDQe83yzq8Om7h9ZwN5dV5FvasT3H/AHxL1qPbojMcGFuF/A2XcDt1rFQatGG/0//7ivgXKERApdaM3feQ1Ity9I+PMK1rA0oHBuDhHUjR6u0Zt/subycIJXFoYCnyt1/H+T9+plHFEnj7FKFEvUGsuZ56doaWff2KkzelvK7vW/6ju8+eKV2oUToIT+9CFCr3PR1+OcC9VDOStPv64+/9A/PvxLO7d5G3Meiynbd7VHh5dim9G1WhcMGCeBQoSfmmI1l/I3WZMlr2zIu7MJsuI06Qu8svjKrqkOqiEMfVdSNpWrUMvt4F8QqsRL0+Kzj/6p1lWCoVRJ1hbre6FPMLwKdkHbosDOXtx3QcH1Eez3rzCU8Vxtg/uuDl243NcXLZEEIIIYQQQkhSRQCYFqRDyM8MqJDtb8FVmRhjovoaDlIh6tBW9scVoGL1mlQvY0bott3cMbxtVo61x7F120aWtvfF2LYKYzZtYue25D9bhpbFInlYzZ8hPRlz1JZmM9azbclP+J+dwM+7n2NQq9NOo9JdZ8HEAzi3nsDK36bS3jWMBf0msuv1yF15ysbBPZl+PR895v3O/l0rmVA1kdW9B7H8bcEwMjZGFzqb0cf9GLH+Ty4emUt91XaGjdrA/TcfM6ZYr5Xs3LaJ7dO+xyXdqUUG7qwaSPffoV7IKvbv38zKkVXQrf+Jnstuv0n2GBfryfr1P1HaxISSfVa/jcGgMryZixF7iDFdQjhq34QZv29n/8YpNMuyn4E95vJXqgRNxsqeOYanexnWfR5PKoxkegfflHpJCfn5mXQasgOl+mjW7dzOjvmdcD0/gY4Tj5MmD6IkcmzWbMJK9WfpxlVMa2jL0fG9GHc4Vq4HQgghhBBCiK+aLP/57FRoTC0wBwxJicTHPSfs5E5+O29BqTaBZPsakirKS/ZvPkKCXxcq5bTGpnIJzHrtYMftZrR3Tc5AGNk642lrwCK7GSoja5zz5cPL+J3tJJ5hy86neDSZSfvS7hjhTuuxCVyp1IXIv+0zAb8fR9O5kjUqwKvrt6xruIMzN/VUK2wEKhsqDluFn9oRDydLVEDu1vUpOmcIx0LjaZnbElChVqtAV5Dm/WvhZaMCAmhSx485E0O5pGtMTpPkOrTM4YZnDtBps2KSbhD0hF2+jsGnP/VLuGMN5HJszcSlJXhk6fBmiZfKMgceHk5YqVToHd3x8rT8+6ZMA+m1bD1ds+Ujt40KcKZZkzLMaHeKU48MFMilzkTZM0EbxtLeg9ig/p5lo6ry7uotdb6WLNjYABv3PGQ1AvI40bLKAjbvPsktXQkKvLl6aDEEtWVYwyAsAK/O/Wi+uwFLt51hWJlgZCGPEEIIIYQQQpIqIpMSOTZ3EDPO6VCZ56B043a0CsjCV5FTebafTUe0+PeqQE41qEpUopRZP7buiKBNB/cMPzPG8DSSiGgTPL1d3zZEqyKU8jfhj6h3W6onRfzfxk9tZ4+dKp64uNdrTIyx4B67poyh9/kIHjyPR6doidUaKJGQiILl2+/mzo+X1Zu/kcXKCpU2ngQdkOHEhAbPwgUxGTKBFn1v832VYMoW9yVXXl9sM30WWmD0/Di/jh3KqZsPeBqrRUmKJ8rgSUJC2qU2n6fsAHpuLR1CSHQi6A6y+WwXipexSdM+1eYmxF6Yz7hhx7l29ymvEvXoEqLR28eTdsGRMb6Bfm9nuRjlxcfTlOiICJ4YgnGW+XBCCCGEEEKIr5QMd/4xJvjV7cTgnq1oXTEnkat/YdTGMOKUL/24DDzas41jugJUKe+AQadHbxlEhSATLm/bxc1MvHlYSYgjHjMszFOnYcywtTFNJ/lkjGmapIEq7WeSLvBL267MuORA/UG/smbj72z7vQ9l0ks0aDSfIZuoJmf9EFaNr0+eu9sI6dKI0kXL8V3vpZzN5Kuf9eHL6NR6In+aVqTP1EVs2rSBTWOqYa/+p8oOoBCt8mPI2iX0LPiMNYPHseeZkqaeH28aRPPB24gLak/IolVs2byeGY1d00maGWNtbZYmNmbmphAfT7wiVwIhhBBCCCHE10uSKv8ARa9Dp6jI4uSGj68/33zXnP7183B71y6Ov/rCR5mGR+zccpoE7RlGVfDDI38BPPKXpveeWHTXdrL9esazKioTM0xJJCExdUwSefUqkcxGSXd1LztuZaFmn2E0D/Yhby5HHC01JP2T4VZZ4/NdD6au3MapkztZM7Ye1idCaDNiN1EZ3q+B+wd2c04pTffRrank74azkyPZjfUk/qNNRUOBln1p6O1H+/E9KRazmcEjd/DozbNZYjiy/TDRfq34uUc1iubLTU5HB8yUhHTqRkdCgj7NMSXEJ6Iyt8DivVOzFHR6HZJzEUIIIcRH+9bRl9m2aCkH7+r/d2V4dZblo0ez7ppeKuQzS7y1nyXzdmbq5qwQ/yaSVPncOYd7OxnceSizzsSlGTBqNBowJKHVfenHt4vNZyGg41z+2LCWTa//rOhJadMwtm6/RkYPUZ3NGWfzRMJv3nv7Fp+4sxw9r818weLjiFfZYJ/V+M2g/dnhA5zXgfJPjNyVaMJP7OfMg+QshFGW3BT9rivDmuYn7uZNHqR5c5EKUDDo9ekkERTiYuPALCvZLF9nIGI5sf8UsYryyUkHfcReZk+bwYyt10lM9xMqNBo1KsDIrTETBpZFt2M0gzfcT36Lk5JIfLwBdVb7tzNmtFfZf/ghBt4tVxLXLt14W++6CC7fSMTazY3sKd81NTOF2Bhi3nxRz63rEchvpxBCCPHVp0TQJWr/o998w/NQtqzZzeUoBTDwZNdwGnw/kK0P/nuv1VRib3Hqz1BuRxukSj9z+4i/upPfNp/lsXQMhSRVBIDaKYDSbnpO/raYNUevcv3WLc4f3cqMDVdRu/sTYPclP1VFT8S2bZzXBNGgWWn8CxbA7/WfoEY0Lm9F+I7tXMpoVsUskEplrLi08hdWnIrgTtgpVo5YxHkLs0w/e0bj5oO3yV0ObDnFU20C94/MYdB2Df7ZFR6E3yY+E5kVffRDboXdIizsFrfuvkSraHlxN5ywsFuE3XrAKx2gxHFyXj/a9Z3B7st3ePjoAbdCt7F46y0cigbimnqNjHF2nLLpObthMTtPhnL65J9sW3+QG0kAGpx9vbGJPsmmvfdJSHzKueXDWfLKh7yqJ4RHxmJQMl9Pt3fOZeKvSwhNss/Ao1Y05KozglE1jNk/ZhirbutBlRUfHyf0oTvZFBaH9uVVfh/5K7fz+qB+eYfIF8kJIkVRUDAmavcMJu+9zv3Htzm5ZAorbjhSs1bhlH1rcPX2xPTOYXb89QoDOp6emses/TGo3yRo9EQ/jEiOcVg4d14koiS95N6tlHq4/wqdXF6EEEKIf8cw+Pkehn5XkZp9NvEwnRyD4fFBpnSoS5UKFahQoSK1Wo5ka+TnGjGrMLFxIrdzTmxNVVIZQoj/OXlQ7WfPquSgaqeOGG3czu71C9karcMoSzbc/b6lb91gHL/kNJb+Flu3XsG8zGiqZH/nR0xlTbk6Fci6cxdbL3bHv1AGmpbKlmqDxnGp3xgmt6jFODsfqncdRFd1R3rdMcpUxk+VrQYDh52iR0hHiq8ww6V4I4aOHY3Fyta0m9OSivGzODi8aEa6CTzfMpCqQ46Rer5MZJdarAQwDmLEvkW0cMpB/TFTeTpmKqOaL+R+tB6zbO4EVR/O/J7FMEtzlhWizcAfuDx2OV2bzUVjlZ083vUYVaMsGINlcFfGNP2J4X2r4mfkSKE6PZkwwZ29HdswvnNl4ifuZnoN80z0dGI4d/YGiuO3NK9sn7EElTob1YaOoEHdLowbsJxiS1rg3244Xa4NY2zN4oy296Za15GMK3UVmg6nf6W2xG2ZT1MliSRVVmp0b4TR6t7U6nGb+Cz5qDx4Cn2Kmb/p/NhV682oE/0Y36Isi02ykrdYI/p1rUBo/8ckJSmgvGL7oO/oezB11MPpUn19cl4qsB97V7Ukj6SBhRBCiP91h5DI7es5ZZwViwu/s+lKVdr5pr2Fo7IrQqtxS2hvaoQKDSbmJhl+kUFGkio2xdozqZjUhBDi30GlKJ9vccSF65H4ebpIVEUmKCQlaFGbmSb/2CovWNv2G0ZmCeHElIpv3ygjMk57lIHlOnKu0Wo2d8svmVMhhBDiC2UwGNDr9Wi1WuLj47l58yaBgYH/20LFn+aXH0fxqMkYih/sxxKbPiweVBbrlLs4SsxploxeyIGwezx6GY/BxA6XIjVp37UJgSlrivVXV9Dn5/VcexyDzjQrbkF16NStAQVtkjeif3yS5TPns/X0bV5psuGZ35qH56IpP2URHX2N0B4ayXdjk+i9dhQVrfTc2z+LmetOcjXyEdF6MxyrDGBOj+KkvSWVSOT+Rcxb/ScXI1+gcfDlm2ZdaFvRBVNAd3UNI2fs4MadRzyP02FknQu/Si3p2jqYnEZgeLCOnq1W4/LzSnoVMQblGQcm9WPmoXu8TACrnAX4pkV32pV3fjNLOD5iD4vmrGTfhfvEamxwLt2Wn3+qSA71h8uSlp47m0cxdMlpHrzSYmSTh4DqbenevBjZ381UGR5zaGYIK06Ec//pKxKxwMm/GnVLGXNh1wHOhT1Ba+VM0brd6NmwYHKdxZ9mTs9JbI98RhzmOHiWoXHXztTwMAc+EFv9M86tncOCzScIe6bDPLsndfqPp5lP9EfiYiDq4npmztnAsZvPMdjmpYDDK85GFGD4ugGUNAH0Tznz22wWbjlB2AsVWd2DqNm6Iw0L2yePF+L+YvXkBey6dIv7zxJQ2/rRKmQc9V3UxFzfyrz5Gzlx9R7RprkoVPVHurQoiaMR6J+cYNm0+Ww9G0mUwYLsHrXpN6klfiZyrfnanTlzBg8PD8zNzTExMUGj0aBWf767tTLeEv/LrgJ3V7SmyriX1Bk9gtaFsvDs+DzmHLeiwuSimEuAPonu1jnOJRSl2feecoILIYQQ4jNSeHl0Cwcpy8AKPnjblWHF2M3sf1SG715Px054wKVzt7Fv1J8ufhbonp5n44JljJrqxMIRFcmqApVDEb7v7IONvTm6+8dYNn0B45Z5s6iLHybaaywbPIw1SSVp1rstXpbR3Nj/Gys+UKYnfx3hdHRBOg7uhbt5ErGmbu8kJxSijkylf8glvFt2ZkxAFp4cWsi0iSMwyzWbNt4mGB5f5dQ1E2oOGE4JG4WoaztYvGQc4+3dmFzf+e8zf1VZ8KjQnD5VHLDRvOLq5tnMmjQNF99x1HJQY3iyj5C+IfzlUo/WQ4LIafSKRzoXsqo/Xpa01Nj51qDNgO/JZqXw9NwaZi4azxz3pQwKtkpbLiWGiAsXeeHehiE/eWL06gqbZi/g1/n5qNGyDQNamfPyxDKmLxzPcp9FdPIzBtPclGrSgxLZ7DCJD2fPghn8GpID75nNcNO8L7aJXF02iMHrdJRu3otWXllIev4KK0ejj8ZFf/cPRg6az/0Cjek6wg/bhEiOrV/OmVTJryuLBzB4g4pvWvenjStE7F7MgsGD0E6eRsv8Jihx4Zw+fAPr+n3oFGSHKtZAthwaDA+2M7b/HJ6UakfvHz0xitzBnOmjGZNlFlMaZOXInHGseVSWnqP74GoWx6PHRuSUzrKQpIr4sqlxbjCSyffH8su4Vvz2TIeFkw8Ve09jaCUbZJXsp3V2Xpw/z6sKjanlJGtlhBBCCPEZGR6wZ/Np7CpOpJC5CqOiNfnG/ie27AynZgv3t0t8VCY4+hSjSGFjIACX6PO0WnycvxIrEmwG6qxelCiR8llPD5pd2k2/y1d4rPcj+9lNbI50ot60/jT2Sn4BgX+Ohxw8sP3DvUrbfAQFBZAzve6P4SG71+7HUGEEfRoEJd+4c+9ExLGu7P8zjFbe3smf02THq2hRClsBhbwxXG1MyIlzvKznjN3fNmqCc6FgnFP+ls/xCUcOzOVymI5aDhoitq3iiFKeocPaUspKlSaGHytL2gkoKqzcilIq5W9eHlkIP9CBXVduow/2SWcwp8LCuQCB/vnR4IvD/T85vtqFUjWDKWoMFIALe4dw8a/76P1c0KhzUKBMjteVgWvsaXaNucqNWAU36/fENuYAazZE4NpkDn0buLxT3g/H5cb2P/jLojKjBrckyAKgEPliT7B9dkpPNvooazbdwa3JHHrVSd52IT9n4sLbs2btMeoPKYtlShvL6VeSQL/XL6nQc33bWs7Y1mZq91p4GQH589L2ylEG/Xmch3XL8/JlAsbZ81PIz5NsasiXX05pIUkV8TUwzk2VPjOp0kdC8XmoyN5wLkcaSiSEEEII8XnpI3az87oLlXrmSx5EmOSnaiUX/ti5i8uNO1Iw3WUUauxzOmKqe86rOAXMVMSH72Hxgt85fv0+L5LMsFJHobdPRIuexxERxJjnxzev8ecruC6SsPAknl0eSp3dqfIbuiRMPZ6n/2YilTmOTllRhUYRbeDvSRX9M86uncuy3ReJfBKLxtocbZKWwCRAiePG9TuoPOtT0FKV6bKkTVJouX9kBfNXH+LynWckGFtjEqdH45uRt2VqsM9ujyo+iqhEwBjQZCWbHVyIiUtOYry6wqYFi9l6JoxH0QYsLRQSFA+0H9i87vZ1whIcKOmf6+/PyvlgXGKICH+Iyr0x3u9Z46+/c4Nb725bkwt/v2wsPXGdu/qyeKX3RSWW8Fv3Sbqzmu411779Z4MOg8MzXpCNMvVrsPnnKbTrcIKqtWpRq1JhnMzkvBaSVBFCCCGEEEL847Rc3rmHiMT7zP+xMvPTJCCes+NsSwoWT3/xtkqjQYOCYgC0F1g0dAL7HBvReVAZXLPouPrbSKZGpHxWpQLFgPJZy66goCZP7eEMq+GUumRorLJjDCT9vdRojNRgMPD3FxwZeLw9hGFLHlO6Qw/aFXTA+OUBpg1Y/eb/FQXSn3b98bKkSTKEr2XUzxtQ1+hM386e2KnusGX8aI5m8Mg1RhpQkjAYXhfICCONCkUxoCjRHJ4+mBmXCvB/7N13VBTX28Dx7+7Su1QRFUS6CIKKvRB7SayJGvtr1GjURI29xK6x9xZ711giKoo1tti7xl6wdxEpC+zuvH9ggcQCiv7UPJ9zOCfBZebOM/fO7H3m3jv/17Yfhd0sSDwwg16zUt4QzlednzfFRYVKBSi8IT5veY4VMApozMhOpbFOG1ljG1yMVJgWbceUeRXYuW4ly+Z0Z9Xv5eg+qgtlnGR0t5CkihBCCCGEEOJ9SjzKxm338W88gvYlbV70h5UYdoztTcTGfbQuUjZdZ/al3e6HFzh/z5zCPzQiPNgE0KNzNUd1BUCDs5cXdomHOPR3IsUKZNEKe0a58XRXs+PSbUxzFX2Ht3E+TZag5+q5i6R41qVh9TByaoBEd+yfbVdlhYenK4aoI5yIr5h++k8my5J8+RxXlPz81KQioTYqMFjgZpNFSQDDbc5fiCd76XrULZE6lSjlviMm3Hrtn2ly5sXD+A+OH7uBPiDt9J83xcUST283lIgDHImtSBnbf2dVNLl8yGu6iuPHbqIPyJ26bf0Njp+4j5mnT+o2X0ZlhUee7CjrL3PPrhGBti9fSMDI3pfwxj0oXTmYvv83ntW7mlOqljOSVhGSVBFCCCGEEEK8N3EHN7P7iT+NKxfAO10mwIBFWR+Wzd3EX4/KUOkN21Fn88A9WyJ//bGYP82K4GYFV+4lPR+dYFKgFt8EbmP60L6YNK1F4ZwWJF++TKzhHQqvzkH5uqVZOWgWv4xMpn64D/aqOG5d0eFTsyyeGegRqazssNU84dSuXVzyKYlbntxoNm9mSaQ7VXwdMdFe5/HzaUIafKrVoeC68Yzta8vD2mHkttTx8IEJ+b4okKmymOTKg5uyinULN+FQNg92mnvcicuicTxqZ/J4mLF013JWBdYiyMUc/bUYUt4UC9sS1Km2mG4L+jNUaUSFAAeM4m6jdS2F5xvikrdqA4qvG87YXtY8qlcKTxsDd889QI9t6rati/F1jVx0XjSIMebNKO+hcHnjHBZdcaduh6JYwStGsqTGPHTdBCb2ncTjOkXJY6Pw+MYNjIK/pHjOZE5vWs/tbL642WqIu3SGuzpTctqZowL00cvp2mkRhnqjGPlNHjSA9vh0fuizjTw/TqTnFw6oMfBg6xDajbtM+MBJtAqSuUNCkipCCCGEEEKIDNi7eS+J/s0p5vzPZ/pqspcoje/MmWzacZcKJd+wIdMQmvdsQdzU1YzutoBETLCwdcAjxAVzFaB2p/aAEZjPmsny2UNY8TgZjaUDOQIK4WX7tq8xUGFfujMjes3jt0WrGLPtAVq1Na4+VWhXuQyeVm/ersqqGPUaF2bE0sksL1qCrtV+4udbE5k/ZwAbH+vQmFlh5+ZDsF1qfNSu1eg9QsOs335n7tBVxBoscfarTc+yIQRkoiwa73p07/CAiUsm02dlPHojc2wccuHnav3uL3VQ2VL6+x5ET5zB70M7Mz1JjamVHQ6eJXF47WuGLQhuOYyB1tOZs24c/eZo0djlpnTrEIq9KS7O5ek2UsO8mUtYMjySB0lqLLK54lfQ7+kros0IaDaEgaZTmbV0KN0fQba8Rfh2UBvq+Zm+IXdWnT4jjJg1czmLhq8hJsUEO7d81PKsRnHDY24d28hvO6ZxL0HBzN6d4DpdaVXqRRyVDOSqFLkUiJc1JUVRsqxuHD8XTZCPu0RVCCGEEEKId2QwGNDr9SQnJ5OYmMiFCxcoWLCgBEYIITLh0KFDeHl5YW5ujomJCRqNBrU66yZ9yfQxIYQQQgghhBBCiLcg03+EEEIIIYQQr1WuXLkMfW7Lli0SLCHEf4okVYQQQgghhBCvJckSIYR4OZn+I4QQQgghhBBCCPEWJKkihBBCCCGEEEII8RYkqSLek1hWtCqAb5u1xH+MxdOfY9yX+bOkfMrdJTQMCOKbOTcwfIzHqjtAv9LB1Jh2GX0Wbzr12IvQeWvyu28sZQddCgVnURxT65+Hlz8eXv7kLT+SI7pXfzp5Q0f8fKsz4qT+k2tp71z2LI37By67EEIIIYQQ/2OSVHnPlLhTTO/ekUZdV3D6M+s3JO7sSxGfAPybLeP2R5JN0J+dzJfVxnBc94YPqrIRUqMRTb/wxPhdd2rhS+XGjagaYPX8PfefPj0nx3yJl5c/Ht758A4qTqkarek1aw83Uz6F8ltRaeAfbIlaw2+N86B504XQowxNm9agoON7PIMJkXyfz/95oifdT74OrEl4y4v4hyj7+7oBZUHZdTd3MqFjA0oXCsE7Xxglv+nG9P0P3mOCSOHOohYU67mLFD5PGb6OCiGEEEIIWaj2vVKecHDpcg4mmqAy/dwOLoG/1m4jxsYO40Pr2XSnLo1d/9c5OoXHx49xSeeXgd6cE6W/60bpLNiryiqExj1CPs86bFWSLuOaEaC9z8X9a5k7uhWbDw5g+YRa5NJ8zAVXY+XigZWLnpRsb258Rn416dHzQ5RLg3eDIfSp7JQ+o62xx+8trxEfruzv4Qb0jmVX4vYyuHk7FiQWocXPv1LQ5gEHl01nRIs2aJcsoEM+k/dQ6iSOHz5NsgmfqUxcR4UQQgghhIxUeZ9fTB8dXMGC6wVoGO78+QU67i/WbI2jUKt2lDM7ytqNt974ZDj53DwaFg6jzqQTz6fcJG7pRoHg9qx+dJs/R39P+cIF8PT2x6fZMu4rL2IZd3oFfZtVp1D+YHyCS1Ppu2FEXNS+2Lj+ClPrBBHaYwfxF6fzld/TEQC+NRiTZoiQPnoWtfxejBB4+fQfHQeHVMSvwTyuPTzEtPa1KJw/kDze+ak++eLTKTQKj1e2wef5aIN3mf6jEHN4Hp3rVyI0f368AosT3mgAK86nOT5S2NGzBH6tl3Ns9SDqly+Gf0AhitXpxbJz2nRbSzjzO13qhJMvXwihlVoybPMt9Kq3HAlg5ExA8RKEV6rBd32msXJkFdRbRjFycyzPT49Kgzr+OLN+rEOxAgXwC/uKlpP381BJd/a5umk8bb+uQuHgEPIV/4rmw9ZzWfu6neu5sfoniuX/iv67Yl7sT3eX3dO6Ua9yOPkDQwmt2Izev58mTsnswSWztVtR8jw7h6+ahpJ8lfXD21C1ZBg+vkEElqxD28l7uGd4u0uutUcBSpYolv6nqC+OmmfnuSS+TedzYO1gvilbGO98YZRpOJi10SmZL7vuJpvHtKNayTB8/EMIKfs134/9kxu6t4n7bbZP7EiNMmH4+ocQEv4tHX/bz31D2jqahWV/IwM3V05hUbQ7LSeMp3v9ilSo2oAe0ybzg+cVVkccQ5vF7UuJWUXzgBBa/vGIB8ta4v30GDyL9+evtIf4xlhB/Op2+IX1SgHRZgAAIABJREFUZu2hxXSuW56gwAIEhTeh/4br6ACURyxrUYhvRszh52pFCQhrxPh9h5nVujJBQaWpN/k4iZloX2/cXyauo0IIIYQQQpIq7z+l8vAgc1Y8oHTTyviYqj63o+PxjnVsSwikfNXqVC1lxtHITVwzvC4eO+jffhw3yg9lSpv8WD79vUkeL9x1Z9k8og99drvQ5NdZrFqxkDmdSmLzNGyG22vo1GwA223qM3ZlJH+uGEpNJZLO/zeIrY+fdvk0bnwzdjmTGuTGOFddJq6JICoygqi1E2iS98WQCk2O2oxbE0FU5FK6F3/Vo2YNnt55UM7tZfKAXqw0qsaAmYv4Y9ksBlTN/rTRqLAu35d1kRFERfSnqt07nOP4HQxpN4K/HBoyaeV6tv0xhsbW2+j503ROpun8Ghkbozs6lcF7g+i/Yicndk+nrmo9vwxcxc1nsU8+xvgfB7LZvC5TItazdmJjLP+YzvpHhiy5XDiVb0xN98ds33yIpDQd0v2Tx3EipD1TFs9j7Dc2HBjXkwkHXqyzErdnBE06LORmcFt+i4hgxaAq6CN60Hz43lesaaMQf2QSbX45Sv5fJtKrpN3TqVUpnJzSlu8mniZXs+GsXv87ExpmY2e/1vTY8IDM5VWMKdJpEVGREawf/zXumpcnGC7N606nBfcp2nsWG7esZXHvQlyb2plfIh+iZHnbUmFsYoz+/AIGrbah+ZhFrJ3XnSIPf6fLz/O4qM9M2Q1cW9yTH1dCnRGL2bZtDYsGVEK34mc6zr/6ivV1XhV3LUfGtqb17LsU7TaDqK0RzPnJhzPj2/L97ItPO+VZWfaMXIaesHfXcfR5K1A9n9mL35v602bxn0T1KIxZFrcvlXU5Bv0xk7b5jbGr3C+1/UdGsGFBWwo8H/eZkViBkYkxxG5n5MSrVB61miNHohhX+iELeo1iw2MFVBo0Gj2n/jhM6JQIfg27xG8/DuFKg0Ws6+LJsdlL2Zuc8fb1xv1l4joqhBBCCCEkqfJ+GR6yfUEkj0vX5ysP48/v+JQYtq3ZjTaoAhVy2FC8YjHMTmxgw9VXPMlMusDsjj3YkKMTv/Uvh3OaWqdxdMGJ60TudKTvzH40+SKU4KBQigflwORZp/aP+WzTl6fbwIaU9HYjh1cJWg9oSej9SBZsetaxNcY+lxfu9iaoTOzJ7e2Nr483vt65cUibOzG2e/pvXrhaql7ZsbV2dsTiyXbWJ7Rk9qjvqBIWRHBIYUI9LJ+vm6K2ccXbxxtfbzds32UinWlBOs1fwbIhjSnmnZNcXkVo3LAUVpcPcOCO4XmZ1GoV6PLTpPuX+NoaYZStAA1rBaE/eZRTT3tquhMbiLzqytedW1M6b3ZyeJembefqZE/Oou6/UV4CvI2Iv3KF50VTElCV/IlhzcpSwD+Iyu1bU8nuHoeP3EjtuCsPiZq9kptBbRjX80sKuOfC74vvGflTGPdWLGBjzL/Lpr+xlq4dFqD+v3GMqZP7xTzFxD3MXXAWtyaDGFq/MJ658lKi6UB6VzGwce46rmcqd6TC0sUTHx9vvHPbY/KKBJtb7WGsXjWZrpUD8ciZm/wVm1ArXzz7954h80tOKCi6FJKSktL8JJOiexEDlQqUGCe+6vsDVUK88S1Ym74/lsP05EY2PW9jGSm7not/n8MQUJG6xfLilj0n/qVbMHLeXAZWc37pOjOvjHvCbuYtuUze5r/QpWoQHq65CK7RnZ41rTm6aOXztTeyruwZoL/F1RspaNzcyfWP9mdqYfGi7FnYvtDY4OaVByczFWobN3x8Uq8zPp5OWKgyHysUY0q1+pEK7pZojF0oVb8yeRNPcfSC/nl9SfEtQ+VcDuQLzEmS4ke54va4BvjjnHibW4+VDLevjO0vg9dRIYQQQgghSZX3mFHhzo6lrEoqQ8tKbnyGKRWUB9uI2J1McKVy5FCDVbEKlDD7m3Ubrvz76bfykG2Df2TUvepMGPMt3v/8Ym5miikqclWtR/hLR3skcebkBVS+BQmxfvHvapcggrPrOPP3Jd7LoHRTU0xVtpSrX5Uc77uVGFlg9HAvUzs3oGLZMoQWLkZYuwgeGZLQatMnHNS5/PC1ep7WwdrKClVyItrU+QI8uXyJ2+q8+Hm96GVqPALwt8qq0VJGmJkZo2i1vCiaGYEF8/F8SRCNHfZ2kJigTU146c9z7O8UchYKxU39IqHhUDgMr5RTHD2b/gwqcUcZ234Ax8IGMbVdMGlzX/roE5yMtSY0zC9N27KkUNF8cPooJ7TvoSqY6zj3x1CafVWFYkWLExpWm1FHdGgTtW8xUkXHkRHV8c9XAN/nPyGE/3o4XYJG7VaAgmnWKDL39sOd61zJVNZIg09ofky2D6dp14ks2nKcG/EG7PLkw9fZ7N/t+jVx1105xd/x2QgJzZNmIS5T8hfwRX3rNGceKVlc9oxIIlGroDIzfX1iJsvaVwbPcCZihcaTAO8Xi+morWywJpGEROVFAsrZCWuVChMzE9R2DmRTP7s+6VKTcZlpX2/cnxBCCCGEyHwPSWQp/e2dzNgA1TuVxu2zHC1t4M7mSPboAvk53BmDTg+WYZQLM6Fb5EYutGyDb5rjTtkzkR4pWpKyPeBRyqurYe68uV/+hhYlkdg4AyorK6zSJjdUFlhZQkJ8wvt7y4fGjbzu7//xrP7yfNq2GMXtUh3oM+4L/J0tUI6Mo/bPF19SJs1rGq1CYqIWRe2AebpFT00xy7IpaFqePElOPR+qF+fP1CTdyXk6mudpR82QQFy8jiszGhEwW5WuLulTjHB7oEtzKdLx94x+HE9KwtzmAVoD6VK/SkIcCYYYVnxfmD/SbUpHiqow92MNYJGFWTDlCdsHteSnDU406vEL/cLcsTV+wMqfvmXK21Uq/JqOZvCXLmkOS4WpU9509V9lbUuaHCIqMzNM0Way86smR90RLDaZxbSlkYxoN5leKgeCqrTklz6NCU2XxHx93ImLIw5LrNI3QiysLDFSYohLMGRx2TNAZY6lhRpDYiJaBV5VxbOufWVQhmKleV4fjN+wQ2OTF+lD1cvKl6n29eb9CSHEpyTp0jaWbEmmxP9Vwusj+d6dfGYVoxbHUqlXU0JllJ8QklQRmU843D1yiDMPrnG6d2fmPu+YKShcZXCbvRRuOYQfC3/C41cMd4haexBtchIDywUxMF2HJIr151rh6//irqZ2qcToKV9xqEMr+vdfR8Hx1cn+kj6vsZHRKztONlZqlEdxxBnA+tnfKvHExYOVtdV7HG6lwcjo/deZm39u4ohSkmGDW1DhaUdXe1JPUqb7oCrMzMxQGRJJ0MLzx/f6OGLjs6hDm3KeE+f02Jf2SjeN6/V9e2tsrY3wqDmGqY3++XpjNZYuJumOwaZkD+a0fkTvxmPosbAo85u+eOKvsrbBWm1P9cGz6BBs9K+64uiYxbVBd5TITXfJXX8MvesGpZZDn0CaBWUySY1FDj9CCuR+bb1VtImkHUShaBPRYo6lRSaTYyobAmr8xLgaP6F7co0jW1cwfsQIvuufnW2jK2KryljcsbbCinji4tImBBQS4uLQqaywtlTDsyWcs6rsb2yeOcjrboLh/CWu6CFtdUi+vJ89Kb6U8LHmVpa1rwzKUKyyUKbalxBCfE4UEs9EsWSNLd5NP56kiu76EXbsV1NU1vcWQpIq4u06TE6lmjI0KDnNtACF+7vmM2a/Ky1+qkig46cdcsONjaw5DAXaTKdfxWzP1xch4S+Gt5zAuvVnaecf8OK5aN4iFM9bmBKDGvNn42H0WVWQaXVcM5EIMSUgvw/8dogjcQ1wfbp6reHWcY7cNiMwyCv9E36VCvR6Pp37mEJCfAKYeeD4fL5FPPu2HSBecczk9BIVNu65cdRv59S5FOoUSk3eJf99iGOJCrZZkAC6HTmPNbecqFwpBGPIWPk0XhQINOP364+x9/TE8dlhau9zNcYcp3RP9DXkKlQE7/wuDO3wJzXH9GFW8dm08k49Fk3uIIKyTeX0A1M88ro/P/e6h9e5ZeT0bmvbvPSQtSQkqrB3zPa8zhpu7OLP8zrwVP4Vn1u7FrHs8BNylGlI3WAb3jaNYLh+mjOxCvnsU7eQeP4s0arcfJk7E98YlSdc3n+Qh7nLUNBVjZF1LgrXaM8vt3ZTfd0FbhkqYqvJWNyN3APJZzWDI4evoCvu/bR9azl++CyKey3ypxn1kiVlzxBLin5RBLNNG/nj8PcEh1k8rQxXWdq/HUOT2rF+YUO0Wda+XrQzlQoMev1L/z4zscqa5FJm2lcGj/CTu44KIT7oN5fEaHYuW8SqPw9z/tZjUoysye6Rj8LVmtCiihfmEiIhhCRVxDsF1MqBnFbpO1pGNsaoNJY458iOwyc9JUjPlchIjmnCGNC4JMHOaToHSm4ahM/mxw3rOdUhgH8OIrAIacvQZjtpMKwfS8Mm0yBXRgOhwaNWI8rN7s3wfktx+KE0rsnnWP3rbxzPWZt55W3TdFzVOGV3Rn1jGwtWFEPvY0bSw1s8sitC1YJOqNHy4OotYlIUQMvdBAWFe1y+eAlzVGhsXfFwNMtYsVJiuH7tYerTbt1tYnUK2gfXuHgxCTVqLLO7k91SlaHjy5nPH9sn+4nYcpMi4Sac/v1X5sYGkEd1isvR8Rg8bVBnsB9mFFSRSq6LWT5iHIV71iRP0kkWTtiNYv2WT8d1dzixcycYHhN9cC2zF+7GpNpw2hUzy/g2VHaUb1ab8c3H0WmiHd1q+mP1+CzrJw9h3Plw5kb0IMz835cmryb96Li5AaN7zKbUolb4mwCmRWjS2I8603owzLU7DUMd0F7awW9DRrHLfyjrR1bAXqXnye1r3I03AAauPUpCSYnhxqVL2GhAZe5I7hw2qJ7cJvpuAgqgvx5DspLMo+uXuWiuBpU5TrldsTHyJtBXzdaNkZys3RzPhzuZMPQYjsHmJF2/wo0UBQ/jp9OdlBh2zhnF2D0B9KrR6hUJFQOxlw6yfUd0+sSiSoOzf1H8HZ/+r8lpFgz9HY/2ZXFNOMzUSVtJCe5I+aeLZugzUnZ1Avt/68bwpMYM61GT/A5GJNw6yJx1l3Au/DMempffEl4ad4sSNG3gSb05/Rnt04v6+cy4s2cmgyOSKNG7DgFp2nuWlD1DdyYVjtV+oNXCpoz/qS2aHxpQ3DWJUyunMuVQbr5b8A3uag3xWdi+Ui8zNrhmNyPur+XM3WZFqLWOx3fuYBpUjRK5NJmKVZZ4q/b12gN8w3VUCPGfTqjEHWNWl94sueFEierf8lOAMyaJD7l5+SSX4xVkbJwQQpIqQrw2p3KJdetOY15qMJWc/tELUdlQtlY57KM2su7EjwSH/POPzQj5oT/fbW/KsD7LKDqjAXkyWPvUztUZMSuJoUNn0abmYJ5oHPEpVpeJM9tSxCJ9J8vpyw502dWXKYNa84fOFLvseSnbPogqBQHdCSY0asacm2lXYRlO9UrDATXO385g94BiGVpcWH95Ma2/Gv/irSAAU5pTYQqAKVXG7WVKtYwlHixLt2dIo5/p17UyQUbZCanVkeHD87KlzXf8+kNFEkduYmK1DPaKzArRaWxX7veZQecGCzHLXZQmPbtSc0Q7NqVk/l01xO1mdKu/UBuZky13AGV/mEKnFiVfOoXrtccY1pk5EywYMn4g9afcJ8nMCb/iNRk3o/WrO3xGeWk6sB2b6o6l29QSLOuQDzOM8Gs1iZlGIxgxqhXzbiVgZO9JWLU+zP2pPPYqQIllfa8adN2enGZjl2lXdQUAxgW7sWVxU8zX9qRynz2k/VR0uy9ZBGAcRv+ts2nq6kGjXzpxtOtUvi4yFRvvMrTs149Wj8dzsdNYqtbR8vvKHwg0ApJPcvBEMrbh31L7laMy9FxY2ovmS//ZMTaj+oR9TKycGli1ex1ahR5nUKMRnLqvInvIN4wY9i15NAAKDzNUdhfqDhnH/SHjGNhkFjef6DFzzEtY1X7M6FiEV9bOl8bdlOAOU5hiNIzRA5sw474OK7cgKnafTo9vcqbraGdN2TNYwUzz0W7Gb9iMHMf88T2Y98QIp4BwOs7sSotgs6xvX6kpYsLbdqVmtwmM/b4JSSY2uHiE0OLXapRILVSGY5VV3qp9vSZZ9drrqBDiP0zLiXmjWXrVncajR9DEN+0F5ssXd7qLc2j9wzbCxs6ilV/q/TBhc1/qjDKi++q+lDEB/ZmFdBm0grN349CZ2uMZVou2Hb4hv60KDA/YN28CC7f/zeVbMSQbO1Ci/QR6V7TnyYkVTJ62ij0XHmKwy0Ogcyz6NGNx3267jumvzbrb7F04nQVbjnL5np5sPiX4pm1bvvS1QoWe6MiRjF11nOhbD4hLVmGZ3Z8yDdvzfaU8L7+3Jh5kWsdRrI9+QALmOPuUokH7H6jm9Sx+KdzavYBp8zZwMPoxWLkS0rAv/WrlQfPasrwk6fXkDGumT2fF7tPc0Zpg71GZDr9+T1HrFG7snM/UeVEcufYEIyc/StZpTesafqnroBnusmPyCBbuu8zN+7EkYYFrcBVqlzDm+MY/OXLxHslWOSlcuwMd6+UndeC4QuKlTcyctpitJ26hNc9BUHgDWreoQB4ZriT+Y1SKomTZzPLj56IJ8nGXqAoh/nN0p8ZRtW4ERWetY0BmRvKk3wp7+1egyfGGRC377mki4pOJwCdcdiGE+DgZDAb0ej3JyckkJiZy4cIFChb8H2U4tXv49du+HCw6kHldi75ymk9GkiqGh2fZdzYBWwdzdDf3MH/iYm6WHcnsdkGY6C8xr00b1jg15ac6gVjrn6DOWRR/fQRd207lZmAD/q9GEHbaaPasWMCaK4Xov7wHxd9yu4GuaW9YiZyY9gPdtrlQr823FHOK5eCiicy9UIgBMztTxFLH0QmN6XawAO3bViCHOo7oPxcwc7OOWuOm08LP6Omxqum6sh/h5oDhDid3X8HgmA2TxMtsnjmJtbqvmTy5MZ4ahbgD42jb50+sqzTn29J5ME+4S4JzUUp4azj52rL8M/DXWNWtHdPvBNOg6ZcEOyrE3DfCJzwEy4NjaNt3F/Y1vqNhiexoT61h5vzDOLWcwPDaudHoLzGvTVvW5viOn2v5YBR7moipM9kV5021ZvUo6W5OzL75TFz1kEojZ9M2yBjD3c0MaDuCM14N+K5uCLYxh1jx21Iu5evG5N5f4ChDG8VH5NChQ3h5eWFubo6JiQkajQa1OusqqYxUEUKId//ay/2jR7nhU5eGhc0kHEIIIT47+vtXuRanwTPAh3e906ntfSlW7On/+HjR+NQmuv19mrv6IHKmfgLLPKEUDfV7un6anjO/reakRUUG9m5G6jJaIXjH72P91HfZbnpK7G6Wr71PoR/H0KRM6hRzrw53OdBkPttPtKdI0acjSm09CS0cSg41hAaZc+lAb/YfuE4zP4+XHKwLgaVcnhUKj/iDbBxyhvPxCp5W99iydCOPQtsxun3VdIkIJXbzG8qSfrJV8vFVLDthR43RvWiSL81rIA13WLVsE48LdmBsmyqpa28F5yNbTEu6/L6aE1+2p4AaQIVFzkAKBvuhIR/ON3eyd6k7JaqXprAxEAjHt/ThxMmb6INyciVyCXtU4fTt3ZQSViogCD/T2zQftITIK2Vo4ilPV8R/hyRVhBDinSVx7FA0YY1+xVuuqkIIIT5HioICqP71dFfPhQUd6bMnlF/GN8M7A5tKvLyZOTNXsvfcTR6lmGGlfozeISnd1ND0+47jyuXbqPI2wN8iC7f7zyO5fpHL2gRuj6hHlZHPsxLoU9SYPkxAweolvansuDmpOfQ49qULmCuxp4mYOYd1hy5y54kBSwsFreJFcjKgu8TZC3pyNwgimzqzZTFJMwVIz91z53hoHkCwt2n6Dekuc+6CAfdv85Pt+R+Y4hfsj9nq85y/Z6CAyz9LrcHByQFV4mMeJwHGgMYex2xwPC4BlAQunL+Oyudr8j9fQ1CFVVABvFQ7OX8xETytpM0ISaoIIYTIKHMqjd5KpSy4JBf9ZRvnPtHbyadbdiGEEG+iccyBq5mBUxcuk0JIukVpddpYHj5ORJeadUGNHr3uFSsMJB9ndt/hbM1enx96lcLDWseZJQMYd+V1e0998xoKKAq8dEGRt9ruPzMgCqgc+KLLMBp4p1sxDHMHa1QvS5uoNGg0oCiGl2zvCbsm9mbSqUD+r20/CrtZkHhgBr1mpTz7AAbl5Yfz5rL88+NK1p5vIw0oKRgMzwJuhJFGhaIYUN7w/jxFmov4j5HZbkIIIYQQQojXMwslvLgdD7YuIfJqyqs7F7b22PGQ6zfiXtq5Njy8wPl75hSu04jwYG/yePrg5WrOa1/EprLE09sN5cwBjsS+vMv+Vtv9ZyIhpyfuJo+4eMNADnd33J//5MLZKjPTWQwYFMBwm/MX4sleuh51SwSS18MT3zyOLxJSRu7kdVdx5ehxHhnepSwanD3zYJ3wN8fOJ6X/JyMPfDzVRB87Qczz0CVx5vgZtPZeeL3N4ifPzsf5o5yIf7ZRhbjjR7mg5MQ7r6xUK/5bJKkihBBCCCGEeENH2opi/9eWcKujTO7UiVGLoth94DCH9+/i4OX45wkUVbaClMiv5uD80Szcup/DRw9z8Px99M86H9k8cM+WyKE/FvPn0TOcv3CeK/eS3jC6QUPeqg0ortnB2F7j+WPnYY4fO8TBcw/ecbv/OETbEtSu4sa1pQMZMn8Te48c4/CezazceIr4DG7I2MYGc/0Fdm85wwOdM3k8zLizazmrdp/g7IULnL8Ww/OUlNqV8nXLYH1oGn3HrGD7gWMcPbCdqP3XMGSyLKYhtajl/YA/hg5gTtQejhw7zJ7N2/n7iTPl6pXH9tBvDJi6nn3HDrN98TBGRsQQ+HVNgt7qPdga8latT1HDViYMnsuWg8c4sHkOgyduR1W8PlU9nq6EE72cznVq03HZ5efnSXt8Oi1qNGDQ1gek5pEMPNg6iAY1WjD9uFbamfgkyfQfIYQQQgghxBupncvSdbwj+RYtIXLdFLbcS0BvbIm9ixuFivphr0pNFFTv0psH439j9ajezE0xwtI+Oz4FfXFWA0YhNO/ZgripqxndbQGJmGBh64BHiAvmT6f4vHzf5ek2UsO8mUtYMjySB0lqLLK54lfQDycNoHm77aZnSUjrXxlgM515UZPoPz8BLJ3xLP0dJcuDZQaGvRgXqMP/lT7LnBkLOFh6IOW/70H0xBn8PrQz05PUmFrZ4eBZEgcTABXZSndieK95/LZwGSM2PkJn5kCeyh0pUThX5spinJcGg4dh9ttMIqYNYFGcGmu3gjT2LklA0fYM62XL1PmzGPBHHMbOvpRoPYzWNXKjeeu6UJ7uww3MmLqESX0Wk2ieg6AvfmZ4i3I4pV1wNwNxl+lC4lMnr1QWQgghhBDiI/RRvVJZCCE+Ue/7lcoy/UcIIYQQQgghhBDiLcj0HyGEEEIIIYR4g3Llyr3xM1u2bJFACfEfI0kVIYQQQgghhHgDSZgIIV5Gpv8IIYQQQgghhBBCvAVJqgghhBBCCCGEEEK8BUmqCCGEEEIIIYQQQrwFWVNFvCcGomc2pPzQo6QAGAXTM2ohrdw1Lz6iP8e4ml+zqsRcNncv8GEro/4c42rWYXLOoRyeUh3LjyRqyRs6EvTjeVqsWE2XQI1UIyGEEEK8/rtDcjKxsbFotVoURZGACCH+k1QqFWZmZtjY2GBiYvJB9y1JlSyn48jsPozcnUD625oa1yodGV4nN59LVzlxZ1/KtlhObPF+bJv1DdnV6Y/Xre5oosomknxsCo16X/vIWl02Qmo0oqmtJ8bvqyacnkD1mpM5o3/FB0xKMmzndOo7qF5EzaMMTZsGUNBRJU1JCCGEEK+VnJzM3bt3JZkihPjPUxSFxMREtFotzs7OHzSxIkmVLKcnMTEFk6Da9K3jky7AxtaOfD5jDxL4a+02YmzsMD60nk136tLYNf1sMiNbVzxtIeWe9cdX0dROlP6uG6Xf4y407jUZNqcQcQZAucf6wT1ZZteK6e0KpyZy1HZ426ZPnhj51aRHz0xfQUAlSRghhBDivyY2NlYSKkIIka5rpBAbG4ujo+OH61pK2LP6LGpJSAQLe1dyuaX/yW5j/PkcZ9xfrNkaR6FW7ShndpS1G29heKsNqUB/l21jvqdCWAi+weHU7rGCs4lpP5PAmeUDaFS5FPn88+NbsAJ1uizkWGyaLxG6kwyvFMLX0w+wcWRrKhYNxSd/Saq0n8ORJy8+p4+eRS0/fzy8Un9826wl/t8nkZjD8+hcvxKh+fPjFVic8EYDWHFem7kjs8hFgWLFKFmiGCWLh5DHRo3awZtiJZ7+rpg/LkYAyWztVpQ8T8vk4VudESf/PbxFebiCpoGl6LEzjsvrhtDgiyJ4+wSQJ7gLUcmZKHsGY5WhuAshhBDif0ar1UoQhBDif3xtlKTKe0qqmFuY8fmOHVB4vGMd2xICKV+1OlVLmXE0chPX3iqrYiBm00TmJlRn2KLlLBtSAV1kf9pPPpm6FgugOzaZtn02oFQdzPKo9WyY0RaPY8NpM3IvCc+3Y4yJsZ7z834lwuUHFu84wOHfW+G8ZzQ9Zp9F9/RTmhy1GbcmgqjIpXQv/oohYfE7GNJuBH85NGTSyvVs+2MMja230fOn6ZzUvY94GlOk0yKiIiNYP/5r3F8xnEllkwdvpyecXDOMjiPOEthmJEuXL2HptBaEGGWm7BmLVcbiLoQQQoj/2TcyGaUihBD/82ujTP/J8jOYRLxWISV6J+MHnuPkjScoVtnJV6wi335ZAFeTz+EYY9i2ZjfaoHZUyGGDbcVimHXawIarjWntkdkJTgpx5uXo1q06+Y0Ar85037+JplFR/P1jIMFGoPZuxsw/vsE2b27sjYDcrjSrNJM1m/ZzSVeMQCNApUKlUkj0qE3PhkE4qAG/unxTbBydjp4iVvF9ISUpAAAgAElEQVTDXgUY25Hb2w5I4IzlK9JepgXpNH8F7R29yWWrAnLSuGEpJrU6wIE7BgLdsjoXqcLSxRMfF9Al2/PKKqJ2xMXJwMmIo7Rc+Ds9C5q/XdkzGKsMxV0IIYQQQggh/sOkW5TlkkkxGJEUq8ezSkOqO6mJOb+H5avnMSzehCGNA7D8xIewKA+2EbE7meBO5cihBlWxCpQw68a6DVf47vu8mVw3RoV1cAi+z2uiCb4BeVGtuMwVLQRbgdrchPjjMxj2y17OXr9PbJIenfYJeodE0g/sUuPk54vz85yHMdbWZigPEtEqkOGhQ0YWGD3cy4ShfTlw4Rb345NRUhJ5bPBBq/1fPhEyxcwUNPlq0qCA+TuW/c2xynjchRBCCCE+Z3pu7FrAquv5aFyvELaylJ0QIl3PSmQtjRdNhvzK1F+aUCPMB+88XhSu2JAfq7vxaN9uDsd/6sM0DdzZHMkeXSCVwp0x6PToLcMoF2bC35EbuaDP7PZUWFlbpamIKswszFEZtCRoFcDA3YheNOkdSUJYa0bMXszaNSuY1MDjpckbI6OX/DaTw7/0l+fTtsVIdpqWp8u42URErCJiSJXUER3/cyrM3PPgpnn3sr8+VpmLuxBCCCFE1kjg2JwutB+whmj9x1ImAw/PH+TY5UfoZMaVEOKf/SoJwYegximHCyb6u8TEK2D1Cae3DXeIWnsQbXISA8sFMTDtv2miWH+uFb7+mel2KyRpk9K8flpBm5CIojbH0lwFPGH3+l08CerAoJ+q4K4G0HFD0fJ+7mkGbv65iSNKSYYNbkEFu9RzpT2pJ+kjuYkaGRt9gLLHfeC4CyGEEOJToGhvcmj9Gjbt/5voe3HojW1w9vCnSJW6VA+yz4Inthos7F3JnpwNMwm3EOITIEmVrL7R3DvIzPmHyPZlc+p4P1sdQ8/1S9dJMslBdttPe3CQ4cZG1hyGAm2m069ithczahL+YnjLCaxbf5Z2/gGZqFgKj86c5oahGB5qgGTOnr6EkvMr8pgCShKJiQbU9g4vRlskn2HbrtsYUN5DB18hIT4BzDxwfD5PK5592w4Qrzj+e39JZ4iYsYVLpgHUah7+ykVmP1Dty1zZX7upDx13IYQQQnz033MTzrBi+Dgi79gTEl6dJnkdMEuJ5cbF08QnG2XRSxpM8f6qE70k3EKIT4QkVbKYyt4Vh4QL/DF7AUa1SxPoAPdP72TZpvvkrNCA4E865a7nSmQkxzRhDGhckmDnNLdOJTcNwmfz44b1nOoQQEDcTa49SB3VkHLzCToliQdXr3BRpwK1JS7uLlgpCgoqzK5HMHSGP11reMKZJYyJeIhP88r4GwHYExDgin5lFBEXy1PX4SprR07gap4A1H9dI/qRnkJOmgzexLU8uHqLmBQF0HI3QUHhHpcvXsIcFRpbVzwczciZzx/bJ/uJ2HKTIuEmnP79V+bGBpBHdYrL0fEYPG1QP92h7lQEo8bPJan2FFq+ZUJF/+Q20XcTUAD99RiSlWQeXb/MRXM1qMxxyu2KTYZaqiZjZc9YRc7CuAshhBDi05fEuT9ms/52Tmp278xXHi++1IYWLZvmi80jTkUuYcW241x7Aja5ggiv24AqAXZoAP2lKKYs3sGlm/d4rFUwtXXDv3h1vqlRCBdjAB2nF3Rj9JUKDO5ZGWe1ntvbJjNu1Snux6egsXLFr8w3NKkRhL0G9Nf+ZPaSbZy9epuHCQYsclXhx9618Ur33Ukh4cp2lv2+meOX7hBv4oJ/qTo0qhmCoxEoCSdZNXUF+6/e4cGTJBRjG3LkC6de4+rks3v5Nyf9pTWMmLKRyw8T0JvYkjOoAt82qoyP9dNvR/oYTkctZfnWY1x9rMcsmwcVWv3MV17GGGLPErV0JTtPRnMv2RK3/OHUa1QVfxtZmUEISaoI0LhRo31LjJavZ+uCqSxPVGHpmJsCNb+nfnl3PumX/+gvsW7dacxLDaaS0z+60yobytYqh33URtadaIf1/o5UHHGctG8gnta8OtMATL9gzN5J1DJPITlZjXu99lS9O50W1Y5yU2dP0FcDmNDa72nl1BDcqh/tzv7C0OpFGezgT5X2AxhW4gw06kf3Ci1JWDuDJq4ZKL/uBBMaNWPOzbTvfh5O9UrDATXO385g94BiWJZuz5BGP9Ova2WCjLITUqsjw4fnZUub7/j1h4okjtzExGrWgIEbR49yk7x836g4lm8VVIWHa3tSuc8ektP8NrrdlywCMA6j/9bZNHXN2E02Q2WvnLEETYbinlNu/kIIIcR/I6dymp177mNdpBGVPF71lDCZi6tGM3aziqJ1WvJ1TrixexXLx44luXsvansaY3h4kWOXjCn7XTtCbOFJ9H7Wr5nCrw++p2+rwtj964mNGhuvsnzdugrZLBQenV7PopW/sTT3r3xfyALDnb/ZdwZKtWhHmKMRyclWZP/Hgy7DvZ1MG7WUR6Hf0LyOB0Y3d7J04VSmWvajRxVX1En3uHD6FtmqtKKRnxn6h2fYvGI1k+c5MqR98ZcuTKtyCKRyQy+s7EzR3znK6oXLmb7ak6GNfDEmmUurxzJ2o46CNZpTO48lusdPsHDUgO4a68ePZYOqNPW/r4+r7iKbFi5l0hw7BrUv+ZLjF0J87FRKFr7E+fi5aIJ83CWq4j8ilogfvqB7bCc2zf0WN8kvCCGEECILGQwG9Ho9ycnJJCYmcuHCBQoWLPj8369du/bByqK/s54hPVdi3ngkncvavnS0qhK/j0ldZvCwWn96VcuRuri9/gZrBvZjvUsrRrYpjPHBybSdlkLzcT9S3AJAIWb3BHrNfkiVAX2onkP5x0iVfxbkBhED+7HbvxuD63mh/Gt7/yo5V5b3YfDhUHoOqEseI4AUTs3tythrFRnUswrOj7cxoutKHNqPpkWQMWDg3sZh9FyVjdZj21DINIUTszsx/vZXDOtW4SUvANBxdmE3Rl4sz6BeVXBJ2sfkn2dwP20cnko5MZsu429SZUgPKjmlbihh30Q6zdTRaPSPlLSSrIoQWSFXrlzP//vQoUN4eXlhbm6OiYkJGo0GtTrrOm8yUkWIt5VymoMnzKnQqzo5JKEihBBCiM+Zkrqmmkr16i89+lvRXEu2J9TX+UUiQeOCn68dq49d5ra+MLn+9VcqbPPlx121iMvXUiDHP7snKdw9vIbf1x/g4q0YkoysMNYa0HilZLDciVy/do+U2+sZ0ibqxa8NOgz2McQawPlff6TGztkJY10McVoFTP+9We31v1i1fBNHr9wlVmeKheoJhmzJJAO6m9FE/zMOqRHi4fXrPEm5zLKerVn+7NcGPSm4ExNrACt5z6IQnxpJqgjxlvTRRzhmXp0+4TaytogQQgghPmsaOxecTA2cv3odHf4Yv/RTbzkAXqVCBSiGf/+9/voGJk/ZhLpsQ7771gMb1W3+/G0qRzK8cQVFAaO8NejavFC66doqIyscXtUbUqvRoKAYXvJvKWdZOX4mex2r0vD7grhZ6rkUOYn5N57t0vDq0igKKrP81O9Zj4C0+1aZYOMoCRUhPkWSVBHibb9ceH3P6iiJgxBCCCH+A0z9KRpqzcE96/izvBcVXP+dVtG4epDLeDNnz95D7+X6dPrPHc6ei8Ekt8e/1jp5JvHiOa4p2Ql3M+GfiZmU65e5gQ9Na5QgwEoFBnNcMjNFRmWBW04HlJ3XeGj9Jd7W//7bDKeCFAUDYHh8lehHpgQ1/IoifsaAHp2TOTxNqmiy58LNaAtnz95F75V2+o8G+5xuWKSc5macPeUD5KXRQnwOJKkihBBCCCGEeD2VBcG1v6XI2eksGTKMqxXKEOyeDVNDAvevneeeY0XqFi9A5XLZ+XXtFOaa1qKYm8KN3atYeyMHFRsXwAJIAdBfYvuqTWgCc2D25CybV+5D59+Ikjk1kO41B2CcPScuyma2r9mNXVhOrDWPuJ+QmYJr8ChbiYDtC1gwfhFPKgWT01Ih7s4dNP7hhLhkZHSIGitrKwyHT7DvXEEqeLqRwyaJI5vXss8kGBcLuPEw6UWorEOpWGYdoyImMl35ihJ57dAk3ifJsTCh/uUp776fiBmTMK8RTj4Xc1Ie3yTGuiClAuyQGeVCfHokqSKEEEIIIYR4c2rBPowWvbPhtWYdO3YsZd8jLYqxBXaungSXT8GAKV61OvKjyVJWrJ/OnliwzhVE9Z8aUMUzzTswVSYYbu9i8c4bxKvt8AitT8f6ZXF6SUZB41GVlo0eszByMeM2JWLQmGJplx1PJ8vUKUMZKbdzWdp20bBiRRRrZ2zjic4YaxcvKuQqk8GkiobcZWpS6u+lRK7YR6HuVajdug4JS7YwZ9QakjDGzMoOtwAHzFQA5vh9/TMdLJey6s95TFiVjMbalUL1/CmQ253qHTtjtmwFW5ZPY0OCAVO7HARW96dkgJ1UMiE+QfL2HyGEEEIIIT5CH9Pbf7JKyhvf1iOEEO/uQ779R0aYCSGEEEIIIYQQQrwFmf4jhBBCCCGEEK/QrFmzdP8/Z84cCYoQ4jlJqgghhBBCCPEJUqlUZOFM/g/CuFBbfiv0acVZkihCfHrXxg9Jpv8IIYQQQgjxCTIzk1fyCiHE//raKEkVIYQQQgghPkE2NjYf/ImsEEJ8zFQqFTY2Nh90n5JUEUIIIYQQ4hNkYmKCs7Mz5ubmklwRQvynqVQqzM3NcXZ2xsTE5IPuW9ZUEUIIIYQQ4hNlYmKCo6OjBEIIIf5HZKSKeE8MRM9sgLeXPx5e/nj41Wd6tP7jKZ7+HOO+zI9vm7XEf6axSt7QET/f6ow4qZfqKIQQQgghhBDvgSRV3guFhOg9zBo5mFZtO9Gs46+MXHmcu7rP6ygTd/aliE8A/s2Wcdvw76rlVnc0UVHr2DC8Oo4fW01TZSOkRiOafuGJ8YeoETFraR0SgGehLmx48mFipfYoQ9OmNSjoKMOBhRBCCCGEEOJ9kOk/76MD/WA/k8eu4KZvVVp1zIPJ7QMsXTaf8Wad6F/VFc1ncZQJ/LV2GzE2dhgfWs+mO3Vp7Jo+G2Bk64qnLaTcs/74KpraidLfdaP0h6kRPNiyjt3YYZu4k7W7YqlUxQbVe46VkV9NevR8P8ejoEJSNUIIIYQQQoj/OhmpkuX0nNscxQmbcNq1+IJC3nkIKlWHNo3LU9hJIeVzOcy4v1izNY5CrdpRzuwoazfewvA23fPYY8zqWJeiwQXIV7wOHWYf4s+hlfCrN5erhhed+PizEQxoVZcyYaH4hYRTvd0ktt9KP60lcUs3CgS3Z/Wj2/w5+nvKFy6Ap7c/Ps2WcV95enaiZ1HL7+k0Gy//V0z/UYg5PI/O9SsRmj8/XoHFCW80gBXntW+Zg7jHprX70JRqS9uwZHas28lj5S22Y7jPzvE/UKloKH4FvqBOr1WciOxOcOAPrIp79qFktnYrSp5nU4leNf1Hd5fd07pRr3I4+QNDCa3YjN6/nyYubbn0l5lSO4QKo04Se3oZXeqGk88vgDy+5Rmw/8WwK8OD/UztWJ9SBUPwDixCseqtGbTmElq5GAghhBBCCCEkqSIyl1O5ydGTsbgVDsXj+bwSDTnDKlGjcA7MPouDVHi8Yx3bEgIpX7U6VUuZcTRyE9cynVWJZ+eIjgz5y47Gk1YQOfdngg8PZ9CmhxjU6ucjNpR7UfRo3os1SWXoOXc1UfO7UvzufNq0mcapNFkqkzxeuOvOsnlEH/rsdqHJr7NYtWIhczqVxObpsApNjtqMWxNBVORSuhd/xarQ8TsY0m4Efzk0ZNLK9Wz7YwyNrbfR86fpnHyLKVyGW5uJOGBEsQrV+LJSKCm71rM1Rsl0zO+vGUCHyWfxav8bkasn873LBn4Zd4h4RYPR85ZsTJFOi4iKjGD9+K9xf+mwqBROTmnLdxNPk6vZcFav/50JDbOxs19remx4wPOSaXLg5WnM1SNLGPjzLB6W7sz0pUtZOf9XGng/3bASQ2T/jky/X5L+C9awI2oho7+1Y2vPDkw4rpPrgRBCCCGEEOKzJtN/slrKXW4+UJPdJpYNs5ay6cQt4jT2eBcux7c1C5HT9HPIqcSwbc1utEHtqJDDBtuKxTDrtIENVxvT2iMTk5uSDrE26j5eDSfTumRejMhLi6FaTldoR/TzD+m5snouGxJLM3RUOyo5qoBcdBt6nX1fzmP+3v9jWKnUVJXG0QUnrhO5syBT1/Sjgt1LJqgY25Hb2w5I4IzlKyawmBak0/wVtHf0JpetCshJ44almNTqAAfuGAh0y0wu0sD1qEgOGxdleCk7nLXlCB00knVbH1KrjkPGp9Aoj9kRuYv4Qj/Tq0FBcqjBs/1gYk5U5sj1tB9UYeniiY8L6JLteWnaKHEPcxecxa3JQobWD8IY8Gw6kN4nKtNu7jquV2pCLnXq5cHZxRF9xDoudf6dJa29/r3+jP4aJ88k4Fm/BmX9c6IGXBv0ZW7INTS5JGcrhBBCiM+BwpNrJzn3xIHAgByYfvb7FUJkhvR6svrSp9WSaDDwd+Q6LuYIp03H9nSs7UPCnkX8uvgU8cpncIwPthGxO5ngSuXIoQarYhUoYfY36zZcITPvmTHcj+bKExN8/D1eZPesClEiOG0qIIXTx8+ieBemkP2LFITGvTBh2WM5fvTqi32amWKKilxV6xFu9w4rfhhZYPRwL1M7N6Bi2TKEFi5GWLsIHhmS0GozeQL1V4lcewKT4hUpY6tC7VyWisF69qzbxr3MbEp/k0vROpx8fXB+1mpV9hQt7pvpzKg++gQnY60JDfNLkySxpFDRfHD6KCfSzNsxNTUFkzDqfZ335Qv6atwpGGzD0Ukd6DBiIZEHo3mstySXvx85rOTyIoQQQojMSuHu8a1s2nn+7aZLv6fkRuLD29yJSUKv/C/3+yFi8zHGX4iPm4xUyfKIajBCj2WhOrSp7J4a4NxutI2/SpfV+zheLx/FzD/lAzRwZ3Mke3SB/BzujEGnB8swyoWZ0C1yIxdatsE3g4NVFG0CiZhhYZ72D8ywszVF9fjZhxKJi9ejOzaKCoFj0t1kDDo9jvcfYoA0i/8akTtv7ndaDFh/eT5tW4zidqkO9Bn3Bf7OFihHxlH754uZ39alDaz924RiTYphpdejw5Ey5QIZPGY9m+/W5luXjCYeEknQgrlF2sqj5v/Zu++4qur/geOvcy/cy4XLXuICAZGNiuK2zIGznKXlzMw09ZeaDXOvXA0rzXKlZVmmlQNXpk019wRRhqg4QWSPe+/5/YEDV4FR37T38/G4PeJ6uJ/PeZ/B+bzvZzg6OZQ5M6rmZpNryWDVC3X5tmTuyWKiSKnL5UwL2N78VI2bD9Uc7pGkUhxoOfET5vos4rOYDxn+8VTMjv407/MqEwc3ooJWbglCCCHEQ8WURWriSZJTL5OZW4hFo8fW0Y1KvjXw9zSUw0T2GqwMRmwtNtJQ+Z/ERuIvhCRV/scUG2dc7DTkORpLNOwVXCp4YGO6xNUcFQwP8LoplgtsWreH/MICJjcPZ3LJf9NuYkP889QIKl1LWtHZoKeA/IKSafACMjMLbs7roRhwdLDGKqwPn81oh+utn4DWocIdJ7G11V85rS2kbt/CfrUx06f2vzGEKP+ImYIyZ+vNxMdsIK4omyMjG+M/smTV9azdcoHuPb1KmRTRoddDQX7+LXXNvJqFBZeynaP2DthrXGg/dTHDIm6LlWLA7fY1na2s//hGYVuN6BenEP2ihdxzR/npu4VMf///GOW6lqVPe0l3OCGEEOJhUZRG3M7dJOTY4OntT4iTAStLPtlX0igya8ppZUAtLtWjaCTR/h/FRuIvRFlJUqXc70NVCPHXsTP2BBktXHFWihu/l86cI0/vjrv9g70QreXsZtbug5qDPmZCK+ebfzxzf2PmgPdZv+E4Q4KCS3ViadwqU9lQQNLJs5hbVCtOQuXu47eDheB9M5kQHBGEduc5sir4EmV37W01h3On83ByM5Tz0r4quTm5YOOD2405V3LYtW03Oaobd+RVCuJYs3ArifpgOvVrduvEsKZY1sYkYmg6ikXDo25OUqymETNuKIvXb+Hs09fnL/mz86oiVStquJSYTIYaiZsCqFfYtSMeE/XLdopWDSfceT6xaXp8/LxvJP9M6Wc4Z+WOY1nuCnmp7NtxBufGUVTTabD1CqP1wPFk7GrOnPgULEhSRQghhHg4mEmLP0RCjj0B9etR3anEA0MlnxKPUvlcOnmMuJSLZBWAjb0HVYOC8XOzQQHUjET2HU0hIyeP/CKwsjHiWsmPwOoVMWqLn5vTjmzj96vVeKShL7aKSnbyXvacuExuoRlFZ4dr1SDCAjwxKKBmJnPwWArpmTnkFYHO3pfIxjVwue0BpCgjmbi4ZC5m5FGoNeBaJZCwgAoYNEDRJY7vP865zBzyCkyoWj1Gt6oEhVbH3ebuT5pqxgl27ksiI68IVWuDvbsPwWF+uF4fxa4WcDnxGHGnLpKVb0Fr44RPzSgCXLSoBZdJjI3nzKWr5Jp1GN29CQr1w03/Z0+1t8WGPFKPHuTkxSxyCwoxY42dSxWqeWq4fCaVtKx8zFa2ePiGEubnWjzXXtEl4q/ta26BCawNOLhXJSDQD3eDcpf4//kxFUKSKqJ8KbZERjfiu9lrmLNSy5P1PLGk7GLFhrO4N3qC0Ad6hikzyTExHNRGMalXYyI8StxG1ar0aLaE/9u4gaPDggnOTuV0Wj4qUJSahUktIC0lmQSTAho7PL09MdpE0rKJkf/7/F2WRw6nmcslfv54CQdtS96gNVR+vA9tFo5i0muB6IY2x9f6Mvu/ncOkJdn0/uoLhgSWdoxJPmkp58goUoF8LuaqqFwiKSERAwpaRy983GyoHBKEY9bvrNmaSr1mOmJXzmBpZjDVlKMkncrB4uuA5loFTUfX8NZ7Syno/CEDbqtG0aEYYk450OLlbkSF2d/yB9GtWyRLp25k4+me9HU8/+ex0jjTpEUttFOXMGtNAINr6zm1aR4rTzneMtTJnHWeUxdzUQHzmQwK1UKunEkiwaABxYB7VS8c9PXo3SuQLh+9znSv13imtiv5iT+xYNpb/BL0Jhtmt8SllH8h1aI4lo95jZNtxjOpVyQV9IVcPLKK1YfsqPNkDWT0jxBCCPGw5FQuc/psLvqKIfg6Wd3zWfHK8V3sSVaoGFiTICNknz1O3O7fsTRoRICTFkvuFS5maKkSURtPPRRmniPh5H525UHjWnebjFVB71KVwJq+6K2gID2BY8cPEmvfjNoVrbFkp3EuDaqER+Jlq8Vkseb2ad3U3BT2744j3yOQsEBHNFlniT26n33WTWjoZ0Qx55B+ORudXwQhrlZY8tJJPn6C/YcNPFK3yt0niDW44RvijE5vhTn3AieOxnEw3pFHQt3QYibjxC52J1rwqh5GDScdlvxCrO00YMkkcfceEpSqBNUKwt5ylaRjsew7pKdp3SplXCm0iOz0dAodAqlVzQFt4VWSY+M4fNwB7xo1qGm0ouDiCY7FHeSE06OEuGrAnEPa5Wx0fuEEuVij5mdwJuEEu3cVENU4BDersh9TISSpIsqdzrcNowZpWfbNWmb/kA3GCoQ82odhj/s92LN2mxNZvz4WQ5OpRLvf1upWHHi0U3NcNm1m/eEh2P8+nFazDlFyUd2P+rXnIwD9Y7yzcy6d7J1o88Z0jr46jbf7dGC6czBth77BUM0gRpy24uZ8rC2Y9slkZk9fwMius0k321Ip9BH6ffgmAwLLcCM3Heb9nn35JLXk2s8zaR89E9Dg8fRCfp3UALumQ5nW82UmvNKacKsK1Oo0nJkz/dg66DlmvNiKvNlb+KCdPWDh7IEDpOLHCz0bYndLYYXsW7+ZM64tmNTY/raKaPBq3ZFGs8aybmMij/IGbf40VhoqPzWRGSdGM338M6zGk8jOwxndv4huE7VoNAAq6etG03rsDgpLfNapIR34HMA6iok/LKGPlxWBz89lkdUsZr31PMvO5WLl4ktUu7EsfalFqRMqxYe9GWPn/R/TZs7l2Q6nySiyxtk7glYj5vFqayf59kIIIYR4SKh52WQXKRgdHe/9pUnheRJP5WCs3oRwH3sUwM3VjqLMn0lMuEC1yIrFz3caGxw9PXG3Btw9cdMV8ePhBE77e+Fvf+fHWjt4UOH6D07WZKX+wpmr2VgqOl97tDLgWMED17vOqq9yNSWJyzofGoT54KwBnBwIzDjP7nMXyPU1Fj/DKRrsnDxxd9MAbtib0th+/BJp5ipUvMsOK3pnPD2v18kB5cpZfk+/Sp7qhtF0gYSkbIzVmxDhZ3/L85D5YjKJWfb4PxJEFVsFcCa0KI2th85xqbAKVXRlPTIKVnYueLg6oeCKTe45LibY41G1YvHiBs6QfnYP6VdyUF2v1UXRYOtUAQ93DeCOh4uWHT8dJ+GsH27eujIfU2u5PIQkVUT50+Ia1obhYW0est2qztA1hxh6j3+2e3QKv8dd+6HWl5wc+OcfqfFowvAPv2Okjb74D7R6hZXf56Jzd8ehxLcMBv/2jF3YnrF/mM2KZu7R6D842+sy4aejTPjT/axAqzGf0WrMrW8/u/Qnnr3lnWwO7o3HOmoE3YNuv5R01Bv7PSfvUWHF9QkWHnji2k+lixVWVWk7eiHR422wVgDMJH28FFwjcLcq/qPq3mMx8T1KcyzdqD9gBqsG/PF5HDjsG+KH/fEfcqeazzDz82fkshdCCCEe9sQKoPzBVyaWnEwyzQYquNjd3Eqxw9XVhhMXr5KjVuQuORP07u44EEtGphnsbx84bCb3/EliE86RkZOPWaNDMVnQOFtKWesisq7mYMlOYMfGxBI7Y0E1FFCgctsXY8XPN3pbW7RqPoUmuFsWyZR1mvjYU1zIzKXAokVHIRYbMxbAkn31zjhci2BeViaF5qvEbt9A3I23VSw4UlCggu6vfCWlYGNjg2IuoNBM8TqvGj0GHeddyuAAACAASURBVFwpMt37t2zdcbOL49TVLCy3zWBYmmPqJN+iCUmqCPG/YuHM8v5ET8+g09SJ9K9lT9rOBXy000jzt+vyr18kqSiWPYcNtHyjPRX/gYlDTLFz6dBlGfbPTmNctwB0Z7fx1vI4vFqOIlyuZCGEEEL8jRSDLXZWKlcyMzHjVr5DfJUbuYU7qFmJ7N2fBFVCCA92wkbJ4tSBA1wow8erCmicqlM/3OuWXhWKVlc8p8pdq6SgoMLdFiowp3F89yFSbf0JrlUBB2sLVxL2cSSLe+/IzdqgaN0JbhiEa8myFSv0tn89O6EoSnGdb1RBg6JRUFGvJcX+6BDIGspC3A9pion/IQ2Vn5zE26lv8u70fqxIM2HrFUyLke8xrqXjv37oiPnUfg4a2jO2mcM/UleroGd5d+oVpswfT7eFV1HtK1O7zXjmj6hTxvG3QgghhBBlpHWjYgU951JPcrqaMz7GO9MqGjsHHDRJXE7PRXU2Fj8fqTmkp+ejtXfE7h4PTEVXMsjCFm977R0Ne0vmVbJVZ0IDquCuA1QtdmXqzWGNg70t6uks8nQBuNz3WPyb9VILM7mab4V7iD+VXIvrbLbVomRdj4M9Rk0yl9NzUJ1LDv9RMBgdsLakkV1oi4+7tkzl/m0KrnAlR8GuqvGOZ9r7PaZC/JdIUkX8b1lXIXrUPKJHPYDPFv4v8N2mf7JEAzU6jeHTTmPkvBFCCCHEP/3QhmdAMBXTDnD0tx1crVYVd0cbrCxF5GZeIc/Wl8DKFfD1OcnOE/s4pA2gsj1knT7OySwj1UI9sQbMAJYMzsQnoXE3Yl2QTlL8WSyuIVR2UO5IImiMDhhIIuXkaWy87NEp+eQVlSXRoODo7YPb6aMc3XOEomqe2OtVCrJz0bh5U6FUWQEFa70O9cJFUtM9qeZkxF5v4nxyAqlWHthZQVa+5WbN9V74Vk1kV/w+9qv+VHK2QVOYi9m2IhXcffBxSOXEoT1oq3vjZmeFmp9Dns6Tqu63r6ZzW7mu5fQ1mmoi7VQ8yWZn7DT5XEw4ziXrCtTyskXhtmFVuj8/pkJIUkUIIYQQQggh/iy1YKhIzUY2OJ84yenTcaTGF6FqdNjYO+LhbUZFi3ONKOpoj3E84QC7CkBv74F/nWD8blklRosl+zSxKdkUamxw9AymbrAPdxv9ojj6Uiskj6MJsexJKsKi0aLT2+Foa8WdKZh71NvWh8h6GuLiEjlxKIVCiwa9rTPVHKpCKZMqTlUDqHoploS4c1Ro6EeNmoEUHTvFoV0nMKPBSmeD0c1wrXFlhWtgFHWsYzmecoR9x4uXgvYKcsPT0RH/elFYxcZz6vh+EgtVrGyMuPm5UNXd5k/KrVZeRxKtOYPkI0nkmLXYOlUkPCqQinftxVPaYyrEf/jeqKpqufUpOxR/ivAAb4mqEEIIIYQQf5HFYsFsNlNYWEheXh4nT54kMjLygd4nc+peNh+0ENqiLlWkm8M/Lz+ZHdvisa3dgghPjcRD/Cfs3bsXf39/DAYDOp0OrVaLRlN+579cSUIIIYQQQgghhBD3QYb/CCGEEEIIIcQDZt26dWX+nfYtQiVwQpQzSaoIIYQQQggh/hHaipG0qShxKA/t27e/r99r0MZHgidEOZLhP0IIIYQQQgghhBD3QZIqQgghhBBCCCGEEPdBkipCCCGEEEIIIYQQ90GSKkIIIYQQQgghhBD3QZIqQgghhBBCCCGEEPdBkipCCCGEEEIIIYQQ90GSKuKho15cwTPB4Tz5yVksEg4hhBBCCCGEEH8TKwlBOTfoc3Yxa+TnHDDd+W+KU2NGT+9GyEMS9byfx/Fo/6/JbDiBbYufpMK/JUVnW4PWvXpiDjaiPBhnDen7ljPrnRVsPZRCeoEVDpWCaNptCK8NaEAF7QN+oljOseSZaCbuLiq+DhQNOocK1KjXhgEjXqSDv0HqLoQQQtyHAwcOSBCEEOIuatas+Y+VJUmVcqYYwnl2XFXy1JJt5lwOr1rEGisfKmoflj3N5bd128hwcMJ67wa2XOhKL69/OquioqLckThRjLXo9XqtByfnkLqKEc/N5GTUi0xY0BgfQzYnf1jEm+8MYajua1Y8W42H4bSxrv0880c2wk41kXX2IGsWLuSlXmfhu7fo4KGRugshhBD/4kaDEEKIu5PWQLlH1IBbRS+qVLr5cs89xA8JFXiiayTOykOyn9m/sfaHbOo8P4TmNgdYt/nczaE26hW+6l+HJ2d9wsvt6hMc1ZP3du1j8cDWhIc35al5h8i7vq3pIr9+9CpPtW5GWGhtarfqy5iVsWSXTEqZk/iwcy1avnWEzNivGNW1GSGBwVSr0YJJv1/vEqRydfUgAvyD8PEPwsf/XsN/ikj98UOG9WhP/Vo1qRHZiq4vL2LnJXOJbVQy9i1jZPdoaoeF4R/akGY9J7HqRP7NTUxHmBldi24f72bz7IG0ql+bgLDGtBn6Cfuz1DKFMm/Pdnbm1eb5CQNoGxVCcFg9Hh82g3HdQ7BLSyHj+scVprBh5iDaNo4ioEY4oY27MHjeDi5Z7ifu5/nxg+E88UgUNYJqUavZ0wxf8DuXbwlYLnFfT6Jn6yaEBIVRI7IlXUYt52Cmen+XhpMvdetFUb9+Q1p2GcS7Hw+j9tUfWL754rXjVLry1MyDLB7elfoRNQlp2IVhS/ay/c1oAp9aSsrNk5Ds2FWM69ueOmERBEQ0Jfq56axJyH8A6l5A0obZPNfhUUKCIwiu15anx3zJofuMuxBCCCGEEEKSKg8u0xnWr9iBtllHWng+LOFWufrTerblhtKibXvaNrHhQMwWTl9vFCpatFozR7/dR+0P1zAjKpEF/zeN5B6fs36ULweXfMnOwuIEx5EPB/PcB7FU6TuT7zas5P1nnPl5wkBe35jGjSaktiL+vtak7F/B5JcXk950JB9/+SWrP51Bj+rX+3Ao2LcYx/qYNWxaM5G2TnfPXuXsmk2vFz8nrc5g3vv8K76e0w/vIx/Qf9ASjl/Pz+T8xLQhs/jN9Rnmrt7Atm/foZf9Nka/9DFHbgzrskZnbebEshms8XyRL37azb6Vz+Ox421eX3IcU1kuQls79OolUs4U3HxTcabNxGV8MuoRXBUAM4nLXmPEZ5epP2Yxm7eu44sxdTg9fyTjY9KLY1XquOez/92BDFxykfqvLmTTD2v45KUA4t4bzAtLEm7U3XRwHoPHbkRtO5WvN21g48LB+BycyaDZO8kth7NIWyGAACeVy+cvYyl1eTn8PGs4035zotfcVcQsfZmIfTOZsiUdi0Zzo+ud5fxaRvSdxI8O3Xl3dQzbV71JRzWGkc9O4Yer6r+47ipXt0+l14g1FLWZwFebNrH+/V64/jaNvq98xzmZJEgIIYQQQoh/FRn+8zcnHzJ+38imK0H0a1EF64dmtzLYtvZX8sOH0LKiA46tGmAzYiMbU3ox0Ed7Y9+LajxC6yquZIRWpmB3AM0buuB1OAiPvHjOXVXBuIOlnx2nUu/lvNk9HGvAt89kxhxuzZCl6zkT3ZsqmuLT1MPTDfOa9SSOXMmKgf53jaXGwYvqDkDRRRyt4PId9U5n46JVnIt6jS9GtMVDAQhgyuQcipZnkZJmoYanBvSRjPh0FUPdqlPFUQEq0+uZJsx9fje7L1gIraQBRUFRVPJ8OjP6mXBcNUBgV55sMIcRB46SqQbiUspeSYZGPRkQ/hzvPNeZEx06EN20EU3qh1LFvuSgHy2VOk/nu2YGqvq5YwNQsTedlq5g3s44TO0bXotJKeJu9yvLViTh1+9rRrUNKL4JPPEao/f8SL/PV3OozyhqW4Gmel8Wffskjn5VcbECqnrRN3oRa7f8TqKpAaF/8e5huZxE4lUFDy/34uxuacor2Mu6TZfxf2YeAxv7YYUf/d/MJ7blEE7d+GQzid9+yjZzC+ZMfobGjgpQiYGTBrC91Tt8tmU4zbq6/qX5dv62uquX2bBsHWlRr7DyhUfx0gBVujN5+E6avvIF353qwAvVtHJrFUIIIYQQQpIq/wHmc/zwfRzGBoOpY688NLulpm1jza+FRIxoTkUNKA1a0sjmVdZvTOa5F/yuzf+hYOfhjr2ikGujQ+PkirMG0OvRKyaKTCrmU4c5kmlP7ajAEkkSO+rUD4HJBzic35sqtsXv6vV60EXxVDe/+09OmY6z70ghPj3Cr/X+uJbUqPsc79UteVXYYpW+k/ffHMfuk+e4nFOIWpTHVUsA+fklezlocA+swc0pNayxt7dBTcsjX4VSt9oNYQz57DuivvuKlRu28O6IubxhcSG87QDGvNaTuq7FBegNJuKXvMm4H2M5dfEqBSYzBdkmlIr5N3v1lCLupuSjHMtxpm7taiVuAHrCatZAsyqWuCsqtd0VNAYdOYcWMn38To6fuUxmgRlTfhZm1zzuZxCNigWzyYyJIrJSfufTSR+y2+4RZrW8lpgoRXmWy6dIztIREORzs+7GOjSK0PHd1etvFBB35CRKjU7UKnHdaTzDiahgYt2xRMy4lunm94/V3XSSQ7EmvLvXxF1z85jah4Xjxy8cjS8CSaoIIYQQQgghSZX/gqLEXfyU6k6Tfj4PTy8VLFz4PoYdplBebuaBxWQGuyiaR+l4NWYzJwcMosa1Np+17uZeK1rtHSebmptNriWDVS/U5duSCQiLiSKlLpczLWB7c8iUxs2Hag5/ITml5pCVDbZGwx/mO8xJnzK4/1ucbzKMsXMeI8jDFnX/HDq/nHDnBWR1lwaueh/DS3QViOo2jKhuw1ALLnNk63JmTJlJ32Ea1i/riY8mix+nDOClje70fH08E6K8cbROY/VLT/PhbR/1Z3EnO5ts7DAaSw5HU7A12mGlZpCdawEULq55g95jDhIy8HVmTQ6lkr2WhMXP03/z/YW/8IfR1Aocfa04DXY+zXh53iQ6emgAS6nKU/NzycMGW0PJuNvg5KhHuZ6YUPPIzLagGI3cuou2GO0gNye3zEtt/3N1zyE7G+zs7W4Zm6mxNWKnmMjNKUTFBkVur0IIIYQQQkhS5eFmJnHvYa54RhJZ8SGausZygU3r9pBfWMDk5uFMLvlv2k1siH+eGkGl+yjF3gF7jQvtpy5mWMRtp6JiwM3ttrhZWf+1E1axw94I2Vk5WLjXhEIWUrdvYb/amOlT+9Py2tws+UfMFPxt84QWkZurYGtbvHeK3o2wtsN4++pBGk/eyi9pz+DjfICYLRep2v0dxnQNL46DORcK7qM4eyNGcsjOtgA3h2vlZmdjUozY22mALH7d8AtZ4cOY8lIbvDUAJs6qJXvFlI113aF8OropdooWnYMn3lVcsLmRHcguVXmKzgY9BeTfcjAKyMwsuLmdYsDBqEG9kk22Bew1JRIWOWC0N5Z5Mql/ru522NtDzm3nqCUni2xVh6u9XhIqQgghhBBC/IvIRLV/W/LhIseOZ2Cs7k+lh6i3vuXsZtbug5qDPua7b1ay5vpr+XAa6xNYv6H0k7Rqq4YT7pxFSpoeHz9f/K69vJ116NzccSzvlJ9VADWDrTi198DNFXOA/F3v8XTXUaxIMRcnF3JywcYFN7vrzdccdm3bTY6qUu55Fct5Pu/XgLovrOTsLd0nVAryC1EVHTorwJJPbp6Ci5vzzYb22V/YfsJU5p4xVt6hhBivsH9fcoljlc+hfcdRvcMIc1JALSAvz4LGxRXX6wUWxrHtl/NYuDMO5uStzH9vLnPXx98zz6Oxr0RwWChhoUHUqFoyKUGpy9O4VaayoYCkk2e5sV5T7j5+O1hY4sP0BIcFwPG97C+xjJTl3CH2n7chNNy/zEtU/2N1t6pORJAVp/aVPEdVrh46QIImkIgga7m3CiGEEEIIIUmV/4DCc6RcVPCq5PkQdQcykxwTw0FtFE/2akxEWCjh119R3enRzEjSxg0cLW1WRV+P3r0Cif/odaavO0Ry6lnifvmCV3t2pOvEbaSXJVdQlMGZxEQSEhJJSDxPpkklP+108c8JyZzPUUFxoXXfTnju/oCX52zmQEIisb9+ydhJn3BYH069SlpAS+WQIByzfmfN1lTyCy6z/7MJLM0MpppyiaRTOVjKM7Oi8aBF16YYd71N/1ELWfvLfg7s38nGpZMY+sEBHJt14BEnBayqE1pDQ+zmGI5cLSQ7aSszphzELcJAwZlkzhaVIeFj24g+PXxJ+GQib2+OJeVsEru/nsrUNQU06tuFYCtAcSE42AvzgU2sScilMCOO1ZPeJ6VaMJqM05y6Yi5RnpmUTR8z+/2lHChyRXc/cShteTaRtGxi5Ojn77J8dzKnE3bz+cQlHLQtOSRGi0+nnjS3+p6ZE75kV0IqKbHbmTt2AYcqd6ZfC8fy7e1RnnVXXGnd93Hcfv+QNxb8wvHTZ4n/7TPGvPMzxjZ96FhJbtlCCCGEEEJIUuU/QM3NJtOsYDTaPjzd9c2JrF8fi6FJB6Ldb9srxYFHOzXHJWUz6w+XNqtiReDzc1k0sAr73nqe6Mfa0OWVL0lvNJalk1qUevUcAHPSFwxs247m0e1o3m4M6zOKOPRhP1pGt6N5dEcmbi8AFOwbv8qn7z+J408z6P34E3QctohTYcP55INnbsz/add0KNN6erDjldaEN3ia6UmPMX7m//F0lIU1L7ZiWExWuV6CHu2m8cW7z+B76ivGD+pFlx6DGb00Dq8es/hiZns8NYDWh57jR9A0Yynd6tWj2bC1uA4cx5TnnqBa/Lu07TKv9Mks9EQM+5APe7vy8+TetGjRmYHzT1PrtY+Z82TlazcFLRHPT2BIyEnebF+fWu3H81vYCKaPfoZopx281nIAn5651pVCzWb/vhOoFdrSu9X9rqpTyvIUJ9q8MZ3n/Y7zdp8ORPeezb5awxla1wZFa3XjhqbxaM+sxWNpdGkZgzpG07zHRDYauvLBopHUsy3vC6M8667g0OQ1ls5uB2tG07lVGzqO/IqcllNYNrls14QQQgghhBDi76eoqlpu37sfij9FeIC3RFWI/5LC3xj96CD2d/+StcMC/4GeWSpF+YVobPTFw3jUK6wc8BiT7Gex650W2P6rg/Ug110IIcQ/zWKxYDabKSwsJC8vj5MnTxIZGSmBEQ84M6c2vc8nSbUZOrCpfGkk/nZ79+7F398fg8GATqdDq9Wi0ZRf/xLpqSKE+EtMifvZn1+XXt0C/oGEioUzy5+lZt3ujF9ziKTTSez5ehYf7TTSvE1dDP/uR+MHuO5CCCHEA65oD293jeaFz06Ru30ibVqPYm2a+j+oSB4/jG9D61fXk3bhG0ZEt2XyT4X/sYNh4eKRn9hx/DJFqpya4sEnq/8IIf4ClSsHD5LZvAcdvP6JHK2Gyk9O4u3UN3l3ej9WpJmw9Qqmxcj3GNfS8V8+1O5BrrsQQgj5k5/JT28PY86282TmFYGVDXYuXviFNaFjr6doUsXm311/RYder8FaZ4XGWoe1Yo21FaBeZfubA5i5PY0CM2itbXHw9Ca4XjRP9WhLiHN5rzihRafTopit0ek16DXWWP+D89AXntvNN59/zfe74ziTnodi50HVwFq0fPo5OofJ84gQ90OSKkKIv/KEgvtTH/PrU/9gkdZViB41j+hRD2C4HuS6CyGE+I8zkXnxPNkBzzDzuUisC3NITz3K91+uYPJrV5i28CXq/Ju7XSr2OBi1OLs4onVwxMGgxclWAcxkX83EHNSL6c/XxVCUS/qZA8R8/gEv77/I7Pf7E1Ku+SIN9o4OGG2csbEtxF7vhIvjPzN4oODkV4x5ZQFH7SJp23kwvSoZKMy4QEpsHDkmvSRUhLhPklQRQgghhBBClC4l4FiF4OBg9AA161LX7jTdph7j2DkzdXwVLn47it5LPZnw1SvUtwYoYvdbTzHuXB+WzXwCd9MZti18j6XfHyY1W4PRK5ynx0+hq29xj5C85O9Z8tHn/HAolRytI5UbD2DKyy1wi1/OqCmrOH4xG5PeBd+oTgwe9iRhjgpY0ti17H2W/3iMpHMZFFq70mjo+4xp5XZzrgOtB97Vq2OpbEDr5kuNoGxKdrLVOFYhNCSkeDhuzbrU9cyi7xub2Hy0NyGR1pjj7lG+8QSLBgxlU/ibLH+pNtaA+fgiBry0k0fmzqePrxYoYMeMHky60Iuls5/A06cGNYq80GhN+AXWwKXC3XvDWK4c4uuPlrBx7wnO5dvjU7cDzw/tTi1nDVgu8tO8WSz/PZlzl66SjwE3v/p0GTyUzsHGOxMk5iS+fmsJh5yeYNq7LxLpUGKLdiU3VMlL3MKij77gh8PnyDdUJLxZDwb2b0m1G0mzQs7+/Cnzl21i/+ksrNwDadxlIAOfCMT+2seq2fHELFrAqp+OciZLxeDsRdWAZvR/vRc17zqJXAGnti1hwZc/c/jUFbQeITzWawgDWngXn2tCSFJFCCGEEEII8dCwFJJ9IY6NW49irtCYMC8tYPmzX+Lipjm8tamIJ0bM5NGKWjJTr2DvXpzdsFz6gVmvzOKIdxf6j42iolUmF0zeuGhA8ahDtxeDcXQ1YErdwacfLGL6p0EsGRKOTr3K8d92cK5iH14bGoq9OQtNZefbJo+0o+nL79AUgNaMnXojh3BXOnsHDOSTn1+8wb3LD6RWuCMr42JJNdfGW2shLfYoqYVniI3LRPV1RjEnc+x4HlUejcBVo0HbfjxTrpXz1PTRd6+AKZEvx73BSk1bBo1+gSqmWFbP/YhJ77ixcGIrXNVskg8d5opPP15/KQBdXio7v1zIR5M+osrikUTdlrgwHd/MpgQtdUY+Q22He/dJsVzcyoxX3iLOvweDJ9XCMWMvqxbM5tV0LfPGPIabRiVz1we8OuUXXJ54jrFDKpB/dC2LPnqVCZb3mdm5Klrzab6dMIr5Z4PpPnAcNT2syPp9GW+uPkpqgXqXpIrK1V/n8NqsowT1fZFpNe259NNi3ps9EZtK83kuSCfXm5CkihBCCCGEEOLBV/jTVNq3nAoWS3EKxcaHjmOfJqJUQ39UstMzMBmqE1IrlOoOClS//m9mkmO+4Fe1GePGD6CR8baGv0sNGjS49v8B/vQ6uoVXj8Vy0RxOZQA02FWrTf3agdz/LCgq5sIc0lIOsmHxRlKd6vNsaPGEJ5o/KL9G7XD0mw9zJEPF2zWXowcT0NvriD94jPy2jdBfPMzBc67Uql211HUr3P8N35z05enFA2nppQFqMKzPQbrP+om9WS1pZQegYFs1gqjagWipRU338+wd+j2/nzARFWF1y37lnk7hIpVpFejwB8N8zCTFrGCH0oxxY/pcOwbhBOrP02/KCmKSH6G3z2W2frWFq5HDeHdQG9wUICIE54wBjFr5HYc7DCXk6Ld8dciettPH0a928YlRmL0J7eqse2RyzrNl5TYszScy6smo4t5CfoNJ3jGUbT8n0C8oCK1cekKSKkIIIYQQQogHnXWdAbz3Ql2sVTP5GWc58v3nfDpxBEz+gCF1bP/kt7V4t3qKJlvfYvKA0zRt04HH2z1KiLsO1FxOxJ9GCehKmN2dzf68pO/5ZNFqdsancqXIBqPmKmbXAspr3ZzCX6fRvvm0G/V0CWnL8GkDaOKo/Gn5thH1idC+z94jObRtEMu+OC8e7+HLpjX7iS9qiPeh/SQ61qFPQGmbXmYuJiaRUXicj/u1ZeGN5IOZIqpz+YoF7O78LY1nJSpoMsnIvLPHkKqqgHLn0q+W86wdN5yVHiNYNDSQkyfOoAR0K3EMFIzhNfFXfuZEQh5UTiL+pAXvp8NwvnGY9ARGBGHz3QlOXDLhHh9PuiGEOqGlnGTHdIqEpCLSjo2j05YSVTMVofdPxwySVBGSVBFCCCGEEEI8+BRbD7yrVbs2z4U/QREVyIwbyndbDjKwTkM0Wg2YzZjvMaxG69WCNxaGc3jbWlZ9OZeXvl5Jl4lvMbC2yrV2/10yHodYMm4mP1TozotvNMHH3kTciknMSS6//bKu2Z+3BtVDnx/Hiqlz2GfrR1g1u+Lq/En5ikMt6oeYWbTzMNkuBzikr8UrrYM49+Un7EnM5MquIxgiXyekDKNYVFVFMUQxaM7z1CrZYlP0OHvdPcWgaK3QYsFyR+wV7Lwq4sxREpLzwNtYMqtCfmY6V+wKUfnj9Y1Lt/qxitlsAY0WbalnvlVR0VC14wTGt/O6pd5aozvWctmJfzmNhEAIIYQQQghxX4pyyM4HK2trFBSMTo7oCs5w5qL53r+j8yAsuj8TPnqPZ6ulsHbdXvIVIz6+Xlji93M459bmuyX9JCcuGajbpSfNIqpTzTcAfy9Dua5Wo9h54uvvh39oW4a/3gWXgx8xc2UiRaUpX3GhXtNQCvZsZ9W23ymsWYfqDhHUC01j59Zv+PGAnqimEZR+ESEtHtV8sC9M5tRVD7y9vW++qlbA4T6yDFZBzXjEK48dX63ieN49g4Bv9UqoJw6UOAYq2YcOcFKtTHU/A1j5EOCr4dTBw2TcOEwFxB2KI9/FH383a9yrVsaQE8fRpKI/ijioavEQMquq+HprOJ94Hn2VEvvqXZXKrgZZlUj860lPFSGEEEIIIUSpWDJOceTwYayL8sm8nMieDauISa9ExxahWANW4U2IMk7l6zmLceoSiaeugNjzRdd6OVhI27eR37K9qO5lxHLlCCevqNj5OqBFS0C7LkSuf493xzmS3jmKqnYm0tN0hDTywds5j9++/YLtNvWoZITkSwWl7DlR5vQKduF9efmp/Qz/7D2+afAWT1b4s/IVXOo3o+aH77BigyPRk0PRKTrqNg7nvbe+4IxLayZHlG29aX3tTnSsvp1PZ03ErlcHaleypTA9hXTHxrSu7Vr2b8Z1wTw9tCN7xn3GK8PO0LlTE4IqGFFyTxGfoYJXcTLHr2136q+bzftTPcnvUguHjH2sWvAjSsNXaOujBY0nzZ9qwarxC5g0H55u6En+sbUsWpNB6ICOhOtAG9meNpVH8c3MmVKKNwAAIABJREFUd3DuF02ATToHN8dSeG32G9Dg4OSA5dfdbDvcmM4RFWnRtSmrpyxm/OxCujcLwEXJ5lyyiYCOj+IrLVYhSRUhhBBCCCHEg95scHD3xLj9c159aRloddg5eVI1sCmDZnTn8Yji+VQUx6YMHX+O9+Z9ywfjv6JAY8DJozI1H62IjaJy+fTvfLd8DynpBWhs3fCt04fX+tRCB+DVjjGztCxesJKlb35DpsUOj8DOjH60J/1G9yd7/ne8/epn5KHD1tEVn1qeGBQo/+yKnsCnXuTxH1/m8wXf02xSqz8uH1BcGhHd4CN+P9yIR8OLB0c51nuE2vpdnGrWmgibMlbB2p+np07HsGAxaxZO46tsMwZXbyKfrkl0bdf7ShY51BnEO3P8+eLztWxdOIPl2UVoDU54VIygcZgXWkDj0YLXZlpYOH8Fc8d+QZ6hIuGPvczM/s0pXqRJwaH+UKa/4cj8Txcz6dtsrD1q0GjgdAY+cW0iXpsw+k16HT78nK9nvsYVjQeBlTVoFAVFU5y88W/bhzb75vPlom00eac7VZqOZNYby1jw+Te8sy2NfI09XgFtGNL6EXyN0ldF/LspavGsReXiUPwpwgO8JapCCCGEEEL8RRaLBbPZTGFhIXl5eZw8eZLIyEgJjHjAqKSvf41nFrgw7qtXaSArJIt/2N69e/H398dgMKDT6dBqtWg05TcTivRUEUIIIYQQQghRPszn2LluD3melXB30JGXupdvlx/EseEEwmTWWfEQkqSK+JcpZONL9RmW9QY7F3bBRXr7/QGVS1/0p9FMd+btmkGLBz7rn8mq55sy8ocCALQ+/fl648u3znj/gNfddHA2LZ9cRJIZQEfzmT+zsLODTMAmhBDiP6N58+Z3fX/r1q0SnIeFOY2Tv35HzMnzpGeb0DlXIbTpcKb1q4eM5BEPI0mq/B1N3exktnwTw5YDyVzItqBz9CQo6jG6d4ikkv7h2c+8n8fxaP+vyWw4gW2Ln6SCrCV173MiYx0vNHuFLdp2zNs2i9b2EpM7GYme/C01XzWR+NkwXvz57yupYOcUmvXdwiMLNvFmk9sGOZsOMDW6F6tqzeHn2Y9hV451twp8lmUbOlNY+AuTOr8lh1wIIcR/jiRP/gN0ofScuZCeEgnxHyHN4HJvPV9h28L5fH7SmfYvvMzb019nbM8ITDuWM2PlcQoemh3N5bd128hwcEK7dwNbLlge8OOm/p0fTtrW9fyKE455P7Pul0zUBztYf1P9NRg9ffDzq0YV5783+6iPbENrr3S2btjD7asKmg5vZstZJ1q0b1DKhEoZ6q53oYqvL36+nvJNjRBCCCGEEA8BSaqUN/M5TiQXUbVhS5pU98DN2RXv8Oa0DjeQkZTCZctDsp/Zv7H2h2zqPD+E5jYHWLf5HCV3zXJ6Gd1C2zN9+2/MG9KZ+hE1CazTjn7v/nZLDNSMfXw0pBN1w2oS0rAjA+ftJF1VbhsOoZIdu4pxfdtTJyyCgIimRD83nTUJ+bdslbf1VWpGDOW7K+fZ/vYLtKhbE9/qQQT0/YrL17IAavoq+oQ24fWfs0laP40ej9WjekAw1SJGsanwZnkZ+5Yxsns0tcPC8A9tSLOek1h1Iv8+cxCX2LJuF9omgxkcVchP63/mqlr2WGG5yI9vD6R53VrUqNmMJ15ezuEc5Y6hI5Yr+1j8ak8erVOL6iFRNOw4jLd/OIupjLHCnMSHnWvR8q0jZMZ+xaiuzQgJDKZajRZM+t3098SqNJfYxV95b+iTNI6siX9QJHXbDmT6ljO37N+fso6gQ+tKpG/fxO+3ZFVMHNq0lTOuj9G+/vWlDwtJ2fIeg7u1oW5ELUIaPk6/6RtI+rt2sTCFDTMH0bZxFAE1wglt3IXB83ZwySK3VyGEEEIIISSp8rDTVqVWiB2pe3dy7EoRKir5Fw6y43gRlcJq4PFQRFzl6k/r2ZYbSou27WnbxIYDMVs4XbLRp7PGWj3PNzOWY3pmHtv27WTj2ECOzx/DnF3X++tksX3GSGYdqMTgxWvYuvJNnsj8jI92FN7SE8Jyfi0j+k7iR4fuvLs6hu2r3qSjGsPIZ6fwQ4nshK6aP96m43w/ayxjf/Wk94zFfLNqOZ+MaIzD9eXuHKpR3T2LI2unM3zWcUIHzebLr1fw5Uf9b85/kfMT04bM4jfXZ5i7egPbvn2HXvbbGP3SxxwxlT1alnPfs2a3FQ1atqNDdG2KftnADxlqGWOlcvHbiQxbeJqary9j66ZlTGgQz/ylsbcmE0wJLB48kNlHfXnxw1X8uGkp4xulsXToIGbvzy9TrNBWxN/XmpT9K5j88mLSm47k4y+/ZPWnM+hRXfu3xOrPT73LfDtmOB/EV+elBavZtvlzZrYu4MuRb/DZ6bJkHawIaxuNz5Uf2bC7RHbEdISN35/Do2Ub6l0bFZS9Yxa9hy0nNWIwC9asYdWUNpjXvE6/mTvJKf+UEYnLXmPEZ5epP2Yxm7eu44sxdTg9fyTjY9If8B5OQgghhBBCPHxkTpXyphiJ6jOInE8WMfuVrahWCmazHt8WfRj1eFUeigmv1Qy2rf2V/PAhtKzogGOrBtiM2MjGlF4M9ClubCuKgqLm49xmKIMbVMAK8GnbjeYzv+fQwVTMDaqhzdvN2s1phA58md51i9e1bzvieXZv/JXlJRuZ337KNnML5kx+hsaOClCJgZMGsL3VO3y2ZTjNurqiAFo3T9w5Q8zPkcxfO4GWTncZX6Fxw9PdwpE1BxiwfCWjIw13bqOPZMSnqxjqVp0qjgpQmV7PNGHu87vZfcFCaKWyZMYsnNkUwz7r+sxs4oRHfnNqT5nN+h/S6dSluN6lipWazrb1v1HYcCyjO4XhqkDlLq/w7K9b2LOtRE7gwFcsPeBIt09G061ucVag4vAxHN32JJ99sYP/q9UMQ2ljhRUenm6Y16wnceRKVgz0v/P8LddYleb6cqTF+C8I11TA38sOBajSvyt1PxrLjgN59K1S+gE7VkGtaeu7hBUbd5PXtAkGwHRkC5vPehLdtjZ6ADWdTUtWkxo+lKWjO+CtAbxfYPZL+2k29TM2D6tHJ6fyHMejpVLn6XzXzEBVP3dsACr2ptPSFczbGYepfUNk0nwhhBBCCCH+PaSnSrkr4OSWr/jyhCsdBg5jytiRjO5TF35bwcIfL2B+GHIqadtY82shEdHNqagBY4OWNLI5xvqNybftnw01gnxvZu4UI/ZGyMvLRwXM5xNJzDUSUKMS2uvb6AIIDbC+JZ5xR06i1Iiklv3NxqvGM5yICibijiXeLNNGjx6FKm2fotk9G7p6bPSgDelIj5qGe7S2bbFK38n8kT1o9egj1K7bgKgha7hiKSA/v4x9BcwpxKw7jK5hKx5xVNB4PEqrCDM71m/jklr6WGE+TUKyGa8a/jje2DVbAoN9bsYOCxePxXLeKpS6YSUmX7Xyo2aoHVlxcaSYyxIr0Ov1oIviqW5+d2/Ml2esSsUaW86y+Z1hPBHdnLp1G1LrkQlsL7SQn19Qtp4cVgG0a+PHle2brw0BMnF401bOVmxFh9rXllIyn+DgsSIq16nNzfyQgmvdKPyLjnLgePlf0XqDifhv36Tv421oUL8htaM689Z+E/nXzwUhhBBCCCGEJFUeVmrGPr6OScW/U08616lGlYqVCG7UkReinTi69gcOFz7oe2jhwvcx7DCFEt3MA4vJjNkuiuZROo7FbObkLW1MLVbau0ap+L/5ueSjx2BQbkl6GPQlflbzyMy2oBiNGEuerYotRjvIzcnl1kEfVlT1q4r2D/dBwca7GpXusZE56VMG95/Nz/oWjJqzhDVrvmHNtDa43sfVYk7cyLpjOhq0aoDRbMZkceOR5qGYdm/g+4uWUscKNY+cPLAxGG6ZQ8XGYFPiZ5Xs7BywMWK0vvUytzPaQm4OuWpZYwUaNx+qOSh/e6xKpegQ7w4YytyjHnR9432++nY1MatH0eS+lpPW4t+mDUEZPxKzOx9MR9n4/Tmqtm5N+PXsliWX7BwTyQt7EhwcQcC1V1C7ORwpyuBSWjmPcVKz+HHKAF76PJXA3uNZ8tUq1q9dxOAIrdxchRBCCCGE+BeS4T/lnXJIu8AFswNRFexKNHY1uHu4ouRe5mKOCroHeNkPywU2rdtDfmEBk5uHM/mWNuomNsQ/T42g0jUAFb0tevLJLdnSV7O5mmXhRktfMeBg1KBeySbbAvbXG+tqDtk5YLQ33pEZtLb689Payvpe21hI3b6F/Wpjpk/tf2NYTP4RMwVl7iZgJj5mA3FF2RwZ2Rj/kbfsPGu3XKB7Ty9KdTYoNhj0kJebV6K3gkp2ZhYqHtc3wmhvhPxssovgZtcSC9nZuWC0x14pe6ywsr7HjaI8Y1U6pritbEy0p/388fRuWtwbR03TUqTC/VxVWp9o2gfPY+GmPWQ77mLLWW/atQu+ub8aexztrfDp+A7ze1a7LQGlwc5TV847eICYLRep2v0dxnQNL66HOZeHaNkwIYQQQgghHirSU6W8A+rohBNXSb1QsvFr4dKFNCw6R1xsH+x1VC1nN7N2H9Qc9DHffbOSNddfy4fTWJ/A+g3HS70Ki7aCN942OcTFptwcwpNzkD1xJT9BT3BYABzfy/7sEhE9d4j9520IDfenfL/DV8nNyQUbF9zsrh+rHHZt202OepelhAviWDN3Lu8u3Map20eCmGJZG5OIoekovioZq9XzeSHEwt71Wzhb2rlVtZXx9dZwLvY4V65XQr3Cvr1JJYZcafAICaai6Qh7DpdohZvi2XcoF5fQMKpo/4exKg95ueQpjri6WN+oQ9ov2zlous9VsbVVaNMulKxft7F66y+k+rWmXY0SQdL6UzPUhotnruLi64uf37VXJQes7dxxN5bzLdSST26egoub842bs+XsL2w/Yfqbl/0WQgghhBBCSFLlX0BxjaBZqBUHv/2CmCOpXEpPI2nfBpZsOYtrgwaE6h/kvTOTHBPDQW0UT/ZqTERYKOHXX1Hd6dHMSNLGDRwtbVbFEEWbZg7EfjqTj7YfI/7YbyydsJSDNroSvQ60+HTqSXOr75k54Ut2JaSSEruduWMXcKhyZ/q1cKR801RaKocE4Zj1O2u2ppJfcJn9n01gaWYw1ZRLJJ3KwVKibWs6uoa33pvHigQtbrclLIoOxRBzyoEWPboRVTJW4U3o3S0S7cGNbCztijWKK4+0ikS7cwETl+8i7uQRtn40kZWnHNFwY5AQVhFP0qfWVVZOmc43B1I4e+oQ62ZO4dPUIHr3jEL/P4zVn51bWeeTSUhIJCEhidNXClCLMjibmEhCQiKJqZmYAK1vMEG6M2xft5vLhfmk/voRb2zQEuGuci4phbwyJx40VIpuS820zcxbmURA22iqlzyOihMt+nbG87c5jPjgB46ePsepI9uZP+Jponu9x9680ted/DRSrr2XkHiBbFUl52IyiQmJJCSmcClXBavqhNbQELs5hiNXC8lO2sqMKQdxizBQcCaZs0WqzKsihBBCCCGEJFUe5qyKM036D6ZfeCHbl7zLyNemMXXFMQxN+vBa1+rYPNA5lUTWr4/F0KQD0e63pTIUBx7t1ByXlM2sP1zKrIriSOvRsxgSepaFQ3rQ6bnZ7AkZysuPOKIUFd3o8aLxaM+sxWNpdGkZgzpG07zHRDYauvLBopHUsy3/3bRrOpRpPT3Y8Uprwhs8zfSkxxg/8/94OsrCmhdbMSwm69qWFs4eOEAqfnTr2ZBb150pZN/6zZxxbUGnxvZ3XHZerTvSSHeEdRtPlXLyYg2VnpzE2z0rcfjt53m86zDmpjRjzKAIrE1FmK63tLXV6PvBfIbXOM7b/R/nkbYDmLGvCoM+nsugQKv/Yaz+hJrJhjeeoHl0O5pHd2DAp0kUnV3FkLbtaB7djujhq0m1gOLWjtHj22G1dhD1azWj1+ICnp40laHdgrj8SV9aTNxJUVlvghWa0yEymwsZNWjX2ueOnk92USP55P0u2G2dTPfoVrTsPYkYTXvmLBxBlKH0dTcdW0ivNsXvNW//Jj8WFrFz9lPFP7fuzqw9JtD60HP8CJpmLKVbvXo0G7YW14HjmPLcE1SLf5e2XeaVPmkphBBCPIgsl9m3ehFf7krDItH480eorGPELFnGj2dK90SpZu7js6lT+fr437N8xt/9+QKwXODnBZN5Z8NpJMr/khSAqpZfn/JD8f/P3n2HNXX9Dxx/J4EAAjJFERREQIaCiuLWuneto+5Z92ytdVt31Yp11bpH3XXvrXWvurd1MNyKyBAZIcn9/QEqWFTsV3+t9vN6njxPicm953zuuWnOJ2dEEODtJlEV/xFxbOxeiQFx37JrYXNcJEUphBBCiPfZdzIaMRgM6HQ6EhMTuXHjBkFBQZ92pfUXmdG2Lxdrz2Jqs7z/2zRv/SXmdfmeQ0FDmdm1cNZG7CY/4s9zYai9g/GyfV/joRWe3jrL+RgnggNcMt9R8W8yRCyjZ5dtFJqwgK7+b/8BzXh/Nb3brcBt9DK+LWb6/tvsBz7+J3mfp+jQa7Ros9qXMPzJvI5fc7jcz8xp54VsZ/B2p06dwtPTEwsLC7RaLRqNBrX6/XXeZKFaIf6ulCucvGBB1cF1yC0JFSGEEEJ8wtb2rs4v518zXNK0OH2Wj6WW3b9s7UCVJY55XMmTwyrLw/MNd7YSMnQvwZOL4WX7vrqrOk4tGMSPKb1Z9Z6TKuJj7ENEsHXccGYevMUzA6gsXKnaJ4S+FZ1kGslHSpIqQvxNhogznLOow/cVs6OScAghhBDiE1auewge8UbAQNiGccz4swg9v6tFHjWgzk4e63/htyGNO/WGTaWeXD7xr2qXzpTrOZnyfbRoVKDRWqCV4SYfNUmqCPF3Pw89u7Bhh8RBCCGEEJ++HJ4B5ABAj+aIFlVETrwDC/Ni07yEi6wYN4+dl0K5F5WE2jaAdiHjqJ/4G31Hr+HPR/HozezxCK5Pt16NKWSTloTR3Wbf/Oks2nWOuwnmOPvmx/SpgjbtsIabv9K5+16CJ8+nk0/qyRJ2D6XhTyYM2DCUClrAEMWZVbOYt+k4N6P0WOTwpv6AH2nlc4dFXbvze/Ak5nXwQZNwkRUT/1rGRm6v9GiNd1jRvRorAEwC6bF4AvWdVMRf28Kcues5fvUuT81cKFLjK3q0KU0ukwTOz+hB/wMFGDKzH2VsVBgf7WR4t+kktpzGuC9SI6c7+iP1Kv8IqHCo+yNLvwnCJPYS62fPYc2hP3lssCZP0eq07dKKMrm1mV4Hw6M/WDJ9LltO3iJO44i3T3YeZ1hYQ3lDObNwofUPOLZ0Nkv2nCUs0oCddxkad+tG3QJWqDAQsXUCk9edJ+J+FPE6FZa5fKnQoiddqufLfO1IJYp9P/Vn+oG7xCSBVe6CVGrzNZ0qur64xonhu1kwaxm/n7/HM40NrmU7Mvq7KuRUJxOxdwFzVhzkQkQ0Gid/KrXqQccqbn+dypWF82S4xNHnWT1rAdtPXed+kjXuxevSqWdTitipQUngxtYZ/Lz8AH8+SsLE1oVS7X9gYHVnlKurGT1jG1cj7hOVoGDh4E6RKs3o0Ko8rmknMlxd+vo2b3zEgekhLP0jnPuRsSRhgWP+kjTs1pMGflZpP9TquHtwMTMX7eDM7aeY5PChbMPOdK7ng7X8kitJFSGEEEIIIcSnR0kI4+Sh62Rv1JduwXaonhlxzKlBlVCML7v7YeNggf7eURZPm8e4xb4s6BGAVonnxPRBjP3dkmrtBtLdzYTHF3ew7IqCNstnTubq4sEMWa2nbOtvaVfAmpQncVhlkkF4XRn/Qp2LGgNG0CifBlTmODioMd7fxtgBs4gs04k+X3ljErGdWdN+YIz1DCY1zktAm6+p+8cAfpldnoLfenFixhzO52vLtLquaEhO7XgFtmdiz1JkQ4XGOicmhgjWDB/IvCfFaPPtD/iaPeDgsjmMHPCU0dO/prjVKz1o3Z8sHjKMlSmladWnIwUsn3J9728sTZ8suL/9jeV8c588kQvzBjFyb06adB1BrxxxnFw2jV+GzSLnvD6UsFSIvnmWy7rC9Py+KrnV8UTsW8K8iaOwdptN+8w2RVBZ41m5NX2rO2GjiePqppnM+Gkqbv7jqOukxhj5OyH9Qrjo1pD23weT2ySOh3o37NUKsYenMCDkEr5tuzOmsDWRB+YzdcIIzF1m0sFX+07nyZg4CmXF0MGsUtei66Au5NFfYe0vsxg5yZG5I6phG7aa8T8fJ0frAUws7ogSfZt4JwfUgO7RZY5dMaV2/+GUtlOIvbGfFUtH893DwfwysAIOKlA5vbnNh5+/QLR7OwZ+44028R7HVsxl1shZ5Jnfh+BsCnHHp9F/9CHs63Xg+x65SLq0iXmz+jPc+DPjG+SVNVQkqSKEEEIIIYT4JKm05A4oTVBAulVDzAtQqlTaf3t70urSLvpfvsIjQwAu8UfYsPsxPm1/pHf93KnrSQRYE7rzOBezes74o6xcF457i1n0a+yWscNpyGIZM+ki2eTOR758mhcHurZ1Fadsv2DK13UpYAL45KPjlSMMPniMB43y4pItkDZf1+HEwGlM0rhz+Yw7bafVxTVdgdTZHHHLlw+r5zmS0+tYfdmOehMH0NQ/NUlQKL/CnXa/sPL35gR9nnGNjeTTG9kU4UzDqQNoViC1/IE5H7B/37YX5bzxlnI6vykxFneY1ZsfU+zrSbSuYIMK8Oz1iBOtF7P/Qk9KlEwtjdrGg6LFi5JbDUUDLAg9MYQ/TtyhrY97JkkbLa5FyuOa9pdXrkgO75vN5Zt66jppCN+6nMNKRYYO60iZ9Ekk4312rdqLsfII+jYOxgIgfzfCj/Zk78GbtPP1fSW58KbzZEzA6M6sY90ND5rP70xVZzVQgF5tztE05ACnnlalUmwMcYoVxQIL4+dlAXhlrJImBz4lgilqBRQNJsAunvYTfmNHi7I0d9Ogtn99m08tn4pseQMJLuqDhiIUzvGAUz1388d1PcGFotizchexQb2Y3LUmjiog0B+7mI70XbWBC3V7UlgWXpGkihBCCCGEEOK/ITFsN7/OW8uxa/eITjHHSh2LwSEZHWC4E8qtFCfK+uf82wt06m9d42aSE6UDXT7cL/jKM8JC75FyewVf11n18mmjHqNTFNFGcFGDZWAbulU7wqDNJ/FqP5u6rm8qkYFH128QbeFHoNfLTr/aviABeQ2s/jMMA+mTKgYehYcTb+GDfz7Tv13ONyVVDHduEpaUwIOQJtSc8CK7gSFFjdmTBJQX6aD0vclcuORQcyo2DgX+mlQxRHF61WwW77pAROQzNNkt0KXoCEoBlASuX7uNyrsRhSxfeac+gpthKURdHkr9XelyLfoUzDyfYIBXEmhvOM+rcQ8NI0b3J7Pb1WLuiwMbSMGLx9FGTPzr0KToIWb268iflWrx+ee1KOtl+5r2pcK+aHG8VNO5FqoDN4s3tvnMqHO6kEsdR0ycEfRhXLthxK15IV6u+2yGT6Av5huucz3SSOGc8rkiSRUhhBBCCCHEp093ngVDx/N7rqZ0H1wOd2s9V38byZTw5/1RFaCgGJXXH0OlRo0Bg/41r1GMKO+10KrUxECGgyooCpj4tWLCt+WxTv9q0+zkfN6jSr7NhSsxWFiacuvwAUIbtSI1X5LZMdOfMYslU6neUt8slvO1b1dA5UClvuNo5pU+zaXGwsEaVWZnVmnQaEBRjJkc0MijbSEMW/iIsl2+oVMhJ0xj9jF14IoX/64orwuAgoKavF8MZ1ht5wzR0ljleGUHpbed59VqKqgsguk6pRNF0sdEZYadswZMPag/ZiHFT+1k4+o1hHRbxdp24xjfvEDmRVWlXl+jUXl7m8/s7RoTNBgxKvKRIUkVIYQQQgghhHje1X1yg+uRFhTv3pKKgVrAgN7ZAlVaB1OTx5v8Zms5c+oWKf4emW41rLaxx5Yn3Lkbj1LQ9i+dWo1rftxN13P+3F0Mfm7/+2gVrRlanvE03siLsRAqK9zz5ULZFkakbUsK2mTWtU7k0uKJrNXX5YefPVn/3SQmLi/BlDbeaAGtmRYl+inxRrBSA2hw8vTENvEMZ6/rKJk2/cf45CLnb2nwqJ7vlbo8f/0pTl1OpFRhi0x6528vpzF9MuMvsfTATbuWm3eN5K6SL5Proc/qlU87voFb126S4tGIFnWCU6dCJbphr05XXg9njDvOcOFZtYzTf0zy4uGm5kDoA8zylCTXG4cyveU8r8YxnzvWurNExDrxRVGL12Q6LHAtVo9uxapRfmZ3+qzfxqUvC1Awk5c+u3KBUMWVuu5mb23zb++du+PtoebQuQvENHbFQQWQzNXzV0myD8LTMV2lJAsjSRUhhBBCCCHEp0tt546bXSJH1i9nn3kJXKwgPDL5xXgHlXVpGn/hRp/lwxlNa2oHOGGaeJE7CS87iyq7IMoUUjN98USWmtbBz96E+OuPMZAr9d9tytCw9nL6LxnBWKUlVf0cMIl/QJJzBcq4v3uZNU75yZ89jqOrl7NfUwizJ5FoA6pQuHZDim75mWlDfyG2YUnyZVeIvXsXk8C6lHbVoPtzBVPW66gxqhWBbhbk7nSAzpOnsLrcZJp7mODu5YFq/zaWbMtD5ZxJ3E9woUqZ+nzp9zvzxo/Dtn0dfM0ecGjpXM7YVWN0pRx/mRKlLVyfxgX3MnvsULRt6lPcNRu6sDDijC8TBt5vKafKyhYbzVMuHTpEqHd5PGxepm5UNmVoUHM5A1eMYoy6BdULOqFNiiT8qTPVq/pjmYUhNRmPXxaXfHnR7N7Nb1vdqFnAEW3SHWKNYJeuvEFbpjJ5qA1PGgST11LPkygt/pUKU6VRedaOns+wCTqaVvTGXhXP/XA93l98hodJxkTJm8+TkVnR+nzhtY/FISOwbFWXoi7Z0D25xRObstQo6oBy9yibzxnJ5+GEuf623Sz9AAAgAElEQVQRZyOegrUN1s8viP4qWxauRRPkhkXcedbP30tKkZ5Uy6dBnfLmNv/2myYnlZtUYc2wOYycCc1L5yTp8ibmbYyhYMcvCNACxuzYWCk8PLufE3dcKOlqKR82klQRQgghhBBCfHLMitBuUHviZ25gYv8lJKIlm40D7kVyYqECMMO3zTjGZZ/Lgk3TGbbkKUatNTlcAiib1zI1qaB2pk7fIURNncOGn4awMMUES/tceAcVIHVTl2wEdhzHKOvZ/LplCsN/TUJjm5fynYtQyv3vlDmIVr0bcX/GGsYOWIaZkx+NB1WkqF8dvg8xYf681Swbv4mYFC22Lv7U96hNaeMjts1dS3SpPrQsktrBzVGpI802d2HJvN1UGVUT51rd6HL1J5ZOH8JObHGr2JViZSvScPhYNLNms+anQSwwZCdvkTp8P6AVxTPbO1fjRoORIVjMn8fqBWNYE6tDY+lAbr9ieKaNSlHnfkM50aCyKkWTVsUJWTGd1SXL0K9U+vEwlhTp/CMjs89m0Y5fGLE4ASyd8CjfgbJVyGJS5ZXj1/6G7+5PY/GvI9kZq0djboWtizeBtmmL3jrXZkiIhvlzVrFw7DrijJY4+TRg0GdF8Cvfh5DBi5izbB2T9kaRpLbG2bsmPWpUwCPDzkhqnN9yngxMPWn+wzgs5sxn49wxrIw3YOHgRlDzwlQv6oAhJpRDK9cw614cKRprnL1L0bXvl3hqIAVAZYbx9g5mbAtP3da6dBfGdK2DszoLbf6t2RUV2Uv2ZNxgG2Yuns/I9fGYOhWgTOdxdK6XtvOPOheVW33J0Smbmb21NCU7+ctnzT9MpSjKexs3dP5aBAHebhJVIYQQQggh/kdGoxGDwYBOpyMxMZEbN24QFBQkgRHiH6I7MJJ6Y1Pos2oUVawkHh+LU6dO4enpiYWFBVqtFo1Gg1r9/rZRkg2ZhBBCCCGEEEIIIf4Gmf4jhBBCCCGEEOKNKleu/NbX7NmzRwIl/nMkqSI+GfpzE6jaeB5hBgAtlccfZG6D7Fnepu7TDcwJhlfqwJkW61nbOd//viq+EEIIIYT4z5GECWjLD2VbeWkLIiOZ/vMhpDzm5Lr5DO7XnzZd+tFt2GyWn36curDRJyTx4FBKePvh23YlD4z/fHlMfL5i0bYt7Nk8kAraD302I3d+bYmXfy82JUiTF0IIIYQQQoj/IkmqvG9KIudXTGfq3hg867ZjSN+vaOT1lD2zZ7Pimu4TqmgCRzbvJSa7LZpT29j18F+QVTGzJ4+HB/k9cmKlkqYohBBCCCGEEOLDkqTKe6YkXGLX0Vg86rSmbTkfvPL7UKlFOxp7RrNv9wXilU+kovFH2PR7PMU69aCy+Vk277xP+rSK8fYivixYh3H7jjC9RwNKBhbGp1ht2k0+wuN0L1TizjG/dyNKBhbGv3RDei04xb6x1fFpspBbL16nEH9lDUPb1qFYoUC8A8tTvcM4Nt5Mevdy626xbXxXapUNxrtAAAXLNqTb9KNEfqCckG57b3z8OrM6RskYG79yDDqU8qJ+MacX0adpdYoWKoRnwdJUbDmSNdfT1y+FA4PK4NN5Nec2jKZplVL4+hWjVMPBrLyWMQ4JV1fRt2FF/P2LULR6R8btvo9BlTHLZHh0mKk9G1M2qDCevkEUr9WZcbvuoJdbWAghhBBCCCGyTJIq75kS+4QnBkvc8tq9XMtDZYu/b05SQkOJMHwStST2wBb2JhSkSq061Cpnztmtu7idPjGhNcVUecC6H5eibzGdvaePsf17H/6cOYQpx5PTXvSMgyG9GXPElla/rGHrwu8IPD2e0bueYFSrXyz4Y3ywiW/bjmR/9qZMXruVfWvG8oWylT5fjeb32HfJUhkIXTSAb5c8puSQ+ezcs5nlQ4pxe2Yfhm19wj+W73p2gDE9Qjji0IJf1m5j7/pJtLLey6BvZnMxXZbDxNQU/dmZ/HAsgBFrDnLh8GwaqbYxbNQ67j2Pve4cU78exW6LRszYuI3N01phuX4226LTZ7Ies35Ib6Zd8+KbOWvZu3MZ42sks6LPYJbcNspNLIQQQgghhBBZJEmV90xlaY21KpHHUYnpOukKSYnJGJ/FEvMpDAVQYti76TBJAVWpmjs7pauVwvzCdrbfepkxUqlUqJQk7Gr2pFupXFhozHGv9SWVHaI4f+4eBoDkU2ze8RjP5t/RuWx+3LxK0X5sFwonJqSLnYHQ9YvZa6hC/1EtKOvlQm7PMnQe2ZGij7eyZNe7JEM0uDQYx4Z10+lXoyDurnkpVK019f2f8cexq//cKA2zIL5dvIaVY1pRysuVPJ4laNWiHFZhJzjxYlqVCrVaBfpCtB5QlwI2JpjYFaZF/QAMF89yKa3w+gvb2XrLmS/7dKZ8/lzk9ipPtz51yKVLFyWVDVWGLWfLr4NoWNSDPHkKULF9I4obznP0bKLcxEIIIYQQQgiRRbL7z3umyu5DCR8NC7as44BbQ8rmgnvndrDsWAwKjugNCnzk+9EoUXvZeFhH4LeVya0GVamqlDHvz5bt4XTokj/d7jLmFPD1eNnIVFZYW0FiYhIKYHwcQfhTLd6+7i9fY1WMMoFaNsQ+fyKZqxdvoCpQnyLWL+OmzhlAYC49my+HYsAhyw3ZzELPtQVjGbr/ChGPYknWG0iO16PKnfTPjVQxyYbJk2P8PHYoJ27c5/EzHUpKIrFGb5KSMpZKnceHAi8WjFFjbWWFSpdIkh7QKjwNC+WBOj8+ni8jonH3w9dKxbUXz5iSjbvsnDSGPufCuf8kEb2i45nOSKmkZBQsZcckIYQQQgghhMgCGanyvqnsqNCqBVWtrzJ3xEBadf2esTsNlKvgiUZtTjbtx95dNfJw91aO6gtSvaITRr0Bg2UwlYO1XN66kxsZpjdpMMl0/97URIGSlEAi5mSzSP8ic2xtzF526pVE4uKNqKyssErfWlXZsLKEhGcJZHnCivKU/aM78s2ye/i0HsaClWvYsmke3QL/2U2GDWGL6dZ+AgfNqtB3ygI2blzHxjE1ccjs7tRo3pBAUlITVmpzLMzSP2+GuVm6dpdynskde/LLJScaDf6ZlevXsnVtX8pp5fYVQgghhBBCiHchI1U+ALV9IVoN9KNhdDRPVVY42moJXzMWchQl58eexjI+ZMfmkyTpkhlVOYBRGTr8O9h2rRMFfLOWpFBpzTEjmaTk9KMxkomLS345akRlQXYrNUp0PPFGsH4eP+UZ8c/Aytoq65lB/Vm27npE3qaTGNIoILXxGxIg+UMGTIUKMoyCUQwp6aYaGbm3bxdnlLKM+6E9VW1Tkx9JFw0kK+9+LnNzc1TGRBKSgOdJEkM8cc9eHkx/dQ/bQ62pM3MYrcubp5YpSkOKgoxQEUIIIT4iZ8+elSAIIUQmChcu/P92LkmqvG9KHFf2HybUsTS1CjqSDSD5BodPPcGxqB8umo+7esa7O9l0Ggp3nc3waukW4004wviOP7Nl25/08PUjK9VUO7riapFM2I27GKrkS31PwmmOnNOB2/NXmeFXyBvmnOJMfDOcs6ee0Xj/PGcemFMwwJMsh9SYREKiCntHuxeJGOPdQ+y7rgePv2YwDOF7mLPxKob8VelQ2xuzvxMwM3PMeMTTeAXSEibJoTe4ZQDf1AZDwrMEMHfH0fJ5NJ9xfO8JnimO7zglSUV2t7w4GvZz6VoKDYuZAqC7fIpziQo2z1+WmECiygYHe9PnjZaoQ/s4p4dARW5hIYQQQjoNQgghskqm/7xvKjNSbh3ntwXLWHs6lNAb59kwZyl7kgvSoHJePu6cioHwrVs5pwmmcauyBBYqSMDzR3BTmlW0Imz7theLpr6VeRBVy1lxadlklp4I5/bNEywbsYBz2czTjZjQ4F6/JZVNdjN++AqO37zHrSv7+OX7OZx3bUC7Kjapr02K4lZoKDdvhnIz9CHxisKzR+GE3gzlZugtIhMUMPGiYAE1V3Zu5WKsjviwPfw4+hyOgRYk3wnnboqSYYHcWztmM+HnhZxNceC1M2OMUVw+fJD9B9I9Dp3hVkLqkUw8ffBWX2PPzlASFUi+t59Ji07x8kwaXP19sXn6Bxv33CMp+TFnlgxnYZwf+VSRhEU8w/gOiQ6TgGpUd77H6pApbDt3g6t/rGfUpMMo1i9vdY2HH77aO+zbfILHuiTuHZ7F4G0aAnMo3A+7RaIimRUhhBBCCCGEkKTKP8KMQl9+RWv/JPYvmMawiSs4qCtI+97NKW33kU+uMISyZcsVLMrVpXqOV+qiys5n9Stjf2snWy5kMauisqXm4HF0yv8nE9vUpXrrCZwu0puexc1RaUxeNE61Ux1C5n9PmchFdP2iOpWbjWC7RSOmzetDiWypr9FfnkurmrWpXL02leuMZb8uhWMTmqT+XaMpISf1oHGn5bBvKR+zkC9LlKBir004dB7K6A71yHdtMrUaTn+ZEFLiOXP6OkquWrSu5vD6aTEpp5nRtRNtvkr36DCKDXdSV3pR52nE0AHliJ7dmCJFylLtmx24de9IsKkeXUpq8sKyfE/GtHTiaL8aBJRqzriwSgwb/zXNg41s7F6NXlufZv0amRfj28n9qJC4kT7NvqT50B04dOzHF85qUlJSK6dyrM2gYbUx2dSVkkUq0mp+Ms1H/kDPL315/Gtbqow4RorcyEIIIYQQQgjx9m6tory/n6XPX4sgwNtNoiregUJKkg61uVnqKB4lmlUdKzHSOoTjk6qQ7Z8qlu4Igz7rypmmK9jUy0fmyQkhhBDi/53RaMRgMKDT6UhMTOTGjRsEBQVJYIQQ4h2cOnUKT09PLCws0Gq1aDQa1Or3N75ERqqIf/KrAneWfkXh4k0ZtvE8YbfDOLk6hFnHrKhcszgW/2DJ9KFnOJNUnFZfektCRQghhBBCCCFEpqS/KP5Balwbj2TivbFMHteO36L0ZHP2o0qfqQytavMP7kSjEH3uHHGVm1HXWfKOQgghhBBCCCEyJ0kV8c8yzUP1vtOp3vffVCgVOZrM5nATuTxCCCGEEEIIIV5PfoYXQgghhBBCCCGE+BskqSKEEEIIIYQQQgjxN0hSRQghhBBCCCGEEOJvkKSKEEIIIYQQQoi/LTl0Lwvn7OCG4e+9X3l6ma0LFrH/juFfX9Z/M8PtgyyevYlLyVl8g/EhB+eMYtK22xj+v+JnfMzptfNYcTwK4ycSd0mqCCGEEEIIIf4DjETuHE7jLwex5b5RwvHeYqKQeHUHv206zaO/2dE2PjnL5pW7uByrfOD6/u9l/TcxRKymd8PmjDsQiwIYwvaybN0f3E953TviOTaxJQ26L01NiigxXDt6mAsPklL/WX+JeR0a0G7GWZI/VPyMDzi+djUHQp+hfCJ3kSRVhBBCCCGEEG/piz5hc/8a1By6h8SPthIqtDbO5HHNja2ZSq6pxOTjv3rm9rjmyUMuG1OydvVMsHbKQx5XRywyPaAljnlcyZPDShIF70C2VBZCCCGEEEL8F7qg2JTozE8lJBISk0+DOmcl+kyu9A7vMMe/5VimPP/z1dEmGnfqDZtKPQntO5GkihBCCCGEEOLdGB9xYHoIS/8I535kLElY4Ji/JA279aSBnxUqFGIvrOTnGes5fjOKFHN78lbuyYSeZciuRHJw1k8sO3aTOw9jSVZb4+JXms/bdaCev03aL+QK8de2MGfueo5fvctTMxeK1PiKHm1KkyutB6M8vcqm2bNZc/gKD5O02LvXoNePXShprSIxfDcLZi3j9/P3eKaxwbVsR0Z/VwW7QyOpNzaFPqtGUcUKMDzm1G8zmb/5ODejVdjnD6ZO+640KeqABlDiT7Lwh/nsu3mXhzGJGLV2uBWrQ+eeLQhySC2p4epS+o5ew5+P4tGb2eMRXJ9uvRpTyEYFCRdZMXEeOy+Fci8qCbVtAO1CxtHITZMulm+PhyF0MxNmbuLCjTs8ijdi5dGYUdPa4W+i4+7BxcxctIMzt59iksOHsg0707meD9YqUOJPs2jsfPbfuM396ESwzIlX8Zq07tCEYk6pZdAdeCUmJBOxdwFzVhzkQkQ0Gid/KrXqQccqbpilFpjYC2uYPmsdR288wWibj4JOcRiwedFTv71pFEMXnuR+nA4Tm7wUrtWRr1uXIEdatQ2P/mDJ9LlsOXmLOI0j3j7ZeZyhg//m62+IPM7iqXPZcjqCWGM2cnh+Qf+f2hKg/UtDfUtZs1Lf9MWKYt9P/Zl+4C4xSWCVuyCV2nxNp4quPD/169peTnUK9w8vYdai7ZyMiAUrZ4q0GMrw+vnQ6B9wbOlsluw5S1ikATvvMjTu1o26Bd58L1lHbaJfqwU4jVhB32DTtOCGs/mHLsy5EEacJgdeZRrQpUt9/LKrAD1nf27FwOsNmDf5S3K/Wj9DKIu6duf34EnM6+CDJgvxe2P7B9DdZt/86SzadY67CeY4++bH9KmCVpIqQgghhBBCiP8sJZ7w8xeIdm/HwG+80Sbe49iKucwaOYs88/sQbHqORWPmc82/O0N7+WKje8xdfV4sVYDxKWFnzhLl1pYBPb3RJj/g3KbFzOofSvykSbTy0mK8v52xA2YRWaYTfb7yxiRiO7Om/cAY6xlMapwXjeE260f0Z/bDQJp1G0mgo0LMYxPcsqkwRv5OSL8QLro1pP33weQ2ieOh3g17Na+s4ZDMlV8HMmSdikrtB9DBHcJ3/cq8IYPRTZxKWx8tJN3n0plbODQdQI+AbOgfn2P9vMWMmuLM/BFVsFeByqkYX3b3w8bBAv29oyyeNo9xi31Z0CMA04QwTh66TvZGfekWbIfqmRHHnJpXYvn2eBjunGbfWajRbzif5TQlKTk7eTQKccen0X/0IezrdeD7HrlIurSJebP6M9z4M+Mb5EWddJeLp8KxbdyProUt0UddZteypQzpH83Yad0oYvnqpBGF2MNTGBByCd+23RlT2JrIA/OZOmEE5i4z6eCrxXBnAyMHz+VewWb0HBGAbVIER9cs4dSLY6ix869Nh4Ff4mil8PjMSqYv+JFZ+RcxuLwVKt2fLB4yjJUppWnVpyMFLJ9yfe9vLE2fCnnj9bfn8KxxrHxYgd4/9MXdPIGHj0zInUnP9u1lfXt9M1BZ41m5NX2rO2GjiePqppnM+Gkqbv7jqOukfkPbU4g/8Qv9R+3DumY7BnbJh0XCIxKccqAmkQvzBjFyb06adB1BrxxxnFw2jV+GzSLnvD6U0L7hXsr03kxC5fIFneu5kS32HOvmz2TgGFNmjqmL8zvO6Xl7/N7c/rVKPCemD2Ls75ZUazeQ7m4mPL64g2VXJKkihBBCCCGE+M9TkS1vIMFFfdBQhMI5HnCq527+uK4n2DuW6KcqbL2KUMQnDyZ44f2X9xamZDEfNEDx4h6ouvZi3eoTNBxYkjtbV3HK9gumfF2XAiaATz46XjnC4IPHeNAoLznOr2PlBVvqTRxMa//04wkMhG5dzmGlIkOHdaSMVcaepy5DLuMIKzfexqPFLL6t74YGKBLgSkJYZ1auOkqj7ytgCaDSksuvBMWKmgKFcXt6jna/HuNichXKm4PavgClSqUd1NuTVpd20f/yFR4ZAnBJe3/ugNIEBZi+JZavi0eZ1E6bxgn/ksUJtHqeeXjIupW7iA3qxeSuNXFUAYH+2MV0pO+qDVyo25PAtPM7FyxF8aKmQBDBvhb06bSAFfubUriWQ8ZiGB+wa9VejJVH0LdxcOq6G/m7EX60J3sP3qSdrzfXt23gYrZqjBrSluBsAEXwenacbTNf1sXKozhl0v4q4GlN2L4u7LxyC0N5PwynN7IpwpmGUwfQrEBqTAJzPmD/vm0vruGNN13/BhWJiUnCNIcPRQK8cVSDl0+mKYG3l/Wt9fUlYwpMi2uR8rim/eWVK5LD+2Zz+aaeuk4awl/X9oyP2LpiJ9FFezCxZy0c0yU3lLjdrN78mGJfT6J1BRtUgGevR5xovZj9F3pSIvD191KmC72a+FC7bUMqWQEUo6BVJG1HbmBHWC3a5n+nlEoWrvVb2n/8ETbsfoxP2x/pXT936ii0AGtCdx7noiRVhPj3Uh79RsvPxpDSbxu/tXXJuMhSygH6lurKqhgjoMK24Qz++LHCK5lSIxHzWlBl7FlSAEwCGbRjKZ3cNP9grfQcG1GV1udbsGNlB/JpPrKLkqW4x7GmU3n6/J661rjGvT2rt39HEfmUEkIIIT4K6pwu5FLHERNnBPNiNPjSm+/n9aDjuarUrluXGiXcsHrdL+VaT4oVdmDlmWvc1RciLPQeKbdX8HWdVS+/4xn1GJ2iiDYaUK5d44mFH4Fer0zQUBK4fu02Ku9GFLJ889KdhtvXCU1yonSgy8uOs8aFwABHFh2/xh1DBQr8tZY45M6Fmf4JcQkKmKtIDNvNr/PWcuzaPaJTzLFSx2JwSM6QwHln6eNhKINbpl8Pw7h2w4hb80LYvaiqGT6BvphvuM71SCOBmQwH0DgHEeQ6h41Xw9C/mlTRR3AzLIWoy0Opvyvdt2N9CmaeTzAo8YSHPUCVvxm+2V5XeB33Di9l7ooDXL4dRZJpdrQJBjT+OsDAo/Bw4i188M/3miST8uzN1x9HyjWqzabRk+jU5Tg16talbtWiOJu/epwslPVt9YWMSRVDFKdXzWbxrgtERD5Dk90CXYqOoJS3tD19KH/eMJC3WQB2r9wDhjs3CUtK4EFIE2pOeNkfMaSoMXuSgPKu99IrLH0L4qHaT2h4MuR/h/EhWbrWvLH9G+6EcivFibL+OT/phW+lu/J3Ou3P/mThuFnszdWCWd2DePX+Tb53khUrdnHsxmOeqa1w9StFk6bVCLD7tJpS4sGhfNZ+NXGlh7N3fmNy/Vuql60ANVq1xOBn9ddVsE2K02/NZrroo9jY/ysWZv6VAJdGE9nxWSK6czNoOeT2B0w2HGNIhfYsefSaLexUltSbfoQpVf8/g2vg6s+NqDPPhZB9P1PfNmMUDaFzaVB7BnYjd7DgS8esrTSepbhbUX3Uegr31xO6pBfdD8pnjRBCCPExUWlM0GDEqKR+hynYZhKLKhxj29rVrB7ZkZVFezFhZB3yvu79KhWpv70rKAqY+LViwrflsU7/GtPs5DSBR8rrNmM1oiiQtS8oyt/a0lWl0aBBQTECuvMsGDqe33M1pfvgcrhb67n620imhL+HeL6Ix3u/UqjUoGQaQwUFNXm/GM6w2s4Z3qOxyoEpKTwv1uvibAhbxajR61DX7k6/7t7YqW6z+ccfOJK+XorxDTV72/VXYVayBzMWVeXglrWs/HUA61ZVZsBPfamQQ52xnm8p69vrm7FtPdoWwrCFjyjb5Rs6FXLCNGYfUweuyELbUzAqr/snBVQOVOo7jmZe6gx9EgsHa1QqzWvvpTxZauap7Ty1Pb1jO3lb/N7W/tMOoBiVT/qzT3ZKyjIjuvgorp/YwdQfl3AoOvNOsJJwiYWTl3FMKUSLnr0Y0qUG+aP2MumX3UToP6V4JHBk815istuiObWNXQ+N/5qSqayK0GpgP9oG2/z13ldZkMMtH/nz5cHR4vUfLCY2znjk9yB/busPm3k08aPdlLksWTifJQvnMLJOLkzsKjJo/vy056bTPcj0/zmCGrxq1cA3+Tjb9se88j88A7d27+KytgR1KzmQ5Y/mLMVdjVVOd/Lnz0ceOzP5yBFCCCE+ehqs3cvQ+NuJzB5SCdXJ9fweZsj8pYa7XLwchZm7B84mVrjny4VyO4xI27y4ubm9eOTNbYcZGpw88mGdcJlz15Nf/SKIu4czxmtnuPDszR05TR5v8ps94vy5ey83QTHc5fyFx5h7eOOahZHBxic3uB5pQfGGLakY6EU+D288nS34nzcnTh+P15XDxB1vDzUR5y4Q86KqyVw9f5Uke088HTPv6inRl7l0R41b/rz85dAmefFwU/Mg9AFmedzSxT4vrg4WqFSWeHi5oFw9wZm4zOOrC7tGuFKIz1tXo2iBfOTzLIBLdvWLNuHk6Ylt4iVOXU583Zf5t1z/tKLaF6Biq4FMm/kNRaP3suHQYzL0SLJQ1rfW99XvwddukuJRnRZ1gvH1cMfTN3Wtnre2PRM38rupCD97nle7kRpXD9y00dy8ayS3W/oy5MHJSvPu99IryZzoMye5rrjh9aZRKpklPbIQv7e1/9R77CFnTt1KnQHwiZKRKllNqTzax+ihG7mVPR9larWhycWZLMmk0cacPMDRJH/ad6xNGWsV4IaHXTw3Rx5k15+f0cH/E1mSJ/4Im36Pp1invjjOCWHzzvu0aPNyqo3x9iKa1FxJ0LRBZF89gUUHQ4kxdaFUy8GE9Cr9Yh6hEneOBcNGMfv3Gzy1zE/ljoNo8GAQXc42Z+fyNuRVg257bwK+TWD0kZk0Shs1Yby9iCbV5+A1+3fGlDUFFGLXdqN4v31pQy1NCR6SyfSf98jw6DC/jJrCyiPXeJCgwS5fMRr2/p7vqrpm/cZSZSd/8VLkT/ugtj5igco0JwVLlaJ0JrkUlUbh3s5xDP5pI2fu63EoVIs+YwZR3+Nlu1JizrNkwhSWHbxI+BMVOXw/o02/frQrZp/lWGjcq1PHbzo/bz9I9OefY//8k9Fwmx07rmBedgyV7FMzzzGnFzNq/FL2XrpHnGJNnsI16DGsHw29zD9M4PWPODzvJ6au+4PLd2IxzR1ArY79GdDIFysVKJHr6VhtJEl9t7Koea50dTZweXIDvlhblAU7h1HGXD7XhBBCiA/GEMr+9TcwL+COvWkSdy/dI1Ftjc2LaREGIo+sZKlLRXxzwO3fF7PspjM1O5XACg3etRtSdMvPTBv6C7ENS5Ivu0Ls3buYBNaltKsGsyL1qe+1j8VjR2Leqg6BucxIinyKTfHy+NRuSNCWqUweasOTBsHktdTzJEqLf6Ui2Kb/XmVdii/r5aHPstFMsmhLFXeFsJ2/sizcjUa9SmLF28eJqO3ccbNL5Mj65ewzL8klTGsAACAASURBVIGLFYRHJv+N8SVvigeZTyVS56RykyqsGTaHkTOheemcJF3exLyNMRTs+MXLnXCUZ5xdv4hNiYXIbRrJsRXzOJWtHEMqOP31u6E6N1UalWft6PkMm6CjaUVv7FXx3A/X4/3FZ3iYaMhfqxmlt4xn8mBropuUwyO7kUfXol7sCKPNkw8XZR1blu7C4bN82GoieRj/MiLawvVpXHAvs8cORdumPsVds6ELCyPO+DIZ9+brr+PKrm08sCuAi42G+NCrPNKb4Wr7ahLk7WV9e30zHs8lX140u3fz21Y3ahZwRJt0h1gj2KUrd+ZtrzBVGlVg7ehZDJ2USJPyntgQw0PFgyrBZWhQczkDV4xijLoF1Qs6oU2KJPypM9Wr+mNpfNu99GpTiuTqiVPkcIDYG/v5beFRzMsPpmZeDaD/S1/Exkrh4dn9nLjjQgnnd4vf29q/yro0jb9wo8/y4YymNbUDnDBNvMidhE9r5IokVbJIbV+cHqOKY+NojZkqmcOXMu3tEXb9Fkb3OhRMtzCRJqc3BR22c+baIwz+rmg++mgoxB7Ywt6EgnxTqw65r/5Mr627uN2qLW7PP5m1ppgqD1j341JaDJ3O3im2PNw8mOb9hzClxDZGlTIDnnEwpDdjjnjQ+5c11Mn5iN1TxzP60hOMOdXv2DhVWFcZypat32LUn2FK6x94/EFD8Jj1Q3ozLaIqY+aMo0SOFG6sG8u3fQaTa8sC2ub5MKkcw721jF9ZhXZj5jLYcJ7Z349h8EhfSs5vkrqat+EWS77uyKiIYPqOXkp11ziOzRnJiM59MVs3h5Z5s1guTV5q1inExCk72R9Tl/ppE3UNt3az/YoFFdqXx1YFPDvAmB4hHCnSl1/WVsJVdZddPw1g0De2FNjQi4Lv/RMmhYszutFhto7ag8cztow993+fxqDhnYm1WsfUmg6oclSjRY1JdFm7hYgm7V+uP5NykQ1bwnH/YiwlJKEihBBCfNhvi88iubp/EdvmPiTeoMXG1Y+qfXpQy1lN6rAQFVqTp5xe/hPLHuiwylOEzwd3o21hi7S+bh2+DzFh/rzVLBu/iZgULbYu/tT3qE1pNGCan2Y/jMN8zjw2zhrJsng11i5BtPIqi59bbYaEaJg/ZxULx64jzmiJk08DBn2WMakC5vi1HcMos5nMXzGWAdFgl78EzUd3pYlPFkfNmhWh3aD2xM/cwMT+S0hESzYbB9yL5MTinYarvDker3tP9pI9GTfYhpmL5zNyfTymTgUo03kcneuljkJR0jrHZklXWTd1NXcSzHH2/4w+4zpR3k6V6THty/chZPAi5ixbx6S9USSprXH2rkmPGhXwsFKhdqpC/wkaFs37jd/GbyUqWU02O2d8gnzIoQGNVxMG9Ipi2m/T+X7tMwwmFmR3yIOPs3Vq0kPjRoORIVjMn8fqBWNYE6tDY+lAbr9ieKZtw/vG62+M5f65ncw5MIvIBAVzezcCG/ajUznrv4wQeltZs1LfdEfDufY3fHd/Got/HcnOWD0acytsXbwJtE39jq12fn3b8yv/LeMHL2LO0pWE7IxGb+5Avhq9KVM8D0U6/8jI7LNZtOMXRixOAEsnPMp3oGwVyPame+mVDo/GyZfi3mEcmDyEjQkK5o7uFP18CINalschs8utzkXlVl9ydMpmZm8tTbH2Fu8WP83b2r8Zvm3GMS77XBZsms6wJU8xaq3J4RJA2byWn860GeU9OvdnuPLfkKQcmtZHaT3tpJKY/mljjLIr5Fulw7yLii7lkjLz66+VlkO3KOEp0cqO8d8q7edeUHSfQvWNT5R1XYor3k0XKrcNihK3rbcS4NtEmRmmf/mSh8uV5r7+SvUpV5SU50/qjipDSgcon88IVfSKoihJ+5W+xQsp1Sene83T35U+Jf0Uz6aLlLuG1KeSt32jFPDtpKyKNr44vuHWQqWRb1ll4MFMIqo7pAwoEaB8ueCOYnhdHQwPlEUtA5TAfvuU5DdUVXd0hFLCt4kyK1z/6r8oMXduKNfuxSsvShW/SenoV1jptDH+bwZWr5wdX1PxLDVcOfyXaqUoR4d/pngU6qgsf/i8VgYlYn5zxbNwP2VXWiVSzoYonxUor/Tbm64MyaeUUZUClMohF17GOQsMdxYrTfyLKR3WP0mro14Jnd1Y8Sr2nbL96fNiPVXu3/hTuRXz8troDn6vFPVtqcy/Y/ibcdcrV6Z8oXhVDlFOv1rghP3Kd8EFlcrjz6W7l54qO/uUUbybLFRupZ0y5dxEpbLf58pPl19et6Rjo5TSBZsrc8INihBCCPExMBgMik6nU+Lj45XIyEjl6NGjik6n+/gfiVeVuW0rK82nn1cSP4X6/IvjkXxvjfJ15TrKD4eeSZzl8Z99HD16VImMjFTi4+MVnU6nGAzvtz8ga6q851/Rk1PAxMQkY5ZUpcHUBFJ0KXwKA52UqL1sPKwjsHplcqvBqlRVyphfZsv2cAyvZP8L+Hq8HHGissLaChITk1AA4+MIwp9q8fZ1f/kaq2KUCfwYpkiZko277JzUi3rVK1O8eGmKVBjOPp2RpKTkD3adNW5FKOKgfpEtt7e3Q61LJFGfOoIo6uIl7mj8KRFk+fJNWn9KFjXn9vmLRL1DwdTOVagbpOfotoNEK4DhDjt3XMW6Yi3KPt/KzyQbJk+OMbNPM6p9VoGixUsR3GMj0cZkkpLefxQMERe4GGdN0WCfdAuHWVKspD9cOcuFpLRiFWxI84DbbFh7Nm24bCLHNuwirlQj6uWVjz0hhBBCCCHE+yHTf95zR9tMCykpKSgm/nSYMIGvUGOijuWqHky1pv/7olX/OCMPd2/lqL4g31V0wqg3gGUwlYO19N+6kxsdu1Lg5Z50mGQ61ym1s60kJZCIOdks0r/IHFsbM1Sx//IwpJxncseeLFDVYsDgPpTLb4+5YT9Dao7hg65HrDXNsA2x6pVr8yw+AUX3B/1KBDIgfcQNKShej3ligJxZvevVOalauzg/jNnJvpi61IvdzfbLNlTpWZLnKRtD2GK6tf+JB+V68f2USvg6ZUM5M4UG3938INVXEuJJMMawpktx1qevvFFPiqo4j+OMkE0N6jx80awsP/+4niO9g/jMcJh1e4xU/aEKOVTySSWEEEIIIYR4PySp8j6psuFob0bK42ieKirsTUxS108xRBMZBY4F7D7+eWPGh+zYfJIkXTKjKgcwKv2/aXaw7VonCvhmbdUYldYcM5JJSk4/oiGZuLhXR3qoeHVDOcWQwj+5mZL+6h62h1pTZ+YwWpdPXaBDidKQovAPJs7UWNtYoTYrw4BVA6igfTXetri80x2vIkflmpT6YQzbD0RT5PEeLttX4tsSz+daGrm3bxdnlLKM+6E9VdMWEU66aCD5Aw3VUVlnx1ptT50f5tMr8JXKqCxwfLHKvQr7qs2o9dN3rDnwHQEpm9ifrSazylnL55QQQgjxT9N40Hr2NlpLJD54PFSOdQnZVldiLMQH7YWJ98iEfN7uaG5d5ny6baf0ty9zLiY7PgWcPvpFao13d7LpNBTuOpsN61ax8fljaW/Kmt1ky7Y/s5zsUDu64mqRTNiNuy+nDSWc5si5V9Y3NzPHjGc8TbdqeHLoDW4Z/sFAJCaQqLLBwf75JBSFqEP7OKdP28c9Y9S4f2gJU6bOYNW5uA84BUyFXaEA3Ix3eJjsSv78HmmPfDiam2Cb05533ahYZf8Zdcuo+GPvVnbsv4Jj1VoEv1jkVSHhWQKY2+P4YvXxZxzfe4JnivJB6qnJG0CA3VNuRZnh/qJ+HrjZadE65sAmfZ7FIpgWDXJwcO0qflt3FOf6DSkqOzULIYQQQggh3iNJqmQ5m5BA5J27RNy+S8TtezxOVCDxCbfS/n70zAiosAmqyGfZr7FizmYOX43g+oWDzJm/n2jPilT3NP3Ig2AgfOtWzmmCadyqLIGFChLw/BHclGYVrQjbvo1LWc2qmAdRtZwVl5ZNZumJcG7fPMGyEQs4l808w2gPE08fvNXX2LMzlEQFku/tZ9KiU2TotqfEcCc0lJs3Q7kZ+oA4vUJS1O3Uv2+G8+CZAkoCj8LDUp8Lu83jRAXD0weE3gzl5s0wbj9JTjvUvbTnQrl57yl6JZmoW+Fp73tIvBE0Hn74au+wb/MJHuuSuHd4FoO3aQjMoXA/7BaJ6TMrSgwHf/2JybMOEWtr+UFHspj4NqRdyWiWDBnFbyfCuHf3Jn+sHUPbzxvTe+1djO+cp7GlYu0yqA7PYf6ZHFSvXSRdYkaDq78vNk//YOOeeyQlP+bMkuEsjPMjnyqSsIhnqVveZynuBp4+SIvxzTBuRyejpMRwN+2aht6LS03WmZWgdSsfrs0ayLjN5wm/d5erh5bTv+UXNBqxlycZMjkafBo1xu/EL0w96UvjBl4yNE8IIYQQQgjxfvtgEoKsURIvsGD0Ms5mSBhsZviIzYAJgW1G0K+cFSpzL5p90xrT5dtZ+vNenmlsyVe4Nv0al8P5Yx+mYghly5YrWJT7geqvLkyhys5n9Stjv2MnWy58TYBL1jrsNQeP41L/MUxsU5dxdn7U6jmYnuqufHvb5EXGT52nEUMHnKPftMYUmZqNnN7l6di3I8Enf0KXktqLNoQtp/PnUzMmdGa0o+oMADNqTjnGjKrHGVe/O2ufpu95D6fGztQOuEfn5ezs68ftFb2pFnI+w4ibWe3qMAvArBKTjv1CfcfaDBp2gm9CulJyqTluJZsydOwPZFvWnk6z2lIlcQb7h5dKXUxVd5GTF3TYVGxOg7wfuBGoXWk2aTZKyERmd2/AkDjI7laYGr1n0beJy9/IoqqwKV+LcspOtuRsR93CGRODluV7MqbldwzvV4MAk1wUqd+b8ePzs6drB37sXo3ECbuYVvXk2+P+nSvbBtej3/70o5TC6FFrDQCmQf3Zs7wtedUm+HT6hXkmIYT81IlF9xMwsfcguPb3LPymCvavNEu1cyVq+P/IxeyN+NxFcshCCCGEEEKI90ulKMp7G6V//loEAd5uElXxDhRSknSozc1Sp0Yp0azqWImR1iEcn1SFbJ9ADfWXplCr0UZKzt/CyFLmcsn/Hxnv/kbr2rPIO20rY8paSECEEEJ8XP8fMxoxGAzodDoSExO5ceMGQUFBEhghhHgHp06dwtPTEwsLC7RaLRqNBrX6/f3gKj/din/yqwJ3ln5F4eJNGbbxPGG3wzi5OoRZx6yoXLM4Fp9IHR+fPctd70a0KC4Jlf8vKTH3uX5mC2O+mcz5wI50LiUJFSGEEEIIIcT7J9N/xD9IjWvjkUy8N5bJ49rxW5SebM5+VOkzlaFVbfg0dr5N5typCIJb/oiX3G3/TwzcXdOHOuOvkSO4KRPHNcFNI1ERQgghhBBCvH8y/UcIIYQQQoh/IZn+I4QQ/zuZ/iOEEEIIIYQQQgjxLyRJFSGEEEIIIYQQQoi/QZIqQgghhBBCCCGEEH+DJFWEEEIIIYQQ/wFGIncOp/GXg9hy3yjhEEK8F5JUEUIIIYQQQryZ8oTN/WtQc+geEj/aSqjQ2jiTxzU3tmYquaZCiPdCNnkVQgghhBBC/AeosPm/9u47rsry/+P46ww4TFEcgQscIBtRwb0nrjJHmjtTc2C5cpvi3plpau7VMMsQB5qr3Bv3CAER90LGYZxz7t8fAoJpAV/9lfp5Ph48CjnnHp97nHO9z3Vdp3JvZlWWSgghXh4JVYQQQgghhBC5Y7rD7wtmsPZIFDfvxpGMJYXKVKF13yDe97BBhULcmR+Z981GDkfcJ83CnpL1g5gZVJ18yl3+WDSLdYciuH47jhS1LcU8qtGy+8e862mX3pVeIeHyZr5dspHDF2OJ1xXDr8lH9O9aDYf0FowSf5FNixezYf8FbiebY+/chAHTPqGKrQp91G8sX7SOXadvkKixo3iNnkwc0oAC+4J5d0oag9dPoIENYLzH8e8Xsiz0MBEPVdiXCaB5jz58UKEgGkBJOMbKScvYExHL7Ud6TOYFcKrUnN5BHalY8MmWGi+uZejEDVy6k4BBZ0/pgFb0HdAObzsVJJ3lh9lL2X7uKjfuJ6PO70P3GVNp46SRc0iIN4SEKkIIIYQQQojcURKIOn2Gh87dGfGZK+b6Gxz6YQmLghdRYtlgAszCWTV5GZc9+zF2gDt2qfeINZTEWgWY4ok8eYr7Tt0YHuSKecotwjetZtGwqyTMmUNnF3NMN7cxZfgi7lbvxeCPXNFGb2PR15OYbPsNc9qVRGOMYeP4YSy+7UuHvsH4FlJ4dE+Lk5UK091dzPh8BmedWtNjTABFtY+5bXDCXg1Ktp1I4cKKEYz+RUW9HsP52Bmidqxg6ehRpM7+im5u5pB8k3Mnr1Gw/XD6+1hhuBfOxqWrmTDXkWXjG2CvAlWRSrTt54FdQUsMNw6y+uulTF3tzvL+PpglRXJs3xXytRlK34ACqBJNFHpHAhUh3iQSqgghhBBCCCHyQIVVSV8CKrihwY/yhW9xPOg3jlwxEOAax8N4Ffld/PBzK4EWF1z/8tzyVKnkhgbw9y+Nqs8AfvnpKK1HVOH6lvUcz/8ecz9tQTkt4FaKnhcOMOqPQ9xqU5LCp3/hxzP5eXf2KLp46rIs18jVLd+xX6nL2C96Ut0m+9wpqVn+X4k/wI8hMZTuuIhBrZzQAH4+xUmK7M2P6w/SZkxtrAFU5jh4VKZSBTOgPE7x4XRfcYizKQ2oZQFq+3JUrZq+UNeydD63g2HnL3DH6EOx9OcX9alGRR8zOWWEeANJqCKEEEIIIYT4n6nfKYaD+jGPHpvAohLvt3VlzNL+9AxvSLMWLWhS2QmbF31NhnlZKpUvyI8nLxNr8Cby6g3SYn7g0+brMx+imAyYitznocmIcvkyDyw98HXRZV+OksSVyzGoXNvgbf33k9EaY65wNbkI1XyLkdl3RFMMX59CrDp8mevG2pT7615SsKgDOsMDHicpYKFCH/kbK5b+zKHLN3iYZoGNOg5jwZRsAY4Q4g2+90kJxOvDwKHxdSlbZSy/p0k1QOHudx/h6jeM31L/+8fNtfUSIo2vYvmpbPusAq49NvBAkbMi19XbNhA3j9789OjlFc8YtZRWbl40mnMeg5RYCCHeGiqNFg0mTAqgssar6xxWLf6cwEIR/BTck4/GhHLtb94LqFQqngzQUVAU0Hp0ZuaiRSxK/1n87VKWTm+PixYU5UWvWyaUHL+kKSh52k8NGhQUE5B6muVjp7MzpRLdRs1g7qwv6FwxvzSyhHiLyPWel6Zs4iVWjBlE1/nHSX5xs4Kbu7+hV+8p/BBteiProP9jLJVdPXDv9iO3/oddNF5aQItmczj9j60vFQ6V29Dtg6oUlzM375K28ImnO85l3XEu60Fpt4pUrN+eT6Zv5kqSlOcvUqLZNmsA79apirubF65+dQn8eAobLj1brCS2flaDXr8m/v9tmzGKha2904+lO86e/fgl/j/wwmJji41ahY2tjbzICCHEW02DrXN12g2azeLR9VAd28iuF33CYozl7Pn76JxL46i1wbmUA0pMJHfzl8TJySnzp2TRAujQUKR0KWyTzhN+JeWZt4s2OJd2xHT5JGcS/z4y0ZRwpYzuDqfDb2DMsh2nz9zDorQrxXMw9YnpwZ9cuWuJf+tO1PV1oVRpV8o6WiJf2CzE20OG/+SYidSEh0RfOMaWTfs489AEDn99lGJMJu5WFMd+387Gg7Gkkv9NbZlzIHQ3j/Llx+z4VnbcbkNnx7w0nxTiTodz1eCWoxdm5yb9GN1EzsaX8SbHteNUxjUtgiotnthTm/hm0ed0icvHb5NqPhk/LIAUjs76hKCf8tF+2AzGeRdEuX2SH2bPZtjHSRTcEkwd2/S3TYZLHA9PQqn7/3kYHWjxxbd4xZt4uHMGA3/4b1RNZW2LrVoNttbyplIIId5Wxqvs3fgnFuWcsTdLJvbcDfRqW+wyh+QYuXvgR9YWq4t7YYjZtZp1EY4E9qqMDRpcm7WmwuZ5fD12PnGtq1Aqn0JcbCxa3xZUK65B59eKVi57WD0lGIvOzfF10JF8Nx47/1q4NWtNxc1f8eVYOx68H0BJawMP7pvjWc8v2ztzlW1V2r5bgsHrJjLHshsNnBUit69gXZQTbQZUwQb+sSeLuoAzTgX0HNj4HXssKlPMBqLupiCdZ4V4e8iHiDmNVO7sYeKQCUxafxGrel35wO15eZSBU6vG0y94JWH3y9CtazUKv6ktioQDbNqVQKVe/alvcYrQ7TfJ2lnFFLOKtl7NmbrnAAv6v08V3/K4VWpG9y8PcC/jgcYoFrb2ocKI30mMWExLt/RP28u9y5wLWT7FMIQzpYFn5qfxpV8w/Ed5HM6ygW2o4lsez2qtGbD8OHumNMbtg5VcMz05Ps8bhpL4a3/KeQ5gU9LToOfRiVUMbt+YCt7elPWqRt1OwWy4kpyHQiVx8adgOjWpiae7N+UqNqT10LWEP1ZyV6snJyF7Z/emvr8f5crX5d0hazmTqMpjo1WNTUkfqlQOoGqN+rTpP5WxzQtwd98+zhlyvu1g4NjkRrh1WEXMg+MsCmqFv7cXpVy8ab4ggqyfRalUaURvnkKH+lVw8wygdqcpbIl52j3pecNQTDGraOtRk5H7nh5w5dEJFvVvhb93eTyrvUfvBYd4oDxbh5xsew4YItj7eywFWwxk7Ac18PNwp0LdD5k09RPqOCUTc/3JAUrdNRxf9w9ZEqNnx+BKmedquf5bSX6lF6IFxXyqUKN6FSqVtvvruWC4xd6vB/Ju7QDKufvhV/dDBn57JPt5BaDSkBrxM8PbNsDXy4/yDXswZdetp8fPcJbpjf1ou/go22f2plGVCrh61yAwaAUn459TU60NNpYabPM9P1Qx3T/CwoHtqVnRDxevylRt3puJm66+4loJIYT4/6Qk3uXi3lVMGdqPPkEjmHdIR8PBn9E080M4FebaeE58N4sxI6ew7lJhWo6aRM/ylk/eqRRtzpgZA6ljeZJ100cxdFgwX284RHR8+ouYWRk6TJpKT98kdi8KZtjQMcxcu5PLj0yoHZsxesZAapkdZeWUEQwdOZWlm8/+9fUPCzy6TWbCByW4+sMUhg+fyo/RTnw4cTKd3XQ521GdH91H9sAnPozZw4Lo228wXx/T4FzqHSzlkwUh3grSUyWnTVB7f/pP8MeukC06VQr7zz3vURrc3hvEVx/YU9BKgzE6lB/eyGooxP2+md1JXnzWtDlFL85jwJYdxHTuhlPG66S5GWbKLX6ZtpaOYxewe25+boeO4sNho5lbeSsTqupAU4x2X/5EicUD+GxfAHMWdMFFA6h0FHLK0t9SW46eS37l/VQjt38dRY8Nz9umRP6YMZDJB0ozcP4Gmr9zh9++ms7Ecw8wvaPO3Yme+DuT+8/ggN9Q5v9cj+KqWHbMGs7Iz/JT7tcBeOViYYbwBfQdsw3HPlP56b3SWNw/ytfDxtFnZml+C66KVU5rhcKdjeMZsCSGBhNXsbJ6fu7u+5YpX17AQM2XcYaj1qhRWVo92aacbjsaSruUQtlwiAXB6zihbUPw0gCKmqVgLOCQLbU1xv7MrE3vEvTlOsYnn2TR6AkM+bwYHmu64JzjbxaMZ8+0wcw45cmoZXMJLJrIidVzmHYwFcU7l3XPCZUF1laQGBvLPSM4pm+n1vNjlqx5+jCzygPZsMGFce2/wvTpar6om/6G0NYR3b92nSZz8sve9P7Ohq4TljDXrwBxR5YyfHRfPlH/wPc9yjy9LgyXWTpTQ6se01lXPIHf545l1rCZlN85g8B8KsAMczMjV1ZNI6T3WL773RPd1bX06zSTEcurEDrALfs1prImn601KuvnHFjlEVvGD2Txww7MXDMT93zJRO39llEjB6Bz2shQH3lZEkKI/ySVPc2nbaN55tve0nRZvJUuWR9j04AJWxuk/1KZ3l9VpvffvPewC+jBrI/deP7bABXWLoEETQ0k6EVLyO9F66FzaP2cv1mXDSRo2nOeW2ssW2tlfftemEqdxlCp0wt2u1ALZmxtke3fzAKG8vPWp7/beX/A6PkfPH8Bz3m+EEJClbe0UrYUKfyPrzZYFiiM5ZteC+URuzftJ9mnPw2L5sOuUVUsBm1j27XO9E5vHatUKlRKMgUCg+hb1QEt4Ny0LfWn//Zk3GrVUmgww75EWZzszVGZ21PSxeXJV+b9hQWFnMtSCBPWhS2e3zMj5TihYfco23EBvWuUQUsZekxJ5kLD/kTndv90FRm0egNBhVwoYacCitO5Y03m9zrK0dsmvIrlvIOX2qUbSze2w65MSey1QElHujVeyqYdR7hqqIqXNoe1Uh6we/MBUquNYWQrbwqqoHjrz/lo/w6O7c7jcTSZMBqMmNLiiDywnLlbU/H/tCXu2pxvO6iwLVIIq/iNbE0KZsvC1hR9QXmUuHdoNbYvjUqogVJ8MWAfO4ZsZUdsJ3qWzGFN9UfZtP0+Xr2H0MW/JBqg6aBeHN22n7W5rHuOaJx57+NAvhsSzLvtDvBe0zrUqlEN/3IFs4UlKut3KFvWERuVCqNDGcq5/gcGUCXtZ9X3kZTp/hNDm7o+udm/O5yRx/bSfd3PnO46lAoZdVCS8floEv0a5kMFlAtqyU8fbOP4n0YCK2hBpUKlUtA7v8/Ijj4UVANubWhXdS6DTp3jseKGfdYLU+tBj28WYyz+nEIbYzh7MYnS7d+ljntx1IBjh7Gs9ItBU0I6TwohhBBCCAlVxJueqdzfTcj+VHwH1aeoGlRVG1LdYhibt0Xx8SdlsnzaYEE599JPTzKVDbY2oNcnv/RxpqZ70UTFm+Pq7vx0fTaVqO5rzq9xub0qrNA+OMS8KWM5+udN7iWmoqTpiTO5kpycuy1XW5qTeHoJU784xKXr93icYsSQHI+xoP6ZoQ7/UCtjDBFRRhyblMUus/FqhZuHM5o8hSppnJgWiMu09NWpqKBPZgAAIABJREFUbXBtPYZv2pXKPH453nadDp3Kjurtm74wUAFQFytPxSxdfq3d3HDiKBHRRshhqGK8dZWrSTa4lsvy1Yfmrni5mpF1rFHO6/6PRxDHplMIdWnEDz9sYvu6iSybmoClcw0+HDSczwJL/WdDVEPUOc4nFsC/QqksN3od3uXLod5wgYsPFSpkjE/UulLJ1zYzsFQXKEgBlZ6kJCVbLQq7laNI5qEyw9bWAuW+nmQFsqedFjiWc39BUOVERd98LJk/gAH329C0bg2ql3eihLub3FyFEOIZT74NJ/0DGNW/O5akfv362X7fuXOnHCAhxGt1P816T5VQRfyLTNz+bQsHDV4MqVsEk8EI1gHUDzBn2Jbt/NmzD+UyW7satM/tz/nyp+5SkpPQY4GVpSZbwy6/nQ5VLkMVY+Rq+vaYxa2aAxgztx7uRaxQTs7l/SERua7VnZBRdBkdjmfvEcyY4EUxWw0Ry3rRY/tfWpp/XytFT6IeLCyzzyZvYWmRxzlVtLh1/5JpLd9BZUol7sYFdq+dzbvvn2bemlHUsVdyse2AphhlnMz//kZma4dNlo1VWVhiiR59LoIqJTmJZHRYZhukrMNSp4KkvNQ9Z8FKPpf69Bxdn56jjcRHH+GXr6cw9bOeJNr+ysQa/9FpfRMSSMAaG5usgZUKKxtrtMojEpJMkBlNmaHLdvieP1eP9nknqZLL61mVj4bjVzDfeSlrtnzDwMWTMNqVpX7XYYzvWx0HjdxlhRDiRcHKv+mlhijPGzokhBCv6b1UQhWRy5zgNmGhx0hOTWFCfR8mZHuBDGPr5V6Uc///bxWpzC3QkUJyStYGXgqPH//T7OsKBqMBBfPMBvmNPTs4qdRg6qQeNMz/5KJLPmskJddZUAL7t+4j3mcAEz8LTJ9vxkCskoeeOioLLHWgT9Jnea5CwuN4FIrkpWJYObjg7V3yybwnvhWoUb0AN2sNZ876TtTsbZ/Lbdeg1f5TIJLeoyHL73ossc4MSJ405LMuXzGmkfWbtlU6K3QkZ+9BoSQQF296mg+8zLoDRn0SaRZWWKie7KetU1W6TBrD1SMfEfbbWcbVqPwv3EiNJN2NJc6iBI7p3z6kmEyACnVGhmJrgw2JJCRkDU8UkhISMKhssLX+F4faWJWicb+JNO5nIunmOX7/dQlT533K0IKbWPmho8ygLoQQz2kMqFQqdDoder0eS0tLKYoQQuSAXq9Hp9O90h5/8t5V5C5Tid3OphNQvs9ifv1lPSEZP2sHUkMXweatl7I1gnP6RgGjMds3xeT6RC5UnOKWKUT+Gft0OUknOBCemu1xOgsdJCaQoDxtnF69HJVl3QpJiUlgYU+hzK/8S+Tw7qMkKkruGuVKCnq9CbV9wSdzUACkXmT3vluYyOWyNMUp7aTm5oVLPMx4ovKQE8cj/6e6ZT+4BgwmhRS9HuVlbnvG4q9f5GKWb99JunyRaJUzZTNmqdVZoCOR+KcHh5Srf3Ityw5qHJxwskjk4oVrT/c7MZxjFw15rrsxaicLv5rP/M2XSXnmb2mHp1Cn0ntMOax/5knJJKeBmbl51hMZUDAZjf8Y5MWf28qK5WvZFZm3o6c83ERQvWZ8sjbj+Ju4ef0WSv7CFE7fJK2TF542Dzl5IirLNZnM6ROXUJy88c7/L33iqb/BiV1HiEx98hJk5ehNk95f8EmAkT8vX8Mkt1khhHhuoKJWq7GxsSEuLk6KIoQQORQXF4eNjQ1qtfqVBSsSquS4RZjE3euxRMfEEh1zg3t6BfQPuJb++53EJ02BlEe30x8Ty7Xb8aSRRtzt9OfdjMtDb4f/EiNRW7YQrgmgXeca+Hp74ZPxE9CeDnVtiNy2NctX8ubsFCzsUAR17G7WbNjPsZPH2b8zlNDjd9MbVwqJd6K4GnGViIhIrt1PQTHEc/PqVSIirnI15iGpABYVaVjThnPrvmTt0ShiIo6ybvxywq2yDo/R4Ozuii5mH9vOPsaEgXtHv+Wb3QmoMxvbGop7umMXf4SQnTdITrnHyTXjWPnYg1Kqu0RGJ2LK6TFU2ePh4YjxVBghEUmkPrrIz8HzuFbKA/WjGKIfGnMeTqgKUrtRRTSHvmX82sNc/PMsOxeNZ320HWryMqDKRMK10xw6fIRDhw+yO3Q1wX1nsFtxp3ljF7Qvc9tRUEwKKvPzrJ70I8eib3Pj4jamz9+Dyb8ZjdInYtGWdcNVfZmd26+iVyDlxl7mrDqePQaxDCCwbj4urJ7Ooj3nuXz+ACvHrSTcwvzpcc7Vthu5FraYmfNWciqtIM8OYDLza0lrl7usHdyPKT/s5vCp0xzd+ytfDpzAL4/L8m4zj6e9VMwK41jIyIlfVhB25BTHjvzBlg17uZL213o8OLSKSZNmsP58Wt7eYOevRat6dpz9diTB3+9kx/oZTN5wk6KNmuBnlv4gq+p07VCaiBXjmb39AtdiIzn60yQmhaRQvVtrPP6lfopK2kXWju7PZ9M2Ex51i9s3r3Hmt5X8fNqaSpXLIaN/hBDir6GKWq1Go9Fga2vL/fv3pShCCJFD9+/fx9bWFo1GkxmsvGwy/CenDQH9GZZPXMepbIFBKOPGhwJafLuO5/OallzbsZjxYfeyfdp6Z/FM9gDqQnUYO6kVrq9rq8F4lc2bL2BZcxKNCz9zMqryUadVfezDtrP5zKf4FMvxWwUKtxjA0H1j+WZibzYadOR3KEOdIB8CKwKk8cfk9+kTmnXYy1mGNdv25AR27UNIyAA8tPkJHDWVc8MmM7trC6YW8KBp0CiC1H0YFKNNTw9VFAgczITDw5jWtTYrzO0pVbk9w4Lqc2r4HdLSnsy2aV0riMmdhjDu8yb4aB3wazWQ6dPLsLPPx0zr1wj9zB183cw2B/umwbfXOPpf+oIpzaswqaA7gUHBTK1+ETqNY3jDniSFLqGzec7Cp2LtgpkdOZrJs3vR0lQQr6b9+aKPlvZfpGHIdapi5PLaoXy4FlRqc2wKvoOzZyO+WNmPjulf/5OTbe9SPGe5bFpaGhrPngzyP8PkLrM4d0+Fo39H5kxuR8Yi1CXaMHZ4OJ9/3Q6/r6x4x7UWPYf2JODYLFLT0ndQZUeTkTPoP3ISS/p3YH6+MtTrOZIh1kP4LDJjqJAm59uuJHDyxBUUh5Z0aVTwr/OImHsStHQJdnMW8MPcz1l+X4/KqhDOPrUYtmwAXX2zfAeQ1o+PR37I+SlrCOq8GI1NYUq6t2ZCs9pg9rLfYdvTbPxcbnwxhaWTP2Odpgi+TcbwzZCALBPn6vAd8A3faKcye0IXltwzYFPMh0bDFzOiXfF/LVFX5avLmAWfMnn6fD5qEcOjNDMKOPnSaNAChjXJj0peboQQIlugAmSGKpaWllhbWxMdHY2Tk5MUSAgh/kZ0dDTW1tZYWlpmC1VedrCiUhTlpfWdOH05Gh9XucGLfy36Ii05FbWF7smn3cpD1vesR7DtDA7PaYCVFEg8K/UAI+v04WT7H9g0wE1SZiGEEP+9dzeKgqIoGAwG0tLSSE1N5ebNm5ibm0uwIoQQLxAdHU1qaiqOjo6Ym5tjZmaGVqt9JaGKDP8RbwgT19d+RHn/9nwRcprImEiO/TSDRYdsqB/oj0znJp7HcPUkJ5P96dzWVQIVIYQQ/0kZDQCNRoNWq8XMzAxHR0cUReHcuXPcunULvV4vhRJCvPX0ej23bt3i3LlzKIqCo6NjZpii0Whe2Zwq0o4Qbwg1xdsFM/vGFL6c2p3v7xuwcvSgweCvGNvQToYUiOdQeBgezuP6HWjhKPmyEEKI/66s86pk/F6kSBH0ej3x8fHcu3ePlJQUKZQQ4q2m0+mwsbHBwcEBS0tLtFptZqDyquZTARn+I4QQQgghxGvBZDKhKApGozHbT8a/Z/yIt8f5iBg8ypR4+cs9fx4PDw8psHgtZPRAyRpAZ/3J+PdXRXqqCCGEEEII8RpQq9UoipKt4aAoSmaoAkio8pbRWVhgafnyB7rrdLpXslwhXoWMHigZ98aM/77Kr1HOSkIVIYQQQgghXrPGQ0Z39qy9UyRQefuYmZljbm7+CpZr9kqWK8Srvjdm7bWS9d9fJQlVhBBCCCGEeE0bD88GKRKsvF2yzrXzOixXiFd5T3zR76+ahCpCCCGEEEJIY0K8hjKGOLwuyxXijbwOpQRCCCGEEEIIIYQQuSehihBCCCGEEEIIIUQeSKgihBBCCCGEEEIIkQcSqgghhBBCCCGEEELkgYQqQgghhBBCCCGEEHkgoYoQQgghhBBCCCFEHkioIsTfSN02ELdyzZlx1ijFeC0ZODS+LmWrjOX3NKmGEEIIIYQQ4uWSUCUPlMRLrBgziK7zj5P817+SdO0gy2ZN4pO+g+jSfwzD5vzE7mg9yhtWB/0fY6ns6oF7tx+5ZXqd2tlH+aJeZ5bF/PNGq51r07Xru1QspPp3t9l0k+UdfHAu645zWQ9KlfPBs2oz2g1awM6YtzEtMHJmVnPKlvWm+YI/eXHkpcKhchu6fVCV4nK3E0IIIYQQQrxkWilBjlu1pCY8JPrCMbZs2seZhyZw+OujlLgTfPvlei4Xr0fHfu4UUe5xdHMIy75MwCK4K1VtVW9IPZI4ELqbR/nyY3Z8Kztut6Gz4+vRajVeC+fUXQWnnFwgbu8xYuR/Z9vNKvRi4eDqWJtSeRR9hO+/WcgnvVL5KeQzfM3eosvRcJbQbdHY2ttwaWsYV3qVxe25dzMNzk36MbqJ3MGEEEIIIYQQL598dptDpjt7mDhkApPWX8SqXlc+eG4LTuH+8QOcSHWnfc9m1PQsQzmvynzYtS7O+vMcu/wG9ShIOMCmXQlU6tWf+hanCN1+k+z9Pgwcm9wItw6riHlwnEVBrfD39qKUizfNF0Rk9ixQHoezbGAbqviWx7NaawYsP86eKY1x+2Al10xP65p4KYTgXm2oHVABN7+6NO8/n703jdka2dMb+9F28VG2z+xNoyoVcPWuQWDQCk7GK5nbdGJqY1wbzSJcf5zgup7pPT986LDmVpbtT2XXsCqUKuv+5O/PG/6To/UBJHHxp2A6NamJp7s35So2pPXQtYQ/zlu/JXX+0vhXDqBK1Ro0aT+QuYNqYRa5jz+in2yfcud7OnpUZvCu1Ge21ZdGc85jyPy3O+xfNIwPmtTF26sCFRp1Y/T6CyRk2azEX/vjFjCa0OPfMbhNA3y8yuNTtwvjt11/uhzA9PAEy4Z1ok4lP1w8A6j23gBm74rN9hhI5s+QKXQJrImnuy+elZvQZvBSDt/PWxen1JNb2Bpblk6fNscxYhubLz97fMKZ0iDj+LpT+rnDf3J2jkIq13Z8Rd+2gfj7+uFZrSXdp24lMjn7tR9/5juGfxhIBW8fyvnVokHnL1h3Nv6N66EmhBBCCCGEkFAl94Wy96f/hAksmvYpPeuUwOq5HU5UFKrXj29ndKVa1h4pKhUqNGi1b0ovFYW43zezO8mLBk2b07SmBae27CD7aBoNpV1KoVw+xILgUfysbUbw0nVs/HEZwU0d0k+8RP6YMZDJB/LTef4Gtqwcgu+J6Uzc8QCTWp3ZjUq5G8aI7qPYlFKbkSt/JWz151S7s5o+fRZxLrOhbIa5mZErq6YR8k4/vvv9KCfW96LIwdmMWH4pvYGvxaPHYjZNaoK9mQefLN9I2JYQwrb8wozmhbNcDGZUHrSOsC0hbP2qLU6a59UgJ+sDQ/gC+o7ZhtJ0Ej+FbWXbkr44h0+nz8xDJP3Px0GFWq0CtSXWlrk5t9I4+01fPv76AiW6TefXreuZ17EAf4zrzYht9zNDAK25GTzey8yvr9Fk1q+cPBnG3FoPWDNqFtvi0h9liGBZ397MPFeaft9sYG/YSr6ofp+VQX2YefJp6mC4sIT+o/ZRpMdXhO4MY/OSwVS+tYxPxoRyL9epQwrHQndw06kOjVs1oX6RaLZsPp89xNGWo+eSXwnbspFVvT157iHM0TkKCQdn0GXAWm749uXbkBA2TAzEGDKC7tMPkZiZGR1iev9ZnPf4lBWbt7N7w1z6lTnL5D4z+CNJ7p9CCCGEEEK8qWT4T44rZUuRwjmKXzC3NM+SPyRyZvsBouzK08b1DRmfoTxi96b9JPv0p2HRfNg1qorFoG1su9aZ3s6azAa/bZFCWMVvZGtSMFsWtqbosxFeynFCw+5RtuMCetcog5Yy9JiSzIWG/YnOfJCRqF9Xsk1fiymz+tO4kAoowbAp1zncYhWrD33E1JoWT4IrlYLe+X1GdvShoBpwa0O7qnMZdOocjxU37FVgUdgJl2L50KgsKeLsQrkS6ueGFdbvlMb1HTCk2mP+3DwjZ+tTu3Rj6cZ22JUpib0WKOlIt8ZL2bTjCFcNVfHK5RWoYMJoMGJQUrh/eSdzFx3Atv54AnMz9Ep/kJVrLlGsy1qmtPfBDCjddQKjzzSh/8rNXG/chRJqUKkAxYyavT6loZMFYE3N9k0osz6EU38aaV5Ri+HUj6w8ZUfbFSNp628BQNGBozm3ux1rvjvIp351sQT0ly4QZe3H8OZ+lLIAijowaG5pGj/OT77cZo36o2zacQ/nNg1xsypL47qFWBMWxpmB3vhl1tOCQs5lKYQJ68IWqF4QSv3jOao8IGz5z9zwCWLlyBY4qQGnT5j52UnqTlrD9gGVaZVfhenuJc7ff4fqLRviU1IDONBqxHzc26XhYC63TyGEEEIIId5U0lPllYYPeq5sWcaCQ+Y06tYCb8s3ZLfu7yZkfyq+jetTVA02VRtS3eI8m7dFZZ8wVKdDp7Kjfvumf22sAqZ70UTFm+Pq7vw03bOpRHXfrK3QNC6cvoTi4k8l+6dNY42TPwEOjzl96lqWdaop7FaOIpnrMsPW1gIlWU+y8moun39an9rSnMTT6xjR6T3q1KhBBf8adFwRhTFZ/5xJjv9Z6q6R+Ll5Uda9IpXfG8E2i3ZMHNkEh1xcycboM5x9bEuFADeexnzWVKriCRdOcSbrhmlK4+Gie7rHNvmwRU+SXgFM3Dl/gVtaL/y9LZ4+R1uG8l7WxF+8yLX0g2PlWZ5yiZsY+fF4Fmz4g/N3klEXKoNP6YLkNnNIPLiZHQ+daNy4HFrM8WtYm0LXtxManofhdf9wjmK8Qvj5NIpXqkAx9dMwpqB/AGXTznHq0pMdVBfxpoJjDCsH9yN4WSgH/nxAms4BN48S5JfoWgghhBBCiDeWvN1/VYwPOf7jEr45qKbOJ3340N2KN2Pwj4nbv23hoMGLIXWLYDIYwTqA+gHmDNuynT979qFc1rEWmmKUcXp+s1lJTkKPBVaWWZ9gQX47Haq4jAfpSUg0YgifRUOvOVmfjclgpNC9B5ggc3iHVvucgR7Kq5vV4u/XZ+JOyCi6jA7Hs/cIZkzwopithohlveixPW/rM/MPYvXIWlgpJpIfxRC+bRXDmnfm3LdL+KyCdY6WoSQlkGR6xIZP/NmY9aQ0GUhT+XPvsQmsMhIEDWYvvEsoJCQkgkVJbLJ1wlJjbWMFSYkkpZdC4/IRS1fYsnD5r3w3cT0zEs1wrPgeA78YShu33Fwb8fwRuodHTu1oWBYMBiMa37rUtv+JsM2nGFbRP9chzd+do5iSSEg0ELWkEx7LsxULY5qWYvcNT26juop8vmIh7yxeza/LxrJySgqWJavy4dCxDGlSEumsIoQQQgghhIQqIqcMd9j77TesiCpGhyGdaVhSx5symwqm24SFHiM5NYUJ9X2YkK1xGsbWy70o554tVUH7grNMZW6BjhSSU7KGHik8fpzydHJPlSV2+czQendlzbRmFMy+BDT5HP7DJ3EC+7fuI95nABM/C3wydAQDsUpynicvVdsWw8Pbi3wA+BBQowJmUY2ZtiCMzt++j3162JGdEWOWLkQq23zYqu1pPmkZA3yfqZ7KkkKFctrtRYWNrQ0kJ5CQBk+7vZhISEgCG1ueTi2koVDF9oyu2J7Rhjgijuxg9ZezGfGJGSXDRlJZl7M1KnH72LQ3DkPcYt71XJw9G9mxlWPD/Kmmy21VX3yOorbFzlaL83tzWNip1DNzs6ixfudpXGJWrBofj6/Gx+NSuHfpMCHL5jBr8GfYOK9ngJtG7otCCCGEEEJIqCJy0Orj8KqFrLheht6fd6BKwTerMWWK3c6mE1C+z2LGNSrwNCxKOsD0nvPYvPUS/d09cnRiqQsVp7hlCpF/xmJskN5gTTrBgfBUnn7fsTkevu5oDt0k3qE0ARmdMZREbsboyV/IMveBlUqFCgMG0yv+XhYlBb3ehNq+4JM5VwBSL7J73y1MKH+NPqJ28m3IRYxlGvJxM1dylg08CUwMej0pCqCzQEcq8QlpkN4/QomL4Mrtp6mKpqQPPgUWcuG+DucyTplBgeHBdW5qC2OX47uCmiKeHhQ17ODYmRSaZyQjhsucOJ2EfSVvSmiehCwPLx/kVKobtb0KotbaUaZaG0abX2Fnt8tciVOoXCQnR1Hh4Z7N7E0sTed5k2lb/Gn4k3Z6Cb2CdxF69HOq1bB4ecdQU5byXhasvx6HfenSFMrYzOR7XHtkSWGbJ9uQduc8+y+bUbG6C7YqHYXcavHRhDRO7xjK5SgDSKgihBBCCCHEG0nmVMlxmpDE3euxRMfEEh1zg3t6BfQPuJb++51E05NG36H1LDtkpELjGjgm3Up//JOfG3Gv+1cqG4nasoVwTQDtOtfA19sLn4yfgPZ0qGtD5LatnDPkcHEWFWlY04Zz675k7dEoYiKOsm78csKtsk4sqqZ4y64EarYSPHwVf1yOJTYynNAvg3i3eV+WXjLm/qR/x4EiymU2r9rCgRMnObLvN37Zfp6Mbzk2xt/iasRVIiKucvX6I1KVVB5ejyQi4ioRV2/yOKf7p7LHw8MR46kwQiKSSH10kZ+D53GtlAfqRzFEPzRmCVaMXAtbzMx5KzmV9uJ5RkyPrnL08BEOHT7MH7tCWDRqIPNOWVGtRW0c1KCydsXDycSp7b9xPRWUpEhCZv3EBXP101FJusp06ezG5UUjmBp6mqgbsVzc9x3DOr1Hm/G7eZCLrEnr246ufnGsnziVX05dIzb6NKHTJ7L6hjtdOgWkB0MK93Z9Rb++X7Bs3xWu377N9T+P8uO6Pdwv7U9F+xzGYsp9ftt0kBT3FnRt5PP03PP2omKbD2nucJ8dm4+QhELinaj0YxjJtfspKIZ4bl5NP6YxD0nN6Q6q8tOg2/u8c2Aug77exbmYm0Sf3cPCQR/SuPNXHNenb1pMKOP6DGTcj8eJuHGbmzEX+X3Feg5SnspeZnL/FEIIIYQQ4g0lPVVySNGfYfnEdZzK1qAOZdz4UECLb9fxfF7Tgj/PXCLBlMrBVXM4mL0pj2PgQKa3Lslr+5m18SqbN1/AsuYkGhd+piGsykedVvWxD9vO5jOf4uuXg1NLlZ/AUVM5N2wys7u2YGoBD5oGjSJI3YdBMdrMxE9l34DJKyYwc+q3DG4zkwdGK4p51ab7N1PomYceAJoy7Rj+yQnGrhpN5zVgaV8Ut2ZDqNXQA1B4EDqSJmMOZmt4R/dvwToAswDG71pO1yI5WhO+vcbR/9IXTGlehUkF3QkMCmZq9YvQaRzDG/YkKXQJXYqrQUng5IkrKA4t6dKo4At736SdWEyPjotBpUaXrxBFS/nQbmowQe8Vf1IvrTs9xvflwphpNKw4CZuinjTt25/uUf1Yl5aWedm79ZrPUu0MZszqxaqbSWjtSxPQbAwrP2uAfW66/mhK0e3rhZgmz2J2j5bcTNbh6F6LPouH0dtNm1kHlx4zmZMwjXkjOzLjdiKKtQPu1d5l7vyeuOfwLmS6s5NNh434DWpG6WcPu64C7zcvydqftnIgqQqGye/TJ1SfJbQ6y7Bm257svWsfQkIG4JHD9VoHDGbFPCsmfzWB9t/cI8WiMG7V3mPukt4EpE8+bV4xiIXBaUxeMoh3x90jWWNHca+adF8whA+LS3YthBBCCCHEm0qlKC9vFs/Tl6PxcXWSqopcUEhLTkVtoXsSNikPWd+zHsG2Mzg8pwFWb0sZUg8wsk4fTrb/gU0D3CTtFEIIIYQQ/1r76/Tp0/j4+EiBhcgB+QhV/ItMXF/7EeX92/NFyGkiYyI59tMMFh2yoX6gP5ZvUSUMV09yMtmfzm1dJVARQgghhBBCiNeEtN/Ev0hN8XbBzL4xhS+nduf7+wasHD1oMPgrxja0e3O+MekfKTwMD+dx/Q60cJScUwghhBBCCCFeFzL8RwghhBBCCCFeQzL8R4h/n3wsLoQQQgghhBBCCJEHEqoIIYQQQgghhBBC5IGEKkIIIYQQQgghhBB5IKGKEEIIIYQQQgghRB5IqCKEEEIIIYQQQgiRBxKqCCGEEEIIIYQQQuSBhCpCCCGEEEIIIYQQeSChihBCCCGEEEIIIUQeSKgihBBCCCGEEEIIkQcSqgghhBBCCCGEEELkgYQq4u1kvMzcFt6U6xNKolRDCCGEEEIIIUQeSKiSB0riJVaMGUTX+cdJ/utfSYzaz9LZ0wgaMISu/cYwdPaP/BaZhPKG1UH/x1gqu3rg3u1Hbples41XFcDv3U50rVcas1e0itSz82jqWYUe62+RvTwGLs5vi1vFXqyLNckFJYQQQgghhBCvKQlVcsxEasJ9rhwN46tpa9j38PmNYeXeQb6e8zOnzcvTsW8/RvVtTnlDOCu/+oFD8W9SrJLEgdDdPMqXH83xrey4/ZqFA+rC1Pp4GCPbemD+ilZh7vURo9rm4/d5X7Mn7umxN93YyNRlEbj3HEq7Yi/hElQUuTyFEEIIIYQQ4t9oWkoJcsZ0Zw8Th0xg0vqLWNXrygdu2uc9ihuHD3BeW5FuHzemilspXD0r06FTbUomXeTEn4Y3pyAJB9i0K4FKvfpT3+IUodtv/qU3xrHJjXDrsIqYB8dZFNQKf28vSrl403xBBEaMXF3YDs/e81nWvzFe3nX4aM0p9s/tTvXylajGRvlKAAALaklEQVTe6zuuZJZLIfFSCMG92lA7oAJufnVp3n8+e28as6zuLNMb+9F28VG2z+xNoyoVcPWuQWDQCk5mCbOM0cto5eaOc9knP88f/qPw6MQqBrdvTAVvb8p6VaNup2A2XEnOZZGsqRY0mEDDJqZ9e4YUACWOXXPnc7Dwh4zp5kLGWaQ8Os3q0T0IrF0Zd+8q1Go3nKXHHmSrqfJgA129ajLijwQiN0+mQ73KuLh6UMp3KGGpWR73t8syED6jKWUrDiQ0LnsYY4pZRTtPPzqsyTiWSVz8KZhOTWri6e5NuYoNaT10LeGPlWzPaevVnKl7DrCg//tU8S2PW6VmdP/yAPekE44QQgghhBBCQhUBoLb3p/+ECSya9ik965TASvX8chYL/JSFE9vga/HMn1Rm6MzflHIrxP2+md1JXjRo2pymNS04tWUHMdka0RpKu5RCuXyIBcGj+FnbjOCl69j44zKCmzqgRoXGTEPaoU1cab6aLZ87c3DOAOaZBrJ5XVfy7V/FhnNPQhPlbhgjuo9iU0ptRq78lbDVn1Ptzmr69FnEubSM9ZlhbmbkyqpphLzTj+9+P8qJ9b0ocnA2I5ZfIiOf0RR9n7mbQgjb8gPDq72gj0ri70zuP4MDBTsy/+et7N44h862uxn52WLO5jIXUxVsyOcDAri1eibrooyknF7K9FA1rUb0wi/jHDFeY82nPZmwz4r3J64lLGQB/cteZHbvoay79rSoqnylcCkcz9lNUxk44xJefWbyw0/f88OiHvhpc7osLZ4tmuGSuJ/QvXFZhqQZid62hVPaKrRu4oAaMIQvoO+YbShNJ/FT2Fa2LemLc/h0+sw8RFLG08zNMFNu8cu0tRg6LmD3iUNsG+PGpYWjmXs4RW4cQgghhBBCCAlVBKC1pUhhW3Sqf6qoGZaW5qgVIyn6RO5ePc53q/dyt3Q9GpbTvCGZyiN2b9pPsk9DGhbNR7VGVbE4s41t14xZ4wRsixTCKn4vW5N6snzWxwQG+ODr508FZ2syyqhofahXuwhFPdwpnGSLX31P8pf1xM38DrG3jYCRqF9Xsk1fi+Gz+tPYvQROXoEMm9IDl8vfsfpQeu8RlQqVSkHv/D4jO/pQ0FyDjVsb2lU1I/LUOTI7V5jlp6SLC+Vcy+Jo/YKDqavIoNUb+HFyZ6q6FKdE2cp07lgTm8ijHM31MCc1xdt8Tu+yZ5k/fRFfTv2O+3U+Y1DNfJk1MJz9kWWHLWg1bio9a5alZKkKtBs3lg75j7Hix/OZgRDqQrxT2MTZkFMEzFrIqLY1qeDjQ0BVd4qoc74srUtTWnom88fmvTzMqIsxktDQ81jVbknDgk+2TO3SjaUbv2de31q4lyxOKb+WdGtcgntHjnDVkFF2FSolmQKBQfSt6oClxgLnpm2pX/A+p8NvYJQ7hxBCCCGEEEJCFZFbxmtbGf3pSD6dso6DmuoM6FMXJ+0bkqnc303I/lR8G9enqBpsqjakusV5Nm+Lyt6I1unQqeyo374pRV9wpmnsi1DELP2xmgIULqAClQ4LcxOGNBOQxoXTl1Bc/Klk/zQE0Tj5E+DwmNOnrmVZp5rCbuUyAwYww9bWAiVZT3Juph3RWqF9cIiFgzvQqE5tKvhXJaB/CA9NKSQn52H+Eq0L3Ud2IP+ur1l4wZOgz5tm2UaF+2fPcV3jSeWK1k+fY+5JlQoWxJw+y/3MVeqw0IHG8z06lLd83pHJ2bI0TrRoWR7jwS38lr5ww+UthF62o2Gr2till1ltaU7i6XWM6PQedWrUoIJ/DTquiMKYrH9mgmYLyrmXzhzKhMoGWxvQ65OR2V6EEEIIIYQQbzKtlODVUDtUo+9QVx7djyV83x5mT7pD98FdqFn4dc+xTNz+bQsHDV4MqVsEk8EI1gHUDzBn2Jbt/NmzD9k65GiKUcbpb6aCNTN/+u07Kg2ajDMysyuLnoREI4bwWTT0mpMtQDAZjBS692SukIxVarXP6Q2Uy4lcjZGr6dtjFrdqDmDM3Hq4F7FCOTmX94dE5LlqluXb0sZzNXMdP+ADJ022eiYmJKGkHuHzyr4Mz7rZxjQUl3s8MMI7TxMLLJxKUUzz/GOTs2WpKRbYgoCZU9j0213atrfnXOg2rhZpzLhqVpnLuhMyii6jw/HsPYIZE7woZqshYlkvemx/dr0atM/dHolUhBBCCCGEEG82CVVeOgWDQUGrs6eUiz24uOJXsSSasfNZvzOSau3L8FoPAjLdJiz0GMmpKUyo78OEbG3rMLZe7kU5d032Bvf/cpapLLHLZ4bWuytrpjWjYPY/osnn8JJPYhM39uzgpFKDqZN60DD/k3Qn+ayRlP8lI1A9qYNKq33m+KuxtbNBravO8PXDqf1M/qQyz0+xZ3ZQa/aiPc75slSF69Oq+gxGbtnJzfdc+XXLdUo0b4m/LuPRCezfuo94nwFM/CwQJzWAgVhFep8IIYQQQgghRGb7TErwMqVwdPE45t2qzaRRTSiR0XpWa9CoIS3V8No3SE2x29l0Asr3Wcy4RgUyO5SQdIDpPeexeesl+rt7vMQTyxwPX3c0h24S71CagIxRLUoiN2P05C9kieql7qFCUmISWDhTKHPOlUQO7z5KolLor8cv5SIhS3ZyVedBq+51ccp1YqaigLcPTqYwbqcUp4y7eeZ2xMXGYCxsj+5VLEtVgPrv1cRi6F727I1kx+0ytGnp+fS4KSno9SbU9gUpmNG5KvUiu/fdwoQiwYoQQgghhBBCIHOq5CJNSOLu9ViiY2KJjrnBPb0C+gdcS//9TqIJMMezqi8FYncxf+Uejl6K4sql02xd+SO/3bOjUkWn1zzFMhK1ZQvhmgDada6Br7cXPhk/Ae3pUNeGyG1bOWd4uado8ZZdCdRsJXj4Kv64HEtsZDihXwbxbvO+LL2Um6lQk7l/LZKIiKtERERxJ0lBSbpLZMRVIiIiibqXDGgo7umOXfwRQnbeIDnlHifXjGPlYw9Kqe4SGZ2IKUuiYDgXwqyvFvB9hIZCeeyCpHVvTfcqD1kzegLfH43kRmwER36eTLeW7Rj4cyymV7IsFflqtaC+zQlWzNvNPa+WvOuSZQdU9nh4OGI8FUZIRBKpjy7yc/A8rpXyQP0ohuiHRglWhBBCCCGEEG896amSQ4r+DMsnruNUtsAglHHjQwEtvl3H83lNG6y8WzPyk3x8v/V3vp0bgh4d9kXL0qhnC1p5WrzeRTBeZfPmC1jWnETjws/0D1Hlo06r+tiHbWfzmU/x9Xt5p5bKvgGTV0xg5tRvGdxmJg+MVhTzqk33b6bQ0y0XSYbhDPM6dWPFjawxxXSaN54OqCny4RL2B1fFulYQkzsNYdznTfDROuDXaiDTp5dhZ5+PmdavEfqZO/i6mS1gIvbUKW5Qhk86VcM6rzuoLk6HOYtRZsxmcb/3Gf0Y8jmVp8nARQz9oFjuks/cLMuqCq0aWfPLuntUHR9IyWx/1ODbaxz9L33BlOZVmFTQncCgYKZWvwidxjG8YU+SQpfQ2VzuDUIIIYQQQoi3l0pRlJf2gfPpy9H4uDpJVcVb4jEh/eox/PEgdqz8kGLS70sIIYQQQvw/elXtr9OnT+Pj4yMFFiIHpBkoRF6lXeDYGUsadmr+wq+MFkIIIYQQQgjx5pKmoBB5ZIw+SbhlczrXzfeSJ8sVQgghhBBCCPE6kDlVhMgjTdlP+DVM6iCEEEIIIYQQbyvpqSKEEEIIIYQQQgiRBxKqCCGEEEIIIYQQQuSBhCpCCCGEEEIIIYQQeSChihBCCCGEEEIIIUQeSKgihBBCCCGEEEIIkQcSqgghhBBCCCGEEELkgYQqQgghhBBCCCGEEHkgoYoQQgghhBBCCCFEHkioIoQQQgghhBBCCJEHEqoIIYQQQgghhBBC5MH/AZda8RXiHElbAAAAAElFTkSuQmCC)"
      ],
      "metadata": {
        "id": "Jum7YmM7_wIG"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "En este caso la url copiada será:\n",
        "\n",
        "`https://github.com/mvera1412/TA136-TB056-TB057-8625/raw/refs/heads/main/data/country-list.csv`"
      ],
      "metadata": {
        "id": "9Ez8y_zB_9lS"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "## Descarga mediante comandos shell.\n",
        "\n",
        "El código de un notebook se ejecuta sobre un servidor de [IPython](https://ipython.org/).\n",
        "\n",
        "IPython, soporta la ejecución de comandos Linux en las líneas de código que comienzan por un signo de exclamación **`[!]`**\n",
        "\n",
        "Puede descargar los archivos utilizando el comando `wget` y después abrirlo de la sesión local:"
      ],
      "metadata": {
        "id": "FQJZUj9nARjc"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "!wget https://github.com/mvera1412/TA136-TB056-TB057-8625/raw/refs/heads/main/data/country-list.csv\n",
        "print(open('country-list.csv', 'r').read())"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "collapsed": true,
        "id": "y22INQw3Bw5A",
        "outputId": "84671282-61e8-4156-c854-0ebbabc7964e"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "--2025-03-14 06:16:35--  https://github.com/mvera1412/TA136-TB056-TB057-8625/raw/refs/heads/main/data/country-list.csv\n",
            "Resolving github.com (github.com)... 140.82.121.4\n",
            "Connecting to github.com (github.com)|140.82.121.4|:443... connected.\n",
            "HTTP request sent, awaiting response... 302 Found\n",
            "Location: https://raw.githubusercontent.com/mvera1412/TA136-TB056-TB057-8625/refs/heads/main/data/country-list.csv [following]\n",
            "--2025-03-14 06:16:36--  https://raw.githubusercontent.com/mvera1412/TA136-TB056-TB057-8625/refs/heads/main/data/country-list.csv\n",
            "Resolving raw.githubusercontent.com (raw.githubusercontent.com)... 185.199.108.133, 185.199.109.133, 185.199.110.133, ...\n",
            "Connecting to raw.githubusercontent.com (raw.githubusercontent.com)|185.199.108.133|:443... connected.\n",
            "HTTP request sent, awaiting response... 200 OK\n",
            "Length: 5011 (4.9K) [text/plain]\n",
            "Saving to: ‘country-list.csv.2’\n",
            "\n",
            "country-list.csv.2  100%[===================>]   4.89K  --.-KB/s    in 0s      \n",
            "\n",
            "2025-03-14 06:16:36 (50.4 MB/s) - ‘country-list.csv.2’ saved [5011/5011]\n",
            "\n",
            "country,capital\n",
            "Abkhazia,Sukhumi\n",
            "Afghanistan,Kabul\n",
            "Akrotiri and Dhekelia,Episkopi Cantonment\n",
            "Albania,Tirana\n",
            "Algeria,Algiers\n",
            "American Samoa,Pago Pago\n",
            "Andorra,Andorra la Vella\n",
            "Angola,Luanda\n",
            "Anguilla,The Valley\n",
            "Antigua and Barbuda,St. John's\n",
            "Argentina,Buenos Aires\n",
            "Armenia,Yerevan\n",
            "Aruba,Oranjestad\n",
            "Ascension Island,Georgetown\n",
            "Australia,Canberra\n",
            "Austria,Vienna\n",
            "Azerbaijan,Baku\n",
            "Bahamas,Nassau\n",
            "Bahrain,Manama\n",
            "Bangladesh,Dhaka\n",
            "Barbados,Bridgetown\n",
            "Belarus,Minsk\n",
            "Belgium,Brussels\n",
            "Belize,Belmopan\n",
            "Benin,Porto-Novo\n",
            "Bermuda,Hamilton\n",
            "Bhutan,Thimphu\n",
            "Bolivia,Sucre\n",
            "Bolivia,La Paz\n",
            "Bosnia and Herzegovina,Sarajevo\n",
            "Botswana,Gaborone\n",
            "Brazil,Brasília\n",
            "British Virgin Islands,Road Town\n",
            "Brunei,Bandar Seri Begawan\n",
            "Bulgaria,Sofia\n",
            "Burkina Faso,Ouagadougou\n",
            "Burundi,Bujumbura\n",
            "Cambodia,Phnom Penh\n",
            "Cameroon,Yaoundé\n",
            "Canada,Ottawa\n",
            "Cape Verde,Praia\n",
            "Cayman Islands,George Town\n",
            "Central African Republic,Bangui\n",
            "Chad,N'Djamena\n",
            "Chile,Santiago\n",
            "China,Beijing\n",
            "Christmas Island,Flying Fish Cove\n",
            "Cocos (Keeling) Islands,West Island\n",
            "Colombia,Bogotá\n",
            "Comoros,Moroni\n",
            "Cook Islands,Avarua\n",
            "Costa Rica,San José\n",
            "Croatia,Zagreb\n",
            "Cuba,Havana\n",
            "Curaçao,Willemstad\n",
            "Cyprus,Nicosia\n",
            "Czech Republic,Prague\n",
            "Côte d'Ivoire,Yamoussoukro\n",
            "Democratic Republic of the Congo,Kinshasa\n",
            "Denmark,Copenhagen\n",
            "Djibouti,Djibouti\n",
            "Dominica,Roseau\n",
            "Dominican Republic,Santo Domingo\n",
            "East Timor (Timor-Leste),Dili\n",
            "Easter Island,Hanga Roa\n",
            "Ecuador,Quito\n",
            "Egypt,Cairo\n",
            "El Salvador,San Salvador\n",
            "Equatorial Guinea,Malabo\n",
            "Eritrea,Asmara\n",
            "Estonia,Tallinn\n",
            "Ethiopia,Addis Ababa\n",
            "Falkland Islands,Stanley\n",
            "Faroe Islands,Tórshavn\n",
            "Federated States of Micronesia,Palikir\n",
            "Fiji,Suva\n",
            "Finland,Helsinki\n",
            "France,Paris\n",
            "French Guiana,Cayenne\n",
            "French Polynesia,Papeete\n",
            "Gabon,Libreville\n",
            "Gambia,Banjul\n",
            "Georgia,Tbilisi\n",
            "Germany,Berlin\n",
            "Ghana,Accra\n",
            "Gibraltar,Gibraltar\n",
            "Greece,Athens\n",
            "Greenland,Nuuk\n",
            "Grenada,St. George's\n",
            "Guam,Hagåtña\n",
            "Guatemala,Guatemala City\n",
            "Guernsey,St. Peter Port\n",
            "Guinea,Conakry\n",
            "Guinea-Bissau,Bissau\n",
            "Guyana,Georgetown\n",
            "Haiti,Port-au-Prince\n",
            "Honduras,Tegucigalpa\n",
            "Hungary,Budapest\n",
            "Iceland,Reykjavík\n",
            "India,New Delhi\n",
            "Indonesia,Jakarta\n",
            "Iran,Tehran\n",
            "Iraq,Baghdad\n",
            "Ireland,Dublin\n",
            "Isle of Man,Douglas\n",
            "Israel,Jerusalem\n",
            "Italy,Rome\n",
            "Jamaica,Kingston\n",
            "Japan,Tokyo\n",
            "Jersey,St. Helier\n",
            "Jordan,Amman\n",
            "Kazakhstan,Astana\n",
            "Kenya,Nairobi\n",
            "Kiribati,Tarawa\n",
            "Kosovo,Pristina\n",
            "Kuwait,Kuwait City\n",
            "Kyrgyzstan,Bishkek\n",
            "Laos,Vientiane\n",
            "Latvia,Riga\n",
            "Lebanon,Beirut\n",
            "Lesotho,Maseru\n",
            "Liberia,Monrovia\n",
            "Libya,Tripoli\n",
            "Liechtenstein,Vaduz\n",
            "Lithuania,Vilnius\n",
            "Luxembourg,Luxembourg\n",
            "Macedonia,Skopje\n",
            "Madagascar,Antananarivo\n",
            "Malawi,Lilongwe\n",
            "Malaysia,Kuala Lumpur\n",
            "Maldives,Malé\n",
            "Mali,Bamako\n",
            "Malta,Valletta\n",
            "Marshall Islands,Majuro\n",
            "Mauritania,Nouakchott\n",
            "Mauritius,Port Louis\n",
            "Mexico,Mexico City\n",
            "Moldova,Chisinau\n",
            "Monaco,Monaco\n",
            "Mongolia,Ulaanbaatar\n",
            "Montenegro,Podgorica\n",
            "Montserrat,Plymouth\n",
            "Morocco,Rabat\n",
            "Mozambique,Maputo\n",
            "Myanmar,Naypyidaw\n",
            "Nagorno-Karabakh Republic,Stepanakert\n",
            "Namibia,Windhoek\n",
            "Nauru,Yaren\n",
            "Nepal,Kathmandu\n",
            "Netherlands,Amsterdam\n",
            "New Caledonia,Nouméa\n",
            "New Zealand,Wellington\n",
            "Nicaragua,Managua\n",
            "Niger,Niamey\n",
            "Nigeria,Abuja\n",
            "Niue,Alofi\n",
            "Norfolk Island,Kingston\n",
            "North Korea,Pyongyang\n",
            "Northern Cyprus,Nicosia\n",
            "United Kingdom Northern Ireland,Belfast\n",
            "Northern Mariana Islands,Saipan\n",
            "Norway,Oslo\n",
            "Oman,Muscat\n",
            "Pakistan,Islamabad\n",
            "Palau,Ngerulmud\n",
            "Palestine,Jerusalem\n",
            "Panama,Panama City\n",
            "Papua New Guinea,Port Moresby\n",
            "Paraguay,Asunción\n",
            "Peru,Lima\n",
            "Philippines,Manila\n",
            "Pitcairn Islands,Adamstown\n",
            "Poland,Warsaw\n",
            "Portugal,Lisbon\n",
            "Puerto Rico,San Juan\n",
            "Qatar,Doha\n",
            "Republic of China (Taiwan),Taipei\n",
            "Republic of the Congo,Brazzaville\n",
            "Romania,Bucharest\n",
            "Russia,Moscow\n",
            "Rwanda,Kigali\n",
            "Saint Barthélemy,Gustavia\n",
            "Saint Helena,Jamestown\n",
            "Saint Kitts and Nevis,Basseterre\n",
            "Saint Lucia,Castries\n",
            "Saint Martin,Marigot\n",
            "Saint Pierre and Miquelon,St. Pierre\n",
            "Saint Vincent and the Grenadines,Kingstown\n",
            "Samoa,Apia\n",
            "San Marino,San Marino\n",
            "Saudi Arabia,Riyadh\n",
            "Scotland,Edinburgh\n",
            "Senegal,Dakar\n",
            "Serbia,Belgrade\n",
            "Seychelles,Victoria\n",
            "Sierra Leone,Freetown\n",
            "Singapore,Singapore\n",
            "Sint Maarten,Philipsburg\n",
            "Slovakia,Bratislava\n",
            "Slovenia,Ljubljana\n",
            "Solomon Islands,Honiara\n",
            "Somalia,Mogadishu\n",
            "Somaliland,Hargeisa\n",
            "South Africa,Pretoria\n",
            "South Georgia and the South Sandwich Islands,Grytviken\n",
            "South Korea,Seoul\n",
            "South Ossetia,Tskhinvali\n",
            "South Sudan,Juba\n",
            "Spain,Madrid\n",
            "Sri Lanka,Sri Jayawardenapura Kotte\n",
            "Sudan,Khartoum\n",
            "Suriname,Paramaribo\n",
            "Swaziland,Mbabane\n",
            "Sweden,Stockholm\n",
            "Switzerland,Bern\n",
            "Syria,Damascus\n",
            "São Tomé and Príncipe,São Tomé\n",
            "Tajikistan,Dushanbe\n",
            "Tanzania,Dodoma\n",
            "Thailand,Bangkok\n",
            "Togo,Lomé\n",
            "Tonga,Nukuʻalofa\n",
            "Transnistria,Tiraspol\n",
            "Trinidad and Tobago,Port of Spain\n",
            "Tristan da Cunha,Edinburgh of the Seven Seas\n",
            "Tunisia,Tunis\n",
            "Turkey,Ankara\n",
            "Turkmenistan,Ashgabat\n",
            "Turks and Caicos Islands,Cockburn Town\n",
            "Tuvalu,Funafuti\n",
            "Uganda,Kampala\n",
            "Ukraine,Kyiv\n",
            "United Arab Emirates,Abu Dhabi\n",
            "United Kingdom; England,London\n",
            "United States,\"Washington, D.C.\"\n",
            "United States Virgin Islands,Charlotte Amalie\n",
            "Uruguay,Montevideo\n",
            "Uzbekistan,Tashkent\n",
            "Vanuatu,Port Vila\n",
            "Vatican City,Vatican City\n",
            "Venezuela,Caracas\n",
            "Vietnam,Hanoi\n",
            "Wales,Cardiff\n",
            "Wallis and Futuna,Mata-Utu\n",
            "Western Sahara,El Aaiún\n",
            "Yemen,Sanaá\n",
            "Zambia,Lusaka\n",
            "Zimbabwe,Harare\n",
            "\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## Descarga directamente dentro de python:\n",
        "\n",
        "Tambíen puede descargar el archivo directamente dentro de python"
      ],
      "metadata": {
        "id": "xAlI4T31bFNA"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "from urllib.request import urlopen\n",
        "\n",
        "url = \"https://github.com/mvera1412/TA136-TB056-TB057-8625/raw/refs/heads/main/data/country-list.csv\"\n",
        "csv_text = urlopen(url).read().decode()\n",
        "print(csv_text)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "collapsed": true,
        "id": "ZF7iHxh8DMgP",
        "outputId": "7bdf3675-99d4-4f21-9f2b-9d75a0b4dd18"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "country,capital\n",
            "Abkhazia,Sukhumi\n",
            "Afghanistan,Kabul\n",
            "Akrotiri and Dhekelia,Episkopi Cantonment\n",
            "Albania,Tirana\n",
            "Algeria,Algiers\n",
            "American Samoa,Pago Pago\n",
            "Andorra,Andorra la Vella\n",
            "Angola,Luanda\n",
            "Anguilla,The Valley\n",
            "Antigua and Barbuda,St. John's\n",
            "Argentina,Buenos Aires\n",
            "Armenia,Yerevan\n",
            "Aruba,Oranjestad\n",
            "Ascension Island,Georgetown\n",
            "Australia,Canberra\n",
            "Austria,Vienna\n",
            "Azerbaijan,Baku\n",
            "Bahamas,Nassau\n",
            "Bahrain,Manama\n",
            "Bangladesh,Dhaka\n",
            "Barbados,Bridgetown\n",
            "Belarus,Minsk\n",
            "Belgium,Brussels\n",
            "Belize,Belmopan\n",
            "Benin,Porto-Novo\n",
            "Bermuda,Hamilton\n",
            "Bhutan,Thimphu\n",
            "Bolivia,Sucre\n",
            "Bolivia,La Paz\n",
            "Bosnia and Herzegovina,Sarajevo\n",
            "Botswana,Gaborone\n",
            "Brazil,Brasília\n",
            "British Virgin Islands,Road Town\n",
            "Brunei,Bandar Seri Begawan\n",
            "Bulgaria,Sofia\n",
            "Burkina Faso,Ouagadougou\n",
            "Burundi,Bujumbura\n",
            "Cambodia,Phnom Penh\n",
            "Cameroon,Yaoundé\n",
            "Canada,Ottawa\n",
            "Cape Verde,Praia\n",
            "Cayman Islands,George Town\n",
            "Central African Republic,Bangui\n",
            "Chad,N'Djamena\n",
            "Chile,Santiago\n",
            "China,Beijing\n",
            "Christmas Island,Flying Fish Cove\n",
            "Cocos (Keeling) Islands,West Island\n",
            "Colombia,Bogotá\n",
            "Comoros,Moroni\n",
            "Cook Islands,Avarua\n",
            "Costa Rica,San José\n",
            "Croatia,Zagreb\n",
            "Cuba,Havana\n",
            "Curaçao,Willemstad\n",
            "Cyprus,Nicosia\n",
            "Czech Republic,Prague\n",
            "Côte d'Ivoire,Yamoussoukro\n",
            "Democratic Republic of the Congo,Kinshasa\n",
            "Denmark,Copenhagen\n",
            "Djibouti,Djibouti\n",
            "Dominica,Roseau\n",
            "Dominican Republic,Santo Domingo\n",
            "East Timor (Timor-Leste),Dili\n",
            "Easter Island,Hanga Roa\n",
            "Ecuador,Quito\n",
            "Egypt,Cairo\n",
            "El Salvador,San Salvador\n",
            "Equatorial Guinea,Malabo\n",
            "Eritrea,Asmara\n",
            "Estonia,Tallinn\n",
            "Ethiopia,Addis Ababa\n",
            "Falkland Islands,Stanley\n",
            "Faroe Islands,Tórshavn\n",
            "Federated States of Micronesia,Palikir\n",
            "Fiji,Suva\n",
            "Finland,Helsinki\n",
            "France,Paris\n",
            "French Guiana,Cayenne\n",
            "French Polynesia,Papeete\n",
            "Gabon,Libreville\n",
            "Gambia,Banjul\n",
            "Georgia,Tbilisi\n",
            "Germany,Berlin\n",
            "Ghana,Accra\n",
            "Gibraltar,Gibraltar\n",
            "Greece,Athens\n",
            "Greenland,Nuuk\n",
            "Grenada,St. George's\n",
            "Guam,Hagåtña\n",
            "Guatemala,Guatemala City\n",
            "Guernsey,St. Peter Port\n",
            "Guinea,Conakry\n",
            "Guinea-Bissau,Bissau\n",
            "Guyana,Georgetown\n",
            "Haiti,Port-au-Prince\n",
            "Honduras,Tegucigalpa\n",
            "Hungary,Budapest\n",
            "Iceland,Reykjavík\n",
            "India,New Delhi\n",
            "Indonesia,Jakarta\n",
            "Iran,Tehran\n",
            "Iraq,Baghdad\n",
            "Ireland,Dublin\n",
            "Isle of Man,Douglas\n",
            "Israel,Jerusalem\n",
            "Italy,Rome\n",
            "Jamaica,Kingston\n",
            "Japan,Tokyo\n",
            "Jersey,St. Helier\n",
            "Jordan,Amman\n",
            "Kazakhstan,Astana\n",
            "Kenya,Nairobi\n",
            "Kiribati,Tarawa\n",
            "Kosovo,Pristina\n",
            "Kuwait,Kuwait City\n",
            "Kyrgyzstan,Bishkek\n",
            "Laos,Vientiane\n",
            "Latvia,Riga\n",
            "Lebanon,Beirut\n",
            "Lesotho,Maseru\n",
            "Liberia,Monrovia\n",
            "Libya,Tripoli\n",
            "Liechtenstein,Vaduz\n",
            "Lithuania,Vilnius\n",
            "Luxembourg,Luxembourg\n",
            "Macedonia,Skopje\n",
            "Madagascar,Antananarivo\n",
            "Malawi,Lilongwe\n",
            "Malaysia,Kuala Lumpur\n",
            "Maldives,Malé\n",
            "Mali,Bamako\n",
            "Malta,Valletta\n",
            "Marshall Islands,Majuro\n",
            "Mauritania,Nouakchott\n",
            "Mauritius,Port Louis\n",
            "Mexico,Mexico City\n",
            "Moldova,Chisinau\n",
            "Monaco,Monaco\n",
            "Mongolia,Ulaanbaatar\n",
            "Montenegro,Podgorica\n",
            "Montserrat,Plymouth\n",
            "Morocco,Rabat\n",
            "Mozambique,Maputo\n",
            "Myanmar,Naypyidaw\n",
            "Nagorno-Karabakh Republic,Stepanakert\n",
            "Namibia,Windhoek\n",
            "Nauru,Yaren\n",
            "Nepal,Kathmandu\n",
            "Netherlands,Amsterdam\n",
            "New Caledonia,Nouméa\n",
            "New Zealand,Wellington\n",
            "Nicaragua,Managua\n",
            "Niger,Niamey\n",
            "Nigeria,Abuja\n",
            "Niue,Alofi\n",
            "Norfolk Island,Kingston\n",
            "North Korea,Pyongyang\n",
            "Northern Cyprus,Nicosia\n",
            "United Kingdom Northern Ireland,Belfast\n",
            "Northern Mariana Islands,Saipan\n",
            "Norway,Oslo\n",
            "Oman,Muscat\n",
            "Pakistan,Islamabad\n",
            "Palau,Ngerulmud\n",
            "Palestine,Jerusalem\n",
            "Panama,Panama City\n",
            "Papua New Guinea,Port Moresby\n",
            "Paraguay,Asunción\n",
            "Peru,Lima\n",
            "Philippines,Manila\n",
            "Pitcairn Islands,Adamstown\n",
            "Poland,Warsaw\n",
            "Portugal,Lisbon\n",
            "Puerto Rico,San Juan\n",
            "Qatar,Doha\n",
            "Republic of China (Taiwan),Taipei\n",
            "Republic of the Congo,Brazzaville\n",
            "Romania,Bucharest\n",
            "Russia,Moscow\n",
            "Rwanda,Kigali\n",
            "Saint Barthélemy,Gustavia\n",
            "Saint Helena,Jamestown\n",
            "Saint Kitts and Nevis,Basseterre\n",
            "Saint Lucia,Castries\n",
            "Saint Martin,Marigot\n",
            "Saint Pierre and Miquelon,St. Pierre\n",
            "Saint Vincent and the Grenadines,Kingstown\n",
            "Samoa,Apia\n",
            "San Marino,San Marino\n",
            "Saudi Arabia,Riyadh\n",
            "Scotland,Edinburgh\n",
            "Senegal,Dakar\n",
            "Serbia,Belgrade\n",
            "Seychelles,Victoria\n",
            "Sierra Leone,Freetown\n",
            "Singapore,Singapore\n",
            "Sint Maarten,Philipsburg\n",
            "Slovakia,Bratislava\n",
            "Slovenia,Ljubljana\n",
            "Solomon Islands,Honiara\n",
            "Somalia,Mogadishu\n",
            "Somaliland,Hargeisa\n",
            "South Africa,Pretoria\n",
            "South Georgia and the South Sandwich Islands,Grytviken\n",
            "South Korea,Seoul\n",
            "South Ossetia,Tskhinvali\n",
            "South Sudan,Juba\n",
            "Spain,Madrid\n",
            "Sri Lanka,Sri Jayawardenapura Kotte\n",
            "Sudan,Khartoum\n",
            "Suriname,Paramaribo\n",
            "Swaziland,Mbabane\n",
            "Sweden,Stockholm\n",
            "Switzerland,Bern\n",
            "Syria,Damascus\n",
            "São Tomé and Príncipe,São Tomé\n",
            "Tajikistan,Dushanbe\n",
            "Tanzania,Dodoma\n",
            "Thailand,Bangkok\n",
            "Togo,Lomé\n",
            "Tonga,Nukuʻalofa\n",
            "Transnistria,Tiraspol\n",
            "Trinidad and Tobago,Port of Spain\n",
            "Tristan da Cunha,Edinburgh of the Seven Seas\n",
            "Tunisia,Tunis\n",
            "Turkey,Ankara\n",
            "Turkmenistan,Ashgabat\n",
            "Turks and Caicos Islands,Cockburn Town\n",
            "Tuvalu,Funafuti\n",
            "Uganda,Kampala\n",
            "Ukraine,Kyiv\n",
            "United Arab Emirates,Abu Dhabi\n",
            "United Kingdom; England,London\n",
            "United States,\"Washington, D.C.\"\n",
            "United States Virgin Islands,Charlotte Amalie\n",
            "Uruguay,Montevideo\n",
            "Uzbekistan,Tashkent\n",
            "Vanuatu,Port Vila\n",
            "Vatican City,Vatican City\n",
            "Venezuela,Caracas\n",
            "Vietnam,Hanoi\n",
            "Wales,Cardiff\n",
            "Wallis and Futuna,Mata-Utu\n",
            "Western Sahara,El Aaiún\n",
            "Yemen,Sanaá\n",
            "Zambia,Lusaka\n",
            "Zimbabwe,Harare\n",
            "\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Como alternativa, algunos paquetes como pandas y numpy contienen parsers que soportan la apertura de urls."
      ],
      "metadata": {
        "id": "IJuI3uwCEG2s"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "import pandas as pd\n",
        "pd.read_csv(\"https://github.com/mvera1412/TA136-TB056-TB057-8625/raw/refs/heads/main/data/country-list.csv\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 424
        },
        "id": "TfT457zHEdbz",
        "outputId": "5d88a279-85bf-4a61-a6f1-d8c112e26b94"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "                   country              capital\n",
              "0                 Abkhazia              Sukhumi\n",
              "1              Afghanistan                Kabul\n",
              "2    Akrotiri and Dhekelia  Episkopi Cantonment\n",
              "3                  Albania               Tirana\n",
              "4                  Algeria              Algiers\n",
              "..                     ...                  ...\n",
              "243      Wallis and Futuna             Mata-Utu\n",
              "244         Western Sahara             El Aaiún\n",
              "245                  Yemen                Sanaá\n",
              "246                 Zambia               Lusaka\n",
              "247               Zimbabwe               Harare\n",
              "\n",
              "[248 rows x 2 columns]"
            ],
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              "    .dataframe tbody tr th {\n",
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              "      <td>Akrotiri and Dhekelia</td>\n",
              "      <td>Episkopi Cantonment</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>Albania</td>\n",
              "      <td>Tirana</td>\n",
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              "      <th>4</th>\n",
              "      <td>Algeria</td>\n",
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              "      <td>Zambia</td>\n",
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              "      <td>Zimbabwe</td>\n",
              "      <td>Harare</td>\n",
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              "<p>248 rows × 2 columns</p>\n",
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              "        const element = document.querySelector('#df-1e24c6e3-f7d6-465e-a8d8-ba44a9aa9f3d');\n",
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              "                                                    [key], {});\n",
              "        if (!dataTable) return;\n",
              "\n",
              "        const docLinkHtml = 'Like what you see? Visit the ' +\n",
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              "          + ' to learn more about interactive tables.';\n",
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              "        await google.colab.output.renderOutput(dataTable, element);\n",
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              "\n",
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              "\n",
              "  .colab-df-quickchart:hover {\n",
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              "  }\n",
              "\n",
              "  .colab-df-quickchart-complete:disabled,\n",
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              "    background-color: var(--disabled-bg-color);\n",
              "    fill: var(--disabled-fill-color);\n",
              "    box-shadow: none;\n",
              "  }\n",
              "\n",
              "  .colab-df-spinner {\n",
              "    border: 2px solid var(--fill-color);\n",
              "    border-color: transparent;\n",
              "    border-bottom-color: var(--fill-color);\n",
              "    animation:\n",
              "      spin 1s steps(1) infinite;\n",
              "  }\n",
              "\n",
              "  @keyframes spin {\n",
              "    0% {\n",
              "      border-color: transparent;\n",
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              "      border-left-color: var(--fill-color);\n",
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              "    60% {\n",
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              "      border-right-color: var(--fill-color);\n",
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              "    80% {\n",
              "      border-color: transparent;\n",
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              "      border-bottom-color: var(--fill-color);\n",
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              "      border-bottom-color: var(--fill-color);\n",
              "    }\n",
              "  }\n",
              "</style>\n",
              "\n",
              "  <script>\n",
              "    async function quickchart(key) {\n",
              "      const quickchartButtonEl =\n",
              "        document.querySelector('#' + key + ' button');\n",
              "      quickchartButtonEl.disabled = true;  // To prevent multiple clicks.\n",
              "      quickchartButtonEl.classList.add('colab-df-spinner');\n",
              "      try {\n",
              "        const charts = await google.colab.kernel.invokeFunction(\n",
              "            'suggestCharts', [key], {});\n",
              "      } catch (error) {\n",
              "        console.error('Error during call to suggestCharts:', error);\n",
              "      }\n",
              "      quickchartButtonEl.classList.remove('colab-df-spinner');\n",
              "      quickchartButtonEl.classList.add('colab-df-quickchart-complete');\n",
              "    }\n",
              "    (() => {\n",
              "      let quickchartButtonEl =\n",
              "        document.querySelector('#df-136b6a40-1719-47ca-b1db-e025d556c5b3 button');\n",
              "      quickchartButtonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "    })();\n",
              "  </script>\n",
              "</div>\n",
              "\n",
              "    </div>\n",
              "  </div>\n"
            ],
            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "dataframe",
              "summary": "{\n  \"name\": \"pd\",\n  \"rows\": 248,\n  \"fields\": [\n    {\n      \"column\": \"country\",\n      \"properties\": {\n        \"dtype\": \"string\",\n        \"num_unique_values\": 247,\n        \"samples\": [\n          \"Bulgaria\",\n          \"Andorra\",\n          \"Saint Helena\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"capital\",\n      \"properties\": {\n        \"dtype\": \"string\",\n        \"num_unique_values\": 244,\n        \"samples\": [\n          \"Porto-Novo\",\n          \"Andorra la Vella\",\n          \"Abuja\"\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 27
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Calses y programación orientada a objetos\n",
        "\n",
        "Algunos ejercicios requerirán que los algoritmos desarrollados estén estructurados dentro de Clases.\n",
        "\n",
        "Puede profundizar sobre Clases en Python [aquí](https://docs.python.org/es/3.13/tutorial/classes.html).\n",
        "\n",
        "A modo de introducción mostraremos una clase de un promediador simple."
      ],
      "metadata": {
        "id": "xhIxCfjzGFc0"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "class SimpleAverage:\n",
        "    def __init__(self):\n",
        "        self.values = [] #Creacion de la variable miembro.\n",
        "\n",
        "    def add(self, value): #Defincion del metodo, self explícito.\n",
        "        self.values.append(value)\n",
        "        return sum(self.values)/len(self.values)\n",
        "\n",
        "\n",
        "# Ejemplo de uso:\n",
        "avg = SimpleAverage()  # Instanciación de la clase, esto llama a __init__()\n",
        "print(avg.add(10))  #Llamada a método: , self está implícito.\n",
        "print(avg.add(20))\n",
        "print(avg.add(30))\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "LgI3lDydGJCG",
        "outputId": "32a3b253-5f85-4bce-b978-5c8d7389877a"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "10.0\n",
            "15.0\n",
            "20.0\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "### ¿Qué es una clase?\n",
        "\n",
        "Una clase es el encapsulamiento de datos y funcionalidad que afecta a esos datos. Ese conjunto constituye un nuevo tipo de dato, similar a los tipos base del lenguaje como ser enteros y strings.\n",
        "\n",
        "### ¿Qué es un objeto?\n",
        "Un `objeto` es una instancia de una clase, similar a la relación que hay entre el tipo de dato entero `int` y el valor `1`.\n",
        "\n",
        "```Python\n",
        "avg = SimpleAverage()\n",
        "```\n",
        "\n",
        "Crea una instancia de la clase y almacena una referncia a esa intancia en la variable `avg`.\n",
        "\n",
        "### Miembros y Métodos\n",
        "\n",
        "La clase consta de variables internas denominadas *miembros* y de funciones que pueden acceder a esas variables, denominadas *métodos*. En el ejemplo `values` es un miembro y `add` un método.\n",
        "\n",
        "### Self\n",
        "Cuado desde dentro de un método se quiere hacer referencia a otro método o una variable de la misma clase se tiene que referenciar desde `self`.\n",
        "\n",
        "### Creación de una variable.\n",
        "```Python\n",
        "self.values = []\n",
        "```\n",
        "Desde cualquier método, si se asigna un miembro y este no existe, se crea como cualquier variable de python. Por convención los miembros se crean dentro del método constructor `__init__():`\n",
        "\n",
        "### Definición de un método\n",
        "\n",
        "La sintaxis para la definición de un método es similar al de una función con dos salvedades:\n",
        "* Se realiza dentro de una clase.\n",
        "* El primer argumento es `self`. Este argumento es explicito durante la declaración, pero implicito cuando se llama al miembro desde la referencia a una instancia.\n",
        "\n",
        "### El método \\_\\_init\\_\\_\n",
        "\n",
        "`__init__` es el constructor de la clase y se llama al momento de crear un a instancia. además del argumento `self`, puede tener argumentos extra que modifiquen la inicialización.\n",
        "\n",
        "---\n"
      ],
      "metadata": {
        "id": "y02OefRnJ0Zl"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "## Noción de estado de un objeto\n",
        "\n",
        "Las instancias de una clase tienen memoria. Las variables miembro permiten mantener un estado que surge de las acciones pasadas.\n",
        "\n",
        "Por ejemplo:"
      ],
      "metadata": {
        "id": "cY-mMEUBSGw9"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "avg1 = SimpleAverage()\n",
        "avg2 = SimpleAverage()\n",
        "\n",
        "print(avg1.add(10), \"avg1\")\n",
        "print(avg2.add(20), \"avg2\")\n",
        "print(avg2.add(40), \"avg2\")\n",
        "print(avg1.add(30), \"avg1\")"
      ],
      "metadata": {
        "id": "aKfTZn6OSZQO",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "c3a373fa-113b-4eb5-f23d-9ec18fe6aab0"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "10.0 avg1\n",
            "20.0 avg2\n",
            "30.0 avg2\n",
            "20.0 avg1\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Cada instancia de SimpleAverage mantiene su propio estado. `self.values` accede solo a los valores a los que `self` hace referencia, en este caso `avg1` o `avg2`segun desde donde se llame `add()`"
      ],
      "metadata": {
        "id": "rf-UmkhzUA81"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "## Noción de encapsulamiento\n",
        "\n",
        "El uso de clases permite separar niveles de abstracción entre la implementación de la clase (su código) y lo que esta representa, en este caso un promediador.\n",
        "\n",
        "Se podría en este caso proponer otra implementación del promediador manteniendo la `interfaz` (los métodos que utiliza el usuario de la clase). Por ejemplo:"
      ],
      "metadata": {
        "id": "d-LvmObSUs9p"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "class SimpleAverage:\n",
        "    def __init__(self):\n",
        "        self.total = 0\n",
        "        self.count = 0\n",
        "\n",
        "    def add(self, value):\n",
        "        self.total += value\n",
        "        self.count += 1\n",
        "        return self.total / self.count\n",
        "\n",
        "\n",
        "avg3 = SimpleAverage()\n",
        "\n",
        "print(avg3.add(10))\n",
        "print(avg3.add(20))\n",
        "print(avg3.add(30))"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "2uqy5gAWUp8T",
        "outputId": "af91c6cd-9313-4ae0-9051-3597a6ca7644"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "10.0\n",
            "15.0\n",
            "20.0\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "Vemos que la funcionalidad de la clase y los miembros de la clase que almacenanan el estado cambiaron, pero el resultado es el mismo."
      ],
      "metadata": {
        "id": "urRDJ8exV4au"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "### Convenciones en python para clases\n",
        "\n",
        "Otros lenguajes de programación poseen el concepto de metodos y miembros público y privados, para volver más estricto el encapsulamiento. Al bloquear el acceso a los componentes internos de la clase, solo queda expuesta la interfaz que se espera que use el usuario.\n",
        "\n",
        "Python no tiene distincion entre público o privado por lo que se adopta la siguiente convención:\n",
        "\n",
        "Las variables y métodos con un guión bajo como prefijo son consideradas de uso interno. Es decir, el programador comunica que el usuario de la clase no deberia preocuparse / acceder a ese metodo.\n",
        "\n",
        "Podriamos indicar en el ejemplo anterior que las variables miembro son para uso interno y no forman parte de la interfaz:"
      ],
      "metadata": {
        "id": "UZgLgiiZWE-z"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "class SimpleAverage:\n",
        "    def __init__(self):\n",
        "        self._total = 0\n",
        "        self._count = 0\n",
        "\n",
        "    def add(self, value):\n",
        "        self._total += value\n",
        "        self._count += 1\n",
        "        return self._total / self._count"
      ],
      "metadata": {
        "id": "PeRfZHQHYLGp"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [],
      "metadata": {
        "id": "R0PDe4CvWGnG"
      },
      "execution_count": null,
      "outputs": []
    }
  ]
}