gravity/notebooks/second_vertical_derivative.ipynb

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  "metadata": {
    "colab": {
      "name": "second-vertical-derivative.ipynb",
      "provenance": [],
      "collapsed_sections": [
        "jpyRvgNC9cpL",
        "9fQ_hQzTFqkn"
      ],
      "toc_visible": true,
      "authorship_tag": "ABX9TyPRWtx10qnQfl310FdXkcPS",
      "include_colab_link": true
    },
    "kernelspec": {
      "name": "python3",
      "display_name": "Python 3"
    }
  },
  "cells": [
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "view-in-github",
        "colab_type": "text"
      },
      "source": [
        "<a href=\"https://colab.research.google.com/github/yohanesnuwara/computational-geophysics/blob/master/gravity/notebooks/second_vertical_derivative.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "29do_vK9R7DE",
        "colab_type": "text"
      },
      "source": [
        "# Second Vertical Derivative Technique in Gravity Regional and Residual Separation"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "FUZ_SddgRr7y",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        "import numpy as np\n",
        "import matplotlib.pyplot as plt\n",
        "import pandas as pd"
      ],
      "execution_count": 0,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "0W4VFPSd8cLU",
        "colab_type": "text"
      },
      "source": [
        "## Data Upload"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "I6MBrf2P8AlT",
        "colab_type": "text"
      },
      "source": [
        "### Upload Complete Bouguer Anomaly data"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "Byl6tcy0SeVW",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        "data = np.loadtxt('/content/Gravity_UTM.txt')\n",
        "utm_x = np.array(data[:,0])\n",
        "utm_y = np.array(data[:,1])\n",
        "CBA = np.array(data[:,2])"
      ],
      "execution_count": 0,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "trBwbHKX8HaB",
        "colab_type": "text"
      },
      "source": [
        "### Plot Complete Bouguer Anomaly data\n",
        "\n",
        "Below is a plot of interpolated CBA, white dots are the stations, and black dots are the gridded coordinate"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "Tjkso6iBSiFI",
        "colab_type": "code",
        "outputId": "ec35aefd-d28a-4ac3-91d3-ef4395dbacf2",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 638
        }
      },
      "source": [
        "import scipy\n",
        "from scipy.interpolate import griddata\n",
        "\n",
        "# Gridding\n",
        "xi = np.linspace(min(utm_x), max(utm_x), 50)\n",
        "yi = np.linspace(min(utm_y), max(utm_y), 50)\n",
        "xi, yi = np.meshgrid(xi, yi)\n",
        "\n",
        "# Interpolation\n",
        "zi = griddata((utm_x,utm_y),CBA,(xi,yi),method='cubic')\n",
        "\n",
        "fig, ax = plt.subplots(figsize=(12,10))\n",
        "\n",
        "# plot CBA contours\n",
        "im = ax.contourf(xi,yi,zi,levels=50, cmap=\"jet\")\n",
        "ax.set_title('Complete Bouguer Anomaly')\n",
        "ax.set_xlabel('UTM X (m)'); plt.ylabel('UTM Y (m)')\n",
        "fig.colorbar(im)\n",
        "\n",
        "im = plt.scatter(xi, yi, s=5, color='black')\n",
        "\n",
        "# plot stations WITH STATION NUMBERS, started from 0\n",
        "n = np.arange(0,len(utm_x), 1)\n",
        "ax.scatter(utm_x, utm_y, s=7, color='white')\n",
        "\n",
        "# for i, txt in enumerate(n):\n",
        "#     ax.annotate(txt, (utm_x[i], utm_y[i]), size=12)"
      ],
      "execution_count": 0,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.collections.PathCollection at 0x7f667b82e588>"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 300
        },
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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0MEGZwA3Y1wnc/cCe3VBSpsrLlZSpaYs7BvItl4bsD09GCuPVVu9zx9mHfK83\nne5cmVYDKg16gRSjxlN0tAez2p5vdNLZns7ipulC56v2JSAQVBo60rynjNHNTt7PTr7KH/goo/Rk\nCWLDkETb9zAin8bAYIQhDAze4vWs5X+dT+V/r5phK9nOzs4ZtzwPrWT/ujBrBOxUW8lmuB+F+uvV\nhdKbCw1f4uBz54//GTFouElxL/9RAlm/C467Aep3jYvYytWweity8cWINVv50I9We/fBFLJGNTR8\nC2o+D/XfDNDff4Oaz0H912xcDzHW8CPlulP/QxvXpYqAJ9erD0G5Ehp+rlyrflK4XoknYZ4SK9Z7\ncut/rqYPePleXK/t5bZtvdbrAaj5JdT/Qsf47RZf8drwgnJrqu+wrVeXTu/PtiB1nYITEsz5x5vg\n+ATnjsA1K2oZskbOFxVBUfGEUfSGhPeOKseofz5VjbSPVChOSW12NM4ANqAcqy43pz3XzeSeAzSO\neu8Hqw8XoNbtfPwLNNj762zXGUk1JDR0uGwzj3Yt7vl4c6WuM/rrLTTu1T374GxzZYfGF5c1YizV\nPF+tT7avWdyKpTDUr86NoX6oWaq4ryjnrvpXXNrt01XawPeaML6Q4MJH4ON7G1n3e82/D/kc5xo0\nXAo174D6Jhh1jpWSOvsLVtHHFXQZp3NBw19YUTPIBfVDGD6dMAzJuoYhGmr2cEX9HgxDEqGKUs5h\nkCcw6MVgCIM++oxHubyhnfqaPVxb/zyGoUTsKL9lrk2UVtOFYUhuaXiEa2vu56b6+7jXuJrH+DZ3\ncDND9E/ow7ENNYeEjWoQK9krr7wysOV5b28vK1asmHLL89BK9q8Ps+qpoqWlBV3XPW3hdF2npaWF\nVCqVk7t//35isRiV8zVaXtDRky6Wr2Zdws4/t9Lygk4qDS0v4M61+pBUnJzcORrJaC0vd7WSSuuK\nW+BiUWu12wMtz6l2j327Kb5EgYqaLFqv7GeXbFRfm84un/jkRi6/bFt+/S2ycR05rnoftLyibCBb\nXlHTGTtbR06sPgAtfzG5f1HTGWtUR5UAX66zv/lwB6HlTcW99cebufyaG9T2AmUP68FteVNNZ+ww\nbdHXaeurc9v6cDvnaBx17rnUSHj4dw+ij+qe9rB6ClpMW9KWEVXwfkFkfLBWwQkJSp/eBQKKvngD\nQ8uX88fWVoZTKYqSqlpBRIBMjWW9/u4EnpCq3bueaOUrqRSYLlpDrdmvyPcDO1B2qzvMaa9x23bu\nE6aZgFeQvxOXdbOR7QPS7P212l3m0bBuuG+zINyRxVDiMXjQrQ9xJqYO6Aa8XK7xXFsbhVGzsP9F\nthzT/dncyfY1w32mFcbGVB0JEYsAACAASURBVHWKVAp2tarjZsDkDihDA5vbqkKfDju30Fmocfuj\nbUSjUVKpFJ23JIgb7ulIE45z+7XJce3T90PLdvPatB30zuz9CyDpZIz/RdcNnmwxSKXgyRaDTl0S\nX+A+QLdTl1ncSKfgmPiDWAOz/sz7KeRIhnkGXdfZ0TJCOgU7WkYQegd43FMK9X283NKJkZK83NKJ\nruuMLuhjLjDkOOIH9CFeb3kLIyV5rGUrX9avIL1gkWu7/Xo/W1seQ6YMtrY8xhX6l5nrcXEY1Psy\n3MdaHuOz+rWULXCvk9uv9/NYy2MYJvfL+hUTbHIB+vRB3rHmb4Dxe8sbvMzvuYf1fIYCCoAUv+Gf\nKOip5OMn3Ub7vg7+9MLzLLq2jYoF2aMxrYh1tz7CtpZtpFOSbS1buVt/J5ULitAQmUoQVv6x1NvZ\n1rKHdAq2tTxKi34U1R4HeqeeznCDagZye7GEmAHMmggsTK2VbFVVFXfffbey2KzTJlq+Ws4wpzWj\nrVOcnLazqHl1J+DPNduOnW3aly7UFFcynqfotIG02Sq+vMMUX0772dc3qa/NJ+Tvf2/TgfXXkW4Q\nL/ewgbTzrX8nYTs7pdyubMvV+ck2+Npy5cBlrwNrtWu3Z3XaYdoEyZT0tYMJDwdZ29av3SEN7dsv\n8pM77+LOO+/kxRdfIO6TdxrvnWg1ahd20Q+sBwHCjExfvX49+3WdixMJ3mxqYvcJJ/Dy8ScwtKEp\na/S83e50aafOboufSJB2jLAPYiXrxg1i+eppo0p2nqrTnvUYn9QXX3vWAFyv3Fg3O1s3XrwaLju7\nlsJolHIzqp2Vl2q9mZmCvgIqpeSiBFzflBnANcF2do53u9qJyi66oqKC4jlRtOM8cmjjLtcQv2tT\nlbKQzVjJ+hwMQaxkvbgLtVXAeC5tIUcywEOk6aIqXsDKuiIiUVhZVwQ+95RU/G0cW1dNQVRwbF01\n5XGl+N3KbJXFS1hSt5CCqGBJ3ULK4iWZurFOlMZLOaJuMSJawMK6JZT4XHRK4mUsrFuCiBZQU7eY\n0nipJ7c0XsqSugVmHxZQFi+hhDKOZjkljC+jLF7Cr7b+DBi/tyzkSNbzGTZzK4/xbe7lOpLsZX/s\nOWLHygnbwA2x+BwSdRVEooJEXUXG0neMbrp5LCNeAYjHs/ZDlc+Bbt9noZXs4Y1ZU0ZrOqxkAYzR\nJGJHE6LDMco33ginNStv7rEkxtNN6C9tCW4762cla2tbjiXpebSJ2MAW/3bnM26rWAlibgKq10Pn\nZhiyiTG5GpZsxNi9Cf31bVPTXwsdituZ0tCW1iI6XaoW2MRRvrazU8a1CU5DqmhqfG4wS1BPriMH\ndkrXK27j9kF82MZ1RvOOuQQ+eWcmFUKODCK+8iFoNY9fZ+WB/WRZjTpLxWYisCZeWb6ct9raPC1f\n7aWtLLvV0ZGpsZJ1coNayWYsV4Ps31yWq1PMdZYls1vUVrgFhSzL15gGv1IOXiJHZQCjawr6eszE\nMlpZtrMLHQ3ZNcE8DfmvbciCKMJII/77SnjpQSjSXX+TZXNt3wbOt08LTO5+JWbTLtvL7sLlZiXr\nuR1s3AKhUcnTSLOawW7eTdqR17pfN8BxT7HXh7UqGxiGpE8foTxelOF61Yk1DMmAPkRZvMSzXQvS\nkAzoAwzHj8y5btIwGNIHqImP5OSWG92ZPswV87IqJ2zmVirQeIvXGTD6mL9/MedWfZCF4igKKWKE\nIX7NHfTyyIT1cm4DJ6worGFIkvoosficLK6bmK80dPbrBlXxgpzrJYz5pJKncGLsP0IrWQ8cDmW0\nZo2AnbY6sKNd8HBCucDY4fTmduNMFgfadtBSM/k47wRFb4C6sTNZI3Y6ar9amMoyWm5wK03mJ2Cl\nhOF+2HDMeA6sXcC67H+3Oq/7T19N5caNdG/axNA2F6MHB5z1Wb3qwEY0jZLaWoZaWydEZZ3zAVdu\n0FqwB30Ef55wbnfX/uZTm9UNkz3fqzR4KEcZLad4dPZ/qQbHngsXfgcKIuq65iyRl6sGrIuAtWNC\nDVjGBaygmiir6GA3lbzksiB/CKoZpIFhnskSrxacItRNvLohl+WsF9xE7HibanlllLCEhbzOW/Qz\nNIFXleNi6BSJR7OctWygiBJGGEKYFRmsMmBD9E8oD3Yf12RZ7OYDP4c0r2i0n/uZhQhVLOV3QJQI\nHnlYDhwqdWCPF0J+/yAtq+EwELCzKgd2WuAlHkd1NS9WCz2tUydep7ttO+Yz9SJ2WQ7nLpi5GrG5\nxGuZNtFZ61BCLvHaAQw9qKxto8Ug03DVGe7i1QVOESU0jd4153LEd5SpQel557mmADixdzi3sIxo\nqjKBiEaRqVRWuxFNo/Tcc1loLlem0yoqG4lM4M4WWIK1tyOgeAUlIrfmUf91sue7ZVdbVqHyYJfX\nZi83iBtXv67qFBdElOHGSFI9iPo55h0g7OK1kqeBKGWk2c278xaxOhJ4KNhyp1m85kIVXYxQw41s\nyAjJm7nDVcR6oZRSjqYmY7IA8BavZyonqHJiZMTsQpbwGrsYop87uDlj0DB3kuIV1LbzErE9xFxF\nbBfVOUVsMSvIR7yGOHQRCthc8BOPe3TYM0UXYOdNy/L9nm743dTKEmoA2Jubob/Ng+RATyuQUuLV\nSKnC+26YjIi114id6htgmQafc9ix5itiu8gvCuu8Nk9FBLdPh8+foOpuPtGaXX3AB27itXRnG3OL\niikoKUEUFJBOJhmpraVry5acmsUSsV7R15La8coE6WSSktpa+rdsGRe2xbblDgwghKBg7twsrhN+\nbleewvAQQ2DxCuPCMceDyYS2gopYy+EruXvcYtgcxOULr+38Ruu44Ya0mXBMM1T9V5XDmqaPYlaY\nlgJT8zrGLkSnW7za3bv2+dy+T6aUAgoooYghRljCQnbZXMP8UEopV3F1lsnCEP1Z4jSJzno+41oG\nbIh+XmNXoGhoLkyFiI1QRTErMtFzVc83RZq+UMQe5ggFbC4cyOvuA1nOgdxs8/EzB/ebWllCleAC\nVY7rkeXBRKw9evxKDucuax2DbmOPGrGBkOtedUStEq+WHesRtaqu6nTBrT/Wd0GErN/6mKO/Sfpw\ncoiYyKpaZCRKpLQUaRgYg4PIVIpe83V+O7kDb34WskOtqnh/2lGZICNs7csdGQEgPTY2oYqBJZQt\nwW1FdHPZsR42yCVenf8HEbNBRGyVBr830wbSKfjoGqhZGjxdwQ7rPO83DTeOqIX+abaJtiHFU1iC\nBVKmgPEXR3YIqin1SB/wEq/TATf3Li8Ru5c9SNIMMYKBweu4Fet1x3FUZkwW7NFVGBenQFak1VkG\nbCrEq4Wg+8kN9nQBe/7ybt5NMSs4gtunrJ8hDj5CAXuoYioFbRA4b2qLPEpxBYEVPS4HfERMBkGj\nsVaN2HxzYINc++zRIbsda77IFYUN0pd8hKyFA3jQcst73fNYK0stgZlO037llbz+4IOM2URhEBHr\nhbSuKhM481qzhK253IEHHwTcc2AtRFYp4etnxzrtUdh8HhqDREHd2su1wYNGZb1ErBV1La9Q4nWe\nmTZQszS/dAUv9Ovq3DopwDk8RftK0kk3p7vmsOYSR4JqYmwn5hBA4C9e7dHXYsqpZhmdvMIwvZOO\nvtrduyxhOcQuV+E8wADf4ZuUk/DMgfWCPVXAzWTBgl3MzhRyRWHt6QJW9N2qIDEQMCUkxKGLUMAe\nLrBExnTfgK2b2pubVeTVWYorXwQVp0GjsY4asTkR9MHdHh2ajhzYyQQQvITsZNrK4zXz3mFgOFtg\nvukRzTxQEetMBfAStoBr2kDmd6YdKznsWKcM+YhVO7wGXjnF5GTEqxs3n/SCrKhrWv31mQ90XmkD\n+e58K1UnOsk8dg84B3DZqw+Afw6rJTbdhKyVfuAUQPmI13V8HUEESZrb+WdwRCuDwpmDmjTr/sbo\n8RSxAzxFfx5PwjF6GMI/upoLQaKv1XT5plg4MZkobBfVRGzpAvboe4jZgVlTB3barGQna6E6XVwf\ngZdlJZsjwmNo0B5x6YN14+xvU2kDL30Z46HltL/RNnnrWw/R7bodXKxsM9yptpLtAKMd2v8Msh3Y\nnW3HOqFdPytZO6/TsXyf626gNrvUn2FA+1/ysAQd8eDajo1e03HJzULVEph28WqVsLJTvTTSpOxh\nbcv1GqjlbHfvcLYdqz19wLlubtHmTLt2G9VlCbj2JvVpwe58Z9moBt0XYyBjGvxXG3y1WX1W2gqX\nWu1WmhaxznYtoVihQW0jRrnmvX8dvzPiHn11iuQVtUgz6iojEbjxSriqybNEl+8x5sYdAFljDggr\nqlD57Ism1oSdKivZiVw5wR7WDrugMgxJR7tBu3wVpwByilfDkHS3jyClnCDKqlmGIMIc5iKIsMA4\nir72wYD3H5nFHaKfzdyKMAvNreczmXqs5UY3/e39ru06qw1Iw2Cwvc+3D1Z0dcDoC9Rfw5CkOyIc\nLU+iGGcB8GzMNzrpbh+hSuYWuvOMRZzQfyHl0t3EAcYfIAxDsr89WwdY6QJvcnVW9DzXsZC9bgaV\nlZWTfWQNMY2YNQJ22qxkg1ga5mN/OBVcl0L3eVnU2i0Yr3Ph2kSs8cJNNFzdduDWt3EXrt92iDu4\nXvasVQlYc5P6dHL/HW/bSlO4ZSxXHzC5Hbhv36BWshbPWr7PNdqQ0HAX1Hwf6u/y6avF/Z7H8t36\n+gDU/AHqn8zdrt1C9Q1HyoddnBrAtcCHgGvMaTeexd1AfvawB8qVuk7qN1uyxKuXPWwWqjSMcxq5\nUGrU7IXL5yeQD+6Cq2+AB3fB6QlVB3VNI1RquW1U7f2NaVy/rFHZvlbVIufMUaP5i0vgzHOzuV7t\n2sXrD9uQX2im73ttrPyTFmj/NjwJNX/y6KvttmzsbKV3NEVvMknvaApj64Mql9pDvDa84nKMuT18\n2s6ddbe1ItMueey2GrCZ60KQ6415HXtXYy6uzFi+Xlbf7mkl20lVxkp2Rc0gTfV/4hXjXRkB1OGo\nUmwYkusbtrOhZhufrX9uQrudvIIkzSiDpKXBv1z479xc8xM21d+b08723xvuncCtQEMiKaKYAgo4\nkgRLjJP4+YVb+VbNbfy0/i6kS7uWiJWGwb0N/85Pam6ewHW+ijcMyY8afsHNNT/hh/W/8OyvYUh+\nfuFWPhr5J949eCkXyK97itj5Rmdme32xfjvzfS6Q84xFrONW3l76IS6QtzJinOzJ3W9UcFXDS1xY\n8yxX1r+U6WsX1Zl0Abt4tY6FIDqgr6+Po4466mhPUogZw6wRsDBuC+cFNytZX+5jj2bZonpyXSxU\nDwrXJrTcLGpdscDFgrHQhTc/z3aDcG03t0DbwYzGulmuAkq0fmwXrL5BfVYlsrmm5atnf4ehRYeU\nVJ+6M1/Xvn1drGRd2wzIA9D/4lj+X/CMsHu268LPWq8e0PfaZjqir3b70self+C+B3geZeP6vDlt\nh7PErNMe1gtBuRFNg8ZG9mgaaWCPOR3xcBpzs2adAOu1+W33cM+Lr3PG6tUce6FyH0MUqM8LPpIV\nOe0s17JtVFMeHa5UZgPX/7iZ59raaBsGSspUuLCoBG74ARydULw1je7t2l/RH68GGorSCkQkymlv\nr1X7d9R72+qj6hhISWgZ9OjrfLUdkqfU8o41a7ikqYlEIuF/fUyp9jLHmFcf4tnH7q+f09G/kYD7\nmlzTB7KuC7muN7br2B+fUFaybuikiv26kWX5ul83iFBFKecQsUVNI1ShJz/A6y9XkTK5uq4zwEMT\nxGsPMZL6KG0tSdKmPWyfPpLFGaaXe7mOLfyE2/TrefrXz2OkJK+3vMWA7p2XareStXOd+anv4oOs\n5SP85vZHqKqsYk/LXgYyF8hsVNHFkD7AWy2vI1OGL9fqg936do6+lyo6J/zN0feykCVEo1HmlZYj\nZIRqlk1or5qurO3V1pIkqY9SbVaEcKYILB48AwQUmOfh4sEzPPuK3slzLf2kU/BcSz89tgPdmXNs\nPxZy6YBkMokQgkjEw385xIxiVgnYqbSSjd+/0N8W1c7NZaE63dwOiI+6WL56KIEJFow+qUiBrG/z\n4cbzXDcgvtTDcvVE20Azczpe5mP5asEUffFiqNMgKtRn3Kt2aUcOK1l7XwPy6PBZvpuVrFu7HmI3\n3gt1MbPdmHJK8oLdvjSXjWslcBLKxvUkc9oLk7WH9eJa5bVOaG7mhbY2TkokeMGcXtrWhnARsW7W\nrBOwohbmzKGgdB4lJSVsffRR+nc9qfITpKE+9+wer4MajaKtqM22UfXavsvVwLLyigoKo1GuvPwS\nQCqLKyGgeC7c+QTc+wJ8tRntvjbWLtHG213saO9FNdBQDiSR6RTbn2xVx00Nnmk68TmOY8HZJigB\n/VAbsduaeWzrVra3tnJsr+5vOxt1tOtjJes8djVh5rFb4nWuBkc0QrGWfV3Idb2xXcfOOsPfStZp\n+RqPayzldyziWyzld0SoyoxYPyH2Hdra2lj4Ns3TltR6bW3ZnfpZow7Ty2vsokBLTbCH9YKblSyM\npxFs52G2cR+CAooLSigqLuLTV36a09ee6GsPWxMfYWHdEgocVrJuA6HK4iWu1rdOlMeL6ORVUqkU\nfQO9SJGmk1cAJohTL3tYC3b+UOlvQYJhnodDpb+dsOwYPcTooTIe5eS6MiJROLmujErHSWkXsflY\nycZiMaLRqG+UNsTMYdY4cU2pleyPhcm1WRoGsQQ9FLhFLpavOSwYhd/Aqf0Et5IlD27HJNbtNYfl\nqhWBtfDD5dDVhtHpY/nq8rpdH1biMWcftGC2s4HsaTvyWH7cxrXa9Qoa2NsdhXi3rV1H9NXe3+dG\nJtq4uuW2GqjIa6WDa2GBg5uvPawXt6yxkUXNzZm6sXu++U1qrrkmMz3ykaZM1QF7Pdh0h56xZrW2\nQ1YlgioNtr2uXukLoXLivnUz4tHNcN56+O1m6OlUEVibE5WxXx+3UfVauUqV8yrN0l7imgsQtz86\n/gMhYHhQieSSuTDQi3HnN+j87XfRBnVETFNR1xdt9XwrNDijFuPVVvQOfeJx43IuZ46FOSbXuWPX\nNKroclkFsi9Jz6ebiD28BeH31LHApV2YKKTdjl17QMwyJ4mMO/cZg7q6LizzuY6ZB5p1HZufyOY6\nB3FZqQGW1WiZeBeL+FZmcNabXA0w/p3s44WeKymIPexq+WofNNVhzM9pjWr93sse1g1uXGcpLQEI\nCpgjixmVwxgizR3iywzR71nWy7KdLY2XZtr1craqNPRA62YYklRnMUdrJyLFU4x6tGdx7fawc4gR\n43h6eHHC7+YaR1A1eDb7Sx9lQLyR+d6tv4Yh6dFTVMajnn21BphZx8Lq+F9yW+9Kyemnn25s3759\nxsOwoRNXNmaNgJ0yK9kH3quK7/vVLz3U4byJ5LBg9B2pnK9zT9BC6ZMp++T2m6qEisT+aTN0tcGI\nj5tWkGW+LQFnrofHN8M+l7q3U1UFYjLr71epwe075371ELDgXrM1nwHsFiZbkSAXnM5df16zhqO2\nbs1MD61UA7ey6sFKSeqRhxj71tdJ/1FZ4LqW0Vq1Gn7xKCDU6/1zl8MrbdnnTb62rV6/OzoB6z8F\n77tcRXhTKaXYI1GVXjDcr0b93/El2PAVNdBJAFefCSMBzUQg9/Fl37mm0M4I9HMSIH3W0Wsn57KC\ntWAXxssa4fxmNahrNAmPNI079/ldx3LYyLoJWDvc6oMCrjVDLf4Ya+jnecboDmxYYMdUOG857Vx/\nx2bmE+c0zqGIYkYY4tfckSlvFaQ2rZd4hfzquU6mVuscYryT2zNVGv7ARzMi1k3Y+vU1H1jrdYJH\niTAnTjvttPT27dtnvGpTKGCzEQpYO4a7xm1Kf5mYWhFbrClb1YMhjoO4+eRTZsdPkLqNzQwqevMV\ncbn4czX4ew83raDi9V9sEd1/WD5RxE6FgJ1qcwyv9pxJqSaCiFfnz4NiugQsKBFrL69lTceeHXfe\nir6nkZI7mhHlFVkjjAfftYb0H7d514FdloD3rYf7NyvxamG6xh7bha0GvO9TcNG1MLdcCduxUSic\nM16HebgfPrtMmVQERb4i1hpU9viD/iL9QASsU+u5RGAz10f7b3M8hOcSsOAuYu0OTX7fLeGhjMja\nwQfMslzu7frhQEWsm5kBMOE7e+mrHmKUUspiatjLHgYYz3vNJQiDCtjJGg3EOYNTuZ5CShljgJ18\nlQ6emCBsd/J+xuie1DL8sJpgmmHlypXpHTt2zLiAXS6E/M+DtKwTDwMBO+M75JDBE++Flc0wx4wE\naLXjkYADRbEG72/LXxwHNTNwiuMOH64dQRXKHE05a/W0QplHv0sSUL0eOjfD/LZgInYydrJ+WHSA\nblpnOswbzlwPv7opmxN020435mnjdrG47BMP8RoUkxGv0w1n3VhrusKWu5ypBzs6CoWFCDMtoPAT\nGyl9dZt346+0wTdumvh9vq52QdGtw0tbYA7KMe3+78L5n4bhATXAa06xmYMrx3O8j6lVVQGCIl+n\nu89/OytNwlXE5vOEEuQ8GdThvxJT/nAf6+13FbF2uBWzt6xG7SK2mBUIIkQpI0U/ZZyEPkMF/O12\nrvYarX51W99Gisu5JiNwv8M3s0SsH+wmDECWIYOFA7Hk7eFFJGnGGECSZoB9xDmDKGUIIhRSmtnm\n3Tw26eUcKLq7u6fOWizElCEUsAD3C+jVYEVKiVcjpS6mUwWtVonXfMSx32ti+43BSxw7hZbzRhxU\noRRqcE4biKjyL9+RgDHHTaYkASvNC/oRN8CO5cFFbI0GIuDNK5fgfb4V1rq4aQW9gT++GdbZzBse\nn6R5w3Rjnga3mPvk71PwscR4jiT47ltn9HX/6atZtHEj3Zs2MbTNR+AdJrDqwUYu3UDJV27JRGHH\nvr8Jn3FG/phKEeslAJO62o+nnQsbvwMFEXUcRqNKxKbH4NVJXpO8zpsFqGOlUlNpDYWFUFqunLeW\n12Y7b1Vq8A5HPq5zGZPFsD7xejhDD4luqQXDPIMkTYp+JGn6eX7S7VfRecBR2HwdsBayhAiCIooZ\nZpjF1PASL3pGX0soYyFLSKKzjmvNKKi6JgoKkKT5Df/EPBZg8CRWAQqrvXwsdUfp4Q98lBjHM8A+\n6vgmggiQRmCQZgiJcUDbfCowf/58nyGCIWYKoYC930zgHtaV+JuO1/x6qxKXQcRxELFlF7L5iOPJ\n3IjLapVQilZAKqmmux3tVzsil9Xr4Y2bcrc9R4MGmzj+zwNM23Bz08q1Pe1Cf1+bShvwy4F1/iZf\nTEXE+Rhzn5RWwEBSDfRp3eIuXH0eIiJnreao328FoPzii/nzmjUzKmIXF3unM/j9xgmp66S+8TUG\nH2+h8BMbGfv+Jv/oaxAcqIgNErlM6vDw3bD9QTijdlywHmP+n0/6gBOWiK1wDAw7ToPvtynxWlIG\nA70qAmt33rJyZAvN1BznA9NhgiDuT17Wozv4AGWcRD/PZ6UPTAb21/JTkRfrllZgj8Jml96S7GVP\noLYsuVpICWMMIxBEKWKUQRr5KgIwSPE832GMhxgz28hXyI7SQwdPEOcMW9Q1WIT4YKGgoGBWVWya\nLQgFLIyLCrdIwIHCer3/P2ugfKm/OJ5MTmixjzieitfd/a1KXKaS6rPfRXx3blaRVyty2WlGLnMN\n6IqZQqywAsaSsKwWdk1y+1tvsfr18bSBIOLV+rSLWGfawKGGJ1pV5HXAjDS/2BpIvDqjr6m/3wiQ\nec1euXEjQ9u2zUj6gCVEg4rYktWrqdy4kciPNmUGaDmR/uO28Xk+54Fzu3jmyU5WxOabGFykZ6cK\nWP9baSOWmA2SgmP/zTzg/9lyxD+WUGK2MKoirwO9cNc3YPN3s9MHllscxwPTLMSwh/XoGN22V9jB\nI4y5kCvHNIjAXcgSCijIDOxayJKsCK0z7WCAqGf01dmWRDDKYCYCa5DOCFmBQCI5hWsx2MgOPpCV\np5qvkJW0AilS9GPVIolQAqR4G0cwwMuuv5uKh4CcfZMyrKN1COKvW8De718+44CRT+7rZCNzf9Hh\n+wlIBIwc53sTHtNV2kBZrRKvzvQBgKE2lTZg5cAOOQbBeInYHlMcj5niuKc19005aN5sUPFqnz4U\nclv9kOmzPi4+XmyFlyYXDevetInyiy/OvGbv3rRpavqZJ5xRVGvaS8iWrF7NUVtV5JiLL84M0PKC\nlyD1spXt7ZhCEZuvePVarpU2Yl1L/s0coOh2PliitX033LB1/Dd3XqXEq12ImrVl6U+qyKtTvAK0\nmxz7A9NU4mAOcM0By3rUOZDLC34RXXv+qD1nNB8ESTlwmhu85TKy3p524CcnnW1t5laOoCgrBzZO\nMcu5KvObCMVIm8h09jeIkI3RwxhkIt3D7GUFPyCNgf1Bwg3Oh4CggjafVIcQhyZmjYAdG1MeyIHr\nwD6xUNUN9BE6B1yv1eP1fhY3x/XaMJTzVFb9UycGdXjabLfE0QcPYWYYoPdAvDLAuo3o6O1b/LlD\nbfDGTe7teohYY1in894E2lG1iJ5WGLWNPnbWa7VvM2dDjnuMIUEf8qmt6qiBmqllmUPEZtVs9eEG\nqgPr1mY+9TyTunfaAGB0gW5AvEC16ybWhrZt489r1hDbuJHXN21izrZtgeq1+tWBdXJz1YG1xKph\nOmXZ67V6CdnYxuzIceEnNnoK2DIN2tPj2wG8hau9D7lErFFJ7jqwtnYn1Et1wl4v1e14OMa8lsxV\nAxSNmlr0p7eoYyxurmi5Q7RaDZSUYwwmERKEdAjRpO1h6LHWifVtF5DNseXAZtarJsCxYJ0T8x3r\nNXfiQ74xqKN3m7Wki8wBpML94TlTB1YLco2WGLqOiFf73ifSdNFn/D5TMzZIvVZnrdRiylnH1zOj\n6O/lOobpdeXmand+XGe/8E7BHKKf/zD+L7HkInpibzIs/F+/O+vLWjmv1gCwrGit0UevvjfT32Ee\n5C1iHM9HiRClgCJS4UfI/AAAIABJREFUDIIc4019O+WapEooQekmZHuIZdWBrRQTrdbm0Ushu9nN\nuykyTmFf5w7Kte5A20vtM//tBcp6NqmPIOO5NYOpK8IUgkMQs2anPPvss4F8jRsaGqhZvDCYz7bl\nyf21SXJdcl+zuF8J0O6PoOYWqP9hQG6Q/nZCw1VQcyHUXxmg3enifgkWX6JTf8UWDGfkJe7gBt0X\nEhrugppfQv0DDu/3eRqc2qjyAC3ukw4/dx9x0/CAR7tO3s+V73v9zx08pyh3a7PDvQ+uffURrw0d\nULMX6jvc+2qJwoFt2zi3qYlV27ZxOeD3nswArgU+BFwTgLsBaADPdu3i9b2jkBiBxtGJ/V1cbOMC\nnzUjxfYBWq59kNnboafdX7z69WFCu69AzfNQ/4oPd4HHfrMjTpZ49TzGXjXfVgwrF64Lb2sdP8ZK\nNfhcG2xshpseh0ihErpSeSQM9CXpHkqx7rsPYnwhAd9vys5jNR+GjELde72sByabeM2sl9v5YD9/\n7eeE8zq2yPaQXxDFqK6l4VtQ81FY928asqENTmuGlW1qQKl9PxjQcCnUvAPe1ZjreiNZ1zDEippB\nrqjfw3zD+9W9YUgub2invmYPl9W3Y/gcDIYhuaXhEa6tuZ9/qX8kw61mGYIIc5iLQFmrenGDtFtp\nqO1eQhlHs5wSyrK4tzbcxYfj13Fr/V2e7ZZQxhLjJB7c8DxPf7yTzeu2UmyUsoEbWcsGNnAjJZRl\norUDRh//3nDvhP6O0sNOLuJFvsgO1vOm8WnWrjuF1YufydpebukR5UY3Nza0sqFmGzfUt2b1tZBK\nTufnGXc0w5C8v+GeCe16bS9rn129zuAI42TiHrnKhiG5vmE7G2q2BdIMvb29pNNpT06ImcOsEbCQ\n29dY13VaWlpIpW0+2x5RlixP7lfUtGe7XlxrYNgjTZn0gSzuX1R01bPdAcXJm5urv0loeU55iLc8\npyKmntyeKeI6XrvqSbUPsvaFExUJWHkTXYWJ7O3rtx0GoUU3Pdp1Fc0Cxl/BfrIZftgGFVq2T3wu\nT/nh8XZfRiN5YqOKerkt3/R9b3lTTWfgONbsbWb11W35Qfu6X0VeW0Yghfrc7VP3dT+wA0ibn34p\nyz3A8yb3eXPaDvvb8nza7QQidav5SXMzkbrVnlmBi4tVO3ds28aaNWvYfM897DnHO32gk+zt4Jdt\n2Ak8IRX3CenP1Q1oGTDbHVCR2AkwN4bvfsvneOjT4fMJ2NSEflWCXz+nZ46xZNzMJS9WohWAwSQY\nY3R+8UwuuaSJRCLBr9t09A4zv9ZlEJY+6lgvH6/grPVyO3bLNEiocyTrnHBex97Mfsjv2reb2DGN\nVM7XoLIWiZkjL6Iqjcneh/3Qsl1dQ/74BOg+O61TlzzZYpBKQWuLwUs+K7dfN9jRMkI6BTtaRnhV\n937V3KeP8HJLJ0ZK8nJLJ336iFoeryBJm/mjylrVixu0XWuAlV1sAgzoQ7ze8hZGSvJ6y1sM6EOU\nUMbxvJ0TWEUJZbbffoTf3PEwd93ZzG9uf4QFvcdkcl4LKGAhSzJ9sLfr7K+OpJvHGOI1ntG389Cv\n92S2135dCUK3V/k9eornWgZIpyTPtfTTYzt5yjgJawAdREklT8naD1a7fvtsfqXGPbfvZBHfZim/\nI46kis4sMd2jp2hr6SGdkjk1A8A73vEOXnvtNV9OiJnBrBKwuXyN4/E4dXV1RCMOn22Xn2R5ci9T\n057t+nGtgWFmhHECd6n78kGlDdQdaXKPVNOefSjLo78xqDtZeYjXnaxe93tyK6eJG1P7YMK+sFCW\ngPfvgpU3UH35Li4+LzG+bn7bYS7UaaZHu6ZexQLZr2AjUTi+dqJPvJ+fe7Fq721xjba2NmLXNquo\n14JE5kadWb7N9z0+19nQxDYn9NVt+c6++tT0jhdAXZHKDzpDqFfiFpyv46uAlUDE/KwCCjWNqsZG\nCrVsgV4JnGRyTzKnveDWrhcWnrWaR7Zu5eKLL+aRrVtZeNZqT+4pRXCmgCe2beO2S5so98l91VDr\n77YdcnGP8UkliVdDXani1pWq1+1ZsCl5+35bu0wj/reXQMMlcMzE3uQ8HvqU+NRGdeqqTV41xP6y\nW70/H+oFYwxuOhO+1wRfSFDd1UZP6xa6O/XsNt2ueXOgrtJst9JxPlRoUDv+9iLreHT2dZ4ZEW5S\n50g8ro2fE87r2KDtIf9/1lD9d1u5+65m2traqJC7Edhy5O0DSCMa8SMbWfsujWgEzjoD4j47WIsL\n3l5XQCQKK+uKqIqrW1+EKko5h4jtCK2KF3DO2hrOP7+Rc9bWUGnbwc68yfJ4EcfWVVMQFRxbV015\nvAiAYXq5l+vYyncy6QNeXDe4cY9jvqvYLIuXsKRuIQveFucjn7mUI+NLTLF6Oe9hAx/hRo7iBAoo\noLhApQ2Ul5czp3gOxRVzPPNnrXbtfbDn/FrbojIe5eS6ssy2JR53F6/EEPFqEnUVRKKCRF0sa9v2\n8zwGRmYAXWHsWVbWFU3YZ26oihewsq6Is86qpai4kGiBEsGqqoTJMYXssnhPpt1cmkEIQWNjI8lk\ncnY4Ps0yzBonrhUrVsidO3cGy4G9K6Lyq5xUv7zLyeTA5st1e3UcJAc2buO6teuWAxvLIwc2n3xZ\nP+5+F24S931x3E1w3A2Z0lzGji+jP3LTxLxh5xiLDo88QnvtVCMNm66E7Q9i9Oi5/dyt/kpInthI\n7OpmxNwKGLYGZsgs569AObAd421m9dUvJ9uZr+vE/mzu7o7snFJwHxhlz1WNmpatmBatrYkEY7pO\noaZRXltLT2sruq5n5cBa84pMhyxQrllFtbXsa22lXNcn5EjaB24V39FM4YcuzuS0jv38HoY3NHlu\nB1mtMbCqlrKnWqHTP3rillsbhFvhNfhq/jjXNQfW5XeGhM65GtpPX0CUmQJosAc+f8KE0lieObAu\nberDEI9riFvaoKBQ7ZCbzpxQ/s23TZe0lgnnQ4Wm3lrYqxcU6d7tntqo0hksQ5HmJow/bVHnxBEu\nfbDOtyMaoV6ZyRijScSOJpUb78yBXaTBkW1AFEmKjj1rqKpeCkZrlgWu08jAMCQv6ZWZvFa3mq9p\nuohQxdHydyCjSGGwQ4yPrncK2E6qJpXXOhluBYtp5CsYZoVUe7ksKxUgIiIgBAUUUGhWPh5jhAe4\nh3P44P9n79zj46jOu/+dvUiyJOtiaVaAZQKOwSyYu7MYExo7hLaJesEJ1A1OCSG3Ng253+ANjZOQ\nlF5ImiYf+jZtKCFxWtOQ5maSlEAgEAMKYCAmCwZMMAYjj2Rpdb/sznn/OHN2z8zObSXZGL/68fFH\nrPbR2TOzszO/feY5z5cECepEA9NiEtsocZPxeYBACIJeL9tpVE62OrygjSFsWzBkFWnPpKq2y7vP\nwmpg07TTzCmkuYcSA1pda8xa5P52zjZ/gWFU44C9sQcsm/Mye2J5hmQy+agQ4ozQwEOgBRKXW0dM\nBjbtUHeilEgk6AoyYlo9moyFrtboC9+8xXpevxy7+CDN17ug4uWIDXovXnRacTndSxK7t8ptC/Ir\n6pblYpOEAV2LPOOOWPDJLHxNLgDi/TfAv+VJtJl01YfMd82l8IXHYM2lJAxo39srF8JMaifeBier\nu0ze4kwY0HUsGItNV3bWJed9S7SYdJ3bg9Fiun5f1snnwSe3wMnnyXHrwZgx4fwe2Z8T5M8zeqDD\nhNXnwT9vYWLFeXRlTNJv6sEwTQzTpHBBD0nTJGmaNPfI/wd5EuhE+p9FuRxGKkWqtRUjlaIllyNt\nmuTyebJbtrAmn6fLNF3mNbdrFyd/73ss37WrPP7yfJ7uLVtYnc+TMsNyn5Ua1qiaVgDDNFn8aJ6j\nv7mF5kfzGBFjJwzIGDGPRyc20Lx6YrvS0ea1PO6pOYx0vfxCZiQg1SDvCnhju3yO3aDXXwRG+c5C\niwQedC0Pjg06h3hjvZ+HlblK94JkSvaoDRv3GadrgQYUSRjQ1RSxXdqagQTFysLO/dvcC7jqc0AK\nkq0YpMkcez/Jxi0km/KQyGKkeii0HFc1/IFEJ51dSW2hVaXnq56ta+B0DCNFKrEYw0g6t7aDV60n\nEgatXQ0xrz/VsQ200M1ZNNASGNtAC2/kswgECac7gG42j04cTzKRpN5YBAgENsL5r0SRPeS5ic9x\nGzfxTePz3Ja4iZuMz1cZVr/5Lu5qxDAMV1bVm4lNJAyWdFWuwUO0lf/5jdneJU2593nVrkyZzkTC\ncL1nQRqgk8GESWtmiGeNN/AiHww0r2rck7qGYnsGZGXNgg4zHTFdCOZVcVs1vRyvX2urp8O9NVSQ\ndudhYBUs3wi7t0IhACoA0iB+3MkQbSxKozpiwWk90PMx2PaP8Ng2+buxgqQcxelpueZS+Ktvy/9X\nP+//TgWWcGA3vO+eavJXB3J19YecjK+WnXVpuQkf3yWxodOT8IkT3Rm5k8+D6512UeveCt/4JNz2\nY/iveyrIzyvOhxvvkdsuBCxuBaDxT94KIzJDLEolhIDGZBJRKknzmUwiikX2/umf0nThhQxv3cp0\nPs9Er0SxFgsFRLHIcG8vLZqpLRYKtORyDDhI167LL5dm1zAQ6TStl1/O9G9/i5FKkWxtpVQosCiX\ncyFgvSrd9yvGLzi/DB0Ia4mVXC3nYrS0wnCB5OocxZ/MX0/SwM4DEN4+K8r0DvRCaQrEIvm4OFlN\n1prNZ/UZx/SNOwtFZ0PrijrfqVZbY86t/KjXGPEBiig1mnLh1ou9snxAlw6TEVpXEq+mZL9QSgXU\nfQDDaEUwTLLpfkDQTolBzkZ4qpkbWE07lzHIzYE9X+XPaApUNBQhuo1WULcCr/RFYdOMs4x61w0t\nv/ZXJsdiIHiOJ8pGVbXSOuCsAI2CIHg1QGe5nrSfjnImdoi2cpeBWqX+Nuh1wuRXquCHCPZqLvjb\nl1NpA5YGV57Mr2qEyrwcWjCwQVIXk5fLyHpf/5VqRHVFgQ28KuRhx+bouGVOhqihVV7IX52T98U/\n+iP5/Emvg+v/WJpY/WLs19NS389//Cn50zCkOfzjT8Hu77hhCUEXarW6ut65jbosV/kbpVPfImty\nDQNS9bD6LfCL/6u9/vvcr3/5F+DPPy2v2Qr5+Qcb5bYvboXpaXf8okaMdBp7bAzDMEg0NlLS/39k\nhFf98pcAdF5zDbtXrWI6n2d3NsuiXI49vb3MWBbDPqZWqWXNGtcmLVqzhsJNNyGKRUpO/ERvtKly\nQQfC4h6Uc2FYjl16cJ57kgZpLuY1g7MI6yRYdaH83c7b3V9WMp74uOcddWdhPmhdQSpYcFWNr6F/\nRpSaTXiP1jLr61l/E/v8NrkP6pwWWkO9gBZXsmBPVmZiZ3bDsnsQFEAYYCgzO0ID72GSryPop58O\nGljNq5A3YFv4Y57jksCerzaG6/ZkXGOmTOsIfbyRz5aNqUKves2s15h2soK9PFw1rt+isA6GywbO\n2/5qgtGySfWTap1VT0MoBMFPYSZ2PhVmYmcLL1BzbRt2THrIWpEFHf5aMLBRCjOyh6IB95FgXA+2\nntduWaos1Ptvkc8pM9fzMfj5NqogAGFIzB9dJzOvqk78R9dVx3gv1Copo1ZXTzlZq+d9jFaH53Zv\nxnmsDMyPbpCZV/X6qTQYE87rOo3nb9kKf/Z+GCmAEIh0ayV+YhwxAaIoW8CUZmYQpcr/k5b3wA3D\nQNg2LRs30r95MyXLYnTbtjIacsay6M1macnlGHZMrdLeL30Jc8OG8u3/A1/6EiXLKpvgCa0udj4k\nLIuxM7IkV+ekmZ3HsUOzr0GKY16VRiy47zvhMbPRiIfcNRtF3fWZj9dYpn2pmyrIL3lPB4zpxUw/\nknWXEZQsGJd/WxrLYiRzCHs3ycZ7sI0RDJpYxPtZxHsZ5GxkVvYygDJBqp3L2McHXNm6ATpp57UY\nJEiyCEGJZk7BCjF1fqbVyQuTZpGDXv1C+Ya+nmX1M6Z+UovCvBldHXSgwwrC5M26Ci1zW09DuZVW\nmIJM7Gzll4UNet248/Kqyrwu6BWvI2YR1+rVq8WDDz4YL3guBC51kq+FsjUbzZc59rs4Nmfh1T7U\nLD+lzXAKV62Kk4ENupB6f6+fM1Ujd5UhOq2nkoEFmYH9eYwLsHd/rblUZl5/dJ3MvkZJv6vovV3q\nPcd3ZeFj2gXnU6sqC3DUtp58Hrz5w3DmG2SLJFU20L1c8uqfsWTt6+k5eLSXsbYTy7fi7ad3MXRa\nrpwBVYZS/X9paKicgQXKGVhdUVjZLipY18EbbmDiV9FZVC9563DQrEoHajGvs4mJS5Obzy+53tec\n7di+5x0TPumTgfWLXdUj+78qzPRTm2DQ+fxq+73o/VvDZGrxh1nE+0mwGJthRngn+/i1KwML8ByX\nMEnlmqHMUZp2zuS75ezpXbyTaYaoo402VjLEkwAkeE2oaVVG2fv7e/iqK8uqlxoANdO7GmihjrN8\nF2H56XhW8SYuL2ddf45cb3ABl2DELCVQ0s3iXE1skIGNQyMLmpOS17ym1HG+Ip7/MQzjsFjQdGbC\nEHcfohKC1snDfxHXgoGdreorK2aZLsg2MM/HzFBE3SKcT3PsPcE3Z2HdTuR9aCERsEEmNm3KBuJG\nWj5+bE204Y3SwTKwfs97a2Dj3JYNu2BHXczDS+Kkpkx3yUFXFk7fCHdsda8e98611YSunDStCvXp\n2ZfeJv1BKFZdddksLRs3lmtgvYpjYGvV4WZgXxbzGtcYxv0s1DJmnNfUx1Jo2lpKFILmssynBtYv\ntjskAxtiYIdamjHopJ2HUN0FnuHCcneB5dyFQQOCSXazjhIDDNBZXv0+yuPMMMgijqeTC+nndgYQ\ndHIWp3AlBglEGcsRbFr1sgHd5JYQ3MTnaPTBvcath/Ua3ov4EpCKbTz96l6P4jiXqb2Nm3yzuV5q\nF/gbxjAFGd062lhKd/k9mK288wk0r33AeQsGNkivBAN7xJQQxEXJCiGwJkzMBsu9Ilavt3IWD4S2\neRLOQgKnAbfd1ytj/dpoeU6ytg1W2hnX73qgIWjFdIGhxhxtE9vmp5XXsitwCsXknebMFRjPfdw/\ntjknzWuqBSFsOO1+jIdXhGZi7aRJwcjRRi9GMaLFUdj+9Yntt03ME3IY+3wWgOixqr3Po9swHgv/\nUhEL86nHBrXH0sxrYOszn4Vd9kt5rN2b5Zj6eN4vOQUL+8ltgfhSr3l9fjIa4wownc+zf/PmWLGA\nCyV7VIzY2OPOst1VWKxhmhhn57Ae7GWJZcV7fzX8bmRs0HHj/bx7202FGE3fY8xrIPcHvH4A3jhu\na65y7GLICCdWtZ9TX6bVAsnZjDsOmTELI6hsQMXaYPVZZO7MYrQ75+Rm/8+7bUuAQUZDyQr6GeRs\nUqymyIOUHLpDvX0aAkgm0pSYZIbzGeTeqozrb3gXp4p/B5HkKOOtYECCNEnqMTAoOqtbUjQwzTgI\nmBLjCKPETw13rWuBFwDKt/+ftAewLIvmTIerLRVU18MusV9N3rovFFH7ADc5f7OISXuCo4xX8azh\nv+hMacwe4Wv9V7HCPImXjOeYYLRqEZjqB6u30Wo0Fvsu+Bqgk3bbit0ebL+9hLS1j7ZMXTm2jjZe\nx40YJIEiO5Cty8Lac1UfCzJ2iYaHDTKv9j6n3WNM/DxHkFc6knTEtNGKg5IFGB8f591bcm6UrKq3\nOmuL/FlnllGnCmlomz0yTmnagl9kYccm7F9kWX+tJVGn/wR2J5UWVz7mVY277motVpfTTkZMFxge\nL3LKX/XODmfrd6Ece8YF2PvSN58JHne0FwEIYWMYCSamwG6qbv1TnkPSZOSkPMnsFoZX5rGTwS2O\nqvZDxLZtuNEk+Zd5xt+4BfHuvDSDGu2nHBuE44yLZw2agxmCiPVuVxD+Vy3sctpu2d25WGMC2C95\n8KUhd+tsEY1xLccSHtvliZ1PlKw+31owrnFiDdOkaUce46YttDySZ1Or6Rursq9e7KwtCMy+2pmQ\n48bHvLqOx5CuX3Y7rP+e53hYrhHk/i4Pi83w49aDIo6LQA6M1QEgiVS59VfN46rj/F98Puv6fNV5\n7B2w7mMW9kvbArsR2Da84Y/guGw1SlbQzww/xXLOdrYteNeGn1MYnGZ0bBhbVLoLNHMKBklSNGOQ\npMO+kKlxg3SimdJUkoRIk0LeNigyic0MNjNMM44tSmx4+4VcsmEjr7/oHAbtvezl4arM6STD7LCf\n4/r13+Zz3d/khnXfx7Ldt2z0elhblPjMhpsjEbVy/5YYGRtmbHCcv73oXyKRq/+y/vt8aunX+Ni6\naxmzJbJRLQK7jZvKxlTFqvl22a/yBSnYtuDa9ffWhMj92Jm7+MlVJo32MjKcQydnY5AkTRMGsnWZ\nbQs+sH4XG7of48p1uyLHVbEKOxtmXsvI8wjPIITg6quvBjgtMGhBL5uOGAML0ShZ27aZnJzkvvt6\n3fjStpzMiilkYVuujDptX2Jy4/+4zW1ZTo9Cy7J4atjkD97Yw1MDpj8W1VEgQlU3u047maFtm8ie\nlGVfnzV7nK1XL92KmB5icnKSoaEhrv/arcF42BmL/p1rGB0dZXh4mInJGfr3Bq/6Lhg5jESKlpZW\njESKguFjdpdE7IeAbcPMkUqlaFrcikik4PgLXbQfZWJni2d9Km1SOEv2kfWNHQ9BxGrXoVD874u9\nsobVabvVv6vXPWbYXIsezKd2zvVmX38zFR/jGgf52uX8S+NGyc5mXL/ygVowrnFjk6tziHSKptZW\nUqkUydfkqmL10gEvftcKWp3cFYKH9fnC6Doe+z3Hja4Oz7GjjrFlOdkyTTOQkXhafbtq+Tz4xQa0\n6appXM9np79gwooe+SVUyTmGXeexqPPCAYmQLRblz6envNg7qSQdiMJ6fvPrKbLZLJsuvZQ7rYvK\nt6lHedzpljqKoMTugZ8wNTlDoVBgYnySkphmhjFmGOU3fJm7eQf/41C2vmX9NT/9z+386Ic/5oHb\nngjFw3qRr3XWC67ndXrXt6y/5oHbnohE1O7jMb5l/TWbHFzwQ7c9zpg1ETGHPhd2VkktAlOlAd75\nPtP/hG+WNgw569WINcXQUwaP/+a3XPd/vs464xucyf/hFN6PwGaGMWyndZnEzo5SKlKFnfVKj1XY\n2aA2Zy7keYRnEEJw8803Q/RNpAW9DDqiDGwcLNwVV1zB4AHLjS8d6pV1VgpZONRbRp2ee26OhvoU\nibqKufUq4+BFv/MdiUDMhDANIxGq6gI0adE2sI0TWq3Z4WxXBAROWxiPrGTzJy7mlJNXcsJRVjDy\ntQs6m/K87eIV/MVfXMoVl2Yxm4I/7G30Iuwiw8MFhF2kjQCzuyTGfvBsGy/2UiwWGRspSJDAKJXW\nWcmUXMAF/jjOgDpChcMs42E/XclyVcX6IWI7qKp7DcX/Pu/0x9yyCf4hi1my3GPq5k6fc58sGyjj\nS+vlbe4g1YJxjROrwAcZ04w1btI0eVVPD683zVhzmAvyNSi29GAvxkyRsUKBYrFI6de9rlhv3auO\n3/XFw0I5He2LIA447ZSPxyC0sB7rPXYacXfYECVY1ErmZLNyjLdBphvfuz2u1zcCkK9nVL60+caq\nNl0OmlaVD4SO69232mfnTaeamJ/Jwx9vkS21PCbWdR6LOi90SIRsKiV/mplqj6FoWye1fZUn8nmS\nKdgzdDdNZiVDOsMgO7iYXXyaHVxMunMPb75iDZdd9jY2vOMc7jbewSN8kbt5By9yB9MMMckwe3mY\nxWYd7/7oW+k6OhOJh31VZqyMZj1u7VG+sWrctDkZG1GbNifZNfQAA4P9HLf2KJoziwLn0JxZRPfa\npSRSiarYRTRzPKtYRHM5Vp9vwixWZWn94qIQuRdd9gbS6RSLF7cABikaMUjwOF919vMVzDDoQtSe\nurbZhZ31qj2TIru2rRyrY2cVkU3VS2dO0pDnMTzDCSecABByj2FBL5eOmEVcc0bJBtTA9k+ZmBfl\nJZpOFGXZgPeWVqYHcdYWjHQrYqaA8fAmSY/xynkN+4DEccat/bSeiahr1WNHpHkNjF2ixYbhYbV7\nx7Ytsx2ZDic2ZGVPTTWw/QE1sH63+1+CfrQa2EEq8IJSET4RUJsXsebEFlA4q4e2T2/BaHL6yP7f\nTe6WQdpt5kAcpj6mtwY24na/NQ6Z0ZB90KfF9rtrNL3ZV5CLt2qqPw2JVVQtw0HLPp3NYllW4Lje\n+Aez2TJKNmzx1sGoaw2L9Vu4Va6B7YzxmdBrUCMWdNlmBFo4rH56AHl34YQLYcNXgaSsuf9kFmu/\nFb/+tNlzjAXUttZc1+qNDfAC5eP87B6Mt2mY2R9tqmqlZXdqtfz6vlUlHdrvpjvdNbBefOwEl3AM\nXyHJYkpihAeHrmambXvodWKINhfu1BurMnvlelSRpCRK/MD4MFNGyG0ywLI7GLMmeFVmbN6xs3us\nJpoziyK3TdiCMWuMpkxTGeUaBDSwbYHoT7nqZYNe3w8566ej7CLruJGEkSJlLKLEJDZF7uYKprVO\nBFGIWn2b1BwK1jTHZcYxDKO8mMuvlMC2wXoSMn9kv6JQsq+URVyGYVwCbAayQE4I8aDz+02Avujm\nNOAsIcQj2t/+EFguhFgV9TpHTGFyrSjZKilkoSsWMoucWlePuXVpyMGLzjjZwSGfzKPW1zAhinT5\nGWEVp71WIgFdJ0Rulpwv0BW0ssZTz6eQr77yXJATCeiK2cUkUbJoJ143BoWSjRubwYJnnLFHcUME\ntNXRCnEZa1wD2nc7Wa4ImpFCxMaZa9di50FEZxmF2EQvNQjIGCcM6EpWHgeZV6jgYeMoLFahZRVV\nqymXQ4RQtbzxSx0KV/cyM7R3a8KIXkRvmCZNj0hz3FgsMnZGNrQPrLAsxE+3SbsRYV7VHLqCUrre\nz4QBXcsiJgyQcT6XTQHPe1LTrmOn/LwlzV4iDQ2LYXKExKtzdI0EvA+e7Uuo6etzyDqlCTr845Ft\nNX92aoptAvaRYQzTAAAgAElEQVT2ujGzj/eC54Kc6IeusIOhj/L7kUiEx7poW0YRo/0JjBh3gxXu\nNEzlelSjkWljHJMTfCEE3nEXdzViEFRL4o5t7YrXskONGyTVPWAXg4wlxmjuchv9ozjOF2jQlFjM\n5ZloUpd6/TgdCYqJAr/knbSxkjH20cTRDPGky7zq4y7pSvuO4wUnlBG1yLII1RNW9akdamkum9hE\nQjaAicOYXkDJzko7gTcD/6r/UgixBdgCYBjGqcD3Peb1zRCjf5ujI8bAHjQtAQ5Um1uXpmOYXL3O\ndqYgH3vH9Dbv9ppcnyxx7G2Iq9n0RZqtaiVzeeVH+9EVl2ZUcOAG5/i0CtIvjnHaZCnNF6lQz3bP\nZV/NUgotG5eq5Ref1IyniGE8gzQfGNmD0jIrSOq1mk1/Wlstx1N6COqbJaSivhnakLf/n+mFRbNo\nsecqTSjCcG9lvrOlD8Zp4zXqg5kdpXpfqI4KAZ0V4qrEgIu2NRNhXqNoUnpdZVwIga5aW07FVVif\nVJVdNUjyB9h8lX9izPnGrAACQV0IgoztbKWyodMMsZ8HABhjj29sENzA7z1SPXrH2Ec7q6pacemw\nhWJGa6W1oIMiIUQeiEoqvhX4L/XAMIxm4CPAe4Bb4rzOgoENUy3GzyeD65JPnW2VwkxulLmdj22I\ne6HuIrpB6CtNhXkgDc1WQSfTVhNO9PR+dRSWfZ1P1UrV8ot/1YaeORtPOMgY2VrNa9w+r82mu9Tl\nH7LStNViXgGWOwhaRZZ72y1gz7jHrEV+RtI7d6W59k/WFWTmB4jeJweo7XzmqMQAY9wZ2Qy/VhRq\nEB3rYEnv/xr0Wn59WismtIFJJllKN7scGAOo7R6qQtECgcY26DXDlmDOB63LT3oLrhSyJEEwww4u\ndg6rypxUFlbVw77SDFAyPUti4Gy0h07DMPTm+l8XQnx9Hl9hI/Cn2uPPA9dDjNsTjl5p79+h0xLP\n/881+xUnSxtmcuNkcL3qqoGidSgzr7WqVoBB0O9q1cuRfVXzbjXhX/PyNm+xCK/Ponjwfub1YEqh\nZeNoqVr4c8c2WgEa5s94zhUjO28n/lpgF8tylcWGkwX5OOyuQZB+uxXOu6aCCRaluY8ZdQdDSd+m\nuRx7QWZeKY6J9Si134fG5ShoFfpspY+nm8mosoH5UBjkQBnzoDpWZUInmcTG5gX2Vo2vTKw3u6ra\nax3FcRSwqgyu/ppQDIQvAC6SmV+5gJ/ifKloY2W5BZdAkKKRIqM0cwqD3FuO8yslWFCo+sNqYA3D\n+Dn+7cD/jxDiB2EDG4ZxDjAuhNjpPD4DeLUQ4sOGYRwXd4ILBtZPft/y58vEzrYUIU4GV1eXomg5\nGdsd2WATezib19lovg3e/F4H3Qqa60qnRrG5FUYLEhV758uUIfaoVpLWXI2nd6zZZG/nrXSgFvMK\n7lv1paJ8PJvjaSAP/7YKTt4Iu2+HS35QGXO0hjHnWtriZ2bjfjGIY+Z1Exu3jMAwMZI5RKkXCG4h\nFaZasq9xiVnzKS/koJMVVcY56Hb/BKP8M19hKd28wN5y+UBcKRPsZ4711wyaF8AxlMpZUkGpasHW\nXDTEkwhKzDBGikUUmUBQKvf5VbWwsGBi51NCiDfM4c//HPhP7fG5wGrDMH6H9KUZwzDuEkKsCxtk\nwcB6NYtbVPOqIJMbJ4MLlfk3OxnbVCsUC/LxoM+46iKdzkLzRhjdCjMaUjRpQn0OpnqhZLn/bj7K\nCObji8HBkN8F00vH8lMtBiFsrHt74SNFaV5nivCo/MISlH09GOUDfpotBjbKeLZkDl5m+ZCbV+9t\ncv1Wff3szTsDebhns/z/r2erkaxxpBvd+TSzceRn5v0UJxOrFnIlTZJNlS/qBqsRNdaZxjGvevY1\njpmcbwXV2+plEWG3+8cYc5UN+Cmo5hSCzbH+mgTUAXcyQBvnlLOkM4zRxspyDexcNc0Qd3NF1aKw\nRq0GVjex5e1taY690HVB8yfDMBJIHs756ndCiH8B/sV5/jjgx1HmFY6gPrAKJRsl27bpG6zciXOp\ny4T2HkibTiz0HdBiQ8ytbRM87lxi2+S5WrQjcYrFbfLnEqr+2W3afEedjG3RydiOui8Wtg19SSc2\nnYVjd8KSa+TPdFYGJU04No/o2oLdnUckwjp0auMeqGE/1BI7EjNWQN/UPMV6Whz11UePawvoGwuJ\n02hJtoC+CSdWN3CDFrw5C1dvgguyMCBbHO0XMbcLWY0Wp0lenNilDfJfTXOoMXaio7ZxE2vOo+Gm\nLSTPPS8wttmEvlLAuJ7Psy2gbwZEDGPmet+85lUHbHRlsbtz7H+yF1EXbTTjHuf2qEXfjm2IsTmM\n2UFVL+PAYzeAehd6nOtzENDXZyH+vtIHOahu1xbQt8fzmVA/PV927bocQqQwDNmnO0Vw1x/bFhzo\nc18ngsyrbQsG+6Z8ryleM7nffopC32TM64+YVaxf/1fdvNq2YH/ffv5DfLaqT6t3G4UtGO0b9Z2D\nN9a2BSN94+wTz/qaY1Vi8Ev7K9y8/6+ZEP7kCT1LKkSJ3+1/LPY+CHofdE0zxEv2/ezte4o+cX9o\ndrefDmd/2bE9AwvJvppkGMYGwzD2IjOr2wzD+Jn29O8Bzwshds/1dY4YAxsHJWvbNuvXr/fHl6pb\n7idugTMlBrWMm7tSi/UxsbGwqM1ZOHEzdmM2OlYzpL5z8N02T+yUJcsGdm2qKh+wbVj/Ueh+Lazb\nBHbzRvmE4RwO6nF9DkEKI9nK6ESKq76Wq20OcWNjoGRdeNYobGVcPGxQrF+P0E4N1fvNgPkOeLCZ\nt4DdR8Ww1or5HLTgB9vK5vX39vojVF9aLEEDSdP54sX8oWShknU9GMhXkJ5IYVz/hHjjvnP1eTTd\neQ/pP3srjXfc42ti9XHLeNiQccuoXr/jJuOJ/V/o/h6su8sTq98mT6YRV97PxMYtJD+Z56LvmbUd\n5wGxdids+LHJe3b2zNuYdOCPsoVqU95sVh/ncVGyN1rYv90Wal7LsWHzdbZtwxW9DA4VGRuTX9SL\nPOgba9kdNWFJr17/MJd3/4qr1j3Mftt90tfN5PfsD/PZ9T+sCaM621gFOfCWK+jI1+vXfZtn7N8E\n9msVtuDm9d/mK91f4+Z130bEwM6qcf/DrjbHAGP2CFeu/xJ/ufTbVduldx24myt42P4iF150Nm9d\n+mOuWddb0/sw11hl+G1b0LO+yGnd4wso2YMkIcT/CCG6hRD1QoguIcQfaM/dJYRYE/K3v4vTAxaO\nIAML0Vg4y7LYvn17Nb50Ce5b7obEoJZxc7/BjVv1mNhILGpzFtbthBOvwXj9Tg6Qdcd6s6lqXB15\n552DrrRJoa6Hp14y3bEzliwbmHHf+rfSsP1hZ9yHYeD5rfI54XyQR53HUxWy1sxMkZv/sxcr5HZ/\n7Pl6Y/V95r2NvN8Hzzruft417mQIZtM7By+SMwyH6UX1esvInNux1jhsf8GJewH669y0o6q56jhO\nNVef0gzL9keovrRYggOO2bKF5fk8SdOMhYdViorVSwYOBvK1JVONcZ0Kua+nxn3v+94HVNq0pN/7\nvshxdfxu1WdYR/X64Vn12EmJhfXFCuu3yZFZ7abFEmfLMbnq40Yf13ucL6JC2NL+9RdNbvxxnpu/\ntYUbf5anf4npG0dGjhGINg57fX27XKY8Bcty4Whl77izjY2a7wG47Q6LbDbLpZdu4qXnsoHlA35Y\n0qDsa8GaJr+9QKkoyG8v+KJRlZm0LIuntvfHxqgejFgv8jUcJTvG3u0vYBdt9m5/gbGQHVw1br//\nCbLOeqE816GnDDoKpzqL3Aaoo40M51BHG9MM8ZT1S3512zPl9wEr+CzifR8KISdzb6x33A76yyUE\nByybHdunKBUXULKvdB1RBjYKC5fJZFi7dq0/vtRzy72N3gpu7lSqcavaBTASi3qMO8P50Ss3VsZd\nHrw9mXbC5wCy3OHMPG1nS4zt0UeZwbEKhdkBa89yxj1L4mLZswoOfF7+VDWwJQvjhfP53i3/xLrX\nnc8JyywyHdXj1TRfv9goZKSO2IzCcQ77YD6DYnUkqI7D1E2xY0wzkxri0ouI1WoJM6OVMd+0wsT8\nch7euwX+Ng9TpmtsF45TzTWg72tDvz9CVQcHGKkUi3K5eUXJ6rW1BwP5Ch6Mq4PJDapbVeP+6w03\nAJRvAc786w3lGPW3fuMCvndRMilY2+5z3PjhWY/1wQorqZrXLZvgq2swxAxjIxJny4u97uPGO65+\nnIego83lORrqUrS2ttJQl8Jcngse04uYjvv6x0riHB341q76opWDxp1trPdz5o11zmODgxaDA9vo\nXBJsRGrBkrZl6siubSWZMsiubXWhURtooZuzaEC+OS2Zel/kq58OVqwX5epFyep1rU2ZpjJKtnvt\nUpoyTYGx+rhnv+kU3m9+kTdxOZfzN2XcrD7XrqMzPJHP84dtH+UivkQTx/I6buQMruZ13Ci7EDj7\n9qijTd730YtDseve96Et5GSux566tsn1/nprXzsyCc5cW08ytYCSfaVrASULlQta2t12KhK3qnTA\nQdP5YVEBlmbhzEp7EvuhVVj78tHjQvQc2ntk2UOqFVEsMPTQJtpmtlXHesxmFR7WT6oGlhTCLmI8\nn8WwLffCrhet6nHj7DOoRsn6ZF9d445BZioCO+vcKu5vNDFPzWE82St7vAbNQSFBuz3j+rTQqsJ8\ngnshzP7K61svQGZ9D8Z1W6CpFcYK8HeboNeDzdSRpPq2aOZVLW7y4lZfmKxGt+7OZilZFvuAIaAd\n/z4nrjkQjp3Vs7Bxka9xYnWTWsa4JqpjvYu71LhHnXsedX/5Pmb+9QZK9/0qHA+bACPIyXdpseq9\nMAheyKdi4+BhG03so3L0P92LaYSjb0E7xpaH7N8GE/GWPMJIYYgixq1ZmAw5xhViuiXgc+b3+s2e\n1290zo1a/9bIfaCPW0tsuzaHV5lg5kD0Ql2nTAaMbYUJ+SXbNuV5bEm2Mq6Ok1WLrwborMKShi3e\n0lGyA4a8JRDUfaBW5Ot8xXprYBXK1S9W31YdJavH+i3gUuOelnkNbzLeUV7EdRs38Sw7y+bQtgUd\nhVP5w7aPUmc0MsMYz3Irx/OW8sKtR/gi+3mAlN3Ker5BwkghjBI7uBgrwB+GIX29arEHXe9vGDTC\ntgUHLJvzMnteUSjZ1fWGeDDqhD5PMvbMHiV7qHTEFCbPGSULlVvu5dgQ3KquJZA44MGi6n83kYcd\nq6BzI/RvJTGVjzdunDlomWNDFGk3eqtdiM+K6lh42PocODWwBgVocEzrsXnkoVMEy11fG3ufHfCg\nZCNWoJcRmyElAeXYNpPMv2n9Jt+dDTSxCQO66qneZ3rrHmdVtAvzqS7oU84FXatvTeyHrhEkJnPG\n6SRQLMKT1auuy6+vK+Cev45bVZlRP3BAH/LWinobNPKm/7jUgJ2NgXydbayOydXl7VCgxrXv/xWT\n9/+qHBM6boxuA673ImLiZTSqV16TPG6R2L2tkv2NUPkYCzuVTVoYt2YxzBxYvaHmtTxmq/aLEOJW\nFcpWadyC8W0S++qUPwbuA785GNDVFQAxUHL2XQJnDo0mvCUPiRRgyx7YGMA18nw6kS+fx4oRp/4O\n+hlIdAZiSavm64OSDeo+UCvydb5iO+gvm9golGwbQ2UTaySMKpRsUPcBNe5LPFe1iEs3iImEwUT7\nnvLiNijxIndxHBfJhVuUGHK6ICxLLCNBihTN5X6tM9zr+4UiDtK3PH8NOxtFPEskDDq7kjGxwgso\n2cNVR4yBfdkVZdom8vD8Zvn/upuYayuqGWexlh+wYK79Xad6gSKUCvLnVG/Z1JJslb8Pas8VpLQJ\nIgd1Ia3AwN/Qxm37s9Kp2VOZz5W5qsznnNRowrs0g/yJLOx3tqWPigF9xpIAgtf60LS8741+HHSY\nsu/ro70M56v3kbdllg4aCDqcokxsmF6YnH37rPmSMqjebGwsOMF8UbbCXutg9gr206QFz8/xmA4x\nsqFS21pLG64oiIHf/svmpHmta4XSJGA4JDKg6wr43cdrnPjcNBt07MGSAimMcyBwwZZXuon1/j5K\nOtBAgQy8dlktbltOpgwrUO2tdHjBKI8jKFFk1NWvNWh+cbZLKS6qd65UsAUdHlowsIdSfhfM+ein\n6skcB75WrSpZsCfr7gPrNbWj1VnFQKVNOMMHhxvnAtpoQiYke6PrSadmb8yp2fPJfLoUxwTpvSmb\ntUUt4wXoyMEz28rmVTdZLTidBLwmKug9N0y4o0LgMk7Puhr/h/V7jTqM1PO1HhpJ0yT12ngQgsRJ\nWVKXvQPx7G6K3781MH5WVKwOk5bX5xi5Q87jsDCvh9q4HgzF6W/sp1qMbBDEIGz/Wb1gO/AWkpDQ\nMnETz8xiwm7FMUx6/9dDjY4Nkl7KsBZR1RWgFinz54egDVOQUZxkmP08W348zVBVv9cZBtnBxbRy\nTlX+sxYT6zXeUeZ1LqY1nU4veKXDUAtvyqGSdsEsc5j3e56bDzCA57XmrJJz61B/rJtakHW4cXC1\nIlc7DhekeX2PY3z17E3QRbdgybKBlTlpXkNqYEPlJQCp89+UY5DHtdIAzby6TKYzx/J6nLBM/QHg\n9Q6Ba3ErYrhAcnWuDACYL1hBLdlYvcbWKBUZOyMbaEoTJ2VpemhnpRjxc3/L6GknhpteLdvMQESc\nY+wXF4vl3riBCtvPR4p59aNizXWsuRhZCDaztRLJMsgs890OvGV8N5z3K0guAnsCDtzqCg9DygIk\n6aCd1zLK48xoDe5rleo+8HJKL2XQoQJxpBtE3bz6UbZ0eWN+yId8DXwtJnE5Hy/XE+/g4vL7EsfE\nxjWv85VpbW5ujlksc5AVVg4139pziF5nDjqiuhActvIxr+r/XSfdLmZvPruY29+HqOrCoJtarXcu\ni8+DZZthUbZ6kAP443D9Lpje3x3j3ErU2vhEqmDJsoEo8zqbTOCoJcsGrtskjfIuq8q8qu8i6nE5\nK3uA8L5Wj/ZCsYgYLiCKRUoPxstw1/rdJ268t8tBcnXwvk+9/QowDAznH4safOPLmVNlSv95i/zZ\nEdKr4PSKsSeVko+DdCSY11qNpGqdNVfNdRwfOALg7s7wD9lwIpn++opMOJqHX6yEJy+GHStDvyx7\nEaFJOljOzzmRazmT75ImpD3KK0B6KQMUXcStOGpjyGUAdcpWggRHcVzV3+gxSQw6WTGnbWjmFAyS\npGjGIEkzp9Q0fyW9PVYdK+jgw2TopJMBTAzS/CHGPPC2pqamgvuYLehl00IG9mDLuWDqJlCtklUn\n2mJGy8aqv4njMA6CWdUVltEAZBa2jKsdgVN/KX+/rLLIAqgYNi8Od2/MzOiLzq3EKARlLYp7kfZm\nYdXv9ltVZQO6eX1Bj5/U/g7HwB3AbbTUPhqw4IIsE8e5b9nPpXQg7O+iDqGJ3l5ppAsFjFKwoTZM\nk7rL3wlUWlsxMRluwHVTOlKQj+8MyMg7xp4RJ+v9aMC4tZYMwOFnXuMoas5xDHCDs8LfbyHYbMsK\ndHkzs6OOGQ1bk6NvV7fpRmdP+5RKxVADp4Nn0dAg99Y8zsGSqmdVZQl61rDf52DzljJMENIrMIbC\nELR6jMBmhikEdiAyNo7StJOkGYFdVQer5JeFDcu61rGC4/lf5CK/KxniD2hlK2qx8SBnl3sEG3SS\nYnUg9MJPJ5544kmxgxd0yHTEGFiFko3VRmswoN2VrkVZ7I6NDOzeSmc6X3u7q4Cs61BLM7Yt6LcE\nItNE+8hYOabKxAL2vuBxfecQ1RorRqzXuNo29PX7xE71guH0zjXSqEUWQtjQsRFj7+bqbKPKqODT\n3gf8L5rjFvZ1WQqZHG37ezEi8JlV7ZC8ygBHZ2HNRuz7t2LtzpNpiNkKaI/sNWsYBJrX54ER5FoT\n15BeI6vG9LSPGs5bsj7Q+/pUt7sKMq82lTZaYZvVh2xzFdRGy9vlIDNs+bbGSq7OYSQSGIaBmJxk\n6pvfYOraz3IAyPxhD/ZDPnWrmikVxSLWw72YIuB9cIw9p+ewH+nFsqzqllt+lDwBVjtkgsb1tvKa\nlP15jaDPWVhLtQDNOjYoKBPRts+7XS/5fM5as/An9zsBM+C04nJ9JiPMcGjLrWNy8ovnuNNyS7XG\nivM+2BLWYK7PY+j18s3Vn3t7nwSzZEK+VEzyKFCkKEaxRZERY2dkW3rVvklk4lxTZt8aq4EWNnB9\n+Vb63VxRbrRi24Kk9SLFzNFV47pLGToj22h556DH+i3Q8sY2ZJoQBgS1Q11i9zMYo91VHW2cKb4B\nIgmGzW7jOoZ4wLeso40hDtitFKxpjsuMuw4cb8lAFxeAkHd+hIBFxnuAFAlasBkmxWpm+CkGnbTz\nEIgUtigijOj3F8CIE7SgQ64jpoRgTihZr8lalEWcuRPj2GvoeN1O3v7PWWyTQPNYhVDV7oT6mdeL\n1k9wWvc4f7puggPNTeWMrLekoIx83QDrPuIe13cOb9PwsFF4SZ/YqpIGJ/YNfwTd5/uMq+phd22C\nx38fgUAIGyHg7R/eih1SU28PmVz9YA9n/r3Jun+IMd8bLTIf2CZRlHNBySrzet1OxEXXwN/u5A2/\nzfqjXJWc3q7rv+1gX38tTYF3wZYyr58BrgT+BmkkX9Ceh4rZHeqLhzp9YRJf5GuYef0w8GfAh5zH\nQbKBSz3jeqW6HMxYViAetvSgzNSK4QJifIypaz/LpmloeSQPN22haUcew0Hd0mHC63vk/1+Qxf7A\nJi46LcvSx6xw5OuAhX3HNtbnLfc+8xDsytsmYP2egGPBc6vchfW9K2AOmnmNhWfNIBHEN8eIrWHc\nWOhqPfYr0P0JKp+zBlOa13Qz1LVAIg2mxESXccn6Z9KnrCBwrqpe/U+2yJ+Npiv2ou+Z2Mt7ZJy2\nn1zj/iO8+6c5xqedenkjJTOxftv2gcp5LPFS9fZ3MkCJAZ62L+AjV72DV3WfyF+ueyA2lvT6dbfP\nOx72I90/4vp1t7PE7mc5GQySpGnCIEkbK6mjjU77HP5xw55Yc2i3rTLy9YZ134+cg1/sBKM8y84q\n86piH77qJZLCIE0DBglXCUEtyNcWeyVT4wbpRDNT4zBjjwbWJNu24G/W93J5970u/K9uXjsZoJMB\nJuxbEUJdfwRj9teBIjbDQAUxnGI1iBQJo4Xx0SRXXXVVJEp2bGwM27aPGK90JOmIelNmjZL1qlOS\nswyHnHXCqRuxniTQMVQhVH1qHJVJ7bcEvdttSkX49Xabfiv4w24dcCNfQzGuc4jdlwguF7D64b4H\nZKLMd9ySc1tv5Ff037WKa6/9PKtWreI/f5gP3r/DJlzyBH/z5VvY+dsneKpgYo2EzHesBhSlFw/r\nhwRdU3l/DeDiP9soUa5Bt+kzDuLS0sYN6Ao4AjyHNILPOY+D1E816tTbJkrJi3x9MmTcIeBxJ/Zx\n53Gc2DjY2SA8rLAsxs7IMnH5JsbOyGJZFsnX5EilUjS1tiLSKRZfkKuuewWs27dx217LH/nqURUe\nNoBWBTLz6nss+BzrLqyv3zGmZfh05OpTEyaFbh9D5ryGC0Gs8LBB8/WiZP0OnkwFXd2+xKTt1T30\nTwV/s3Vhrp8Bqx5ZNgCSDKjw0VZvNS7Z+/r6dnnnqoikql69vlX+dPC52/dAe4fJjT/Lw59WzG0V\npndEzvO++3qZnCpiT2v18t5t08+7Uec8y+KG67/LS/usMkoW/FtIebGkaWtf2Sh1MsAxlDiZFRxD\nibS1r4xRfXp7f1Ws/i9t7ePp7f0uNOoQTyIolXuljrGP13EjZ3I137vxfpa0dwbibJVGrKkaULK1\nYGcrsT+++WeUhH8LsbS1Lzbydah/O1OTMxQKBaYmZ9jb/2hwrA/+N2ix1n4rz+mnr+Jzn/s8p5++\nij5rO4OczQjvdJUPFHkQW2h49JtvjvQMl156KY8//nhgzIJePh1RBnZOKFn95Ne/FUDeCgee2rE1\nPhb1VP/bWare1cwY5NYmSKXgNWsTmBmjatFBeVwP8jXsNtmsYlNw7hoIofmRMeHcc2Rs1Lid6Tw/\n/95mntqVl/shaCHp0gsx6ttobGykra2Nv3rbhRKbGWDeMlM+KMqgWB0PG4QEvb/y/grgu7dsdaNk\nXQM6Pxph7VINO7sUWFJZkLS0QSbos8CJyA/Wic7jpVTW1y1tqPRU1XGra+slLtYrla31Il/DlqG0\nAyc4czghRuwpxMfOevGwhmmSemMPhmkiLIviT7YhLAsTKP26l2KxyNhwgUTJqVv1WYyVScCbuk3+\npKeHN3Wblab/K7Lw4c3ypyMXHrYJAomgXQHHQsDpIdPgvL9+uFPPTlHI1aO7TPL5PG1/7hiyY6sN\nWRXKtSVkDl6Uq9ecq2OxDd60Vr72d7ZswbwoD3X+H2JfzLXoBWZgehhmRuGHa2DS8p+r76CSFOaa\nq+qLr+rVpwryp4PPXXssnLtGInATDY65zVZnVTMr5DwHD1hcsSGLsWNTYPlApt19zlvis3ZUSceH\nelGy3kVNYQjTOtpceNRMJsPJs8CdqljVK/URvsjdXEETR8sOA4km6hvSnHvuOayIgZ0NQ8nq8uJh\nT8u8xoWFDYptO0HwU+Nv+C238RM+U+5A0MlAbORrG0M0mcNccsVqrrzyfVx/wydoMwPoJdSG/zUz\nBouXPMm1125m8ZInMTMGgn5m+GnZvAII+hkyzuZzX/wLTj01ywknnBDqGUzTZGhoiGKxeGQgS48w\nLaBkvVK3IqNqYKOwszFqYM2MrNnRDWzKY8xqrWsdGM/SuWwjxuhWmMmHxu5LSIMaZ9zBJ0Lm0OeO\nLe+HoG41iy+F130LjIT8knDXX2Ds/k7wopEBHxRlSPcC3xpY7zkqqgb26CxcsBEe3Qp9+cq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/o5QhTLJSDe2leFaD/dQbR75+A1r2rcuJ4BOC0waEEvm44YAwvziJLFg2Ccz1iFcS3CffcfPDys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Zb62i79Rg9wbG4t2ePItxOYCav5dVsETjqfbGuE4brZ9HEFCWZTQQPv4iecwPUs4w7LKgug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fuH9l+yrIhZLROstPBk71aKXSQzERJJJSQnSVdHD6tEPMZhfz2E4dHeadhRQ7kWQYZTDH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\ndyVeYNFlNSoB/ekuKxd13V1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/FnscoscWgfTdDx19RaBkB6zYAibVg6gNyX91Yt3ngpZC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\nANbMzMzMxpX/AX7ECffK7RunAAAAAElFTkSuQmCC\n",
            "text/plain": [
              "<Figure size 864x720 with 2 Axes>"
            ]
          },
          "metadata": {
            "tags": []
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "fTEXfAVUTI2s",
        "colab_type": "text"
      },
      "source": [
        "Print the gridded x coordinate, y coordinate, and the bouguer anomaly"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "8YQPvcYiSuVa",
        "colab_type": "code",
        "outputId": "fecd4d70-4170-4b82-bbfa-d9dcf1d1c173",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 803
        }
      },
      "source": [
        "print(\"Dimension of X gridding:\", xi.shape, \"\\n\")\n",
        "print(\"Dimension of Y gridding:\", yi.shape, \"\\n\")\n",
        "print(\"Dimension of Z gridding:\", zi.shape, \"\\n\")\n",
        "print (\"X gridding: \", xi, \"\\n\")\n",
        "print (\"Y gridding: \", yi, \"\\n\")\n",
        "print (\"CBA gridding: \", zi)"
      ],
      "execution_count": 0,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "Dimension of X gridding: (50, 50) \n",
            "\n",
            "Dimension of Y gridding: (50, 50) \n",
            "\n",
            "Dimension of Z gridding: (50, 50) \n",
            "\n",
            "X gridding:  [[287457.1847     288964.64034082 290472.09598163 ... 358307.59981837\n",
            "  359815.05545918 361322.5111    ]\n",
            " [287457.1847     288964.64034082 290472.09598163 ... 358307.59981837\n",
            "  359815.05545918 361322.5111    ]\n",
            " [287457.1847     288964.64034082 290472.09598163 ... 358307.59981837\n",
            "  359815.05545918 361322.5111    ]\n",
            " ...\n",
            " [287457.1847     288964.64034082 290472.09598163 ... 358307.59981837\n",
            "  359815.05545918 361322.5111    ]\n",
            " [287457.1847     288964.64034082 290472.09598163 ... 358307.59981837\n",
            "  359815.05545918 361322.5111    ]\n",
            " [287457.1847     288964.64034082 290472.09598163 ... 358307.59981837\n",
            "  359815.05545918 361322.5111    ]] \n",
            "\n",
            "Y gridding:  [[4231366.251      4231366.251      4231366.251      ... 4231366.251\n",
            "  4231366.251      4231366.251     ]\n",
            " [4232579.80144898 4232579.80144898 4232579.80144898 ... 4232579.80144898\n",
            "  4232579.80144898 4232579.80144898]\n",
            " [4233793.35189796 4233793.35189796 4233793.35189796 ... 4233793.35189796\n",
            "  4233793.35189796 4233793.35189796]\n",
            " ...\n",
            " [4288403.12210204 4288403.12210204 4288403.12210204 ... 4288403.12210204\n",
            "  4288403.12210204 4288403.12210204]\n",
            " [4289616.67255102 4289616.67255102 4289616.67255102 ... 4289616.67255102\n",
            "  4289616.67255102 4289616.67255102]\n",
            " [4290830.223      4290830.223      4290830.223      ... 4290830.223\n",
            "  4290830.223      4290830.223     ]] \n",
            "\n",
            "CBA gridding:  [[          nan           nan           nan ...           nan\n",
            "            nan           nan]\n",
            " [          nan           nan           nan ...           nan\n",
            "            nan           nan]\n",
            " [          nan           nan -205.70693081 ...           nan\n",
            "            nan           nan]\n",
            " ...\n",
            " [          nan           nan -188.80044685 ... -199.54089216\n",
            "  -198.2140077            nan]\n",
            " [          nan           nan -189.10901395 ...           nan\n",
            "            nan           nan]\n",
            " [          nan           nan           nan ...           nan\n",
            "            nan           nan]]\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "jpyRvgNC9cpL",
        "colab_type": "text"
      },
      "source": [
        "## Concept of Computing Derivatives in 2D (Synthetic Data)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "KcxSUCzt9kby",
        "colab_type": "text"
      },
      "source": [
        "Consider a synthetic data. After re-gridding using `griddata` and `np.meshgrid`, the structure of the data will be as follows"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "DfmV_U1B9hM2",
        "colab_type": "code",
        "outputId": "a346e3c0-55c6-467d-d8ec-cd944b42a642",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 67
        }
      },
      "source": [
        "coordx = np.array([[1,2,3,4,5], [1,2,3,4,5], [1,2,3,4,5], [1,2,3,4,5], [1,2,3,4,5]])\n",
        "coordy = np.array([[1,1,1,1,1], [2,2,2,2,2], [3,3,3,3,3], [4,4,4,4,4], [5,5,5,5,5]])\n",
        "bouguer = np.array([[10,22,34,46,58], [24,26,28,22,24], [34,26,42,54,38], [40,42,44,46,48], [51,53,55,57,59]])\n",
        "print(\"Shape of X coordinate after gridding:\", coordx.shape)\n",
        "print(\"Shape of Y coordinate after gridding:\", coordy.shape)\n",
        "print(\"Shape of Bouguer after gridding:\", bouguer.shape)"
      ],
      "execution_count": 0,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "Shape of X coordinate after gridding: (5, 5)\n",
            "Shape of Y coordinate after gridding: (5, 5)\n",
            "Shape of Bouguer after gridding: (5, 5)\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "N2GsnOHn-Xbg",
        "colab_type": "text"
      },
      "source": [
        "The shape is in matrix. If we plot these points"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "_OgMCES4-eS-",
        "colab_type": "code",
        "outputId": "3fae2373-3c7c-4df3-ffb9-0cd8c6d34556",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 281
        }
      },
      "source": [
        "plt.plot(coordx[0], coordy[0], '.', color='blue')\n",
        "plt.plot(coordx[1], coordy[1], '.', color='red')\n",
        "plt.plot(coordx[2], coordy[2], '.', color='black')\n",
        "plt.plot(coordx[3], coordy[3], '.', color='green')\n",
        "plt.plot(coordx[4], coordy[4], '.', color='orange')"
      ],
      "execution_count": 0,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "[<matplotlib.lines.Line2D at 0x7f667ab1ff28>]"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 339
        },
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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07TOS/iJpW0TEyCoGAPQ0MNAj4qMD1t+q9mmNAIAx4puiAJAJAh0AMkGgA0AmCHQAyASB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\nmSDQASATBDoAZOL/AR2ThYG+0XNmAAAAAElFTkSuQmCC\n",
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ]
          },
          "metadata": {
            "tags": []
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "ZVnhfLLzIsA8",
        "colab_type": "text"
      },
      "source": [
        "And plot the synthetic Bouguer"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "nDYlWjtZIvaZ",
        "colab_type": "code",
        "outputId": "c2664db1-fe1d-46d1-9e5d-5e24e9d796d8",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 297
        }
      },
      "source": [
        "im = plt.contourf(coordx, coordy, bouguer, levels=10)\n",
        "plt.title('Data')\n",
        "plt.colorbar()"
      ],
      "execution_count": 0,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.colorbar.Colorbar at 0x7f667a6b8e10>"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 375
        },
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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tW7a+LkmksP5bVxxTirBnv8U1tgShZ9TJ2M6YT0h321TucgT4/cJNSCmKdakivm34n/1c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\nRU5ErkJggg==\n",
            "text/plain": [
              "<Figure size 432x288 with 2 Axes>"
            ]
          },
          "metadata": {
            "tags": []
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "rdCquPAE_Q2b",
        "colab_type": "text"
      },
      "source": [
        "The following figure tells how to calculate derivative in X and Y direction in this 2D matrix\n",
        "\n",
        "<div>\n",
        "<img src=\"https://user-images.githubusercontent.com/51282928/77335411-af128e80-6d58-11ea-8e40-b085e754b9bf.jpeg\" width=\"500\"/>\n",
        "</div>\n",
        "\n",
        "In the looping process, the formula of calculating derivative are then:\n",
        "\n",
        "$$\\frac{dz}{dx}=\\frac{z[i+1][j+1]-z[i][j]}{x[i+1][j+1]-x[i][j]}$$\n",
        "\n",
        "$$\\frac{dz}{dy}=\\frac{z[i][j]-z[i+1][j]}{x[i][j]-x[i+1][j]}$$"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "dNin7LP3JJtk",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        "derivative_x = []\n",
        "for i in range(0,(len(coordx)-1)):\n",
        "  for j in range(0,(len(coordx)-1)):\n",
        "    der = (bouguer[i+1][j+1]-bouguer[i][j])/(coordx[i+1][j+1]-coordx[i][j])\n",
        "    derivative_x.append(float(der))\n",
        "\n",
        "derivative_y = []\n",
        "for i in range(0,(len(coordy)-1)):\n",
        "  for j in range(0,(len(coordy)-1)):\n",
        "    der = (bouguer[i][j]-bouguer[i+1][j])/(coordy[i][j]-coordy[i+1][j])\n",
        "    derivative_y.append(float(der))\n",
        "\n",
        "# total of both derivatives\n",
        "derivative_total = np.array(derivative_x) + np.array(derivative_y)"
      ],
      "execution_count": 0,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "e6k-3CZPfTt3",
        "colab_type": "text"
      },
      "source": [
        "After the calculation of derivatives, the length of elements (originally `5 x 5 = 25` will be reduced by 1, becomes `4 x 4 = 16`). The shape of derivatives is also changed (flattened) into a single array `1 x 16`. Thus, it must be reshaped into matrix form."
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "Y0x7TlAPf1q5",
        "colab_type": "code",
        "outputId": "e565d5b8-2cda-4e4b-d13d-9cffbc545e5f",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 33
        }
      },
      "source": [
        "g_der = np.reshape(derivative_total, ((len(coordx)-1), (len(coordx)-1)))\n",
        "print('Shape of derivative matrix after reshaping:', g_der.shape)"
      ],
      "execution_count": 0,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "Shape of derivative matrix after reshaping: (4, 4)\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "6OOUN4glKP4K",
        "colab_type": "text"
      },
      "source": [
        "Differential/derivative is numerically taken as a midpoint between $x_1$ and $x_2$, therefore after derivative, the X and Y coordinates are now reduced to a midpoint, illustrated below. The blue stars are the midpoints.\n",
        "\n",
        "<div>\n",
        "<img src=\"https://user-images.githubusercontent.com/51282928/77337874-1c73ee80-6d5c-11ea-92c8-b5a67bc17dc2.png\" width=\"300\"/><img src=\"https://user-images.githubusercontent.com/51282928/77340690-40d1ca00-6d60-11ea-8b9b-7532d3219ff5.jpeg\" width=\"500\"/>\n",
        "</div>"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "RZXDzBlfiaoI",
        "colab_type": "text"
      },
      "source": [
        "We compute for the midpoint for X and Y coordinates."
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "S64dRziVew6O",
        "colab_type": "code",
        "outputId": "61134c72-a08f-4b01-a728-073250d760e6",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 50
        }
      },
      "source": [
        "xnew = []\n",
        "for i in range(0,(len(coordx)-1)):\n",
        "    for j in range (0,(len(coordx)-1)):\n",
        "      xd=(coordx[i+1][j+1]-coordx[i][j]) * 0.5\n",
        "      xnew.append(float(xd))\n",
        "\n",
        "ynew = []\n",
        "for i in range(0,(len(coordy)-1)):\n",
        "    for j in range (0,(len(coordy)-1)):\n",
        "      yd=(coordy[i+1][j+1]-coordy[i][j]) * 0.5\n",
        "      ynew.append(float(yd))\n",
        "\n",
        "print(\"Midpoints of X coordinates:\", xnew)\n",
        "print(\"Midpoints of Y coordinates:\", ynew)"
      ],
      "execution_count": 0,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "Midpoints of X coordinates: [0.5, 0.5, 0.5, 0.5, 0.5, 0.5, 0.5, 0.5, 0.5, 0.5, 0.5, 0.5, 0.5, 0.5, 0.5, 0.5]\n",
            "Midpoints of Y coordinates: [0.5, 0.5, 0.5, 0.5, 0.5, 0.5, 0.5, 0.5, 0.5, 0.5, 0.5, 0.5, 0.5, 0.5, 0.5, 0.5]\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "KPHO_IsWjCxZ",
        "colab_type": "text"
      },
      "source": [
        "Then reshape both midpoints like we did before, into `4 x 4` matrix"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "niDLRiYyjTQG",
        "colab_type": "code",
        "outputId": "8a5510c0-0c9d-44c4-d36a-1c94486f4f1b",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 33
        }
      },
      "source": [
        "coordx_mid = np.reshape(xnew, ((len(coordx)-1), (len(coordx)-1)))\n",
        "coordy_mid = np.reshape(ynew, ((len(coordy)-1), (len(coordy)-1)))\n",
        "print('Shape of midpoints matrix after reshaping:', coordx_mid.shape)"
      ],
      "execution_count": 0,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "Shape of midpoints matrix after reshaping: (4, 4)\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "dyBsUQ5vj6Q6",
        "colab_type": "text"
      },
      "source": [
        "However the computed midpoints are not from the origin `(0,0)`, it should be `(1.5, 2.5, 3.5, 4.5)` (see Figure above), thus we need to add `(0.5, 0.5, 0.5, 0.5, 0.5)` to the original X and Y coordinates `(1, 2, 3, 4, 5)`, omitting the last element `5`"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "1gf0CR7Nkm7w",
        "colab_type": "code",
        "outputId": "9265dd48-707b-4715-9122-7b6301929025",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 150
        }
      },
      "source": [
        "addx = coordx[:-1,:-1]\n",
        "addy = coordy[:-1,:-1]\n",
        "\n",
        "coordx_der = coordx_mid + addx\n",
        "coordy_der = coordy_mid + addy\n",
        "print(\"The new coordinate X after midpoint:\", coordx_der)\n",
        "print(\"The new coordinate Y after midpoint:\", coordy_der)"
      ],
      "execution_count": 0,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "The new coordinate X after midpoint: [[1.5 2.5 3.5 4.5]\n",
            " [1.5 2.5 3.5 4.5]\n",
            " [1.5 2.5 3.5 4.5]\n",
            " [1.5 2.5 3.5 4.5]]\n",
            "The new coordinate Y after midpoint: [[1.5 1.5 1.5 1.5]\n",
            " [2.5 2.5 2.5 2.5]\n",
            " [3.5 3.5 3.5 3.5]\n",
            " [4.5 4.5 4.5 4.5]]\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "57wdah4ylrwH",
        "colab_type": "text"
      },
      "source": [
        "Finally, plotting."
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "oZHvXNzXluDn",
        "colab_type": "code",
        "outputId": "d9fc27a2-e9f8-4379-c841-b689044be466",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 297
        }
      },
      "source": [
        "im = plt.contourf(coordx_der, coordy_der, g_der, levels=10)\n",
        "plt.title('Derivative of Data')\n",
        "plt.xlim(1, 5); plt.ylim(1, 5)\n",
        "plt.colorbar(im)"
      ],
      "execution_count": 0,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.colorbar.Colorbar at 0x7f667a54eac8>"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 378
        },
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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T6v4oWEM/9sWeku6QtDqv4zOjjJki6ap8X9wuaf4AajhF0tamffGBXtbQsq1J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\nmSXKAW1mlqj/D19yxEi102x5AAAAAElFTkSuQmCC\n",
            "text/plain": [
              "<Figure size 432x288 with 2 Axes>"
            ]
          },
          "metadata": {
            "tags": []
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "XIKApSVITbzz",
        "colab_type": "text"
      },
      "source": [
        "## First Derivative of CBA to X"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "eSF_XXReooBE",
        "colab_type": "code",
        "outputId": "98e3c2d2-0853-49be-b5f6-ebf695c43ddf",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 154
        }
      },
      "source": [
        "# first derivative of g to x\n",
        "f2dx_arr = []\n",
        "for i in range (0,(len(xi)-1)):\n",
        "  for j in range (0,(len(xi)-1)):\n",
        "    fd=(zi[i+1][j+1]-zi[i][j])/(xi[i+1][j+1]-xi[i][j])\n",
        "    f2dx_arr.append(float(fd))\n",
        "\n",
        "print(\"The result is in 1D array \\n\")\n",
        "print(\"Length of the first derivative x:\", len(f2dx_arr), \"\\n\")\n",
        "print(\"There are:\", np.count_nonzero(np.isnan(f2dx_arr)), \"NaN values in the first derivative gravity \\n\")\n",
        "print(\"First derivative x:\", f2dx_arr)"
      ],
      "execution_count": 0,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "The result is in 1D array \n",
            "\n",
            "Length of the first derivative x: 2401 \n",
            "\n",
            "There are: 212 NaN values in the first derivative gravity \n",
            "\n",
            "First derivative x: [nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, 0.00213725488661509, 6.918826979917155e-05, -0.002007856745097007, 0.0009745733707461374, 0.002203450383147967, -0.0020085687943214824, -0.001308963560516171, 0.0028214320293223102, 0.004276569945255018, -0.00023007975884716152, 8.856632431714361e-05, -0.0007395341422251893, -0.00241455424714476, -0.0013265734819732813, -0.0033558116137470187, 0.0025158278445948307, -0.0010943025621911887, -0.0017566610648604198, -0.001510217955588312, 0.00022695793856671538, 0.0011816037332350732, 0.0021479158420925726, -0.00025232848482469305, 0.00036093386856382787, 0.002711666623456897, -0.0005945479658272824, -0.002400468179616892, -0.005580864286704943, -0.004098411936133645, -0.002987713266167193, -0.004253254729884954, -0.002696523752876988, -0.0028753769287922755, -0.0030627395314859283, -0.0025885291352462734, -0.0016739737887347447, -0.001357458361497366, 2.1256733962117535e-05, 0.00048637023539973515, 0.0017975863512628258, nan, nan, nan, nan, nan, -0.0034129764543524696, 0.00280226762395545, 0.006905942590242665, 0.0023613185490151643, 0.00194052533693383, 0.0011962750225242556, -0.00036237605696065974, 0.0012677615006870234, 0.0008736025704481817, -0.001228663445429933, -0.0002695134318951576, 0.0022584718584067456, 0.002863152941442444, -0.0032370208538628257, -0.0011367274285062517, -0.0002848120200239743, 0.0008990461197619612, -0.001974081166284637, 0.002735874221062796, 0.0038921398202784374, -0.001576006090415518, -0.0017696490056679846, -0.001713695799371965, 0.0006571235885011162, 0.00171239594052768, 0.003344603841141072, 0.004522863826663069, 0.0005920789467427942, 0.001533869295285839, 0.00015546207126907228, -0.004369475508633723, -0.008044689954597072, -0.0025977538913749833, -0.0005851418128273026, -0.0028069080399530694, -0.00137948608498311, -0.003208311747912044, -0.003525911728574748, -0.0025693880499891835, -0.0020702557507094265, -0.0018801443319276863, -0.0006086705347371694, -7.842652292511547e-06, 0.0007559657763384505, 0.0011170453403803306, nan, nan, nan, 0.002199136003299405, 0.0003068604127073608, 0.003185175761536287, 0.0037337822367288363, -0.0005569727282441347, 0.0010998499406599338, 0.0005216922332060025, 0.0006408424288743315, 0.0023108713288755517, 0.001229275582616617, 0.00040643934296528543, -0.00023056712419937582, 0.0012316216004906004, 0.0021466267707010906, 0.0009440730852006786, -0.000978737830048235, 0.000985939603482623, 0.002541830511237177, -0.0003143555741031336, 0.0011022562915390967, -0.0034226572272687454, 0.0004780483261929253, -0.002544216541699398, -0.0008457258803723869, 0.0009555984964392427, 0.0018362354413978597, 0.0020329154844137597, 0.005118616488002804, 0.0010544333192605674, 0.003221696753028866, -0.0006970245937364952, -0.004337455097436127, -0.005247996768439893, -0.00015067850945009743, 0.001973711404001389, -0.003222894234593989, -0.0016385190699271237, -0.004570126851795641, -0.0032826383134478107, -0.002656303240029044, -0.0021615108167485227, -0.0018209916224812795, -0.0008128175916794911, 0.0009069442147105084, 0.0024653839275504213, 0.002725160076136924, 0.0006413203412106007, nan, nan, 0.0026414510809303266, 0.001459582226482892, 0.0013255777063788902, 0.0011415487944082456, 6.129222728839529e-06, 0.0007256064588209092, 0.0011814329235687515, 0.0009475132229402726, 0.0016780510986013852, 0.0020326146554572717, 0.0028533933233419882, -0.0002929862616136267, 0.000860623141359181, 0.0048850321864097246, 0.0028643291793319942, 0.00016470632510724126, 0.004868348248029732, 0.003615829608057487, 0.00016357333693524397, -0.0012356671878443022, 0.0010327945877318266, -0.00024571080465645123, -0.001570168708559138, 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          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "aufH_y_HUWRa",
        "colab_type": "text"
      },
      "source": [
        "Originally `zi` has dimension of `50 x 50`. After calculation the result `f2dx_arr` is a \"flattened matrix\" has dimension of `1 x 2401`. Because first derivative reduce the length of matrix by `1`, thus the dimension of `f2dx_arr` should be `49 x 49` (equals to `2401` elements). Now to reshape `f2dx_arr` into matrix `g_first_x`"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "P9GEUf--Vaz-",
        "colab_type": "code",
        "outputId": "8f0d9eea-167c-4102-bbf1-dc599ccb7e23",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 33
        }
      },
      "source": [
        "# the new dimension is ((len(xi)-1),(len(xi)-1)) = (49, 49)\n",
        "g_first_x = np.reshape(f2dx_arr, ((len(xi)-1),(len(xi)-1)))\n",
        "g_first_x.shape"
      ],
      "execution_count": 0,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(49, 49)"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 380
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "myyWO9ykVjp-",
        "colab_type": "text"
      },
      "source": [
        "### New X Coordinate of First Derived Data"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "670YDBLdVqt1",
        "colab_type": "text"
      },
      "source": [
        "Using mid point calculation"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "FHNkeI4QVvHP",
        "colab_type": "code",
        "outputId": "68702fae-35a7-4695-96b6-0e9faa499b0e",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 268
        }
      },
      "source": [
        "x2d_arr = []\n",
        "for i in range(0,(len(xi)-1)):\n",
        "    for j in range (0,(len(xi)-1)):\n",
        "      xd=(xi[i+1][j+1]-xi[i][j]) * 0.5\n",
        "      x2d_arr.append(float(xd))\n",
        "\n",
        "# reshape into matrix      \n",
        "x_first = np.reshape(x2d_arr, ((len(xi)-1),(len(xi)-1)))\n",
        "\n",
        "# combine with original data to create the new midpoint coordinate\n",
        "x_new = xi[:-1,:-1]\n",
        "x_first = x_new+x_first\n",
        "\n",
        "print(\"Dimension of the first derivative x coordinate:\", x_first.shape, \"\\n\")\n",
        "print(\"First derivative x coordinate: \", x_first)"
      ],
      "execution_count": 0,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "Dimension of the first derivative x coordinate: (49, 49) \n",
            "\n",
            "First derivative x coordinate:  [[288210.91252041 289718.36816122 291225.82380204 ... 357553.87199796\n",
            "  359061.32763878 360568.78327959]\n",
            " [288210.91252041 289718.36816122 291225.82380204 ... 357553.87199796\n",
            "  359061.32763878 360568.78327959]\n",
            " [288210.91252041 289718.36816122 291225.82380204 ... 357553.87199796\n",
            "  359061.32763878 360568.78327959]\n",
            " ...\n",
            " [288210.91252041 289718.36816122 291225.82380204 ... 357553.87199796\n",
            "  359061.32763878 360568.78327959]\n",
            " [288210.91252041 289718.36816122 291225.82380204 ... 357553.87199796\n",
            "  359061.32763878 360568.78327959]\n",
            " [288210.91252041 289718.36816122 291225.82380204 ... 357553.87199796\n",
            "  359061.32763878 360568.78327959]]\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "a-5T-uN9YwCM",
        "colab_type": "text"
      },
      "source": [
        "## First Derivative of CBA to Y"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "PdS_ER52nCkF",
        "colab_type": "code",
        "outputId": "cc508604-31a5-4a5c-d577-b4d739caed63",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 154
        }
      },
      "source": [
        "# first derivative of g to y\n",
        "f2dy_arr = []\n",
        "for i in range (0,(len(xi)-1)):\n",
        "  for j in range (0,(len(xi)-1)):\n",
        "    fd=(zi[i][j]-zi[i+1][j])/(yi[i][j]-yi[i+1][j])\n",
        "    f2dy_arr.append(float(fd))\n",
        "\n",
        "print(\"The result is in 1D array \\n\")\n",
        "print(\"Length of the first derivative y:\", len(f2dy_arr), \"\\n\")\n",
        "print(\"There are:\", np.count_nonzero(np.isnan(f2dy_arr)), \"NaN values in the first derivative gravity \\n\")\n",
        "print(\"First derivative y:\", f2dy_arr)"
      ],
      "execution_count": 0,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "The result is in 1D array \n",
            "\n",
            "Length of the first derivative y: 2401 \n",
            "\n",
            "There are: 168 NaN values in the first derivative gravity \n",
            "\n",
            "First derivative y: [nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, 0.0017858800687859712, -0.0006474932037714711, -0.0009093217392546168, -0.0003710646735412428, 0.0004720727806746737, 0.00022488859249707424, -0.0006025308883101977, 0.0004303376701454007, -0.00014961418632599682, 0.003354879155092851, 0.001691526094314888, -0.0010440573914163296, -0.0028884712040531395, -0.0009381022806284083, -0.0009075967061863071, -0.00605919869901231, 0.00029491044347588867, 0.00013136648740531874, -0.00021532133096865229, -8.344022464038416e-05, 0.000862848116490975, 0.0015871083523384026, -0.002168061385866456, -0.0017401507661894983, 0.0008405766427181182, -0.0004905429008851652, 0.0013652953760880174, 0.0022596356642378217, -0.0017702473219186692, 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          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "xfFPpH6OZa6Q",
        "colab_type": "text"
      },
      "source": [
        "Reshape into `49 x 49`"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "siJstcY8ZOCB",
        "colab_type": "code",
        "outputId": "1f4cf66f-a7b7-43f1-9a32-720c74de3492",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 33
        }
      },
      "source": [
        "g_first_y = np.reshape(f2dy_arr, ((len(yi)-1),(len(yi)-1)))\n",
        "g_first_y.shape"
      ],
      "execution_count": 0,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(49, 49)"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 383
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "OqOYybhHaL7r",
        "colab_type": "text"
      },
      "source": [
        "### New Y Coordinate of Second Derived Data"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "KxhbSOf-aSQh",
        "colab_type": "code",
        "outputId": "467fcc04-27d7-4ea0-8dfc-e1bb75bc9e22",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 268
        }
      },
      "source": [
        "y2d_arr = []\n",
        "for i in range(0,(len(yi)-1)):\n",
        "    for j in range (0,(len(yi)-1)):\n",
        "      yd=(yi[i][j]-yi[i+1][j]) * 0.5\n",
        "      y2d_arr.append(float(yd))\n",
        "\n",
        "# reshape into matrix\n",
        "y_first = np.reshape(y2d_arr, ((len(yi)-1),(len(yi)-1)))\n",
        "\n",
        "# combine with original data to create the new midpoint coordinate\n",
        "y_new = yi[:-1,:-1]\n",
        "y_first = y_new+y_first\n",
        "\n",
        "print(\"Dimension of the first derivative y coordinate:\", y_first.shape, \"\\n\")\n",
        "print(\"First derivative y coordinate: \", y_first)"
      ],
      "execution_count": 0,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "Dimension of the first derivative y coordinate: (49, 49) \n",
            "\n",
            "First derivative y coordinate:  [[4230759.47577551 4230759.47577551 4230759.47577551 ... 4230759.47577551\n",
            "  4230759.47577551 4230759.47577551]\n",
            " [4231973.02622449 4231973.02622449 4231973.02622449 ... 4231973.02622449\n",
            "  4231973.02622449 4231973.02622449]\n",
            " [4233186.57667347 4233186.57667347 4233186.57667347 ... 4233186.57667347\n",
            "  4233186.57667347 4233186.57667347]\n",
            " ...\n",
            " [4286582.79642857 4286582.79642857 4286582.79642857 ... 4286582.79642857\n",
            "  4286582.79642857 4286582.79642857]\n",
            " [4287796.34687755 4287796.34687755 4287796.34687755 ... 4287796.34687755\n",
            "  4287796.34687755 4287796.34687755]\n",
            " [4289009.89732653 4289009.89732653 4289009.89732653 ... 4289009.89732653\n",
            "  4289009.89732653 4289009.89732653]]\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "d4AS3a2psf5S",
        "colab_type": "text"
      },
      "source": [
        "## Total of First Derivatives"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "ueSWBUGDsjA4",
        "colab_type": "code",
        "outputId": "2020fe56-d85c-43b6-b81e-741e613e10f3",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 50
        }
      },
      "source": [
        "g_first = g_first_x + g_first_y\n",
        "print(g_first.shape)\n",
        "print(\"There are:\", np.count_nonzero(np.isnan(g_first)), \"NaN values in the second derivative gravity\")"
      ],
      "execution_count": 0,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "(49, 49)\n",
            "There are: 213 NaN values in the second derivative gravity\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "bNJyKuCLWoaY",
        "colab_type": "text"
      },
      "source": [
        "## Second Derivative of CBA to X"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "9rTpYz-RWroy",
        "colab_type": "code",
        "outputId": "44679c9b-7b6c-4aeb-98b7-47bdc9393ae4",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 154
        }
      },
      "source": [
        "s2dx_arr = []\n",
        "for i in range (0,(len(x_first)-1)):\n",
        "  for j in range (0,(len(x_first)-1)):\n",
        "    sd=(g_first[i+1][j+1]-g_first[i][j])/(x_first[i+1][j+1]-x_first[i][j])\n",
        "    s2dx_arr.append(float(sd))\n",
        "\n",
        "print(\"The result is in 1D array \\n\")\n",
        "print(\"Length of the second derivative x:\", len(s2dx_arr), \"\\n\")\n",
        "print(\"There are:\", np.count_nonzero(np.isnan(s2dx_arr)), \"NaN values in the second derivative gravity \\n\")\n",
        "print(\"Second derivative x:\", s2dx_arr)"
      ],
      "execution_count": 0,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "The result is in 1D array \n",
            "\n",
            "Length of the second derivative x: 2304 \n",
            "\n",
            "There are: 206 NaN values in the second derivative gravity \n",
            "\n",
            "Second derivative x: [nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, -7.863280132413726e-07, 6.424648766528425e-07, 3.5288678035747055e-06, 1.7461439424470563e-07, -3.3725917459674807e-06, 1.7963003114114207e-06, 3.223064022541145e-06, -4.3621877477222355e-07, -6.148982211164239e-06, -3.0792471275402533e-06, -1.2573645976751478e-06, 1.4616879959096474e-06, 3.0226970933179904e-06, 2.1613389437488185e-06, 9.827791420507531e-06, -1.5802774586793123e-06, -8.449415639275769e-07, 1.779941227420479e-08, 1.2700766240325814e-06, 1.3398628712225816e-06, 1.8722560022608632e-06, 2.5615727706692677e-06, 4.495048025841954e-06, 9.685596161678487e-07, -2.6662463891543786e-06, -1.8861420100613738e-06, -5.366722124571942e-06, -5.135798840269929e-08, 3.5671808288532047e-06, 2.0997277028509097e-06, 3.0982009957955445e-06, 7.457718902408858e-07, -7.058926407466364e-07, -5.4392736607832475e-08, 3.59579520707254e-07, -4.633148169124387e-07, 6.601489026215578e-08, -5.383815847658498e-07, -2.284039986820705e-07, -1.3097750132574506e-06, nan, nan, nan, nan, 7.4422636369641205e-06, 9.334654933667343e-07, -7.5646200641431175e-06, -3.241574528994744e-06, -1.6339508950607789e-06, -9.243323642424943e-07, 2.600031108717181e-06, 8.340217110320739e-07, -1.681715433622703e-08, 2.009477682531126e-06, 1.0278999640427453e-06, -9.203483585121465e-07, -1.8634968176022409e-06, 4.943415967454812e-06, 1.5383003458043368e-06, 2.9222436557143522e-06, 5.487673478400445e-07, 3.4084092245082344e-06, -5.431529062486861e-06, -8.292404250566942e-06, 1.0503178934167223e-06, -2.5363261590226237e-08, 2.485960093358163e-06, 1.0281385584823637e-06, 3.146701316366457e-07, 9.595735078539627e-08, -1.80993369830285e-06, 2.125401204679274e-06, -8.908911244509762e-08, 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-2.8003419925064126e-06, -2.4557536544212452e-06, -4.128411010940674e-06, -2.661186244039239e-06, -6.535658258424786e-06, -2.502623699145052e-06, 1.2335937762179113e-06, 3.626881949270405e-06, -9.715045169096835e-07, -5.92950525972355e-06, -5.385198720568587e-07, -7.3300445327599e-07, 3.2041606101191235e-06, 4.976819818205305e-07, 9.976268535140432e-07, 1.6014905285328934e-06, 1.263820781381785e-06, 2.1144372569756313e-06, 2.2421596713155742e-06, 8.367537352852067e-07, -1.0566828781565083e-06, nan, nan, -4.1975832496313165e-06, -3.716349755227572e-06, -1.2267697944424006e-06, 6.675970048953792e-07, 2.6567017829903156e-06, 9.534896368742782e-07, -8.825620686161082e-07, 2.004925849930969e-06, 1.6828752416100017e-06, -7.631015414352646e-07, -4.645155176499363e-06, -3.34670262409659e-08, 3.897997269941026e-06, -2.6361646821188877e-06, -4.889456909238721e-06, 1.5665251090278325e-06, -4.538943038496556e-06, -3.6990737386759087e-06, 6.082627338073597e-07, 1.3576577868950094e-06, -2.3736052115171276e-06, 9.395704436753496e-07, 5.137726705143577e-06, 3.800539887050698e-06, 2.0778569797711273e-06, -6.999777888796349e-07, 1.3270246936840757e-05, -1.6563829921483708e-06, -2.632371444029728e-06, -1.9787557082050017e-06, -4.475697689231821e-07, 1.5450469071702194e-06, 4.27664084628318e-06, 2.6950600637346735e-06, -1.5321430454464997e-06, 2.8174683623299963e-06, -1.5408772807162582e-06, -4.775354054223719e-06, -2.2483052376041496e-06, 2.071694099625175e-06, -1.5705559917112658e-06, 5.138869729250394e-07, 2.2539487518713276e-06, 1.7120386866990747e-06, -8.402468923178076e-07, -2.9903753298591806e-06, nan, nan, -1.9252449007939355e-06, 2.637060555351731e-06, 4.398647847234706e-06, 1.625466555461587e-06, 4.384883667669284e-06, 7.159582732191406e-06, 1.2107574980074245e-05, 5.456643668558534e-06, -6.175646413845844e-07, -1.8479395351825164e-06, -1.8927952912411743e-06, 2.5553633491019163e-06, 3.572095559075512e-06, -5.8854839101746126e-06, 1.823959570138824e-06, 4.083296008292469e-06, -2.2406881004237892e-06, -2.118743236812305e-06, -3.2839018805503678e-06, -1.6192755934106524e-06, 9.078277089356933e-07, 2.9140530401876962e-06, -2.0175773623694747e-06, -4.087750962151909e-06, -9.326056018813247e-06, 1.324443302006149e-06, 2.461258627416729e-07, -1.2112647445053831e-05, 2.013764566988509e-06, 3.2293938855509345e-06, -3.4063639525749215e-07, 5.744070238256099e-07, -1.4113334334342962e-06, -1.8055049357711182e-06, -2.965526362757204e-06, -6.965588913621255e-07, -1.0894671063119347e-06, 9.399767333018314e-07, 7.081542441343432e-06, 4.0444319621199365e-07, -1.110676963874916e-06, 2.1022571795226887e-06, 1.3016515622780394e-06, -1.0814652953397301e-08, -3.3176655471815463e-06, -1.147581972614197e-06, nan, nan, 3.746101418580421e-07, 3.418200660042034e-06, 2.193376281864923e-06, 9.676385379337092e-07, 2.2444542759040443e-06, -2.775495277002507e-06, -1.555290107186363e-05, -1.167841224743861e-05, -5.0765077167180375e-06, -4.236182657411924e-06, 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-6.949590474150245e-06, -4.218778122316978e-06, 7.2870627339157395e-06, -3.3160888578172915e-06, -1.0817823150142751e-06, 3.334384989776904e-07, 5.171280189030795e-07, -1.8861101333428034e-06, -4.9229238514305715e-06, -9.445741277747008e-07, 6.559836309972439e-08, 6.819293465108568e-06, 5.38806449173109e-06, -3.1141923166964053e-06, 6.612047113196988e-06, 5.506445829035989e-07, 3.1430210723200772e-06, -4.632493119968063e-06, 3.6215631095163336e-06, 1.6649421303352612e-06, -5.4956761480317096e-06, -1.7087511064940582e-06, 1.1039577166699864e-06, -2.8175029088972197e-06, -4.36587172129706e-06, 1.3646281699038742e-06, -1.1933595642601805e-06, -2.078450179463805e-06, -1.0603930905480586e-05, -8.380461235991152e-06, 1.7109532106937836e-06, 5.148810193190939e-07, 2.235302543418189e-06, 3.010228745666849e-06, 1.1335799181657792e-06, 4.201270342472821e-06, 2.9270278375958607e-06, 6.018307960787864e-07, -1.706733057867298e-06, -1.232323418059361e-06, 5.200775221170524e-07, nan, nan, 5.091440530035722e-06, 3.4069195069801846e-06, -1.6077763645195413e-06, -3.173341274160756e-06, -3.884233818191087e-06, -1.7579235667286803e-06, -5.7636237739323755e-08, -1.3361794461623942e-06, -3.622678307255522e-06, 7.001938375795193e-07, 3.4682160739347723e-07, -1.376494343536586e-06, -9.932923751542272e-07, -2.088813347796255e-06, 7.702246833326374e-07, 3.565511897886591e-07, -5.875269137598084e-06, -8.64644244612233e-06, -2.919454371078865e-06, 4.908238210759785e-06, 1.3365747365466243e-06, 3.5622599625656494e-06, 3.9047909070666426e-07, 4.593656123407927e-06, -4.183984284503687e-06, -2.395650776217247e-06, -1.5372497099699536e-06, -8.674927604685934e-07, -3.9942729778927445e-06, 8.673284385822777e-07, 1.9438389042320883e-06, -1.697728808039287e-06, -1.0819543722877134e-06, 2.13316102619641e-07, 2.004713040889641e-06, 6.403186237759543e-07, 6.550556674557728e-06, 4.5595488562985074e-06, 1.1001335571691319e-06, 3.701671448754816e-07, 8.18125213678801e-07, -5.999426928327791e-07, 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4.118468713548645e-06, 3.203440824926604e-06, 1.181556078956808e-06, 1.6836009025545202e-06, 2.6917318104953165e-07, -4.860331235980537e-06, -2.216594666137908e-06, -4.5210373543116563e-07, -1.0418820694662057e-06, 1.0932596718898529e-07, 4.942337604447268e-06, 1.1966995010718082e-06, 5.06504030091495e-06, 8.005207334437964e-07, 1.7406072751685654e-07, -4.926691877005516e-07, 2.365973427772332e-06, -1.2616960067117809e-06, -1.0545931206024313e-06, 5.445316375230262e-06, 5.310613203410353e-06, 8.450577440740301e-06, nan, nan, nan, -2.3233725448100997e-07, 1.741057914049505e-06, 4.952643635161455e-06, 6.839894133132743e-06, 4.445973543122732e-06, -1.6263735241090128e-06, 1.486666704322032e-06, -3.431810886756867e-06, -1.9884270627793622e-06, 2.3040932938317426e-07, 3.974648196024355e-07, 1.4944366265614273e-06, 2.0634409554787015e-06, 1.520454074120199e-06, 7.942322051596674e-06, -4.563585216123513e-10, -4.137563788320329e-06, -1.559680525155484e-06, 5.520301246581934e-06, -1.0301337508899355e-06, -5.729238612419435e-07, 3.251372753837292e-06, 2.7425035742388443e-06, 1.9835612906638933e-06, 2.170021559209654e-06, -3.527025656279945e-06, -6.541899624434333e-07, -4.886463670133246e-06, -6.248776562799634e-06, -2.201695438249201e-06, -8.881102940561438e-08, -2.9591826101247204e-07, 1.5708000150451227e-06, -2.306504554434995e-07, -8.950930062308355e-06, -9.127127983282733e-06, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan]\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "8VNoFcnkXP4-",
        "colab_type": "text"
      },
      "source": [
        "Again it is reduced to dimension of `48 x 48`, so reshape it"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "Ps7ZMSUYW4xb",
        "colab_type": "code",
        "outputId": "c9fd0052-fac6-4b1b-e10b-3c19d0627071",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 33
        }
      },
      "source": [
        "g_second_x = np.reshape(s2dx_arr, ((len(xi)-2),(len(xi)-2)))\n",
        "g_second_x.shape"
      ],
      "execution_count": 0,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(48, 48)"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 387
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "colab_type": "text",
        "id": "Vo_FkEUdXnuU"
      },
      "source": [
        "### New X Coordinate of Second Derived Data"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "colab_type": "text",
        "id": "DyknFXbXXnuY"
      },
      "source": [
        "Using mid point calculation"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab_type": "code",
        "outputId": "56b3d2a3-559f-47e0-bcd5-b5cc2ed42527",
        "id": "7OE5TsTeXnuZ",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 268
        }
      },
      "source": [
        "x2dd_arr = []\n",
        "for i in range(0,(len(x_first)-1)):\n",
        "    for j in range (0,(len(x_first)-1)):\n",
        "      xdd=(x_first[i+1][j+1]-x_first[i][j]) * 0.5\n",
        "      x2dd_arr.append(float(xdd))\n",
        "\n",
        "# reshape into matrix\n",
        "x_second = np.reshape(x2dd_arr, ((len(xi)-2),(len(xi)-2)))\n",
        "\n",
        "# combine with the midpoint coordinate of first derivative to create the second\n",
        "# derivative midpoint coordinate\n",
        "x_new = x_first[:-1,:-1]\n",
        "x_second = x_new+x_second\n",
        "\n",
        "print(\"Dimension of the second derivative x:\", x_second.shape, \"\\n\")\n",
        "print(\"x_second: \", x_second)"
      ],
      "execution_count": 0,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "Dimension of the second derivative x: (48, 48) \n",
            "\n",
            "x_second:  [[288964.64034082 290472.09598163 291979.55162245 ... 356800.14417755\n",
            "  358307.59981837 359815.05545918]\n",
            " [288964.64034082 290472.09598163 291979.55162245 ... 356800.14417755\n",
            "  358307.59981837 359815.05545918]\n",
            " [288964.64034082 290472.09598163 291979.55162245 ... 356800.14417755\n",
            "  358307.59981837 359815.05545918]\n",
            " ...\n",
            " [288964.64034082 290472.09598163 291979.55162245 ... 356800.14417755\n",
            "  358307.59981837 359815.05545918]\n",
            " [288964.64034082 290472.09598163 291979.55162245 ... 356800.14417755\n",
            "  358307.59981837 359815.05545918]\n",
            " [288964.64034082 290472.09598163 291979.55162245 ... 356800.14417755\n",
            "  358307.59981837 359815.05545918]]\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "0M4OLVKgahnQ",
        "colab_type": "text"
      },
      "source": [
        "## Second Derivative of CBA to Y"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "MCdf6Uxdv-lV",
        "colab_type": "code",
        "outputId": "da46dd34-6392-4c67-a2bc-672c1159eee3",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 154
        }
      },
      "source": [
        "s2dy_arr = []\n",
        "for i in range (0,(len(y_first)-1)):\n",
        "  for j in range (0,(len(y_first)-1)):\n",
        "    sd=(g_first[i][j]-g_first[i+1][j])/(y_first[i][j]-y_first[i+1][j])\n",
        "    s2dy_arr.append(float(sd))\n",
        "\n",
        "print(\"The result is in 1D array \\n\")\n",
        "print(\"Length of the second derivative y:\", len(s2dy_arr), \"\\n\")\n",
        "print(\"There are:\", np.count_nonzero(np.isnan(s2dy_arr)), \"NaN values in the second derivative gravity \\n\")\n",
        "print(\"Second derivative y:\", s2dy_arr)"
      ],
      "execution_count": 0,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "The result is in 1D array \n",
            "\n",
            "Length of the second derivative y: 2304 \n",
            "\n",
            "There are: 163 NaN values in the second derivative gravity \n",
            "\n",
            "Second derivative y: [nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, 4.654143606832869e-07, 2.732548360939495e-06, 2.7253591768622363e-06, 1.4823648214606825e-06, -1.4904951125554586e-06, -5.14876894081115e-07, 2.3366620534152358e-06, -2.5103044299305937e-07, -1.2630430926119087e-06, -6.812375673179757e-06, -2.7169216385134317e-06, 1.3746957107106766e-06, 4.715802080505708e-06, 1.2510663207120165e-06, 4.331797779165655e-06, 1.161461574170873e-05, -4.224115206044502e-06, -3.6900770655146714e-07, 1.047146689653656e-07, 3.7515680309600714e-08, 9.793553077662046e-08, 9.326110240457893e-07, 8.254186215364091e-06, 4.725730631178467e-06, -2.8605316819388e-06, 5.093203782913893e-07, -2.384073507665383e-06, -4.7826933979668666e-06, 2.0353589324122185e-06, 2.9895499619944813e-06, 3.4385095639194973e-06, 2.728222580853836e-06, 1.4162108390374906e-07, -2.9193413174811924e-07, 1.8949156421482515e-07, -1.0713651112795951e-07, -6.365089409579794e-07, -5.788108640361629e-07, -1.0199137492403985e-06, -1.7480157129672685e-06, nan, nan, nan, nan, 6.136628709247632e-06, 5.739297466522115e-07, -2.6000622527837386e-06, -6.916756229218602e-06, -2.35354265482873e-06, -5.874910999492871e-07, 7.862944241675865e-07, 1.571571037084949e-06, 2.3014715014736208e-06, 2.678001831034542e-06, -2.5007090199574345e-07, -3.9014048312549325e-07, -8.524095389423994e-07, 4.060327794520281e-06, 3.1532658434809087e-06, 7.558148203796798e-07, 3.1889778198361384e-06, 1.6427206499556654e-06, 2.800159834551017e-06, -1.4623119798811054e-05, 3.2769043570755934e-06, -1.8698500313435023e-06, -4.22623785096418e-07, 1.615068355500225e-06, -3.4970396434164184e-07, -1.8368761688151247e-06, -2.1301424658598083e-06, 4.2222482201216345e-07, 6.162743307177128e-06, 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2.6724531569843007e-06, 1.275654158718666e-06, -3.030138138315304e-06, 6.451818006329212e-06, 2.5334094841743535e-06, 3.1159538100398074e-06, 4.3628294242293336e-07, 4.739997164461675e-06, 1.5315492086624963e-05, -1.9358572762283423e-06, -4.974329679600505e-06, 1.3691340694519922e-07, 7.076636363652689e-07, 2.193829428433721e-06, 1.3079914321116178e-06, 3.283487769555127e-06, 2.632395916741534e-06, 2.3365321068110216e-07, -1.3825060347763662e-06, -7.801296779041132e-06, 9.318444941179736e-07, 5.500838671093717e-07, -2.206942747121228e-06, 9.35762841410104e-07, 1.3835230770008633e-06, 1.149614838363893e-06, -1.1424442780904552e-06, -2.4968406536333227e-06, nan, -2.33096232235586e-06, 2.47957611527487e-07, 2.931013233762015e-06, 1.9773915836227136e-06, 2.1647864082958235e-06, 4.528003685943453e-06, 1.0447481833360163e-05, 1.637958247198526e-05, 1.5254538313586689e-06, 5.121874495537801e-08, 3.4508590686411887e-07, -3.106833263210922e-08, 2.9008194574137833e-10, 8.285211848649931e-07, 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-1.5245302714228933e-06, 3.8043213342275938e-06, 7.372711218586907e-06, 6.089165828645612e-06, 9.103107644114441e-07, -7.94629890749314e-06, nan, nan, -4.998978703100265e-06, -2.7330669448365993e-06, -4.4580917623772415e-06, -6.356669360416471e-06, -5.194016326368162e-06, -2.944033776233734e-07, 9.155623036384349e-07, 1.9716064359990636e-06, 1.9464272073404173e-06, 1.3879133839932129e-06, -1.3842346871849593e-06, -1.9727885990705255e-06, -2.28672000954057e-06, -3.0723000755395563e-06, -7.386381678251344e-06, -3.2110901567809253e-06, 4.525789571032934e-07, -1.0182697860494715e-06, -1.1944833496376695e-06, 2.0737927165595324e-07, 6.316568213876457e-07, -9.875681278641748e-07, 1.7672896089748074e-06, -4.684656717747936e-06, -2.210387222262701e-06, 1.851668447265882e-08, -3.6035173384599947e-07, 7.993566183640937e-06, 3.6020578481538625e-06, -1.1421439037403495e-06, 8.828059649940633e-07, 1.2802090691138732e-06, 1.210474105481434e-06, -2.79657894601651e-06, -3.687496219220969e-06, -3.166634610919929e-06, 4.056529768908732e-07, -2.644682102324497e-06, -1.0927140869668273e-06, 9.679077524335223e-07, -2.2611755783869075e-06, -3.881542725386061e-06, -1.535317118321505e-05, -7.199937466186498e-06, -9.621986286165933e-06, -2.1938334088143304e-06, nan, nan, -5.789516043991621e-07, -1.7245125753618526e-06, -3.235341786636549e-06, -1.859673945025731e-07, 4.932799812318449e-06, 7.69536934247827e-06, -1.539725337070646e-06, 1.5387392600031792e-06, -4.751132935660465e-07, -1.8608033357934538e-06, 8.597279430802862e-07, 6.737488797055742e-07, 9.953971411765579e-09, -2.5555547697048134e-06, -3.2730497277987003e-06, 2.8763888928281492e-06, 3.3416848706134637e-06, -1.1835227160237847e-06, -4.034853251938928e-06, 3.3576461442235963e-07, -1.3133494176071526e-06, -1.601112446005252e-06, -1.8087957116927994e-06, 5.686393963855791e-06, 1.6529120112887414e-06, 1.4817157297504114e-06, 6.127853549948163e-07, 1.205160725978927e-06, -9.161639111389521e-07, -2.0666678274183148e-06, -6.923755809921172e-07, 2.073229843076689e-07, -7.621344182006313e-07, 1.2169516241866518e-06, 4.444653956238413e-06, 2.589194464058288e-06, 3.7321987069539304e-06, 2.6735823092665564e-06, 8.921258990847903e-07, -1.6645105468467916e-06, 2.6377092748270685e-06, -3.508406307408632e-06, 7.259075891802963e-06, 1.3092332663069093e-06, 1.1200180531674155e-05, 4.797051288018584e-06, nan, nan, 5.146944854341181e-07, 3.1377642228247414e-07, 3.7075349370096986e-06, 6.3592018987442336e-06, 5.845734549739632e-06, -2.3624407831197944e-06, 3.572700191822789e-06, -1.4094921515494335e-06, -2.9548500157417547e-06, -6.239951894375638e-07, 1.7300625050080619e-06, 2.6171377967844827e-06, 1.3801316862306578e-06, 2.117822243290191e-06, 6.360448820406742e-06, 4.456750386017778e-06, -2.428475670915543e-06, -2.000561924298206e-06, 1.7605299173044822e-06, 1.846563599198953e-06, -1.7264215818245831e-06, 1.5589593659278205e-06, 3.7312868115619817e-06, -8.308124959942972e-08, 3.034441389533728e-06, 3.692128434941336e-07, -4.367219601285866e-06, -2.2911862346955157e-06, -5.1991003081272775e-06, -2.640871558556667e-06, -2.0481602119008063e-06, -2.4109838899286474e-07, 1.133948945218855e-06, 1.0532884998995755e-06, -5.2088628422171885e-06, -8.160591618102539e-06, -1.5040121361612371e-05, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan, nan]\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "BNBJNCWUxceB",
        "colab_type": "text"
      },
      "source": [
        "Again it is reduced to dimension of `48 x 48`, so reshape it"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "0eN1XtexxQIw",
        "colab_type": "code",
        "outputId": "c463bd73-f8da-4419-bcac-2f597e4e12bc",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 33
        }
      },
      "source": [
        "g_second_y = np.reshape(s2dy_arr, ((len(yi)-2),(len(yi)-2)))\n",
        "g_second_y.shape"
      ],
      "execution_count": 0,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(48, 48)"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 391
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "9smIBbIIxiW3",
        "colab_type": "text"
      },
      "source": [
        "### New Y Coordinate of Second Derived Data"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "VUEzfFVU7a6p",
        "colab_type": "text"
      },
      "source": [
        "Using mid point calculation"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "EBGoWz0Ixnkn",
        "colab_type": "code",
        "outputId": "616c770e-653c-42fa-ad9f-07bb0a7ca885",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 268
        }
      },
      "source": [
        "# (g_first[i][j]-g_first[i+1][j])/(y_first[i][j]-y_first[i+1][j])\n",
        "\n",
        "y2dd_arr = []\n",
        "for i in range(0,(len(y_first)-1)):\n",
        "    for j in range (0,(len(y_first)-1)):\n",
        "      ydd=(y_first[i][j]-y_first[i+1][j]) * 0.5\n",
        "      y2dd_arr.append(float(ydd))\n",
        "\n",
        "# reshape into matrix\n",
        "y_second = np.reshape(y2dd_arr, ((len(yi)-2),(len(yi)-2)))\n",
        "\n",
        "# combine with the midpoint coordinate of first derivative to create the second\n",
        "# derivative midpoint coordinate\n",
        "y_new = y_first[:-1,:-1]\n",
        "y_second = y_new+y_second\n",
        "\n",
        "print(\"Dimension of the second derivative y:\", y_second.shape, \"\\n\")\n",
        "print(\"y_second: \", y_second)"
      ],
      "execution_count": 0,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "Dimension of the second derivative y: (48, 48) \n",
            "\n",
            "y_second:  [[4230152.70055102 4230152.70055102 4230152.70055102 ... 4230152.70055102\n",
            "  4230152.70055102 4230152.70055102]\n",
            " [4231366.251      4231366.251      4231366.251      ... 4231366.251\n",
            "  4231366.251      4231366.251     ]\n",
            " [4232579.80144898 4232579.80144898 4232579.80144898 ... 4232579.80144898\n",
            "  4232579.80144898 4232579.80144898]\n",
            " ...\n",
            " [4284762.4707551  4284762.4707551  4284762.4707551  ... 4284762.4707551\n",
            "  4284762.4707551  4284762.4707551 ]\n",
            " [4285976.02120408 4285976.02120408 4285976.02120408 ... 4285976.02120408\n",
            "  4285976.02120408 4285976.02120408]\n",
            " [4287189.57165306 4287189.57165306 4287189.57165306 ... 4287189.57165306\n",
            "  4287189.57165306 4287189.57165306]]\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "heYhs_i20PUW",
        "colab_type": "text"
      },
      "source": [
        "## Total of Second Derivatives"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "kPretHYq0R9o",
        "colab_type": "code",
        "outputId": "8e5a94bb-d05a-4249-e341-789d33b9e487",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 50
        }
      },
      "source": [
        "g_second = g_second_x + g_second_y\n",
        "print(g_second.shape)\n",
        "print(\"There are:\", np.count_nonzero(np.isnan(g_second)), \"NaN values in the second derivative gravity\")"
      ],
      "execution_count": 0,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "(48, 48)\n",
            "There are: 207 NaN values in the second derivative gravity\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "ixfHiqL11TZ-",
        "colab_type": "text"
      },
      "source": [
        "## Residual Anomaly = minus(Total of Second Derivatives)"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "PXDzCORu1Xyz",
        "colab_type": "code",
        "outputId": "8b934d88-a2be-4c93-fd37-b29d3a2b241e",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 50
        }
      },
      "source": [
        "# convert from mGal/m2 to mGal/km2\n",
        "residual = (g_second * -1) * (1E+06)\n",
        "print(residual.shape)\n",
        "print(\"There are:\", np.count_nonzero(np.isnan(residual)), \"NaN values in the second derivative gravity\")"
      ],
      "execution_count": 0,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "(48, 48)\n",
            "There are: 207 NaN values in the second derivative gravity\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "zhlU5hjFIr-T",
        "colab_type": "text"
      },
      "source": [
        "## Regional Anomaly = CBA minus Regridded Residual Anomaly"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "DSM2oQImJQ-6",
        "colab_type": "text"
      },
      "source": [
        "Interpolate the original Complete Bouguer Anomaly `CBA` to the x and y coordinates of residual anomaly `x_second` and `y_second` in `48 x 48` dimension"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "ZGWWzms2Iz0c",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        "# Interpolation\n",
        "zi_cba = griddata((utm_x,utm_y),CBA,(x_second,y_second),method='cubic')"
      ],
      "execution_count": 0,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "KkuhZiLQbXQ7",
        "colab_type": "text"
      },
      "source": [
        "Now the interpolated CBA `zi_cba` has coordinates equals to coordinates of residual anomaly, and same dimension, subtract CBA to residual anomaly to compute regional anomaly"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "JPpFpA_GblND",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        "regional = zi_cba - residual"
      ],
      "execution_count": 0,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "qWK2BMyb1JVg",
        "colab_type": "text"
      },
      "source": [
        "## Plotting"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "yRCkWMRX1K4J",
        "colab_type": "code",
        "outputId": "f9e89614-d5f7-48ca-86f0-45c5a58a6cc0",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 552
        }
      },
      "source": [
        "print(\"Dimension of X Coordinate for plotting:\", x_second.shape, \"\\n\")\n",
        "print(\"Dimension of Y Coordinate for plotting:\", y_second.shape, \"\\n\")\n",
        "print(\"X Coordinate for residual anomaly:\", x_second, \"\\n\")\n",
        "print(\"Y Coordinate for residual anomaly:\", y_second, \"\\n\")"
      ],
      "execution_count": 0,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "Dimension of X Coordinate for plotting: (48, 48) \n",
            "\n",
            "Dimension of Y Coordinate for plotting: (48, 48) \n",
            "\n",
            "X Coordinate for residual anomaly: [[288964.64034082 290472.09598163 291979.55162245 ... 356800.14417755\n",
            "  358307.59981837 359815.05545918]\n",
            " [288964.64034082 290472.09598163 291979.55162245 ... 356800.14417755\n",
            "  358307.59981837 359815.05545918]\n",
            " [288964.64034082 290472.09598163 291979.55162245 ... 356800.14417755\n",
            "  358307.59981837 359815.05545918]\n",
            " ...\n",
            " [288964.64034082 290472.09598163 291979.55162245 ... 356800.14417755\n",
            "  358307.59981837 359815.05545918]\n",
            " [288964.64034082 290472.09598163 291979.55162245 ... 356800.14417755\n",
            "  358307.59981837 359815.05545918]\n",
            " [288964.64034082 290472.09598163 291979.55162245 ... 356800.14417755\n",
            "  358307.59981837 359815.05545918]] \n",
            "\n",
            "Y Coordinate for residual anomaly: [[4230152.70055102 4230152.70055102 4230152.70055102 ... 4230152.70055102\n",
            "  4230152.70055102 4230152.70055102]\n",
            " [4231366.251      4231366.251      4231366.251      ... 4231366.251\n",
            "  4231366.251      4231366.251     ]\n",
            " [4232579.80144898 4232579.80144898 4232579.80144898 ... 4232579.80144898\n",
            "  4232579.80144898 4232579.80144898]\n",
            " ...\n",
            " [4284762.4707551  4284762.4707551  4284762.4707551  ... 4284762.4707551\n",
            "  4284762.4707551  4284762.4707551 ]\n",
            " [4285976.02120408 4285976.02120408 4285976.02120408 ... 4285976.02120408\n",
            "  4285976.02120408 4285976.02120408]\n",
            " [4287189.57165306 4287189.57165306 4287189.57165306 ... 4287189.57165306\n",
            "  4287189.57165306 4287189.57165306]] \n",
            "\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "mJnmDy3Tcyd4",
        "colab_type": "text"
      },
      "source": [
        "### (Re-gridded) Complete Bouguer Anomaly"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "-Q_wrscGbLbC",
        "colab_type": "code",
        "outputId": "2375592e-002e-4514-9712-8b072e923709",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 638
        }
      },
      "source": [
        "# plot re-gridded CBA contour\n",
        "fig, ax = plt.subplots(figsize=(12,10))\n",
        "im = ax.contourf(x_second,y_second,zi_cba,levels=50, cmap=\"jet\")\n",
        "ax.set_title('Complete Bouguer Anomaly')\n",
        "ax.set_xlabel('UTM X (m)'); plt.ylabel('UTM Y (m)')\n",
        "plt.colorbar(im)"
      ],
      "execution_count": 0,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.colorbar.Colorbar at 0x7f667a41b400>"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 398
        },
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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VY3bC0yTWls58hfF7mk2PXpoSG9NxK3TI6qkMMcssLbHFoq+9ymvo89aMZJbc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\nSURBVP8DQ2K5A/cAPwAAAABJRU5ErkJggg==\n",
            "text/plain": [
              "<Figure size 864x720 with 2 Axes>"
            ]
          },
          "metadata": {
            "tags": []
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "K11hkhunc-D9",
        "colab_type": "text"
      },
      "source": [
        "### Residual Anomaly"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "nCETiUsb2mqC",
        "colab_type": "code",
        "outputId": "df3fb0af-8c27-4ec8-d24f-74cf4952123a",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 638
        }
      },
      "source": [
        "fig, ax = plt.subplots(figsize=(12,10))\n",
        "\n",
        "# plot residual contours\n",
        "im = ax.contourf(x_second,y_second,residual,levels=50, cmap=\"jet\", vmin=-30, vmax=30)\n",
        "ax.set_title('Residual Anomaly')\n",
        "ax.set_xlabel('UTM X (m)'); plt.ylabel('UTM Y (m)')\n",
        "plt.colorbar(im)"
      ],
      "execution_count": 0,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.colorbar.Colorbar at 0x7f667a24a908>"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 399
        },
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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z5rTu1gzs680oQnWiZlYZCtskVs32EZEaZj9uST0J4C0AHqe1vqCU+ikAfwng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\ntVmYAgAAAABJRU5ErkJggg==\n",
            "text/plain": [
              "<Figure size 864x720 with 2 Axes>"
            ]
          },
          "metadata": {
            "tags": []
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "DKcw7uGcdEh7",
        "colab_type": "text"
      },
      "source": [
        "### Regional Anomaly"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "4wGnSg0sbzt2",
        "colab_type": "code",
        "outputId": "8d0d41e2-55d3-4dc3-f9ab-14e43c1b19af",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 638
        }
      },
      "source": [
        "# plot re-gridded regional anomaly contour\n",
        "fig, ax = plt.subplots(figsize=(12,10))\n",
        "im = ax.contourf(x_second,y_second,regional,levels=50, cmap=\"jet\")\n",
        "ax.set_title('Regional Anomaly')\n",
        "ax.set_xlabel('UTM X (m)'); plt.ylabel('UTM Y (m)')\n",
        "plt.colorbar(im)"
      ],
      "execution_count": 0,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.colorbar.Colorbar at 0x7f667a079940>"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 400
        },
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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3KaTGis39HbE2LnHT4vbGpzD3yCO+AfhtNobU8h1H9zc7+4grD7jVfqJ0jqLI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\nvecW15oobG0Et+QJEcf+6rXPKVPP+n4f52D6pWPJUnCvT/d4cuUAt6r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WwOqbm9d6q2M+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\nsPvuvtoqcWJT4CQXXDkNsb0M/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7FRoMyx5kIs5cKG9psqu0xU25a6n1D7OEVGFl95QmVJ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\nsEIIIYQQYlZIwAohhBBCiFnx/0U50hqHxdVXAAAAAElFTkSuQmCC\n",
            "text/plain": [
              "<Figure size 864x720 with 2 Axes>"
            ]
          },
          "metadata": {
            "tags": []
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "VynYNDfod4wY",
        "colab_type": "text"
      },
      "source": [
        "### All anomalies"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "DyewLB8otG7s",
        "colab_type": "code",
        "outputId": "fd674c87-7755-440b-8c39-49b2ca21db1b",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 393
        }
      },
      "source": [
        "fig, axs = plt.subplots(nrows=1, ncols=3, figsize=(17.5,5.5))\n",
        "axs = axs.flatten()\n",
        "\n",
        "im = axs[0].contourf(x_second,y_second,zi_cba,levels=50, cmap=\"jet\")\n",
        "axs[0].set_title('Complete Bouguer Anomaly')\n",
        "axs[0].set_xlabel('UTM X'); axs[0].set_ylabel('UTM Y')\n",
        "fig.colorbar(im, ax=axs[0])\n",
        "\n",
        "\n",
        "im = axs[1].contourf(x_second,y_second,residual,levels=50, cmap=\"jet\", vmin=-30, vmax=30)\n",
        "axs[1].set_title('Residual Anomaly')\n",
        "axs[1].set_xlabel('UTM X'); axs[1].set_ylabel('UTM Y')\n",
        "fig.colorbar(im, ax=axs[1])\n",
        "\n",
        "im = axs[2].contourf(x_second,y_second,regional,levels=50, cmap=\"jet\")\n",
        "axs[2].set_title('Regional Anomaly')\n",
        "axs[2].set_xlabel('UTM X'); axs[2].set_ylabel('UTM Y')\n",
        "fig.colorbar(im, ax=axs[2])"
      ],
      "execution_count": 0,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<matplotlib.colorbar.Colorbar at 0x7f6679d1d080>"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 401
        },
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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gzBuhjReC+ZzKe5Bqry/PhtG76vcAGReh6+pLQBl7QV4S0EplljHeAkc3nTbs\njQCjz1HLRD1e+3CHzzZqA94S5hxMO0PeFU7SQSD83OFJFu7tQ6QvQyySFx6Sm3wx1tYRZ/sjnmX0\n74mQ+0xqeyK4L9sTYYEV3mdmBCprnvn1QHCxZ5d9xmFfs6WxTIMwqnKOY5bWHYjspDM2TvjCLJFV\ndWENhC3c4rRlG+RtPA9ycxC09ULokvhwmW3ck0+zcPzG6n1QAfIMWV8+AJN80MXkQ/BVBkglBQz1\nLZQfINeot49h4vz379jp9bCItdsm8WOsvZJzcCtjlCZ9dPF5KEwjsWUb4aJvESEk1Njihfmu+677\n0oHdAxFNPbvXrlXmBNfQMzO+JqHeSH6E0DOf5YVg9gnlROg11j5gZLvig+nHFo6NeiLkcAPpWbAc\nr4NF533q+KUJJG1S+8XyOxRSkv8iFzvJovFQiIkIXSbSzL5GrNACxtFBwk8Xt2oIwMZN/SXU3cAU\nPLQnyPoRECDtvg5loQJ9VGAIcSjw3ofdJ1c8yBxYS3If5PxDtKm2ECTnOvtCOJbxh2306V1gEima\n8IhUmMRgt2Hjfha8DyAtIqSyLh9mETbDtkM1/8F6pnQW31cBYOeu/SwxLCKEDNs2RnmuwBBLcBhi\n98Glgbt+SCQJzZz3YWSXGs5Dx9wVWN6hLzkiQp9eCjlhFZMg10tkz65If3fpV07J08r6I5mzaJP+\nY4SEIREh5p3Q0NWgHJkVt43pTOHA14+hEA07qeIkMM99JTP+rohgn3vM+6BQfOgaytBGRLCTKYZY\nznDX6EM8KGnHPM9OunLFvLC+BIQcco1L38B3uvW3xAuhL3LFA9ugnnXvg1DixNh9WrT+Lie2Lc0L\n4WvLFREsNhwa9UJIEUug2MVDoKjkUkNuJQW37Vu2dx9cTqGWcVxrdE1COGJg7opvn0NXo7XtOaVE\nhBJyEkd2Nfbb9i2HXBFhUrQJU3FpK9K434vsnBa7AKqIUNG0MZJgNb/BxsD2tvEZMiRzja2gS30i\nz0GKIYPPJ0hMInwyVzywy2m65+2ea0m5SRcrt0OuiJDaLjRzD2nRIEcwWG2r3wm0owXtrbBF53HY\npP9Pzui1J/NNFRDaEBMPuuIOSrnGbanngTXAHu/Z3bxX7wNDbuhCKHwj5h3gList5xgix12O8Xgf\njNPDwRYLgqpv9UKoRHBL+qVm67syLaPVDWloc05ZpQp7oq/rbXBLULpeHaVCUCldjf+UB0GsHV/o\ngvk+jJS03JHVHaqAUMkXDrYMYtNt1+4RIWEMyffaxOK36cOIF4J5H5rEm7Q/uRvqECK3yoNPRLDP\nP5Qg0oO5buavff1TXgiueGZDGV4AACAASURBVFAiFqy20e8zqcGIB+ZvqLJYaDKtCgj5zLeAMK6Z\n/nHQ1ogvMWrdYzjXpo/SjV3Fg2TixDZ5D3I8EXxtltwT2wvBEBjI+666UELKC8H2cIh5H+QM/qWe\nF5X1wYjxhD93AIwa/l2EgGnOfJtZ5xIRodRg7uv8Yskeu+K7n6ntS8m5Bqk+TPR7cjnsZgn2BtY3\n4oLu04WT6lVlDgjNEttu2yHDvU3oQtskfjniQdSodb0QjjD94PPUObUJgXZtmsj1LhWG7HuXs59P\nNLCfC91KDOPCJx6EPsfaWGCFZRb57l57N9/Mr4AwrvwE4/Q+KCE26+7jkPO3oYv3wVg8DXyErm9O\n6cqcdaFBuNQANiJCAe7AGgtfyO/GdPMrDI6/GaB6IVRW8YkHvvU+IQG6G3ZTEREuB/b6RQTTp1mn\nTV/t5IB2+c1x3oPcqholZSjbJKqMeR9wubPx5dZfj4iwe6/1P5PtqVBZz4SEg5Hlm8rbDoUvjFM8\n8GELIF4vhFklYZuErkfw+hqvA/P8mRHKkHOvjGDjhjH4vlvJPBwJ2oTXxo4xKznF5p35FBC2Ou9L\nvRBKxIeQcTvpPAh2LL89OPgEgh7iw8YhHhR5H5SIBynsfWf9x6cHcgZr2/sgFgcXQ4shVUBYT9gC\nQDauQeUY2zaTCGfozY3/cue9R0To9Xh0M85zPA9yhQR3/dKB3cUiQsk1cdvKEQVyjuFW2mibM2NE\nPHD/Yn22RYS9zjYXJA9fmXPs0ITQeoNvlniR5REjsI3xZtOHeNA5kZ0vF0KqXOO4CD2PNsdtG64B\nTe6KIww/q7oigkWbEJXQPuZ7Y75XscSFud8ps1+JiOB7HrVDFnK29+2/peP/gcspTN8RZpzMn4Dg\nGxhyjfXSQaXLNyOnP228A8ygcnXzNzSLfmTY+6AkfKFEPDCiQMrTIZk4MSYehMjZzu2XnfBmzExL\nJQ0N0rEEjTkigmm3S6LHSiVG3zH6PqbpEdBHIsS2dPUM8Ik9dtWMUDnDUDjBJO51H+T0c/+OnUnv\nm0olxac4CzIy3scwxp9PSIDuYkIJbrlIe7kPk7fBy6yEK/uM9Q7CQfQ45jpttZY5dBErQl4IOdh5\nN/ok1A/X+I/1N9SnkuSLlXkUEEKERIS2SmSfspJrxLYRDtyyjyEvA89yVzwwm4RO8fpvlHsgbN4e\nFhGyqi4Y+vQ8MO35+tWzK9zC8RtZ2XxqdJs+whe8x27pQVDSzjjEg3lXb+eN/ewCj+eBbZgaz4Qh\nY8rMuFqzr0UeDIX07T5vexIMnZ/jjm7WhVze28b79xXe4dLVA8B3TilPAXefUo+H3CSNuedWGmoS\nK825f8fO1XAE41ngehi4IQyhvAiVdYcWD4h6H9jrV9jCIsuZ5fPiXg0phsIICnFnuzf6ZtZ963C2\ng9FZ+RAFyQaLGM8j3BA3L+rjjJSw3OrZLtYG5aEMMPy9sp8J3efDXOHA7NeX0GCEhC2seAWBvr0M\n1jPrR0CAVRGh68DR1aoxA5truLY1WO2atIeA/8Y/eJp+RwbWG5z3XU518/bRz66I4G4zwFd1oW/x\nwG4/JCJA3n2x+zLDyQNzvA9ySze6bbriQWk7lbXLxTxjxLyyDS7XoPPOyEaMpT5c/sed+8AnJMBw\n2b5xzaj3dW45/YvlA3DXp0JFQst9wkPouLHqDqHPJeQKB1nVMqwcBkNiQqXSMwscjYoIyyyy6PmN\nThlzoVCDPkSEwf72M2qOZ0GucDBOxhC24GInkdzCsSEhIdb+oPKGc99y+2QnsHS/V66I0IY+vRTs\nttqKGpU81peAAKPigTFUc/MC9CUe9IUpTWjEg0P6GEtf0qvPPNQY6VvR59gc3xjytveB7xJ0FRFc\ngoIBrN6bWMlGQ27iyD4qL6S8ERLiwYZD069I0NfAGRqQuwgQlbXNxTwDKDM+R2brLXK8D0orBYxD\nPPAZjT7DN1c8KKkeUJIEcNyU5h8oaTPXG8EnFJRUe5gUQ/1okRCxFnFcn3yFBRYoD3tMiQg2btnH\nNs8MXUUEILvKwAh9PVu3CWMdg+dBKneBW44ztN67T4tcE1tOHINN5rsRFhH6IleUcNenPlf6Y/0J\nCDanrxp2gwsREhL6sKLtAS5QFSGLkDF6CFjS4sHgNL6hl2+G1p4XPhGhTRhDlJR4UFp1wkdOecaU\nNwIM/7CkPA/6VmAcjLHeJfyh1Ph3Xc7M/lU4qPjwuZO7YQ2tki86hAzMPio3lLQzjuSI7vFnJT+A\nm2TQ4Iv3b3Nvc2b2lw7sHuRaiHkjjJvS70dpzolpC0WV6fAVj2CfY6yt/k6vGnvgT6xo6ENE6IQv\nFMFePklyw1hjj14tvQ98IszRTaf5EwRuKr9PuQkrfaUdQ2LBOEQECAsJvnNeYMXrVVMZD/MnIOSG\nKFjiwcrmU1ngRjYcYrR6QoHxNxAjfAaoTzxoQ0g8uBq4QXsW3AD8X+BMs84WEcj3PrAptYOjngYu\nkxAPbFJCQkhEyOmDaTvjO9h2wE0Z6oscHinl2DdVPKgAPIOLIWCoxWbn3VKGuV4HbePQ25Jy13e3\n9YkHfc7IT5vY9R8SDTylCY3LfqmQELrv9jJXRDD7mc8l129cZSZt4cBd5sNXAaJ6IKwvbj4hbGF0\nNjknH5G9nRERgCEhIRTGYGgjIrTyQvB5HdjLYg+ofU7QuM92Jd6nLj3kWPB5IYRKdLqk7pvPQwFW\nvRNcj5CNaG+HUD4E+5htEhimnoVjHgmrz6PLrXN55F7XEk7BssPmkPkTEHJwxAPzd0hEKGBi7ump\n4xwZFgWut9cZEcHThjs2X88Ev/RdxYMcrwK3HXtZTETIaTfWfoCQgT8NIzzlfRD7EariwfpmF/uH\nzJ+SGXFjpE16lrgEnwASSvpnXksHGhNv1/B6H31UXJglL4QBodKETinL0mO44kyOd0JpyIdr5Pfx\nvfQJB4PvSYxdwx9n8X+ksnYJCQduQsWxeyKkvAvsB1S3TKO73kfoed7Xlo82k1ZWm71WXrCwPUls\nIcj2IHHp+z6GQmRcISHnuDHPhtR+EP4++/b3H6d9EtH1ynwKCCkvhBv0iduG/8LxdvXqexMPutpg\n24EbdM4DvrEqAJyJHj9NuIHP+8DmeutvWxEh2/sgNXDnigf2+1Lvjq7eCHYbvvN2fry2sTwUbjAu\nt69SSsWDSgXazdbGMtWnjjXuvuW26c4iD4kHBW2lWIsx/YPkgJb3AdC5wkbQo2BXYAfftoFlZnls\nWdfvp/29sctbprC/cxdm71WZJ+wkdilsg988W5TMrnYxpNrmP8jiCMPPybkz/CmPYtteMAnJbdxq\nBynGJB6YHAQhcu5bjhjk5lbY2Cy/eXF13XAerHCejdJnyC4JGXOSgs7Cs/Y8MZ8CQgG2cOANPSik\nqA3ftqkZ8dDy7cB9mjCFT8EN3xgWDkLk5o4026acM1qJBzlJE11i1+OQs01OmzEhIWddqBRlBtMQ\nEVLlFmdBPDhF4MyN6e28BASyynjJzUMQS0BYmiAxxjiSDboz20N9uxQ4f9ilvuuxYHa8DXy413iQ\nHNMICQ19leb0CQldxKWSko728d3lObS9j+MKq6jMD27+Ans5DBuYPkEhZoDmGJ5jFQ8MrrdCaZhA\nqEa5KyK0pSfxwISBuG34RATXYyQVIhAz0O11rpBg52AY5zNrTtux76KvJGluX2fhuXctMb8CQkYu\nhK7Z8aedWX/EMN4OnA6bj8A5ESEj5X1gfx5LKEOOeBDzPkhd9y73JUcsMOs7HMcNY7AHrtKB2ZdA\n0QgEvlCJPsotpgSIyvogVoovtU9ObHtbQu12McJixvzSgd1aPLi0WXB+P8e0j93Wc6NPUuUU7e18\ngkGfgk4XQ77N9l33M3QRESoVH0YQyI+PN0LDqLhQwkREA9DP859BG/dHgLs3y9vmGfB5JXQp8e7s\nVyoe5CY1hFVvFDu/BeS5+g8LS+HnzKF1m/zbD3sL5CfqzKFr+cU23+sqHpQzvwKCwRdfZUoaWsZr\nH94HEyVkvN5b/9nMarhCiBLvgxyyvA/GLR6UYPri+46kQhdC/bVJuGuEjHx3IOui9NrH8Bn9JaEL\n60U0EJEnABcBO4H7K6WuaJY/Cfg1a9P7Aucopa6y9n0P8F1KqXtPrsdrA2PwDSXb2zFZw6gPg9sV\nEobEA0dA6HqcnLCFWZqdLs2DAflCQqjcZ+oazdL1MZRWbKhUSsIYQowaZuXCwUiSPYP9HNVDAsEh\nlpvXZ5z2uxj9BtsWiLXnC2/wbNtGPDB/bRHBbce+3oPSjZGQBh85s/u2CKWFgfLnzz6EhDYGvRvG\n0FUgq8SZbwEhlJzFGiTaeiH49mktQvSt4jZ984kIud4H9nLbC6FTVcKu4kEbQvd2q/M+JCJAvpDg\nttuQ+n6lqiZ08U6wj+GSIx6kRIOY94L2jGiXW2TKXA08DvhTe6FS6s3AmwFE5D7Aux3x4HGs0RMe\nNyPigZVQzxYR+khelzK6cg1Ke6Y4ZJiOiAc3fQwuPQcuhSXKwhi6xuBPG1//c0Jacu65ryykK0TF\n+jFpZjk5aGX+MYabnVjP/LaPJR7cfX7KTVBotglN9C016+yXe7y7ZxwnFfqQKyLE2qC9eBDDrYYA\nq3kJBkJCh/ZtXA8WV0xw8Xkh2MQqfHQRF3ztpsqTurhhHwPxplCUiXHKyXB623+zNZCbfL4FhBTN\noDFR74M+juUapOb/Znl0/eZmcE55I3Rl4H0QmtUvFQ98pPJA5J6j78ch9CPmO27La7lw/EZWNp86\nkkgR8ksvugqyL3yhLX26cPXZr0mjlFoCEJHYZj8JvNV8EJFTgecCPwe8fZz9m1VS4QxD4oH5ayXZ\nS5W3a2OMhdoZy6z0TR8D3gucU7xrjtGbyhGREzbS5ri+tnz3aiiJZCSxodknN7mhTzwAhqo97N67\nFBURxumFkFsJog32tV46sDt5XSvzje2FEDLecg2z3uLYY1UU+vAQMN4H7jJYLbMYO4avf6FqDi3D\nGULCgWvA2x4GPuPe9UIYEQ+MF0TTP1+ehDbYBnbs+5OayfeJCCF8SRdz94std8WzECZXQg1daM/6\nFhBa0kvuA2OELnuWue9ThP5PbmBIPLC9D/oMX/CGLpT+aIREkdB63/JUjoJUn2IiQqovvrYtgcr9\nzoREBEPKI8H88PvaySGV9yA3XOEwiyNtrWXxoICfAB5tfX4p8AfAiel0Zzq4yehixu3+HTu1MWiV\n9Nu/YycjiQgjx4K0kOArD9l2RjgmNuxhH/t27YFdsO/Ze1g6cA5ceg47n72/+FhdkyT2XcEi53ih\nNm2vi1IPiiKD24hPbtnIPtouYNzVMcy11te1rNLHNBGRBeDP0YGVCvhp4NPA24CzgGuAJyqlqn9x\nAcbANHHwMVKJEdseuysmSeAA+9nLnhCz06h8htXnrEVWPQ/uTpyYh4NNa9fafHI8AmwRYXCdzDk4\nj1bjKhEZwpeg0MXNrzFpUsKBi0kQWpKHYtYJheFa6+8MHAAuUkr9frPsR4A/Ak4G/lwp9YrUcaqA\nUEgr8cAMXoecvzZtxQMfh1bbyPU8OJNwGINNdIzNEQ3aVFzwUeKt4OuX3Q9bTbG3zRETUufsiAjG\nCwHixn8sCSL0IyK47bnHzsUcu49+9Mg2EbEHzTcopd5gPojIpcAZnv1+Uyn1D7GGRWQPcEIpdXXz\n+X7AXZVSvyIiZ3Xu+RojJ6P9YBur1F+JeBA6XgjXwPVVgcjFJ0jsYR+7Dy5xIZcMYvH37dqjBYWM\n9sx5xPoc2i93+bixxZVVAzd/31wGwlOIvcMVHmLfxXHnQ2hbFSK33bUkIKAfRv9JKfV4EbkV2jn4\nN4APKaVeISK/Dvw68IJpdnKt4ho7W+ieIyFEVKhITbx4ZvPtmfOBkOA+S5l2d6Kf14xoYJIolkxS\npba1nwdD20YebUKeAG3zVgwqIJw4NioiNP2LiQclxwyFHdjeASGjPCZCjUtICJVrbMNwiIYWEXwP\nhWsQbxiuxR8CHzAfRORk4HXADwHXAf8lIu9RSh2IHWTsAkLTsSuA65VSj3DWPRf4GeAW4KvATyul\nvtiseyXwY8BJwL8Az1FKqXH3N8RYKi6MI8bFiAeN9wGE8x7kEKrCYMpDZpdthHyFN+V9EPMAyEnk\n4/bjdPwuGSVtxogkjkgZ3bmhDX0Z710SJbrH1/3+Yuv2Tj6l8Ptl8yUOK6XODa1WSnVJc3cB8Bbr\n8wOBc0XkGvSYul1ELlNKndfhGFnMyvjqm+GPGXD7doRzC+QeL0dE8B2jjQFpCwcAu9+6NJj53o32\nqtjNEhfuvYSLdzw9eF72sX2CQWmfpx1j74oIse1873NJiggF9JGfoK3Ys14QkdOAHwSeDqCU+ibw\nTRF5NHBes9lfA5cx4wLCrIyxNqHqB1s4NiQkhAy8NmXtXMFiyIsg13vTw4g3ApZx3IgGG5f1Xz5D\n/9m/U+JB6LHKEUb6FhFg1RthSESgvXjg3veYcR8z0ku8V2JhDW3DGPoUEWD4OsyDgBALwxWRxwBf\nAL5uLb4/8Fml1Oebbd6K9rCdroAAPAedCmWzZ91+4Fyl1AkR+QXglcBPiMj3Aw9CZzkH+He0w+Jl\nvfSowAhsLRyYQS7kfdBH6IKLIx4cP9RNPCiiS8hC7BqnxAOfah0iJmCERIRUmwX4vBBgNZwg5o3g\nExHGWYu3Kzmix1pERE4Cngg82CxTSr0eeH2z/izgHychHjRMbXz1Gbve8oaGnuO3S5Ihlmyfamf3\nW5fgJfAx2569ePXthRdewp7X7xvyrogJAG3zPUwypj+VXyFHROiK7WWQIyak+tNGSPAJIZNK2qiP\nd+FEjpVB1MMLOBttUP+ViHwPcCV6rDpdKXWw2eYrTMRxvDMz8wwbrXyAJ7neplVjz7hq5zwz9B4X\nnsgp4DOIj246bTXHw6YVtiweY+NWtIhgzruLmOB+80rEg0K6igiQTphobztOcsIYXNp4I6zm9/B/\nF8cpIswrTa6uF6A9DZ5nrToTuNb6fB2kf9jGKiCIyB3RCuzvoBOMDaGU+rD18aPAk80q4NbArQAB\nTqF/3THKWDwOfPQdutCjeOB6H5jxtrP3QWy/2IBdmtPAPW7OtrnfMtNu7vaOF4IrIkA6pCElIrT1\nQjADdB9lGudBOBCRxwJ/DNweeJ+IXKWUeliz+geBa41SO01meXwdEg6a0oZLl+6G81erE/RhAJeI\nAm2PN5QE8nLgJfDbEfv1vRfDiy9fYveHhhP7pdovMURzcx6UnHOb47slLVPn0pfoYYsJoePkihol\nuTVixxonM+jREPXwQj9bngM8Sym1T0T+CB2uMEAppURkal6lOczSGDskHthJ9cznrQyS7A0JCU1W\n+TZeByn68kKwsb0nPsfdAD1Tfc0mYBPsXryKjZ9BCwl9yU/us2TuY1SmFwKUiwjD5TbTMfp22zn3\nOmQwlyRCHN4vXX48t21735SQ4DuG3i98nInladhA+wnI5bGE4V4EvEopdWMiSXgW4/ZAeDXwfOB2\nGds+kyYmQyn1ERH5MHAQPfi+1rhkTIKUeGAbfgvHM6q2hbwP+qyM0IN4kJsHYYRQhYUccr0PSnIa\ndCElDOSGPwSqUNgJFUMiAvi9EcYpIvTBPIgHAEqpdwHvCqy7DHhAZN9r0EnDJsFMjq8D8cAub+gE\njCyxuzchwSci9JXYbkg8eAl87GJdZyHFby/BI+8AF77lEi6+4OnZx8rpa0nCxFzjuG3pSzc/hC95\nZen97eIp4utP7nWNXavQ9yuUrLNP3PCZNcJ1wHVKKdPpd6IFhBtEZIdS6qCI7KDfp6BxMPUxNikc\nmOcPe5LCEhLOWNYu8LY3QoiQkRYzXNuKCD5j23gdrLCFZRab9wtcw1mDbZY3LfK933MFZ3BMiwhd\nyREPYudVICLk4LtHdqK/NvuPbhMWD+y/of1cLwTf9yZUfjwlIsTCbtzjuF4Iw33yiwQx74kupSXH\nwDjCcPcAj2/CqxaA74jIN9AeYneytrsjGebg2AQEEXkEcEgpdaWInJfY9snAuTR5lUXkbujUKXds\nNvkXEXmwUurfnP1+Dl02jTvfvp9+h8QD19CL4oYvQFw8yPkJtasKpJIwjoGg90HXaguldMica+5t\nVtlOX5JFa9lQW66IEPqh8VRlMAJUrjdCTk6ElIiQqsBQyrwIB2uJSYyvzbarY+yd7+xtP2k8+X7m\nLFFh3Int1hKxa9nlGvVp2PqMaZ+I4Nt2WvQlzuTu39f1npXrV4pS6isicq2I3FMp9Wngoeh42gPA\n04BXNH+jCWunyayMsb4cAZMkJh6kQiq86xxjG1YN7i0nVj0mYNRoHDEuu3g95IQsbHXed/SwSHkh\nrIabjBq9rkdCbP9x4TO+u4a7uHkQYmE2PhGhFF8Ihjn+rIYE94VSahB6KyIXATcqpV4rIhuAu4vI\n2Wjh4ALgp1LtjdMD4UHAo0TkR9GuXJtF5E1KqSfbG4nI+cBvAnuVUjc3ix8LfFQpdWOzzQfQicqG\nBt/GneMNAOfePdMVroU7SZF44GJVRBgRD0qNfl9pQpetOlDv+i8Vtt1gvBBCyRPdYw2RMuZzkiGO\nAVcU8olEUVHBOa/WlTi2EiztWBrS4OIOuqF9q3gwN4x9fAVnjD333OgYOzB2mlwHS+iQBRPCMKAR\nDkzW/r5CGey2cmLfY4y0swN4PZyzd4lzmvwHMU+EF+8EPgQX73h6Ru/9x+8j2V9flFS96MOlv63n\nQuxziDblJX3HmmZ+hBnlWcCbmwoMnweegU4o+HYReSY6w+4Tp9i/FDMzxg4qFpgFtjHrZOdncfW9\n2c/OJxAj10DzekXkEhESwE4EuTJk6Bmj+iy+wBkfP9YuCXluhYXQdpmJtbt6IbiYc1+dVR+9T30l\nNvRvP2rU5xryOYkbu4gIZr9FlrPPad7zHSTCcEdQSt0iIr8MfBBdxvEvlVKfTB1nbAKCUuqFwAsB\nGvX2eZ6Bdze6zMSPKKVsE+5LwM+KyMvR7l970a5k/ZIwDDsJB+6gaosHPmPVnsGOGeI5IgKrngJt\nQxlskrkPYvkNDgWW+85hMbA+dL6R61Rq5Bd5J1CwrX3+jqtbWxEhN6liKjljF3KEg85q7sm0jx9r\nKaCtFWZhfHUNrxGD1xYSHFzxoKuxaC8PtVVizAW3vUCXoDznJXDO5cOrTFLFcy4Efqu9eGDow41/\nkuSICOPyNskRD/oIlXHbSV3nLt/FWRCOuqCUugo9K+/y0En3pQ2zMMba5fxg2CjdCKvigVlu/V76\nxIMcd+6YiJAUDsz6nEeOgPCwsVl+xtZjOkwBcy66otPGj2a0bRN7hgiFK3RpsyEUohEidI+Gt9ky\nJCJAv8m0fbPz5rtQOvPvD8VIV30wgkBKRHD71DapoitczAOxMFxrm4ucz+8H3l9ynElUYRhCRF4C\nXKGUeg/we8CpwDuahA5fUko9Ch0v9xDgv9HJaP5JKZUTehqnwBgpFQ8GxqQtBBixwBe2EEun465z\nDeWQ4Wpc6beubmOMfuinIsNI6EIqOWKpcNADXRJg3rK9TEQAwuELoXasWEVzrFheBB+55R0h3+tg\nmW0jiRSrh8HaYprja9DgCVRf6BLbHTOSc5L5lWLa2cce9uzYx57X7xupBGAEhf0X7IweNyS8zCol\nJRj79ETwiQ27Dy6NJFBs63nQpV8upd/hNtdmH3s8Ulxl0kxjjHUNT1PaDyyvBMI5BcBvvLkz2yGC\noQqhRwvf8tBzXkYbG9vkOhiHcFBIridCyFC2jVtjHPu8EdrQNlliDqXigY0tJKTEkZg3Qg4zlvNg\nzTERAaFJPHZZ8/63rOXeJBBKqW8DP190kJMT6xODQ69VF3zKqh22UJqL1xODn2Lzdp1MsSuu94F3\nJawKA7E8DX2KB55r0dc9bCUipDCeI04og8H1RrDpEsqQw+gg3F00mPdYslliIuNrBl1LFZYa/SkR\noU/cxIR72DdaYeGCdpn8+0r46LbZta0+ExnatA3NyCndOOtijE2XEp6VyTIrY+zgd9XKEzD0PrB9\nW0PRm//gCO3CB2L72M/Mvhxibht3Rz8/+Z7rZ0A4sEmJCMMVB1bvk2vcusZxm3KKLikRYYGV7MoP\nhpyQhRxMWEOOiGD6avAJL751Y2cD7W2cPhKEjpmJeyCMlVCSk8Ks/Z1CFwy294FPPAjFjcUGsxIh\nYetq0eLjljdCq5CGVOJEVzyw34dCGKD8HytybXLEg9h9datpdBYR7Hse6ptzP42I0HcoQwnV46CS\ni8/QsWeI3Znr3NJ+vnZj++YajV3i6ofKUtKEZbi5HYBLzr+Qp++6OCkUhJiV2Pk2Rqwx8Pfv2OnN\n4dCnkGC+Y7ZnSG67fYS45JI61qwmnazMBikX7vT+YYMUCo1RXwWIGDmGuWnDfi5e9rx3tzcTMUZI\nSB0zUzhwDf1xJ69s85xmu+rnepCU9Sn+XXDzVcBw6U23rS7YIoKv/eFj+cs9Vi+D8TFfAgL0Vou2\nFbmeBalMtamBN5QvwT1+cy3aeiN4dQo3dMEWD+z/02VnvUvsfzolBhQkNcwVg8x2tpAQyosQFBbM\nfXWTZBoRwfVCMDghDX2ICOMgN4lO9T5YnxgD0p4ptt3NuxjHKQEiFG8fW5Zb2nCoLKX5a97f9LHh\nnW5zDpe84kL2PVuLFW3DNPryIJiUEOHzDuijfGKp6OP1FLH6EyPVX3ddG28Td12tQFLJpYsxFjKi\nXGPUZzh6jeicZ+zUs2yOeGAfx+6Hm8xwOKppmIwEiSEPgZjnQFdxoY2xbbxF3Xj/Lt4I4XKHw94H\n06oE4iZYTBESEir9M38CAoxmqHWJGKBtvA+KZ6pjIkepO1WmaOGKCG7lQZdo4kSfeACD2sNZ5G7b\nMiyhrRfJyuZTR7wRorgeJaHvQkpEyCRXRCj1QgglTspRfCsV0GKBPQvto01ivZQR2tZIbp1w8Xys\n6hLnjKzb+ez9PJvXpYb3zwAAIABJREFUeNvLzfhfQo53R5t4+xKD3ne/S47pO4fQtXK9D+z9Y9Ur\nUkKFvS4WWpD7Hc4RB6aV8LKyvggZYbYR6hqgMdf1sUzUhcoqLnvWL6K9D7YSFw9yjtGSQQ6Kloa1\n+4zmhhO4SQXNPvY6mzbeCPbMvr2fL3QhVk7UlKdMnVNbSjwRDDEhIbR/FR3KmE8BAcYe1wSjbu+A\nf1A1hiP4Lfdx9tUZ6FNhDLa2Eg1diBn2XZTKULu+pI34vQ+6hqC4IkIwnCEWjuKW7kyJJU5OhBi5\nORG6ZuftKhCMo/pDZbYJCQcpXOOvK33O3u/ctV97IbjRzp7o5527RsWDnH61PXfXw6HP9kPeGilD\nv1Q4yDk+MJRzIpWkso8ynrkhN3a7fYgI48iJUVn7dDXGjBHmMz5d49EmZjgmyZkosZ+JXZFgObD/\nIlo4SLWd8QjStdxil/19BjcQFRJSCQJzvRHs++ze86h4lNHuOCaXbBGs5Bj25FhqnzopVsb8Cggh\nCtzfi3CrL6SYgMAxdCwrlMGICK6WkSUenE5eicU25FRssOhadjNk4G5jOe2J4BMP3NAFd5zvyQvB\n9NHufx+hDCUDbYzehINTKEocWpkspTHs4/AkmJaBZcpQQlmVghBdxAN3Wd/eCL59So3cLskCbXEp\n5KmQ8j5oQxfRpU3ISqUyblLiQWcKJkKibHX+urTTqVtzdNNpnYxq04YPnzEcExJySHkj+DwM3JKh\nPnLFJPucxlXtoVREqPTPSdPuwETpUTzIdnO3bak+je0cPMllNm8f3eR0RsWDzdubbbcSnP33UqJU\nx7a1++k5flvx4DCLg1dsm5I2gbB4EPps/kbcAFPfMbc8o1uCEeIuWb7rsMLCbIgHlTVDlxCCrmX+\nupLbhhEMdu7az85d+9nDPp7Na3g2rxl5Pwlj0Bxj98Glwctdl9q3C/sGZ9pO+CgN5fAlSzRt+f62\noW3iSx/2tenyPa3CQsWmV2Pf017UhTt3sqO0yhiMPluah9KdgVdP5HgPhAz/ElJthK77AkcHrzb4\nDPfQsbacOJYlkoSumbvvsIdDP99bV0RZaJ5Y2zARUeFkVm2o0tcaYP14IGQYv53zH+TGhKUSEPTB\n6dZf2z2s6WMolMGIB4Pt3fb6EEFilRkyjlEqHrQxag+zOOSJMBTGEMp7EBMLtrOa9yFWmYF4SUeX\ncXgitKEKB+sb38xrrht5n7PGMUwyRNt7wBw/59hGOLAN4IHhfjmrf/fC7r26UsAkM/v7KmC0CWlI\n9TknZMH3PWhzf91qBdMwqLt6bnTte82TULHJndG1jTZ7+9istCFqSNp5CWxCz7QhT0s3j4L7jL61\nOZZv3wmVuLMN/xwvhJxZ/BCuIZzjlZCDzxthy4ljUU+CHGElZ5txhDPkJFVsE95QKWd9CAge8WAi\n3gc2dh6ESeMIFqGqDF7xwL52hSEGXtzjGqM6lfsgQEg8KDVobaPbncn3hjOkxCL3PF0RwV5mfmA9\n7n++agwuqZwIvkHc3t6IJW0JHbuWhFx/tHVnz9k3FYfvS6qXQ6zcn9umee0+uDQsGrh/GxEhJCT0\nYQyPiBd7h0UE37mlrlGb+xdLShjbxsXuT+h62dfNbTMW5tAHKSGh7T11K1i0zSNSqRhGPQviM8Ct\njKhxVTyzhANjpNplAhdYYcviMTZ+hm75thK4pQkXWAmKCK6HQR9eC6Fw0piAtDw0meQLVxkNXfBh\nxIXS6hQmmaKPPkMZXBGhi1BRRYT2rA8BYdz48h+ExAIjJBhDcdyeCO4xAl4IQc8DQx/iQQ6hdpvr\nlaqY0UU4sJctcnjEsA4mUxzeOY+EF8JawHetq2hQGRep2P6k6/6ucuMuOnu8l4FYMDDizXLzctpx\n+9yFQdWLvcPLbEqTCU57tjsmAvQxmx877rjaSPW7CgaVWcJnYA5i383zo53g0IgIPi/fUlfsgu1v\nvjts3IrfG8H3GOi0nZpBH1yHTc7nho3Lq23EDOdJ4c7K+5IurrAAm7olSbQ9F7omoJwFqnjQnvkX\nEDK9D7pm7p8qvpKVCWHCTqgYpDQZjjuY5BjTsRwRBT8mbVzoY8auKyIMeSGY69KH+t5DQsUUOcps\nVy8EqOJBZfLEvAe6GMPJrPhNRYDde4dnj4ER8cBup/e8DTsi6zL2982qp4zpNiEJJUZ/rieB22bb\nnAOl5zFJauhCZdzkGlCDsoXuilBIQw7mmcd9lloePtYWVo35EeM359HPerZKGb2ugWwfz3X7d0UE\naOd9UFZyu2wW31TesKszHN10GlsIhDFYz6L2+ZnPs0AqhKGKApNhvgWEnkMXorQ1JieRDyGDqPeB\ni3sNQ//LZnmbQceTfyHlfVBCW2M3ywshRE4uhCaMwc6DkApjmEb+AfeY7vXsJe5tA2veS6MyPnwu\n7IaBW7hjYEN+Gb/QtrYB7fMCcMUDNzdBXxUNSgSJVJ6Ckjj/ceQhcI8fEhFCs/lrxdBOCSlr5Twq\n0yPHgMwt5deGoJBQiv1c6HvutNaPCAlWXzamnr1bige+z7F9Ym13fR7Kueex3ADu8qCBfcT6a4kI\nIVyBIUZf4QuhcxxX+chKmPkUEApnznv3PphkroMjzvuCWexQLoRs2titvlwQhZ4H7v3qI2whRtAL\nwS3h2Fad7TGcYRJeACHxoA7elWngGmR2foLdLI16A3hEBShz6fd5AXi9Eaw+uSJCaRlG97jjivMf\nlxEbO2ff8XM8EboKCdNIylhFgsqs4BqSJa7tQ4ajr7xfyrDP8VxwDXrfsd3nxSP+ddniQelkoDNb\n74Yz5Cf067/UYfQ4mwh7IUAvXrF9PxOmPA9y6aNceRYbaGcnrRHmR0DIqBlf4n3gGkk+9+6RmehJ\nJ0n0DXQtRIQBvqoLUGbc+gSCnB+KkAeEx/vApkQ8KDWuTRiDy8ALoUsSITuZoqFFMsXU+fsGyNA+\nOWEMtdpCZRaIVSLgcoZzEpg8BWYby9DPSTgYmp0fMQSNkHDQLyT4qiQM9bvpT0y0iBmfOTPbuckM\nc+lqDKdElBzxYBKhC10pCeHoO1dGZX3StxdCyjXf9g4Y5EvwYT8zxZ4NI89WG4kIAp7jZsfq+45p\n98/XTsTlP8Y4BINUhQI7nAFoLyK0POcutBUPYuEMrtdCnQQrY34EhJaMPfeB7x/TNbJnJIwhC2PI\nu//L2533bcSUgHhg0+Z+9TEr7y3rGLpnJeduvA88Xggl5RwnQSxpoj3w9qUSVyo+fK73QxUJXAHB\nxRIUQmKCabs0CSEAO/JEBHuZu97num8w5Shtdu7aX2RAu4kn2woBbcIvfEkvbQHF7Zfbx64lEWeR\nvis7VCopSrwPXPHAZ2itbFrNZj8iJti4eQ9cEcEsTzwTu94IISPYreQA/oSIQ/j642PR2WarbmsL\n2gthRdc9iDQwGexKEq6I4IaFjGDEAvc6eMSFNp4XObR5pszNg1BDH9qzbgSELt4HZllWkrk+vRB8\nyRHddaH9Yl4IvsGgratS6Lp2LVtpiQdtvA8mktDP9HFK5TlTeQi6tNk2oWIVDypTI1M0COEz7m2M\nUW+MvYEhv8uz8Q5H1EgcO0aOYb50YDc7d+0f6auvrVkzSENiC8TDG3zbjjs8IHSMtkJMjnDQJmll\npdInvioDxgC1vRxMSTy73OGggkMMV0RwxQPjlWmebc22W/NnwLtUHhg3Jc9NvvKMvvU5ngiQSKhY\niP096cswL7k25pg1ieJkWDcCgo+S2exsg6qN4ZzyPmgTixQTH8zyUvf7HBHGPn+z/SGGEyraXgzb\nPe2WVn9w6FM8CIUxRAl9B3KuX0/VGEIDd24IQmmoQlVxK7l0MfR8YQaDZIaRHAQDAskOfcJBrGyk\n6xFgPACG1hkRYe/oMWwDsaT04h72+QULRq9NKmFjzvFyKWkjFPoRo6SCQ6xPOdejS1/6ytcQuk8X\nFvSzMp8scDR7Vttn5K+uGza0bKPfh11lwDXQ7M+xqgXZ+LxyQyICnoSOniSAMZHBW6bSJTNk4ubF\ndpUYcrGN/xi2kOAzqIcMcxPKEGsw8FzqXtc2JS37nHhqIx5U4aEd60JA6Op9EKVN6EGbGeu2hmXM\n08AMlqXtpi6Ra0Dbn0Mxbz0YzSXCgW3spgaNXkWEMZFz7uPIX7DI4aFjp2LwKpVScssK5iQzBJLC\nQRtiIoK3r+S7/LukDNjcdnL7kKJLqcxYQkk3rAEKvguFfZgUNYFiZRqEhIRco8k2wgcCwabV9cmQ\nAJsu5a/t520jIiwG2nSSKaaEhGB1iZbPpiUTKjleAzZmu1whIas6w6Z4OIPvnqY8P+yJpRLhy8UO\nwRgXdRKsnHUhIPhok5CuE6XGZCxBYpcB2BUMuhjurjATy4Pg80bI8D7IFX9yDOiug0N2GIvB541h\n40ukWNCX1WbSJRQnkfyw9wH4FGoZxzklNlPb1qAr8UaICQe5Rt7OXfuH8hEERYQC+i6jmFPJoK9+\ntW03JiJAOMTBdw9DiTBz+lCpzDu+xIopEcE2HO33PmOzuBJDW9yJu9TjjZOjwOAzgLsmBOzifVA6\nARPyRnCN9ZhA4YoIBlcUKrkuJaEMvj6Ftl9zXgIb6GVydFaZewEh1wBdV9nlc7wOPJUAirFFA3uZ\nK6aYvrQUD3KIDWCdByVzTj7vCt859Fi20WUa4kH1QlifdBUA+jTa2rjFB/ftgE9E6Cs23xeikCLH\nQM9po0981S1CVSkAf26LvaPCgi8Jpn28VJ9C1yenuoW7ffU0qIyTbrO54eoMbhhDrLRh0N29rWiQ\nU63LDs21Qxpy23dCe0P5E3JFgHHkVej6/GTu7XBuii3ets2zr3s8k8fCpeR8faEMse9tfrnL8YkI\na0qcmAHmWkAIGaCu98HYDKy28V+pBInTIFR9wV0fW+fOxvdkRMe8DybmkhQTEWx6DmtIeV6kEk0W\nh2YEMCJCdQOrTHJGN1lasWdyjEM7uWLO9jlhCr7KBRBPQGhXc2hj1I7jWvpCOILJEd1SnD7s8pwe\nQaGriJD6HnetYlGpTAM3pMFnlMXEg+jyroS8bI84730iQmxizJyPERICIoKpnpAiZGRD9+fOkpAG\n2wshJAyt3udR492toOV6NLh5Mgw5YoIREULPheb8vFU9PMtMX9acJ8KcMrcCwiyVv4sy6+UbY1UW\n2raVYUT3cf9Sg7gdklA6IG04hL53vh+6HCXdxueREPEACYkC7vmGtusjyeQ2lufWa0dEngBcBOwE\n7q+UuqJZfgrw58A56LHzjUqpl1v7nQxcAVyvlHrEpPs9S0wic7xd1i9F3/0wRu9QGMOl1gbnN0JC\nJOGhrzSjqaTgu36+socxQiUhcz0X+iY3D8NI/y53/u5ltbJFZoULn4DiEwzail++a1xFhcq0sA3P\nWJy8zxvBm0yxhwz9VofysBMpmucsnwhgPyvlCgmOiGCwxYMSD4+1Ysza99oVJ/wG+9FgvrBU0s1c\n3OPmeguXPLNPIofCeuSkaXdgHMSMz67eBwvHb2zTpfkmZuz7BnI794EnfKGreKBr74YHocMsDu77\nYcedK0Yw/4FPEIl5asRyRxgKw0dyxINlto2IB23FhHGUkJwhrgYeB/yrs/wJwEal1H2A7wV+XkTO\nstY/B8goBVDpg9CsPPg9E9xXX8cdlE8833rZywP7l2L3uU3yR3PmJcfpk9zjj7DX+uuKBRHxwIgs\nbUIT2tAmxKRSGTexWezQjPVYiYkRpqvuc+FWa31omwmzwpaByGA/f7nPYgsc9b76ZHUmPy16mOMv\nstw8KQ+/Yt4M7rP10U2nRcM9YutMn0uN+ti1ztm+esj2x9wJCH2IB1M1htq6hZUk6mib1CNHa9nq\nvELL7H50+AEw98oeAmP47nmJiFAkIKWuV4F25Uv6GfqehsSDEF2/7/b+9vVbqx4KSqklpdSnfauA\n24rIBuA2wDeB4wAickfgx9AeCpWGSYQU2H/d5ZM6risWhMQDXxtm+9g+Pm+L/Tt2JoWElBHtHmMS\ns+axShHmtX/HzmHBwPc+w/Mg57i+fvjet6GKCJVxEDMU+8o/NJQboO+f8hwRweCKCPZ737Nj6vnW\nFSAstpw4NjBocw19W0To0zgtvY8lIgIwEBHcl1kXwz1PVyhwhQWfV0dOBYmc48eue+nyShlzE8Kg\nNkxWPNgwwRJ9SWxDfVo5EkqwB+6WiRNLjdPU9iUVFqLhCy6pcIZCbwvfeaQGw5zvdNt8CDPsebBN\nRK6wPr9BKfWGjm2+E3g0cBCdr/hXlFLmW/Bq4PnA7Toeo9KSSRtrbn6BUtHAbiNnWzeXgVm/f8fO\nrJCGGH0LBymvkNB5Dy1zy3KacIVC4cDXr5y8FO62bb9f9n6zWAmjsrZomzzRJXsW3DxXloZmdsF+\nzDnCajhD5NkRaCUe+JIo5pQftPMFxBJTjgtfaIEtOuT0p0uf3RCCVD6I2Pd2+Hrn5dFyj991f+gm\nanjZQP/i2wwxdx4IPmzxwHZfd5mIMdS38OAOmO4sv7u8jfdBjst9iNMTr4ZbtrcPXcgNV2jbXudE\ng4sMu95BeFCx7o+5Hl29D7pgwh5CL/8+PfXBDL5tXnBYKXWu9RoSD0TkUhG52vN6dKRH9we+DdwB\nOBv4VRH5LhF5BHBIKXVlPyc+X4zbOO27ukBJf2NhFKVt2J9js/T2e/M55omQ8kLo6/7YASI563M8\nEcDytMgVDy5nkC8hdO454RShMJgYqXbbhnGsVfFARE4Wkf0i8o/N57NFZJ+IfFZE3iYit5p2H9cK\ntsv8uDHG4IhxPUljKBaq0EU8SGDi+m3jMmRoD1c06O/ehJ6hQp627rJlFpP98YUvlJIy1Mc905+b\nfDGH3sWDdcDcCwg+48tHJ/FgWrP+sQEzFDbQltzwBZuM0IQuwoEPIxi0EQ5i229jmYXjN5Z5H/hw\nhYQC2ogDJd/rXIHAx1qLLVNKna+Uurfn9Q+R3X4K+Cel1LeUUoeA/wDOBR4EPEpErgHeCjxERN40\n9pOYMq1j2jse0/7rLu9KG0MtV0RIGZY5bcCoIZsjIuT0Ifd4vjZL2y0REUaEhB5p0/dpCQmDZJ1r\nCzcvzP8BXqWUuhtwFHjmVHq1xsg1TnPF++KZZ/vZri8RIcde84kI7nNlzjOu3eeM52GfiGBjX+e+\nRQTfPcx9vnK38/VngRXOPvFFtpw4NvQy60rFhJwwgbzcDCve9znHX0vPnpNARJ4gIp8Uke+IyLnO\nuvuKyEea9f8tIrd21r9HRK7OOc7cCwg2U/M8CHkduBUYSozSPkQBGF8CmqZdIxCEXl2w71sbwcCH\naSN7QLLvben5bA+8T9yT3JwDk/CoCQ3eazX/QYIvAQ8BEJHbAg8APqWUeqFS6o5KqbOAC4D/Xyn1\n5Ol1c7JMQ0gI9aMLueKBm47RPnZoFj6nb6UJDm1Dtu0Mdddkkm2EA981C/WtWEjwlHvMyQPRxjsj\nV0josj7Vh1nGzQsjIoIeP9/ZbPLXwGOm07u1waS8DmIG282uET9OfJNei551uZNj7oSNs70vfMHg\nigiu6OLO+LfJQZAixzj2eSWssDAiRJitzHltXB5+5YoJ5jtpn2csJ8GkvGa6CAm5uR/WEN5E4E3+\nrjcBFyql7gWcB3zLWv84IDvR29wKCCubTx0JXbBpM8vamlktKXm687fvdifACgutjdWJ3P+OXlG5\nHjSjhx3veYUG62FlfmbzI0QRkceKyHXAA4H3icgHm1WvA04VkU8C/wX8lVLqE9Pq56wxau7FXdpT\ntEnqV3KsWGx6H2EMMTGhixt7yAMBxueF0FcboZKNKQPed+59eySE7ktOvoQ+qnrYffC9cnJszBgm\nL8x3ms+LwIpS6pbm83XAmdPo2DwS8j7o1TXbroYwbmyBoM3x3H0mIICUigih/XUbecawmwdgNefA\nQlYog2Gj9TWxhQT3GMbI9gkqo6EV7ZN9ti25mJtQ3Wxr92VSYse4iSQC/2HgE0qpjzfbLSulvg0g\nIqcCzwVelnucuRQQYkbXxESDELGZ5twBbhwDYVuj3y3HOEZy7muuMNTbd8C+n66nybL1N+c33JP/\nwJBKnjjuGX83Wi7GWvc+UEq9q/Eo2KiUOl0p9bBm+Y1KqScope6llNqllPo9z76XKaUeMflezxep\n/AQpl/oUfYdA9BHGUEqu6BEzsvvyjCihq4jgvh86v0SFhnGeb8j0z6Ekd8SMsE1ErrBeP2evrHlh\nxsto7vz839zeZlm7/szn7u8r4Zhqt2fxoK0xG8M1VtuIB4acsIOcNo03gsHnkaDfp6o0xD1n8kNt\nul13n2dG6FX6f7RGuQegROSDIvIxEXm+te6lwB8AJ3IbmysBwfU6WFeUCgC+7VNJasbRj0za3NeQ\nkNBFPLhlO/oc2/wg5QgJBeELpcQGz1BSnlwl1x1816r3QWX6pAzjcbndu8vbHid0jHHlbXCxDeq+\nZujdWfK+yU1o2NbzorRKxbQNdp9oMGMCQjRJLZ68MMAfAQuNGy3AHYHrJ9bjOaHEyMnxPvAZafbs\n8whueMGkvBHcY/oSPPqEg8CzWix8IYRtOKcN9vzZbJ940MYd3yckuF4IoWoJNj4hwT5GjNR5xxJE\n+uhDvEmVelxhgWs4q/9cCicTDr1JvdIibZtE4BuAHwCe1Px9rIg8VETuB9xVKfWuktObmzKO3z55\nVAtZOH7jkOE5F0aNbzB0QxHc3AolmHI5MNHQC3OfFo6nw28Os8gy2wbhC+a9y2ppG33fFzk8ue+A\nGXwPMXodlxn+oet4nfua8W8zeLo/BuZ+tG1viA3MbvhPpTdyDPV97CkyoPYwWu5w3NjHnNRxzXUp\nvT42br+nSawv9rna25rzNiJCSiwoOd9pGO2TEprGiVLqhcALAUTkPOB5Sqknicg7gMejRYWnAbGk\ntRWHvsWD3rC7Na7D+sqUxy7HGL1iF1kO3gu7vGMIn5HtzpSbv10MaF+pQ/P55sVhkQAYvr5bV9ff\nvLgqIhzddBqhUonjCgHILc2Yy9FAW6HlU+KwUurc0Eql1Pkt2rwO+Fel1GEAEXk/cA4678G5jeC7\nAdguIpcppc6LNTZXHgghDjvqXs7sapGh2edA1UdbKS+ANusn9Fvk8yJJeR/YcUzDyWyG721X8SDb\nC8IWD+y/MTLLNw76UjjQ9Tn4htwm13roQmWylMaOt8mH0CbJ3ySOmRPy0GYGOjc/wCSM1DZu/Km+\n+DwQ3PZD513qhRCj9Nxy8Z377oNLg9cc8ALguSLyWbT59xdT7s+apcRDsISo94Eh9pyaX2o5yYiX\nQE7ixL4qj/WAnXDQl3wQRkUhnzdojByBISsXgivOHFldZnskhCpU5IgHXSpM9OGJcJSFIZEg1x6c\nIz4I3EdENjWeYHuBA0qp1yul7tAkAv8B4H9S4gHMkQeCS85MtiFH5TvMItv6sqK3s2pU2jP+KWLe\nB6nlNwSWd6Gn2WGfobyy+dQRDxIfRhRwByajAndVcKP4FPEQ5n67ORMyqi/EDPNxG+05Mx52H3rz\nPqjMNbMy451Dm9n90Cz3WpxNtsntf5fwD9fTwNe26YfPKwG0iOAzuHcfXGL/jp2dvC5KQmpyr5e7\n3VDf7coSF2Q1N1MopS4DLmvefx64/zT7s1YJTYyYZTnPOanY9ZB44J2tLnn+6YAREYaOb56F3eOP\nUTgws+ALHM1y08/xAHHvqflrG7lbBscdvr++sofZiQM3OffaXEe7y4vOusYjwXgjxDwRfHTJ8WAI\nfcd97cW8CSbpPTENROSxwB8Dt0cnAr9KKfUwpdRREflDdBJwBbxfKfW+tsdZFx4IwJDLu4/UF7o3\n8WBa+Orn9kWHQTs6y+5ZV1xmMcEih3tpZyAQjPFrkutB0dXToiQxk088qFRsQpUI2jAJ4aEvI7+t\n8VhKX9ekxGMjltjP158+qlqEiOVF6LNKQxuPgzb3Zk48DSoTZiqifd8Ge0SQuHkx4pFQ6HVgt5OT\nE8BgJxE0T0nj5qgjLsSIiQy6jWEjuSgPhOWNAJmeKg2TTk6YKx4Yj5BrOHuQB2EeCCUCb9a9qUkE\nfm+l1PM9+16jlLp3znHm1gMhZpj26k0A4UFvkVWD0vY6SOFTdku8D9YIuSEBvhKchpQAUOp9YL4X\nZj+7/RGvFvcepb5SrsfGds+yDMwAGLsu7ra55A70sWOH+ldZ3/hyBLQxLKeBb9Y7Z5++CV2z0LHa\nlCXs476E+lgiUPi2D7Xh5kWw++UTESbpAZNz3m4uhyERYS/DXgiVdYf9u9x3PHhnxuiJMOL14MOa\nIW9DyBAOCQuuJ4IREXxesBDORVFyT4+yMOKJEPI6iT3zGg8U2wvh5kXYCPo6ph7ZjjDiicAmyPXM\nmDaxRI1j9VaeU+ZGQLglcCp2Ujd3eWcRIRR6kCMWpMIY7EF5RuK5+iTmXRDCdx8n7Rmywb2vhwjf\na/sex4SCgvvrGwD7EA50O/7rH7sv7rGreFApIWasTjsLvs9VvasLfx9t5G4/zeSIMaGjjWdGbkJM\nn5Bg79dX2EKb/UtFBLC8EQJlKSvrk3ASu1UjyOdGv8KWaBjD0U2nlYUxGPoUERojNXvbMZDySrBF\nBCBLSEiRCkMwIkIbQiLG0P3OvYczJiL0JaaNRZg7hTU/0RtjbgQEGDZaXMPS98VwRYSUAmVmoEeM\nyHERG0TXwJfyFo/RHPI6CBmcOcaxe6/7dqUfESluwO994Ku4gGdZD7Z1zED3iwzxmDz7Ry7H+A8J\nB7n7V+aTlKHkMyxd424t5AmIVVtIGZuh3Ah9Gfu+HAKx0pWl/YnG6wPsiF+DNvfZJybE6OLpUnKc\n0vZKRATIryxRqRimNpM6aRHBl/RvDJNtrqBixIVhT4B+DectrHjd8M2y3Psbe+Yz35Ojm05jC8e0\nONSDiJBDX8Z6ae6DSr/MlYBg4zNiQstSs9idZrlzwxhKkimuQVIhJS4+l/gYoXsUExPc8Ae3jWj4\nAvi9D1wRISQu1oOSAAAgAElEQVQeuMsTglDoPEKGvE/1DrnUdREP3HvTq3hwCrWM4xrCzopfKiKY\n5bNOyK1+kviu39KB3QDs3LV/pE+pkpah84mJEDmlEt1+uJT0KbRv6LPdTqlgMc772UZEgHBSyMr8\n4/6W+0oIhkSD3GR+Nq29EGBiiRXHeYyU94F9bexEgrZnRyphoHuvRj1F8ozg0H333XOf58k4RATd\nbncxJSWEjaMSWQ1hKGPukyhONLFbqbHT1jiahPdBj4ZbW/Egp6yKW4QFtBBgXr0lSSTieWK8Dwyh\n7dxT9Vxjn9eGIRUeEBMPbOwEiSXigbmq5lhjFQ8qa4pQSb0Q0xAL2pR19DFrFSSMeGDe2y8YTv6X\n0/dW1+jy1Zdt6LbJFWH2scsXum2m2m177pO4t7n9yC1PWZlf7N9nN2nfaIK8Be/7NpQkFhyhrzKK\nISM2Ztz2LCykEgVuOXGMLSeOFVUHcJf7jf0Vb7jCCroMYez+lgpGg8oPm05bTaoYu3/L1suTWHGh\n6eXq5mXPhfaz5bhzfaSqklTizL2AAOkv4eGEWpiNbTjahmDu/0+OMJCzTcvkfEl6TjfgS8RnG6iH\nWfS+DHaiQyMU2EKCoVREiKqQvvAFQ0xEsE+14N641yhU9SBXPLAJiQfLQxLMtqH7Yh/L7Ofel8r6\npk22+nFjG5x9VEfIPb+Sa9HWpX+ES5sXjAgJuW1kV0IwwkFBH33XxP0cKsFoltsigr2vfb4+EaXP\nihVdKP3+zNr/U2WyuEZhjpHY5pkgh+zM/Wswd5ctnITEg43Lqy8bt0KDYXiKy2/8a1ngKHfls9yV\nzw22tEWEHNsk5HmQaygnRQTf184REezjxvA9Z4fyerjLZyqJ6DpmbkIYbmFDlrfBMtv6mZU24QY5\nxqT9j5VKsBgLZYiJB6HY+7b5GmxXfPu9G46xHW/sWWwmHcpj+FNMvIRgyXWNiQfOddtwaPjabWN5\nJLeHe+18DwqxfCAxUtcxJ0ni8olaznE9M60KBanjdU2kF2tzGhj3/J279g95IXD+6lsT0lDC7oNL\nI7PdI9dsR7Pt3lFD3+xbavhGKxF4tvWFWsTON1VFI9bXktCPcbGPPexOb1aZQ3JCEVIl/HL2McRm\n3rMqIxi6hDS0FSAyciGYc4iJIUZMcK+Fu4/ZbnXWfEuWaBOuonB0kFNhmUXOYtiI7tPN3m7LnOfQ\n/XXvn++0mmsdupa+kBsf7nO/mzQyxy4I5T+ogsN4mBsBIYTP4OlNRLDJNSjd7XxGvhEKbnA+h+ji\nbXBDRvs+QgkDHXJLNXYhltBvrPjuZYxYboS298GDz2shJiKY7XPFgxBVOFi/+Mru+ZL5TZNZ6cc4\nyBEKckoipox2d789O4Y9O3LCBbI9O3ZkbFPQtttGbmLGrh4rs+L1UFnb2DmMXIOsD6My5a7fGp8x\nnxIVJuS9YOL3Y/jCOcy1csUDm9jzUk6iy7P4AnaVh2UWg8eJVd4IYfax73u2OGTdH/v6udfKLnVZ\n4gljhABbEEhVoJjJ5IkbWJOeOLnMvYAA/cZmD8XB53gf5BDyFOhDOMjxQig1XpfRSmROicLsJv0l\nGmOJL2e6bqu5Jr6vnllXOLDEMtemBmf3OhpBoY14kPP/dOPhGRzMK73S94y+yyyWdyxl3H0tTUgZ\n689APLi88SyIVFPYxx6WDuzmEi4ciBd9nWuO8BQLx+hSscGlj3OaJRGtsrbwzTqb3/o2EyW2W7nP\ngJwY5tnH9ww9YYMrR0Rw8QkHuYkDc8oxLrDCGdce4wyOcfMiHN20MuSV0HWSbIGVfOEgcD/MNXNF\ng1DfYiKCvU9ICJiEQFA9FcoYu4AgIicDVwDXK6Ue4ax7LvAzwC3AV4GfVkp9UUT+P+BV1qbfDVyg\nlHp3ybFjXwbXCyGnGkOQmIHec96AAX3kOLjBee+KCKEwBlgVEQyFJXRC4kBXZnYAGFM1gbaJDHO3\ny72exvugCgeTZZrjq4vPUGrr5p8yHiclIuQYstMWNHo9fiSfwVCugdfsXs2zcP5uOB+W2M3Td13c\nSzdiAkHK4I+FKtj7djXqx+1xkHOsyviZhTF2XJMlUxEPbFwhIecZMicsoueSjnFvgmHhwOcd4nPP\nD91PIx7wGf154xE4Y+sxtiweGxISPsddW5zJsHgwJBzY1zRy7ULCQfh4qyUuU54IR4cEmXT1ihxm\n1iaYAybhgfAcYAnY7Fm3HzhXKXVCRH4BeCXwE0qpDwP3AxCRrcBngX/OPWBottSdZW0dymAb3r4y\nfm2wDfWc7UrbbtuvFBleCJ3EmQJmdqDwhS7MkFtTSQiIt2pGSDw42HF4OZmZuk4zysTHV5c+jeyS\n5HJ9zQ6XHHfWaXtNdh9cWhUPmr/GCwEYFQ9+HbjpY3rBpecM8i5c8grtkdC3wZtbPWIP+1Y9KTx9\n78MbIHRuJneE7ztVvRDWNFMbY23hwH3vUmJcxbaN5Qcoyn9Qwoz8zm85cSxrRr1tmUJTQcEVFYxn\nyAIrnPHxRjywQ5i3DgsJX9gEd+VzXm+EWBjDiHjgCjFu/gMH7Q1xWqdn7ZCIkONhMHzN+hXUZtZ+\nmGHGKiCIyB2BHwN+B3iuu74ZZA0fBZ7saebxwAeUUidyjlnqah3DCAxeA3hcdWhtY7MkRMC3TUw0\n8CVqTIUypLwQIm2Ye1EqJKQ8FWLK/NQrA2SUbcxv6nAwzKDPLMu9DKJGOAglA630wjTG1xQhQ2kc\nM/WzMPs/K/2IVZkoMlwDHgiGVfHgt1cX3vReeO8jmw/nsPSK3f+PvfePsuu6ygS/g4UqKYRcpVeR\nVAYnErJJqhKIS1anoKGnAhbdDORHwwogOvS0kzAZeQ1LadIZiMfTFjbNmjCBXiDoZeOhO2oaT0Kg\nScdumiaRJ9FMaFwgq0wn0UvG1qgUSGQrVaonj1CQKXPmj3vPffueu885+9wf71W9ut9ateq9e889\n99wfdevu73z728Csu1JCCKG29vHRihGUCMkMHi0iQRrMS4wTgbxvhPlsiISWRNjc2AjPWB9xIAmi\nXMEkOwtNQJfHSvw3BCJUCK40BmqMaKPKe1ePSWPIlAerSOgqc/7NcRgiAcB+XMTaeN5gMHQveMkD\n+x4w3y2DREMe0PMhqfBAVQg2pP4RZvu+L0TYVLIlBZpF02UcfwXAzwD4W0HbdwH4Q2b5EQAfluys\nDHnABWUb5qaTlGOUlmwsG7xehr88IW1DHkjUK4IWA5TAfiCEtnOVxqkCo0yplNbi2rQhtj2WMLHL\nM5bpv6A+aMmDQWKgz9eqkLjyDzsQ5xAa00YcsxQxM/vzWMTMsaVUbfBm0iL9/PKDhe24z5L9lVlX\nN8oG+3YFi7r7bzFQbIhn7LDfSbmyhRLc6PR/hoIr5Me13CpDKEnrkJAHxeKNSVlGWmrcSVCYd8QO\ncuQB3W1/W/m9IU07sA+Pu/Z9L47JaEUGJbUyLw7y3u+rTmGj6vu/tMRliyIaUyAopd4E4LLW+iml\n1BsDbX8CwCEAC9byaQDfBuCPHNu9G8C7AeAVr3xZtpwNdAZR5q+pNAEXJOTCZcd3rlykVH1AlRGc\nFwLpa+KFa85KDD51gf2ApW2bSIcwfdYqi7LPfQVw6Td1IvQAjkpdaNE4BvF8Tdtkz9hXvvKVbJu6\nA6GYWWt7hrcMpEF0jFlh3fuX9MHl/nOeFBTZcU2nM/YLSGbwF4qBcHasjwHdEweB9x/MlYwEAHwg\nqQhxDCcKY4yZgY85r4Xyj6S0JC0pWQZUtWD3Q/fp29b13R67ZL9tGcfBYSM9YwF+llky80wl7T1M\nZgHT2vjNA/VAoCRC5VSIMuUhfe3TWX6jRDCpDCbVwJ5Bt2X40soHHHJGjLeuYX/nIsY6KJIGRA1w\nYfxVYh8Ec83pvXKjkygZACTH7inP2BT692Q/pWMSvSyVwZeuUzcaIxG2gT+3I4ImUxi+C8BblFI/\nAOBlAHYqpX5ba52TeCmlDgO4D8CC1vqG1cePAviY1vpvuB1orR8B8AgA3H5op5YMKiR5H0SufiXE\nBqISEkFagcFOYXCRCkj63QZgXThel0Sf5orFXJvQbLzP+6Ky+oDClYZCz3nJ2foqD1Z6rquQBzlU\n9TxoEYPGn69A/hl76NAh0TO2Lql2rPy9jJt+zDjrnP2uEtBKxuEKVn3LFqfTvo8U+7PVBIvH5nHy\n8NFCOxd5kNs28tilKRn2uSlDHrjMG+2A3m4bMnmMqSjhWreZlS6bFBvuGVuXmWIhmIx51fEF4sKg\nsxYyoQyJ4INRIkBOIoTgC0w5BcEqOuiNT2Lf6y9g766E3LFNC42WISaFgpIIGE+OLbvu9JpFmFlW\nIU3sPmwSAUCBSDDtXLD/NmLfj31pFi14NPbGr7W+F8C9AJCyt+9jHrxzAH4DwPdrrbn5+x83fUgh\nUR/YN1ppM0UJOqhWiaEh9/4MMeUbgSKJAORVCOYqpg+gbZeBCVwDAKcSwUBCIkhQ1vug0j9mn1Hl\nZSTnx3UthdegCSY2ljywiYNC6gLQpi8MAMN6vlIMS4JdJqjiAsBhIfa8uWayucBaSpTEkC25HH/0\njQLnZ/tkQMz5rXoNfMSSUVPkvleARIFQx36kYylSNi2awkZ4xnLvPnVWZGBVCFWCcst3QFIi0V4f\nRSjUTSIg6U9KIlD4yAK6zqgX8iUgi+aKvVv5/rhSjpL7wUUiGBTIBANCrGA8uJtS6J/fvuqApjQM\nSpXQpjPEYeBThkqpBwGc0Vo/BuCDAHYA+F2lFAB8SWv9lrTdPgC3Imjr1EcocOxhIpNzNVUWZyiw\nD9t+APtUCBLQgHAP8rPqrlKPVioDwKcz2GkMNpFjCIVYEiEGVGkQpT4InUe6bgb98xNL2hCsoFM5\nfcFsH0MecIqDxlMXvh6VztVWRJPP12HBN2sdSwxsBMPDGMRWt/CVLuT66p6bw8zsknPmHUDhDplD\nN/t9dOEklqZnGktjccEcZ9mZ/dj2MQqEquOoe3sXJpB3sojBz9U4js2GQT9jQyRC2TSGxt6BK5ZQ\ndBEOjVWA4BBBInBBp/S8LmNf9nktzfKfRA9P4c6sD66vsu/CNokA9D0fzHn3nefJ61ez7eqarTeE\nCr3P7XveJhNc8cBIxXWbAAMhELTWnwbw6fTz/WS5nUFJt1kG8E3SfawHDsWWCRkSAagp770J/wPX\njHVogt2spw+CsiSCPZtMUx4oYWCrEBypDD5PBA5UlSAhEYaiPrBhzistw7OK3PVc3503mnQhdDx1\nVmBw7TdIHrSpC0PFIJ6vsQgF/TEz1WWDxTJEQdOzylX77J5LsuBnZpey/nwkgos8MP0UPiOpoAAU\nqxoAKIZCC4l3wtxCt5LfgORacRUOzG+f74MErm3oubGJlqbuldZcceNhIz1jTZBZW3/jN2MSV+UB\nOtduAHnezgBXokKIJR86CJIINux3SNZfYjzf1igPTHlHs4z2OekhEsrAJpCosWIutQFortqcBUoi\nJGN0pyMYn4QmJxVbyDDyb/6rmMpuslV0Mp8Du1aqL43BORtdhTQIlWi0l5d5QNvpE7EkglSK7lMh\nkFSGsiSCFEMr2xhKU3kewOv6X6W+EAZ1Giba6oOQMaUzZcGgJQ+2LEJEABf0S4P6Qs59yaDQZVAn\nJTCamFn3kR2+/dlBf4hECPUBADhVbHMSR7MyjDmk5MHZfkYDaN0FQyLUdd5o6kQdoOOSlFgsnCsL\nZe9tSV8cuuf65E6LrYU6VAgcapux5cy0HSoEuxJArJEj69lgkwhV1QrmeDwkggF3/lzHZPpItlvL\ntl1DvzSifZ0pxQAgSChIvAlySgSyH5PSkjvHpKTj2CowiauNpTK44CILXH8XZfpvEY/27b8OVCUS\nQgFlk3FxbDqDDy4VQgpKIsi7DJv9hWfpiwG4TRhF/yOl6RsSMoh4IPiUB+b82ARLDxO546zCvNrk\nAf3sqozBpitw5MEI+B8opX4EiUp3BsAbtNZn0uXbkeS7HkJS1us96cwU3fYxAN+itX4dtgBCKQR1\npgvYs86+diFIyIWmZoJjSxqacczMLrHKATozHiISDOmQ9XMYLIlgZvWz6gxpZQacBg7SogML/R9f\nNQJpSgLF0vRMFIngSykw30MkAu3HnKuY/ZclpiQpEMl42joMLfoqBJtEAMLBEDd7HqVCsCdMXK9f\nVmUDF0xAHUMksGoESiL4XgljlBYeEsEHzluCK6FolNDJtcxfF3NtOfLAP+yOk0QImTpSEgEASwJR\nEqEYvPOpHVy6g0s9OwxVQWP7vAmNV7MYJr5u2AMYFLiblVvmLCv4wrXax5ShyfKP9uFwQe5ux/Ky\n+ef28TBBpeR8ViUPVjHlnb0367g+vKSEeSDQc0abm/P5OvKZtq0QZFdRI1A1juv4QqkLGUaUPEjx\nOQA/DOD/spb/9wCgtf42AN8H4JeVUtkzVCn1wwAafFBsXGQBZ0OgAaD5bX5om9jyf67ldR0LHWdT\nBoOUVKBj9x1DLjhmRNjdc3P9vghJ4Pqh5EGusgMZS+i8cutcpEQIXF+GjLDvGRux91Fov3bfsagy\nnhajizXkpe8GPWZZFHYhHPR0yA/FgIuY3ehY5ESVsXMgUn5DVkiJjrXxm3M/LkxkV4wmNKx5yYPY\nGXPTZwjmvlkbv7l/XplzOrYaPg9J8sVkjjxYRSf74fbtum+bMRAvjq9FHEZagWAHWyY4sss1Smef\nt11GMUiSBP+SSgwSJYJBqJ09plAqQ2g5hYtUMOOPkLL5ECIPyqgOQjD7ia7IYc4bNySjPBBcW1t9\n4DpGmpJjEHM+YlM9RH4Ho0MeQGvdBYDUFItiFsD/mba5rJTqIVEj/KlSageA9yKp5/3RwY12Y4Gb\nha1rRt+lQIglDezc9aaCM1dwSvcdC1uFYMB5I0T1xSgRspn66cVEhcBBQB7YcC2n15eirBKB9mO2\nn7vULZASUmNE6fWS3FNSFU1xPK0CoUUeXLk7G2ZG2hdEFlQI9nubNB+evgMKVQjZ/iPTGQy81QR8\n45a8m1tKBCCdgUdRVcClH4Rgrg2nLqiDPIhFTongUqVcAcauABOvz6cQmHdSTgFB31djCAG77Rpz\njqX9uciClkQohy2jQKgVV1CP/4FkuURBYIMLWKX92MuruODT40kDTIlxoIs8WEk9LFwBsFEc1FWl\ngN2PfT52W7/tddy1iDCmqcP/QFp1IbdNqj7IlWl0qQ5c5EFDlVGFmFJKnSE/766hzz9HUhd8m1Jq\nP4A7kbhsA8DPA/hlANdr2M/IIDTbW7Y/SYDmK2koCXSrQKo2cCkpovo6hSz4756bC+buU4SUCGZ0\nS9MzSeDtUB7UcU59yols/4I+zDko9EMMIH0pNy7FSFV1i7S/KqqaFqMPLtDklAgScMGoM9APze6v\nOj5b7zs+ksA3Uy9FtCohUokAyNUIMWoQl8eBJG3Bt4++mqEnJh9YJYLBM/2fvX9xlWzDKw2o4oA7\nH7b+Qnpc/vFPsj/S/baQYWQVCK7Ay2eWGI0mUw/qgK0oqFOJEEKMooKAIw8kM+ahQNuVH2juB1uV\nUgr28fqOn1azgNv7ACj6H8TAZZpYCxpWHeht8Z4ZBCta60OulUqpUwD2Mqvu01p/3LHZv0Hii3AG\nwEUA/wXAS0qpOwAc0Fr/dFq6qwX6gZDtng/UE7S7Z2llsP0O6grU7H5cs+fcTLgrP1+EU8hIAGqy\nGEJBiYB8H7lxTBe3t8cZO277mF1KBMCf0mDIA0OmLM7O9wNwQx6cjjN7dKlVJMdY5p5ymYf2lx+N\n6s+H8ZcBB/eX3Lhef8sWNcBWItjKWomEnZroAY6SfiYYj3Tol6gQYsERDrQsodMjwUakEkGqqrDN\nCot+FUlJSInxId1eilwKhOXfEAqaqRJh72pKFFxJf7rIzuf+zkVcGH+VdVzu0pOS/VaBRE3gKgHZ\nIg5bXoFAZTV2EFob0VAX6Gw39yNBGUWDQUiNYEiHwLPQqBBsH4Qy5EFIcWCzi9KHF6dCcAazLvXB\nLiTh5gx4BtwTgHPHTT0MQm1Ne6A8eZBTH1D4VAebBFrrw1rr1zE/LvIAWut1rfVPa63v0Fq/FUkp\n9f8HwHcCOKSUWgbwGQDfqpT69CCOY6ODBs/0c5Vg3WeQ52vLBX11KxGk5IFZZ693KRHo5xwxcAo5\nBYKtRrD7dv3MzC4VCAeaDuH7oShLHlDFgMTDgUNGHqQ/rAohBfVD4H441KWmkVxjqdKmxdYBDcro\nrDR9x+GUCNLg1IAG5YXZfIpQaqpHhSDdv6+Nqx1dF6VG8JlBmvEz5Q0NYdEPkPMz3vnP/tluc43r\nSFOghJEZI1VMSPZhxnrDECer6L/7pd8NSeNLUeDIA+P0YH4kcLWLUVbQsbQqhGoYWQUChX1zmZlm\n+8FqEwa1qhUGAU45IFEThLZzEQcxM+4RiCEPQn241tF7wlYhlCptRKsyAMk/KXre6GfHP9OQ94G5\nFyUPOnpuTI6Yq8JCYVuXeWIMabCJ/mykUEqNA1Ba679SSn0fgHWt9TkA5wA8lLbZB+A/aq3fOKxx\nDht05tWVvx4KDn2ztxJ5OAfXjHOd6oMyfVGFBpBXVjgVErNpwGynHZDvhgCIMm+sWCbQR9hwngJ0\nv7FBM22/iHlgNlEddA8nxMndsw9n+5kzU+YLya+QksG3T85jIQZNp8+0GF3Q2eNJ9LBmvatMRsjU\nY95x2NKJITCvGmbWnpYzLAPJ9rS6g1iNYMYcaktICDoOe/abegKYdSawtyX/EvjeTek605/Zl1GW\n5Mcq9Q2YAMaBvbtS8oG+yxKCxkVUcfvhiACzzJWy4SMZYoP/QZk16m31q242ErYEgQDkH5b2jT5S\nNUAlhAEn14olH3xkgf0H4zBS5OT6UlT1BpCQBJRA6u3ckVdM+ORwBlaaAvaky3aR70iUDTZ5YB+f\nNPjntgXyJIJBrekM/U43PZRSPwTg1wC8AsAfKKWe1lr/AyR3/R8ppf4WwJcB/OMhDnNDww6yXEZ7\noT5KSfktSPoISedjYBMoBiEjQNvgL5hekQb7XcZYT0IeVJHX19HePj6ufeh6ZOaI6GJ+Orl+i7NF\nVcT8kfpm8svek5yBp28912azQCl1K4DfQvJfTgN4RGv9q0qpXQB+B8A+AMsAflRrHdbWt8jB/D83\nJAIQRx7YkJgXsiSC5D2oBCSGilISwk7LABijRYoryL/Dmra0KgHygSEXeNK8fw6uSgS+bex19vWm\nKQSF/pmyi1IsYz96t65hf+cixnYh8UDoADduR5a+MIG1IBHC3bc2TIlS+j0GJi2kRfMYSQLBFVxy\nD1ezjCoNVjL2rt9eYv4XxKA8E+zAnyMCJDlfrm1dkv0Q0oC6Ql67CDHMquQfbsEfgRIB9J+n5LjM\ntoQ8oPsBqpdqlMIcUy1EwggQBwZa648B+BizfBnAqwPbLiMp4LklYRMHi5jP8uarGOsNAk2RCAYS\nMsFeTn0jnH07VAMS8sDO6S8TxMcgeCwRmLvUzRkjzqGLuQVCJFgz/ZL9bJSAfaOMowLWAfwzrfVZ\npdQ3AnhKKfVJAHcDeEJr/QGl1PsBvB/Azw5xnJsKvvcV17pVdJyTZmWrHrCg75TcK0WEdwAgJxFM\n25i+XPv3EgsMcbA2fnMudcHAJg/KpNFK4Kr6UOdMeg+T2fEsjU9i3/gFTHaSc2nIA4MOVsUkgg9S\n0qBNO+ChlPoRAD+HJIH6DVrrM+nyrwfwmwAOIon/f0tr/b+m634awE8iIXw/C+AdWuu/9u1nJAkE\nH8owtHau/kDgKovIoS4WWJruMGSUTV0I9cmlMdhpLOu7ayCTLPKgt3OHkzwo5jO60xhC5EET/1xG\niThoUQ2uGdVhBENcYCwZT9MkQixChILrmGLz+F3EgWtdmZlyXz+x90hGHpgfIElPSE0S59AFjhT9\nFHzXI2YMsde1rK/DZoXW+hKAS+nn/08p1QXwTQDeCuCNabN/C+DTaAkEEfqTXUmQZgKxQSpoS6Uy\nOMBJ6u1jkZZ2pG183gihbW1iwSYUbPLAwJeO4Hrf8hkNAnwQHarIYKsTigRDnNinh0mcx4Gs7+wd\ncpzvx/QvScnwqRBkY/N5SfhVCDGlHzcpPgfghwH8hrX8RwCMaa2/LU3JPaeU+jCAvwFwDMCs1vpr\nSqmPAjgC4KRvJ1uOQOAg9jkYhHGcq3qBq1zgLvLbng0vk8rAIUQa1EgqhPwP6ihrWBaFNAYgTN7Y\naQxMn4NWHtT28GzJgxYO1BmIm/4oqprYNeWiL+2j4A1xutAkjzR3n6toIYVNGLAqCBKMzyFJqZAE\n31ICgttnqDqHfQ4peXD2YdIw7fpgegxHcTJHIpzAMRzDidrUFDEY5D230ZD6wswBWASwJyUXAOA5\nVCsUvWVAyQP62yDm/7lLfcARA9xMvddPIBQ3BlQIdRAiEjKBwkcscGO0SQ8XeWCM+coEyT55fza+\nSDLB9kUIwSgP6DFMoodl7MMEejiA87m+ihXO3DcD9w4qvfbSe30rpzJorbsAoJQqrALwDUqpbQBe\nDuBFAC+kn7cBeLlS6m8AjAP4Smg/W4JAqGKEWLm0X5OwpVa+YFZamrGOEo4lEAqAJQFymaCYe2hx\nKgQAfBoDUEoBQn0PgPLkwQo6wW3p/W/a0gc49VcwBopZBQb3jhvHSzd9HXo7x0tuPQTV0BYGddOn\n7v1VSASJUoDDRlAO2P0BFcdlEQxzC2m0PB0/3hx5YBMX3H6Y0o3S/eT6svdpkSIAgukuNnnwONPm\n8bS74w8CRxdOZueoe24OJ2Z5EqGJChx19t0IvhHZNYhGF1NKqTNkySNa60fsZkqpHQD+PYB/qrV+\ngb7Qaq21UkqXHMGWwQR6GWFAAzZT/s+oEZJlce9AITVB5dKLvpQGyM0Q60i1iH4/9Lx6SNIQXJUI\nbJTN95e0nXRMFoVIBEMeLGNfrrKHXabRkAgT6PWvUXreDPkQGh89jrpVAZucRBA9YyPxe0hUYJeQ\nXKmf1pCaslkAACAASURBVFpfAQCl1C8B+BKArwH4hNb6E6HOtnwZx02LQJ6WGFXT3weQ0jAo1YF0\nP1U9HGzfA1pusS0r02KzwQ6QaPlAKt2ODaRCQXGV/qR91xn82X35KgHEoBIxUTaAHBLoOTtYz+mr\nDRuWKGgGK1rrQ+SHIw++Hgl58KjW+vfTxc8rpabT9dMYynTFaMAUwOtglRAM+TcIIL6Mow2pMmEj\nIkQ80JKLxfKLPAmQ9zNw+x6UGm86grpRPA5/UG3uq4l0PJxZYw8TKUlQLkDPlDARx1sqBd2hkuD6\nklbDkGL9627KyorG/iDwjFVKnVJKfY75eatnSG8A8BKAWwDsB/DPlFLfopSaREIs7E/XfYNS6idC\nx7clFAgmQBtqSUZzX5oUhVB1A/O7w6yjJAEVANopFk2rCbhAuuNZx2DFknzZy6SQlTYsmglVgkuF\n4Lo+4H0PJGikYoIHO6Z6YRVCCMPLNmkxQHDybEoiGJO/MiXwJJ4FMf3FoIyCgo5VIuvPUhnS/P1B\ngBpbZvu2YZU7DAXHvuoCZn3uWBn49kXP29KRmUQZcTpRGXA42wVwf7405uLsvCiFoWyZ0NDYufWx\n3hObBSqRGvxrAF2t9b8kqx4D8E8AfCD9/fEhDG/Twffuws0m0/KBBj1MpjOyfdWl1NOAUyLktg2V\nRQRp50ETfg5G5eDyBOACYHOuks/l3oPsigPcsbmCZ4kqYRCB9504g/O4LR39RG48tGTkBNYy5UEP\nEziP2zKSIWT8ac6R2TZ0DNJjyadw9K/zqPgfaK3tIs4S/CMA/1lr/TcALiul/hjAISSpDRe01l8F\nAKXU7wP4uwB+29fZyBEIdBbZvnmNIZ490ywmFmjACJQL0M02vgDbJg9oW09wmmtT1lRRmubAIRTj\nkvFK5ft1pS5UYRa994dNIkRCcnxVyQPbCHJgaLNbW6Cf1sAZGkoQa8QYSm+wx1G1T982Zj++/gqB\ndQSRYEo/lj1HhcoQkcQB7S92f2X7AZAQIEeQEQkAcuft4AKAhXx/lDygaRN1KUHYcTq+c8vrrFCx\nAfBdSMrcflYp9XS67H9GQhx8VCn1LgAXAfzokMa3KUEDWwr6nmtSG0KwyxuWSWcQkQgg6xnQAL8M\nfOM2461KInDrKFzvl3aADBTLFIZQRZFgz7iH7gtOaXAAz4L6IXDmnfR89DULUq+C/jWJCe6rlXrs\n5Y7FoNYJxo2JLwH4XgD/Tin1DQC+A8CvIPFA+I7UWPFrAO4CcMbZS4qRIxBs2Dk7wzThy0wLY4gH\nl3kiF5zZBEfdkBIHJST+ZdUHseRB7SoEH2pQH9jtVjG1MdnT5wDsJd9b9UELg1NAF4kiwRAJZUgE\nwB+INalCkLaN6YMlEYDiDL1NKJRMO7CDVfu7HUjXLcmvc2Y9SzGZnsf8kZQUWOjm2jw8fXfuO0ce\n0HVlPTfsMYWWSban9/tmJBG01p8BUHDwSnHXIMey2dH3YuLfXbL883HT1sycu6Xlpk/qLyBRI4hI\nhAEhVjlRF4kQK9nPB9px5EEZ+MrVU/gIEns7YwdpiASfYeJ5HLDSPMLmiGa9iwjwpTu4trWvs32N\nXSTCKEAp9UMAfg3AKwD8gVLqaa31PwDwrwB8SCn1eSTP5w9prf9rus3vATiLpATvEoCg38LIEggx\nDp+lZmipkiBGhUBJBAO6PVUf2OSBeTjHzOzS8VVJaSijOggQCXZwzAXLPtSlPKjs/MsRN45rRJUX\nNuwHme98+I7LdTy1kWf2n8pz5LchEfYAmF6vZ38tNg1mZpfy6Qun0p8UhkjAbDGQlJjQ1VEWMlaF\nUEdFCVfw7CQRKISEQayiQrqdtM8QyRNbspEbl69Kw+K0X3nCnlv0VRwuVElloaaiMaD72qwkQovm\nYciDsVVgEldzMnIuKLal+WISgUvPJJCmQtThnRBbRlJKIkgQQx5ws/ll3jNjykD61seqD8w9Yc73\nZOcq1sbzRAKF7QFBKzfEkAi0D7rcJg84P4NYEmFUobX+GICPMcuvISnlyG1zHMDxmP2MFIEgCThj\n/oAbk33b5RPtQDvke0BgZrW32cRAlTQGKUr8M7ANCMsGtVXIA6kKgWVtuVKOAtjGick45Mcee564\n9J1G8ByzbArA9Hrio1Ch63Vsq5C+0VZhaBp2gFMI7k6hQCAAAA6nHgnEGyG0H0nAawddMcdRNZWh\nyvY2iQDws+QS+M6Nb0x1QJx+ANk1l+6ve24Oi7N5gsZbsjJC0WGqN3CEFzcWeoyGSKuLRACAo9G9\ntNjMsCXjtBQfJQ9wBRgDsHc1TUnwqBFCM88FMsB6j3RVZvCRCHWZLsaSB3S7EIngUyH4YL9n0vcu\n857JzdrHSPyliCUo7HshRxqY656e87ErwN5dV51EAk1boIF8KGVDUkGEbs95IdD33RgSYZRVCIPA\nSBEIBr4bwU5pcKHSjLTrIdexPnPtInwPaFC6vjslEZpIY/CZJYbaWdh2uUgicNfLF/A26XkgVaNk\n59uAnvcS6gMbNHB2nQsuuG7kITi9DlxiHhXPWZ/3Fpu0GH3Q2dlFzBdVCEBCIpSx/LH2waGMt4Id\nmMWkSFSdEebUCE5zRQFCM+ihcXBoesZbSibQ605/d8/N5cip7uG57LcJ1gv9RppUutQPknOT3f/p\nfV8HiVA7dqB8FY6H6xxIi0q4Qn6Td0VJUMSpEKpgw1RnYBQTVUiEMqCTVJRI6O8rHDjHwBWzVErZ\npURCijEgV+LSlBLlyAMKbgLXNWbXvesyUqTt7dKQw8RLuKnC9a3+99g0RoZAWGcOhXOiNfCpEaaq\n/sFJQR+23HYe34OqpQQroew/iedRCK5NsG7/kXFml1JIyAOJCqGU5IwhDzj1gRQx5yAmbQeIMKzh\nyAPJNq0PwpYBnfldxDzmZxPX++7hub4CgRAIZYIpV+pBrI8CUCQd7DY+t3xuf2VSK1xEQqwaQUIe\ncOMro9ZoAj5Chfs+j8VEvTKL/v11uHhPFYJvT/UHTuFCCTF7fDYK5FWqrumiHHHQooWB93/0ODB5\n+9UsOE7Lv3m3cakPYkgEe39AuGSia58ucO8v0lSJDBapwqkn6px9pmOm8YfrnXTYs972vUCNNcfs\nxh0Au5Lz5wruQ4aRRfNFN9mQG1faj60WoCQMR2AM+/yOOkaGQNgQCD3YVuEOvrm0BQdc5EFBhWDS\nGKr4IEiJCrudS0GBZIwTuAbsrNc0se4ariGwKgSmDRBftrEuVPZ3iIGVznBtun14b0Xkgu2USHC1\nG1RuN5Wxm6oFQDHIDJES0tnyGHAqCLofnxohRnngGt9Gya/3+UTYoIG6L0jPVW0I7Nfu3+V94FIF\nsNdvlhmzZ78tWrjAGdN1sIre+BomxvkgeJD53j4yQArX+12s2WMOlhrBkAhGhWAjVoVgEwRF4/bq\n5AHnCcC1iUt3sM0h+2oUIPHUoCTCjduT68CN2zVJy6UuuI6llyXmFCfCQrDJAzcxMfr+B4PEliAQ\nGnHev2z9lg9GNoMf8D7YtGBUCHWgKnlgP3xX0MmUKGXLIFLyoAwGUTHExb5fW7GWmfQMyWl4Don6\noIxyocWmBRekc/4IkqoEvn3EGCCadhRU8u9KZaDLYlDF5NGXJsGRCGXSFqr4NwwKodQKVo0Q6E8a\nvHO+HjEKl5hUl6r3WovRByfFprOxlEiQwA4aXQGnNEjngvA6Z31LTYC4vL8sNQJQPpVBWukiBoOa\nLQ9VXjBYG785Mebs9L/7xkjvQXrdJCnlEmQEB0lViFEdtORB/dgyb/gciVDr7Kz9sLWJBToj7yMR\nXDP+nqCbNfaL8UJw+THU6H2Qw/PJjWdUCCZQnsJqbpZeksYwSNWBIRXo+S6oECwY8oBTH1RJ0yjs\nhzw0zb4MAVLpPi9LAjTkP9piYyIjD9I88zl0gYX0N4D56cVUb9APquogEaSgY8MCckQHNxbOwC42\nkCwDKYlQhjxwocp4BwnuvpEG+FKiKSNppj3moMKxxYxhs1yDFsMHJQ5saTcw3Fr2TQbBlVQIBimJ\nIEllcJEI0gBcijJEg/R9jt4LLvLIVrbkQLwOisoAH8HiN4y0iTHjWyDx7IhZ15IGzWLkCISQxL3x\nh6srmDQlH/uDqaWKAbfeF9AC8KcxVCn1WBIuHwQb9nofecAF7GW8LSQPa+6cr+/2kwc+NJHqEDoO\nm7wJgqu+ELO+xcggRx5QozryeW6hi7mFbkYk+FBm1jc4NgqGSADyQXlVw8QmSYTQtjHgZs2HgbKp\nFdJZ/JDiwMbcpW4h7cHXB5tiQraXqCBaEqFFCAl5MJl+nkyD3OR/+34sg1ZqsN91peqDOsYWg1BA\n7np3qYtEcKUymLH1HfuL4zTrfT4HPpQlXFznREou2CUQQ14E0utq33O0+oTPZFFGHvTHYO77ULsQ\nWo+Eahg5AqEqooJMEzRKN7FJBBu7rd+C9AUTpDrLC5Yt51jFpFGybapCwM78YmkgG0semOWS68ul\nLMSkMVQxTawKuj/p8QZRtqpHRRJhHdsqKDQuVtt5CxEK5EHA6X5uoZvN7vogkX+H+shtT8e2QJYR\nYz2OTBhEUOcycayr6gMH2xTSlxZSdlZdglDQz83sV1Ec+IgKW6XiakeVNL6xuDw3aH8hEmGj+FO0\nGD5MgM7NGJsgbTLTJ/SamTAjaQB0Fp+OyX434yoQ0OV2YOhDXdUibLhSGSRj4soCGrjMBl3rmgI9\nBo5goOO2A3CfGT13buj2LmIlLnXBEGbVz9egCYOkCkNZFcTGf4dtCYSNghIBuyu3XlTS0VYa0DQG\n11jqSF8w2BNXScL3D8ogvsIB/w+2jN+BDde1mcIqJl64VpupYijApiTCQAwV23KOWxsLiC6X54Iv\ncJYEnrntOQd+jyu/ZD8hVCUfmiQRXKqDMgqGMtvZ2/v6qEsBwvVPiZOl6ZmE4PKgTjKpzuMthW9E\n+TKOLTYcXKZ1HLj3ABqYe2f2iSnh2Gpitofx/juai7RwEQkULjKBvrvUksrgAUciGLWHe5uiIaG7\nL4dRpCe4dZkRSt/nQuPnxmRfJ/q+XCWNw0WqlPFDKLu/Mm1aFDFSBEKZm0B6I4pSA8rCFUgzpi8+\nmKB14oVrxfFyqQkx6QpS8sBeRsfP+DisoBM1y1wXeTAsTD17DXgemNpzDSu3dXI+CBvuIWb7H7h4\nlTZdYctiEfPAdKosMOQBneE3WEh+aMk8iWxdolQILk+l5Fxw6EsJkBg/1oHQDL+URJAEzHR/kvYx\nqSSh/cb04VtWl+Glq3+gf1/47lUJXGRUm6rQQgITOK6R91QuN7/vX8+/y4YCPuesvk+9SlIBDInA\nwR6rL7WCtg0FvU7Qd05u/Ol62wPBl8ogQQyJEAtqHGjvwxe/0KCfpryYcdFx2nCpB8y9Fus5YLbh\nyjDS9RLUORG24d67NxFGikCQYCA+CBLEmihGoJDOIE1jcJkpViUPHOUN6Sw9z4DKAusY8qA2WX8J\n3PbCRaCLhLS5Aty2+yKe3fmqqD56mMAqOqUJk9pVCBx50KoQthQWMY/F6SS4dc7gCsgDs1watIYC\nssIstKeUn6ufqiRCSJIuCSR9HgUxZIDoHNWAQfkphMwtXec+NK4Y8sB3T7jIKR9R0xILLTiElAUm\nucF8DrXN9W2RB9mMPn1nNMvs1460zRiKJEI/SJSTADY5QkkEnwqhMHYDxwScTR4Y+FIZpISGqzyi\n7z3Wpz6w20lVJgYciWDGFYMi8VOeGHETXe4+KQHh7ztcIcOgJQ+qYWQIhJdwU+77IN35xaiBHJCi\nt3MHJnAtucC+HPaQCqEsecDATlngguCNYDjIoUxaAx3bFFax7bMAPofkn/FlYNsuYOq7+qUiuX0O\nopSjPdZCCUcbz1m/W2xJ2AGcUSMYUDJBQh40Nb46ty/rzSANcn1jkZZgdC3rnpvDzOySl5CoEzH7\nqKLuiK1u4Drn9v0bA7vMZkyVDM7foSUSWnBwBY/G+yC6Pxd54IJrgukKIRGALAinGESw5iUTGgZ3\n/o2JoIREkMImEeygmguyXSQCB18JS6M+yO6b8erXlR6LlEhxQUpWtcRBPRgZAmHTYoCkQjSqkAdE\nfWATB1R5EAqQXd4HdRMH/RJICVFQt0ph6tlrwBfQVyDsTn5MKoMERn1QFa0XQos64Qx2mGCsSrDs\n6ofrs3tuDgByAXNoxloatLn68ZEE3HefcaFrv2UCbUMe4BTQRXJeMOsfc53wHV8T+5ecX3uZfW6r\nkF0ceRDbX0sktADkM7X99IZ++1ilbS7g5tQHLpiKYimJAOSJBHuMBu6Z5ngVAgcXmeBSHxjEqhAy\nA8vrPHkSIhHKBM1llQhAcl/4KktQ2GkMhjzIzmdOccKbL7rgGn9IhcAvDxMHEtKg8ffiEUNLINSJ\nKn4CNWMFHWAnEhWCUSC41AZ0uUljqIk8oKDEQYgA8BELVcmDmDQG1rHWqnYR8sbIUhe6AD6L5J/z\n88hIhNt2X8TqTjmRwh1/Xey2GK36oAWDkNw7ph/JjLuPPMh9nhXv2tlvHaUlY6of+MYlJUEoeYBT\n/eVd9NUIvv7qQqi6Q12VHqpWl+CIKV8KCkWM6kDSn1k/aOVOi42LqgEO3d5pmhgiD+x02F3FdjaR\nYOAjFID4mWFpVYYQaVAWdDbenMNJ9L0UTGBbVongq+JASYSYSSFbjUDH6UIHq1mbsVVk/heT1/MG\nmtIJLkoe2ONes86RTxHhG3toOzudvQnyIKkktgHV8DWhJRBSxJTpy2ACbxN0x5gSmu1DiDRSZINr\nE8hfgWyM0vvdN/50n0Z9wJEHdZgnyrZN9lNHdYU68MJlYGfENTXgzoGd5iAtg1laUhdDHFQkGZIS\nOK3UbKNiIwQ0dmBIyQMKW5FgtqWQGDbas9R1Bt4xs86ufbPjmyXKAwA4LOuvidKRG+GekUBq8Fmo\n9tGiRUOwA5yBTxoMEFIVAoXLALHuso8SLwQ7sG4KZZQIHOxjouc/pGSZvH41JU2ScZRVHtiIIRFc\n27mwmsUgG8QTb5NiJAmEDcn4mGA7NDQjbw/AVSZQPJaYigwxngdMYGyP1QS5g8jxr9q/+WdFCSbb\npJJL0ciRJDuB18xcTM7vZWDnHiTnbyb5eXbnq9DDhDPwb+qfkOk3G+t1z7mi3EurPmgBvwt+1YBK\nkg7AeTDMzC4ByBMJZpmv/yaMBKtUBgjl9Uv6yM3Azy5icXbIZQMtVPVicFVjcJWnDN2jElKmboTI\nh6L6gSfIyuD6178MS9P7S27tMEtt0RjqcPUPGRGOraL/DncF+fdVE2dxkx+0naPKAVCt0oErcA/1\nJ1UpSPszYzG/e+OJLwDG+8eXOFJM5mIRc83otQulLzQxK84FzNx5pUE7JW8mO1cxBr6KBcYvOOMv\n7rgnrXvZPh8SEoEbI10egiERBpLaO2IYSQIhhEZYJ6pCkCDW++B5sNUMKKKk/VISIWacEbPq0pny\nKpCQB657wZXmEEp/4PwdVjGFldtWMYWUdOgiIQ8WgC/c9iqcx23suZCSH40SMdSAkxIHnJhjMH6P\njUMp9UEAbwbwIoDzAN6hte6l6+4F8C4ALwE4prX+I7LdTQDOAPiy1vpNAx/4ECEtNRjTV0w7O3Dk\nSIOYvl0IBZlzl7rB0pCSoJnL45eAjgMAMF2OzBgUqRBzfK5jCClDDHlgTCTL7se3b6m55mZSYbTY\nmJCSB653G5+PwI0OSWewyyGGXtdKqCpjQUsRxgR7IRKBIw1cgSgXIGfjGi8SB/m+5ORB3ZASB/Z6\n+/jXxm8upKYAwNgzwN5dV3Hg1mdxHrdly0PVJ2ipUn4MMiUCRzBx550DJRFayDFyBIJUfTAU6Yo0\nXg6oEKTqg4IPgl3OMZTO4BqDkFSwZ+YHidiA2vcPiVvnuwYr6BT2/0W8Grjti5h6/lpy/nYBK7ft\nEJMH5r5uinRp1Qc5fBLAvVrrdaXULwK4F8DPKqVmARwB8FoAtwA4pZT6Vq31S+l270FCD+0cxqA3\nAgZFHri24wL0uoNhV7BognZDItQRLJYhU+YudYHT6eeFIpEQGlNT5EGMP4ZP3eLa3rdN90TqA/FY\n/BhdigazLjaVIWTg6BpHi60HqjqQto+dRTXBs7csIkcOeNJr6/Ac8M04x5SGNIhRPvBlxd2kQKJS\n5YiFCfZzE/Bd+zLkgatdDxOZ2sJg7BkAzwDYBezvXERvnFdfcHARB5PoZeukqhup6qBFPRg5AqEM\nSklXTPDNGRBKtm0YBU+HPUhmk0MkQtmxDYB99qGuGXifF4bEJ4ML8M399UW8GviuL2Lq2WtY3528\nJNrt7eOI+adTRtroJCQuWY+GkPrALB8BFYLW+hPk65MA3pZ+fiuAj2itbwC4oJR6FsAbAPyJUuqb\nAfwggF8A8N5BjnfUETM7XacSohROA1jwN6kzOLSPMSMPTufHM4du9nt+umjMV7a6Q2g8ZRFjKGn2\n6wrET544CrwfwNfOonviIGaOhVUIpk/ad2gsIRLBZ+rYEgYtfIglEiT9FczrLCIB4IkAF6nQlFGh\nC01JzvNBfxKQhlIRYq/PINUHeaPAeOKFQw8TmQphbBUJedAFsAsY6wD7Xu9OZQDy5IBrvd2ub0Ip\n80OIfRfekKnvGxxbmkAYqAoh9t6kKgSBkWLUzHSsEoHCV3XBgKRa+GbqTSqACZqbTGmwA39JJYbY\nNAbOHNL+Z2OUCF/Eq4PkQZNwnetrK+Sh+7y1cmuoD2y8E8DvpJ+/CQmhYPCX6TIA+BUAPwPgGwc3\ntM0L6Uxtmf6kFRyqgO5jHou5WX+cTmb+61IhcPASB6etxobUMGTCQpctsSlFSElQhYwom8rgCuBP\nnjPkwQPJgvcfRPdwOJWBXlv6m6tyIfVS4PbREgctYsCVbpRtx8u7pWaEIVJhUMiXFKwnGDbgSjba\n+6Tvc1wAbJsamvNbJXXBZTpo+vEZKZr4pv5zNQngYvLFkAepAgF7+FQGf39uMqgMibBRUhFG3Qh8\npAiEJhmkUKm+DKEhDFHWn0MVEsHuJxLGgLCSESTBIANvDjQYD42lh4lo5UHV+9omPAr7DqUvcOoD\ns2xvpaF5sY5tVUilKaXUGfL9Ea31I+aLUuoU+NHfp7X+eNrmPgDrAB717Ugp9SYAl7XWTyml3lh2\nwJsNZQ3whlEy0N7vZg7cJOfvbJq5cNDYMVikgiE4YiA9Zz6fiFAZztgylS54g/NTiamk6/61SQNu\nDHZVD5u8kJ4DKYnQ7+tosG2LrQEXmdDEzHxI/h9jUugyUuRLFq6xgXzS3pjnlT/WMsGdIQ84woH6\nM9gGgbEIVSsIzeLXBVvZajwe1sZvxt6/uJrEEavoq6+fB3AFmLi1SJ5wsFNBYqtKjHKAvtHhJBCU\nUjeR3N4Nj/UKXEjlh21M8C2sspBrU5f6wKQx0H7tmr7SMflADB8nXriWEQW0csGgUapMJ4Hrn7Lv\n3HMPNonfQZMPxNIBuUt98BzyYfjGSWNY0Vofcq3UWjPF7PpQSt0N4E0A7tJa63TxlwHcSpp9c7rs\nLQDeopT6AQAvA7BTKfXbWuufCOxjUz1j60AMedBkGkLZQI4i1346ndm3UhiaICq4gHdpeqbvdwDg\nIG2wYH1eAJamZ0Sy/CpjlAbQdF+h6+3yCjBVJ6gaZG6hi/nZRZy4fgwnTxwHANx97OFCHzHqAgOX\ngqHue3ZYFTJGAVvx+RqDOkkGmxBwEQplKjAYEqGD1donCTmFAN0vxSo6uXNmB/BmnSTwB8JKBEmJ\nxtD6vjmg3DfCbmubSa6igx4m8AQO485bz+A1uJjEEn+M5Pd3A8+9/mY8hUNYxr7AvsIqjqqw99Gm\nKtQHX9T9lFLqHq31nwxsNANGdPoCDb7LzNZL4ArS98SZEtJgubdzR2KkeBl+EiG2lGMA2y73x1wX\neVBF9u8iEewyLrSdJNVBgibTM8w5qEo8ZOkLl7YV0xd8sNUIG4dEKAWl1PcjSUdY0FpfJ6seA/B/\nKKX+JRITxdsB/Gn6jLw33faNAN4XIg9SjPwzdiMjhjQQt02DdUmAXhey/UwjRyLQ8dDvvrE1leZB\nwQXsrqDe1zdtlyMPHkTO++FDC/fg2LETwWMbVLAuIa9a4qAWbInnq48IcKXpNl2ujvNT8JEHoXcX\nSiI0gRgiwbQ374u+sfv6lSgIYoNpOiazb0oiyPsptjWBdw8TuJASAz1M4Pytyzhw67N4ze0XcaMD\nLI3fgadwp7d/7rjrvicl78ODroQxavARCP8DgF9TSv05gJ/RWtebRLPBUGV2GkA9KgSBv4At+y8V\nmNokQggV0y6GqTzwoQ5yQFKOsgp5QNnSJkgIcfUFitH3Qvh1AGMAPqmUAoAntdZHtdafV0p9FMA5\nJKkN/2PFGa5N/YwdROpC2RndGGm4y9iOtnGtL6gQLnUHSh4UxmJIBMbI0aQshNIIBgUJkRDaln43\n5MEDD6cLu0ktVjwMHHywi7n7u1g6UkzbkHg6SKpXuLaNxaDIg7/CN1S49t1wk+FjUz9fq8BWTNad\nAy9FGcWBgR18c3nvdaQxcPvs908VBvw59JEEoTZNkwhm31K/N9/sfC9N21jDBJaxP9vPBezDMvbh\n/K3LuTaScUpQJsh39U2PryUPqsNJIGitF5VS80iS7s4opf4QwN+S9ccGML7GUJrJjJH8V4UhDxzq\ng0oBpTE65CozxMBl8JimMVAVQt0o431QRoUQgw5WcuNqUnkAFNUHlffnq74QAk1n2MQqBK210/lH\na/0LSCotuNZ/GsCnhfsZ6WdsXRhaRQXIgzmqAhhkQM7ua9rfZtDji01LcC3zwZAHZx/OL3/c/O4C\n+HHg+INd4IlkmSFUQl4eg1IutKqDetE+X3k0rT6IRVh90POSCKaPJo4rpk8TUxiJv68/ul5KIpi2\nEtDz4SszGerD/m7Ig2Xsy/rrYBXL2J9RB0B991gb5G9shIwDdgH4OwC+CuApkIfvqKDWh45LhbCK\nHI6Z8wAAIABJREFUormi1AuhRphAPmcIaasRypR1tMmHIZd0BOT/UKpUYwjtvypCD/w6zSO91RcM\nbD6FM1K0SYQWIYz8MxaoHhwNyg/B/uxD99xczkTPjLMuhGbm7TKAdKa8rGFklbKOdcC137lLxRlv\nQwBQ8uDxQqs8HugCuAU4fhSYu7+b62eQVRFcXhAtaseWeL5KYb8TmRSDKkqBKrDN+VwBqKREdVMk\ngp2GYfYhHRMHe1upIWKMGoEjEcqM1Syn5MGzOICLX9mftbl5Krluh7Y/hTuwVOjLp+zgEHOcRZNH\nufqg9yLTdrtotyKsY1stscBGhc9E8SiA/wnABwG8ixiJRUEpdROAMwC+rLV+k7XuvQB+Eokc+KsA\n3qm1vpiueyWA30RiWqYB/IDWernMGKpi22XESf45cCSCD0R9wCF2prm3c0eWSrC+m6kqwakQaiI4\nmlAh+IJnrk4vfYCF1AU+FUJVM8ay8Hk/SNUHweoLtvpACptIsI0VW7Co4xk7Cs9XKXwkgkkdoKji\nccBJ5GmQbmBIhND4YiFVDdgkgm89HauEkHC1i4V9XlzkBl3OEQY2sjanZeQBxQMPA8dPA3gif++4\n7pmyxMIw1TPDRuol86sAbgLwm1rrDwx4/yP/DlslYKaBcZ1EgkTKb7fjVAX2mGgJP9++Y86J67hd\nJpD28knwFSWoUkJKIjQBmsYg3Zfdbo28T+fIgy+MJQ2+ClzFXmAVeOK7fxDPfvsBHMJT2IcLbJ/S\n61OX+sCeiPOSBy2i4IsYvhvAd2qtq9oFvgdJwtxOZt0SgENa6+tKqXsA/G8Afixd91sAfkFr/Uml\n1A7UyBw3ZcTCYtXxuQO3CsEiD0zwXVfZQ9OntzRlHQE/qcYwCPgekJJ/LNI8MSlMwG6CfT51Ir4C\nA0ceSMdC0Rlf8Xsg2JiCX1VQM3Gwjm1DL9HZMOp4xm6452sVSGbdueVcScIyHg2+YJeDTR7UETDG\nlEs0oGUFXevMZ1s1UQZNl8Rcmp4RkQgGB2fSNIUYEMNLA9exhMoz+rAVSYQ06P5XAL4PwF8C+DOl\n1GNa63MDHMbIvsNKEfs+IyESuOBaSjxw7yuUPKAqhLXxm6PKQ9J9xBIrZQkUV/sYw0IXaPCf26dn\ndp4G3ZMWWSM9J752+7CcfLgFuIj9wMpY/r1w6gYmUycEF3xKh5jtXOksNuzqHUbtMbE9VWeMIJGg\nlPogEgugFwGcB/AOrXVPKdUB8HtIVFkntdY/lbYfB/C7AA4AeAnA41rr94f24/NAkLiIhw7imwH8\nIJKc4fcy+/gU+fokgJ9It5sFsE1r/cm03VBd+NZ3pyeqqgqBIlaRUBKljAKrkgeML0KTXgjAYGrB\ncg+4GCWIrV7wBccS80R6zLSNIQU64zUoJfai6INglnHrDFoVQhBVn7Gb6fnqIgZ8hEFoG1dQViWg\nlQR6IWVDlYCxzNht8sDGzOxSoU1MiUWuHfc9FHwbhNQUpj1HCrE4khhHHhemMbwZwMEPI6tI4RuT\nDYmqhbv+9rENy7hygHgDgGe11v8vACilPgLgrUgMaAeCUX+H9QVbVQ0UQ4H7GHmlvNHJB+DcbLer\njKArADTvWjRAH8Q7nuu4x1aT46TgyAM6xlAKKm1rz7bbknyORADyJIGLPADc90oM0TKBXkoOrCWf\nb+kBtyT7NUH4/u3LuBNP5VJRYq5b7DU2JEJoP9SfAsiX0hxRIuGTAO7VWq8rpX4RSZWwnwXw1wD+\nOYDXpT8Uv6S1/pRSajuAJ5RS/63W+g99OympWRbjV5CUQ/tGQdt3ATCD/VYAPaXU7wPYD+AUgPfb\njudKqXcDeDcA7HhldcavdpiHLMd/7ybrPYF1HUG3IRFoGsPA4FAh9HbuqM1gMEaaVVeOnGvsoRlz\nQyJw7cxx+MgDrmRjpnSw1ASNEwm+5S0GgUafr0D+GfvKV76yjjF7g6eQhNxHJLhk/75gvspMuitg\nl2CQ+fZAfqzS8xG7vs70DSk5lF3j6UXMP7SIgwtdHHwQONvliQRDHphqDGWugYQEcB1DjLpkg6sW\nppRSZ8j3R7TWj5Dv3wTgL8j3vwQ2JWuyIZ+xEvKgg9VS5IELY/Y8VDpRRIPryetFSX9fyi97R+fI\nhmHmkReOm4ErHSPkKwD4yQN7mYtIKAPfPUSVK3bwPYenMUFUBj1MANuT33dgqdC3zCsif2/E3Le2\nEsG3P45IMOfQEAmjMPOltf4E+fokgLely/8KwGeUUrdZ7a8D+FT6+UWl1FkA3xzaT2MEglLqTQAu\na62fSmuj+9r+BIBD6Bef2gbg7wGYA/AlAL8D4G4A/5pul/7DegQAdh+6VZTfVlmiHluxwCWeo+kL\nAkPFOtMXBgJXdQYLw5Koc14G0nvDXcmhGNy7trcRm7pgwJEH11YmsGOKeD5cn6pGIlCSwMjV6LKW\nRBg4BvF8BfLP2EOHDpXKIa4TPiKBa2d/lgTAseUf6X6kCgYOgyAU6kpbaBqh4Nz+bM79/JFFHF04\niYOngYOn00anycZPILrMpuu+kBpbSiAlzepEtTKOJ1e01odqHdAGw2Z8xlLyQAJJcFzAFevzrn4/\nRo3QG68e8NvlCMtsS1Gnz4PpQ2LYx42tzDqzvo5JMK4P+56xg3gaqE+gh/1YzsbrUz8YxCkR4gmF\nmHuFEglSA8shIETSSvFOJM8fEZRSE0i49l8NtfWZKHrDP611KIz+LgBvUUr9AICXAdiplPptW1am\nlDoM4D4AC1rrG+nivwTwNJG//QcA3wHm4VsVTTm35v4WQxl4DaQy2EHuRlIhVCVDBkk6mPMYSgXx\njcmlODBwyd5yaQke00SbPDC/JSRClA9CSxTUiorP2E3xfJWiTF45t11MABeS6FcJ6DfBDPKmAyUL\nDHL+DpjD4uw8FqfnMX9kETjivj9iSSWuHXd/2MSShASQpESE+tiA+DIS80CDb06XDQyj+g4bkqOb\n4MgXdEV7C9hninsVImoEO5jjAmofyWFUCE0oD2KIBB/BwqVphOAyKOTWhfpw3QfS6gWAnzTg+u9X\noFhLx9I/Zrt8JVeJweeBwa3rqxwMccHf03Yqg5RMMP4ITZEIL+GmKv16SVql1Cnwcon7tNYfT9vc\nh8Tg9VHJDpVS2wB8GMAJ8+zywadAWEHyEFw3fZN1GsC3+DrWWt+LJO8CKXv7PubBOwfgNwB8v2V0\n82cAJpRSr9BafxXA9yJxwd1cuAw/eeBKbQAqBdxDM54zx2OOwaNCoMFxlX8Swy6RUue5jvE98JEH\n9HutSgQDlwqhRSxKP2M36/O1TOk638xvKJ/eFeQZGKM+Lt++iTSDQQWB0v1IjzFGWVH3ObOvZUYa\nnEL+N4Du4Tl0MYeTh4/m+nClm/iML6XpHJLj9fkiuNrbY1jEPI66Nth4+DMAtyul9iMhDo4A+EcD\nHsPIvcNWJQ+iJsw4emXVsa4D9n2vh0nnbLxZPghTc44wiSVROB8EAzuQTpb5UxPKkAd2f2UmPzmV\nClc+05wfjkTZC3PuLubOydr4zWlyw2SBUFhjAvtQpQr7GO30llwaheM4QyUlKTaoEoGF1vqwb71S\n6m4AbwJwV0QFmkcAPKO1/hVJYx+BcALA9wD4YySMxGfKlsGhUEo9COCM1voxJOV1dgD4XaUUAHxJ\na/0WrfVLSqn3ITFyUEjq9/7vVffte1ANqzxf3aABrUuFsNFgHipTWK3NF6Ep0BKPMYjxPbAh2VeO\nPDDlGKfX40iE6fV8KUfqrltGfVBRrfASbho6QdQwan/GDvP5GoJU8l/FpLBsMOciEnxjqZNgKJuL\nv4j5QnBcJY2iatu64TwvlDw4xSy30MUccBjZj33OqihGbCJB4skRm6KxydQHSM27fgrAHyEp4/hv\ntNafH/AwRu4ddmDwkQccjCn4FWAMSXlDjNPVxQkjE8i5ql+5jBcHBZf6wATJQFF14HqP85EHdSKk\nPpASDj7yAECOLLI9MOh1B3zkQJ48CL3rUTWC776wSQr63aWq6GFisNX5GkZaQvdnkKiirgu3+RcA\nbkZSllYEXxWGf5o++N4I4B8D+DWl1CcAPKS1vuDaztHXpwF8Ov18P1nuZFBS99pvj9lPHfAG2XvQ\nr8SwG+HUBOpx4Fq/G8mDdzfqKZ1YBua4Yv0dBoymyAVzzesu42gQ8jyw/+m4Uhcosns0fVhf8zx8\nfSQCm75A7/MYtJUXolDXM3azPF/t2VTzPUQiuLZz7aMwU53CLl+4iHlg2j9mn5IhBOmsc9WqEdIg\ns2pliND2TXg42OUTDWHSxZx/w1NIyAIKizyIKdcpHautsIm93nZ6hl0mdDNBa/2fAPynIe5/y7zD\n9ic2kneYUA55sESiURLQ98EO+iSCeVfcRdYRjK32SYQeJnOl9OwgTpLKMAyYoJj6O1D4yAOflL8u\nFDweAuoUG/R9t5AyMm76dFSlAArKg6SfovrAdfyhCgr9e7mvXLBJBHffRRLBhxEkEX4dyWX6ZEps\nPqm1PgoASqllJCVptyul/iGAvw/gBSRpWF8AcDbd5te11r/p24nXRDFlaz+llFpCIkH7eQDPYDMx\nqRWQBW87gQlcwzZJNWFDLNCHrYsY4MiDXShULZh44VqtJopeH4QBkwhmZr6sWU5dsEmExrwxIPM8\ncME+TwXVBlUQXNqWqAoYOFMfbBWCgUtNYCsTWhIhClv1GesjD+w20tKCoQDWBGT2THAdpoaDKtsY\nc06k45IqKeoMYiWGhN71sylBxIVvhjxgCASbPAh5E8QeL6dGqFKak5bf3AKlH2vHqD1ffe8lNomQ\nX9fPIaclEk2A6JxptokE86qxCid5YKcymECRkggGkoAtlkTgzk+QMPGAC5RtxJIHds59zPtvbOlF\n33Y0jcS+RwAU1AQZHCoDF3ngOlZKItD2NnwkgvnMHbvvnPqUCpsdWuvbPOv2OVYpx3InfCaK34Ck\nbu+PAXgFgN8HcKfW+kuxO9mM8AaQMUE2p1QwZIFAebDtcj2lHDms70afFKGzzhz7XBbkn4nrWCiJ\nACSBdMh4sA5IUzyaSG/xqQ7MPl2wH7ZTWMXq1FSfCDDXkSmfORC0JIIIW/0ZW1eevqufmdmlggrB\nRSL49ldm3/a2VUr6ufbrS62I3UaKUFAtMbcs069BjvSZTZbl1AhUeUAIhKZUB6Fx2p/LgqoRWsiw\nFZ+vlEQAigE6nbnNSITrV3GjE6jIwBEJgdifqhDMvqn7fcxsr4REaGrCpziWfJA5KOWB7/iqpi4E\niQQPOCNFjjhwj22NJQBMf32VRN5DIfnMEQduUqHfppf7HTKmbMHDp0C4jISp/Uj6WwM4pJQ6BABa\n699vfnj1wS+T6ue12477BRUCIE9jMA9ZjgDgyANGfWBAVQiN+QTY0vU6iQSrEoONMoRBU2xhnSoE\n+5h6mAiqDqTnwTm2FRBVgFuF4MT0erLd88j7IMSgJREkGKlnbAzKzOyGDBGlsEkEux8peRCDOvqx\nj9WVe+/brgkSoe60DAPxtTVEAqNIiFEccJASG8ZDA+j7aPhSGMret+ZY60C1Mo6bAlvy+UrfW7gZ\nfx+JAAiIBFuNwIGUd7RJBDOOWLhIBOk7mlSFQFUGtD1dbo6jTvJAYghYpr8Y+Ly4QttQ1UGsx0M/\n6O97gq1hApOWoiavQCi+n+cNFvN99pe7fRDqxqj7ePkIhI+mv1+d/lBoJGzuSKMRGbv5+7RJBW/B\noQGCy3+vk0gQYJBmijFGkzEmlNz4KXlQhTjg0Blf6fsgPId+AJ+SNkadQL0Q6PJa0JZ5jMWWe8aW\nzdOnOfCutnR2mg2MjMHe4TyJ4Epl2CzBlTSFYe5SF0vTM7WRCHUj5IthYF/nrC0TXLv6k1TykIKS\nB+a7TSJIyjs6q0xQ1EggbAGM5PNVMlvqenelHgkciQC4Kw2M2f4HHIyZogXbXE9S8pBD054IdoqC\n/V02Iy97p3KVDvQFyDElGu3+OPg8BKRkgitdIcaDgLazKzfEkwh0HU8iuPbdIg4+AuHxUWVoY8Gq\nEIDkISpVIZjPQJ88oL4HGwkuE72GiQQTyA+aseNSFOo2VKTHFJOu4AMd87M4kHx4HkkQb1QIUwBV\nIfgIA0MuZG18ZooSZUJLJoSwpZ6xVUz+nEFjoB2XxmDAkQi0j42EMjPWNnlgftdFItiIqRgQqyax\nZ/i5wNxlxhnah6tqAh2ra2w2eUCXh5QILRrHSD9fQxNcoQDORyJwyKU5SN4FiQrBkBLDzjP3HaPL\n38CGT31Q57FVIQ8kwTA31tjx+0iD5Hve7NA3rlCwb5MIpj9z/0oqM7QkQb3wEQj/CzYRQ7sNkTLt\nJmGTCjaRd5m02Q22fm4ZSAJRM4tujBRzPggUvuCxISIhNpAu88+Ie4hw/gYdrJZ62PjGwzG6vmMO\nSdlyJTuvTyXmhyvopw4YBUJsCoMEHHlQM2Gwjm2lJHWbCJvqGdskfAEaV1pRsm0WZM6mAeKszDNg\n0MFeSHVht5WOj26/ND2TO5dNpGlw+3VBEuxT2PdALKpWkBCZPp5Ofy+49y8hWUzaRbDSRIsQRv75\nKg2K7LQG231fCqpOGKNGikDyPmjW7yq2N+MA/HnvTcNOUZATB/mx25UlQgaXVWFm46Vjdc3Sh4wF\npfCRB/TaxngqTGAN+9A/n/b7nz2x5zJVtPdtEzxNXqetBG8Vhs0GatASg1pZKUMKhEo4ciSCQaT5\nXVWzQWNsWCASQuX8bClbBbNHcwzD/gOewmpQeRDLZJY5Jtc2mdLAwrWVCcBU2TYEQuRtUVAnSEo5\ntiqDFkLE5n7bs7suw0Mbrpz/jTQTLDUMdH2OIRHMNjZ5UPe5CKlDQttSSM0aqxhcSuEzqzTEDICE\nQGDIg7LjyYgEh4KmRYvY9xCORKDrXDP0bJA9nvcIcL120xJ/TSC2X3rOuOOSvN9REgFIzmfIw8Be\nHusTEAt7lr6JvkPkQX6bPpHgQ+KgkJxfftKteO8m2+VNFW3ygBt/i2rwEQivUUr9V2a5QlIdZ6A1\nxGPAlYuJlaTH5LsXYEgBwJ/icNla7wnAOQPFEHEQWznASSQ0CO4YYvwP6nw4UvKgivrAjL/uKhIr\n6GD1+hSfhvC09adM/A8q7rSP55hlLapg0z5jy6KMKR2nQvC1L6xDss6W7m8UpUGMAoFuE1PZwG7b\n1LHHBMllA/xY8qCK+sC1r0XM41G8vbgBUSG47lvJtaPXLV99oSUTIrDlnq8hcCSCVIXABmLjcgVE\nHajD/6BOHwMDW41QtT8XTMAek84wSOm+RFUivd8msIYDOI/zjkmzfJ95ZYGPPOC2a1EOPgLhAoA3\nD2ogdYMjEcqgIP/ZuQPRPggSEgFWmzT4c5VwrCM4NWkMNpxpDRykJS33JP32du5IAuGGSzRKYUgW\nShbx5kP+Uo51PoicOWDXp3Dts47zZg/NNKsjfUGiMmiVCGWwqZ+xZRE1S53O6nK5+6aPAnlwGv1A\nzmChTyTMLRQDuybJhFjiIGa9L2+f/q7TNLAqpNdeEtiH+q9KUpjPORVAWipycZbcx+ae8ygQzHi8\nRp+O8Q/7mm1SbMnnawg02JJMrK2N3+yYxZ3M/U76lAf4sWkMZcgDX5m/qrDHH1JA1znZFUsk1Eki\nhHwPpNu7rsMEeoXjMiSCL42j6L/gHpdZV7fXmY2kCsNwUnUGAR+B8KLW+uLARtIAyqY0uFBJlUBB\nu+ggqECw1Qd1Bt8uEqE2DMAgsq4HcxO+B3Xhi9dfnZAHnw+3xRTqUR9QcARBSxpUxaZ/xjaBnCTc\n/LYCM5Y8OG1tQ0G/35+QCJh2lyCs4j3AjdO3zKWe4Gav7VltblyUPJAoEOqS+ocgOReSc1xn2kKo\nBGVGHtCKCKeSnxOPHeurELj7zkEmuEgEV8WI/P1YnwLhr/96fNTTI0b6+Vo1ILTzx7k+KXlgB0IS\neXnSpyxg9wVzoT5igrRQ21gSxO6THoPtkWBQV/pCWV8EMyZf21jI1Af+fvdjGYkhYn5sxg+h9+IE\nsD1Z5rpXpKqD1SyeGmmfrUbhIxD+eGCjaBg+hkn6EA7NQAPIKwiosgBwqxBo2RvOg6AB2EQIRyJk\nKoSQDwIgVyEEQP/wB6lQkPgeGBTOnfWwqkrycA+/jDwwFRY4UN8Dc99sUvPELYSRecbGwqVC8KYi\nEBVCri0N3tLPZ93d4OCDSBQJC92cGsEOHGNJBIlBnpQ88K3zkQiu377xl/UtiEGM8aUZE4cYEqfM\nMXnJA+t399wcTswew4dwD4Dknjso9HqMJRHssbUQYcs+XwHZxIpZz73/UH8AX+UBrk/zXm1SJJLx\nhAPzMgSEL3D1BYfuADS+VCRHJNB9uIiEQcEQDVIlgsvPwaU+iCEP8tVB1rL9TabEwQR6OIBnc2Pf\nh2VRoB86PkoeNO1BsRXgTWFQSr2XfNdIwofPaK0vNDus4cMEif0HoYM8kATPoRSHipCUSAn2YZEI\nWQqDxEivobKOTYCeo1iPiBBivBti+ry2MpFcB1Oa0ZWuYEiEJoiDFk1gSz9jOeRM6RwwgVfWdgF5\nB3xbfcBhIflZmp4pBGY+CfygPQWkCJEbdmA6aAWCTVL4SIs6yAPpmGwUzCpn54HZlEw4nFcimBKg\nS9MzmENXTB7k+heSB/3lR+N2srWxZZ+v5j2nyjshrVDgMw3kEEsClJ0FDgWuZeXpMaRHXL+DCVop\nUbFGfseQCD5Mooe1tJ+kP/d5yhsbThRIKF5xkCdx9uFCcjzbeaVw3sTRf44NedB7kRAZ2wfjETFq\n8BEIO5hl+wDcp5T6Oa31R5oZ0vAQCigrpy9wRELHWl8jRKoJKcqQBBHpC7YBIV3WhMSI8z7wjS32\ngdvBSlCFYK/3Pvj2YMuZF65jWyOkzAbClnvGUnDVEQrEAAEN9rPAazr5NbeQJxIO0g1tKfn9ReIg\nFExy6ySz+zbswNlFmFCFQYhQ4cbFVUSg5MGg0hYobIVGLCEg2c6VtlF2n8dwIvt8YvYYFmdTIoHg\n7XgUjz70dsx9pJuRUjHYSNVBRgxb8vka/66yisT5vrjd5PWrwHjMvuUBN6dqoN8lpSbLloOk/fm2\nl6gR6Paud1Uztw40X32hDq+DmMoFvuoTyfriNUo0v/l3/X24gAn0sB/LWZtl7Mva3IEluCBVdjiv\nz4sTLYlQAk4CQWv9ALdcKbULCQ+/6R++tZiKlAmsO0Ahbq2ZPKiCgvqgYYWB/YcfK/+XsrpBNYmj\n3y/iWzOioW7Vgr0vign0sIIOdkz1cO2S45yY9IG9/UU7ppLjZKs1lMVetKkKNWMrPGMlsImEQnk8\n8EoBum2OSACKpMEC34/EyM4FSVlJLli3A+lQwClRZdDx2OQB/c0pAQaNKufcbhfyMDDty5IVc5e6\nwF0AFoAP3X8PlqZnEiLB6u8EjuHYkRPB+yG0v2EQO6OKUX6+ut5daeqAvC9/gGyUCL73ZbOOqhYo\nnMbQaUDHqWilBnc+EkHq9i8lEULpEr60DmCw5IGrdKTPMyFGIUH7MWqEmD7puTj14l04vP0J7MMF\nXMC+LJ3BPl+JEiGvaGgxPPgUCCy01leUUqqJwQwTNDD0pS+UNhw06gPz26U8GJIKwXlchjywlROh\ncQrVB/QB0ORsM3ctOfWBURtQ9cMi5jOfhDIEAvcgpySJizwwY/QSKiaon0JGInTGV/rLUAORQMmD\nKYy8EkIp9UEk7t0vAjgP4B1a655SqgPg9wD8HQAntdY/xWz7GIBv0Vq/ruz+R/UZS+GaHbZJBK69\nt79pAEdQIB9MG0kgGVuKMOR94Jrxj9nOHIOkpKU9Pu53VTVAzP6lKQllgmepKiG0Pfd97iNdnP1x\n4HEA6ALHTwNz93fxoYV78PD03bn7aRHzOIFjIgLJ3p+kpGOrUKgPo/p89Qf4fCDtMk+0MXn9avaZ\nkglm+Zh5lboC7N11FTfIq5xpn5eZTxbIA/o5JGnnICMLfMGzn0RwgR6HL6AdVM69z78gV1GO+V4W\nhkyQHiNtd/Er+4H/ewxnfuzOVImwDOBCoa/J1CdhDT0sYz+A/LFKVQiuMTahQljHtpEmOaIJBKXU\n9wA1JwaNMsoQAlbwPfHCtawSgw915Dax3gecfwNdVpL04MgDEyzX+UcnJQ/scRny4OLia3Bxeh0H\nXvls1hd3nqewmiNBJGkMvvEG8RyAbvrbhKt7yLGNJ6Ufd0z1ypMILsJgtNUInwRwr9Z6XSn1iwDu\nBfCzAP4awD9HcrYLBIFS6ocBVC5pMurPWJd/gGsGvZQz/3R+uY884GT+kmCWS8GQtI3ph0t58MGV\nulBQMEwX91E1SJUSAPZ+TCWAE7PHcikDVRCbkmIjRx6keKALvPnHgYNHgaP3n8T89CLejkez9SfP\nHc2VdoxNGWnVB4PBqD9fO9kEWP4QucDSlbpgY4y8Lk3ianH5FSSq2isAdgFj6W/T3lYlcOQBhXmX\njVEhuNc5UjMoxs1+49IhbPLAVV6xKfKA7qfsu3/suza3n57juPvr+fN68Sv7gf8wBnwOuPiK1wDf\n21+3D32bkkn0UmIBmEDfjJESYHXEDLTKQ4swnASCUuqzSExnKHYB+AqA/67JQQ0CLjO9Wso0umCr\nEMwyIewAVYqQCsGoD6JTF+ix0OMQqA+kygPzgHa1CT00YskDikXM46kvzSelE5/fhsVXGiUCUaRE\nPrjs44h+6O1F30zxaQB4AVjb2V92uG+gOIXVekgEuu/RJg4AAFrrT5CvTwJ4W7r8rwB8Ril1m72N\nUmoHgPcCeDeAj0r2M+rP2FiUCWC5qgN2MMyW4jtMPs/6jRNdsNUHZTwQuGOx25b1LMjJ8K3ygoZQ\nMFUtqpIIsbPshfKBp4Au5nIBuGsfLnKAqzyR298s35cd8M/d08XZh/PkgcHjAB5/uK9GOHbkBE7g\nWLLy/Uj8EY7xRI4LQ1MYvID838SIYSs9X+3UBRpQ2wGfL9C0A+sx5lVpzBAFBub788gIBOzu4eCL\nAAAgAElEQVRJf3eAMaSkw3g+6JNUiKAkQkx1BPsYC4QBObYbnbzXg4REsPP3DXlgxjwsh39XCos9\nnpgZe9o+tF/aPr9+rbAsIw8+haxeykUUSQRDHhxAMoG3jP3p74RioNfLd0xtucb64VMgvMn6rgGs\npi/RI4/K/gghYqBCqkLZme1SsEtT1gSfrH8jSH4SmqADXNqWBM3PAauHp7AyHvcQir1W3D/7zvgK\nrk1PAM+nf67peAp4XeJ/YM80dMZXsHp9cGUxRwzvBPA7gnY/D+CXAVyP6HvLPWNpoMTVoDfO9pIA\njKoKcn3N5ttl5IEJlg6nnw+jMsoEfz7pft0kAovTKHhE1EEiSMD2faq4/hhOONM1JGkR3L3VPTeH\nmdmlrB13Pg2xwpEHBZwG5o8kfXRPzAGPnwVOHUQXc+gensPdsw83c/1aSLHlnq82qrzH5sgD12SS\nTR642paM3cqQCCHywCZFzHdDciT7lZWG5NIWisFzM+Z8ZdUHIR8EDpWqeaSpB0D+vF40H1YBfLX/\nc/Er+4Fb+jGC2bav/l3LqoAkbWSqkQ5WsYpOv4LE9l6uEkOLePhMFC+61rWIgD077yvpSNvtid9V\nUw8qAGHywD5OBpI0DGA4tXJt518gfbGfT1lRAPPji5jHn+a2k4zTVn9QFYLvWA35MIVVrE5N4dod\nE8DT24A7kKgB9gJ4emfy+zCAO9bRGV8pEjOx5MEl5rFgqw/o94aUCevYVoUom1JKnSHfH9FaP2K+\nKKVOIWc9meE+rfXH0zb3AVgHiE6ZgVLqDgAHtNY/rZTaJx1g+4wtwgR5ZQMvEyDmFAWzi6x7vhSS\n9IMqkHoEuMbg6zdrb5e6RHy1APG+rOUU5pqa69Q9N5cROTOzSykltJhUNHgwmeVfOjLj7dO1jMLs\nz4yBwngXLGIe89OLmH9oEcfRxQMP830dnwHOdpNKH3OXupifXkzurZcfTI7lcH5/dIy+c1RH1YgW\nfbTP1/i01rXxm9nZeiduR191YIgEoj7g1KhuPwa3F1RZ0GMpqCko0bErWS8hEbhSlr73wDpSi224\nyANKuNhpFQAy74BeqpewiYSmKjgAwH4spzqENSxjPzq3rOLMT96Jq529wGuQVKidupH08eIEetuT\nEa6hh32kX6pgiY0TOBKhCO61sAWHaA+EzQRp/lQlmAcn4CcHfKhonNhIwC2tvCAgDrAHWK94jGXT\nN2JB2eUprGYkAgD8XfyXHBnAnXOTHhEz1n4tXT6tZgI9vHr8i/ji1KtxbQ8TUE8BeG2/+kLtKGuc\nuBeJR8NwsKK1PuRaqbX2zj8rpe5GMoN1l9balsHa+E4Ah5RSy0ieqbuVUp/WWr8xasRbAHT2eGZ2\niZ0prtKfWcYFavOz/My1tCrBIM3u7BQMiVkjN8ZFzAPTKJTF9M3slw1epe25a2aWz2MRRz9yMvMf\nePOPAwcX4owj7X7tffvGbo5//qFFHF84CTyYeB8ACXFgYIwVD6YqhIygilS1xJBHLVoYNBGU2rjR\n4VMYMuxK26SfcQUJoWC+p30ACTFhvy/RQByQB6/+so79PpzkgZ1+0UHfu0FIIpjxUxKhP77ie2HM\n9XIZSRqE1AOSWKCX6gKQpghQlDVWlLQ1aoTsnXd7D2d+7E5c/Hv7c+2urkxi9ZZO1s6kvhj1gU2M\n5H09ivEQXRZK72ghx0gTCAA/swwM5gGcgVMhuCCsXmBL42s7lufDTbywx+9RUjStNHCdkxV0xD4I\nU1jFbTiPDlZwAM9my0Pjpv1zZILv+lHygLbLUhmwLTmvpvLCFLDj21b61ReY/Tr9Dzi1QQgSQmET\nk7hKqe8H8DMAFrTWwZQErfVDAB5Kt90H4D+25EF1xKgQbPKAc9eXSvQlZotNgfMKMIqMmPEUvBmm\ny1dwcI2tCliCB4s4eulkzrzwcQAH7wJwjh9HbJnEELrn5jIvhsUj8zh25ASO32N5SNCxkTQGoz6Q\nwiaJJDgq777FFkJZvwATZHOlF71IyYO18ZuB8bQfx5wJ1zcti0jfzevKUxeTB/S3aQ/q2eCXxxsS\nAQgH3r6YQ9o+RjFgB9mc3P9pzOF78Clnf3VVaaD9HcD5jAQw1MDyLfvwxFfyD8819ImDHibE1S64\nfdLflEgwagSzv7rxEm4auJp6kBhZAsF+ELmIhNoQMkaUzNSb4JsJuk0lhkHNxOdQo/eBAQ2MfcdE\nH9DDwqvxRRzA+dLbTzn+Qcb6I5hUBkwZQiAlEqbXC+SBCGXIAxfslIbNjV9H8h7xybTa15Na66MA\nkKoMdgLYrpT6hwD+vtb6nKujFn5wKgSaqx6LTAJ/qSh9mUvlMPPTfsM9FyRERoyZog/0nHD+Dhyx\nwh1TjjQhlRfKoEwKB3fOvCaJdxX9Bx7oAsc/UkxlkOzftT+nyuL9SAwdDyc+BovH5nHsoRM4Onsy\na3KW3lqnrTQG+NMlXCafLVoMGjTInrzer5QQTGMg5EEmKx/PB6o2XEEUJTkomRB65+MIErPfKPLA\nLNuFnBrBkAi98TWWROAIELsSgYQUqBJcxpAHHJ7CnYmMHz3MIfz/1jfhZ5ZzpRcNqBHiPlxADxMZ\nmbCMfZi4pYdTL96FqytpisKLE1jdnqgQknFOZPui5EJozK5lPUzk7rdYX4gWI0wgxCBUpYCit3NH\nVrWAhY8kcJEIHtXBtstu+b80AJUc2zaOJPARB+YB7HvOp0SINH1hoOaQQpgHjPT+sGE/dE1/Kxmh\nlT9m135MPxlRMJX+BOD0PyhDHhhiwOd3sPnJA2itC1UWyLp9gW2XwZR4bNFHjNQ/RoWQIw/ojLE1\nezy30MWcJYuXBHR1meHFkAc540fkqwlIVRWx57DuNAyu0oG9TyCpfvBAkfcBAJxNUxkenr5bvH9J\nZQ16vJkRIh4HHn8z8DjQff9B3POBD2H+3CLmZosGi2ftNIb02sWkmYTWteaLLThIVbTsTDZDEFAS\nwQdDHixjPxvod7DqVT+4JP92UM5NAsZMALLkgU0c0PW7kFcjdGiwSZ3+13KfaSlBczwhEqEMON+D\nsmTEU7gTT39lDlgZw1Pf3suqHfjOr0nXcJlG+giLfVjGnTiDvX9xNTv3e3ddBXAxu58m0MPE9h5O\n3XIXLn5lP65+YS/Wvp2mMPD7CXlnuAgtm0gY9kTlZsRIEggDuxH2oJrkX5iusOEgeYZb5IHLQHEY\nhokh9Esh9dLvxaA+lAZRJqVEQlJk+xx3twkqVNq0hRYDgstfgMuDN8GXS33gC4ALaQseAsFgbqEL\nTPPkAQ3ibef+kBdBlSCcJQ+sz10USQR7/PYYXSRCbFqDDdex+gJhV/WDsw7TQiBNF3gQwENyJQj3\n2YXuiblEfZBLngDwtceB9wAHD5/D2XOzGYmQA0ljiFXOuJQw9G9B4n1RCiNexrEFD5+6IEgi7Oor\nD4wMncIEehNpMOoqJ0n3Y0vLTVBOgzousBWXdfT5eRnTR9OOvJNTP4Q+SZA/HlsOLyURmgSnPjC+\nA0CStnDhxX3AF8aArwIXXrMPy9v3Yz9JZfCBHreUPDiAZ5P77gqAZ5BTfIxdAfbiKt52+7/HxHgy\n+iduOYynV74j14/L86AM6HXKJudaEiEaXzfsAQwTtf1hm4dOjFGgizyw0hfo7L1RPtDAtczMON2e\nVVOEDBQ30N+YK1Cv6gnhIw8kiMnTMvsIqS8G5tnRokUF+HwI7MCOfp+ZXSoEYNJZZMAKwmiZQqtk\noa8PDjSot4N180MhMVt0GT2aczAzu9TPqY/Iq7eDdB+5ABTNFOtSH9Dj8xkXmp+Hp+/GwQ+7+zs+\nAyw9NCNWgMQcxzwWw+f5tWdx8Nw5LJ2bwZvJ4oMzAO7vV3Kwf5z7sz7XfUwttgZ6TFDVzxXn5d0+\ngsBeZ0wQsQtZ6gIAQhC4Z8ATgmES1DXftR93JapV56y4iDwwY+93mF+2x9EuBWf+aOAyhUzGlqZT\n5ObP8z91wg7oDYxpYRLEn8dhPIEfwsfwvu2/hLu+9w9wx489ifdt/yX8ED4WNSZbAeGS/7OpBuY8\n0zhiFRh7Bjh8/Ql8Dz6NO/EU7vj2J3EIT+EOkl6xRt6rjTdCGZSp4NCiiJFTIIQYJIkMKuqP26gQ\njAstJRFoCgBdLiQP6kBU+kKMmsI+zUwJyqqVF4aBTkVyxkb/n/pUxtrXAYkXBk1f2DHVcxspSlC2\nCkMFjLoBzSigzKyoPWvNzWL78uZ90v0TOIZj0ycSdYHBaRQJhfT73KW8CsH0WXYmORa+4JordQj0\nyx36+uSIA+68la24YPftGwv97dpmEX3Twrl78iUUj38YeMeRh0qNTaIYAVIvjsNzwKnjwNceYFo8\nDrwWOPj5c9BfUYmx4/3A0pEZnMCxXMvQtTG/fdfFvW21qiUtRg+2HJszU7Sd/UOpCi4fBLpd3r+g\nP5NbZvw2aGpATD8T6GVjN2TH2Cr679xX4J4Ao8sJWZLfR16JYI+R+iGEzkco/cCOQ9YsVYPdP/1s\new+Y9IEbHWDf+AUsYz/2Y7mwn5j306ySQvrblEa0Yd57L4y/Cvtvv5hU7aBYRVKta0/iPXHn68+k\n/a4V+ul/dpMHdLnknrSJtxZyjBSB0MQN4Aoi13eTwNuVymAH0BxxUJI0oAFkWe8Ar5dDGexCNHlQ\nl7NrHaCpC3WQBwYxppchP46hpnz4vA9stOkMI48qkmo7cJUEXdJ9nsAxzE8v4ujCyfwKRyoD7TvG\nU6AOuIwJc8tn+x+pGiLWz4ALqKvMaodIH6n0fhHzOHniKHAKOPmBo5h5aAmPPvR2zKXGie8gAXqI\niDCwq1eI7q9jQPfUXOJ/ULByRLLs0EHMXj+LR8+9vaA+iUmroN/t9JIyBNZmglLqgwDeDOBFAOcB\nvENr3UvX3QvgXQBeAnBMa/1HQxvoJgLnc8BVZLCJBK4fs94OxG1wXgb27DpHZNTt7M+BEiAskcCB\nrKMmkRyRITHv466JS+ovfYc120+S90DfO+EEegl58OdXgWeAsV3A3s5V7N31NOY6T+PC+KtwHk7L\npyBiSIQeJrE23ku8D6jKuYvc9724irten+RWLeEOpi8ZeWC+D1O5u45tI01MjAyBsF7yUGq9wYwK\ngX7nICQNuCDcVGMAwrPQdQbBTjBjtMdN/Q984x2UgSLnXWD7HpTpg8MKOpn6oAx85yS2IkemQphe\nL1+B4TmUUyO0aMHANwNeVoWQ9TedtJtb6OZVCExKg5Q8qAOxgaaBCSwl5EXIm6Du4/WZI4Zw8txR\n4D1988Luyw/i4OFzuPsxjykCwmQCreYh9hH4AIBTBxPvAw5fewDd8eN4+/VHayWRBnXvbRB8EsC9\nWut1pdQvArgXwM8qpWYBHAHwWgC3ADillPpWrfVLQxzrUMEFYy65OA3kzHuMq6yjZFaWkggulHl3\nlqoVqqgQgL5awiYSDAoz4Vabsu9s1A/BPta6SgbaagQb5hxk5MFnkHgPkOMb2wW8Bhex/x0XcWr8\nrmy5RA1hl6/0kQjm83kcAABMdp7GGDW1vJL+Np+RkAh3vv4MgDyJEEMehJZTjHKQ3yRGhkCIQayb\nqwg0lcHXpiFQsiAmEGerL8RiN3LqAwqXeaIUTf9hc3lrdREvdnDvOxaqIolRIQylrCcgq8SwsQpq\ntNgAKDNLXTZQy4KxaeRTGgSoKu339RlaVqZfHwFDjSFdhpBV9x87NoN7zn0IOATkzAu/9jjwOHBS\nAfj8cdw92ycSJNele24uMQc8HGdGOI9FYBbofmAOeI+z+4xE6J6ZE4/NrKPlRan/BCURQse32aG1\n/gT5+iSAt6Wf3wrgI1rrGwAuKKWeBfAGAH8y4CFuaNDgzCYTQiSCgc8/wFYLGBLBDsjHVtOAmxg6\nc+84PiVEWfjHn58UdKVrTMJNjHDb5EtwF+MHrooERyIk+65OJFA1Aoc7cQav+YuLCXmwiIRAyB8Q\ngMR74Aff8QSefP0dUe/btASi6zgpTCrD2vjN2GvOvSEPKLnRBfB8Qm5MvD45Nk6J4IPPfHMrwKXy\nUkq9AcAjphmAn9NafyzdZgLAbyKpIqYBvFNr7X32bkkCQYpQIJlLYwD4VIYGSIOQCkESANeSvhBQ\nH/jIgypqgybKPTZFHpRVH8SUFmW3d5RvjPJCKFNlpCUPWhBIZ9t9pRN920orAGA6H7z5+pPI/GPT\nGHxqitC4MJ3fr6s/SdBZt7u/77jsZZxfBQ7B4TmQ4rUP4OSbj2dqBFM1wmcSmSElEYA8eRIaFw4D\neLnLCyHF1x4ADh3HyTNHcffsw4nSxVzH6fx4XOfXtDdEQp3pJZsI7wTwO+nnb0JCKBj8ZbqshQNc\nEOkjEfpt/DP7HIkAJORBVh7xSjKLbyoVGPiCUHHlhIqw37k4pYTPB4Ia9XGwA1SutCNHIthjo9et\nLJlA1QjJ/ns4gPMJebCI5OdJ4PlngC8jeaV7Hn2Ltn/yq8CeK8B33P00vvC9r8ITDjfZ/jtyPih3\nHaetQjBpF8vYj8nbn8bYM+lAngFv3P6ZfjrDBHpYwh1Yxn52bPSc0vvPvhc5QmFE1QesygvA5wAc\nSpdPA/hzpdTjWut1AL8K4D9rrd+mlNoOb623BCNNINDA2pacV1Eh9HbuyAJwlkQIgAbZPgWAWTcQ\nM0ITKIYqMBgM2SDRDq4Hlf4AhNMXQuSBSzFgEyO+Y9oQKoQWLYYMaU68SWmwEQzeNxg4A0rXOrqe\nLrcD6To9HWL6msdiYlzoyBbIQEoN2lUjKOmTHf9sWupSCLrtPBaxODuPxevz6L7lOPC4j0Q4m6Q7\nzLqblIHU+LEyqpVxnFJKnSHfH9Fam5ktKKVOgXfCuU9r/fG0zX0A1gE8WnoULQAUg0gDH4kQgsu3\n4EYHfRKBAZ2ZrooyaQwcqioeBhFkuvwDJOCu/41OmqbBqKJNmHIZwB7hoZVJ97Y9N3qYwHkcwL7x\nC30VQgeiuCNkSGnW+8oxhlQkowKXyktrfZ0sfxkSpQGUUjcD+G8A3J22exGJesGLkSYQaGC1go44\nb91AOgtcIBEcbcqCIxKoCiEG7DngZpmlqQ0mfSESUhWBpDbrVPYPi++PXsPYe8C1r6ZQh7rCpT4A\nUFQf0DrINmLVBy1aWJAEQlUNC235t73OBxqQ+lQQVWaDQ0aJS9MzIiLDd5y+sWbtZ4ttq4Ibj2sZ\nN1b8/+y9f5Rl11Ue+B2s6YaKkF6pyrLK+IeUtsFdGOxqCzoZklWAOyzHWCaZ8axoYkNsk2HaENoT\nD+NY44wMTrxiMAHSYxbgxcIK4CwgzAQswAGL4M6PGTUju4FAF8QSkrBNS3KV67VWp5OW2z7zx73n\nvX333eecfc49971Xr+63Vq167/4459wfdevu73z72x8G7jv7LuCtvkD9Lhy/GjYU5GaEAMSgPmbG\nySsknP3wGex4x3YX8M9O4I1npikMvntJutacCAkd14Ji11p7p2+ltTZYfNQY80YArwHwSmutrRd/\nBsDzyWbPq5cNiMAnY6dICZi871wrrr/LE8m5z2ywVICWQyKUMGrU9MnPEx3rtJymXClBQi6JwK//\nIziGvZU1nHr1b+No/X7+nE9WSoN6cNOg/dUA3gg88c03ew0Vp4qMUYtIkIwL+TG4/YDq2vxfeB1e\n+bIH8JJbHm8qXZ+DKp6oT+sTL7sZH8eduICXi9eDVx/RkAgOB0B5ECRpE0BVXjDGnATwMwBeCODb\nazXCHQA+C+CDxpiXAfg4gLdaa/9zqOGlJhA4QiRCqmScqhCAaXDfp2rghqfKttsiPQ6I+oDCXc8Y\niUC3mQX4OPp4WM21IoMGHSsxXMcNg7JiSdBllltLInTth7c3Swm5CyhTFBHBXH40g9g+g9EQYaC6\nbmeA+/Au4B2oZvUBVLKEu3DcmiRFA/3sIy0kP4IJ6kodW9s7OLlxHmfPnMF9p+qxMVDyQPIvkAwr\ngbaKgrbhG//02E6L+x4kGGNeBeDtALbZjNiHAfwLY8yPoDJRfDGA353DEAfUkPwTADTEzb5KBfMC\nnyWfRdUHep4k4iCl7y5KBNePezd8YOWVOPWXfrtSItBqB5RAeG1FHny8MqMR3yslQkBSI0hkie/e\n+G2cwvj5H8fW2u9NFC3XCCkFYEIe8NQF6RrnkAgcXc0tOb6AZ3VpM0jS5qq8rLXnAXy1MeY4gH9u\njPkIKi7gBIDvtdaeN8b8M1T/9f6P0ACXhkC4AdfF5bOWd6cG+Br1AoVEIqQeY8P/oIv6QNFPVxPF\nEBwh4Jjurtc5RiDNioDow+MBIOqD1AoMQ9WFAQUQm5mOlQX0oREICn4B2rGlIoXY0O6vmZmOtUu3\nmRUJ4jsXmuoaAHDyTBWs71w8US144ARwCjiJcCUGkQQQUlVomoOIc+3fW9s7+OD2W3By8zzOf/ik\n6lxy8kDyNEglcxZciZCD96NSV3/UGAMAD1prT1tr/8gY80sALqJ66f2ew1yBQQs++0yDK5q3HjNO\n9IHm++eUNJS2T/VB0KoQYhJ77aQL7UsbhNLtUskD7o+QQiKEUlccifCKb34It734skggXHs1JuSB\nhH2mHnDj8qXN0O35NaMKhjH2sY8R9lbWsLYyfbem5/Ex3N4gD9rEwdS4sguJUJo4mAUyVV50/x1j\nzBVUpomfBvDpmlwAgF+GSJs3sTQEApDHOEnQ5vpwFUIvECTmjkQoGqDnqA8EsqS0SiKG6h9j9cCQ\nVAiOFAgF/5prXYo80JIcWhKBHnuobbVxokOX9IXBQHGABymBJp/VlfbjAaREJtBgLtX4sO8AvKsZ\no3Z7TT+zIBt8qQNbl6oZf5d6cH6zGYCnYOsXqntga7tKFZCOvXGfnJv+fIIsPlGTCae378Pp7fuA\n7SnBwwkCaZlEIkjffVhC4gAAYK31Fp631r4HwHtmOJwDC03aQg40+ePzhI98cO9xvOxkyCyxNGLE\ngWR6yQkfiUTIuda074/jTqw9fw+j5+83+ly9erlRwjGlTQqZxFgV93kEx+pJv9sbQb8En2li07TS\nkS/pJMJBJA408Km86lSFT9VpCy8E8BIAj1lrd40xnzLGfJW19k8AvBIVkRvEUhEIfUNKgeABfFFC\n4Unyu3A1hyLlGwug+Yeun3lfx96EPHDtUOTO4M8yzUHqk5IAJZQIycSBD6GyjQMGJCClhGAo8N26\ntDOdMebYhuiKPxNzuhq+PqSAsu/xaMoDanwLQlCVSawxuXbuB8AWptG7K7tJA3d3/RopCPz6s+9b\n2JkQCY2+6bb1GH6AiRnud993APxkVRPrxPGd6t7arn6f3JDTFnjpTOncpKSYLCuZMCAPKQFlTH0Q\nQ2j2PORzIPXZJdUhpEIITQLREpRuW3+pwWb7WtJE43OgDVY5idAVbtb/Al4+aW/y3rzSbp+qIZya\nQFIS0HfvfcXxT8o4Mo+EKaEgq2fa49v3bptCIkjXY/zMCDgidnvQIKq8APwVAO8wxnwewBcBfLe1\n1mmMvxfAh+oKDH8K4E2xTg4FgdDVTDEFIUWAj1wQ0xj4DDAjEXJm+lvHLVVekIiFW+vlkvogw0Cx\nK/hx+ALtmPrgILiwSmkV/Filf4he4mBIXxjQI7TBcGjmNhR4B/PXKVxwuN0s/ReSlodQSo3gM9eb\nBYkA6IiEnG0pVOUL2ax/5XhAsAOcOF5vc28dsG9ExiKRCduRwQrKAx/ud+Oix7Ldvrcmh3CxXQnC\nd25SiJ0BhwepAWSuhJ8G5zTYouZ5oTakcoZy/91KOEr702Pm6gO6XEMiUEk8EFc1aw0SebAqlV6M\nneMcUAKAt1/93idrx9H7R7ofaHuh/Rx5MH5mhMu7U0Li8fr3zes1MXCkVkdgPJkk1FZ/4CST7zx6\nyYMlgU/lZa39OQA/51n3e0Agl0XA0hEIvj94RyL4g0ldpNQ3AZEKTRoDHW+LxIiRBw4asqImJG6A\nTG5IEvtm/dYy2nfN9emLPIilKPBUAz5WjZ+FRplw4/pYpz4orGyZoKOB4oDFhy/oyU0V0BAH7vOk\ncsE22oEjCxq57FxzDLHx5iDWV06agXYsJapI8DZi4w2uJ9foBAAnPjjBLSDIdlxBcmHj+ESp0CAL\nCHnE0w5a9w4bQ6ii5F1ufNvwEhONe3mzuVz6rEFvqhl7lZhWDjjoCAVZtCSjf//2DL9/Fni6XEse\n9AHf+LgpH9AmEcLtNgkVQFYj0AA1FPRzTwNODMlkxti7ToN9Mi4J7npJ5IEmYB8RjYI0bmCqCGjg\nCMQ0V0ocANP05KqdEfncLi9KPRc0pI7kMTE6Ml4qEmEWWDoCQQtJMuMQ++MpTSKUSCfg4wmN8Yan\n0FY4pIwhw+MgxeDQ90fvC65TKy9I5EFKBY5S8F2fXBKhF8PQdVQqhNsw8zSG61+8IViScsDiIjXo\nic3w+0gEYCp35wgRBxrkBuupfUiydu0M9SwrReT0m0QiSEE5IQEk3wFsoEkGUCLB41ngu3cokSGh\nRR5sN00vKXnAf9NtcnEeJ9HWNAw47Ii9r7oKAbq2qsCZB82+PrqmR3QBH5OkPji65ycRpIC/GbCm\nqRFi8Bkj+jwASqkQXFvSspDyIK5maZMH2v1Xj/jvJ9/+TaKmTYhx8iAHFYlRbvbrC/ZZS01KHCoC\nIRb0p5ACi6ZE4JDGFlQflABtL4Fk2MXaJBju+gCgD3kNeaCVRpXEIt83AwaURIoaIZVEcPuEKhfM\nK8BOQaw6xbzHokVWysM2+y2sp+SBQ8NHg1RdoISAtB8dX0vFgGZ6QmucbKyh+46fw9A5zU0VGbD8\naM7mpsnGKaZEQFqwz4mE9vvTYpAHFEf32t+vReJ+3yy6IxJCJIJWhQDoqytwb6+wckRHNLQIF0Xa\nAl23z4gOrUqBfw+NV9Pm1N+g7cuQgq7lMgcsKYGQyhTmzj6HpOiLBkceiGoHvsx9T1EaMDKCejRo\nZ8VzyANuluKgVR4sKlJVCA3DmJVd7F1db6cxpPgfPAfdKjEMWHqk+B30QSK475r9Uk76Qq4AACAA\nSURBVDHrYC7HO4JDm/6grYIRa2fn4hawKQfLWSSCAGqe6BtHAwllPCfrN/wqlsbYEoiDEmkHszT8\nHLD4KDHZoSmhKKUyLApxUPXdPg8+7wMJXIXga2d/5ebJexVVI8TiCw2JwCGpEPg5D6U5pPbJCYoQ\nutx3LkjP7SdkyEj3icUOvus1kAjdsJQEghaxmzqFWNgNzHrPGy3lAQ0MfeSBFj4PhUhu/ayrJBwk\n8sDB55dQulJDMXDl1+CDsPSQgjRNwBOacdeQCLydFIn/rMoZan0dNNtrxuXbX5q9z2mHXhfJILAL\nfEG5jzzg23TBRMVwd4BIQDsdooSqIJU0Oh3desAAGS6VQUsilELYm6Fs8MbVB3R5zA/BkQduW7dN\nU2GwL5IIkgkikHd8IzjzQKmKRbsP3xiAqcqAb5czJgm+4JsSFhJhknJ/+TwNSqV49FUO9TDgUBII\nUjDpgrOuLO+ipTZQ8qChPpDSFyQygasQfKoEoYrEDQBwU3tTmq7g0he6PAhi+/rIg9LpC8X9B7CY\nhNSAASHkBMehgKvUzHmsvdS2Sqse6BhiY/MRI30oMsRr80D1awfdVAgxn4oU8oD3mUXGbMiLefUM\nCl4ZhPsiRPtMGd+AQwVtIKp9l0khEbr21RXSGLv0HUploOQB3VYiERy6eiL4UMpXgpIHJa6ZZGhI\n4cgEXirS7ZOiRuCQ7v8QmTJgNuidQDDGPAvAQwA+Y619DVv3NgB/F8B1AJ8F8GZr7eP1ui8A+I/1\npn9mrX1tH+PzqQy6mOoVIRG4hDzDLV8sGxlSH9wqLOuI0dNXsHtTXIoPpLG1IUUBfbBryINSBoqh\ntIOQk++AAblY1OdrjETICdb7Rmqw12dAGDpXoWCbG/ZpUh60Y6Nt75yqFAjHNy94x+IbFyATByWU\nBLmGlA1PhUD7UtvcmDG2b2jMAxYPi/qMdUgJnuj7UBcSIRVS0BknReLkQUrqQswHwYd2Cch2ikcX\n7LNAOORXETc2bPoxaPZJQeyaxWbzc1IGpukj/v34MU/3rc5HX2TPYccsFAhvReVtLMxF4wKAO621\nV40xbwHwQwD+Vr3uv1hrX57ToeZGoTcaVx/05cg/vulGOaj3IUAaOH+BWAlHh6j6QIJWfeDWeciH\nUGAdy/Xv8kdfKm0hR47mUgs4c90XkZCl4HBkknSfuXVd/hRmXLXhkGLmz1ctcpQIbhuKeQRYfRvb\ndTmmFHWB7zi0RIPPDPD8pr+kYyxYDgXaqeCqi1lCIhF822jaSdlnwEwxt2dsF+VBX2mbvhloabvQ\n9y7wEQfX1vxpDCHsr9yM1auXJ/tzsmH16mVghZcdn24UmyFXjcGz/R7WktoqWb0hpS+pNGXXsUiE\nSGp78yQRvnD9BlzeLUc2LRp6JRCMMc8D8K0A3gPgbXy9tfZ3yNcHAbyhS3+am2NWufApKoTrt6aV\nctSQB2LqQkh94NBFhSDse8NTAG5qEgW+4FoLzTUMbZPLyJZ8MJd6mFH/g4Y3gs9IkWIXVZnGEJGQ\ngidQ1Pfgi9ef5R/7gJk/Xzlyg+zSKQk5KGXqGMMsjmfn4lZDCVC5BrTl/JJCwY0xdJxcmi+179rx\ngfYRIjVyzpeGkNLcqzHPitDnUikjsyUPxgDun2F/Bw/zfsamYlbvtz4Soa/AlfaVojpw0KgPKImg\nRczkL9on285X5jEV81AflNqHY0oc5AfigxKhH/StQPgxAG8H8OWKbb8TwEfI9y81xjyEShr2Xmvt\nr4R2vp5xKFRp0Lf6wCFZhcBwXVEZIZi6oFEfSH1oKzLcCuCW9ni0SolFQ6ncsVL/WCW1Rif1gSMR\n6DKQdQMWGTN7voYQCp60Qdks4RuPL4WhD6+DWSBUEUBSIMSOc+vSToNEoG2nYtbnMzdVQDvOLqkI\nB/HeOkRYiGeshGYapq5KQrv03TSNga7TpDakvHdogj9Nn32RByE4RcMqLmO8Ej9mel64L0Bsv1Gi\nxL+LWWMppL7fatMY+Hb0/sglVQYSoSy+pK+GjTGvAfCUtfbjim3fAOBOAO8ji19orb0TwN8G8GPG\nmGPCft9ljHnIGPPQf/nsf1aPTUpfKAXfjHBXXL+1SR5kpS5IeApxxUFKOccAYudaE6x3Zdi7EgJp\n+YZNgipWpicV2ffak6jIgSfqn4EoOHCYxfO13nfyjP3sZz/r7eOg5nG72XSfVJ9vF0PfwaAbQ8r5\n9h3b1qWdibrAV3WBg27Pz53W8FDjy9AHtOkE9Cel3dB+vN1YHwOpMH8s2jOWIoc8cOv4+jFWRWKh\nFLRt+bZzx6olDyhhkEoe8MoMvrEAcoqGRB7wzxLcfpqUFfojjSu0LBezJih8ZSfdZ/o9hww4iFXZ\nFhF9KhC+AcBrjTGvBvClAG4yxvy8tbYh8TLGnALwTgDb1tprbrm19jP17z81xnwMwBaAR+i+1toP\nAPgAANx65/NtaDD8hpHUB10hldOTUhkkFUIojYGrDrJTF5z6QOpHqrhQCDc8BYxQqRB8ngehtIZZ\n/rHT6+W7L0KMa8zTgTPGKWwobZdWskgCJw8o6O17iEkFY8z7ANwF4BlUz5w3WWvHxpi/BuC9AI7U\n6/43a+2/Yft+GMBftNa+tOdh9v58rddPnrF33nln8Bnrm8HOMenrC75Z+NC281IjuFntUIWDnYtb\nwANVNYTjmxcm20tpB3SW3K13ny9sHA8SBjgHYDu8PQ2IDwKhlFMhIRbwl1RmDAaLc8fcn7ExvwH6\nbkSJgZhhoaQ66AO8ff6u0/XdjvsddFUbANNUhkn79XvzUQBYaW8vvYPtM0JACva16Q/adIS+vA80\nbZZUIfASkFyFUCKVAeivisZhQm8KBGvtPdba51lrbwdwN4B/Izx4twD8FIDXWmufIstXjTFH68/r\nqB7kF0uPkQf2uekLe1hvkAcSkZAKpzhIIQ96QSqpcEt8E46QMuGgM4V9p8QAfvXB2sou1lZ2ceP6\nGDeuj4GN69OVTnkgKREOMXlQ46MAXmqt/VoA/wnAPfXyXQB3WWu/BsDfAfBzdCdjzH8HID8/KQGL\n8HzVzNynIHXmd1ZIUSOUCvhiige3/vjmBeAUJuTBrJFCyCwScq9p7LrE7l9JuTFgMbEIz1ig39nf\nkFqhK7lA99/Dmhis8WVd+3SEwrW1MmSCBpIqgJYyDAX+UmqD256TEPPArPr2KTdCkFQI8zxXhxGz\nqMLQgDHm3QAestZ+GJXc60YA/9IYA0xL3RwH8FPGmC+iIjnea60tTiAAsveBL6AtmZIQA1UjaHwP\nkiAZJXbxPXCg5AEx5Esdfx9MKmd9tS7CqeqU1HskR32QirWV+t5eB648Z70Kg2+DTBT4yANKMmiq\nKxQ2VJwlrLW/Rb4+COB19XJas+6PAHyZMeaotfaaMeZGVCZb3wXgl2Y2WIZ5PF8lwz4fFsn3IGWG\nV1Ie9FWpIUYc0D5P4jywKYxlA+LY+HqnJuDpBZPj3ahVCLX6wFdBIVSJIBXz9JzQ+mOExhhqw6lD\npPPIzR4HgmExsUjvsHtYi06ydHmXcgF913KPfLaXvofxktsp5SVzSYJQqsIYo4nSYBWXK+VB3dd0\n3PviuyF/Z/R5INBrovFHkNrm7Wi2T4Gv7VTfhX3hWOkynr7BfSB87+y8f+279ExVB9cNsHs0vt0B\nxUwIBGvtxwB8rP58L1l+yrP9/wPga0r135R5hf+gQrPhMXm6D5qKDJoqDL2oD3pKW/AhdP5cGgOQ\nRiL4Hmiha938B7beq1KAHlcIvvukFHG1trKLKxsj4MkbqgBfK5SRvBIcibC4JMF6bWDl8IFaKpqK\nNwP4RWH5fw/gE0Sy+o8A/FMAVzP66IR5P19ToA0OcwOoPoMu39hLBbzalAr6WTpPseoINNiXyAPe\nbqmyi7MkF/oMwFNTH6hvxdalHeAcsLVdp4YQooce20AeLBbm/YzVBINNQ0R9CT2NLDzdYFHrezA9\nLkqGSMdCUwu6IEoe8D5xWdxPKslN30V910u6JjFjQd6e9t04l0RIeZcOQVNlItZ3KiSCQJuukGJg\nOWAOCoRFAA8W+wge+wxKpYDSBZ5dqzxMUIhY0KoPHDmjDbYdYkYyMbgHLL1eGsKnr3wzd21d/xry\nQENsufb21tdxBetV4M+VBJJqQNpmVvi8AS5lP6J2awMrEcaYByDTH++01v5qvc07UTlof4jt+9UA\nfhDAt9TfXw7gmLX27xtjbs8d8EEDD2JTvQ40pnuaQGqWwZZv7DnHn9OvZiy+ZaF1oWVdVBp8rF1A\nA/FZKRR84+Zqgdj+E/Lg3WTldtNPIvXvaMDyYx8j9Qw1R19y7lQyId6erySkXokQQswYkY6D9js5\nfyvN9Q6OeOEKkD2sJSkFHDTVCXJLKaa8G5ciD1L6kggnfu3p30GIoNrHCONnRhgdSRv3QB6k41AS\nCEAVUI0wVqUu8P1mmcpQDLx8o5TGQNdxxEwWPekLDjnqiViQnvNgC7XZtxIhBH5PlbzHXoRHJsTM\n2sruNI0hhifIb23qwgGBb+bIwRjzRgCvAfBKa60ly58H4F8B+A5rrTPE+ssA7jTGPIbqmXqrMeZj\n1tpv7GHoC4fc4KdECkAf5AE1GHTgs/C5KQ1dyQPJHNHXZ2wc2pl8aRxd201tJ+e8+QioFEJEuy52\nzE55gHPAJ3aAE86UcrupRhjIgwEcjkToKkkPIdecrlSKw3QiJ5ySkaJC0BIHrv/m9+lxhd9B/cft\niASNGoRfV4k48hMtGnVK3r3T5X7TV56Q7ztKIFEjyX2MvNfFkQeXd1ebCtsj1S8fGTeQB3k4tAQC\nR+lyjhyaWe25t+8jCJ5iv3tKe5BUCL4Hb+kSNVMZXT8kQqqyogv2rq5PfA8ceTBRqGCEva/ZxZUn\nPSoEB04e+HCAvQ58MMa8ClXt721r7VWyfATg1wG8w1r7H9xya+1PAPiJepvbAfzaYSEPOHICyFgQ\n3KdhoVblwAN3139KSkMX8oCTGjSPXjp/53GyqtDAcHzzQmNbzZgoOZSqCCmRSuAjAfpKZZC2l0gl\nAJMUBKkv9/n0pfsq8uDdFXlwPwDsACdoO7UaweddMW3vdMKRDDjoSA0aS83aU1Dpty+4TyEfQtUH\nOIlA1QATc0EFiZBCHjTHsNrwZPARJL5rIm3r3042UBwrVCdtwqMMuZSicOiiwpX2iykfqEGlRMpM\nyIM/rl5IL+/eBqzXGabu1VsgEgbyIB8DgZABrkLwBYd9BKNF1Q9UhRAjD/gy3/aJ5om+h1CKHwI/\nx7FAPWQCMy8FQh/ghNI69qbn5jkA/tCz4xPsd+jzcuL9qKo2fbQ2xnrQWnsawN8D8CIA9xpjXB7s\nt1D37cMKzYxxLODzBYWaILAvQ0MOboAXSmmgy1P8DXLGQvvzkQcAGsuPb15Qjy83Rz/1uH3n0bdv\nl5QJ7TF4yQNFW5Pl56pf94P8FkgEus/ghzDAYR4qhFDVhJhxIw+indSfzspP100D6q5KhBziwDcT\nzokEPhvO4X+XbR63jzjwjSu2TIvYvVMydUEyQZT7XG1tI6WKcELlDjyGRwHcXn9/GMemyoPGK3xl\nYHjZXdt1YHQknioyQIdDRSD4/iD6Vh/EoDFQ7Ixb0E5jAOJqAm3FhkLwpYjQh3PsweZIAC2RwEkD\ndz90rbtL76scf4cu2Lu67q1ZfGV3BDzJVjglAScPeOqChjzYhd6gcQFhrX2RZ/k/BvCPI/s+BuCl\nPQxrodFVbk73zSERuhAHPFBzQbkmlcGhq+ogFghf2DjeGo+UVjHBZri/nYtb2Lm41VAkaEmE0HhD\n+4jjDKCPlImcezN0P3BIRpRnNs5O0hTuqps4cRyTFAaA/O441gHLBV4WcJbQGs85hGbe6TpOIkh+\nAZREkFQIwJQscERCrupgGthPPQ3ocUvnIOZx4FNkaGbttWkP0jhiSCGgUgmHnG3aRFP7uMdYxT5J\nYXC4A4/Vd0XVxt6RNTy6Dlx+yWpV+cCpDwhcakOqP0I2rmOpy6IfKgJBC2dCGMrbPwheCNdvrcmJ\n56AKGH0kQgyOROiJONCoEHzbhRQDsYCdSvulMfE+tMH/vAkpB4lE+JOrX1UZE0qnjZMIfJtQusOS\npTEM0CPFPFDrWp+rROgCH5EAtJUHEvpQQdAxORIhNA5thQBHHHQZj3bbFJROgQlBo4ihkO4HTpzx\nNu+7eBrYBM7cXZEILcUBIQ406TEDDh9mSR5ovBAkZYA2bUIKGEOQSISqnTaR0AWcRIiNJYQcLwlp\nPM02/Wm8fRl6+xBTRuTM7rvz7lNp+I5vFePJ38djuAM4gopECFyDmZMIS4ylJxD4w84Fjc5AkQd7\ntILB6OkravO/Wc4u++B8EGglhqIkgg+3BNYpQR+CIXJGy57GCJ417OJFeMS73m3Dv8eucet+qo+L\n+zt0eein3GeURNjFmqw+oODkgZTOMCt8HuGxDpgr5hHg8FnwroSCpJyQguSUUoZ9EQmORND2H2qr\n1HhS2++TAIqd99S+Q+kU6vvhHcB9761IhJMb53H63vvU/Q8kwgANYnL/VNAgms/Gp5IHUroor17g\nC0invlRNEoHuE/YiCL8r0hSI/ZWbGySC65cjRZFBkarmcPCpESh5EDqPXcGD+T6JihCJ4O5HTqbd\njsfaDR0B9p87xuN/fkewv5xKDQOaWHoCoStCJEIJFUJq+kJOn8VIhDkgh5ihQby0vyMPvgp/AqDp\nK+G21XohhIgAzhBL1y73Hwugf5g7EmHv6nq7LKJkpLgI5MGApURXFUIpxKoWpJgG+qBVA/igHY/P\n4NHXZqlzm6sU8KUCUD+HEpU5St8/nFiKtb9zdgu4/xMATuC+957G+c2TwMaQmjBAD0l9QAPKvvwQ\nKELvKBJ5EMvx5+kCdLkPEokQ2yd0frh/wurVy2oSIbRcQ+RI74zSWGPeCY48kM5HjGDJuW9C5pcO\neeqDKclESYR2P6sAIQxux2M4hofFbR/BMeC5j059ERgu767i5vX9gUToiC+Z9wAWCVR9oFleup+Z\nwJkcFlANlAZ9EHASQILkXUD386USrGMPa9jF6OkrWH/4Cl709OOTfdewG02LSD0W/n0expp7V9en\n6oPUEo4DBswBmhnulCDRGQzG9qHblApCTzZ6T5f/a8azdWln8sP7pOOgv2eNkI+AxmOAI3ROU8+5\nD/yeCd1Drp+di1vAWz8B4H7g/h8A7qwIhbM4g7M4o7qvti7tDGTDgLmAEwNr2GsFx1JlAk1g6rZz\n+7t2Y/u6oH1cC9dzQcmDo3vt5c13tSbB4X5iY+wK16/v3HDyYIT9+rtO+p+C2DGH9guB3y/TCTe/\nosURFCOMcQwP4yWfehy3feoyXoGHcDsewx14DLfjURzDI3gRHsHoyBg3r8vtScTCPLxGDjIOjQIh\naoiXGdTTWWU+2z1PR3+axgAQFQLQVCJIWEB1QkyJQMkCymi65W7fr8Kf4Bgexouefhw3/Mdq+xsA\nrD91paoacVMzIOdGiJqxhPwT6P0yq9y1K7t1H1x9IMF3y8Z8DgYfhEOHXJf4WUuzQ3351tFji838\nA2kpDrTdUN+hGe/YOeeqBJ72kaJE8M24pyg0GtudIysE80C3fapHQR/3lURW+cgKh/sungbuBKY1\nFwD8lx8A3vEu7GALOCPv58CJlCGVYcA8EPIDKFEqcvqe1qzQEAIv8RgbS2i23ZEHR/eAa/UrH1Ui\n0D6kdn3H1DWlZEoayMaTlDyYhQIlhFz1AR23C9r3G8qa5r1HlRWrGOMYHsEdVx8HPlmtvw2Xcez5\nDzfaAaoy5g8fOQasy4TB4IfQDYMCoSf4nP1z4AJ/RwiEZtY7Y87kgU+FADTPKT+/oVl4qiwYYdw+\nT0+2t+dqBu2YQ0qD0Lqca+faC+17ZXdUEQeXboj7CfhSFzRqhIE8OLRIDfRSkKJCaM4369QGUvuu\n1GFMiXBh4/jkpySoSiDHZ6BLn123kUDP44WN41PzQEYe0PO4yAGzb2xOMfATm28CHgLwZe+q19wF\n3PUu4L3Vt52LW5NzolUjhPo9qDDG/K/GGGuMWa+/G2PMWWPMw8aYPzDGnIi1MaBfyCkK3cmDaVtt\nJUIMfJZfCvKnWoG0wJAbMrqZfddmDC7QjSkR9JUQpl4UTmHgIw9GGNez7w/jGB7BMTzSOA+xc6LZ\nxrcP0DQ05Ou6gJIHj+EO7GOEPaxV12oNwFpFAFW956klesN1AJ/N/DkAWBoFwg24PvlD19aqpeAz\n9nxdCFyFMAu4oNH1mxyAOhWCBKdU6LFcYy5C53diIik8QNz5cakLPu8Jn+dF27ugXSEiNE66PfdC\n6OKDIGFtZbfyO6Bw15qTBAMGzAB8FjVlVlVTlcFXQjHHb4FXKOCz9SVk5RpiI6RQoCqCHAIj1+Mh\n9zxQEuHkhjyDn1NFweczUcpIUYOTOF+pBs4BW9s72MIOTm6ex+uvfgg7r30XcCq8Lwcv2blsxAEA\nGGOeD+BbAPwZWfzXAby4/jkJ4Cfq3wMIpKCMz8yXDfKns8El252231QiAOEAvKth5P7KzVi9enmi\nOqDLQ31ShYQmSE1VIjh1Qajag0Z5cMfVxwE8Xisp4lU13Fg59CTHqHFeVjFuqBFing8+5YI09kdw\nrEFzvOJlD9XLX4QLeHlViYH0EXuv9qU3HHQYY94H4C4AzwB4BMCbrLXjet3XAvgpADcB+CKAr7PW\n/ldjzCsA3AfgywD8BoC3WmttqJ+lIRAo2rlayj8EgUTQVmFIQYis8OGGp6o0BB7gaokDlVnj51CR\nB3TbOZMInCiJwZEIEkT1QQf4UhlCJAd9mLrtNNUnYu1J+05SFxx8pRvpuhzvg0F9cOjhC0bnlcPN\nc/1zgzAerNNlWmhKQEoIjV0aVx/wXdMuQa0jE3jbKekUUpvavlPOl/pYz5Gf7YpI+NDG6/H6D39o\nomhx0JTQLK1qWUD8KIC3A/hVsuzbAPxs/dL6oDFmZIzZsNZemssIFwDzlqg7aIiDLqaOPGUglSSg\npMkI40kqgg9uXWg7LqenEz0+IsF3/L4A3RdYa8kHbgYJ1KkZnwNuu+UyVtcuY3+l2Y+PmPCNUwLd\nnh6H+8xJBAkp5RodGbBf0yd7WJsoDgDgUdw+Oa6FUiDMDx8FcI+19rox5gcB3APgHxhjbgDw8wC+\n3Vr7+8aYNVT1zoCKsP2fAJxHRSC8CsBHQp0cqhSGPtUBocC0ZNAK9GTCSMkDOtzEKhElID2EU86h\nFIRX0q+w+sC3PFYOMpRawbd1Y2mnZ1Tfu6QyqJGrPpg1UXAdFbGR8zNg4SDlrJcsw5jSd8p6KY1B\n22+OMSBHLGjOSd0ItVtiTCHcd/Y0ds5u4b6Lp5PGK7XvI1fcb6n9VPIjdJ6o+qDx825g6xd2cPHS\nCbxx8ydxfPNCgzjQkicLrD5YN8Y8RH6+S7ujMebbAHzGWvv7bNVXAPgU+f7petmARHQxGSwlPc/r\nd7+YykEKrjlCJAOFL81C49mQqi4NpUFQ9YFIHnwSVfj376vfRz9ZbUev6WgShrfPtWSWyUHX0/SO\nafvTlIbpuLvfT/sY4fE/vwPjZ6qRfxyvwO/gm/A7+CY8hjta6Qta9cEy+h9Ya3/LWnu9/voggOfV\nn78FwB+4Z6+1ds9a+wVjzAaAm6y1D9YE7s8C+BuxfpZSgUCReuNSdUAJ9UEsIGyYG0bgVAgAksbo\nbZ+nMVDywP2+tV5eWImQW56RB/MahYIjDxrXwh3351CkIkXO8bj9gCZrmlseVNyPGyc+IXzuktYw\nqA8G1MidDffJ0Pk2XYOpmBohJW2AtuM75lTyIBSUa9I4pHV9go+JBu7SmM7jZFXa8K2fAL7sBPBe\nYOeBrUriv9luWwvfGKTtYioS3z3iO/+UPPhEfbknifu1WeQH730LLtx9HGdxpnWc0nEckMoLu9ba\nO30rjTEPQP7v8E4A/zuqF9kBHcDfbfmstewNoA/OU+T60z795QO1fdIyiqlEiFMfOIPEVTQVBtKx\n6PP9m6UnY2oEH3yz9xRy2cb9yfFJOPpJVMTBJ1G91764Xo5KjXBtDcDKtH3abrVseq4lRYJk7kjB\njR65EiGWyhCrbjF+ZgTsHsXl3dtweX0VjwN4dP123HHkMS/pQVUQy5quoMCbAfxi/fkrAVhjzG8C\neDaAX7DW/hAqovbTZB8VeXuoFAhAFWTFHhjjm27MIg84WVBaeQC0yYDR01f0ioQnyQ+FUx8AUxWC\nIxPo8sKISf0lUIPD0PmllQ4ceRA8T+Sc5Co8pOPxGUGGVAjSfjEE72lt6UaHwR9hQAHkpDTkqBJy\nZpR9/WiVCKkz2rGc9tgsNx23NK6UWfyS0JIXDfIA91dVCd76CeABAA9UxoJU6h86pthsPV9P2y6p\nRJh8r8mD+6sjww/ssJ//Edja3MEHf+EtOIOz0X4WWHWghrX2lLX2pfwHwJ8CuAPA7xtjHkM1M/YJ\nY8xtAD4D4PmkmefVywYUQqwEovQekaNI0JQ8BKrZcfrD+9MoEmIzzTElQmiMUhDvwGfrNeco1RNh\nSlL4yYOje8DRBzElD9yPW1YvP7o3Pd/SNZXOsztGTh7wa0SPjSsRNMcZW7+PUVUxwSlM//go8MdH\ncfnf34bf+/MtPIxjnX3EFrCEY1DlZYx5wBjzh8LPt5Ft3olKy/uhetENAP4KgNfXv/+mMeaVuQM8\nNASCZGrXJ0IBYB8pCMltSkTCHFDqOqRWTpgF3FhiY3LVIarPPY5fUh90gU99kC7EGLAkKBX8SEG+\nJrjP7SeGWADaR9C3dWlnQjxoSZVUMqHEbLeaiHkg0Ei9jvsFdFFXcFKiDxKhUZJSub/mnM+LEOob\n1tr/aK291Vp7u7X2dlQzXSestU8A+DCA76irMfwlAJcPs/+BD6GAXhtExYgEX7858AWIUjBMlzWr\nW+23fhxCxoJH99qBc8oYJZQ2kpTGlJ3H/7n6R/kaqSERUiCRCJpUBn9ZzP1JeLL82AAAIABJREFU\nGzev70/fLT8L4I/rn393FI//wUvw6DO3T4gE7d9B7+kL11Fdi5yfWuVFfj5Am/aRtNbaXwUAY8wb\nAbwGwOuJGeKnAfxba+2utfYqKq+DE6iI2ueR5lXk7VKnMMwjj6tv4uC6J5WgU7oFlfDT4a+hSl3o\n0UjRJ/vvYoSyTh5irdQFB5e+ccv0u+/chvpITTVwxxs6PmfWI6UkaM5XqwJDCDHzxMFMcUAmShn8\nlXDo7wIXeO5c3MLxzQteKTyXoHMjvNAxSPJ1qazhIgWVKRUZTuI88GFg5+wJ4K2oUhhOYfoDBD0C\nUsYTul+019AHrkI5c/dZbG3v4ASAEySN4X6yz13ApGzlWZxptRc71kW65j3jNwC8GsDDAK4CeNN8\nh7NY6ON9lldsiBkh+iT38X70BovU2DAkb6fjjrVNUxpkGb8+sA0RL7EUDp85Ij+v3uNeabe5iss4\nShfcgmlq7osBHK9+u6oT7ty20wnihJK7X0KmjLRihdtOY6row+14tFIhHBnh8voq4I722aiIhGcD\nWL9WjeWZEVaPtKs7jI6MMX5m5CUMFlB90AnGmFehMqndrokCh98E8HZjzAqqCg3bAH7UWnvJGPN0\nTdyeB/AdAP7PWD9LTSA4uFnuec5O92J8WEMiD5L7c4E0r8CwQKUcfRUWJCdXRx5IaPlOPCfcLw3k\nS99DtO0u/5yBBDJDSwoMqQwDFgwan4Ku7WoDUGk/N44cSHn3dHlfgWTOOaVpFaFz0WrnDLDjXAIK\nEQfSsZzEeWCzrWgA4iSCD9I5OoszOLNxFlv3Vl4IJ2o/hBMgnginAdwL/OTGG6Pt5lSmOMioVQju\nswXwPfMbzeIihTxILR+YM5YSJIIrpyiBV0dIOf79lZuroJqfgs9VoafzRaD5+r7xtpfpVBshcsI3\nO557XvdXbgZWgNW1yzi6hunk2HNQEQcvJtshTBxovCco6eTbN1T2UnOc9JyNMcLteKz68lxgvO7S\nGWoi4SXXVP4Gh4U8qPF+VLf7R40xAPCgtfa0tXbfGPMjAP4/ABbAb1hrf73e57sxLeP4EUQqMABL\nTCD4HgqzViWUJA74DHknA0UJtwB4KaYkgoY8oOoFTyCeqo7gDxcaGHMSwZez5zBRI7DrcP3W5s2v\nUR9I5EGu4SGHM2F0D9eQCoGCkwfF1AcDeTAgEyVn/xcRLgAFIAbPFKmpB3SfvlMkKLoQM5ogvJGK\ncuZ8MGjuGkRrFCu5JII0prM4g5Mb53F6+75qPqdOazjh0hu2KzWJ5jiWnTAYkIZZvK9yFYIGs1Ii\nxKCtokBl/ZxE6BuaY5Zm7SlikvwRxhVx8uJajVCrD66twWsi2aVSR9hHY18kEQAEDRXpsUjfb6+/\n7x1Zw/5zxxMigZMHKUoHTh70mkI8Q1hrXxRY9/OoSjny5Q+higDVWEoCgd6Ai6A+CCEpwCdITlnQ\n+h0UqEgA6AJySY4fIg84pr4BTaXBHtaTvBU0xEysTGefJIIP/FxR8uDK7qhdgUFCKaKgj/SFz2Mg\nMg44tEFZrBKDViEQCghTFAKxIJSSCLRNX/Ab82+47+Lp6gtx6e+qaOgLIZIgNlaqXND0E0tJiPbl\nUSEAfhIhBskgEgCwUfd5d22aWZMJkwoMHbFo98GA2YMGOKF3A6dCkLaJBUkpQb68f5iQ6No+BSUZ\naKC8v3IzbtsjBMQepv4AL26SCL4xtpd1Cbj9x+yuh49EaFYqkCtruO3HKyOMXjaeKDhyj8ORAFrw\n681JBIdYVQZ/+00SAQBwBGq/LY3KYFnIg1li6QiEefge+NCX+iBGHnTu1+VQabbrEZqgXCIKtKSR\nRHJoiZkupT5TmXuJoKBtBM+Tjzjip21QHwxIRGjGPTYbHQqsY2RCV6SW6vOBBqZckRDr22FCHjgT\nQWwBm/qxlDxXqSqErUs7LZ+HEDEwqURxDlVwjanPQyhVIodEoNsf37xQXasHMEmb4NASXa7NFimx\nOW3jJM7j/MbJCZmQSkoctjSGATrwAEcqtUcRW85LPpZQIbigU5K2x3B0b5qnz5drsIqKMHCkwLW1\nel9HHNB3IQWJQNGFPAhBKo3oUyL4UlP42MZYxWOCVwJHbqqLdP9I4GUvq7HpUhdowE8JB6AiEdz5\n2TuyNlk/fsZj1jmQB71h6QiERUFfngedzBI14GkIGiJBiRghkOaEOxaJAqkP7bVIJQ8oeJAvkRc+\nA0SKkApBMmCUUheu7AbOo0QUDOTBgELIURzEtuvDb4C3F+pvEoAGEFtPSQFv0P/AdNvYuEPLS58T\nCY4MoOUpOZnAt51ULKh9ArANbG3X6zYyBxwAPR/HNy9U5AwDT0fJTb3ZOVsbbZ7awvnNk0ghPryK\nhgEDaoQCnJhS0YdQAKlVCWhmkSVywrXPfRC0ZIEEHwExOURnLEiXrbX9FvoCP6cSeeA+c+m/g+Y6\na8whaXspwTPtn+8bMryk8KkQfGPl20vYh2yQOHfy4DrSSqgfMCwdgVBSHhUDDyRdAFqaPEipDtAZ\nznylEEoTHuvYC15fHrjTa+HSRbqez/FNN7auMScuJMNHRw6kgP/DUCsPmoMZMKA4tLPfoXUpUnb+\nme7vC/5CQaFvXKJCggX1kvqAw23jWw8AZ3AW5zdP4vzmSeCMsppBBClBsEQ6+IiIRkCsDPhb5MEM\n4L0nAukMmvYaqO8HX3sh8kCq2qFNdRkwQEJMjeADDQJTKzI4aEmE6fbObK9JIojBP/JIhTFGGK+M\ncAcex1E3Ceb4zVsArE3NBaV9fWPnoOdbMwFGz6k79/y8xxQbvmtcFfesxrCPkap8ohah91B3DM31\n6YoNSiTkVmzg4OdBQt+mo8uMpSMQZgWJJEglDnL9D3qHk3qF1Ac8faEg6eAQSkFI8TgAmuf6hqfK\nkDK55EjoH65PZcCJBx95EFQfDBjQE6RgKcXZvoT7fgypEni6Hw/6QqSAg7SNk7jzZdREMTaeUoj5\nQ0hS+i5GkTGkkD3S2FXjSiQRYgaPEyIBbbJIOh4+7pT7v9omnQAZcPChDXKkbXLUCbnQ5M6L64nk\nnpsncmLBRyhIBMSjKy/E6GVj3Papy5P3WUoccOVBTmnDGPgMu4aYCVVDkBQnfNwSeSD5Z/gVKPFS\nlVK/Evaw5t0ux9RxjNUGWQK0y0S6dIbRkfFAIvSIpSQQZqlCmCVSA9ZOBEXB1IWSSLmujtCZnAei\nrpDUCKOnr6jPce+pJKgearuJDPcEGgPFVDyBfswSBywFcs3uAJ3Tv8ZEMaftGHL2DQW8VPY/WYYd\nnMZ9jVJ/fVaz0ATdGlWJTxHSQER9QFMfeFupnhK+bRrnctOvDokF/dI2LkUiB13+ZgYsP0q8y2qN\nF6v+uqsQUgz4+HZOkUDhIxQkIoEaB9K2x88f4Y61x4OpCqneVKnpBE0zxOqzT4UAoA6RQ5NNemLI\n55/RHm/7usVUFtrzFtquca0U906wrWeaRIIjESRQYmGWRNuyYCkJBKBfEiFFacCDeBewaoP7IukL\n2goMDhJ58BR0ZR17hK/qggpPkt9ELVFKjVASbfOcsPrAW7qRXnfqbeA7fYvmf3AdizemARNoZ621\nQXAqicD7DrVX2ptBE9hKJEKjfRpY159P33vfpOTfrMkD33ZaIoFDIkom2JbbkZaFyBgtJOVATImQ\npGxAfoqB5I1Rot0BywEebHaBNHsda7cPEkEzBtenj1AIEQljrDaCcwB4dKXZbnP7tGoFucFmiESg\nGGE8JU5W2m3MCiHygHst+LwMuhIMofZUJM4zsj8CoEtxGODH0hAI1z2HEivpJ+Wqh6AhD0LkQIoq\nIBTY8iCySJlKn+ogNmZF+kKXMoc5RFBDfcAJFPedqBHcuU5RITiUKOHI0Ul9MGDADBGbRZ1FMNzV\niM43vlYQrMz958fsyIOtSztt4uAc8Im6mxPngK17d9Tu/amIXQd3vFQVIKkSQkoBL0lSGPxYgoSF\nA71+EbNK10ew3bo9jWFijByLrRuIhMOHPibC4uWh/aaHJaCpGkFLE/J+ufGiIxIkdQFt8xEcwzE8\nkj1u3h5FyvuZdC4r08TqnDvywBEjrrrEBCvN/Xwo6XsQIg/o95TSjNN9V5PSInLehXmFBkooDCRC\nPpaGQIiBEwUxYkFCjDwo6WmQQh50HksoXSHjmLQz+hpTQf4Q5NdMIk5aqQtA8xidf4PCMJJe877T\nFqRzofU+AIj/QR/pCwMGBKAhEdx2IaSoEDTLNSqEaCBKguCt7ap0oSZYDAZ8hDi4nyy+fwd417ur\nlIat7Z1GSkNXqEkSyESCw3mcbM7eb/bj0eD6onD9xFJCfNi6tNMgEUJGmpp0jK3tnRaJ0Beqtk/3\n1v6AxUVpIiG3cgOFC+Jp4B5TIbg+NUEgNVtsLm9Xb3CoRP+rrX7GGGG/Tgq4HY9hDXstkqTZTljK\nr0GqqaIjbibkQf3OepRsf62uGpFCIkjVHlx/OZCOi6cIaFQI7lpJ20jHlHL/X96dtnvzevs6U48E\noEcS4fNYahXtl8x7ACURMxbxLdME5LMkDyRklxhMTV9weApZ5AGFG7Pv/KZWJNAQPrkVMOj1Gz19\nZfKjQY76w/cwHGOUpD7wpi84xE5Z6Ydb2iVdSBhj3meM+WNjzB8YY/6VMWZUL/96Y8zv1T+/b4z5\nm2y/ZxljLhhjfm0+I58vSlQQAPIrOkh9SSkVydhmv1kfJXEX+ewri5gL37Gn9OMCa5fzf3zzQkuh\nED3H5HzG+j45abHMuZb6o31EPSC2PZ8h3w+DamBAV6RKtrVYw97kZ96ggf502WowyJVSG+64+jhu\nx6M4hodrkmA8+XHWe0C40kFOYC29z9G++Q9dHzwuYlbOTSJHNS1Cj/N2PNboJ8ckEQirD1qKELJ+\nnxA10jXl20vrpfQWZ8SoVR/cvL4/+bm8u9ogFHwoVfnhMGGYqlRg3uQBxzr2epHNT9DheJz6IEYe\ncOTIklSBOydQePUIgpAfQozAka6JU73kXqs9rE/Oi9QGJQ9a6gPJ/+AJTAkFThxoiITbFJ+XAx8F\ncI+19rox5gcB3APgHwD4QwB31ss3APy+MeZ+a+31er+3AtgBcNNcRj0HqEz0MiAZ1cW2l8am7Ytu\n74LMxsx2HSzmBvWT8W3Us9bbAM5VKQsnaArDaQD3YuKDUBo+JUgqiQDAqzygx4q7/QqB1GP0XU9p\n7DFVQm46AYAGcZByDH0rFAYsH9zMKJWIxxz0fWiaI7YDqlj5wNbYAoaEtE3al1M+UB+AartpUN2V\n0KAz9K5/129MedAF/JhC2/jgztXq2mUchVxZgis+qt9ttQc/j7mKAyktgR4rrYCgUSe47dx4ePsa\ndQxfHwr+JQXCgDJYOgJBMiTJSVfQYl6lGFXS/Rz1QerxCCkAqcqDUvn9lOhpXZdbIKdqKNIYuqAL\n0eMjD6KqA3fdd9EkD8A+S+v2gQKViw40rLW/Rb4+COB19fKrZPmXArDuizHmeQC+FcB7ALxtBsOc\nO6RZ/pJBb0pgltpuKPANEgkd4Oa4T27UM91312TCOeAEUMnj70XRtIXQWLpAk4oy8QXYCJ/vPkBJ\nBd/10wTz53Ey6HuhOYYcM88BAxwkEgFIKz3XdvhPC6r6Sp/ghoKl1BCrVy9PvAP2V5qqg1yTPy1i\n5yp2jGOsYn9l3PY+UPaXUgWjNBwZEPdMkAis6T3uM/tUjeHIuOV5MKAfLB2BEEKqYSIQVh/MizxY\nVFy/NUwepKYshMCvY27qAkeXqgxd1QYOu1ibfKft+YgD0fuA8mVPBJblQKM+mL8qYd0Y8xD5/gFr\n7Qcy2nkzgF90X4wxJwH8DIAXAvh2oj74MQBvB/DlmeNdCnQhE3KUDLOYpc9RHcTSMBrB9d31sTLj\nxD6CzZJtakoQUtPFeQXOpVNBHHJLiWr9QAYMcAiRCEC6GiEFfVQzc+PlREK77/TZY+ofgFuA2/Yu\nV94BuCyqJnKM/1JBr48mwB9j1Kq+IIH6QEjH1xeRQK8XVyE0+3fKBN04YiRC3xjSGNKwlARCsbI0\nJciDmApAMfudYt7XSX2ghZAGQIPu1ox5gDjQyr1SFCTJxE5GaUdftYZUEoF7HdAHplsXUhyIqQtS\nmoImdWGf/ObPew0hUNr/4DriHg5+7Fpr7/StNMY8APmo3mmt/dV6m3fWo/iQW2mtPQ/gq40xxwH8\nc2PMRwCcAvCUtfbjxphvzB7xkqFLCoIm4Ow7v1wT6GmCaF/bmvZLBd6cmIgh1c/C12bIpLAvpBBR\nmtKJpe4zKS1nIBEGaMFJBECnRqBBuEZmz7dNRUpAnp6GER7ThDxwzda/j9aEwm23VGSCJv2iK6Rj\nm6ogwukkVN7vQ8NssX4nn6gWCPmQSiL4gnY/yTP2kgi8b1/sxctAdiURaJUFnxrBV9pxgB5LSSBo\nEUpt8JEHxYgDul0BCX2RGfhCpokUueRBCCH1QeP6JPgfhOAjcEqRCBzU+yCqOqDw+R74li2xO2wM\n1tpTofXGmDcCeA2AV1prLV9vrd0xxlwB8FIA3wDgtcaYV6NKbbjJGPPz1to3lB/54oJLxXkpwNQg\nMxQIdg3qQsGbz3+hVCC/c3ELeKBecArYQVXRgBsSasZKx+cbY5dUEN6e+z651kzezwNvXq0h1HYJ\n+Mp5Sn2FvBlyiaHUkqaDGmFACiiJMCK/AZlEkMgD/rlvuBl3SU1Qcob86CdREQafQ6tUN01fPfpi\nP5HQZTwhMiSUPjGtNsGD7el3uh+v0oC9+metJkqI6sIRCV3Pc7sa2tTLgt6LfPwhI/t26oVMIlDk\nVEuYK1FwHcBn59d931hKAmGurrJ9zvwvKCT1Qcl0hZkggcjRkDW5JILbZxdrevKgROqCVim43OaJ\nAABjzKtQpSNsU98DY8wdAD5Vmyi+EMBLADxmrb0HldEiagXC9x128kBCblAGzE5twL/nBHshQqRB\nHjyA6WcAO6e2sHNqa1LhQDtb3TX4DJW/jJEXW5eaZS3d7wZ58AAqosRDJpQ03uTj930P3a/8mHjb\nHBLJErp/fGMfSIQBGqSSCIsAXyoCn4kPpSyESI+jvkPmRAIwVSVgKvvnAWvJ1BAfeeCW+SbSpukd\n+37VtGJ4tEykBjy9xLfepw7gxyQdHycLfOMeY9Tqp680g17KOC45lo5AyP2Dz/FHaOGgkgfOYPBW\ntFUIISk/eSinpFkA6TVyFwUpSg93P8WIBEe2ZOV7haouVJ23l/HvMfIgNX3h4BML70f1fvFRYwwA\nPGitPQ3grwB4hzHm8wC+COC7rbX9uLMeMHDDQSnvfNFK2tGAN7QNUMYo8iTOA5tTxUELpyCSB10R\nO8YuxISvLCIAnNys+uXH647RISd4jl2DmElmCYNMTSWHlHSKgUQY4IMU3Czau1FX+EkG/3E6BcEq\nqqoFUdwCYK36TRUIsSBeAx/pwAN3KY1ECu7b7VTvw/srN/uPN1NlK8FHJJTwJYgpDSQyZyAOFg9L\nQyDcgOsq8kBLFIxvurEVLHrTF7oSB2z2O9fEr5P/ASURYtsB4mx9F/VBSm7erOFSFUoZNQKSK63u\nuIOpC7lVFwY0YK19kWf5zwH4uci+HwPwsfKjWjxIwXWOYV0XZUJXpMr7takEPpzE+Whg3UcQmaqa\niKV3+IgD8Txttjada6CcEqhrVBhuO94HX66t2CC1N+BwwhfchIJqqkKgs/qznJDpakyYOk4XVGMN\nOCpV3HKv/AJ5kIPQ7DkPsPm1iBEHFJxUiZEIUtlHOs6cVIaQImFqkiiXeeTbSftzQ0YKTh5oqyto\n0hYG4qA7loZASIX0ME1WISyI4qBYYOvIAancIV0fIDu6kAchJJfi1Fwb4tTbJ3zpDHyZq74wxqi6\nD1ciJRtzUhc05IHvf0xq+sLBVyIMUKBE0KMlEUp7IaQiNTAMBpYFAmt1KcIC7dD2QqoF36x7CQl/\nqQB7MpaNflQIsdSXVFNRh9OpAxxwoCEF4sumPADKHJNKjRAgD1xw7Zth982Ux8ZOlQkpAbxPkcFJ\nBB/kihPhChBtwiLfOyGFROCQUhYceXB5tzmmm9fTZ8Ek8mARU38WHUtNIPQSmB4GhALqRMNHd24p\nsRCrvMDzp7T/XPosq1lSfUDhCINkWVhu6oJDjueBDwfM7mJAGfgM4YC8QD9HiVAitUADHgTmBuV0\n2ayUF74xdy25qQ2etbP4mj6lz13bvbBxPEgi+K5TiooBaI950VJ6BiwmugbXfakQaAnBLuURS4yH\nHtf+ys3ASnN8jlCQjRN16bSavn37jTBO8lWIla+cjIccp1ZR4SMRpD75Mvqe2oda2Od14CMP+DJH\nJoyfGXlVCJw8GIiDfCw1gZADqkIIytaXSX0gkQIJx5fqf0DhHryUaJhFXd6GysKVwSlUEUNC18oM\ngJC+EEtdAFs2i6oLJVUHn8ehrhRxEOCbEe7iE9BXYJUbxIbM+VKhKRuY2pYU/Ia8CUqNq4u0P7e9\nLvuFSkpqSIQQQvu6a8GJhBQyasDhRG5qZ8hMsQSJQINz+j01LcCNg7cnwde2T0ZPSxm6QDsnbSFk\nCEivT+hapRAJcfKgSQg1jjOA0Hu1ZPQobSsZJ2pLsdNtpftTpTrY9WhL1q81trt5fV8kESh5MBPi\n4DpURpcHFUtLIKQ8IHtXITwH2YRDl+A8ilCwnBhIS8Fx7JzOTYrnS9HoAb5Sj52gTV2QfBCA7hUX\nhtSEAWgGbiVzt3MM6Nw2vooC9HOqXD+0TDMLz7dpBJusDKLUT0jJ4AtcQ2aWKUgtS8j7n2BDb1oZ\nMkAMpUfkqDu4sWJOOkNsH1fVwTc2rZHngMOLWGAXA69wkEoiaLfnQXrJySCJAJBKB9LPjWB8Rd4n\nBC85QdZriAOgXXlAU3bTd3y+1ALtNaUqhJh55XTM4fQHf19+EoEjqDqQyINdVApYt44QCT4SYUA5\nLB2BUCIoVasQJLjZ7EVGD7PsdIZdIg7WsJvkj0AfnvyfV+eKGZLJDpB8XjTEgNtmNyD92sPaxP9A\nDV/qAgdfV9o00TfkgWQ4FJBmU0sZwOW0k0s+hNrTGgzmYBJ81kSCdtzUzJAHsF1JA46coD83GPe1\nT8eiGQcfr7bSRs65K3msEprH7KngMeDQQPuOywPUXBJBeg/bX7k5msJA9y2BFPLABafaspZ0XzrL\nzstkpiKU2uAjEeg2GnRNUZHKZ8pkSL4fAiATFZrU3ZvX9ysSYf1am0Sg7581eTBgdlgqAsH3h+Ob\nCW/Wz22qEKQg9fqtJM9eUhV8jvzmJEJIhdAhoBcJDl9fPcnz6Sx7ipIj9WFXVClCDSMTCR8fcSCp\nMCix4vwOHPj3ECbpCynGibPGQBocWvDgbd4u8iXl4V2NDTXnI0QkcHBfgZygdxZu/y6wTh1fl/sn\n5MsR2l57n/jGpT3GQU0wYJbgcvmSSoRYOkDYN4BVJFDK8DVtc7ggPTbjTkErD4QUBtpzFxqvr2qG\nhFwVQHs8q8Hvvu1pwJ+iLpkSMc17j6dErGI8USGMjownKoQGiQAIREKTPMgxVhyQjt4JBGPMswA8\nBOAz1trXsHVvA/B3UWWKfBbAm621j5P1NwG4COBXrLV/L9TPs/AFcbkUcPpmsH0kAg3SoyTCU6hK\nIWYqETQlHPn43fgaY6PoiTjg6JLnH5t9nzK2hdNNPGUpb3iqfS1yUhF85EFXP4QoBu+AQ4FZPV81\nyA38+qyscNDM6lzAHSNAJHPCnOMsRfb42imthtCOpcv22lKdqeftIN2HA6aY5zNWyjnPQUqQyiEZ\nW7vlqeApBlU7+51m+SXw8+arhBALyCUioRRyj1kas+aa6swi/efCdx+mmGVqSITGPhKJABRRG2jV\nKQP8mIUC4a0AdgDcJKy7AOBOa+1VY8xbAPwQgL9F1v8jAP+2z8HF/oglEiEKRyJwSIRDpteAWsaf\nQx4kmAlKgXYphCoydE5joFAca4w8oESBuH9BKZ86faEPUJXBkL6wCFio56vWdT+2rmuwxdUQXWeY\nY+g8o3+u/r3dzJnnY5f8HHxy/dhYUoJhzTmchfKkz6ob0vnUkgkU8y41ehBgjPleAN8D4AsAft1a\n+/Z6+T0AvrNefsZa+5vzG+UEc33GSkFODqngIxH4O7DWEJHn9/vWTZfJwWlLjSC0qQtQ47PzUlqH\n1A5fFwo0fdeC75OTkuBDqhKh+R6drmAoQWIBbR8INzZKIlAVAtAmEQC5GoMG+xg1jBR7JxGuY76q\n4J7RK4FgjHkegG8F8B4Ab+PrrbW/Q74+COANZN9XoArt/jWAO3P6z5mpDs1wB2f6P4eKOODLOvgh\npMx4t8YmBMVehQLFk+Q3aSO2r0tjKFFtIAT38Em+ti69REot6QgfedCFNIiew0VLX5DQtbzjUIUh\niHk/X2PoElB2IREkM71Ye10D387Ewbnm4q1tnfQ/dGwhIqFL1YfQ/qUVDRojydB4Yn34lnUxBx0I\ngzCMMd8E4NsAvMxae80Yc2u9fBPA3QC+GsBzATxgjPlKa60sL53NWBfyGZurTOiiRAgh9q6jlcjz\n2emSoO1pKiA0x7LqXS5dC9e+z1sgX32QbkqZQh5o76kmCZM2nilx0BxLTIkAoBiRQDEoEfLRtwLh\nxwC8HcCXK7b9TgAfAQBjzJcA+KeoHsanfDsYY74LwHcBwOoLmsF2l1z8kB9CNF2ALnMz8zQY71CR\ngQeVKbPwTiXgfotjj4xLRUAgnsqQkzslwXv82vPbA3kQGmtnXFpgy5JBdTAP9Pp8rbedPGNf8IIX\nqAbVRX0gbZerHqDpACXKL3YJDMX+OXlAVAg4NyURfCoE6fxIcny6fWxbLfr0mMhJE5COLfV671wk\nBoWbzf41REJXwkyH01ntLxjeAuC91tprAGCtdW8V3wbgF+rljxpjHgbw9QD+3/kME8CCPmOBcMDl\nL9c3FkkE9w5MjRFDZQ99AXVsWwopcEvxKYiBnp8xRq1z4quAIL1z+ituzwR5AAAgAElEQVQVhJdL\nJIGkqo0ZXtK2aCpACT8EB3quOOhxSMF2yjv9auScuG32pXEQNQJQzutg2UgEY8z7ANwF4BkAjwB4\nk7V2bIz5bwD8NIATqOL/n7XW/hOynzddS8KX9DH4eiCvAfCUtfbjim3fgIqhfV+96LsB/Ia19tOh\n/ay1H7DW3mmtvfMvPPvLJss15AEP6NrO+M3pUykAvH4r5CCUS/r5Ns/xLM+AJjCVUgz6SjvQQMqn\nC2E0efwrGVvNee2ZPNitKyu4ny6YGCgC/vSFWasP6J+HVOKxq/pgQBCzeL4CzWfss5/97ORxlgow\nNQEW76uPagT8pyi2w6ulVAX+4+CCYe355/t3QUzaHzuHqeeWt0uXdUWsmgM/977rMaCBrwTwV40x\n540x54wxX1cv/woAnyLbfbpeNhcclGcshRQo8/VAFTBNA8ZpEBpLW+Dbu++h9AQJtEoC/6FtSj8h\njLA/+QGoEmAcfI/0BeulIY2nNFLfr4EwecCXS6RVigpBIgZSMDoy7qU0Y6k0jQXBRwG81Fr7tQD+\nE4B76uX/A4Cj1tqvAfAKAP+zMeZ2sp9L11KhzynNbwDwWmPMqwF8KYCbjDE/b619A93IGHMKwDsB\nbDtGGsBfRvUP5rsB3AjgiDHmirX2HbFOSxrsucDQtek1VaQ7ucDcY843AVvexbAvy6cBekWBg3Zb\nKWCOzdBrMcLYe41Tj6c0KAsbU2EklWwMQZL4h2T/qyhfynHAPDCX52sJdDVbXKTALEWZMNmurrSA\nu+vqC7XiAMCERKDkR0g14MPxzQuT8fHfqSUZc+Brp9Q15G3npGnwc3F88wJ2Lm5Nzp0PKWPvYrq4\n4Fg3xjxEvn/AWvsB98UY8wBkXdo7Ub0y3QLgLwH4OgC/ZIz5i30ONhML/YzNDXhoDjqvUABgUhFB\n8jjQVFZwn3MRmw3WqhSk9bFZ5i7GkNyokfo6NBUbch85s+BUhcBNKfn4fOdLcx/JnhbTdIxUUqCi\nTlaD95NPheDA1QhacB8Eh2VSIFhrf4t8fRDA69wqAH/BGHMDgC9DpVB4Goina0nojUCw1t6DmvUw\nxnwjgO8THrxbAH4KwKuIjA3W2teTbd6IyqSmOHnQqmbgyUuiKQ1BEoGmJ9QEASUGpOBWUgJI5EHK\nLHZKIB2tKpGIPskDQL7GKuLkFkx9EDJAS1WWwhijvJcAfgokP4RchP7vS+qCQX0wF8zj+ToPSGUA\nfcaBvlSFvgmH1PSGxraETJgVQufJF+RK16GLqWJuSoiUptLCxvRjah8x8qALOhttLhZ2rbXevH5r\nbSj19C0A/m9rrQXwu8aYL6L6r/EZAM8nmz6vXjYXHMRnbIqUnMrn0/rwS+dLSupjCHk4+FQGIdPE\n3DEAzSCckjI+EqPrbHfoOpc/xlHjN/2coybg446RCBzcYBFAkEgYPzPqRbFwgPBmAL9Yf/5lVKli\nl1BRhX/fWusio5R0LQCzqcLQgDHm3QAestZ+GJXc60YA/9IYAwB/Zq19bU67N+B61ni6kggOI1yp\nx1Ghz7SB3FKGbrzBYNuRCEJZwxwUm2lHWklOkQzpYGhZEqFz0pCKXSXbcf+DVOVBF/j8DWK+BzMq\nHzpgir6er12QGqw6uOCQBolSWsIiKBI6kQisnZTtY2PytZlivCgG6UqUrMzgJQ8EA0oAEyJhVveH\n1lNiFtUqFhy/AuCbAPyOMeYrARxBRYN/GMC/MMb8CCoTxRcD+N25jdKDRXzG5oKrERxCgTmXs/cx\nc6ttV5pd5+/v9Lsbvxxkh4PMFHJEVHYQpJIIobGleCHkVm/oknbgq8iRO6EoKRMoQZCjSuhNfdCt\nCkO2ysta+6v1Nu+sR/Ghet3Xo6pw81xU04X/rm5nE3W6Vk2WqjATAsFa+zEAH6s/30uWB81l6m3u\nA3BfPyOTkUIiTPZxZIJQ6CclrUA7yy0FobllDVuKhYzATxo3HWNX9cEadlvHR9UOqekbMcTIHo0i\nJJTGwP0SeoGPUOgjjWFQH8wN83q+psjRc2a8g8s3ZGk/n13PHZsGfFZeSyLwcUtBe0iSr5HZa44n\nlfSQVAjSGLXEkHQNtdfBRx7QZVvbO1ESoVSFitQqGIccPwPgZ4wxf4hKQvt3ajXCHxljfgnARVQv\nvd8zzwoMFPN6xlJZfJ+QjfOmRoCh0o6lSIS2mfn0vSi1fWoG6XB0D7i2hkmKRtWnP5jWqjl8RIB0\nXjgxw/dNOZc5FRmkMTr42tr3+Gpo0j1i5Txj3go+OGWCz2gRaBIJB1SFkK3yAibKp9cAeGX9fAWA\nvw3gX1trPw/gKWPMf0Dl3bIFRboWxwLbus8O0iy2r8Yt9UXwBX6ttqhSQQhyS0rjeSDtS5EoGWxL\nKEUeOMLGnVM3blcykqN0SkYqYg/1TooMfixPeD73CTd8KXWBooT6YCjjeCBQ2ptADA49BoPcwI6O\nJwWpJAJVR6SYNfKxAsT9nzj/+86l2zZEIviICOk6+dJB+L4OoeOlxxYkhs4B2K4/b+gMHEVFxDkE\nCQTcqyMRQn25/WLVF0LIVeAsK6y1z4CUO2Tr3oMqB3cAAScSukjgQ+8n9P0llh5AA8FSRId/8k5H\nJjiy4yjdhKSuHv0ccNstl7G65q8wIY8rbAY53c5fntFXmWEPaw0lSA6osqDktXDkQYxoAeKeBVWb\nzq+hezpzrE9NegOwXN4HDsaYV6FKR9i21l4lq/4MwDcD+DljzF9A5UPzY9baX0IkXUvCQCDUCJVE\nlP64eRoBDQzpuhCZkDI2qZ8ukIiGnDSF2Ex9yVq+dLzUkyClnOUEQppG3+BeEL6XAHq9GxUY5I0X\nB4P6YEAAmkDKK5dnZIILPnk7OeZ6JQM5zaz+eZxslgx8oPq188AWcCY8Jp/RX8iwMGXM3sC2Dvo1\n7fiucePaKtoLghMHISKho79EF/KAbndYCYMB5aAhDlJnpl0Atsr2C3kMhMY3r4BMDL6p79Ue4Dt9\ndN9Q+UoKiTxwv117/HzwdIquCF1r37Xwe0Ho7pvm5Oo+fKSJZORIl8+CRADSzBb7qr4xB7wfwFEA\nH61Tqx601p4G8OMAPmiM+SMABsAHrbV/kNvJQCAQxALRtsTKHzE5EsEFg7npBVq4sfTdjwQayNOx\npJr5aPqhCgTa5y7WJukjI1zRqRB6IBH8D/NwdF3SK0LEbWjO5ktpDDn+R32pDwYcOOQa49Hg6sLG\n8WmgSasTUBCJ+hZ2cHJDDlxLj1MD9Ux6rTbYubgVqRLf3O88TrYqLAT7UYzPV5pwQshsoBGEh44x\n2O8GqTqB6lrz1BPfdWwZT96t8GbYxqSvvip4aNv1HVMKqXAeJ3E6bXgDDilCwSBf5wIwGoS5zyOM\ncQwPNyozjLEaJDJiJIJvX807oK/dqRdC1ca1tSplYeJ79Tl4yYNq/+nxOvJAqqDQtYQhR+iYm1Ut\nQsqGcb2+Igacv0LsXAFtRYvkHzGuW+bHScklrTFiyQlFB40/gyZ9YYnIA1hrX+RZfgVVKcfQvh9D\nna4Vw0Ag9AjumQDMLsDXGDZqVQiatnLJgxgoEcONK3kKSaNCBiURQkggEVIrMfBzArTPS8PHIXbO\nJDJkHf2oEDgxEEtZcIc4kAeHHrEZ21CAeBLnmyRCCEKue8oYY+UM3XbSuN0YfeUWY31PsNleF6pc\nkLKcIzV41hIFKe1K583Xb5QEoUSCUzMwpYqmgkcJhNodlAcD5oFQ6UVNWcZHcftElXAMjwDQp05I\nAWzXygNr2CMBdXu2Y7JspVIRXCPdHSXbXVurvBy4NN9X/jA09hLvuVJKCB1DLomQAro9JRO0k3vN\nMXMyoZ/KHLnGjlJlhwF5WGoCwQXrKSZ1qSqEVNCxpJIJ2llqn8eBJgCmJIKWhEgdn9hO4LxKVSd8\n13Sy/CZg/Smlz4On6kRq1QzJGDHXC6JRgcEHriqgWATvgI28yigDDi40wVJo5tWtm5AIXIXgUSRs\nbTdntrvAZ+wnkQi+8ccgmT2GyAPffiVBTRqBKl3CqQLO4GxwTHR/qV06bnfeNKkeqnFvTM/HpAID\n/PdBCTWCz0+iMS7FdRpSGwb0Df5exf29ZKO76n2MKxM07TvQXHwegKd6OUhmhDESwYGTCRJ50NhX\nOIbpNuVn0AFMnAYewx2d2qAkQi585INrn6YMSKUdp9/5+eUKhnDKBL3vaNDfpSIER+/pNp8H8Nl+\nu5gnlpZAoMF5yA2/b4RKLvIxaccZYpRT/QAkskEbOPM0gtD4VO1FyBl3bNpr2VJUfA4zKeUojY+f\nk2bd4ClZoL5PQ+RBzj5d0hck9cFAHgwIIIlEkCDlwNeSdRpEAuFAMrVKg0Zin0Ii0O1TUjCkz76x\n54L6NJzfjB+TFFRLppFdECN3KJkgjU8K+FPHFjOmlLbrir5SbgYcPvDAzb1z8cCMbuPUCHR7aTtp\nvY88oJ913g77DeVElERwWOHrw6aAfDyp77OpE4y0YsR4pXlMUzVAXIUg9R0iSSR/C769uz6hspN9\nKA74vViKNPCpD0aee3tAGEtLIHCkBJ6lVQi0ckOs376RKsP3oavvge8cx0poplzDiQqBSv+dqQ4n\nEjJVCDEfDKAH1lpKW8ghFDTlHKV0BQl9pC58AeXLTQ5YGISCLjEIZ677n6h5gvvr73ftACfOAbgX\nDYM+SkLEJO2xWfTQcWhIhK5BZer+pST79108DWx2H3/oPIYqQkjYubiFHUzVElJ7mj5SzlHK2AcM\nWFSEUhh8s/NjEsDTNqT9UwOxEJFAUxdo3xoSgaYluH00FRW0OfxdAs5GtYh6cusOPI5HV6rx703e\nrZskgtQO0CyxSc9PNe5pKkTIGDNmmukjEiS/iK44oKUXDxUODYGQiixn/whosBkjE0L7hrZx7YZK\nNXISIbWso095UApd0kT4eRrd6vFCkIiEDqaK7gGaQqgk+R849FGaUvvMl25BadmgPjgU6MOYjs8q\nY6NWFASIA4f7AWAHOPFutEgEByn/PlWJ4Ks0wMfP+6BjAKZkhqb/UODuU2mktC/iAfL7FHAfdCRC\nqr9EbDuHRuUKOj4AlZ2mXNpSqsyRQyLkKDA0GNIYBswLPM/dp0KotnHbPdqo2OBz4M95h+MBKq9g\nQIPlWAUCCbE0hZAkX24v7zhb5IH7vOauyWrr/DoSgPZJ1Qu8eoRUklNbVUNlat5TOge9B131hBJE\nAlcfuHtrUB/k49AQCKWD3a5eCFpVgtSvets60NeQA9ptJfIgZ6Y9h5wJpYM4rGF3rhUpgPD50Ej1\nnP+BWMJxXuQBh1aZMGBAIrwkQo0T7sNOk0S4C8CJ42i473P4fAu6wjd7Hkt90LYdQlfPh1b7rkIE\nSMB+Sp7lp+DESAxaIsHBlbCkY6Ikgm98/NznXu95BvqDwmFAV/hMDbmqgLruuxn+Ub10VIe2dHsf\nur4jS6ABMg2OHTHA36+oD4OWPNC+x2oVGNRQkq6bVIqoBigc15QA0JbHDJEIKZBSXKrl4QocmvYo\n6PgkdYOPOChBLLhz2sd9eliwtARCV8JgVsGnhkjomh7AFQahFIbU9Ia+yg/GUhlCSCVlJhDUBylm\nirF7LvbgVd+zu+jXJPGQkwPGmPehikefAfAIgDdZa8dk/QsAXATw/dbaHybLnwXgIQCfsda+Zraj\nnh/6CG5a5f02TuLk3eenaoRzwIntOmXBYRsN8qBrYJ2DkJEeNxHk+/WRR59yXUJEwvHNC3EyxF2L\nu9urciCdE04S0BQGjTdE1/t03iQChkKOhwqlghsp+OTO+xKRAAD7brZ7DjO1vuDbh1CuPm+XQvNu\nnXLcEonQOJaVUU3GXAZqImFaHWJ1cizSmKkKYX/l5oYKAWiTCKmQKlNQgiaVkIhtz9NpXLKMRA44\n4qAPDERCOpaGQLhe8FDmMXPdNRB3N78vwPYRAzlVITQmgQuFJzFNWaCYgaGig++fmuq6X6rvba4+\n6LvSwm3sN/8sYTnSFz4K4B5r7XVjzA8CuAfAPyDrfwTAR4T93gpgB8BN/Q/x4EAbdKkM7lzpPmqU\n6AJXoWyftr8S8JEAsw46ux6XG+skXWNTNo2U0jImnzf0fhI0NcQ3FrothSMUYuRBl3MSK+k5YECf\n6BrYaGauubEhJRRGhd/tQrPpodQDKr9vexGEKw/QPkMEQ8igXFoWeu+VZvFbxEVNJDijx1gVhuq6\nxNMQKImgVSGEvCTcuLlKY7/WppSCu/dopQcf+vBH6CWOWYpXYhlLQyAAutlpzTYlEcoTy2lHixwP\nBw2ZIKUupELz8A1Bcw3XsYfR0x7/AwmFTAAltUjX+scN9K0+GABr7W+Rrw8CeJ37Yoz5GwAeBfCf\n6T7GmOcB+FYA7wHwthkM80AhFnTFzPMmSgQXzG2QgPHu9GBu1nLwkH+ChNQANed4UvqIts8MLiUV\nQqlUkZTlXaEt6cnHMqQbDCiJGImgnXnn8AWjzWC9XRWAjisEv5J0mloQw1Rq3s2gT1tFIIYRxq1x\na84D/VxN9unSEtptrapIhJT2KMImidPjKE0eOKIj917ugkF9kIelIhAAf0oADXa7mBlq4HO2zb1B\nc/9IYyTCLta850siE0r7SHQhEjoTQQXVBwujvsipxNAFUvnG5cObAfwiABhjbkSlRPhrAL6Pbfdj\nAN4O4MtnOroFQWj2nX7OnR3WEAyzlPv7EPNCkL7z/VMROjcp/UxUBK4kJoAtVKaTnMChx9DYD9W+\nVIWgUWV0SrXwLC8VxO9cnJoz9qE+GNQMA3yg742+d0haag9oBoC+AFWqauBAJfHOrJDuR/Pgu08G\n6YkELVIC0JhpolR1Ymq+V51Dp9ZI8idjE0y+4+fH0vR9CMcUGhWCRB744heHkDKAK0FSUkPc8fBU\nhhLwlW8c0A1LRyA4uAAzNkteUpGQy8Zq99eCHpOPROBkQIhUkYgDun3KuH1ysFLHnpV+EgmAJR+E\nlLKgMTT+mVz13K9Pol26MRUackFKWwDkagscxdMXvgDg6dyd140xD5HvH7DWfsB9McY8ADkh453W\n2l+tt3knKgHah+p13w/gR621V4wxkx2MMa8B8JS19uPGmG/MHfBBQ8x1voScP+S839ju1BbOb07b\nXpSgLDSDDcSl9ynt0+8hxQP/3iIAzqG53qWLbDSVIJO2ufqAEBAlZuNzy2F2rRJC96MkAl3f5302\nKBkGADoSgSIUjFPiQCINjrJdb9tj+fVrl7G/MkZfREJovVMhhFQTWpVCqucBJQ+a57A5Fk1Kwz4J\nkPn1bFadmLbdVn7oVAghP4QYeRAjDUq8s/t8N2KpDEN5x8XA0hIIQH8GfxypzGPT1TT9j9BHCvj+\nufDtpVKDTcOXsLFj19QF3zp+LmKMcIj8CVaT6MH7wFeSUcuEe8mIS+xPVKswkNQILlz2tSGF09pl\nAm5cH0NfHLQ4dq21d/pWWmtPhXY2xrwRwGsAvNJaa+vFJwG8zhjzQwBGAL5ojPmvAL4CwGuNMa8G\n8KUAbjLG/Ly19g0FjmPhwQNVKWecfqcIBUgieeAhEIDaUG+zPTYtSgVsswr8YqoMunyehIqkNJjH\neGLnQbpfz+NkkDgIle0cgv8BpZBKIswLvvc4zXi1ygEX+ObK+EMVAbqABv+5agTXjqt4QUHPjfbY\ntWaKvlKWjZKKymMKETmlUrpTMKgP+sNSEwgSSj58cxm4viTvoePiJIKGBJACdL5fzrG4NnlbJZUI\nvPIEbkFlpEjJgwTpvVMhjJ6+4jWkLElYiSUcgTJpCrwNTgj4CILE6gzeY1hwGGNehSodYdtae9Ut\nt9b+VbLN9wO4Yq19f73onnr5NwL4vsNCHjjQgIkHT7GgzRdoiWX7fPCUGUwNnmOBH5/Z920b26aP\ndIvQeEIEz4WN45UKYRtT9YCnDCZXVACYmlq+u15xb9VmqeOWSActEUEVGVpwcqBv0qNLas+AwwMa\nfNHPvqBbUiLQmWv6LuwCzVVcbu1DUVUJGCG1nJ82cAyRCFzq3zZWlEs5dnmnlMYbmv3nBpTcSHGM\nkbcMpuStII3hGB4mYxlNDBgdnJpEKnmpgS+NQD4XZWOgMUY6EumZkUqFECIPmmqPgWTIwdIQCF/A\ns6LbUCMQ3w0zjwoMKXAz1V1NEjn8Zjf+Wf62E65fWTGvP9Drt9Y3+ZPIJg9SoFUfUP+J3hAiGzRk\ngNsmc5j2BTfAxDdbRLwfwFEAH61TFR601g710yLwBVtdAqEkEsEDjecAJzxyfBn4vlyZkZNekXru\nQkaNPmUIgKq6BZrVLXwVLbgXwhmcBTaArXt3Jvv1Efxq7i1pncaHQ0JXwiBFhTBvlciAxcQ+CzgB\nP5GgBScRHFxZQMAvfc8hD3xjp5CqQEjgngk+A8DSpAFtn5MYHHT8/J1Yc52c+oASAaP6zEvEBW83\nlzhojkHnRdB10o/vW8o8UUsc9I/Po10+bXmwNAQCEP4D9cnjQ6UPFw3anHtNJQoJMRIhxffAJ7ej\nY5M8KkqqELyYgelfjomP1/8gBV0VCokqgwmY/4F9wcF9tFhrX6TY5vs9yz8G4GNlR3Rw4AvI+bIU\nSMqCVGjk6zkkAm/Dt+8svRk0Kgo+rsmyDX+7vE3nC3AWZyYkgrRdSvUNDVJSYkpWfshJERlIhAFd\nwYO3VfJuBUzfmVJJhGrfdmlERyT4TPdm4ZAfS2eQjAdLjEt7DiXiYErKrIqGljEygR4PNbLkRELM\n5LALOCmVaoKoRYlr5VMh+MgDv6HooD7IxcF9y/dA+sOMGZv0fQO5wH8R1Q3afLXYbLnvHMYla3Gj\nyyJ4DioikJAHzhhRXeqRIMVAMbZt6eoWDaQQCrd5Poew3BUYBmTCJzdPld73CclcMHccvra6BIRd\nzomvGoRb51sW69OpD5wqxP0+u3kGOZUwuihVclMLNIqUWJ99YSARBsRATfiApnt96rssD4Sdu79v\nvSbw44GnpDrQmkHGSAS3HYVGaSyNmbelTaWo9m8bK1Iigbfnf1+eeh9wQ8tJesmK9N7erbRj7Fy7\ney1cgSFMOLh1qeRBI43iyBjjZ9LIktkqDg4Xlo5AAGSJ17xAg0OpNGJOO12gCdZjD17fOaXqAqmf\nPlQeGvXI9VtrkkAgDxrrI5CqMchjkq95cxv/dfB6B6wjrxKDhkTwEQbrbL0ireEgqw8GlIdkOFei\nbF8IUiAmpRNIfcUID952qiR+UvWAwZcyQPtN6ZOOX/QugEwc+NpunQtnaHmqJhI22/unBOQaAsd3\nXSlyFS/SWN21cqUsc9tN2SdkzDhggHs/48EcJxFC5QH9bbdn1kspDnLSLXxlDGk70nr+O9SvRB7Q\n77Hjd4F7myBpmgn6rgUnFlavXq7Ig8+RjW6ZEgq37V0Gnk+PcbXxm48rFSEVQoxImN6D+zWpEY/B\n9oX2g+MjJAJXIfD9Y/f/oD7ohqV+0w/l17TlT2XTGLSzzhoiwddWqg9Cyky/j0Sg5zTUP1cWhM4t\n37Zv4seRAM4McfT0FTWJ4MDLOO5hHVoDmOLQEAspfgi5aQwoTR58HsBnCrY3oE/wwJgHxDGjRU0Q\nq5XDa4OtrUs70cA9BbS91MCR7usL+PmylKCSekm4tBDN+LhKwFda01XBcAFwKskRQowA8W2rRYg8\ncJ9zr2vOPoMSYQBHaFY/ZHSnhe/dJSfwD73DpSomfLPj6Wkbeg+CavtVb/9ackZTWtK1Ewz4GZmw\nevVyQ4kgqTFiqoSUspccIV8ELdz+jgwYHRmLnh8SNKkL4XKmA3FQAktDIDwXX9H4HsvLoQ8A+mDJ\nMSdcBExZ1CqSdMfQRbmQ+oD2ERSz9Jeg149WYuDKAV8lhdJjkUDLZ06WpfgfODLARwqEljs8ISzj\n32PqA6foqP0PBuXB4YYmEI/N8PcdNPEqCnzMOfnq9DNtT0ohkPqU2taOJ4VI6OolMemjVhrsoEkk\nuPYdeeAbUw5pkxKAx9IifKQDX+7GyMfbxbehC87jJDvjAw4TfL5SDjSg06oQfIG5hFQigZIEXVOF\naXWDUFupfdDt3bnyGSPmQBugN67DSpWucNSz7bU1fzUMyWSyS2qDDz7yoK2KaN6TY4wm13IS8B+Z\n7u8jD2KExUAezAdL98afFvA2/9h8KgRtEF4iaM/tex5Yb7Cd8kO9NHkg9cOvm49EmLRByAO+Lhdr\n2G08HBcekspAIg9iGMiDAYnoo7RhzuxuLKUiRU4fIkV828WOo+SMtTYAj10DehwSIaEhD9xvaUY/\nlyjwjV173uk2fDuqCgkZKfrazyUPBhXCAEkyHnvH5YE+V96G3k9KKz9DAb9WDcCVALr94sZ+steX\nTLiEZutdkE7JErdcA3c9JBJBgqaUZk76igY8iPcZbfrWcRIBmJIDMeVBV9WD5r75Zbw+u30Zy62i\nXaq3/nfjPfgRfE9jmVYOz1UIOVjkYD8X9LzEzuMsDCl90JIIfSoP+L3G0xzcOCn4eq//QQw8jSG1\nGoOPPIipDwYcWvgCoxTpeglpd+6McAnzxpAJYUh2r1UWcMQIjy6mhKleDr51MfKgBGLkgTYlxocu\nQf+AAaWhDZ5oICZPtnQnD1Lf8zTv4CFjQolEiCGFbIiBGhtqSITQdhxSasQEK/I+MfLANzYJEjEi\npcoATfLAr1LxkwfTPqckAoCmGiECvp1EPMgE0DzIg+XHUhEIAPA2/HiLRKCQUhTow+uglHQMgR6f\nFMT2Cf7PhY6l1DhClSJCJMIiQfXP+lLHP08tiRAjDyIY1AcDKLQzpxoSIRZs5wTasX1zkEqCOKTM\nWMdUC7HKD7Hz3OdyiTxI9RWQji9EJOSaHvrO4UAODJgnNE74dL02dSBHdZBDItC+YvvygNdX2SAE\nrQkiBycz3FhjJIJDLnkQW07b1xxTSRWCjzyQjlVzP1FSqYtqtyt54Nb9dCBmHODHUr75a0gEoG1g\n2NcMuo+UiHktlA78c0smav/BcHKGH3MfKR4cIRKBg6Yv5JRyTGCHvxwAABP4SURBVMVMylVyOBJA\nY6DoIw8C6oOBPBggIZVE8K2jv7Xyfh5ELlrgJ8n1Q8FuydnzlKoLMaQYVaa2W8oIkS5PMWtclHtm\nSGMYIDnhlyARuqYr5Lwv55AOrq9qWdj4L5TvrwlSaVBL21u9Oi2hON2Wz9zrDQljY9GUr0xBKS+E\nVIVFCJRUyiV7KFLIA7p8IA/ysdRv/7GAmRIJXIUQarMv6KRei6mQcOfS/Q79oyihigj980ohERYB\nSQaKHFRlEKrGkFtZge9HyYPe37E/D+DJvjsZUACSGaIvL5wGlL48eAmzKqOnRa5SAGiXPcw1CGxU\nRdgsk4aQul+IIBDNEs8B2J7um2Ko6FMf0M+09CLfN+ZhMGDAIuF78NP4EF6nIhFClRlSUlFT4Pe+\nar9vaYNDKdBtlhZsVkng+/nKKcaC1IapdR0P0LKK19ba1Q9yoD0PbjveV+4kZyqJ4PqdVEsQyIPU\n8yDdgyWIhBSlxWCiWA5LSyC8DT/eaX+fgmFRA3gNJGKE13zlyHlQjjCeyTmap+dCCKmSrLWV3W4k\nQgnEUhfmPLwBi4fT+CDehJ8U12lnTrcu7QAbaTOtpQiBrhUgfOOIja1VBjEDVJ1xfnN2wa+vWoFE\nIrgAvrV+u70NR+jcStUveCWMkn4L88agQjjceD1+OWu/f4zva5EIueiDfOAISe5lQ768MoSaINUF\ns2OMsIrLuFZv6gwMc6H3LfD3kVL+sr1vdb4kIkGqdDGuPQb2yXd63lPvi77UMBI0xp2D+qAbvmTe\nA1hUdCUg5onU2f0RxkGpT2i9wzr2Jj90Wd/QPHhKjYOXgpwrfIqCnEA/lrowYIAHH8TpyWefS30J\n9/8uWLTZ5eObFxolD3MRq3gwS1Ai4MLG8RYx4JZRUiG1lKODxqiSl10MVVAA+i8f2hWx8R8kGGNe\nbox50Bjze8aYh4wxX18vN8aYs8aYh40xf2CMOTHvsR5k/EP8MADUFoBlAjT+LqhVH2ixhzVQI75x\nxti1269hT/Q6cHgExzDGKh5deSH2V27GoysvhDMwzCEuUiaVYu/kFO44+E8I7hj4cUxTN5q+D6vs\ne9ujIh4jTPuOV3JIQR/VJsrBqWhzfhYfA4GwQCjxkPe5/JfIv9eWz5m3QoP2HyIPZmGsOJfUiZRL\nrdl2UB8MCIAHN6l55G62uFQQl+uVkINFCDz7JBFSCCEtKSBtk+r9wK8xveekzxoswrU8JPghAD9g\nrX05gHvr7wDw1wG8uP75LgA/MZ/hLQ84iZCrKNUsS0G8opcuQA9J8lOIBB8cifAY7mgF3CnpALm5\n/XQCTwrSfSUnS/gdaEgEiUhIQZ+KFo5FVCsfdAwEQgA+FUIoGE8JGPs0E9zFWjZ5ECIAFvGP0PcQ\n6jN4j1076cHeG7GSqxTgt0VMfTCUbhwg4CKmknwuz9eSCZRE0JovhlByxpbO9Euz/n2TD5pzd/rS\nfdH2ShIN2nMrn7n2T06fPuIqZXwcA4kwE1gAN9Wfbwbw5/XnbwPws7bCgwBGxpiNeQxwmSDlsueS\nCRR9kQjT3P98o77cY5OO6REcU+9PNQB9Qyp7SQP6XBIhVIGCkwhSP7lKhAHlYIz5R7WK6/eMMb9l\njHluvdyr8jLG/JAx5o+MMTv1NibWz0AgRPA2/Lj6YesCVh645gaOvgA4Rgh0URu4saaSCO5f0rzV\nB0UQUA9R1YLPU0ID33Y3rhciaNbhVw5I64bUhQEdcBFbDfIgJ4CjeeuLEsiFxtE1/SAH9LxuXdrB\n1i/sAO8GcA5BEqGP8xm7xn1J7iWSKld1IGFR0kKWGP8LgPcZYz4F4IcB3FMv/woAnyLbfbpeNqAD\nfhj/sEUiOMTea1NJAt9svsa4UNq+hNu/po1QKgPgJxFiVR/6IBPaqRdT4qCtWMhTI8RIhFWmiGiT\nF+H7ZtbkgRyzdFdpLDDeZ6392lrl9WuolF6AR+VljPlvAXwDgK8F8FIAX4eGW5GMgUBQ4N14T3Sb\nebv8+x/EejKBB/8aEsGX+zSv8+HGnN2/hzzw+R90fRC6ca6tdCReQp4I/Ee7r9tfwv/f3t0HXVrW\nBRz//oIFIrVdXoIVsIVgCmIYNjbAmRTFt40/3MZswpmCdDIxGRwZxoFZjVR6MW0yAiMms2icQLFi\nbQTbTS3MWLNhBQKEZwnKbYsAwRg0Wfn1x30duLn3vD/nPufseb6fmXue+1z323Wu55zfM/fvue7r\nWrtn+LppRcgyq0DnBm+cKfHW775n5N4Iy7Wcm+7mVJPLuV5Tv3Zbv/ueajaDzjJEEmHU6w9bx0GP\nOSyn10Gzrp3P1j13r392Gfaao5plImE59Z6Sw8r4BZ3lV+obI2JbRNzVZdkEvB14V2YeA7wL+Ngs\n3sBK0i+JMGvLTSJM6kaw3wCOj7OanfzIs3Waxs3nMGMbNBMHUM0U0Vl6jVkADExu1K/XTCLAcL0R\nmibR86VZx3EsePKAzPxW7eUPUPX6gt69vBI4CDgAOBBYxRADMSzsLAwrXbfEQb/ZFsYxj48zLNsR\nDPzatPnoieqeBnbNuhIaxTbg1dUNXmegwI55HE1+EvXpzBjQnDlgEr0M6mWjTtE4aFrMUeozzCMj\nw5SNel54/owMJ550+149EOqftX7vedzP37CzfkxyutB5+5508Uhmbui1MTNf3WtbRFwHvLO8/BTw\nx2V9F3BMbdej8Q/AxHyY93AJV7CaalT9zg3gtGez6nYD2asOnZkZRp2CcFI6/8N/nNUcy4PPlve6\nIZ+m5bRHva7N2S8GzW4x7owePrIwXRHxG8B5wBPAK0tx115emflPEfEFYDcQwFWZOXAqIxMIQxqm\nF4KGNzfj8r2o8RPg+L1363xR+j0ZsGwHl58vafycS4YO7S0vqr9aXxagNlsD/Z5q3h17jaA/K4Nu\nOOs3jPUkwnKu16tsryTFWlh/VuPv+1nVAIWTShz0qsew+w4yTq+N7ZzxbLKgk0hoJqo6+/VKIox6\n7VFMMomwwP6TqnvsF4GzgftL+Rbgwoi4HjgDeCIzd8+khgvqw7xn1lVQ2w5+bvVIfCJ1tvawjBkV\nDouIr9ZeX5uZ13ZeRMQ2uv96N2fmTZm5GdgcEZcBFwKX97pQRBwPnEiVtAXYGhEvy8xb+1XQuwBJ\n0nxYm8BJA3cbt0v6uMf2Olf9nJM8f1O3Hg7PSyI0kgdt6XYDvpzfxTDbm7066r0RRq1rfdskkwjd\nBtWc9O+iPmXqPu6twO9HxP7Ad6iexQX4LHAOsAQ8Bbx5NtWTpJkbu5dXwyeoYuvl9O7l9QvAbZn5\nJEBE3Ay8FDCBIElaDN1G44fhBzxs47/E3RIJ3erYyzD1afZGAKreHOcOf45JWc61Rr1xb/a+GPX3\n1+93MspjIaO+52YPlV5163d8xwV8fKRrz7PM/BJwWpfyBN4x/RpJ0uKIiBMys9OzaxNwb1nv2ssr\nIv4deGtE/BbVIwxnAR8ZdB0TCJKkubGeu7mmxz8fJ/Xf7mFvCLvdZA6TqGieu9/1epX3OldzsMB5\neV5+0PtorvfS7/e1nCRCt3NPov2WM1PHMNdepOSBJKl1vx0RPwo8AzzEc8+Q9urldSPV42R3Ug2o\neEtmfmbQRUwgSJLmygV8fK8kwjgD9fXrWj7pngid2SNuX3ti1y74k7je8wYQrD3p0S3JMWrCYjmG\nHWSw/nOc/+iPc93m/uMmERzfQJI07zLzZ3uUd+3llZnfA9426nWcxlGSNHfq/3kdJnkwqZu7caad\n7CQPOmV1/f4DP8q1nk0ebHvu9T13r2c7Z3AlF3Xt9dC2zlSD9WkVm7Mk9NKrp8EoxnmP4ySiZsXe\nB5KkeWQPBElz6rs4i9fK1rmBGn74uObN695Hru+7dbS9es0o0azFkGfrf5aTGj/32m/9Xmfvdivf\nylB8PetUX+//uxhW77ONc5a6wWfsvsfCDG4oSZqYp4GHZ12J1tgDQZIkSZIkDWQCQZJqIuJDEXFv\nRNwREX8VEatL+bqI+HZE7CjLNV2O3RIRd02/1pIkSVL7TCBI0vNtBU7OzFOA+4DLatt2ZuapZXle\n3+WIeAPw5BTrKUmSJE2VCQRJqsnMv83MPeXlbcDRg46JiBcAFwNXtFk3SZIkaZZMIEhSb28Bbq69\nPjYibo+Iv4+Il9XKPwD8LtXcupIkSdJCimpayH1fRPwP8NCs61FzGPDIrCsxY7aBbfDDmXn4OAdG\nxC1U7TeOg4Dv1F5fm5nX1s69DTiyy3GbM/Omss9mYAPwhszMiDgQeEFmPhoRpwF/Dfw4cBzw/sx8\nfUSsA/4mM08es95zyxg7l2wD22CsGLvM+PpIZm4c81j1YIydOyv9/YNtAMbYrhYmgTBvIuKrmblh\n1vWYJdvANthXRcQvAW8DXpWZXXsVRMQXgUuAnwTeSzXv5P7ADwFfzsxXTKOuK5XfLdsAbAOpLSv9\nu7XS3z/YBurNRxgkqSYiNgLvBl5fTx5ExOERsV9ZPw44AXggM/8wM1+cmeuAnwLuM3kgSZKkRbT/\nrCsgSXPmKuBAYGtEANxWZlx4OfD+iHgaeAa4IDMfm101JUmSpOkygdCeawfvsvBsA9tgn5OZx/co\n/zTw6QHHPggs3PgHc8rvlm0AtoHUlpX+3Vrp7x9sA/XgGAiSJEmSJGkgx0CQJEmSJEkDmUBoiIiD\nIuIrEfG1iPjXiHhfKT82IrZHxFJE3BARB5TyA8vrpbJ9Xe1cl5Xyr0fE62rlG0vZUkRcWivveo1p\n69MGnyj1visi/iQiVpXyiIgrS73viIifqJ3r/Ii4vyzn18pPi4g7yzFXRnnYPCIOiYitZf+tEbFm\n2u+/1KNrG9S2XxkRT9ZeL9znQGqDMdYYW+phjJVasNJjrPHV+KopyEyX2gIE1VzvAKuA7cCZwCeB\nc0v5NcDby/qvAteU9XOBG8r6ScDXqAZjOxbYCexXlp1Uc8cfUPY5qRzT9Rpz1AbnlG0B/EWtDc4B\nbi7lZwLbS/khwAPl55qyvqZs+0rZN8qxP13Kfwe4tKxfCnxwntqgvN4A/DnwZG3/hfscuLi0sRhj\njbH92qC8Nsa6uIy5rPQYa3w1vrq0v9gDoSErnazcqrIkcDZwYyn/M+Bnyvqm8pqy/VUlE7kJuD4z\n/y8z/w1YAk4vy1JmPpCZ3wWuBzaVY3pdY6p6tUFmfrZsS6rgeXTZZxNwXdl0G7A6ItYCrwO2ZuZj\nmflNYCuwsWx7UWbeVs51Hd3bc+7aIKpp/D5ENc1f3cJ9DqQ2GGONsWCMldqy0mOs8dX4qvaZQOgi\nIvaLiB3Aw1QBYyfweGbuKbt8AziqrB8F/AdA2f4EcGi9vHFMr/JD+1xj6pptkJnba9tWAb8I3FKK\nRn2vR5X1ZjnAEZm5u6z/F3DERN7QGHq0wYXAllodOxbycyC1wRhrjAVjrNSWlR5jja/GV7XLBEIX\nmfm9zDyVKjt5OvBjM67S1DXbICLqU9N9FPiHzLy15TokVdZ8Jrq0wcuBnwP+YFZ1khaBMdYYW65v\njJVasNJjrPHV+Kp2mUDoIzMfB74AvJSqS9P+ZdPRwK6yvgs4BqBs/0Hg0Xp545he5Y/2ucbM1Npg\nI0BEXA4cDlxc223U97qL57qO1csB/rt0D6P8fHhS72VctTZ4JXA8sBQRDwIHR8RS2W2hPwdSG4yx\nxlgwxkptWekx1vhqfFU7TCA0RMThEbG6rH8/8BrgHqov3xvLbucDN5X1LeU1ZfvnS9ZxC3BuGdn0\nWOAEqmeu/hk4oYxSegDVYCVbyjG9rjFVPdrg3oj4Zapnwt6Umc/UDtkCnBeVM4EnSveozwGvjYg1\nUY1E+1rgc2XbtyLizPK81Hl0b895a4N/ycwjM3NdZq4DnsrM48shC/c5kNpgjDXGgjFWastKj7HG\nV+OrpiDnYCTHeVqAU4DbgTuAu4BfK+XHUX1ploBPAQeW8oPK66Wy/bjauTZTPXf2dcoIraX8HOC+\nsm1zrbzrNeaoDfaUOu8oS6c8gKvLtjuBDbVzvaW8nyXgzbXyDeXcO4GrgCjlhwJ/B9wPbAMOmac2\naOxTH8F24T4HLi5tLMZYY2y/NmjsY4x1cRlxWekx1vhqfHVpf+l84CVJkiRJknryEQZJkiRJkjSQ\nCQRJkiRJkjSQCQRJkiRJkjSQCQRJkiRJkjSQCQRJkiRJkjSQCQRNXESsi4i7GmW/HhGXRMTVEbEj\nIu6OiG+X9R0R8caI+NOIeCoiXlg77iMRkRFxWON8L4yInRFxQnm9KiLujIgzpvMuJWk2jLGS1B5j\nrNSfCQRNVWa+IzNPpZo/dmdmnlqWG8suS8AmgIj4PuBsYFeX8/wvcBnV/LsAlwBfzsztbb8HSZpX\nxlhJao8xVjKBoPlzPfDzZf0VwD8Ce7rtmJmfBIiIdwMXUAViSVJvxlhJao8xVgvPBILmzX3A4RGx\nBngTVSDu553AB4ErMvOxtisnSfs4Y6wktccYq4VnAkFtyBHLm/4SOBc4A7h1wL4bgd3AyUOeW5L2\ndcZYSWqPMVbqwwSC2vAosKZRdgjwyJDH3wB8ANiamc/02ikiXgxcBJwOnBMRp4xRV0na1xhjJak9\nxlipDxMImrjMfBLYHRFnA0TEIVQZ1i8NefxDwGbgowN2/T3gNzPzG8DFwNUREWNXXJL2AcZYSWqP\nMVbqzwSC2nIe8N6I2AF8HnhfZu4c9uDM/KN++0fEa4CXAB8r+38G+Ga5riQtOmOsJLXHGCv1EJnD\nPs4jSZIkSZJWKnsgSJIkSZKkgUwgSJIkSZKkgUwgSJIkSZKkgUwgSJIkSZKkgUwgSJIkSZKkgUwg\nSJIkSZKkgUwgSJIkSZKkgUwgSJIkSZKkgf4fr2GhXpQ5QFwAAAAASUVORK5CYII=\n",
            "text/plain": [
              "<Figure size 1260x396 with 6 Axes>"
            ]
          },
          "metadata": {
            "tags": []
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "9fQ_hQzTFqkn",
        "colab_type": "text"
      },
      "source": [
        "## Histogram"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "BfO3rAGHFsLr",
        "colab_type": "code",
        "outputId": "cac471b2-73eb-41a1-af2e-82a380493662",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 372
        }
      },
      "source": [
        "residuals = np.reshape(residual, (1, 2304))\n",
        "residuals = residuals[~np.isnan(residuals)] # delete NaN values\n",
        "\n",
        "plt.figure(figsize=(10,5))\n",
        "plt.hist(residuals, bins=50, density=True)\n",
        "plt.title('Histogram of Residual Anomaly Roosevelt Hotsprings')\n",
        "plt.xlabel('Residual anomaly (mgal/km$^2$)')"
      ],
      "execution_count": 0,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Text(0.5, 0, 'Residual anomaly (mgal/km$^2$)')"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 249
        },
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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gyJIkSeqBIUuSJKkH3pMlSRsov09Lml32ZEmSJPXAnixJq+SnBjd89nhJ/TBk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\ngg==\n",
            "text/plain": [
              "<Figure size 720x360 with 1 Axes>"
            ]
          },
          "metadata": {
            "tags": []
          }
        }
      ]
    }
  ]
}