02_Pytorch_Neural_Netwrok_Classification(Binary_Classification).ipynb

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      "source": [
        "# Making dataset"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "from sklearn.datasets import make_circles\n",
        "X , y = make_circles(1000,noise=0.05)"
      ],
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        "id": "124ndKn0gghz"
      },
      "execution_count": 511,
      "outputs": []
    },
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      "source": [
        "import pandas as pd\n",
        "df = pd.DataFrame(dict(X1=X[:,0],X2=X[:,1],label=y))"
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              "           X1        X2  label\n",
              "0   -0.024522  0.924978      0\n",
              "1    0.073814  1.026296      0\n",
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              "..        ...       ...    ...\n",
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              "998 -0.787046  0.451564      1\n",
              "999 -0.478187  0.537585      1\n",
              "\n",
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              "       [ 0.07381369,  1.02629605],\n",
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              "       [ 0.68303155,  0.4896337 ]])"
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      "outputs": [
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        "outputId": "e00b435d-f193-448f-91ab-f52ca3e64854"
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              "(1000, 2)"
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      "source": [
        "y.shape"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "0bCeuw-KhFlq",
        "outputId": "1539e5b2-cbb1-4fd6-de62-03e334e4ced1"
      },
      "execution_count": 518,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(1000,)"
            ]
          },
          "metadata": {},
          "execution_count": 518
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "X[1].shape"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "_zdBkAbkhHu6",
        "outputId": "59accc66-be9d-45b5-9ce4-0a5ff8690cc2"
      },
      "execution_count": 519,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(2,)"
            ]
          },
          "metadata": {},
          "execution_count": 519
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "import matplotlib.pyplot as plt\n",
        "plt.scatter(X[:,0],X[:,1],c=y)\n",
        "plt.title (\"Dataset\")\n",
        "plt.xlabel(\"X1\")\n",
        "plt.ylabel(\"X2\")\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 472
        },
        "id": "2QB9EIn_hLog",
        "outputId": "c7912a0f-50d3-41fa-f5de-ee9cee9ca8c3"
      },
      "execution_count": 520,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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Z99USsrM8i2dJTUpj7vjFDHrgQ3rd+hp96/Xng86jWT59jdsxzp2I5c1WQ0k4mwiALTtfXM3BaAa3H8Fzo7ubaz9P+ki3aARHBNHzwy4erRNg5mfz+c+JEZRDeNlQADLTshj38g+M6fM1cWfiefWbPkRVjkTTHBei6RphZUOpVLOCS30m3aJRrVYVh2MpCalsXrydzYu2kRiTxKoZ6zFcBG4LIVg9c70HZ6pQXF0oHSE3KB0hRWmTmZ7Jkkkr+ePbPzl7NIbgyCDadG9B+773eex9uNTERyfw+xcLWTRxBUmxyURWCOeB/7XiwefbEBDsD8B/mw/Qv9VQMtOzcm/AQggkkjrNavHhgkF4+3o7neO/LQcZ2HY4yXEphb4eWTGc58Z0Z9Mff7NxwTYMm0Gtu2vySL/7uf3eW/l+4DR+/XRubhp6YQRHBpEUk+xwTNM1mj7ekKfffZLKNSsihGDzom3MGruAPevN7bUGbevy2Cvtc7cKDcOgU8X/ER+d6PJ9E0I4xPloukZEhTC+2DACb18v5oxbxIJv/yQuOoHQyGDaPtuSR/q1Y+3sTYx57hvnXiEBE/8dS6UbK5CZnsk3/aew8PtlZGea22C6RUciXRpCANVvrcLX2z+9IkUxFYrz8fT+fUUZQqtWrWLkyJFs3bqV06dPM3v2bB555BGXfVauXMlrr73G7t27qVy5MoMHD6Z79+4ez6kMIUVpkpqUxpv3DmXf34fMsBD7t09ogqhKEYxeNYwyVS5dGvS5E7HMHb+Yv35dR3pKBtVvrcKDz7Xh7kcaFEnd2Ga10a3688SdSSjUEBGaoPOAR+kxvHOh/ZPjU3i6xoukJqY59bDkGBWaLnKzs3LS1Z9+90kW/7iC6CPFy/gSmkAakogKYVS6oTw7/tqTK3CYM49hk7zxw/O0fqY5KQmpPBrevVhzaRaNVl3vof/EF5y2yUzPpMdNL3PueGyhr/f6qBsd33wYm9XGwLbD2b5yt0vPlCuur1uNobPfvGjp+OmpGZzcdxqLt4XKN1VA168MMU7F5c9VKaiYmppKnTp1+PLLLz1qf/jwYR544AFatGjB9u3beeWVV+jVqxeLFy++wCtVKArnq9d+5MD2IyDzjCAwYzxiT8XxYZexl2xtezft59lar/DryDmcPhRNwtlEdqzczbDHP+Xjp7/AMFx7E/KzYf5WYk7GOfXGSEMyd8Jip9tbSyatJDXBuREE5HpW8qeo58TYTB76KzEnCjcaPCFn3thT8ez4a499nrxzsVkNpJSMenY8pw6ewdvXq8D2mqcYVoPl09eQmpjqtM03b04h5kSc09ejKoUDsPD7ZWxbvqvYRhDAkV3HeL35u6Qlpxd7DE9IT0ln/CsTebJcL56r/ya9b32NbtWeZ/bnC9xKNCgUpckVZQi1a9eO4cOH8+ijj3rU/quvvqJ69eqMGjWKm2++mRdffJHHH3+c0aNHX+CVKhQFSYpL5s8pfzk1DmxWg93r/uPgjiMXd2GY5SDeeehjMtOyHNaX8/vy6WuYO97zB4i9mw7kBic7IyU+1anHZuOCv0t8M3QlZFhaSOCPr5fi7etN/TZ1C8RNeYo1y8rZYzGOY0vJrjX/8kn3ccz9crHL9+PHd38hLjqB8a9MKtb8+bFZDaKPnWPp5L9KPJYzMtMz6X/vMOZ8uYiM1Mzc4zEn4xj/ykQmvDrpgs2tUJzPFWUIFZX169fTqlUrh2Nt2rRh/XoVEKi4+BzYdsS9vo6APev+czhks9mIORVH/NnEC/akvGbmBhLOJrqMp5k5er7H8+sWzW06OEBacjr7th7kxL5TDmNneygOeKmRhmTTom0AdB3UoUhes/PxC/LL/T0jLZPBD33Eq/cMYdnUVW77njoYzcS3p3v0vvkH+WFxY6QC/Dl1FX//uZONC/4m5mTxvWuF8cfXf7Jvy0Gnn7fZny9g/9+HSnVOhcIZV7UhdObMGcqWLetwrGzZsiQlJZGeXrjbNzMzk6SkJIcfhaI00D3xFkhyvQrWbCu/fDKHrlWfo3OlPjxZrhe9b3udZdNWl7pBtGvtf649OBLOHD5LghttnBzuaFPXtVqxAN8AH/o1GsgLDQbQ46aX6X3ra6yetRGAm+68odjelYvNsT0nOHPkLLWb3MyLn/cscn+hCa6vW41y1crkHhv73DdsWWgaWIaH21yrZ23wqJ1EEhQe5K4R/206wFut32dw+xF0qfoc73UYSdyZeI/mcMfcrxYjXVjKukVj4XfLSmUuhcIdV8aV5iIyYsQIQkJCcn8qV658qZekuEq48Y7r8PF3X0G8bsva2Kw2hj72Kd8PnEbsqbybz7E9J/joqc/5cYj7wqZ//7mTIY98zGNRPekQ2YOB7Yaza82/hbY9P23bGZ62q3VXTWo2qGF6hgpDYt+Gy7sZHt1zgmGPf8p3A6byQJ9WV0yciAQmv/cLGxdsZfXMjUXvb0iefu/J3L/PHo9h2dTVHhtAAAhITfBMATsjNZPUpDRTxNHVuvK9/9KQrJuzmX6NBpEUl+yil2dEHz7r0mNosxqcPHC6xPMoFJ5wVRtC5cqVIzo62uFYdHQ0wcHB+Pn5Fdpn4MCBJCYm5v4cP378YixVcQ3gF+jHw8+3QTgxJjRdo1H7+lSsUZ4/p65iw/ytBYyBnL+nfTCTA9sPO53r+4HTeKv1+6yft4Wk2GSS41LYsngHr94zhDfufS83EPbE/tPMHb+YzPSsXI2dwhBCUPWWSgRHOHoSsjKyWDrlL4Y9OYrB7Ufww9s/EX30HEIIhv7+JhXtJRtyDKgcw0gInBo6v3wyh9ebv8ud7erZJ3e6LLc384uBNCRLJ69icPuP2LFyt0d9LF46Qgi8fb147du+3PVQg9zXNi/cViQjUNM17nqoASFRnmW1SkOSlZ7l0dalQz8pOXsshknv/Fy0joXgH+Lv8nVN164YKQnFlc9VrSzduHFjFixY4HBs6dKlNG7c2GkfHx8ffHzcP7UrFMWh+/BOHN93ivVzt+SmY2uawDAkoWWC8Q3w4avXJrF58fbcFO7C0C0af3y9lJcn/K/Aa+vmbubnj383/yik+44Vu3mt+RAiK4azcf7fplHiZt1SSpp3vIufP/oda5aVGrdXp1LN8gxs8wHRR8/lnsPmxdv5+ePf6TeuFw/2bc2Ev0eyZtZG/vp1HSkJqVSoUY6lP/7ltshn3OkENv7xNwiocH05oo+cdQh+vqXxjVxXpxp/fLP0ivEcASCg2RN3EVkhjIo3lKdllyYEhAQ4NEmOd549dj66RSMwLJC+nz3Dgm/+dKubVBos+HYZ/cb1KpHW0L1dmjJn/CKnukaGzaB5p7uLPb5CURSuKB2hlJQUDhw4AEC9evX47LPPaNGiBeHh4VSpUoWBAwdy8uRJJk+eDJjp87Vr1+aFF16gZ8+eLF++nJdeeok//viDNm3aeDSn0hFSlDaGYbB1yQ4WfLeMM4fPkpaUxqmD0QhNmD8Ij6qB125yE6NXve9wLDUpjRfvHMCJfe63FVwZWjnk6PKUqRLJ2WMxaLqGEOb6cmJ4nN1435z8Ivd1a+Zw7MT+0/So+ZLbtZ3P0+8+yVPvPkF6aga6rrHXHr9i2AzH+T2o2eUpmq4hpVnoVAj375UnvPbdc7Tr2dJlm7HPfcv8r5e4HUu3aLTo3IQe73eiTJUo4s8m0vvW19zWOCsNxq4bzi2NagKQmpjK0smr2LnalBm4rekt3Pf0PQUMvPxEHz1Hn7pvkJ6SUeDzo+ka191WlXEbR+QWhlUoisNVKai4cuVKWrRoUeD4M888w6RJk+jevTtHjhxh5cqVDn1effVV9uzZQ6VKlXjnnXeUoKLismHehMV8/sJ3Re4nNEGDNnX54I9BuccWT1rBFy98R2Z6VonWJIQgsmI4gWEBVL+1Cge3H+H4f6eK7mkQZg2tFp3upsljjfD28SLhXCJPlO1V5DX5+Pvw6+lv8Q/ywzAMut/YjzNHzjmp6SVK7CUKiQrmjjZ1qHZLZW64/ToGtB1eovFyGL1qGLWb3OyyTc9bXuH43pMu2wRHBDLl0Hj882WaJcYk8dT1L5Ce7LrmWGkQVi6UkX8OITEmmXce+sic0+4gklLiH+TH+3MHcNs9tzgd48C2wwx9/FPOHD6LbtGQ0jSq67aozeBfXiUkUl1vFSXD0/v3FbU11rx5c5cXuEmTJhXaZ9u2bRdwVQpF8bDZbEz7YGax+kpD0vTxvC3edXM282nP8aWyLiklhs2gZecmbFm6g6N7ThRzIFNYccP8rZQZ9BMfLx1CpRvKU6d5LXau2lMkD0tmWiabF22n2RON+WfVv5w+dNbl+sHMSsuvUeMpmq7R+ulm/G/k07nHOg14lJ8/ml0iI0u3aFSqWcFtu6RY98HIoWVCHIwggEU/rCja+ZbAe5ZwNpFXmrxDVkY21qxs8z3JN1ZGSgaD7v+QiXvHElUpotAxatSrzo/7v2Dr0p3s23wQ3UunQdu6XF+nWvEWpVAUk6s6WFqhuJw5uP2IQ0aYp2gWjbLVomje8S7AvPFPfGd6qdaHij0dzw+Dp3sc/OuOmJNxvNlqKFkZWTwztGOx1pqWZGZFndh3yqP2XQZ1QLfoBYLT3c1t2AykNA3VHHp+0Jk3J71IlZsrFnHVJmb9skaERoW4bVuuWpTTgHowvYGVaxZcx8Y/tnpsXAZHBJVoC1EaktTENLIyswrNbjMMSXZmNvO/cr3Fp2kaDdrUpevgx+j01iPKCFJcEpQhpFCUAjabjV1r97J+3haO7vEs0zAzzfMtLN1Lz9X5qXRDeT5d/h6+9lT8UwfPcGTX8VIPGpaGLLV4G8NmcO54LKt+28CtTW/mvVn98fZzXnC1MCrdaHpTAtxkHOVQu8nNjFz2LjfWv97huCsjI4ffRs9jZPcvc99TIQT3Pd2Mb//5jF/PfMfUI+MJKxfq0To0XSOqUgTPfdbdo/YP/O8+16VFDEm7ZwvGGWUVQYTy3m5NqXJLpRJl3Z3vBTofw2aw9vdNxZ9AobhIXFFbYwrF5cjSyX/xw9s/EXMyrxZUzQY16PdlL2recb3TfpVqVnAo5OmMjm8+TGZaFrpFo36butS/7zaHAqipiZ7px+RSigHFRUHTNDbM30KrbvfQ+ME7+PnkN/S7cwCnDka7NOI0TVD++nLUbnITAA3a1sXb14usDOc3/rByodzS+EZ0i864jSPYsmQ7wzuOJi053bNYJwlHdy7m3J59RJZPAS0M4dsefJoTVsb06vT+uBufPDPO5TD+wX60e/ZeOg14xCNvEMC93e5h0cQV7N24v8BahSZo1L4+DXKkBfJxS6Mb2b/1kNvzs3jpaJrG/c/ey1ev/+jRmoqLq/+j85FSsmH+Vn7/YgF7Nx3A4mWh8YP16fBKe667reoFXKXiWkd5hBSKEjBvwmI+6T7OwQgC2P/3IV5rNoQD25xr/YSVCaHp443QnIgOarpG2apR9PywCy983pO+n3WnQZu6DkbQ6UPRbFv2j0deDjBvpC07N6HZk42LXSS0uBiG4XBjDAoNYMK2kXR88+EC8S45aLqG7qXzxvfP5W5pBYQE8GT/h13O9cx7TzpkHE1652fSUzKcBFdLylbKolyVTDRdIoTkhQ9O8OXi/YSFLoWsdZCxCJnwHDK2I9JIBOC+p5rx6jd9cz1UOf8H/sF+vPB5D2bFTmRW7ET6jnrGYyMIwNvHi48WD6Z9n/vw9vXKPe4X5EvH/g/zzq+vOXwGcmjft7VHJT6sVhtVbqrI4h9XePy5KQ66ReOmO2t41FZKybiXvmfIwx/z95//kJaUTlJsMkunrOL5O95k9czCVbPPHo/h6J7jF7xArOLq5orKGrsUqKwxhTPSktN5snxvMtMKD1DVdI26LWrx8ZIhTseIPR3PS40HFajUrls0LF4WPvlzCLc0rlmgX3pKOiN7jmf1zA0IhFmuwMU3WdM1+k96gXotbyWifBg2m42fhs9i5pj5uR4l3Ut3KapYUjRdo+vbjzmoKOeQnZXNzlX/Mmv0fLN2lwQENGhbjx7vd+KG269zaG8YBt8PmMaMz+Yh7GPbbAa6rtFjeGcHQ+nAtsM8V//NAnMKIXmwRwyP9z1H2UqmgRZ31sL+nX40bOUsYFkH77vQwr/PPZKZnsmG+X8TeyqO8HKhNHrwjtxty5KSmpjKoZ3HEJqgRr3qbsf1JAvRx9+Hn09+TYfw7lzoq/9bk/vRqts9btvN/3oJY5/71unrukVj2tGviCgfBpjxUD+++2tuPTIvHwstuzSl5wedCS8XVjqLV1zxXJXp85cCZQgpnLHkx5WM7Pml222mn4595TRzBiDhXCI/j5jNwh+Wk5aUju6l0+yJxnQe2IFqtQqWeJFS8marYexctadIKe2Df3mNZk84iolmZWSx/+/D2Kw2qtxckWdvedWjrKXioOkaUw+Pd/leACTHpxAfnUhIZJDbFOqYk7Gs+HkdCWcTiCqfQvNHkwgO1xBe9cGnGULoLPhuGaP/99V5PSUvfXyCB56KwzAgv4NFStx7y8J/RfOu66bRpWH9vM180HlMgRi0HI/agKkv0aLT3bTz6eQgUlkcqtSqyLHdJwvVpMo51rZnC175qo9TTSApJQ8GPeX0gSKHVk/dw1s/9jO/dz2+LDCnZtGIrBDOyOXv8vfSf1g2bRVJMclUvLE8D/RuRYN29Qr1pCmuXq7K9HmF4nLi3IlYdF13K34YczLO5c0/NCqEvp91p/fIp0hLSsc3wAcvby+n7bct38X2FbuKtFZNE8z+/I8ChpC3rze17srzOD34XGumfzjLaZ0rL18vylSONOtAefgIpekahmHw6jd93RpBAEFhgR6XV4isGMHjr9yOjO8D1n2ABVJB8i1oFSBsAl4+BS9zde5K5YGnzO3M8++NHm0ZxnXG8O+KCHoTIYoW9F3aSJkBmetBJoOlGo3a38G0IxOYMnQGiyauyDUwaje5iW7vPM7trW4DoEG7emyYv7VE8WKn9p3hnRmv8U3/KUQfOee4LvtnaPHElQSGBdInnxxBfnas3O3WCAL4c8oqGt5/O2Of/9Zh/BwMq8G5k7E8d/ubpCWnm55SKTmx/zTr526h6WMNeXv6q0qkUVEAZR4rFMUkrEyIQ4q1MzYt+JvURPdlE3RdJygs0KURBLDip9VoetFiOwxDsm/LQbftOr71CDfecX2B2BHNoqHpGgOnvkynAY+6vXlWqFHW7Kdr3NmuHqNWDKVtj4JiqCVFGmnIuG5gzTk3q/0HMKKRcU9ze8sKBSrZ398tBqvncbyFYIO0KciEVy5ZiQ8pJTLlW+TZxsiEPsjEN5CxjyNjHyQ4+DAvfvEsM899z+QD45gR/R2f/TUs1wgCaN+ndYmD5q3ZNm5pXJMUF2VBpJTMGbeQ5PiUQl/fumSHx/N9/vy3Zp00Z3PZJGlJ6SDz9KRyvKZrZm1i2vDi6XYprm6UIaRQFJMmjzXE4uXeqTpt+Ey613zZ47R6V0gp+W/LQYeq7Z7iyZOwX4AvI5e/xzNDOxJePhQwvUkN77+d0auG0bRDQ+57+h7ufvROc6sln72UY2z0HfUMP+4bx6Ksn1mYOd2twnCJyJgLtpNAYQapDWQyYcHzue/pZg7GXdWamVhc25seICHzT8jeUtKBijd7yufIlJEgzzNCrAeQcd2Q2f/i4+dD+evKOgRrn9h/mu8GTGX6iFklXoNfkC+Hdx1zm7mYnWll8cQVhb5m2AyP0/iT41MLGLWeIqVk9hcLiiQzoLg2UFtjCkUxCQ4Potvgx5k0xHU1biklSbHJDGj7AVMOjvPIeAKwWW1smL+VtXM2kZmWxXW3ViUtJZ3D/xwr8lp1i5ZXzd0Nvv4+dH37MboM6kBKQio+/t54++Rt/+i6zju/vMa8CUuYNfYPTh+KBqDWXTXp+ObDNHygvn3OC78FITP+wLUegAEZ8+g3biHx0QlsWrAN3aKRmqQViA0qHjoyfSbCu4H7pqWItJ2D1PPjnnIwACsyZQwi7Ou8PlIycfB0po+YjW5xL9vgDk3XaNfzXrI9TJH/5s0pRFQIp8V5xVRvanhDkTxTJan5lhKfytHdxwsE3yuubZQhpFCUgC5vd0D30pk2/DeX5Q0Mm0HMiVjWzt5EsyfvcjvuuROxDGjzPsf+PWnetAzJ6pkbin0TsFkN2rop9pnb1mZj4XfLmf35Hxz792Tu9taT/R/m1qZmnSzdovNIv3Y8/GJb0pLTsXjp+PiVTqZUkTCScXsXNVLw8fNh+LyB/LP6X5ZO/oujB32odWfhKdlFwwa2M6UwThHJ+APX522DzBUYqdMQ/k8ghDfzv1rC9BGzzVdLGCStWzTCyoXRacAjpKd4VttMGpIPu4xh4uCfqFCjPO16tqRJh4Y0fugOwsuHEXfaM5X1km5FqvwgxfmorTGFogQIIej01iN8s/NT9201weZF7uveWa1WXmn6Tm7hTZvVQBqyxNXPB7cfwdT3f3N5I7DZbHzQaTRjn/8md37DZrBp0TZeb/4uS35c6dBeCEFAsP+lMYIALDUAV54nDSzm078QgtvuuYXXv3uO9q+MR+jlKZG0Mphza2VLOEbRkcY5PLp8Jw9FxnXDlp3ETx+WfCsMAAGNH2rAF+s/IKxsKBWuL0fdlrU93rI6fegs25b9w/BOo+l/71Cys6y8N+uNQoPazyc4Moh7Hm+EVkz9I/9gP6reUqlYfRVXL8oQUihKQHZWNt8NmErv295w21YakuXT17Jn/X9O25w6eIZu1Z7n7NFzpa7xYhiSH9/9hRmfznXaZvEPK1g9c6M92DRfX6uBlJLPek8g5lSc0/4XG+HfkcLjg3IwEP5dCvbTAhHhU0ArXu2wPGwIvw4lGkHazmJk7cWwHjUzwDxAaGVwfd75yN6JNbodH05bx6jZ+7m/Wyw+fsXXi3pz0ou8+9sbRFbMywB89es+Hmf6QV4A8+51//HlSz/w+xcLyc60uu3Xa0RX3prcj2b2OnuarmGxl57xDfShbNUopwaZ0AQP9m3t1mi32WxsXPA3U4bOYNoHM9m31X2SgeLKRukIuUHpCCmcYRgGwx4fxbo5mz12twsh8A3w4dt/PqNs1SiH11ITU+lS9Tkz6+UC4hfky6+nvytUnK/3ba9xdPcJp+ej6Rrd3nmcp4Y84XR8Ka2QtRZs0aBFgk+TC5ZiLqVEJr0H6dMLeVWAT3NE6HiEcKZhYyBj2oPtIE63mkQgyHQKGh4aeN+DCPu6WEVkZdZmZNJIsG53fMGrESLoNUQhOkVSSjBikUYcxD6EGQ/kwVx2bSTDBkKDU4e9eeOxGsRFFz1i/NMV71GnWa0Cx88ej6FXrVc93irLQdMEhpu6ZQEh/vT+uBsP/O++3GMn9p9m9W8bSEtOp3LNCtzzRGNWTF/DZ70Lj52qdGN5vt4xCm+fgue8b+tBFn63jAPbDnN413Ey0zLRLTpSSgybwa1Nb+adGa/nlldRXBl4ev9WHiGFophsXbKDtb9vKlLMgZSSzPQs5oxbWOC1z1/4/oIbQQDpyRmFpiwbhsHR3a6LtxqGwcHtzsuGyIyFyHP3ION7I5MGIxP6Is/ejUz7tVTWfj5CCETwe4igd0zdoBy0CETgy4jQcU6NILO/hgifBHr1nI72f+19fB+BiLlQIBjaAn4dEWFfFM8IylxpT/vfXvDF7A3IuM7IjLwsKyklMm0GMqYt8txdENseRIDH8+UsUdPN38tWyWLwN0cKtMvxrjgjtEyIg+5UfspUjqR5x7vQnZSMcYbhQXHfvqOeoXmnu9kwfyurZ23k9OFoKt1QnrY9W+Af5Me6OZsY3vGzXI2hwjix7zT/btjncExKybh+3/NCgwEs+O5P9m46kKtpZLPa8jxX6/9jQOv3sWa791oprjxUsLRCUUwWfLfMo6Kp52PYDFb+so7/5ROYMwyD1TPXl/YSnZKSUFD3RQiBbtGxuiizoWkCL9/CvTsyYyky4RUK3NVkIjJpMCAQ/o6eJCnTIWMh0noIIQLAtzXC4rxQbWEIISDgKfDvak+lN0CviBAFL29S2szaYdaDIPzBpyVCLwORcyBjATJ9HhjxYKmO8HsSvBua44dPRloPQ/YuEF7mca14pRykzEYmDsRdsLNMfAN81iKELzL5A0ibjENMk8zR5dHw1DOUg8UCtRqkccNtaezf6Y+mSSIratzbrR3TR8x32u+pIU+4zHp8+MV2LPqh8DT54qJZNGZ/sYAvXvwur1adgBp1q3N41zEMm5FnvLt4S3WLxqwxfzh4s2aN+YM5Xy4CcClJYVgNDu08ahdmbFTic1JcXihDSKEoJmcOny12CnJGquP2wZFdxz2KkchBt7hXtHZFhevLFTgmhKBh+/qsn7cFw0lWkWGTNLKnx+dHSgOZPMLlnDL5E/B7OHebTGYsNg0CmQJYkBiQMhrp0wYR+glCFF6I1RlCaGApWJIkd/6szciEN8A4TZ7xoCP9OiGCByH8HkX4PVqwn+0UMnUKZMwDmQZ6NfA9bsZQyWjQK4HfE2hagLktmLkCmb0LIbzA5x6E122OA2b+BUas+xOSyaaRqFeyG0HgeKfP+b14n0GbDercncKh3X54+Ri8PeEgNzZcQ2b6A8weuwChCTRNYLMZaJrg6fc68uBzrV2OeX2darz2VRs+67sITZPYbDmGW85ai+49M2wGh3YcdTwocVnQuDBsVoOtS3eQmpRGQLA/NquNX0bO8bi/pgtW/LxWGUJXIcoQUiiKSWjZkEJrLLlFQNXaVRwOnW8YuaLevbfy9vSX2b58N+vmbuavGesx7Dcrd2nRQhOUr16G2k1uKvT1J/s/zLo5mwt9TbNoRFWMoOnjhdwIsneC7YTrhctEyFwDvi2RWZuQCS+Td4PMZwRmLkHGZyHCvy5sFNOgSf0RsjZhxgHdjfB/BuFdx/nU2buRcT3yzZPzPtkg/SekTEeEflRIv3+Qcc84xghZd0HKeSVOkkdgeDcB639gnMU07CSkfI70ugMRNg6hhdunPIJnXhwdad0Pmasxt+qcGb46iBDz/fU0gNqOxSK594k4nnz+HJVrZEL2X/T9+A0ee+UBlk9fS8LZRKIqRdCya1OP4mNkxmJaPziSG2r48OFzlTm2zxfT+CncABKawNffx3VcUSlGsWamZdGxfG8efel+mj7eiPgzCR73NWySo3uOM3P0fMpfV5Y776/nsSaY4vJGBUu7QQVLX7sc/fcE6+dsJiM1E/8Qf2JPxRFzMo6QiCBadm1K9JGzfPTUF8Ua++3pr9C8Y56wXMK5RJ4s39utUVW3ZW0+XDDIoQxHUlwyy39aw6YFf7N50XaX/TVd45OlQ6jTvBZZmdn8OWUVC75dytljMYRGhdC6e3MCQvz5/PlvsdkMkObNyrAZlK0axcdL36FijfIFxpUZy5AJz7k9bxE8HOH/JEbc03ZDxoUx4H23Gf9jqZo3T+r3yOSPcTQMdHOcoMEIn3tAC0Jo4cjs/aZRJdNMA8y6D5eGQsR8hO0kyATQKyEtdSCmJRgxrtfpFh0sNyAiZiGEBZn2MzJpiAf9NAh4HjIXg3W/66YiAvRI0xBzKTDpSEFRSR0R+CIi8AWP+udHGmlm/JJMJzFWo8vtt2DNdh0v5B/s5zouzvNTKRJCQMP29dkwb2vR+9offrx9vWjSoRE9P+hcIPFBcXmgqs+XEsoQuvZIT0nn46fHsfb3TbllGXIMFCEEmm56Xhq0q0vsqXiO7Dru8RZZQLCNG+uk0e/LXlS6pTVCy/tMvd/xM1b/tt5p2ryXrxdzEn50WotsYNvhbP1zp0tjqkzVKKYdHk9acjpvtR7G3o0H8rxaAgSCctXLMGTmG2xesI392w7h7eNFwwfq06TDnU7nNrJ2QZwHaeS+j0JAD3vGkzsEiCBExK8Iy3XIrO3IuCc96AeIcJBx5GkMufOUCMALyFfHSovwbAvLQ0ToOIRva6QtFnmuiQdrAhHxu5kVl73ddUO9KiJyHqTPQ6bPNL1S0gpGNEWzJCwQ0BMtyL0cBNiz2LJ3QNZGZPYu02gDVv4eyojnq7rpbRokru5AXt4WsrMuXICyxduCtYTjCwGP9LufPqOeRtdVQdfLCVV9XqEoJu93HJ2bVXW+USGlxGY1j21ZvINmTzQmqlIEG//42+WYPn4Gvd45RdvOcXj7SGAQ8ux7SL/HEMEDEMKP5z57ht1r9xJ3JqHAvJqu8f6ct1wWZI2LLtjvfDLsWxBfvf4j+7YccjxHCRJJ9LFzfPXqRD5dPtTlWDnIjBWQ8plHbcmYAxm/e9YWCTIVmfQ+InwiMm0KrreI8nfN0TrydKtI4mAEQakaQaAhMxYgfFsj9Aik/1OQNslFewHeTRBetyB97nVvCFlqIZM/gozlQDZ41QG/TuYcWevwPKDairDc4PRVM9h8DViPmL9nzAHrv/bx8z57usXztH5nRFaKoF7LWiz/aU2JlbALQ9O1EouUgnkOs79YgF+gLz2Gdy6FlSkuNip9XqHIx3+bD7B54TaPPDzSkPw1Yz0vT/gfE/eOpdfH3Qptp1skw6ce4oGnYu1GUA5ZkP4LMu5ZpMwmsmIEX27+mAd6t8LHzwwoFkLQqH19vtjwIfXvcx4DA1CuWhmX6r5CCMpWjSQpLpmlk/9yeo6G1WDHyj0c2e2+SKxM/x2Z0Me+7eQJBkXzUNggay3SdhKyNlPUGJjLBwOsee+nCHoT/Ar/vADgdScidIy9sQcaTJkLIO0XMM6YBlzmX5DwP7Dcggj5FLxuBy3KjCVyGrBseuDwbZt7REqJtMUgbdEYGWuQ55qb0gjJH0DKR3YjyH5++f5fG7dJIjCkZJ6WmBOxNGp/xwUxgsAMwrbZSunzJOG3z+aRmlgwG1Nx+aMMIYUiHyt/WVekYqHSkGxeuI1KN1agY/+HC63n1bR9Arc1TqVwr7lhVi/PMFN4I8qH8fKE/zErdiI/HfuK3xN+5P25A7ixvvuU8nbP3uvUuAkItnHPQ3H0eT+AU/8uxprlvlDm7rV7Hc9VGsj0uRgxj2OcqYVx5jZ7GjhckECO/HOnTQfDeS23KwLrHqTtNABCWNBChiCiVkLAi+B1p2ms+HVBhP+MCJ+M0ILMfplrPZzAVvD3tO9A+KNF/IRWZi0i6k8z663ApV8HNETIpwjhYxpA6bORMQ8gz92FPNcUEnraA8HdY/GCp14/g6YX/rkQQniUQFbl5orc9UiD3C3qAmOQp5EEZkA/QL9xvfApRDC0AKX4sc3KyOaLft8Tc7I0PYmKi4EyhBTXFFJKdq7aw6heE3j7gQ8Z1WsC/6z+N1eHJDUxrUjjCSHytE2A7u93KtCmXZdYXD94asi0XxyOePt6E1UpAv8gz1PI77y/Hg3b13e4aWia5Nm3T/Hz9t0MmnCMW+tN48brB/HVsn1cX9v1uQp7FK3M/hcjaaQp5pf4Blj/AbKBDC6ahyb1G8CzopyXL4Zp0OVD6BXQgl5Ci5iKFvEzWsh7CO/bHUUaZUlENjVk6qS8+bQQRMSvEPCs6f0xj4JPM9MA821hTpkyCpn4ll1xOz+eWw73PxVHYLCtgDGk6RoBof5uh/LysVCmShRvT3+VB/u2LiD2WKvJTTz32TPceEcNhCbQvXTubFuPT5e/x0PPt6FN9+Ye1z8rLZZNW02Xqs/x1es/YhgXxpOlKH1UsLQbVLD01UN2VjYfdB7D2tmb0C0aNquR+2+TDg0Z9NPLzBqzgO8HTStS7EDbni3ZvmIXSTHJRFWOwLAZHP/vVO7rk9b/S/mqWS5GALSKaGVKLkSXlZnNxLenM++rJWSmZfLSx8e5v2sc4rz7gWFAZrpGv3Y3cPyAb6FjTdo3kvIRn0LmEooj2nf1UQopTJYb0SILChZKIxkylpqxTVo58G2FEOb/i5H0IaRNofhGpxdaud0F55RWkEkg/Bw0m2T2P8jYx4o5lyPnTvnx24RwFv8SRnqKTmBoAPf3upf2z7Whb703SEtOL/Qt1SwabZ5pzmvf5mUiJsYksX3FbrIzs7nh9upUvSVPMyrnNpbfgDx7PIbn679JcnxqsfW+io2AzgMepecHBevcKS4eKmuslFCG0NXDly//wJwvFxVq5AhN8MiL7eg88FE6V+7jUVxCjuCcNKRZJoCcC7E0r+32aUbP3c9N9dLQnO64CfC6DS1iRnFOq1DSktM5unMVNa/v57SNlLBqXggf9q3mcFzTNRq0rcuwKbGQMZ9r2wDSwFIbEdAFmf4HZG0FiuY1dECvhha1JPdPKSWkfotM+QLIJDcYXAQiggYj/DsgrYeQMe0ovhHmjVZuV4GjMnsPWA+ZpTp8GuUaQ0bC6/b/9xLeGkQg+D2K0KshfR/EZgtwCPZfM3sjw54YhRDCwVDRdI2oyhF8sWFEiWt7ndh/mlHPjmfXmrxtXh8/b1p0acKi75eXaGx3ePlY+OXUt0UqRqsoXVTWmEKRj+T4FOZ/vdSpp0cakjlfLsQwDFp0asKfU1chhHBad0u3aGYchSTXCAIKbb/013Buru/q5ikRfqXzBJ6Df5AfNW/bDS5iN4WApu0T8Q2AjFR78UtDUr12Zd6a+AhkPMKFjv25vNEAzVSd9r4dfB9Fxj5h3xoszvuim3FA+Un7AZnyab4Ddq+PTEEmDQDhg/B7AIIGIpM/pFieOa+GDn/K7D1mbFduoDOAF1L4gMzE3PYsDQLQgt8BTF/a+Q8CTR5tyKfL32PKsBlsX24aaj7+PrR+pjlPv/cEoVElL3AaWTGcfuN6cfZYDGnJafj6+1KnRS0Cgv05c+gsO1fvcaqinh9NE2i65rL8zPlkZ1rZMH8r9z3VrCSnoLgIKENIcU2wY+Vut3ohhk0yb8ISDJuBb4APwRFBnD0WA5hPqbpFJzszGx8/bxq0q8eaWRvx5Ia4bGYYT76YSLnKqQhx/kVXB70q+Hqiq1NEsv9x20TToMWTNdizKZOwsiG0fqY5zZ68Cy/rVGTyBVKzu6BYMNdcCrFLlutNQUdvu/GSvROsO0swoA0R0DX3L2mkIlM+d9lDJo8E33aIgO5guQ6ZMgGyiygC6JVXJFVm70fGdbYbPPnJBllaBpAd4T5Y+bZ7bmHkn++SFJdMenIGYWVD8HZSy64opKdm8OM7P7Pgu2W5qtVlqkTS8c1HcuPuBk1/hTfvHWpmR7r4qAthvlQUI8jsJ4pcRDklwdzGCwoPLFYxX0XxUIaQ4pogK8NNjI6dHBd9ZnoWsafjGT5/IGWqRFK2ahR+gb5kZ2bj5ePF/K+Xsmb2Ro/shMx0jZcfqMz3670JCtzu+KJ3Y0TISITmX2hfmb0PmTEHbDGglzPrYVmqeXQu2OLctwFemdAFzftWcz7rAciah8z6m+LUhbqk+HUC4YvQQsH3flOIMGsDHnlQtHIQ+AJCrwYy3qwfZqnleDPKWovHOkYOmH1EYH+E1635xlvlPhDaOGUatN51QK9ShPIc+chnOMmUsSCzita/WGjgfYfHrYPDgwgOD3Lf0AlSSv5Z/S/Lpq4iLjqB/zYdIOFckoMH+OyxGL548TtOH4qmz6dPE1YmhC83f8Rfv67nz6mriDsdR8LZJBLOJaFbNIQQWLNt+Ab6kpmaWeRHAiklFW8oqMJeGH/9uo5fPpnD/r9Nba+yVaPo8PIDPNyvrRJpvAgoQ0hx1XP22DkmvfOL+4b5kIYETbL8p9UMnPoySbHJnDl8lrByoWaVdl0rkrMkJdGHcUMaMWjyR5C1xTzofQfCcl3h88tsZOI7kDGLPHVkkKkTkP7dEUEDzCKjztYvbWAc82htQgsyC4sm9IfswuuMXfbo16OFDHM8FvgCMm4DhT/ua2YF+cAXzCr0lpsRwt0NpygGUE59LXul+oAeCJ+7HZsYCZ4NJePNbdiEfvY+RTRibCfNYYwkyPyz6P2LheHg/bqQZKZnMuzxUWxauM2jYsS/fTaPVk/dw/V1quHt6819Tzfjvqfztq/+23KQ9XM2k5meRfVbq3Bg+xFmj/2jyOsKDAugbstabttNGTaDye/96pDtGX3sHBNen8TudXsZNP0VZQxdYJQhpLiqsWZbefO+94k+eq7IfW1Wg79+XUfc6Xi2rzCzbrx8vWj9VDPa9GxRpCQim9Xg+L8nTcPHifGTH5n8KWTMzunt+GLaJNDCIbCv8wEyV4H0RNytDFIEQ+yjHmvEXH5o4FtQv0l4N4DQz800cJmKw7aZTwtTM0cL8Hwar7p4bgxpiMAXEIEvOm+iV/RsKL0SZG+z1xErBsJe7NWI58IYQfk9VHbvV9AAR+/XBeTz579jy+LtAG6NIDDj+xZ8+yf9xvUCQMosU33bFgt6WW6s34iad+Tpdv0y8tVirSslPpWR3b/krcn90LTCH1oO7TzK5Pd+NdeRP37R/uuq3zZw18PruLdr02KtQeEZSkdIcVWz9vfNnNx/utjpszarwfaVeanH2RnZLPxhOcOe+IwGbep6rFMihCDQw+wRaSRA2lRcWVky9VtkgTiPfFj3On8tP17XIdJ/stek8vQmLwAf8G4C3o097OMpPqBVBfzI7wlzjUT4dSz0FeHbGhG1FhH8EQR0N42TiPloYROKZgQBeN8NemU8u2zazPbOVmykIW2xZsaWUzSw3Iqw1LCX2Cjm5dq7nn24sOKP4QyfdqBXJ88D5m8Glfu0ddOxdIg5FcfSKX85JCy4w2Y1OLnfFLaU6bORZ5si4/+HTBqIjO+JPNcMmbE4t701s/ixU8t/WsOyaaudvj7/qyXoFuf/J5ommPPlomLPr/AMZQgprmrWz91cclG1866xhs0g7nQ8ASH+3HiH6d1xF9gopaRl5yaezZe5BreZOzLZnsrtBFG4NlABrPuQKdPw2FMg/MC/KyJqJVr4D4iQjyjdWKJMRPCbaOV2oJX7FxG5FMKmgXfznAXka2saSiLoHYSlivMla/4I/w5oQW+aldW9bizWyoTQEKHj7UKErs5ZB8ttdg9SQWTaz2aV9qS3XMQIaYAXIuTdvDGLG7ium3o7QgsGn1Z4bmC6QCsLga+aBprtkH1tEkg2PZkxzTFie5oxZxeQLYt3FLlemKZrBIUHmkZQ4ltmTFh+jHPIhJeQGUsBuKmh89pr7hCa4PcvFgKQFJfM3PGL+W7AVGaMmse5E7Ec2nnUpVSHYUj2btzP0zVeZEzfbzi8y7PtbkXRUIaQ4qomMz0LeQEUXg2bwZpZGxk25y2GzHid+q1vQyukDEAOPn7e3N3hTs8Glxklb+fTwsMx4gAPSgJY6iKi1iDKbEYLHoLQIwAQenlEoGeVyj3GyLsxCUtVNJ8GiLAJiOBhdu8DmEVJGyLCfkAEuKjZVcoIr5qIyPng3xvTa5Uf++VUr4II+7JQ41imz0YmDQGZI6fg5LPpVR8RMR3hdZv5t8/dFNsQyv9+Br3iWe2ywgjojQj/BRHxO0SugIw/7dupTtaVvRYZ+wQy29M6dEUnuxjeGsNm0KJTQ2TSRy7byeQRSGnw0PPF925JQ3JoxxFmjfmDjhX+x7h+3zNz9Hy+fWsKXas9R8zJOI8eok4fimbRD8voU/cNlk75q9jrURSOihFSXPEYhsH25bs4uucEvgE+NHzgdsLLhQFQvXYV1s3ZjLwAyrLWbBuxJ+Np+lgjmj7WiE+fHc/iiYWrQ2dlZjNx8M+8MuF/BV6T1iNmGYTMZUWL47DUcPqSsFRDigiQpVH3SAdLZcAKmcuR9owgoZmxJyKwN+hlkClf2rOaAHzM9Vn3U6CquxukFlrA3yKEDv6dEP6d7FuCOkJcmsuX0Msigt+A4DeQWX8j0341vSIiGOHX3kx3LyR1XEqbGfvlEh+I+AXN6xbHOS01kN5327Pgipi1pldyGIfw6cjYJyna/4svwv8ZhF7G/DNrB9LqTp5BgkxHJg+H0PFmHI5MB8sNiPPOr7jccHt1943yoVk0qteuQsP7MiDJVckWCbYTkL2dWnfdzkMvtGHul4tdtHeO0AQTXpuU+3f+NPyixC7meI5G9vgSHz9vDu08SmaaGdDd7MnG+Ph5UFtNUShKWdoNSln68mb3uv8Y0W0s0UfOIewqz5pF44HerXhudHcSzibRrfrzF0xif9BPL9OiUxNSk9LoWL43menOby66Refnk187CMWZ7vmBFC2IVQfvhmjhk5y2kBlLkAmvACWrAJ6LVz17nErO5cJiqgYHD85VJJZSgu2o6anSKyG0QKSRYg/cTkHq1SB5uL1SvYvz1aoiIn9FaGGls/bLBJm1CRnniffKFwKeRgS+hMjnvZFGHDKuh10I0fMUehE+FeHt6I00koZC2nSPxwDApx1a2FhzLak/IJM/KUJ/H0zlbDuWWxAhHyPyaRwVByklfW/vz5Fdx51/xwVomoZhM7it2S0MmfE6wf5LkUkDC2+fv2voOIRva6SUzB2/mF8++Z1zx82HC79AX25tejObFm5z2l+3aOheFrJcXBfA3K4r6jUqf4p/QIg/A6e+RMMH6hdpjKsdVWKjlFCG0OXL4X+O8mLDQVizsgsESwohuLdrU96a3I8/vlnKmL7fFLjYCCG44Y7r2Lf5/MKSnqN76Yxe9T5JsckMbj/CbftBP71Ci05mEK3M3oOM7UDRjCABBEPgMyCzEFok+N6P0CNzW8js3fZaUaVk/Al/uwDf+Z4ILW97ym3quX1tWX8j457CdQyUDn5PooUMLeaCL09M49RFFpkDGng3QoR9ixB5ZSmkzIKMpciMuWDEgfWwWS+sUARoFRBRywpILUjrAWRMe4r2GdHM7VE9Epk6EZn8cRH7n7c2/BCRv3uui3UeMmM5MvV7ju7+h9cfuZ7UZB3Dlq/gsC4IiQzm3q73EBQeyJ3t6lGjnulBkplrkPE93a8yfAbCu07u34ZhEH3kHElxKexZv4/Du46xdNKKwsUWhXmN8SSGKbRMCAlnE3NrHxYVIQSaLhizZjg33Vn8mKarDU/v3ypGSHHFMmXYb1izrYVmjEgp+XPqKo7uOc4D/7uPjxYP5rZmee74MlWj+N/Ip7BYShY4algNvn1zilvV6hzyt5Opkyl6oLEEEiHlc0j9Dpn8IfJcU4zkMbnlPWTC65SOEeQLXg3sAb2FbccYkLUeMj2PWRDet0PAc25a2SB9FtLwJP3/CiLfFpV7DHMrKcNRv0YIb4TfA2hhX6NFzECEfY/pbSmwmQjoiJAPC9WbEpYaiJCPMW8Bnn4GDbDaHxq8G1Kyz5gE0pBxTyFtp4veO2U8MqEvZG+l6o0ZjF+yj4d6xOAfZH5OQyOz6fRSDN9ubkufT5+my6AOuUaQuf5GoEW5mEGAXg1yYrTsaJrGrjV7ee2ed5jwykQWfvenU8VpTdPoPLCD23MRQtBlUAe6vfN4kQO/c8j57k8fMdtNS0VhqBghxRVJRloma3/f5NKdrGmCL1+eSNueLWn80B2M/PNdsjKyyM6y4h/kx7G9J/n6jcklWkeOom3PD7t4pCt0Q/18GkJZayhZKYh8xlfqeBB+SK/a9iyeEuDfC+HTCLxuR8Y+juuT0pHpMxGF6PhIKSF7MzL9d9N7oZVD+HfAjE2x4HrbLhOM06A5j4O64rDcDJaa9rgpT4wIDZn2M8LvEacthHcdiJhublNlbch7waseIqg/wtv5VonwexgstyBTx0HGQs/OwR77JLxuQXrdYeobleQzbESb9dsiZiN0V4ZJHjJ7JzJlTM4AAJSplM1zw07x3LBT2GyQpz84COPcJPC9D+HfEaGXM9cvLBA8BJnwUs6o+U8SEIjgIQUCmTcv2sYnPcZ5FLdu2Az2b3XvbZZSEl4ulO8GTqMk+zM2q8H6eVvIyszG28fLfQdFLsoQUlyRpCamud1TNwzJtmX/sG3ZP/gF+tJjeGcefen+3FpGx/49WWrr0XSNO++/nS2LtxdaxFGzaNzc8Aaq1aqcf4WlNj+YqtNYSihiJwIQQf3y4n4Md8GcNijkiV7KTGR8P8haSV5ZCh2Z/pNpEHh08/RQAuAKQQgBwUPtW4Pg/v/fMGOu3I3rVRsRPtn0rNjOghaBsHjmfRJeNyBCx2Ik3wCpruueoUWAV+28vqFjzJin3AD5YmLEIFO/RQQP8qi5TJ2Gq1InBUSYbfsg9QAy9RsIHYvwbQWA8G0DoePMYra2fNcCvappBPkUlLuY/N6vLosxn8+WxTtc1zHTBJEVwzmx7zTZmdkej+sMaUgy0zKVIVRE1NaY4ookKDwQbz/P04DTUzIY/8pE5o7Py/zwDSi9LIvwcqG8+tX/iKoYUUC3SNM1QiKDeevHfo6dvBpQKpouOcg0yP67REOIoP65RhDgZvvAjvUgMmuH41KShpm1tIC8G5b9X+u/uH6kFmC50XPl5SsI4X07IvwnM/jcow6exyUKvTzCu47HRlB+tKAXwdu1erEI6OuQqSf0MojIORDwMiW7lRiQPgMpPXwwyP6HonuhDMBq6gNZD+ceFb73ISKXIcJ/NgOjw2cgIhcXagTFno5n76YDRdq+klI6/ahruoaua7zxwwvsXLW72Nti+QmOCCIgpPC6hQrnKENIcUXi7ePFfU81Q9OLFmMzcfB0suzaI7fdczP+wedrwRQNTRPUbnIT5aqVIbJiBOO3fEzngY/aa5JBSFQwT7z+IF/9/Qnlryvr0FcEPE2pVEkvDUQoIvh9hH8Xx8P+T+A+hiTDjPXINktASNs5SJ+Fa4+H7mJcaQofXqXVt4V3HbSI6RD4mpuWmrl9dZEQYV+CT84WpwXz9mA31AN6g//ThfTygoyZlFhUU6bm01Zyt9DiVqc3RR9l2jTH4YRmGqi+rU1D0snnLqeKfWlRp3ktRv01jNvvLZ1SJJqu8WDf1k7LeSico94xxRVLt3ceIyC4aE8/KQmpbF1iei98/HzoPODREq1B0zV6f5yXEh0cEUT3YZ349dS3LLb+ym/R39Pro265ukb5Ed71PbgZFpF8WxduGoJPWwgahAj7DlFmDcLfLFMhpTXPRe/XEfSquL5USCAbmTLO/DNrHe4NPBtYcgpSWsh/4xVBgxG+F6dEw6VEBDxjf28L8wrqZj05/04Xbz3CFxE6ARE+A/w7g+/9ENALEbkELai/g4EgZSYyc7Wpi2Q7QckNem9TtdyTdfreV4J5bJC5slg9IyuG41MEL3Rh6BaNex5vxK+nv+WTpUO4pZGpcl6neW2HoqtFRdM1qtxckSf6P1Si9V2rKENIccUSWTGCTsUwZBJjknN/7/jWIzz5xkNmprGuoXvpHpfk8PH35uOlQ7ilceFaKJ54NIQnW08eI0CEetg2GzKXmtlnWiTILGTKeIyzTZDRtyCj62AkDALjrLmVozsvYWFig8ylpm6Q9FDtN/BF+033KfB7BBH4GiJqtd1TdvUjhB8ifEo+41Un1yjSqyPCp+WKVl68NQnTYxX8DlroZ2hBrzukt0spzdT5s3cj45+FtB9KYVYdfB/yXILB95GSTSeLp63l6+9D62eal6hkj5QSL18vwsqGOhxv92xLvIoZ1+MX6MsjL7ZjzOr3i/xgqDBRwdKKK5oqNxc9HqJs1TzNHSEEvT95igefb8OfU1YRczKO8HIB/DpyDpnprvfsb2l8I7fdY6bkSyMNMuYjszaZ43rfAb4Pui3sKa3/4T6DylOkGZcjwu2lM9xhM5V/4180n8ZtB8nbzsqAjNnIjD8Q4T+Cz12QdhzXT/6GqWnjkWqwQHjdnBvXcq0i9HKIiBlmjFXWBsAA7/rg1eDy3BpM/RKZ4iaoukjoIPwQgX08ai2NOMiYX7L5vO8odu9nhnVk69IdnDlyrlgirYZNcmTXcTLSMvH1z4tRDCsbynsz32DIIx9jzXLvXWtwfz1e+7oPmelZRFWKyE0AURQPJajoBiWoeHmTlZlNpwq9SY53rzkjhCCyUjhTD493uo8uZTYy7mkGd4xj619BDgJtDmNpgmfe60jXwY8hs3Yg43uBTCSvOKZhllwI+wbhfbsZCJq5GJn6E9gOmFXHfduDkQTp03G/tWBXEtbKmQVVXWbqaOD3CBhZkOnpTcOZUrFmBkz7d4WUMU7a5OCFKLsFIfwwYh+H7N0Ufl46+DRHC5vg4doUlwPSFoM815RSjWvTrwO/B8FIAeGL8L0X4WR711Sz/pSSPjScL5JYVBJjkpgydAaLJq4gM81Uy658U0Wq1apMUlwyO1fucZn9JTTBHa3r8MEfgwoYu6cPR/PDoJ9Y+cs6p/3vbFePd2f1V5lhHuDp/Vt5hBRXNN4+XvT8sCtjn/vGZTshBAh4eXxv18GEGYsheysd/hfI5uWFf3GEAC9vC+16tUTaziHje+QL9Mx3k5BJyLhuyLAfIW0KZC4iz+CIhdSvMFPEXd1YNLMcQcRvgBUhvJEpX5h1vZwaJQZkLIfAl4pgCLkYy4gGrYyb/rrpAbPHeYiQT5FxncBIxPH8NNDLIYKvLtXoa4KM+ZRY8kGvA/6PIISGlGmQ/CWkjMW8FUlk6pdI77sQoZ8jtLzvn0ybiUx2XSTVNeb3TgS9VWIPZEhkMC9+8Sz/G/kUcWcS8A/yIzgiCDAfzAa2Hc7Ov/Y47S8NyeZF29m9di+1m9zs8FqZypFcd1s1Ni/aRmpieoG+tza9mcG/vKqMoFJGxQgprljizsTz78b9lKtexm32V/Vbq/DRosFua/HI9BmAxu33pNBz0CkAdD3v6U7TJboXDPntDTMAOv1nuxHk7AZhhfiudiOI89oZQAbghfM0egMR+LyZ2WLPlpHWo7jN0pEJplFXKlgQxmkIeN7J6zqIIERgXvkIYamGiJgD/s+AsNdW0yIg4DlExKy84p2KKwZpnMVzuQf7rUWrYmai+Xe3p6b/ihbQ1YyLSh4F5HhyreQazFkbkfF985TSpa0Y23H5vx9+4NPSrLkW8GwRx3GOt6835aqVyTWCwHww+3DBIHQ3ivW6RWPZtNUOxwzDYHin0UwcPL1QIwhg19q9DGz3ATbrZZJtepWgPEKKS46UkrW/b2LW2D/Yu+kAmqbRoE0dHnvtQWrffROZ6ZlISe6e+rG9J/mm/2Q2LdjmkQBZxzcf5tkRXT2LubCdJsdY6fjiOW5rnMrciRHs3hyAbpE0ap3Egz0Ele683Vx7xlJK9pRsmD96Nft2l/lknCM+IoIGg+VGZNZW0KIQliqgBeM+XVkHWbSq7y7XKHzMm4gWanqjZL7K3d53IoKHFtCvMau0D4DgAUgpL8+YF4XHCC0S6dFn3Q+8bkT4dwPf9oUGQcuUr8j/OXfEBtlbIHszeN8J1j2myrgn6DeDHgFaKMK7AdLnQYRtPzJzlfmTtccsHpy9A8gArQL4PYnwexChlU6gsdA0t4aKYZMkxaU4HFs7exNrZm102U8akt1r/2Pt75u45/HGJV6rwkQZQopLipSSr9+YzMzR8x2Koq6bt4U1szdRtloU0UdMdeNqtSvTolMTpn80m8y0TI9VWFf8vJaeH3bx7EaslQHbMXKMm5vrp3Fz/fz6JgIs+WIYZOFPbkXDAt7NEb4tkBmLQaYgLNcjLTVMNdzkYXnTedUD30dwHSehg29bM/3auhP3MR3nVQYvgAE+zc33L+BpM7U6e7up/aJfZxpnblBG0FWAb3tI/sRFAx187kEL+9rlMFJmQeYyXD9AWJAZCxHed0IRas6JkLfNPtj1rBJ6ILN3mGvDoIDhZcRC8j/I5I+RYd+j+XgodOkCL28LIZFBDtmp56PpgrJVIh2OzftqiUdV6DVdY9HEFcoQKkXU1pjikrLxj7+ZOdqMY8l/AcgpU5FjBAEc2XWciYOnk5GSUSQV1rPHYjh7LMajtmYtLFcXIglGIkZsZ4zksWCpQamoQwsd4dMYLeQ9tNBPwet2SHjZrqKbj+xtkPwu4E/hXiG7Fk/A/xD+nXFrBOlVIMiVlpEO3s0QlryaX0J4IbwbIHyae2QEKa4OhF4GApxld2mABRH4ivuBZBbuvajSDKAG8Lg6vQb2rE0ps5Dx3SF7l/01G67VzFMgvjNG1j8u2niGEIIH/nefyzR7m9Vg9/p9ZsB1uvkQcuzfEx5lohk2g5gTsSVepyIPZQgpLimzP/+jRLocnuJxcqRve7DcgkvjxjgG2VshdYK98npJ9+utZpFTO1JKZNJg+7jOLoxp5F3YzZuQ+WsoIuxbsNwA1uPg0zxfm/PwagQRixD+3fNVhM9RfLafv1cdROhnxTwvxdWGCHwFEfiGmfWYH8v1ZgyO182Fd3QYxN8DvSuJsJgFioVeDiyepLznezDI+NNe3LYo300D4nshi6kzlJ/HXmtP2apRaBbn17Z/N+xj1LPj+V+dNzh3IpaAENdSGzloukZkpYgSr1GRhzKEFJcEwzDYvGgbO1f9Wyw9jqKge+mM7vO1w9OXM4TwRoRPBp9WuI/DMTAvtCX5GulmfFD+Ok/Z2+zFNj003rybQEAfM9MmajVgIM81Qyb0gcycel/53mO9BiJ4OCJ8EppmQQiBFvQqInIxBPQAn/vA71FE2ERE+E8ILaiwWRXXIEIIROD/EGXWIUK/QoR8ioj4DREx3+NsLCE00N3pfxmOwokhw3H/fbTZ6/eBzFhIsb6XMh6Z/kfR+51HcHgQY9cOp9njjZ0aQzle7egjZxny8Me06Hy3R+rShs2gbY8WJV6jIg+lI+QGpSNUOhzYdpgF3/7Jif2n8fb14tDOo5w7fvHcu0ITSENSuWYFRi5/j4jyBUtenI+0nYKsLcj0uZC1BufeGR28G0LWetwbLzlVs+0XPK2M+SRtqZo3b/pcZOIb7k8qBy0KEbUKIXRT0yguZ0uskLX4dkALLUkaskJRMqSRijzbCNdxaSDCvkX4NMv920gaAWkTnbTWzXi1yPkIITDinrF/H4uBCEJELkLopaP6Hnsmnr513iDhXJLLdsPmvMWoXhNIjktx+nAoNMEtjW9k1IqhxEcnkJacQWTFcPyDCs+aTU/NICkmmaDwQKdtrmaUjpDiskBKydev/8jMMX+gWzRs1gvr/XG6DvvT16mDZxj2+KeMXfuB2z5CrwB+DyFTxuM6psEGttOI0M+RCS9jGjk5Lnm7bpDvE+D3sJlub91nXmx97zc9L1qg43BaSNFOzjhnZrtZKiFTxlJoUGgOGbOR1udVbI/i0mE7gjsjCHRTkDOfISSC+iOz90J2IQaO8IXQL/OC8rUSbB3JFGTSEEQpCX5mpGS4NYJ0i8a+LQcZtXIoQx76iFMHoxEC8rspNF3Q8IH6GDaDRyO6k55sFoH18rZwb7d76DG8U25Nw1MHzzD5vV9Z+cs6bFYbQhPc3uo2+nz6NNVrq+/++ShDSHFBmTt+MTPHmK7mi2EEBUUEkhKf6jSY2mY12LN+H/9tOUjNO673cFRP4gysCN82EDELmToRMpebNbe8apm1s3zamhdpnzvdD+Xd2NTekYkerg8QGtJIgKy1uPZKaaYwXqAzTSCF4kLjiRigDZmxxNQb8m5ibqfZjkP2TgpVQZeppkK710D73yW51kjIXI60nUbo5UswjolnW/8Cm9VG1ZsrMfG/z9m6ZAf/rP6XtOR0AkMDue62KhzaeZRpw2cW6JmdZWXRxOVs/GMrX20bSXJ8Ki/f/TZpSem510FpSLYu2UGfum8wcNrLtOh4d4nP62pCGUKKC4bNZuOXT36/aPM9+cZDtOjShOduf9NlO03X+HvpTs8NIa873FTY1nNjE4TXLYjQkZ4vuhCE8EYGvuyQNu+6Q6BZesN2AvdbcwJpJLiNtlAoLhiW60ErayqWu8K61yxd49UAwr5GpozDFCB1YlikTUL6P2XqWdn2l3CRErL/hVIwhMpVL0NQeCDJ5+kG5cdmteUWb9Y0jQZt69GgbV4q/7o5mws1gvIvNz46keEdRwOQlpheaIKINCQjuo7l+jpVqXJT0es0Xq2oYGnFBePk/jMXJQ5ICMF7s9+k9ydPedjes6e0nOwREfAUrr1CZuV1I/kTpO2sR2twOW/GYhexEIVgqW0+MWsRuH+2sSH0iiVZnkJRIoQw5R3cY/+OZm9FJrwJGQtxW44mY07e7yVEJo9CZiw16wQWpZ+0IWV27t9e3l48/EJbp4HQmq5RtmoUDdrVdTrmL5/8jidSXP+s/pd/Vv/rMktWGpLPn//O/WDXEMoQUlwwrFmlUVG9IJquYfEy07v9gvx4Z8br3P2w6ZGpXLOC23IbNqtBrbtrFvqatJ3FSBqBEV0fGX0LRvQdyPR5EPCKvYWTtHqZDKkTkbEPI61HinFW9mHS5yMT+tm9Ox7i3x3ArHTv2975GsF8ze/BYq9PoSgV/LuBf0/7H+5uQwZk/Yn7YqvCFFEE8LmHEut72fYjE15AJr7ukTEkM9dgxHVHRt+CjK6FEdMemfYbUhp0ebsD9VvdZq4yn0Gk6Rr+QX4M/f1NdL3w9aanZrBn/T5KM61p5197SIpzLvh4raG2xhRYs63sXvcf6ckZVLqxPJVurFAq41aoUQ6/QF/SUzJKPJbQBEjo9s7jCE2QkZJB5Zsr0bzjXbmlNwB8/Hxo36c1M0bNLTROSNM1Kt5QnjrNaxV4TVqP2QuFxpP75CmTIG2SqdIc8jlk/GFXxS3somwDIx6Z8AYi8rcin6OU2cik93P+8qCHBlpFhG/+gNJXkFmrCil2mvP6mwgtvMhrUyhKEyEEIngA0u9RMxkhc6EHvQqJDXJA5mZ6Cb9OyNRJuEwc8JSMP8Crnqmq7mzm1MnI5OGYxpd9Put+ZNIgyFyLHjKc4fMHsmzaauaOX8SJ/afxD/Lj3q738PALbYis6Dy4+0LIi0gpiT+TQHC4ksYAlT7vlqs5fV5KyZwvFzF12AwHOfhbm97My1/9j6o3l3wP+avXJjH7i4Ul/jK37dmSx19/0KM1ZWVk8fYDI9i+Yldu2jyYRlBQeCCjVg6lSs1QQHOoL2TEdjE1fAp1v+tmTa2Qj5HnmuH24hr4Elq+IqSeIDOWIxP6ethagBaJCJ+SKzyXO471GDL5Q8hckbdOvSIi8GWE3yNFWpNCcaGRWZuQcd3ctBKm0Kl1L863xwQiclluzTuZsQKZ8CKOwqR2r4tfV/O7bvVQSVqLQkStNregz1+/9TAypi1urwmW2xCBvRC+bT2bM2d8Kele8yVOHThTpH7u+PXMd4SVKWKG6hWGp/dvZQi54Wo2hKYNn8mkIT8XOK7pGn6Bvoxa8R5ZmVY0XaP6rVXw9vEk28OR9NQM3rpvGHs3HkAii/xwJoTgoRfa8OLnRasabc228ufU1cz/egmnDpwhMDSAe7s15cFn0gkNnA62w2ZDS21EYG+w3ICMud/9wMHDIWmwZ2sPfBUR+Jz7hnZk2jRk0lD3DfXqZvkMvw4IzflnUtrOmsKMIgAsNxV6EVcoLjXSiEeevRu3W18hn0HSEHt9v0KMIf8eaMEDHce2nUKm/QyZ9mxKn0YIv04ISxVTwT1rLcT3LDhWYVhusX/vHkYI39zDpr7R5MLX5IDp0RKB/RCB/Tyb087v4xby5cs/lNi5BYCAO+6rw4hFnl3HrmSUIVRKXK2GUNyZeLpU6es0pV0IgdBEricnKCyAR19+gC6DOqBbirb3npWRxfyvlzJvwhLOHDmLf5AvDdrWI+FsEn8v2+mwhaXpWm5QoM1qcG/Xprzxw/NYvEq2iyulRCYOhIxZmDo/+ctTGKaacuZS9wN5t4Ss5R7OKhCRSz3W7JEZi834IHejRsxCeNV2206huFIwEt6CjLk49cbaxRKx7kMmvm0vJmxH+JvB1wF9i2zsSyMRebZB0RZrucn0xNr1voy4brk1zjxFRMxGeBXcnneGzWbjwy5jWTWjmCKR+dC9dMauGU7NBjXcN77CuWoNoS+//JKRI0dy5swZ6tSpwxdffMGddxauzTJp0iR69OjhcMzHx4eMDM9jVq5WQ2jGqHl899YUjCIULxUCmne8m4HTXi61auLJ8SkknksiJCqYlIRUlkxaybnjsYREBdOqW1Oq31rV/SAeIDOW2N3kFxMdAnqj2YuaSiMFMuYhs/eA8EL4tADvu3Mv3lKmm0/G0lmarQC9KiJysarmrriqkEYCMq4LWA/hGAekgwhEREx3KPwrs/eC9YDp7fRu6LDFXaR5pQ0ZXRf3Ao/50cHnPrSwzwEwYp+C7E147q7Rwe8xtJDhRVqrzWZjxfS1TBk6g1MHi7dNVrZqFP2+7MWd7epdE9eQq1JZ+pdffuG1117jq6++omHDhowZM4Y2bdrw33//UaZMmUL7BAcH899//+X+fS3853tCzIlYNF3DMDwvSiglrPh5LW17tuR2ewZESQkKCyQoLDD392eGdiyVcc9Hpk7FdbBlzpNkaQYmSnvNMHu8QuKrINPI+drJtKlguRHCvkPo5RDCDwJfQxaqH2R+bkXQAPUZVlx1CC0Uwn+FtKnmVpYRDSLIVF4P6GEWXs3f3usm8Lqp5PMKHenXEdInF6GXDTKXYGRuhNSvIXtjEWe1QfaeIvYBXddp1e0eWnW7h+ij5/jjm6VsXPA3h3Yc9ai/0ATRR88xuP0IylSJ5JEX2/HIS+3w8i56yMPVxhXlEWrYsCENGjRg3LhxgFm4s3LlyvTr148BAwYUaD9p0iReeeUVEhISij3n1eoRmj5iNpOG/FzkIGZN12j6WEMG//xakfpZs62s+m0DC79fxrljMYSXD6N19xa07Hw33r7eRRqrOBjRd4JMcN1IhIOMp3Q24iHnyU/4d0HGPk7h9b90u5dnHkKYFySZOhWZ8pmjZ0iLRAS/a6pXKxSKYiGNVMhYjLSdMLNDbWfAOG2vVJ/ttr8jvvY+Ralwb8erAVrEtKL3O4/01AyeLNeLjNSieLRMhBDUb12H9+e+VeLQg8sVT+/fV0z0ZFZWFlu3bqVVq1a5xzRNo1WrVqxf73zfNCUlhapVq1K5cmUefvhhdu/e7XKezMxMkpKSHH6uRlp2aeK0DIUrDJvBoZ2ePYHkkJ6STv97hzKi61h2rtzNyQNn2LV2L6OeHc9LjQddJD0LH/dN9MqgX+e+ncfYEL73I1O/wzSACnu/bWA7ZJbksCMCutmre49DBA8zi09GrVJGkEJRAmTaDOTZu5BJAyD1S0ifBlnLwLqHohtBYG6nFcMIQpTad9kvwJcH+7b2qGr9+Uhplt2Y/7UHsZFXOVeMIRQTE4PNZqNs2bIOx8uWLcuZM4Xvl9asWZMffviBOXPmMHXqVAzD4K677uLECedidSNGjCAkJCT3p3LlyqV6HpcLZatG8chL7YrVN/ZkfJHaj391EnvW7wPIjUnKMcIO7zrOqGcLL26YkZbJpoXbWD1rIyf2ny7WWs250nAvxgZYj+Rlk5UYHbxuR3o1gowluL5g6sgMx4uREL4I39YI/04In2YIcXU+sSkUFwOZvgCZ9DaQnnOkNEYtRh/d1CQrRRmL7sM7c/u9txarr0Ty+zhPNJyubq4YQ6g4NG7cmKeffpq6devSrFkzZs2aRVRUFF9//bXTPgMHDiQxMTH35/jx4xdxxReXvqOeoevbj+HtW7Q94rTkdA7/45lXKCk2mT8n/+V0C86wGaybu5kzR/JKUxiGwZShM3iyXC/efuBDhj3+KT1qvsQbLd8rXpBg2kSQcR40TKToMUIaed4mC7k6Jd6NEWHf2DPgstyMYbOnBCsUitLGMAxk8geXeBX2W60WiQib7FL2oqh4+3jxwR+D6DPKueCjUySc3Hcam604nq2rhyvmMTMyMhJd14mOdizUFx0dTbly5Zz0csTLy4t69epx4MABp218fHzw8fFgG+UqQNM0ur/fiSfeeJAti3eQmpTO4V3H+P3zBW77njoY7TKjy2azsfGPv5kzbiHWbDdfMmnWyClXzQx4H9fve+Z9tQSLxaDZQ4k0aJmMxVuyf2cMg9odYuTy0USWzzY9LTIJ9Grgex9CFPx/k1KaQcmlFvdzPgaET0YYZ5HZ/5pr8GmO8Lo5bw16NXvQtLM16GC5+lNZFYqLjZTZEN8bjHOXeCUWCBqI8H8CIUo/JlK36Dz60v3M/Gw+MSc9eejLtzIvHU27qn0ibrliDCFvb2/q16/PsmXLeOSRRwDT0l+2bBkvvuhZWrTNZuOff/7h/vs9EM67hggICaDZk3cBsGb2Ro8MoYAQ5+mqMSdjGdD2A47uPo7m6d613UY4+u8J5k1YQsXrMhkx/SBlK2djtZqp+80eSqD7m6c4dbgLEZYcw0IHrJAUBMHvI/zO+7+VaWBcwMKvvo+geZtVop3t+wv/bm6eSA2E3xMXYHEKxbWNTBkD2esu9TKALEifBf5dLtgMuq7T8c1HTOFFT/tYNO5+9M5rPhP1ijGEAF577TWeeeYZ7rjjDu68807GjBlDampqrlbQ008/TcWKFRkxYgQAw4YNo1GjRtSoUYOEhARGjhzJ0aNH6dWr16U8jcua+q3ruK0PFhIVzJHdx1k3ZzP+QX40eawhNepWB0xjc2C7Dzjx30kAz3SKBNRuYqbCLv1xJX4B8PGvBwkrYwYwWvJ9Sr18JFVr5I/jscf+yBQzPV0LRvg0yTf2BcxI8++JCOrvQbtOZn2yrA04eoXsSrNBb+eWBVAoFKWDNNIgbeqlXkYe1n8gewd4171gUzz8YltO7D/FnHGL0C2aU8HcHGxWg4gK4STHp+TKmJQWh/85yrF/T+Ib6Eud5rUcakJeblxRhlDHjh05d+4cQ4YM4cyZM9StW5dFixblBlAfO3bMwcUXHx9P7969OXPmDGFhYdSvX59169Zxyy23XKpTuOzxC/Cly9uP8f1A56mdKQmpjH95IrpFQ0rJtA9m0qh9fQb99DI7V/3LkV2ex1VpukaDtnUpf535fxhzKo6m7eOJqlB4FofzBxcJaMjk0Q6GkBBeSBFsbqGVFnoNCB2H5uVZhpkQ3hD2rVmdPm0KGPZ4KK86iIC+CN8Wpbc2hUJhkr3zMou90yFrPXjXNavZZ60zBSRFAPi2QGjhRB89x6rfNpCamErFG8rT9LFGDgaEYRjEnUlACEF4udACnhwhBC9+/iz3PdWMhd8t4+jeE3h5Wzi+9xQxJ+Mcai/mMHvsApb8uJKPFr9DzTuuL/FZHv7nKKN6fcV/m/NCUPyCfOn01qN0HvjoZel9uqJ0hC4FV6uOkCuklEwd9hvTPpiJYTPQLBqG1UDoAsPJE4amazS8/3YiKoSx8Pvl2Kyu44KEEEgkVW+uxKiVQwmJNN/bb/pP5uabv6Bxm0S0olXyyBs7crmDh8WI61uEshiFjgiWGxD+XcHrdtCjwHoctADQry/SF1tKw65n5I3QSvcJTKFQ5CEz1yLje7hveNHQzRpj3ncgE/qb+kV2r7DEwra1t/J2ZxsYGkLXsGXb8Avy5bVv+tL08UbMGbeImaPnc/ZYDAAVapTjyTce4v7erQpcg9bN3cyvI+ewe60pJhwYFkBmaibZWYVnz2q6ICA4gCmHvyQguHgq3QAn9p/mhQZvkZGaWWiCzJNvPETvT54q9vhF5aotsXGxuRYNoRwSziXy16/riY9O4Mzhc6z8Za1bA6fxg3ewccHfboUaIyqGU/uumnR79wmq3ZInUXBo51HO/tOBO+8tvraQiPgd4ZXn9ZNZO5BxRY3B0TDVnG1mBljolyCTkEkj7DXJ7OenV0UEvoLwe6DY61UoFKWPNOLsxVwvo4yooKGQPBxzTY7XSMOAhdPC+fytfJItAgSCOs1rsX3lrkLzLdr0aMHr3z2Xawz98skcvhsw1awcUBTBXAH9vujFQ88XX+NoRLexrPx1ndMHZiEEUw9/SZkqUcWeoyhcdYKKiotPaFQID7/QlpDIYJZNW+XWCNItGlkZWR4JNcadjmfVzA30vvU1Puw6how0Uxn1utuqYmg3YfNA9qdwNNDLOxwR3nXA392ToQZYwFLT/reBebGygPUIMuULZOxjkPknDhcw2zFk4qvItJKrxCoUitJDaOHg255cSYtLjVbdLpxqUJhMh6bB/V3jKF81n0q0/VK6fUXhRhDA4okrmDrsN74bMJXn6r/JdwPMuKiiVg0QwJbF24vUJz/pqRn89et6p0YQmGU+lk5ZVew5LhTKEFK4JDUxle8GeHaTF0JQ4fqyWLwtOaWxnCINaRpMEv76dT3DO40mxznZsMOIYm6L6eDTGqGFFVxb0AAIehu0SMf2ItA0fnwfBjSzkKMDVtOFnTbRnn12vjFoF4hM+hBpJBRn0QqF4gIhggfbpSkEjhclT7ezNUrPkMqArL9w5aEyDGj+SILDMU82bSYP/ZUZo+ZxYFvxBWGlBKubh11XJMeluH1Y1jRB7KmiCfJeDJQhpHDJ6pkbycp0JwhoYrXaiKwcSVSl8CLJ9hg2g43zt+YG1+k+VdBChpqvGfk/oq4uXjqI4EKzuKS0mbW7kj8BIybfKzaznpf1DGRtxMxAK+6FwArpc4vZV6FQXAiEFoII/9l8ENKrg/ADrQL4tvVsAK864P8U+LShxAaR4V4d3zAEIeHFc4cX1QN0PpomuLnhDbl/J8Um8/PHv9P39v48c8OLvPvoJ2xZssOpYRYUHohucW1SGIYkonzBB9VLzRWVNaa4+MScjEPXdbeWPoCPnzdzvlxMwtmEIs+jW3SW/7SGm+40v4jCvzPoVdBSvzOzK5CgV0cEPIMUZSB1DFj/s/fWwOdeRNBbCEtlpPWoWcE6e4eZPi8zIXuri9kTwUgs8prPOwOk7YTHz5kKheLiILQACOiBCMjbHpfWQ8gM96UlRPA7CK/aSFsMMvYfMKK5kDFHui6JPnHhi1AXQJgJL+163QvA0T3Heb3FeyTFJueGOpw5eo51czbT9tmWvPp1nwIijH4BvjR9vBGrZmxwXknAMLi3W9MLey7FQBlCCmxWGxlpmfgF+hb4cIeVDfFYfr3hA/VZPXNDsYq5SilJjk9xOCZ87kb43I2UpqcmRzlaANK3JdiO25WlK5jxAIBMm45Meg/T2XkxgyQlQgu5iPMpFIriIizXIb3ugOxtFH6d0MBSE+FV22yvR0LEDGTyKMiYR26RVhECMgOzjE7J844MA5bPCnVcayEp76WJKYMCA6a+TGSFcGxWG28/MILkuBSHeXNifxZ9v5wb6l2XG1QdfzaRJZNWcnjXUaQhsXjrZGfKQtf82CvtcysIXE4oQ+ga5vCuY/z80Wz+mrEeW7aNoLAAHvjffTzR/yGCw4MAaPp4I8a99ANWJ2mXAP7Bfrw7sz9jn/umRF/Y8tXLFnrcLDhqOe+YAEsVh2MyaxMy6V37Xxc7U8QGvipzTKG4UhAhHyBjO4JMxvF6oYPwQ4R87Nhej0KEfoQ0BoPtJAh/0CuZUiAZy5EJfYu9FilNjbRJH1cgMTav9qNm0QgKCyQ5PsVlEHJx8fbz5pbGN1Ll5krEnozj9OFoDu88RvRRFyVJBMwYNZcHn2vN0sl/8dn/vsKwGQghEEJgs9rw9vUiKyNPC843wIcn+z9M18GPlfo5lAYqfd4NV2v6/K41//JW6/exWW0O6qOarlGuWhkeffl+9m09CBJSE9NYN2dzgTGEEGi6xqiVQ6l1V00ejehOSnxq8RYkYMrBL0v0tGDE94HMvyh64dSSIsD3UbTQjy7yvAqFoiRI6wlkynjImIvp1bGA7wOIwBcQlmqejyNtZlap9T+K9RCmlePw4YcY9eI59m89BJjhAvc80YheI7qybu5mvnxpYtHHLYQcxek72tTl4I4jxJ9JQLdoGIZESknlGytw6lA0Njc1It/+5VU+6DS6UEeYbtEof11Zug1+HL9gP+rdeyt+Ab6lsv6ioHSESomr0RCy2Wx0rfocsafjXXpzNd3cJjNsBt6+XghNIzMtL7Wz/PVlee2bvtRtYbqPe9z0Eif2uQkIFBQ659PvPslT7xa/3paUEhldm1yX9QUhn7YQOqbBJcDvCTOW4EKW81AoFBcMKbPASAItqNDizR6NYcQh41+wxyPmBFZ7YBR5NYawb9A0c94zR86SmphGmSqRDmUvvu4/md9GzSvyuireWJ6K15fD29+LtMR0ylYtQ+2mN/FZb9OTU5gXXwjhNlvt1qY3sXvdPpdB2iMWDeaO1nWKvObSwtP7t9oauwZZPm2NRymM+T/g1iwrXr5evPpNH3SLToXry1G7yU25Il571v/HqQNn3I5Zp3ktdq3emxt8XaZKJF3ffiw3SM8TpPUgMu0nyNoCWMDnHvB9nAtrBAFaOQj7ATJXg3EUtAoIv/YIvdyFnVehUFxQhPAG3ZTWkFKCTAWEGWjt6RhaOIT/BNk7kZkrgCzIWA62o7g0iLI3QOoXEPQGgFOveJ+RTxMcEcgPg6Z7viYhOHPoLCf3naZMlUjem9WfG26/jqGPjTQfHp2EMrg0ggSUqRzJP6v3upxbt+is+33TJTWEPEUZQtcYUkomDvb8i5SDYUiyM62cOnCGXh91O+81gw86j/GowOrZozGMXTccm9XAx8+b6rdWKRCg7XL9aTOQSYNxCIa27obUr4twNq7QwHIzWK4D60EzEFILs8f/2CC+R740WB+k7RgEvYHQrg5voUJxrSKlhPTfkKk/gO2gecxyMyKgF/i296iUjhACvOuYIq6A9H/ajENymTovIXUyMqCv27I7nd56lD+nrub43pMexWNKKXMfOmNOxtH/3qF8seFD1s3Z7PZ67dQrJOGh59t4oC8nyczwTHrlUqN0hK4x9m46wLkTscXqa9gMVv22ocDxv//8J7f+jTvOHDnLe4+OpMpNFbm+TrUCRpCUmUgjpdAvoMzaYTeCJI5PWAa5VehLhKkuLUJGoIWOQov8HS1qEVrEdLNQavIH513QMiF9BjKuC9JIcTaoQqG4zJFSIpOGIJPeBtuhvBese5GJryNTPi3WuEIvB4H9PGiZAdlbPFpnpRvKFyspxbAZpKdkMGvMH26NIE3XsHhbEJpwOAbQuntzHn/9QSIquNYDMmyS626tWuR1XgqUIXSNsXXJjtwPdHHISMvg6J7jZnyRncP/HHP4wrhCGpLYU/EsmbTS8XjmSozYLsjoW5Fnb0fG3IdMnYKUeQaPTJvMBf3IamGIsO8RXjc5rs16CFK/ctLJZqpRp/144dalUCguLJkrIf0X+x/5jQT776nfIrP+LtBNGonI1B8xEgdgJA5BZqxwuGZBTtarB0j33pO54xcXmrjiKYbNYM3sTfgFug9cfvy19nQf1olqtStTtmoUDdrVY/j8gbzx/fPous7DL7Rzed23eFu475lmxV7rxURtjV1j5KQ5FgsB8dGJ9Kr9GgC33nMz3Yd1wtffu0hPKFJKlv20mg6vmOnmMnUSMvlDHIwc23Fk8vum4nPoWITQIXMNFyQtXkRA8HsI35YI4eXwksxYatclcoWBTJuOCHyh9NemUCguODLtJ8wAZ2fXFx2Z9hPC+/a8PhmLzCryZJGTSCHTfwa9BoT/kBc7aLmlsAHPQ5hb8q7WKCUzR8/3YCzXpCenc3/vVsz5cpHzQGcpeeiFtkRWCKfLoA6FNnns1QfYvHgbu9bsdbj+a7qGNCT9J76QK8NyuaM8QtcYNzW8wSOV6EKRODws7V6zl/73DsXLz7vIxlVqgplmL61HkMkj7EfzfyntE2UugfQ5hbxeeoiQoWh+bQoaQSnfIhNeAMOFpkYOxlm78KNCobjisP6L64csm72NiczagUx4hTwhRRu52/O2A8iYBzGyzTgj4XUjeN2O8xIdOng3QVgqO3ndJOFsImcOn/XkbJwihJnt2+XtDkRVjkBzUhKj54ddiawQ7nIsb19vPlo0mGc/7EpU5Qj7+II7Wtfhs7+G0qLT3SVa68VEGULXGHe0qUO56mVKtD2Wg2EvnPrdm1No2bUJntpCmq5R+eaKAMi0X3D9MRTItCnmr94NKN1K0joi+D2Eb+sCr0jrIWTKyCKM5ctlU+VaoVAUDeHnQaO8NjL1a5xqgQDIRIi9H5luenBEyCeghVLwGqGDFokI+cCDNZa8gI8EHuzbhtCoEL5Y/yEtOt2NbslbU7nqZXh5Qm9q3V2TXWv+JT0l3eV43r7eVKhRjuAI0/MjpeTfjfvZsngHmemZLvteTqitsWsMTdN4b1Z/3mjxHmnJ6SUu1CelJDEmmYb33056Sgbrft/s8voA5vZc+z5248Ptk5gE634AhP/TyMw/i7HKUPC5w1SDlRmgVwbvRgj/DrmlOQrMmvYzrl3l+dHB76HibzkqFIpLi28bSP0e5993gfAzC7VKaUDmChdtc5DIxDeQwh9hnAX/nmY8YeYyszSQCAX/JxD+PRF6hNslhkYFU/mmChzfe6oIJ5aHpglq3X0TbZ9tCUBY2VAGTH6J58f04PTBaDRd48+pq/jq9cm5enE+/j6073MfPT/ojLdvQZ20maPn89XrPzrECiXHpTB9xCy2r9zFJ0uHFNrvckN5hK5Brq9TjW92juKJ1x/EP8iTJyHX6BaN6KMxDJ31JuM2fUSHl+6nTNXIwhsLaNmlCXe2q2f/2w/XVeUxC6cCeDcE4dpdW+hYXjciQsegRc5Bi1qMFv4dWmAvp0YQUASFWA2ENyLgWQ/aKhSKyxHh3xWED4XfEnWzpphfTnkIs/ahZxiQ0BeZNARSRkLGbPCqDZGr0cpuQgvq75ERBOa20xOvP+S+nSYILRtCmSp512D/YH+eeOMhRix6G28fxxCA4PAgatSrzvcDpzH78wUOormZaZnMHD2fbtWfZ+eqPQ79zhw5y9f9JwMUiBE1DMme9fuYM26RR+d2qVGG0DVKVKUInh3RlUYP3VHisQybJCDYNKhq3nE9z43uweT943j2wy6Elc0rRBpePozeH3XjzR9fzPWeCJ9WuC5WqIOP6T2SqT+AjHOzmkLGyt4MqT8U4Yww6wh5UkteK4MIm4ywVC/a+AqF4rJB6OURYRNB5OiB6eRumGjhiPAfEZqZLm6KL1bGo+tDYWRthPinkUZakbu27dmSR1+63+nrQhMERwQxasVQphz6kol7x/Ldrs+YceZben3UDR+/wlWz18zayNalO50mvcRHJ/J683f55ZM5uccWfrfMpRdcGpI5468MQ0iV2HDD1VhiI4dv35rKryPnuGyjaQKLt4WszGyn9oqma0w//hXh5QrqStisNk4figYhKF+9jMN+NICUGchzbUydngJPWQLQERGzAYmMfYRiB0xrkRDwKkJGgxYOvm1deoRk+ixk4gAXAwrwuhsR/q2Z0aZQKK54pMyA9D+Q2VsBEN6NwbdNgfI5ZqbrCEpScV4ED0X4dy5W339W/8uccQvZtXYvqYlpSEMSWjaENs+0oH3f+wgrG1qk8d68bxg7Vu72KFTi0+XvUad5LYY98SlrZm3EnQWxKOvnAtf9i4UqsaFwyZHdx90aQQgQmkbngR348d1fCm8iBA8936ZQIwhMmfVKN1ZwPoXwhfDJyLjuYJw871UNgocgvGpiJLxBSS46GDGQ/DYSC2CDpOGmkmtgv8KfanwfgJQvwHaGwg00L0TIIGUEKRRXEUL4gv9jCFxXSZdetc1telk8cVoz1X5WkQyh3NIfwpvajQxq1ckCIwz0Wgi/Dm6zzlxx+lC0R0aQbtGYNfYP6jSvhW+gL0LTkC76WbwtBRJzUhNT2bvpAFLCjXdcd1mk2CtD6Bpl0ffLcqsQO0PTND5aPJi6LWqj6YLJ783AZrXlFWM1DB7o04q+o54p2WK0CNCCwThFAWMnaQSGfgNkLCr4WrGw5v2bOg6EFwQ+V6CVED4QNhkZ/yzYjmB+VexpssIfEToOYalRCutRKBRXEjLtN0h6m5JFlkgwPDOipMyC1EnItKlg5K/nmFMEGmTqeGTAc4jAlx0e7Gw2G6mJafgG+BaIDcpPSFQw0UfOuvXu2KxGbqxQ0w6NWPrjX07b6haNex5vlLuezPRMvuk/hYU/LCc7w6wLafG2cN/TzXjus2fwCyx5vGpxUYbQNcqpQ9EujSAws7tubHA9I7qNZfn0NSBND5BhMwgI9ef1756jaYdGJV6LTBlrD04+/1toAzIh8SVMvY7SR6ZMAP+nCy2uKCyVIXIhZP6FzFoF0orwutWsO1SEYowKheLqQFoPOynzUwxEWffzyUxk3LNmnGOB6+N51+/U8ea2f8DTJMYk8fNHv7Pw+2WkJqahWzSadGhIl0GPcd1tjmUvZMZi7uvwL/9ttuBJ3FOOYXPn/fW4vk5Vjuw+XuBeIjSB0DSe7P8wYIZIDG7/ETv/2u1Q3sOaZWXxxBUc3X2cT1e8h5e3c2PtQqKCpa9RAsMC0J2IaeXgF+jLh13GsvLntbnfwZyQsvTkDD5+6guO7jle7DVIaWCk/QZpU3Ae+2OYgoaaZ5kVRScDMp0/1QihI3xbogW/hxYyHOHfURlBCsU1ikybjntjwcObufCgXeokJ0ZQ4cjUr4iPjqVfo0HMGvsHqYlmQLbNarBm1kZebDTQIftLpk5GJvSj1WP/UbFaJkK4nke3aNze6lbzd11nxKLB3HD7dfbXdHQvM1TAP8iPYXPe4vo61QBYM3sT21fsKrTGmWEz2LN+Hyumr/XoHC8EyhC6RmnR8W6XHiHdonH7fbexcf5Wpx9ea7aV6R/NdjqGlFZk2iyMmMcwoutjnG2KkfwJ0nYaKQ1k4puQNAj3AdAWsNSk2Fka7pBJF2ZchUJxdZG1FU/0gzwie4fzEWQWhvU0MnWy5+MBGDHM++Izoo+dKxDzY7MaWLOsfNhlDDabDWmLtpc2Ar8AGyNnHuTGejmZbIXPabMZdHj5gdy/w8qG8vn6D/nsr2E89mp7Huzbmjd+eJ5pRydgy7Yxc/R8Fk1cwbwJi1yK+ApNsODb4mjElQ5qa+wapX7rOtxyV032btxf4Auj6Rrevt74Bfqi6ZrTIDqb1WDlL+t44/vnsXg5fpSkzELGPw9ZqzDtbQNkMqRONMUK/Z+BjLkerlaCV32QmZC9jVIvtaEXP8hQoVBcQxgxHjTytNROOlJmOWSkSSMOmTIe0meAdK3q7Ixdq7djWP0LfS2n6PWmBdto1MKxeGtEOSufzz/AvB/DmfBOJQybRErz4VO3aNhsBi992ZtbGtd06CeE4NamN3NrU7NW2sYFf9PjppeJP5OApgm3le5z1hV91INSRhcI5RG6Bjj+30k2LdzGng37MAwDm9XG2WMxvPLV/6jfug5gGj85KY6RFcMZuexd4k7Hu80ksGXbHAS4ckn9BrJW2//IP4YNZBrkStR7gg3h2woRPhF87vWwjwARBJY6OP+YC9DKg3djD8dUKBTXKlJmeBzg7PmgeUaTtMUiYx+HtGnFNoKkFBz9z/WWm27ROLLrONJ6mMKuwQ8+E8ek9f/Ssd9Zrq+dRrVaFbm/Vyu+2TGKB/u25sS+U/z22Tymj5jNpoXbsNnyPGQ7/trNkIc/JiE6EcAjIwjMZYSVC/X0NEsd5RG6itn/9yG+6Pc9/67fl3ssIMQfKSVpSeYXrUKNcjwz9Em8fL2xZlq5of513NGmDif3n2b7it1u5/AP8sPvPHVqKbORqVNw7tI18Nyro4N3Q4TXzUgjCTJXedYHgQgdBVoZZGxnzGDr/C5tM+NChHyIEOp5QKFQuCHrbzxL2vAFMtw3E2G5Nc5k9n/IpKFgO0XxPd46aVmNiTub7LKVYUh8/LxBC8DZw2iZitn0GHCGHgPOIsrORghv0pLTeffRT1g3ZzNCE2iawGY1KFMlksG/vMbNDW/gh7eng5QUR56w9TPNi9yntFB3gKuUgzuO8GrTd/hv0wGH46mJablGEMCpg2f48d1fSYhOpOvgx7izXT00TWPmZ/M9msfLx1Kwmr3tNMj4Ep+DOUFtROgY8/f0uXh0IdKiwKcl4AOWmxERv4D3XTh86b3qIsInI3yunArJCoXiUuJh5qp3Q8/aBfQG23GM2I7I2AchewslMYLQogio8AFlq0a5bCkNyY6Vu5n3YzlSk/PmkxISYnViTlswnTw6+NyLEN5IKRny8MdsmL81d4ycGNOYk7G82WooO/7azZ51/3nuBcpZuUWj0g3ladO9eZH6lSbKI3SV8vUbk8nOsroXybJ/Zn/7bB433HE9EeVCKVMlkpW/rvNIYCsxJpnVMzfSsnOTfEc9ta/dVGfVq4NfRxC+5lJtBzC9PW724I2zkLkcmbkEvG5HhH2NFv490nYWjGiktCJkJghfpLQpUUSFQuGe3IQNNzf6gN5mpqt1j/M2Xk3A9wFk3GNglPChUfiD35OIgP8h9Ei6vfM4o3pNcNEeNvyxlXXzDL4PuJX3Jh4mIUbj5y/KcHiP6aEKi8rmoZ5xPDm4N97A9hW72LGy8B0CwybJzsxm9tg/3C9ViALeotua12LA5H6XVEdIldhww5VYYuPciVi6VOlbojEK+8AW2k4TNGhblw/mD8o9JqWBjGllVnt3cdFIitPZ+GcwaSkala7PpF7TFDQHG8oeZK1FIcJ/RKbPgtSJFE2/QwevBmgRk5HWY8ikYfbYJfu6tPKIwJcQ/q6VZBUKhcKI72Pfni/sGqSDXgMR9ArSSIXs7ZA+G0jNayLKIoKeA78nkSmj7TUQi6FHJMIg7DeEJQhEUIGHuZ8+nMWkd35GaAKJRNoKvw6bW1wSmxWEJpGGyPca3H7vbQyfP5DPn/+OJT+uLOj9z4e3r5fLUkzmoNDzg86ERoUgJdRuchNVbqpYpFMvCqrExjVMzEl3hUnd46l9LA1JYozjnrQQGgT0Ria9W2gfm03n+xE3MedbL6zZEiEkN9yWTr0m+5ES8oRR7R4pIw4Z9wyEfAap3xXxTGyQvQEjfZmZqi+TcPimGqeRSQORmSvBUgOhR4Fvu9wCiwqFQpGDCB6KjO1YSG1EzfyxHUQm5CjVC/BuDkFvgFYOoQU4xCPKtJkUW5RRxkNcK6RPO0TIELPcRz66DOpAq6fuYfHEFayft4X9Ww8VPowhyXH85zeCzL9h6587WfTDClISUtzuEGRlZNPowfpsWrDNaVsfX28efqEd/kGXzvtTGCpG6AomIy2Thd8v452HP+bN+4bxTf/JnNh/mtCoi+e5ytnfLYBfJ/B/OqeV/V/zizZhSA1mTbBgzTYNEikFHfqcw3AwgvJjM13N8U8Vd5WQMtpuBDm58GQuhtSvkElDkWfvRqZMKFbAn0KhuHoRejlExCwI6JmvUr0vaOUwt+zzb9tLUz4k4XmEoGBSRonjKCVkLkbGdjITSc6jTOVInhryBF7exfd3CARzvlyIl4+X2+thWNkQ/vfJU7myK4Xx3Ojul50RBMojdMVyYt8p+t87lJiTcbnbWDtW7mbGqHlUv60KgaEBpCSmlk55LhfYrAbtni2Y0i6EQAQPRvo+aKqx2g6CCCY6+h7mTZpfYF2NWydiuWCfRgG2/bh/M3KMJCsyZbRZbyyg54ValEKhuAIRegQiqD8y8A0gG5m5HhJ6O2ltA9sxSJsOgf9zfEmLNB/wSkTO+FMh8PlCW2SmF788kZSS43tPcnLfGZftNF2jfZ/WVK5ZkbHrPmD8yz/w95//5L5e/rqy9BjemRadLs/kFGUIXYFkZ2XzVuv3iTuTAORtY+W4Iw/vPFaq82kWDaMwFWoBrbrdw23NbnHaV3jXQXjXyf37r29mo2kFRRr1C/pJ9FTgzBGZMg78u5gVqRUKheL/7J13eBRVF4ffO7PZTW8QehORJr0KUqRIs4EoYAFBxAoWsICiIqioKH6KXUBBUMGGioBKV1DpHRSk15Bed7M7c78/Jgks2ZqE6rzPA2RnbtuwO3Pm3HN+5zSMmltWZO53GF5vb9tcEpk7F3GmIRTWD7Lfp+QCsToy50uEF0OodvOa7N920G9tSe8INN33Fl65amXp+5ihOF29XhVe/eU5Thw4ybG9J4iMjeDyJjXcisFeaJhbYxchq75bQ+LBpICyuryhWJSA9QzfWDaOHkM7G9oT+USXiWLw+AE8Pv1Bjx9wKfOQWiJSz3E7nnYyA0Up2v7f7aFoxdwu94uIKl4/mQWOP0p3LSYmJpcW+nH8xvp48PyIiLsMQdfSuA3riV5PXX9/t2IbQYpqFNn2+CBcgICWPZoQEeNeg7F89QSadGpAraaXXdBGEJgeoYuStT9vMiTPA/xwC0XQtHNDeg7tTPNujdm4ZCs7/9zNmoUbOLjziN/+1epVYdTHD/Dgm4M5sOMwqkWlRoOqHisFS+0kMvtdyPkWQ1RMQdo6IyKHI0LqU756ApoHA+77aQk89U7perIMBCL2TWT2DMhbTdDBiWYdMhMTE18o5fHtEcLYBjsNKXWj2LSeQqmUDBIxXk/Vbn45g8cP4NPnvnQrmSQUgdQl4THh2LNy0c/ILBOKQLWoOB2+PeqqqmD3VF3gIsL0CF2EaE6NYOJ4C+q4XNP/aqLiIulwSxvue30QdVrWCqh/aLgNgLDIMOq2uoIrmtX0YgQdRybfDDlzOKWsqoNjGTK5H9LxF51ua4OqFn06WPZdLIu/MjK19NIsJRY5BmHrgIh6BMMFFuRHXq1WiosxMTG51BBhvfH9gKUgwm5xOyIzXkJmTQGKV0qjCGpNpHR6PX3H2L688N2T1LvqisJjNRtW48kZw/lo8+tUr2/UW1QtKpb8CvKRsRG8NP9pwqJ8hwZICRVrlC98nZWWzd9r97Bv20H0Ur2Ynz1Mj9BFSO0Wl7P089+D6uN0FP2SBLK1Zg2zYg21+m0HIDNezi9KeOZFQQN0ZNqDRIsIhozR+Hh8JYzgZcMosoXpZKWrOB2CEFspRXiHD0WJHAyACGkEcdONivf6cQo1iryigFoDQpqUzlpMTEwuTWwdDeX6vD8pek1RQa0I4bcXHpGuA5D7WRAThIKlNri2eRg/H9d6ZGJHZNmfUVTPoQBtb2pJ25ta4nK60HWJ1XbqYfbDTa+zcek21izYgCvPRZ2WtejYrw3WUCu9hnbhuykLvd4vpC7pPuQa0pMy+PipWSyZ/RuuPMOLVL56Arc/05eeQztf0NtjpqCiHy5EQcWstGwGVLmXvNy8wDxDAhKqlKFc9QSSDiUTkxDNtQM7sn7xZv78cb3f7ovyviwsyAqQnZ7N4lm/8fe6PaiqSsseTWhz/eWoaR0I1M378xfxzJhUnuTjVqyhOpO+2UPtRnYUtRQ/jiICEf18/hObgZQa5K0C1z6kngLZ0zCCqU9ftwKoRgkOa/PSW4+JickliZS5yIwJ+QKKpz0IWtshYiYi1FMeEz3zLcj+gMC26YVR5iLmdWTGc2D/wXdzSwOUst8W5y14JTUxneGtRpN8NMVjOMag5/vR++GejLjqaY7tO+ExnmjQuH4MfO7WUl1XIAR6/zYNIT9ciIYQwF8/rWfczZOQUgYfCCcMfYjQCBu5OXaftosaorIg93OUfMnntYs2Mv7WN7DnOFAUBSGMFPry1WOYOPtPKtcMPFVT02D3ljAio3Uq13R40RAqOSL2PURoV4/npHMHMnOSYRwVYG2LiBppeJFMTExMAkRqyZD3F6BBSCOEpXqRNnr6M5D7DQHHBlnbo8RPQ3eshtTB/tuXXYFi8aDtVgKSj6XywahP+e3rPwvvN2WrlOHOsX3pNawr05/5grmTvve5y/Dwe8O47t6uhfeSc4FpCJUSF6ohBLBv6wG+eXM+v337F44cR9AGkaKIgArkhUWF0mNIZ666oQXP9HoJzaUXEddSVIX4cnam/baL0PAL6SMlDNn7svN9umaNOmRJoJRxe3ozMTExKU30jFcgZ3qArRUIvx0l+jn0tFFg/9F/l8inUCKHlmiN3ti8YjvfvDmf3Rv2YrWF0PzaxtzwYHcea/8s2ek5fvt3GnA1T302AlU9N/UdTUOolLiQDaEz+WvBBiYNeZf0k8FlOhVkD/hCtSioFtXYX/ZStwYkI984TPfbSl7io7QRZRciLJef72WYmJj8x9FTh4Pjl4DbizI/IELqoqc9Bnb/hU2JfBzlTM2iUmDR9KVMHvYBiioKH7pVi4KuycBV+AXc//pd9H3s+lJfnycCvX+bWWOXEAlVyhTLCCpbuQxgZAx40xbSXDp5dqcPI8gYa/WiC9RY9CBBb2JiYnIukXo6OJYF3kGtgwipa/xs6xRYn9DOwS/MBynHU/lr4QYmD/ugSCiGp90Bn0j45n/zL7hsMjNr7BLip49+RQiCSq0H6PvYdZStFM/sl75h39bia/lIHRx5NYCCMRSMzLCzpZQYKALUs1fh2MTExCQgXHsA72nuRdBPIKULISyI0OuR6c/iM+VerYpiCUwWJc/hJPlICrZwK/EVihaZXv39WmZN+JrdGzwXbC0uJw8lk3w0lYQqZUp13JJgGkKXEPu3HwraCJK6xJWnMfHOt0ukVA1GnFDNZlcjEiZA7jykdhiUWOMLnPU/cCwp0fjFQwVbB4Ra7jzMbWJiYnIaoqj+mk9kGuipoCYghIKM+xhSB+E50NoG8TP9DpmdkcNnL3zFgqmLyc009N6uaF6TO5+9hbY3tgTgh/d+ZsrwqQgPVQBKgwstk940hC4hwqPDAor3KUC1KNRoUI3pz3xeYiMIQNd1rr/vWiPYOPI+91222DeRJ1oC51KBVAURjogafQ7nNDExMSmK1NORIh5EPMgg4iiFrfBHxdYKvewCyBgHeWsxvO1WY9ss+gUUNd7nUNkZOYzs8Bz7tx9yu+bv2biP53u/xsPv3kPb3q1495Hp+Wsu3RBiIQQVa5ajTCXf6zzXmIbQJUSHvm0C0gUCQBhiV5c1qMb+bYFvhxVItBdUvD/92P2v30WV2pU8TydCkcIC8lwZQgJsnRBRTyIsNc7RnCYmJibuSMdqZNa74FybfyQwgVpQIKQZQnGPu1QsNSF+JlI7DrlfI127jQc+52ak0gEhvGdkzX3t+yJGEJwyeN59ZDqJh5KCj68IECklt4y68YITVzQNoUuEPZv2sXvDXsIiQ7FnOzwGsAkhiK8UR9nK8Vw7sCPXDurIsEYjA69ZJgS3jLyectUS+Patnzi65zgAV7atQ/8nb6L1dX7EBy2Xg9OHOqpX/NTxcV8l2Hohosci1AtnD9rExOS/gdSzwP4j0v4LaIdBO4B7FkqgWms6IvIBz3PkfI7MGH/aEYHM/QYsdSBuOkJNKDqarjP/w199ev91XbLul835e1elZwwV1Ma8/v5uXH/ftaU2bmlhGkIXOc48J6/f/R5LP/8d1aKiaZrHz29UfCTj5z1Jg3b13I77rCp8Bl3ubM/dL92OalG58cHu2LPtqBY14BIcIvx2ZHow21QKWOqC9SpwLAaZB5ZGIO3gXOmlSzWIeRWhBPrUZWJiYlI6SNdeZMqg/GrwpxsTnowKBdTLjZI/MtN4XdhHQUSPR9jaF53DsRyZMc7zAlx7kKn3Qplvi3hdstNzyEjO9Ll+RRE4sh2l5rEJiwylbOV4Lm9ag+vv60ajDvUvOG8QmIbQRc8Ho2aw7AtDFVlzefaaCCGIjo+k+pVVi5xr2L4eK7/+w6tXSAi4rGF1nvjkIWo1vcxtzLDIML/rk1IH7RDgRNq6g+1ncCwnsKcNHRExDBF2HWAYUNK+DJl2n48uBxDOjWBrHcD4JiYmJqWDlE5kylDQkwuO+Omhg34MEv5AODcgHT+Dnouw1IKwm716tGXWB3ivlaiBa7uhbm27yu2MLczqN4ZUSrBnO7zeS4LFkZtHZFwET3463GOh7gsFU0foIiY1MZ2fPlzsV8dBSsmxfYnMeXVekXO9R/T0szUmePrzRyhfI4GDu46QnhSYHo+UEpnzJTKpCzLpWmRSLzjZHtTLIHIEKGWLzHOK/I9lSFskwlB9Lhg35wuMrTJvqMiczwNao4mJiUmp4VgC+hGCkguRWQiZgrC1QYkehxL7KiJymHcjSM8A5wZ8hxdYkI6lRY5aQ620vq4Ziur9tq9rOklHk72eDxZd09n5525+++avUhvzbGAaQhcx637eFLDlrms6Cz5eXETIqn6bOtz72kDA2MctoKAezG1P9+HTZ7+kb8LdDK3/KLeUH8rT173sV1tCZk0yigRqR08/CDmfguM3KLsYkbAckfAbxH8LoTeCiAJsIPKDA52rIf1R5MkO6GmPG3vvrl34vtBo4Po7oN+JiYmJSWkhHb9TrFuq8O9ZPzVJgPFFXpJSbn+6L0L4Tl+XZ0Hr8OMnPwv4Ifp8YBpCFzGOnMALnAJkpmaTk1FUjOvWx29k8orxNO/WGIvV8LYUGEyfv/Qtq+atPeVOlbD+l8080m4s21bt8jiPdO6E7KkUdnBDB+cmRO7XCLUSQi2PYm2AEjvJMIrUKvn75Wf0sc9Hpg4FEe7/jQbSxsTExKSUkFLLL7YajBWhQEhLhBIbRJc4UPwlgbhOqVGfQb3WV/D8N08QFmUYX5YQFcVy9s2ApCMpPNz2Gb8xSucL0xC6iLmsYbWg2qsWBVu45yDi6vWrcGDHYY8lNM7cetM1HS3PxRtD3/O4LSdz5+J7+wrP21e5X4O2F88eHx2cG8FyBb4/tgIR1svn3CYmJialicx6Nz87LKheiMgHg+ohhIoIvwPv10ABhEHoDV7HaHNDC+Yc/ZhR0x7kpuE9ad/3Kq9t/a4nCAvi+L5EPhv/VbHnOpuYwdIXMfXb1Kb6lVU5tOuIX0FE1aLQ7ubWhQFraSfT+fmT5ezbegBrqJWcrFwSDyYFLKCl65LD/xxj+6pdRTLRcO3D9/aVBK2odpHM/drPrAroaSAiQGZT9OlLAREDYX39rt/ExMSkNJAyF3I+CbB1QdkhKyLmJYTt6uAnjLgHHKvBuR53j7tqvA4fADIdiPQ6RGi4jR5DjNplq39Yy4o5q4NehlAEVetU4uCuIwHlvuiazqLpSxn22kCstgsrcNo0hC5ihBCM/mwEIzs+hyM3z2sqvFAEiqpw25ibAfj1sxVMvud9tHxhRCEIWEvoTA7/c6yoIaTE4D2roWBREUWPaYn4/kbpIFMQ8TOMFFE9iVMfYRco5RBxUxFK0bo5JiYmJmeFvM35D2Z+EAkQem1+VthNCCUqoOGlax8yewbYFwEOQ1IkbIChJp0zG/SjGJ6g/IfPnE+QOZ8ibV0NY8vP1tsVzWq6CeQGitQlCVXK8Py3T/B0j5c4ceCk3z72bAdpJ9IoV62oztH5JKitsffee4+uXbvSr18/lixxrxuVlJREzZo1S3VxJv6p1eQy3lv3Gtfe2QGL9TS7VlCYHRBTNpqXFzzD5Y1rsHnFdiYNfheXU0Pq0tjmKqYRBEZZjzMRoT3xvVeuQtiNRQ8Lf3a5AKUiIqSBEWgdMxnC+kF4P0TsFETCEkRI7WCWb2JiYlJCAiyiGvkQSsw4RMSdgRtBjlXIpBsgd45RlkNmGyECGU8YSSFlF4B6Be5ZtwASHEuRKYOQftT8E6qUoW3vlsWKFZJSUq1OZd5b/ypV63iuKnAmoZGhQc9ztgnYI/T2228zZswYhgwZQnp6Or169WLcuHGMGTMGAE3TOHAg2D1Sk9KgyhUVeXz6Qzz64X3kZtlJPprKXz9tIC83jxoNq9HmhuZYQoz/6i8nfmdoSXiIBQoWW7iNFt2beDjRxVA4de2h6BaZAsKGCL/L7aiUdmPbyycSwnoDIIQVwq5HhF1fvMWbmJiYlAaWOvj1gAPC2iioYaWehUwbjmFonX69zp/H/gNoJ0Db7WUEzciyzZ0P4b7DBR55/172bzvE0X+PBxweIRRBow5XAhAdH8XTXzzKA82e9NpeURUadahPdHxgRuC5JGBD6MMPP+Tjjz/m9ttvB+CBBx6gd+/e5ObmMn78eD+9Tc4mR/YcI/FgErEJ0dRoUI2ouEhqeBBPzHM4Wf/r5lIrI9P/yZsIj/LgERIhEPep8SV2rsfYuxYY21cJiNh3EJYzAr0dfxCQ9Ly48L5EJiYm/12EWg5p6waOX/EcG6mCpS4ipEFwA9u/B5mDz3ABpz99HoHM/RrhxxCKKxfDu2sm8uMHv7Lg48UkH00hLCqM9JPeU96lLtm9YS97txygZqPq1GpyGVdd35w1Czd6jFnVNZ392w9xa4Wh1Gpak5se6kHr65pdEErTQga4MRgeHs6OHTuoUaNG4bFt27bRtWtXhgwZwqOPPkqlSpWMEg+XEBkZGcTExJCenk50dLT/DueQv9f9y/uPfcL2Vad0c6rVq8y9rw30WPcrOyOH3rF3FTkeKJYQ1fiAC8Gto27g7pdvL9Qb8oZ0bgHHSqR0IkIaga0jwsMWmJ42Guzf+l2DiH0rf+vNxMTE5MJAasnIlAH5KvqnGwGqoYsWOQIcv4BzCxACtmsQEUMQIfW9jqmnPQn2HwlKoNETahWUhKICi4Ew+8Vv+PS5LwtrhXmj+5BOPD7tQXKz7bxy59us/n4tqkVBCIHLaaz/dFXrgkLdNz7YneFThp41YyjQ+3fAhlC1atWYPXs27du71z7ZsWMHnTt3pnv37syaNcs0hM4BUkrmf/grU4ZPLeLGFEIgkTw7ZyQdbmlTpN/t1R8g6XDgyqGKKrim/9Vc0ewyUo+nE1s+lk63XU3ZSvGl8l4AZO58ZPrIgNqKMvN8XjxMTExMzgdST4ecz5A5X4J+Mj+D9WbQ08H+De7bZ0aGl4h90+uDnZ4+BnK/IzhtojNRIKQFSplZQfVy5DrY+tsuHDkOHLl5/Pb1H4aenA9z4dbHb+De1waRZ8/jl5kr2LRkG6pF8Nu3a3A5XV633J6aOYKud3YIan2BEuj9O+DoqHbt2vHtt0Wf2OvXr8+SJUtYuHBh8VYaJO+++y41atQgNDSU1q1bs2bNGp/tv/rqK+rWrUtoaCgNGzZkwYIF52SdZwspJe89+glvP/ixxw+WlBIkvP3QVFxOl9s5IQS9h/dEKN6tbzVEpcMtbbCGGumNlpAQwiLDaHfzVQx7bSC3jrqhdI0gqSOzJgfW2FIHLPX8tzMxMTE5xwglBhE5HKXc74jyu1DKr0FYm+QbQeBu0GiARKaNQmonPA8Y0paSGUHGnCL81sBb6zpfTPyOfhXvZUyPFxl38yQm3vEW+7Yd8ptV9vXk+Xw+8Vv6V7qXt+7/iBVfrWbpF6twOpxejSChCL55c35Q7+hsELAhNHr0aBo18hzsdeWVV7J06VKeffbZUluYJ+bMmcPIkSN5/vnn2bBhA40bN6Z79+4kJiZ6bL969Wpuu+02hg4dysaNG+nduze9e/dm27ZtZ3WdZ5OfP13OvCn+jc70kxmsWbixyPE+j/SiUcf6RYyhggyzsMhQfv/uL/LsRiZEnj2PRdOX8EDzJzmw41ApvIMzcO0C7XBgbcNuuyD2k01MTEx8UXCdktkz8H6blYAGuV5EBrV9JV0FhDSBIEIJPn5yFtOf+ZycjBy340f2HPPbV+qST575gqy0AKQETuuzZ+M+xvd7g62/7Qy4X2kTsCH01VdfMXDgQK/no6OjWbVqVaksyhuTJ09m2LBhDBkyhPr16/PBBx8QHh7O9OnTPbZ/66236NGjB0888QT16tVjwoQJNGvWjHfeeeesrvNsIaXkq9e/D6itUASJB5KKHLfaQnh5wTPcM/EOEqqWKWzbontj6ra+gpzM3CKBbppLJzs9hwn9A/TcBIMehOS64+fCH6VzC3raU+gne6In9UZmvYPU/OtYmJiYmJwznFvw7dWRyJzvih51HYbsd0s2t603Im66kWHrhZzMXL79308MaziS3nF38fXkH70t86yy6ru/GNnxOaaNmR20nlFpELAhNGPGDFq1auXRm/Lhhx/SoEEDLJazp8+Yl5fH+vXr6dq1a+ExRVHo2rUrf/zxh8c+f/zxh1t7gO7du3ttf6GTmZrFwZ1HAmordcnfa/eQeiKN3Gw7v8xYzidjv+Cr138g5Vgq/Z64idn73+eHzM9YkPs5I965h11rdnsVZZS65MD2wzzVbQK52fYSvxeppyOdO5GEUFQDwwt5fyD1HGTWe8jkW8A+D7R/wbUDmTUFefJaZF5RL5iJiYnJ+cF3qSEA9ENI+y9uh2TutxS/ApaAiPtR4l5FKN7VpVMT0xneegwfjJrB/h2HyE7P8dr2bFNQ2unLV+fx2zd/nvP5A/5Nb9u2jQYNGtCiRQsmTpyIruscPHiQrl278uSTT/L666+f1TihpKQkNE2jfPnybsfLly/P8ePHPfY5fvx4UO0BHA4HGRkZbn8uGII0lBfPXkn/yvdyc/xgJg15lzmTvmfq6FkMvPwh3rjnfVxOF2ERoVhCLOzbejCg8Tcu2cr4W94ottUutePoaaOQiW2QyTdB6gAg8CKpMns2Mut/Ba9OPwPkIFOGGlXqTUxMTM43tnb4f9ATyOxP3Q9pxQ1DUCCkcUA1zN4c9gFH9hwrjCu9EFAU4d0rdTbnDbRhdHQ0M2fOZM6cObz11ls0a9aMhg0bIoRgy5Yt3HvvvWdzneeMiRMnEhMTU/inatWiejwlIe1kOp8+9yW3V7uf68JvZ1Ct4Xz56jyyM/xb41HxkVSpXTFgBwrS8OQUpC9qTg1dNz70P3+ylGd6vUx6kmHo2cK8u0/dhpSSdT9vYruXyvM++2rHkcl9wb4AOD2QO/A9ZbI/8tMgyxAaMzExMTnPiIih+LcyJDg3uD9cKjHFmQ3CbkfEz0AI3+rNx/cn8sf8dV53AM4Xui7Z+efuIok+Z5ugfW9XXXUVDRs2ZMuWLei6ztixY6levfrZWJsbZcuWRVVVTpxwj7A/ceIEFSpU8NinQoUKQbUHGDNmDOnp6YV/Dh0qvQDh4/sTub/pE3wx8TtOHk4mz+7k2N4TTH/mc0Zc9XShUeINIQS3jLyhVKx3KWHj0m30qziMN+/7gFrNLvNYLsMTqkVl6ee/Bz9n5hugp1AyXYx0//PYF5dgfBMTE5PSQVibg+XKQFq6vwq9nuCvkxL0dITwfx3f9dfuoO8jqkUhIsB7xJkIRVCjQTWiy16YgrhBGUJffPEF9evXR9d1du7cyQMPPEC3bt147LHHsNtLHjfiC6vVSvPmzd1qnOm6zpIlS2jTpo3HPm3atClSE+3XX3/12h7AZrMRHR3t9qe0eOXOt0lNTC8SjCx1yZHdx3hnxDS/Y/Qa1pVew7oApzK9SoKu6SyatpSXb/ufYWQFgNR1MlKCCHLGkIvH/hMlFgcLBM1zFqGJiYnJuUaE+VZ1BgWsLdwzYkMag7UjQfsqHD+ipzyIzP3BZ4hAsPcORVWwhFjIzsgNbj35fa22EJ7+/BGGTLjN546Gogjqtq5VWBLqXBHwb6Nv374MGzaMcePGsWTJEurUqcNrr73GsmXLWLBgAY0bNz7rQcgjR47k448/ZsaMGYWGWHZ2NkOGDAFg0KBBhbXPAB555BEWLVrEG2+8wa5duxg3bhzr1q1j+PDhZ3Wdnti75QDbV//t1RWpazorv/6TlOOpPscRQvDoB/fx0k9P07JnU8pVK0uZEur66Lpk/a9buKL55dzwQDf/HRRBhRrlgpzkOO7bYWcR1bvHz8TExOScEtY7vzSQt9utjgi/2+2IEAIR+xaE9sCwHIKQDclbjEx/HJnYFpn1vsd4zobt6wVVZPWyBlVJqFrWb7uwyFBCI2xux6rVq8wbK8ZzWYNqdLmjHREx4V617HRdcstIDwW5zzIBm13Hjx9n48aNXHHFFW7H27Zty6ZNmxg9ejQdO3YkLy+AelHFpH///pw8eZLnnnuO48eP06RJExYtWlQYEH3w4EG3kg9t27bl888/Z+zYsTz99NNcccUVzJs3jwYNgqz5Ugr8vXaP3za6prNn435a9Yzz2U4IQaueTWnVsykAuzfs5cEWT5VofYqq8OvM5Tw7ZySaU2PBtCVeXae6S6fH3Z2Dm0B4z14IDgt+Daqwm0ppLhMTE5OSIZRIiPsImToUpB13dWkNEfkoIrRTvsFiBywIEYJQwhGx/0O6RiJzf4Tst4Kc2Y7MehOkCxE1wu1MXPlYut7RgcWzVnqsCyYENO7UgGsHdqT6lVWp3bwmN0Z7l88pnDHHwfdpM9iweCs5mblUq1uZ2i0uL/R2hUWG8dL8pxnT40XsOY4iQottb2zB1X1aBfk+S07AJTZ0XfdbV2rlypV06HB2pLLPF6VVYuOXGcuZNMS/LsQrP4+l+bWNgxpbSskDzZ5g37ZDHj/UgVK/TW3eWvUSmalZDG89hmP7TnisUt//yZu455U7gx5fT+4Hzk3FXh9KdbBdDblf4NVKE7GIcqs91jMzMTExOV9ILRFy5xgxjNIBlrpgqQTSAq5t4NwMMhMQYG2PiLwfYW0BgK47ILEZRiX6YhB+FyLyMYRyKkM3N9vOM9e9zNaVOwtrfxX826hjfV6cP4awiFNB1zfGDCI30/fWmFAEv7jm+l3O9tW7GNPzJXIzT4XUFNQia9WrKeO+fYIQa0gx3qg7pV5iw58RBFxyRlBp0rRLQ5+lLQBCI2zUb1M76LGFEDz28QOEWC3FjhtSVIW4CrEc23sCKSWv/DKW+PKxHueKKVecjAYg9Jbi9SsgvDciahRYalPUVSwAGyLuQ9MIMjExueAQajlE5AijXmLYTUYR1uypkPMB5P2ebwQBSMhbiUy5A5n7I1I7Aim3UWwjCCBnJjL1LqQ8ZciERYQyafHzPP/N47Tq2ZTLm9QoNEJeW/ycmxEEUKvpZX6nKVfN//aZlJK3H5xKXq777lGBd2jtok3MGv91IO+q1AjYI/RfpTSLrk688y2Wz1ntxRUp6PfEjcXytBSwd8sBPnn2C/78cX2x+qshKlp+qn1MQjQZyZlea8SMmf0InW9rF9T40r4MmXZfsdYGQPw3KNaGRhBgzkxkzhegnwBCIfR6ROQ9CEvN4o9vYmJicpaR2Z8gMycG2NoCogzIJEqeaKIYXqHI4l2Dd6z+m0fajfXZZuTHD9BzqO+wiW2/7+SxDs/5bBMRE87cYx9jDQ1M1sUbpe4RMik5j35wLw3a1QVORe2r+QFr7fu2ZvCEASUav2aj6kz4fjRTt00mtnwMihpcXa4CIwiMWmVeC+UJmDXhq+BFFRXfsU++URGWasb8SiQi8kGUcr8hyu9AlN+MEvuyaQSZmJhc0EhpR2ZNCaKHC+QJSifbVkfmzC527/pt6/jMLG5zYwu6D7nG7zhb8rfifJGdnsPBXYFVUSgNzD2Ec0hYZBivLX6OdT9v5teZK0g5nkr56gn0uLszjTrUL7WCotXrV+X99a8xbcxsln+5qlBQsWrdStjCbezZULJiflLCoV1HOfrvcSrXqhh4x5BGoFQC/WiQM6qGx8eDyJi5DWZiYnLR4PgD5HlUvtePI6UDIWz+23rgvtcHUe+qK5jx/JzCck9lq5ThttG9uf7+buiaTsrxNMIiQ4mI9lwxIND73LkssG3eRc4xqqrSulczWvdqdlbnKVspnqdmjOCht+7m+P5EwqPCiC0XzZv3fVRiQ6gAR05wGYJCKBD1BDL9sSB6KSASIHwIUs/yWTvHxMTE5IJGnu+STRagZEHIHW5pQ4db2pCbZRToDo8OJzs9h6lPzWLB1CWFNcuadmnIHWP70riju6Bk405X+k3qiYqPpFq9yiVaZzCYhtAlTmRsBLWaXIau6zzR5QW2/razVMYNsYVQvkZC8B1De4FrD2R/SEC6Qkp5I4gwpTcSkNa2iMiHENaWwc9tYmJicj5RS7sKg8CIcAlk60yArZPxQFoKhEUaKtNZadk82m4sh/4+6mbgbFyylY1LtnLdvddy3xuDCIsIJe1kOo4cB1XrVubInmMedfWEEPR5uFepZI0FimkI/UdYu2gTW1bsKJWxFFWh68AOXl2f3pCuPci0keAKok6Zfhy3VPm8v5Apf0Ls/xChPYKa38TExORcIvUcsP+EdP0DIhRsXUGtCdp+TukJlWgGAo8fkpC3Duk6jLBUCXiGzNQsstNziC0XQ2h40S21WeO/KmIEnc5PH/3Kn/PXU6fl5fz103q0fOOnIItaCCPcoiB1/+o+rbj96ZsDXl9pYBpC/xEWz1pZ+EErCYqqULFmeYa+fHtQ/aR2FJl8WzH2x88MyNYAgUx/CqztQYQb+hv6MRDx+VL1apBzmJiYmJQu0r4Ymf4EyGyMW600POGW+hhiilA6xlAwi8pApo9ClJnjt+nOv3Yzc9xc1v2yCSSE2Cx0vbMDg8b1o2zlMgDkOZwsmLbE730l+WgKq79PcV9KfjJOdEI0UbERVK5dieuGdaX1dc0CkuspTUxD6D9C6om0oI0gIQTlqpXl5KEkdF0SERNOr3u6MGBMH6LjgyueJ7On5htBpZH9IEHmIrPeAscy0A6ctuhYZNRYlPBzL9NuYmJiAiDzNiHThnPqQe60MADX34YWmogFZ0nKUgmKPij6QwPnRqRzJyKkntdW63/dzDPXTTQyg/OncDpc/DxjOX8t2MiUP1+mXNWypBxLdRNFLA7piRm8NP9p6rS4vETjlATTEPqPUL56AqpFKXRLBkL7W69i9MwRSF1iz3YQERuOqvr3tkjpAPsCpH2ZoaAaUg9yvsa/EaQG0Oa0tjmfepg8DTIeR3euR4l5IcCxTExMTEoPmf0+hqHi6XqrgWsnIn42qK+BnowUZSBnKuTMCGaW4i/Qudm4LnvA5XTxysAp6JpeRCJFd+mknUznw1EzeHbuqCJ1xYqDalFZNG3JeTWETB2h/wg9hnQOyggSimD/1oO4nBrWUCvRZaICM4Jc+5AnuxlbV45fIG8ZZH+AUUPHH8F4i/y0zf0CPefcqpOamJiYSOkAx3J8X6MsSPsihFoeEVIfxVIeEXrdOVqhMb831izYSFpiuledON2l8/t3a0hNTCc2IYZ6bWr7rZrgC82lceLAyWL3Lw1MQ+g/QoN2dbmmf9uAtRmkLjm46wiLP1sZ8BxS5iFThoCemH9EP+NfX5yFj2LmS0h59ooAm5iYmBRB2vHvrZH5sUOnEdIY1Kpna1WnZtbh+BHv3peDu474rUyvazp3132EexqORMmvEVZcVItCTELJqjaUFNMQuoTYvvpvXug7iesj7qBn6G082n4sK776AyklQghGf/YwA0b3Jiwy1P9gGI7dnz9ZGvgC7D/niyUWJw5IB8V/nRqDAD+2MhscvxdjLSYmJibBI/UUZO4vQJi/lgjVXQlfCAFxnwGBXZ8R0Xi+Fnp/2NVc8NtPsdzb7A12rdntsU1YZKjHYttnkpWWzYHth9i+6u/A1ut1TTpd7ji/dUpNQ+gSYdH0pTzafix//LgOR24erjwXO//czYv9J/POiGlIKVEtKne/dDvTdvwPa6h/jQYpIeVYWsBrkI4VnMqGCJKwAYiIu/H1JS7E0iDwcQu9UyYmJiZnByk19IxXkIntIPMZwHeVdhAQVjRFXLFUgnIrIaRFAJNqEHodp27j+ddOSy0IaQuAKz9GW8v/d8f6cN4cVYU8ex4v9n8TXS/qrW97U8uALsOlgVAEja+5kmZdG56bCb1gBktf5BzZc4wVc1fz6bNfgsQtDqggS+yH936maZeGtOvTGoCVX/2B0+FfzFAoIqBqwqdwEtg22GnZDiIKETEUIu4HXGBfAc41uLuW89tbOyAiRyAtDeFkB5ABGDlKMUQfTUxMTIJAZrwEubPxvyWmADoi+nmE6vnaqiixUOZz9KT+4NroY6wcREhTiHoi3/PtMFLzQ5qQnZbNhNsG0KVvIhWq5pF6MoTFX8exZnE0um5cT08cOMn6XzbTskdTt1ETqpShx92dWTR9aYm2vAKhap3KTPjhqXOeLn8mpiF0kZKZmsWkwe/yx4/r/LZVVIV5UxYWGkKbV2xHBpBxIHVJz3u6BLwmYamP5Gd8XgxEFFhbgxJvPPVYqoFSLl/t1Arx0yD7U2TOZ/mV5QFrG0TE/QjbVcZr5w6kTA9gQTFgax/w+k1MTEyCRWpHAjSCwHioU5HZM0DmQXh/73W/tH/9z+1YihJxJ4Tf4nb88O5jbFgRxoYV3pWsFYvCv5v2FzGEAEa8MxSn3VmoPwcEJb8iAogbEoqg213XFCpUn09MQ+gixOV0MbrbBPZs2h9Qe13T2bVmT+FrIURA31mhwPI5qyhTKZ4W3Rr77xB2C2S9jTG4lwlkNjiWAjrkzjUOAdLSEBE1EmG7GiLvhYhhhu6QsBa5UMj0pwmkPIeIGo0QVv/rNjExMSkmMmd+gC0FhfGT2l5k5ktgXwDxnyCEJ2PA3zVOGvIkpx+RdsiZS41KM/nh30NkZ6os/jqO76eVJemY+7VQ6hJrqOfrY4g1hKdmjuD2Z25m+Zer2fnXbtYu8uWdckdRFaITIkk7meHVIJK6pH3f1gGPeTYxY4QuQn775i/+Wb83KAvdEnIqdqdGw2oB9ZE6bFi8lTE9XmTmuLl+2wu1DCJmEgVPPZ7R8bh95tqOTB2CnvkOetpIZHIfZNoIyP3R+HIXrMm5A1w78BuQHTYQEd7X75pNTExMSoRjEYF5g+QZP0twbkJmveO5ueVKfN+iVQg5FVsj9WxkykBk5kuEWA5hC5PEl3PR996TvL/4H2rUdY9bkrqk1XW+i39XrVOZgc/fyhOfPOg3k+x0NKfGNQOu9moECUXQ5Y72VLq8QsBjnk1MQ+gi5NfPVqAEodugWhSuuqF54eu8IKrGFxhbn43/ig1LtvptL8J6IcrMBVt3wEbgUXf5xlH222BfaBg7eX8gM55GJt2I1I4b513+3cUA5H6GnnyrYTiZmJiYnAV05zZwbS/JCJDzhaE9dAYiYhC+Yy51RPgAIF+6JPNVcG4BJOI0o0u1QHiUxrNT91NgjCmqwtV9WlHliooBrTKufCxdbm9fuE0WCEmHUxg17UGsoSEIIbCEqIX9O/Zry8iP7w94rLONaQhdhKQlpqMHEcSm65K+j15f+DrpSDIBygkVolgU5k1ZEFBbEdIIJe5/KBW2gq0bwX/MCrw9+e9RO4RMG46UEhlMOrxzKzL5NqTznyDnNzExMQmA9PElH0NmgXao6HFbNwjrl//i9Guo4W0X0c+DzEFPfRh5ojHkfok3z5TFAlVq5tGsYw4AjTrU58lPhwe1zBHvDKV+m9rGagJ4EP/tmz+5rEFV5h77mBHvDOWm4T2589lbmLr9TZ75/FGv23LnAzNG6CKkwmXl+HfzfnQ/StGKoiBUweiZI7ii2SnNiojocBRVRXMFrveju3R2rC6GXoS0U/LCgho4tyDti8D+XRD9dCAPmfUGIu7DEq7BxMTE5BRSzwTX5lIareitWAgB0RPA2gqZ/Wm+50kB69VGpi0SmXwrxnXO/7Vc0wQ3DC3P7c8/TqOO9QMW1y0gLDKM15eOY9W8NXwx8Tv2bNzns72iKvw6cwXDpwzlhge6BzXXucY0hC5Cet7dmd++/tNnm+r1q9Dx1rb0vKdzYaXgAjr2b8tPHy8Oel7FUgyNoJB6kPcbJTeGVMh+vxj9NHAsR+opCCW+hGswMTExyUdPoUT1vgpQKiGVCpDzNTL3K9COgSgL4bcgwvsgwm5EhN2IlDogEEIYW2GJ7TECqgNbg6oKru5zNSLiymIvVbWodLilDfPeWei3ra7ppJxIK/Zc5xJza+wipHm3xrS9qaVHi15RFWo3r8m7a19h4PO3FjGCAJp0akDD9vWC2u8FaNjee7Vib4hC124p4NpVzI4SNFNY0cTEpBRR4gjsFmrBp9BsxCBIuQOZ8TQ4N4J+HLRtkDkOeeIq9FwjK00I5dQ137EEZCrBGWI6WNsF0d47/6wLLFYzwcP950LENIQuQhRFYeycx7j18Rvdqv9arBa63XUNry15HluY96rAQgjGf/8Uza5tZIynKqgBeHs2Lt1GapAWvrBUQUSPy39VTNVpoHhlO05DuTi+kCYmJhcHQokGW2f83kYjnwZLQW2vgofX/D7hd4Nzl4+A61xIH4meeh/ytIc56fyb4DZ0VEOPLaRuEH18jBZAAW7IV6n2gsvp8lrY9Vwj5IWykguUjIwMYmJiSE9PJzr6/BaG80RuVi7/rNuLpunUalqD6PiooPrv23qA1T+sw2l3cmzfCZZ+7j0YWVEVbhvTh8HjBwS9TulYhcz+GPL+oFTcyQGjgPUqlPhPz+GcJiYm/wWk85/8OB0fhVaVchA3E7LfMeox4jSOi0iwdQX7DwSsyB92JyJ6DGRPRWa9hf8HxHxVfks9RPwnpRYe8OJtb7Jizmq/7e555U76P3lT4euczFy+/d9P/PjBz6QcS8MaZqXTgKvp/+RNVK1TuVTWdjqB3r9NQ8gPF7ohVJo83/tVVv/gW6m6bOV4vjhU/MBjKZ2Ahkx7Ml9/wx+nleMIGgVQEWW+QIQ0KuYYJiYmJt7R87ZAygC8CyCqIGJBJpfCbMKoyxh+JzL5Oj9tQ8HaDhF+I9i6IIT/+pKB8u1bP/H+Y5/6bdeyZ1Ne/ulpwCjS+liHZzm447Bb1rNqUbBYQ3jt12ep36ZOqa0RAr9/m1tjJui6zoYlW9m4dJvftulJGSWaS4gQhAgFtWoAjaNAvYJif0yVSoj4T00jyMTE5KwhZDq+VaC1UjKCAKSRJq+Eg60Tvq6NIuYllPj3EKE9ihhBUko2LdvGl698x1dv/Mi+bQcDXsH+7Yf46MnPgl75tDGzObjzSBHpF82l43Q4mdBvMppWwhCIYmJmjf1HyXM4WfnVH3z39gL2bt6PyxnYBzCqTHBbb56QMg9yv/bTSkWU/QmZ9TbkBiiieCYR9yGs3veoTUxMTEqMazcFxVTPGfaFiJg3kGkP5YcbWDi9tJGIehwRdoPHrvu2HWT8La9z+J9jhQkzHz0xk6ZdGzL2i8eI9nGN1zSNFwe8iRbI/UJAk2uMDLWczFx+mbHcazUEXdNJOpLC2oWbuOr65h7bnE1MQ+g/SEZKJk92Hc+/AdYqO51aTS4r+QIcK/MzHnyhgcxF2Dog/RpNnlDzKzf3L0ZfExMTkwAR4ZzbuEeJ1FJQlEiI+xScG5D2BaBnICw1IKwvQvVcuuLk4WRGdXyO7Ayj3Mbphsnm5dt5qtsEpvz5MpYQz6bBp2O/5MB2D+KPHhBC0P4Wo1D20T3HybM7fbZXLQp7Nu4zDSGT0uXwP0fZtGw7UkoaXF2HyxoalYhfH/Ie+7YG7go9nUYd65d8YdpRAon9kVnvg3M7RrZZcVymJclSMzExMQkA2zWULJaxOBjXQyEEWJsjrIEZD/PeXkB2Rq5Hz4zu0tmzcR9//LCO9n2vKnI+IzmTryf/GNQqp42ZzdgvRxJi829qSB2soaUXxxQMpiF0CZKelMGrg6awdtEm40D+d7Rh+3oMnXg7f8xfV+zvbPubS6FasBJPQAsIOJvCExrC2qaYfU1MTEwCQ6gVkGF9Ifcbztn2WDHT4H/9bKXPYt2KqvDLjOXYcxxkp+dQ+YqKNOvaEFVVWf3DuoBDKMAo6rryqz9JnJRE1bqVKVc9gcQDJ72213Wd1n6KwJ4tTEPoEiPPnscTXV7gwI7Dpw7m2xw7/vib53q/VmwjyBZuK51qwbZrgDAg109DHxcVpSLox7ycVEFJgNBuxVqeiYmJSTCI6OeRMgfsP3Eu4oWEpVax+mWnZ/s8r2s6f/20nj/nr89XsJYkVC3D49MfIjstG0VVfBpSZyKlZPOy7Vw7qCO3j+nD/+7/yGM7RVVo2aMJ1esHkERzFjCzxi4xls9Zzb6tBz1+WDWXTkZSZrHH7nhrUXdpcRBKJCLq4ZINoh8DW8/8FwVbYML4o8Qh4qcjhHtRP+ncibT/gsxbg5S+sjxMTExMAkcIK0rsm4gyP+aLLJ61mcByBVgaFKt3hcvK+a0xViCoU6Csc/JQMk/3fAnNpQVlBBVQUNOy17Cu3PFMX8Ao4i2EQLUYJsiVbeswZlYJ7wklwPQIXWL8OnMFQhHIIKrTB0rfxzxnIRSL8LuNHbvMtzE8QwVPUVaMVFR/XzgBeiKizDxkzhfg2gkiDGHrBmG9EcqpzAeZtwmZ8bzRphALUr0METEQQm9AKBGl995MTEz+k4iQOhDWG+kIopajiAWZFmBjFRH9QtAFUwu4/r5uAen/nInm0vjzp/XElY8hLTEjKEXoelddARjxTIMnDKDrwA4snLaUY3uPExETQacBV9O0S8Niv6fSwBRU9MPFJqh4T4PH3LfFSohqUdA1yciP76fH3aX/pCP1LHAsNwoYqhWR9l/B/iMBBUeLMJTyvqs/S+dWZPJt+DSulAqI+JlGxoWJiYlJCZB6CjKxHb61hU5DrQZaAMkrah1EzASEtUmx1+bIdTDqmnHs3rC3WN6d0bNG8Npd74KURfSAzkS1KDRoV5fXl75Q3OWWGFNQ8T9K+cvKBV1M9UysYSFEl4mkfPUEut11De9veM2nEfT3un95bfA73HnZgwy8/CHefvBjDuwIMMVSiUSEXY+IGIQIvRZhbU3gGWKntr6knoF0HTAMq9OQGa/i18Okn0SmDjW3y0xMTEqMUOIhrA+B3V5VsLUHSz1O1SHz1OwKlIQfS2QEAdjCbExa8hw3PtAdW/ipepSB1JoEuLzxZUxa8jz12/pWgBaKoGzlMjw18/xtdwWD6RHyw8XmEVr9/Vqe7/NasfvXaFSND9a9FvAXY947C3n34emoFgXNZRgbqkVBShgz62Gu6X91UPNLmYtMvCbfVezro6lCaG9ExF2G6KJjSX57BWzdEVGPgLAhT3YKeG4R+y4i9Nqg1mtiYmJyJlLmIlPvg7w//TeOn4cQKjLlNpA5uD+0KUAkouxchKVmqa4xNyuXgzuPoFpUXr1rCvu3+X94/SpxGrFljfvgycPJZCRnEhkbwap5a/jp48UkHU4mNiGGHnd35vr7ryUqLrJU1xwsZq2xUuJiM4Q0TWPs9a+w/tfNQccJCSFo3q0RExeOJTcrl+yMXKLLRGG1edZ22PnXbh5u87TX8VSLwie73qZizfJBrUPmbUamDgbpK8PBAtGvQMYzGB6f071IKogwiHoeMp4IcFYLhPdDiR4X1FpNTExMPCGlBo7lyMzJoO323lBEQfgdEHo9ZE8F+3yMa5oVQm9ERD6AsJzdbKoX+k7i9+/W+GyjqAo/O+ec1XWUNoHev81g6UsMVVV5Yd6TTB8zm/kfLcaR4wAgxGahwmXlObL7KLrm2UCSUhJXIY7ner/Kn/PXI3WJLdxGuz6t6HDLVVSrX5UqV1QsbD9vygI3T1DR8eDH93/m3kmDgnoPwtoYyv6MzHoXcudSdKvMBjGTIWsyRiXnM+fXDCMq85Wg5kWenzo3JiYmlx5CqBDaBRHaBZm3Fpk904iHxOHeUGZC9gdgX4Io+x3ETAA9A5SYIpmvxeXYvhMs+HgJ/27eT2i4lTY3tqTjrW0QimDqU7P5c/56v2O0Kw0NuQsU0yPkh4vNI3Q6OZm5/LPuX6SU6JrOd28v4K+fNvjtpyjCayBc+eoJtOzZhGZdGjFlxFRSj6f7HKtWs8t4f13xt+qktIN9IdKxEqRmGElhN4NrPzKldMtniOiJiPC+pTqmiYmJCYB0bkcm9/HdyNYVJe69Up33h/d+5p2HpyGEQNf0wqzictXKUqV2RTYu3eZ39yAkNISPNr1OldqVSnVtZxvTI2RCeFQYTTo14Nu3fuL9xz4NOO7HVzbAiQMnmf/Br8z/4NeA0h1LmhIpRCiE9UGEuV9ApGtZicb1hJR2yJ6B1I4glDgIvf6su6RNTEwuHqSeDrnfI127QIQibF3A2gYh/AdGy5y5+BVbdCxGuvYUWzDx8D9HWTVvLblZuVSrV4XQyFCmDJ9qzJ8fc1lg9Jw8nEziwSS/Y8ZXjOP5r0dRqVYFNizZyvG9J4iMi6Blz6aERYQWa50XGqYhdImz489/CnUjCoStSgt/zkRFVWjetVGpznlq8LOg+5P5AhIBqEh0yPofMmwAIvpZhDC/KiYm/2WkfSEy7UkgD8OgEcicWWCpD3EfI9QE3wNo/xKI4rTM+QIR/WxQa3PkOnj97vdYPmc1iqIgVIHm1FAtildduUBiSOPKx/L5gffZuHQbA2s+5GY4hUaGcufYW+j3xI3nVQOoNDCv7pc48972Hcdz1hAgBOzetI+BNR8iNMJGh1vacN19XYmvEFfy8a1XA6GAveRjuSFx0//I/RIpwhDRo0t5HhMTk4sFmbcBmfYYxvVB4ha36NqJTOqFjHkFYbvGiA3yhIgJbDLnrqDX98rAt1k9by1g1OwqsLdKet3Pychh26pdPHPdy0UMJ3uWnamjZ+HKc3HH2Is7pMDUEbrE2bxi+zkxgoRy6olAUQ35dM2ls3HJVo7vT2T/9kPMevFr7q7/KH+v+7d0JrV1LJ1xfCIhZyZSTzkHc5mYmFyIyOyP8F5hXoJMh7QHkIkt0NMeR+atK+IxF6E9PfT1gAgLam17txzg92/X+BU4LA4xCdFMGz0bKaXXHYDZL31NZmqWx3MXC6YhdIlzrlyWUpeERYZSrV4VmnVtVPj0oJ9mhOmaTm6mnbHXTyTPnle8eaREZr2LTGwLjp9LZe3+cYF9+Tmay8TE5EJCSic4lhGQ0KvMBvsPyJTbkWkPIuVpGWKh3UD4T7gJVsts+ZxVhTW7ShNFEbS7uTU7/9rtcxvNmefit2/+KvX5zyWmIXSJ06J7k7PyJfGEPcdBbLloTh5O8mqA6ZpOWmI6o3u8yCuD3ubbt34K6mlCZr2JzHqL0t8S84UC8uJ+4jExMSkmMg/f4q5ecCxFZrxc+FIIK8S9j3cFaQWU8hAaXE3HrLSc4j/w+ugWEmpl64odfodQVZW0RN/Zwxc6piF0idN7RE+vukEFKKpSmFEWV97Yxz59qytQpC7ZsmIHB7Yf9htIve23XSz7YhUfjJzBbVXv448f1/kfXzsJ2R8Fva6So0Mpq7qamJhcJIhwwOa3WVEk5H7ltq2uWFtC7DSM+EYwLJH827Ba0ah5qIQHNUuVKyqiFaNuWMESveHIcbB74z6/Q2gujYQqZYo3/wWCqSPkh4tZR6iAX2Ys5/Wh7yEUUbhVpagKiiLofHt7VItKeHQY1/RvS52Wtdi/7SBLv1jFtt93smvNHlx5gdfgUiyK23ZYIAgBiqry7tpXuLxxDa/t9NSHwbEoqLE9EwFkcyqV1dvePxQ8pYmEZQGlyJqYmFxaSD0Tmdi82P1FzGRE2PVnjJkF9vlI52ZARdjag60zQnhW8fdFelIGAyrfi8vpbetO4tP1U0JCI2zMPfYxYZHBxTadC8wSG6XEpWAIARz6+wg/vPczW1bsQCiCFt0ac8MD3Slf3XfKZ262ndXz1vL+yE9IP5npfyJh6BflZtr9eoVOR7UodL69PU9+OtzjeZm3CZnSL+DxvKNA5MMISy1kzjeQt9xYtMe0VgVQEXHTEbZLV1XVxMTEO1I7ElTNwjMR0a8gwm8uxRUV5cf3f+bth6YihETK0xNXJAkV86hSy8H65Wfn/tXx1ra06NGEq65vRmxCgJlx5wjTEColLhVDqKQUiDJ6R9KoTTbX9k+lRr1Q9m3P5Zc58Wz7K4JAn0bCIkP5IeMzj+f01EfBsZBi7dWfgYgaCyIMmfGM74bWDoiohxEhZ0kLycTE5IJHylzkiZYY+kHBI8r8iAjxXa29pEj7z6ycPZZZb5Rn/y7DM2MJ0el8cxoDnzjGuMGX8e+2MErTM1SgT1Twr2pRufGh7tw3aVDA4r1nG1NZ2qRU6T74Gua8Oo/UE+lFPD0hVp1nPjxAm+4ZuFxgsUDNetB9QCq/L4hh4gPVcDn9bys5HU7vJ/N+pzSMIABpaQTpj/hppSBiXkKowRWMNTExubQQIgwZeiPYvy7eAErZ0l2QB2T2DNpfl0m7XukcP2glN1uhfNU8IqJ0/vwlmn+3BRd3FNCcurtStebSmPf2QuzZDkZ+dH+pz3c2MYMeTAIiIiaC15eNo1z1ol/q+8YdpXXXDMAwgk7/t22PdIaOPUZkXITPzAahCGo0qOZjBaXouNSPgH7MTyMJjqWlN6eJicnFS+QDxe8ri2ZUSelCOrcZQo16WvHHLsC5BdARAipWz6NmfTsRUcZ2/8ofY1DUc7PxI6Vk4dQlHN7t7/p6YWEaQiYBU7VOZWbsnsKY2Y9Q/cqqKKogKs5Fj9tTULx4QhUFrh+YTGwZ4TNmSOqS3iN8CI5ZWwKl5G4VgdTHESBzSmc+ExOTixqhRBa7r8zbeOpnKZHZM5AnOyCTb0amDEAmtkVPewqpp5Zghd5v5VkZKnrpVlfyvRJVYdnnv5+7CUsB0xAyCQpVVel8Wzumbp3Mt0mfMGXFTYRYfT9tWEMlVS8/UpiS75aaL4w/7fu2puvADl7HEOGDCUjQzPfqwdoREdIY/x99HYpZ+NDExOQSQ0RQ7AexjGeR2gkAZOaryMyXQD+92KnLEGFMHoDUM4o3h6291/VVrulAPYchO4oiSE8q5vs4T5iGkEmxiYiJoNLlge1/W0Jk4V5yhRrlCo9XrlWREVPu4ZkvH0P18W0VtqsQkSPzXxXnWy0AKyJqFEItC7auPsZRQKkA1nbFmMfExORSQwhrCUr66IaekGsP5Ez30kYD7QAy+9PirS/ibrwVdO3ePwVN8x8kbQu3cv393fhwy+s89Nbd1G5ePO00XdP9ZiNfaJjB0iYlI+RKv02kDru3nNKYSDqSzOcH3ycyLpLQcFvAqqgi8n6wtkRmfwbOdYAKwgbaQfxWdbY0QMSMR4TUNcaKfgaZvBH0FNw9TSqgImJf91480cTE5L9H5Ihixg3qyLwtoGdhXF+8ebZ1yP0Soh4OegZhbQ7RE5AZzyJREGhI3YisLFPBRXx5JyknimoUCUVQrmpZ7n75NqLiI5n72g/c1+hxAMKjw6hwWTkSDyahByHYKBRBlzvbB/0eziemIWRSIoTlMjS1FdKxBtXDp8nlgo0rozh+8JQyq9Ph4t5Gj/O/VS9SvV6V4OazNje+9PlI7RgyuS/oqXi8wIT2A2trhKUaWC4/NY5aEcp8i8x6D3K/BRyAArZOiMjhiJD6XtdgxDo5ALVYAmgmJiYXH8JSG0kI4CO71XNPECGgHcbvA5uehJTOYl1XRLhxrXMkzWD3X9+Sl6ewZnE0v86NIyu96MVZDVHpM6IXg17ox9qFG3nmuoluD6U5GbnkZtl91hnzxODxA4ivEBf0+s8npiFkAsC/m/fzzZvzWf39Wlx5Lmo2rkHvET3pNOBqvx4bNf41svffiI0MN2NIc0Hy8RDefLxqkT7Z6dmM7jaBGXvewWorvjFhGDRfITNeBccvFF5olMshpAY45oN9rpFzJiKR4XdAxP0I/QSgQvhdoFYELQWsVyJCexpucA9I6YKcL5E5M0A7AAiktQ0i4l6ErW2x34OJicn5Q0oJrm2gHQUlDkKae/YGOzcRvBEEIMHaFlw7MKJRvMc6OvMsKHmSkOJU9ABSk6LZtaYn4/pu82nAKKqgz4ie3Pf6IHKzcpk05F0jkPuMPlKXCGEkuiiqYniGhBFooFpUNzXrMpXiGPR8P3oN61q8xZ9HTEFFP/wXBBVXzVvDhH5vAKAVlOBQBLou6XbXNYya9gCK4j2czOV0gUxh/fdPULP2WmLLuEhLsrDw8zLMm1aWzFTv9vbozx6myx2l40bV89ZDzueGUaP9C/oJPKfdW4DTy4YU1PvRQMQhYt9A2Nzjg6TUkGkjwLEY95IchqtbRE9AhPcvlfdhYmJybpB5a5Hpz4O259RBpRyE3w0yGfLWAgrCdjVSrQ7pjxdvouiXEGpVZOog72uRcOAfG19+dA9Pz/anc+ZO2sl03hkxnd+++TPgbawPN71OzUbVWTB1CW/e94FPhRJrmJXr77uW3Rv2Yg21ctV1zbl2UAeyM3I5/M8xwiJDqd2ips84z/OBKahoEhDpSRm8dNv/jKJ9p30R9Pwng19mLKdRx/p0H+wuMa9pGgunLuW7t3/i4M4jKIqgZc+mdOx3Nx8/OYvUxLSApH/+WrChxIaQlBKZ+QrkfILvPfgCzqydJk/1kWnI1HuRse+BczM4fgXpABENrq2ntS/A6CczngdbBxBhRkaIiEOoF3chQhOTSxmZtw6ZchdFtqv0RMh6hdMfeKRzEyW6XdoXQNx0EFFIPRNPTnYhoPoVDravXMqejTdSq+llAQ2dnZ7No+2e5djeEwEbQW17t6Rmo+oAHNxxCMsZ3p0zycvNo/fwnlSs6S4wGxETQbmqZ18w8mxjZo39x1k0fVm+R8fzeaEIvnvrJ7djmqbxYv/JvPXgRxzadQQwDKe1P29i0uB3ueGBbgFvdx3dc7xE6wcMAyjnk4LVlXAwCeiQ9gBkvw+uf4xtsEIjyEfPlCHIxKuQSb2QJ9ugpwxBOreUcD0mJiZnA5kxEcMI8mY8nH5R1DG2xfL1PoLFuR2ZtxakZyOocBYJ1/ROZ/FnKwIeet6URRz793hQAc2r563l2RtfYduqXYRGhAZUFzI0opj7dRcBpkfoP87f6/b49NxIXfLv5gNomlbo9lw0bSm/f7vGOH9a24Kq87Nf/Jphrw7kg1Ez/M6fnZ5d7LUDSOlEZn9UojGKEvgFxa2Pttf9UN4fyOQ1EP8pwtqyVFZmYmJScqTr34Aebs7oVYIJ08HHtlgBuiaIjNE4cMCzDk9WWjbzP/yVRdOXknoijTIV40g5nlbowQ+GNQs38teCDQx9+fbCkAhPKIqgTusriCsfG/QcFwumIfQfR7WoRtE8zUdgnSLcYoS+m7KgMIDOE1KXHNkTmMS6ry9gQDh35KfAX4gY702mPwVlFyOE6YA1MTmfSOkELKAlnuuZAYmkqD8pI0UlM00lNsFFeITO8UNWylaOLzJC0tEURnZ4juP7EwuDmnMyc4ttnxUEPs94fi7NujZk07LtHr1KupQMfPaW4k1ykXDRXJlTUlK44447iI6OJjY2lqFDh5KVleWzzzXXXIMQwu3P/fdfXMXgzjYtuzfx6VJVVIXm3ZsUZo7pus6B7Yd9ulJ1XXLo76PuCtJeiCkbFfyi3SheRehzh26kzeatPd8LMTH5TyJlHjJ7GvrJTsgTVxp/sj4+L2sRGEHRAH9vCuPp2y7j1oZXcne7etx6ZQMmPliNpd/E0H1Ip/y1S1xOF1JKXr/7PU4cPOme2VXSVCcJrjwXTbs0pFnXhoDxcKyGqAghCLGF8Pi0B2nZo2kJJ7qwuWg8QnfccQfHjh3j119/xel0MmTIEO69914+//xzn/2GDRvG+PHjC1+Hh5d+Fd6LmY792jDt6c9JS0z3/DSg6dw66obC10IILCG+A+sANi3dRmiEDXu2w3sjAc26Nir22oF8baAzs8A8IyU+9+fPKto+oPV5mtzE5L+JlA5kyt35AqwFVoMLnKvzfz49A/RcobJhZSjPDqyJrguQxkVJcwlW/hiLxWYlIzmLDx+fycLpS8hOyyEsKpTcTPtZWY2iCg7/fYyJC8fy97p/+e3rP8jJtFO1TiW6DuxAVFzx66xdLFwUhtDOnTtZtGgRa9eupUWLFgBMmTKFXr168frrr1OpUiWvfcPDw6lQocK5WupFhy3Mxqu/PMuTXV8gNTEdwSnNCCklg57vR1hkKElHkilbuQxCCFpf15w/5q8rjAnyhiPXt7dGVVWuu+9av2uUUnJkz3Hs2XYqXlaOiJiIwnNCiUeG9gL7j3i7oBU8gZWuEaRgXEQDDM4Wl/7FxMTkfCKlZmR66ulgqYawXA7ZU8G5nqLXhoJrV8Fm1bkzhnRRgzdGRqFpOlJ3vyhJKdCcGo93Hoeu6YUPp2fLCDIQWEON5JY6LS6nTovL/bS/9LgodISmT5/OqFGjSE09VZ3X5XIRGhrKV199RZ8+fTz2u+aaa9i+fTtSSipUqMANN9zAs88+69Mr5HA4cDhOeTEyMjKoWrXqJa0jBJCblcuS2b/zx49rybM7iU2I5uCuI+zdfKCwTfNrG3HvpEHYs+082v7ZgBRHC2KJhCIK2yuqghDw9OeP0uGWNj77r5i7mpkvzOXgTiM7zWK10OX2dgydeEdh8J7u2o882Q1dx624oCvfSaQIUEpT3iK0D+ACYQVre8iYYGiOeMWGKLcaoZR0G9DExMQTMvc7ZOaboJ+WhWppYnhiZbrvziLmjDYKxUuYUECpDvoBH/1V1v3Rh2f67i7G+GePlxc+Q8vuTc73MkqdQHWELooYoePHj1OuXDm3YxaLhfj4eI4f955+ffvttzNr1iyWLVvGmDFj+Oyzz7jzzjt9zjVx4kRiYmIK/1StWlQV+VIkLDKM6++7lpfmP02/x29k5dd/sm/rQbc2G5du4+G2z2ANszJm1iNYQlS/maRSSiJiw+nQ9yriK8aSULUMve7pwoebXvdrBM2bspAXB7xZmKIPxn724lkrGdHmadJOGhcv4fqb/TttfPl2edKSDIvHniP4+fMy5OUqpWsE2a5FiX0VJfYNlJiJKGG9EFGP+u4TcY9pBJmYnAWk1NGzPjISEvQz7gWuLf6NIFRQawEFch8l8Q5JiB7to7+Ren/4wJUBxU8Gi8Vq4bXFz/HI+/dy3b3+Pe1gPJRe3rg6za8tYYjCRc553RobPXo0r776qs82O3fuLPb49957b+HPDRs2pGLFinTp0oV///2Xyy/37P4bM2YMI0eOLHxd4BH6r6BpGpOHfYDUZZGAaF3TcTqcvDNiGv/77UWadLqSkR2f4/A/vjPEcjJyGTtnpM82Z5KamF6Yfn+mz1Jz6Zw8lMzsF7/hobfuBpmHw6Ewc1IFZk6qgCVEx+U0Ljqdbk4tOnixEQhrq6JHw/sj9SzIeh33rTIBYf0RkSNKcQ0mJiZSapDzGTJrGsgTXloF4tXRwLX+9JGLvSYROQIR2gmZX/zUvZyGCghE7JuEx1iDrt8VCL3u6ULTzg1p2tkIem7Yvh7vP/YJ6UmZ7uvMzwLWXBrV61fhpQXP+Kwc8F/gvBpCo0aNYvDgwT7b1KxZkwoVKpCY6J7u6HK5SElJCSr+p3VrI1h1z549Xg0hm82GzXbpCkf5Y8PirSQd8Z6Orms621f9zeF/jlKldiUadajPsb0nfKbBx5WPcXutaRon9p9ECEG56mU9yrIv/mwluu59TF3T+fmTZdw7aSAWS12q1nIQYtNxOhRczlNf6p3rw2lydZbHgrDua3LfVvOMBKWoiqqUuiG8iIb7E6UA+w8Q1gesl3bWhYnJuUJKHZn+ONh/8t/4rHHa9plSERH5EITdCuQXPw1pjMz5HPL+MNra2iPC70BYatDmhoyAEk6C5dpBHd1e125Rkwbt6rL6+3WFD7UVa5an8hUVSahShqv7tKJljyb/eSMIzrMhlJCQQEJCgt92bdq0IS0tjfXr19O8uVF5fOnSpei6XmjcBMKmTZsAqFixYrHW+1/g2L8nAvIOH9uXSJXaleg2uBMLpi7x2k5RFa4bZrhpNU3jm8nz+eZ/P5FyzPDUlK0cT9/HrufmR69z+0Ie3XMMRVXQdO8Xi9wsO+lJmZStdAUR8U249taTLPoiDl075XaeNzWB5h09yywUeJoy0xTSUxOoWksUda+fjoiA0M4eFjIH7N8VjHraCR2kHZl6P5RbgRCh3sc2MTEJDMfP59kIskDEEIStGwgbWGoX0QgTIXUQMS947B1TNpqbhvfk2//NL+LtLgn7tx2ibqsrjJ+3H+KRq5/Bnu1w8+yfOHCSk4eSmLhoLE06NSi9yS9yLgpTsF69evTo0YNhw4axZs0aVq1axfDhwxkwYEBhxtiRI0eoW7cua9YYisf//vsvEyZMYP369ezfv58ffviBQYMG0aFDBxo1+m/vh/oiMi4iIO9wZKyRuVW/TW2vFeoVVSGhahl6P9wTXdd55c63mTp6VqERBJB0JIUPn5jJpMHvun1hI2MDWIeA8Kgw48eYV7nnuRyq17EjFEO8DGDNkmjmvGsY267TMuxdTpA6vPJQNW5t0JBsMRUR8wqnssE8TBf1OEKEuR2TUiKzp3vtYxhDqWBf6OfNmJhcOkgpkXkb0TPGoac9gp7xCtJZOgHCMns25/fW5UKolyGsjREhdYsllDrs1Tu5/v5uIIzrpCXEELa1hKjUa31FsVYVclpZoynDp2LPdhSRRNE1HZdL49VBU3x63P9rXBSGEMDs2bOpW7cuXbp0oVevXrRr146PPjpVWsHpdPL333+Tk5MDgNVqZfHixXTr1o26desyatQo+vbty48//ni+3sJFQbMAguaEEFzWqFrhz0/OGE6/J27EFn7alqKAVj2b8taql4iOj+LPH9ezfM5qz09AEhbPWsnaRZsKD3Xs3xbN5d0bpKgKrXs1O2UIWapjrTiXDjdfRkSUToFbyxIi2PfvjWzfPpItq2PIylDISFH5fUEMP3yaQPcBKczeZKdew1/BUgsR9xGoZ8gxiBhE9HhE+B0e1p5p1CLzabVZkHnrfZz3j5ROpJ5pbMMVHpNIxyr01AfREzuin+yOnjkZqZVC/TYTk2IipQOZ9iAypT/kzAH7z5AzA5l8HXr6BLfPcLFw7aZ4WV2lRSiE9vDb6uThZD597kue6PoCo7tP4KvXfyAj2YjXUS0qD787jJl73mHw+AHcNLwnD0wezAcbJ3HycHLQ5cxUi1IoiHhkzzG2rNjhXShXGg+gSz//PbhJLmEuivT580mg6XeXCut+2cyYHi/6bffi/DG07tXM7VhOZi7bft+FK89FraY1sFgt/Pj+Lyyfs5oTBxJxOryLHqoWhVa9mjF+3lPkZuWSeCiZDx77lA2LtxSpo1MQ7PfmbxMKn54cuQ6e6jaBHX/84xaIqFoUhKLw0vwx1GxcnUXTl5FyYCFDnlyJ1aqDkPn6QgpgQcS+BbZOhgCbdgSUOLC2RQirx3VLPQuZ2MzjuVNYIOwWlJjxftp5GN+5E5n1obEdgGak+oYPgPB7IPsdyJmBEYhZYDQqIEIRcdMRVn/rMjEpffT0pyH3W7wZKyLycUTkvR7PBTR+YifQj/hveJb0gUTUc4gI39nHK7/+g5fveAupy0KDRCiC0IhQXpo/mvpt6qBaigYlfjDyU76bsjCoAqpCEfQY0omRHz8AGDXEnrnuZb/9qtWrzLTt/wt4nouRQO/fF4Wgosm5IyvVd9mSArLTihZLDY8Ko1VPIyh4z8Z9PNHlBXIycwP6UmsunX1bD/K/+z/il5nLcdqdAETEhpOdlmNoDymG2FhkbARjZj3s5kL+4uXv2HmGEVQwrlAkE/pP5svDH9L/8auQJ5/DuEgXrS4t00Ygys53yw4z3PzrwLUflAiwtkcohkCiUCKRlrr5wdLe3qcLYfMtFeAJ6fgTmXoPhpGTb+jIdMj+2LjR6CcL3qX7+5B2ZOq9kLASoZhK6ibnDqmd8GkEAcjsjyFisNeHC7+E9YLsaT7nAPL1gdKKN4dHVIh+GRHuWbcu8VASy75YxYEdh1j82coiWbdSl+Rm5jKy4/MAVLy8PL0f6skND3YjxBqCpmksmLYkKCMIoGXPpgyfMrTwdURMYN/5gzuPcGzfCSpeVj6o+S5FTEPIxI2KNQP7UlTw0c7ldDH2hokBG0EFJB9NYeEZF4KcjFwAru7Timp1KwNQpU4lwqPDDaFGIXA5Xfzw/s9eKzBLXZKVms3Kr/6kS59NGPXJvOzRIZE5sxHRzxpH8jYi00fnl8goIBQih0HEQwihICLuMbJYPCJARCAt9YPydkvpRKY/hlE65MzfoX6aEeQJHWQG2OdDeL8gZjUxKSGO3/FroMh0QwHa2rJYU4jwO42MLJnrYS4BhIGtPcgQyJtfrDk8EjMZJaxnkcO6rvPRE5/x7f9+MoRjZVHpEU8c23uCD0bNYPWPa3l5wTPk5eYFrSBdvnoCL/4w2i1Gs27rWoUPkP44sP2waQhxEcUImZwbare4nOpXVvUq+CUUQZU6lXwG9K3+fi3JR1ODfrJx5WlF+hR4eFZ9t4afPlrM7Be/4dWBU3i03VgG1x7Bul82k3IslcwU354sS4jK7g17wbEM3xdqDexLjbmdO5Apg/JjgE7HjsyagsycZLwMvQEiClz9Z36lJMgcSOqGnjEx8PgIx1LQk/2s1Rcq0iz0anLO8VFb8HRk8YslC7UiIu5TY9saMJ7nC57pQ4EccCyGvAXBDaxUgtD+nBJXzN+6ElGImEkejSCAmc/P5Zs35yOlsQ0WsEaQNLzNW1bs4Os3fiQ0wobFGrhvQghIqFqmSKKKqqp0vDUwD7Q1rJheuUsM0xAycUMIwWMf3oclREVR3T8eiqqgqgojP7rfY5ZYAdt+34UaErycs8+K9ppOWqK7SuyxvYk8c93L7PzLfzaKlAVZFf6Lsxa0kZn/w7NHJp+cT5DacYQQKFGPI+LngqWep9UDEnI+gez3ApgfpHMXJXfYnq8Ksyb/WSx1A2ikgKVW4SuppyCzPzEyzDLfRDr/9juCsDZGJKxAxEyG8P4QfjuENOWUIaYR9ENE2YUosRMQ5f5ARL+CiBqFiH3LKI8TdpPHLllp2cx944fg5jkDqUvmTVnA79+uoWbDagGrTkug8+3tPZ4b+vIdKH7GiYyNoMHVdYJd7iWJaQiZFOHKtnV4c+UEGrZ3v6lfeXUdJns4fia+jKTSREqJ1CWzJnxNzUa+LyCaS6PNDc0hpDmFT3oeUSGkKVJPg7wV+C6qqiPTRiFde4yXIXU9eI/OWHPWu+iJV6OfaIGePBBpX+TRS2RoDpUkM0ZDWM1q9ybnmJCmoF6B91uLCrYuCNXYjpHZs5CJ7ZCZEyHnS8j+AJl8A3rKA0jpe5tICCsi7HqU6OcR4QPAuZGSeFCFMLJehRKNCL8ZEXEPIrRn4XFPrFm4sTCesSSknkjnpdveZPfGfQF5lFSLQoUa5eh6p2dDKLpMFDcN9+zBKqDfEzdhDTU9QmAaQiZeqNOyFq8vHcfsA+8z5c+Xmb3/PSYvHx+QxkXjTleiBaGaGhIa4r+RF6SU7N92iC53dPR6AVFUhbqtanHl1XUR4bfhb2tMRAwEPZWAMk6c65BJvdAzXkVmfwXSX7C5ZsT3yAxwrkWmPYxMf6qoMRTaxc86faGAiIOw64rZ38SkeAghELFvGOKjRR44VFDKI6KfA0DaFyIzx3PKS3taAkPeEmTK4MAntv/qYb5AyTfOiqEHlJuZW8w5PePTCBKgqMbDXs1G1Xlj2TjCIsO8Nr930kC63tkBMAwnVVUKvfw3P3Id/Z/y7OX6L2IGS5v4pFzVspSrWrSshC9aX9eMCpeVI/Fgkt84IUVV6DW0Cwd3HWHz8u1BxxUVUKNBVYa9eicfj56Foijoum78q+nUuLIq479/yvBUhdSFqGeQmS/innZu/CwiH0FYWyL1DAKrQp1/4cqZVoxV549t/x6szY20+HyEpRbS1sV3TJMoBzKRounzEYj4qaaStck5Q0onOJYgHasBDSLuA+0g5P4I5ObLPvRDRAxFKPGGNzfzbd+DOjeg53yLEn5zAPPnUJKtYBExrFj9qtSu5L9RCQixWrj3jUHEl4/lwI7DKIpCk84NqN+mtl/PuyXEwlMzR3Dr4zey+LMVpJ3MoGzleLoN7kSVK8zqCqdjGkImpY6qqrz009M83nkcaSfSvcb+CEVwWYOqDHnpNvZuPsDm5duLLf0RXzGWVj2b0r7vVSyYuoRDfx8hLDKUDre0oVWvpm71zETEIAiph8z+JL8WkA4hLRERgxG2dvlri0bargXHr5x98TZhrCWsv9vFTcRMQqY9lL9GD8hkUKuC5Upw/W3oB4V2N8ZRy5zlNZuYGEjXHmTKPaAfxbilSAzNq2iI+xhhbQxY3W/c2gHQ/vU/eMYLSJkOYX0QSqzXZsJyOTKg+L8zUY04IGvjYvSFhh3qUfHy8hzfl+jdmyMMT5mUMuhrmzPPRVy5WDrcErz8RgE1G1Xn3kmDit3/v4ApqOiH/5qgYmmSlZbNL58uZ9mcVWQkZSClJOloKk67k4SqZbjh/u70HtEDNcTC4s9WMufV7zj6r7dK0p4RiqBavSp8vOWNUo9N0p17IPk6zoYomydEufUIJcp9DblLIP0BX70QUWON7TyTEiGlBs71RraeUgFCmpyzeDd/SMdyZPankLfBSBeytkFE3O2md3Ve1qVnIpO6528ln7kdrgA2Q5fLUtW9n3MHMrl3EDNZETGvIrxs90ppRyZebSi9B4VAlP0VYakWZL9TbP1tJ091G4/m0t082qpFITQilLdWvUhEbASju00wvDqq4bEO9LLy8HvDuOH+bsVe33+ZQO/fpiHkB9MQKn0Ktq0AcrPtjM5XhBaKCDz1NB+hCCYufIaKNcuz+LOVpBxLJa5CLF0HdqByrZK5f6XjN2TqUP8NSwlRbiNCiXA7pqc+mL895i3mSoClNkpZs3RMSZC5C5CZr7gX3VWrIaKfR9g8B6SeK/TMtyD7XTxu5UaNNTyc5wmZPROZ+RLe7+oqhA9CiR7j3k/PQCa29NHvTAQgEPGzEdbmntdiX4xMezDA8U5bX8Q9KFGjguznzu4Ne/n0uS9Zs3AjSMMIandzawZPuK1wG0pzafzx4zpWzVvD9tV/c2zviYDe/ks/PV0oVGsSHKYhVEqYhtDZ5e2HpvLTR78WOzaozY0tqHhZeb59+ycURSl0Qeuazk0P9eDBt4a4VbU/E03TyM20GxoeIe47xTLnC2TG88VaV9AolVHKLStyWE/qDa4d/job9dFCmiDC7/B6oygJUk+BnNnI3HmgZxhGQvgACLupiEKw1FPAuRUQENIYocSU+npKE5k7H5k+0sOZ/Jtv3NTCLdNzjXT8gUy9y0cLgSjzAyLk/KRB68l3gnMtPu/oSgWUciuL9k3qB65NQcymgq0DStyHSNcBZO4ccO4EEYawdYWwXsikG0HbH8SYAmzdUeL8xCsFSEZyJhnJmcSVjyEiJsJru/uaPM7eLb4zTAHiKsTyxcEPPJbjMPGPWWLD5IInOz2bRZ8sLbYRBLB20SZceUZswJnjfP/eIqLiI7nrhf5F+qWeSGPOq/NYMG0JuZl2LFYLnQZczW1j+lC1jqFgLTmHqaV6ElLmulW3l1oSxg3GX+CUDtph0I4i7fMh8mFE5PBSW5p07UOm3AF6CoXxUq7tyIxnIPd7yA/MlnoWMuNFsP/AqUygEGRYX0T0GLf3dqEgpTM/cN7jWePvjBeh7MLzsk0mcz7D3RN0Jgoy5wtEzLhzt6jTkTn4dWt4S4OPnQRJ1wYxmQaO5ejZ0yHzVYytN+P3Ih2LIXMi2DoHaQhJ0Pajpz8PSjQi9PoSGZXRZaKILhPFycPJfPX6j6z7ZROaS6dRh/rc8EC3wuDqQD9Lj75/r2kEnQPM9HmT88beLQdLrMFRYAR5RMJXb/xIbpZ7imvSkWQebDma76YsLJS0d+W5WPr5bzzY4in+XpcfxCmL1lPzTGncIB1gX2xMK+3o6U8jT7YH104C3z4wjBSZ9TZ6zhdI+xKjXlkJVHyllMjU4fkxIKcbmvk/O9chM/+HlHlGurN9Hu6ilU7InYtMGYaUxQlmPcvkrco38LwhQdsLru3nbEluODfhW8tKA+eGc7QYD1jq4vs2ooDFs2EhcBL8d0dC5isUBmS7nUoH+3cYz/dB3NpcuyB3LmRPNTSMUh9BygAVsj2wdtFGBtcewRevfMffa/9lz8Z9zHtnIUPrP8qvM1cAUO8q/zIkoRE2Xr7jf/SvfC8fPzWLpCPJxV6TiW9Mj5DJeeNM5eqzgSPHwYbFW7m696mg0ncenk7K8aIlQDSXjpROJt7xFp/seiv/5h9ACn1oX6PoqmtLCVaqgnYcKXVk6gOnstmKS8bzp8wnEQeRwyH8zuC9Gs51oPlS7tYh90ukWt3H+9fBucbIwAv1LfJ2ztESA2x3AkIanN21eCSQS3TxdbhKgp77I9gX4vtzqnus1C6148iMSQSfJhqCf9XoAgPJ+9h5dsGKH2JZNi+WrDSVqlc46HVHMvVb5iAcPyPTbYjY14JYl8HJw8mMu3kSTofLLVu24Fozaci7XNawGicPJ/kdy55tGGOOnDy+nvwjC6cu5o3lL1C1bmXSkzIJiwwlPKr0vKz/bt7Psi9+JyM5i/I1Euh21zUkVPlvZJ+ahpDJeaNW0xqER4WRU0xRssKUVD84ck493SUfS2X192u9BmXrms6R3cfYsmIHjVqVRQZgjIioh5HYIKmb8VRatAX+L/aa4d53LCn9J3yZisycAHmrkdoxYxtNiUOE3QzhAxCFNZs8kLcB31szGNsjOZ/j22hUkDlzEReaIaQkBNguOC2tUiO0M+TMwdfWmAjt5HMIKfViiQV6HU9LNIx111b/jUNvBNup7S+pnTTi7hxLKF42ZiAeZAkoENIcETEY6VgHuZ8Unk06ZuHJWy/nyN5QhCKRumDP1nAWfxXPdQOTGD7xCIr9e6T2CEKtHNTqfvroV1xOzet1SVEFcybNY+2izUGNq2s6Wek5PNbhOXRdNzzZAlr2aMqdY/tSv03xt/Py7Hm8NvgdVsz9A9WiAMZ1dcbzc7jrhf7c8UzfYo99sWBujZmUOhkpmSyetZIf3/+ZjUu3GqmiHrCF2bhpeI9izxNonH+1+lUKfz6487DfzDShCPZtPZjvvfD1rKBASGuEWgFFjUOU+QYstfPPqRQq3Vqu9FN2IB/n5rO7zeFYYmy1yQzQDiCz3kIm3YB0HfLeR6gEdMPST+LPM4B2JMgFnwNsV4OI9dFAgFodQhqdqxW5zx4+kIKg7aIoIGwQ1q/IGalnIbPeR0/sgDxRF/1EU/SMcUjXwRKtR8pcZMqd4Nrmv3FYf0TMa4VGmNTTkSm35WdBBmsECbC0CKK9bgRxhzRF2E5VuZcSXhh6GccO2PLXZPxeNc3496fPyvL99Hyj174kyDXCul82+4x51Fw6GxZvLVZcpNQl2ek5pyrUS1j/y2ZGdnyOP+evD3q8At5+aCorv/6zcH2aSyssHvvps1+y4OPFxR77YsE0hExKDU3T+OjJz+hf6V5eHTSFt4dP5cmu47nrihFs+31nkfYnDyeTfDQ14CKDhQiwWC2MmvoA9drU9rrFpqgKVzSvSa0mlxUeswVQbVnqEmuYFaHEIyK9afgIQEGclnYrLNUQZX40UnwjHzZUquPnIsp8g4gee1o/b5xt4UZwvwHpoCcj0x713tzaBv/rigalPL7fmwJKuUAXec4QwoqIHu3trPF31NPnTU9IWC5HxL6DsSV0+udcGNlScVMRqvvv1TA4+iGz3jolByCzIWcOMvkmpNNfFqIPcr/PD0b2Z8gIkJnunqiczwxvpM+YJw8o5RGRIyH+E1CrEVRckZ5qGIv57FgXzj+bwtE1b2NIvn4/AU1T8gPBA2frbzs5sOOw/4almKitazq6Jnn1rink2YOPBTx5OJlfPl3u8+Fw1otfe32YvVQwDSGTUuP9Rz/l6zd+OBXAnP/dOnHgJE9eO549G/cVtk08lMTwVqNZMntlUNpBiqpw1wv9mXPkI3rc3ZlRUx8gLCoUxeL+UVYUQYjNwsiP7nM7XrvF5cQk+JZBUFSFVr3ydTsihiMiR4EId2+kVkHEfYKwNnE7LIRAWFsiIh9ARN6PsBqifMLWBhH3Yb7BcCGhgWsr0ul5m0OEXAkWf7ExGfm1pXxntokASiWcD0TYzYiYV0E5Ix5CqYCIfc/v1tPZRoR2RiQsQ0Q+DNZ2YO2AiHrSOGZtiXTtQU8fh57YAT3xamRSb3DtpagBq4G0G/XtPBT6hfwsOucOpHMrUi+aLCBzvycwQ0QaMgunH8mZ42FN/ghHJKxERN6HotgQ4XcRuDdJATXBKLSc//3duDIKVfXVX5B0zMqx/SpYagW8yrU/b+KJLuOwZ/suFKtaFJp0akD1K6uWmnEtpSQrNZvfvvkr6L5//rjOb5uTh5LZu9l/qv/FjBkjZFIqHNt3gu/fW+TxGiV1iebSmTFuDhO+N56+P3piJmlJGegu7xdGRRXomsz/WUG1KIz79kk3cbHq9arw3tpX+fylb1g86zc0l/G0qesSR04eY3q+zN0v3UbPoV0Ao/7O7U/fzPuPfepxTqEIug++hrKV4o3XQkDkfRA+EPJ+Az0TLNWMkhxBXsiErSMkLIO8P0E7hLQvMbKWilUaoHSRGa8h1fJGTSjFZtzERBQirCdYLve/FeJaz6nnqjP/T1WwXAGhF24RWBHWB0KvN/5vCpSlra1KFFsjpQtkLohwhFCR2hFwLDfSyS31wHpVwOMLNQEiHyxigkj7r8i0RzB+54EYGZpRAyzvD2NbsHCtOuRMR2ZPM94/AKHI8H6IyMdOCX3qKQRmiChgqeF+SPcfIFwEobp/z8Jvh7y/wPGLn475hVTzy3LI8CGQ/S6aRkB2nKbHg+2agJaoaRqT73nfuFb5+dVoLp0+D/ciPSmTcTdPCmj8QLCEqOzf7mOL2wv2bIchZKv5Xrg/A+9ixzSETEqFZV+sKixy6gld0/lr/gYyU7PQXBq/ffOX333yelfV5uShZCxWC1dd35waDaqy7fedbF+1i8adGtC0cwOEEFS6vAK97r2WJZ//XkSdOi0xncnDPiDP7uSmh4x4pD4P9yLlWCpzXvu+cFtNCIHm0mjXpxXDpxRVkxZKOIR2ByA9KYPs9BPEV4wjNNxWpK0vhFALb0DSeZ5Ssj3hXAtOyakruRGXInOmEVhV7/wAVRF5RsC4ANs1iJiJCBHc7+pcI0QIlIKKtHQdQmZ/aGwj4QBCkWoFo76WMROgG9s8sW8iQhoWbx7tRL4RFLwhLe2/IAo+h1IiM56F3K/OaGWHnFlI52aIn2X8/6nV8t+HP6NLBxGLlPKUISNiQPqSKjgTFazucUFCqBD7FuR+j8x6E3RPJXlUY9sw6pRIpogcjtRPUq/5QjSXb0soMkajUuMXESKw2+OGxVtJOhLY+7r3tYE0aFcPgFFTH2DKiGnk2fOwWFR0XRZbU03XJWGRwRdZrtGgakCFsSuf5eKy5xvTEDIpFdJPZqAoAt1XcpGUZKZkkZGc6ffLp1pUWvVsxu1P38yBnYd57sZX+PZ/P6GGqCDh85e/pXr9Koz//ikqXV6Bj56Yie7SvG6zTR09i253dSQsMgwhBPe8cie9hnXll0+Xc/xAIrFlo+l8R3tqN7/c65q2/raTGc/PMYrDAiGhIVx7ZwcGvdCfMhV9ZF55QYTUN9RxLwjO/P843SgKNKZDM4yg2KkI/SQgwNqySJ2pSxnp2oNMHpCvQVXwe7OfIfKX/3vVDiNTBkKZ7xCWywgWmfM5xfYm5n6DjBqFUKINraIiRlABOji3GHXOhCU/bibAm3X2O0hciKiRSMeKIHS5CtDyt8LcEUKF8JsR4Tcjc77Kj4U6TQYhpBki5gWEpaZbHxHzIls2JQC/e51RKHDDAx2xRXcg6WgKuZm5lK0cT1ik9zT1Y/+eQAj/oT+9R/SkRoOqHN59jCpXVKTH3Z1pf8tVLP9yFcf2niAyNoJDfx/llxnLfQ/kAV3TubpP8HXnml3biISqZUg6kuLx2qlaFNr1aU1cuQtbHb6kmIaQSamQULUMWgDGTWy5GJy+RBDz0XWd8Kgw0k6mM+qa58lMyQJAc566KR/+5yijOo3jpflj2L7qb5/j2bMdrJq3lq53dig8VunyCgyeMMDvWgBW/7CWF/q+7nbMaXfy86fLWLNoE1P+fLlwOy1gQm8wFHJlLueqsOu5QMhMRHjxU26NKt2ZGAHBkRdM4dNAkGlPnmEE+UIH6UBmfYyIfTn4yez+tod8kQe530HEXcicufiWSJCQNTn/E1qQwRbg5zX7A3SlMmSO8zH+meTXUYt8FGFr67GFpmmkHk/DYu1GTMLNRsalzAK1OsJS3WOftT9v4qs3vBtBAHVbXUG9Nm0Z3noMf6/dA5x64Bn84m0eDYLI2PCA4p/nTVnIvCkLAWjYvh4j3hnKZQ2rc929p+QFDuw8HLQhpKgKbW5oQfV6Vfw3PgNVVRkz6xGe6j4Bzam5PaAqqkJchTjun+yrxMulgRksbVIqdLmjPYqP7C/VonDNgLaER4VRrW5lqtSphL/729V9WvHTR4u9epA0l07ykRQWTV/qd32qRSnivs5IyeSvn9bzx4/rSDme6rVvnj2PSUPeReq6RxHG1OOpTB09y+8azkQokYiYN3FLtTfOBD3WBcUZW2BSz0Fmz0JP6oOeeDV6Ul9kzpfIM0ovSCmROd8gk65DJrZAJjZHJl+PzPk2YKmE84l07siPpQomK0oD+49eg5d9UhjLUxwEMu+P/CXsx/+aCzyEOkEb7ZnP+h9fVACRYASs27og4mchIosWUM1zOJk14WsGVL6P26rez63l7+GB5qP57QcHwtbBqxEEMO+dhT5FXIUiCI0I5bner/HP+n8LjzvtThZ9sowRV40hNbGoTljr65phDQ1O1HL76r955OqxReJ6qterwt0v3V64HvcFghDGcTVELSy90aJ7E56aWfySOg3b1+OdPyfSrk+rwt9PaISNG+7vxrtrJlK28qUvqmh6hExKhbjysQweP4BpT39e5JyiKoRHhXPXOKPmlxCCwS/058UBb3ocSyiCHkM6kVClDMu++N1nVplEsmWF/1gbzaUTXyEWAHuOgw9HzWDRJ8sKM9wUVaFjv7aMeGcoUXGRbn1//24NWane3fqaS2f5l6t56K27i/T1hwjtBGW+RmZPBfvPgBPUqoYQXfZHQPHLY5wfbGC9qvCV1FOQyXcYZSqMI0ZdtYytkPMFxH+GUKLz41TGQ+5s3AxB1x5kxmhwbofosRe2d8i1q5gdHfl/woyttexZ+Vo7rnxRwIEIa8ui3YStBI5ECQXGlxJHQArqZxN5HEQYhN6KiLgfoZZFasnG71SEQEgjXE6VZ657mc3Lt7tdE/ZuOcCEfpO555U76f/kTV6n2PXnbp9b8lKXbFq6zfjVnGF465rOycPJzHhuDo9+cK/buYiYCAY81YeZL8wN+O3qmo4jN49pY2Yz4Qd3+YbbxvShUq0KzHl1Hrs3GN+bspXj6T2iF13ubM+yL1ZxZPcxIqLD6NCvLXVaeN/OD5Sajarz7NxROHId5GTkEhUfWaQI9aXMf+edmpx1+j/Vm8i4SGa+MJfU42mFx5t0upIR79xDxZqnUsc79mtLRnIm7z32KZpTQ7UohcGCXe/swIh37wEgK82Ploc0nhLrtqrF3+v+9Wo02cKsXN2nFZqm8eyNr7Bl+Xb009rqms6Kuas5uOMQ/1v1klsQ9OG/j6JYFJ8ZbppL48SBk0EbQmDEConYyfkXX92IgQD0sAGQ8aSRyVRwk1Iqg3SB9BQkeraJBjJ8N4kYhFBO/Q5k+tMedGfyf3b9Y6gMx7yOzHov3wjCc9vczyC0K9ja+F2ldG4BR36JkpBm+dlfRQ0o6fwHnOsxYplaucWUFI/gg1WBfEHHUKT959M0nfI9KI5fkY5FEPlYUU2rkEZG2ZJioUBIbcOLZbsGHBeAaJ7MhZzZyNxFSGujfGMw//cgItizvR1bVx4rFEEs7Jb/PZ46ZhZX92lFlSsqehzeYvV/u/PledRdOr/OXM79k+8qvD5IKfl77R4iYsKJSYgm/aSf78fp42k6f/20gdQTacSVj3U71/HWNnS8tQ0ZKZm48lzElotBUQxvza2jbgh4jmCxhdmwhV3YSQ1nA9MQMik1hBBcf9+19BzamV1r9pCTmUuV2hWpeJln7ZwbHuhOx/5tWfaFESwYFRdJx/5t3S5k1epVJvVEmtcnOUVRSKhaloHP3sLjnV9AR/doDA2eMICI6HB+/+4v46nPA7qms3fLAX6dsZwbHjAyxLas3MGKr//waQQVcHrdn4ILqhCClOOppBxLIyYh2mftHuNmfWqLTLGUg/hPkdJpbIOIUIQSi558JzjPhyHk7yKvQPg9ha+k67AfFWEN7AuQWqKRteYTFZnzOcKHIWRkUY3IL1RqlAoADdRaEPdOoaFjtBtl1D87vb+1PSJ2EkIJMtarANvVgJXgvHgCQq5E2pdB+mMU3XrKr66e9SaENEbY2hrq0DIdwnqXwBCSkP0RMvuj/GVE5MeqnW/hPA1kYtESHDKb2nV/ZtTkOF57uCqeto8VRWHhx4sZ9tpAjyNfdV0zFkxb4tOLpijC7QHpTPLsTpKPplC5VkWO7T3BhP6T2b1+b/Al0/KRUpJ0JKWIIVRAdHxU8IOaBI1pCJmUOqpF5cq2gdW+iY6PKkxr98QN93dj4xLvNY10XWfDr1vIy83j0Q/v5YuXv+Xov6eMhMjYCAZPGFA4x6LpS1FU72n+Evj+vZ+57r5rWTRtKW/e/2Hhk5g3hBDUaFCV8jUS+GXGcr57ewH/bt6PoihExUeSdlpcQcMO9bhn4h1B1QYSIgTUCqcO2NoUuYlfGOgIbTeo+dkrzo34vztIo7CrXzSjPIi3UaTdyMDSCmIuTvv/1fYZZSHKzgesyJQ7PJf7yFudn8X1DUIE790RSgwy/E7I+YTA74rS0JLKW+WnnYrMnIzMfA1cwSpDn77t5WUL7IIL2C+6FqFAl1tSmT+zDDvWRRQ5r2s6B3Z6V3YuUyne71vUA4hFC48KIz0pg0fbP0v6yXRvyw0YfwKvJmcf0xAyuaC5uk8r2t3cmlXfrfHptt7xxz/s23qQKX9NJD0xnWP7EomOj6Rp10ZYbacCGRMPJvlO3ZdwYPsh7qjxIMlHUoyQFj/ZcFJKBj53K5MGv8uS2b8VahlpuuZmBAFsX/U3o655nomLxtKkU/GqmYuwW5BZU/D99B4BBJuuXBoILz/7IsC7yJnq3qeTO/+MFPXT0QwhwJwvDc+HdsjLnBq4diMTOyBlOogoCLsJET4EYQksI0dEjULqqWD/jlPevYIg41CguMJ0Gri2UKxAeku9/FIbIYYgKNkUff/n2xMUGC4XdBuQ4tEQUlSFMB/V2Fd8tdq/58aPm/d8AgAARhxJREFUt6hem9rElY/ls/FfkXYizaf3KFBWz1tL7xEXWDHi/xhm1pjJBY2iKIz98jEGTxhAdFnvbmJd07Fn2/ls3FwatKvHtQM70vq65m5GEECZinE+s9sKSDqcHFCmUojNwmMf3oc928GS2b8B+Azu1jUdTdN54573i12/R6jlEVFPejmrGEVCE36BsAGc0ww0EW4UmC3A2oLSu8QoiFDvnkNp/wF/ddxk7jxk7rf+p5JpGBGzGZDzOTL5xoDrcwkRghL7KqLMDxA+2FDTjhiKKLsAEhYDJY2/CP7GKyIfRCn3ByLmFc6PcVx6WCxQvornrUdd02l/c2uP5xy5Dg7uPOL316cowvPHKF8naNDzRoHbX2YsLxUjCODdR6azwYfX2+TsYxpCJhc8qkXl9qdvpt/jN/lMuddcOiu//oPsDO8B1t0Gdyq1C5gaojLn6Mf0GtaV797+KeDisVKXHN+XyNaV3rd6/CEi7kbETAa1xmlHrRB6M6LMHBQ1ASVmPJRdll8H7GwjIPwOQ4G74IhaAWzdKRVjTERCWH/v510H8L/vkZGfch7M/78GMtdnfS5PiJC6KNFPocS+jhL1BMJSCzLfwMgOO5eE5hfO5TRl6/OFCkpFiJ1CcT8TmgvSkoumqqsWhap1K9P2Jg/ZdYDws71dgK5L6rW+AjA8TJYQFQSEhtt4+vNHaNa1EWCoy5cWiqrw1es/lNp4JsFjbo2ZXDSkHEtFtai4nN41STSXTvrJDCKiPW+jtO/bmjqtarF7/d5iy9kXYAuzFmaJ/bv5QFDFYwGO/nucxtdc6b+hF0TY9YbHQTtgxHioVd0ytgCEEooMWtE3GPJjTmzXICIfKXo6/A5wLCzhHNGI+JkI1XOgucx6B/Rj/tdpya9cricR3FZQQX2uP8GLwJ8/pJ4F9vnF6lsiIoae+kyI8xF4W3CLcYFaDRE3FWGpih7aB+zzCHZLTrXAqkVG8kWByrzm0qhxZVVenD/Ga8q31RZCvdZXsPOv3T7HF6qgdvPLGTXtQX7/5i9yMnOpWqcSHfu1cVOXtoZayc0MbJszNDLUqNXl5fKgazobl2xxL0dick4xDSGTi4a48jF+vTlCEUSX8X7Bt4RYePXnsbx534es/OrPEgn1RcVHkpttJywiFDVEDdqwiowtuadGCFG0uOXpFEeoDytYO0LeEvzeqKytEOFDwNbRcwHR3K8psUZN1HCvlcClcxcy6+0ABtER4YaKuEzfWIxFqODcVmxDCO0o4Cxe3+IS0hIROeLUa9s1lCxOKVhUCLsFhAVhbQ+2DoXSECLmBaTMAcciisRSiTCQeRQVYVQgpAWjv/iY5XP/ZPf6vVisFlpf14wmnRr4NSJufKiHf0NICIQQVK9XhepjvceFxZSN8psqLxTBx1sn88kzX7D6+zU+/ZCl5aU2KR7m1pjJRUOn29r59LooqsJV1zf3a2BExEQw9suRzNr/HuHR3oMr/XFi/0nG3jARTdO46rrmqJbAv06hETZadG9c7LkDRok3tiMCRoXwWxHRBanc3hCg1kTEzUCEdvJeRd2xws84AZD5MvJkd6Rrf5FTMvdLAioKa21jlDQJvd7QFgr60icNYb9AW8s8Qxcoezoy9zvkecnI0tz+X4QSiYi8z3cXtSaldltQyqLEjEeJfi7/M3Lq/0kIG0rc24gy8yBiCIT1QUSOQCSsQJT53gjwdkNAaA9E3AfYwsPoPrgTw6cM5f437qJp54YBeVK63NGeGB9xhmBoBTXu5N9LW7mW/++ULdxG9XpVqHdVbXzt6SuKoE6Ly01v0HnENIRMLhrKV0+gzyO9PJ5TFIElxMJdL/iIIzmDclXL0vPuzj5l9/2xZfkO1i7cxC2jbgjqqe72p/v6LORYWgihICLuIrCYDBWUGETEfUZMi60L3i8REhE5PICLdzGLgp6JfhyZcleRshw4/8Z/eQgLIu4jhAhBCCsibjqE9cPQ/Al4AWDrGFBLmTsfmXg1Mm0EMvM1ZPpTkHwzKGU5p8HrMqvosYgHIeIBDONRYGwKCMCGiBqLKPu90UbEnuqjVAZLAxDBGNQKhPmvNydC6qNEPYkS8zIi8iGEWhFhqYFS9ltEmW8Q0eMQ0S8hEpahxP6vyNZvMAghuPvlO7yvWFUoV60sbW5o4bVNAe37XuXzvGpRCgO3e9zdiRCrxastpOuSmx+93u+cJmcP0xAyuai47/VB3DG2b5HaPpWuqMikpc9zeeMaQY3X55HrCI2wFd8YEvDLzOXUv6o2T80YgRqinspKO+3Cp1oUhBCoFpWBz93KgNG9izdfcQgfBLZu+S98vE9rS0T8XCPIGSBqHODNWBOBeUhCmhGQx8YvmhEHZF+IlE5DFFHPzA8E92NciGjEafXPhBKOEjMeUW614dGKmwmRI30MoBoxUAEoT0v7YmT6SEPwEDjlDXPmxyadK8+QAEtRrSohBErUY4iE3xBRYyHiPkR0/u8iYpDhqYl6GFFuFaLsUqNdwlKUst+ilF8BaiDlHBRQ4hHhd5bsHYQ0RITfjgi/FaFWKtFYBfQc2rlQU+x0D65QBFHxkby84OnCGl6+6NivDeWqlfV43TAMHkHfxwzjJqZsNM/OHYVqUd3mLOh700M9uKZ/MbdcTUoFIS+GaobnkYyMDGJiYkhPTyc62hS+ulDIzshh3aJNRjBj3cpc2bZOsV3Lf6/7l+d7v0ry0VTUEBXNpQV1v6rfpjZvrXoJgKSjKSycuoTdG4z4hYJg6LQT6cSVj6XDrVcRm1C0gvXZRkrdUHHOmQWu3UYchq07hFxpPGVbaiPOiDXSMydB9lQ8/zIEEGrcMH08pUvHb8jUoaX0LoQhDaAnnfJ2qDVPq2PmCQXC+hkZdD4wap29aJTyKKzEnv9vSFNE3McIxff3X0qJTOqen53l7QN0WvDwWUbEz/Zco6wEGGVARvhuZKmPiH3LZwHU84mUki0rdvDj+z+zd8sBwqPD6HhrW7rf3QnNpbNvywFUi0qdVrXcSu2cyZE9xxjd/UWO70tEtajG/78usYaF8MwXjxXxLB3YcYjv3l7IqnlrcOY5qd38cnoP70mbG1uY22JniUDv36Yh5AfTEPpvoLk0/py/nl1/7WbdL5vZu3l/YFtdAq7p15ZnvnjMZ7N/N+/n8D/HiIgJp1HH+kX0jS40pHQiE68CmemjlUBEv1AYhOwNPXMyZH9Qugs8bQ2G0eEjIFupAPFzUSwVPJ8/Dencgcz9GlyHjG3CsOvB2t4tvsWtvWtPYV0zqcRB+uP+lxw+JF99+ixibYeIm1YqN9g8hxNLiFqosK5nvgXZ71L0d26DmBdQwm4u8ZzBIqVk8/Lt+cbNQcKiQul4a1t6Du3sM3lCSklmShbZGTl8+uyXrJi7Gi2/nE5YVCg3P3wdA5+/1auXyOV08ccP61izYANOp4s6LWpx7aCOpZIIYVJyTEOolDANof8em1ds5/FO4wJu//LCZ2jZvUnh6+yMHNb/shl7tgMh4Lu3F7B7w77C81FxEdz53K30ebjXBfskKLVjyJP+YmIsEH4bSvSz/sdzrERmfQJOf6UkzhahEP0SSnjJC1ZK7YhRId7+A+gng+yt5BtC00q8Dq+IGEj4HUUpvnijPcfBd28t4If3fybpcDJqiEq7Pq0Y8FQfajW9DJm3CZkzG5zbQdgQod0grJ9XiYNgSTmeij3bQZlKcX6LgEopeffh6Xz/7iJUi1JoyAhFEB0fyaSl47isQTW3PppLY96UhXz79gISD/j4PxTQaUA7xsx6uPC7mp2Rw/fvLOKnD3/l5JFkImLC6TboGvqOvJ5yVcuW7I2blCqmIVRKmIbQfw8pJQ+1Gm0UU/SDoiq89NPTtOjWGF3Xmfn8XL564wfy7P5TpQePH8AdY/0HlPpDc2ms/mEdiz9bQfKxVMpVK0uPIZ1p0b2x3zpp3pB6KjLRs0rvKSwQMQQl6omAx9Vz5kGGN1Xsc0DEcJSoh4scNspiLDFie9SqRkyQcA+mllJC9nv56folKS71DmS9elpdNE8EWsWzoF3+v6IiosyMItucwZCbbefJLi/w97p/3bI0C+Lcxn//FC17NC32+L5Ys3Ajn70wl11r9gBG5lXPuzszcNytXguQLpy2hMnDPHscFVWhTKU4Zu55p1BjSNM0JvSbzOp5awj07vfmyvE0aFePjJRMHmv/LIf+Pur2u1FUhYjoMCavnECNK6sG8Y5NziamIVRKmIbQf5OstGz6VbwHp8NPLIcwtIneXv0Sv8xYzrx3FgZ8j1QUhdbXN8ORk0fVOpXoNawrNRsFF1eRk5nL071eYvuqvwuLyRb8W6VOJboP7kTr65pxWYNq2HMcLP9yFX+v3YNqUWnZowktejRBVT27/fXkfuDcgq/0dxE/F2FtEtSapeM3ZMb486Z0LMr8iAgxAoml1JFZ/8uPhXJRuN0jYhExLxqejnxkzlxkxtgSTh6HKPcb2BchvW6jCY4c60tE2EZiYvYihLcPlGp4l7T9IKwIW2cjxVwEkw1XlGlPf87cSd971MUSiiA8Kowvj3zEif2JbFm5EyEEDTvUo3q9wOqxeePnT5fx+t3vFdbqK0BRFSpdXp63Vr9UxBiSUnJ3/Uc58s9Rn0bNoHH9uPPZWxBC8MuM5Uwa8m7A61ItCl3v7Mjj0x/ktSHvsGTWbx5/N4qqULVOJT7eOvmC9fT+1zANoVLCNIT+uyyavpQ37nnfbztFVWjapSHrf90ctKNACIGUstCl3+/xG7nn1TsDvpC+dPv/WDF3tV9V6yua1+TInuPkpOe4KfJWrVuZlxc8TYUa5Yr0kY7lyNR7vYyoGkHE8bOLfdGXrkNI5z+Q/kCx+hcPFcIHoEQ/D4Ce+Tpkf+ShnfGeRNw0hK2dYTCd7BSAgrVvROzbhTXTZPZnyMxXMAwwFdBJSVR5Y1QL1i3JoUHrLF776l+EAMWTrRpxPyL0WmTON4Zgo1oGEXojWK8q9v+Jy+ni1gr3kJXqW428at3KHNp1xM1x1bRrQ8Z89jBx5WODnjczNYv+lYZ5ffBQVIU+I3py/+TBbsfTkzK4pVxgwfgtezbl+a9HMbLj8+zesDcoJfjG11zJc1+Non+lYT6V7eGU98jk/BPo/dtMnzcx8UKPuzvz0Nt3o/pJrdc1nQ2/bi7WzafgOaQgrmHu6z+w4OPFAfU9sPMwy79cFdAFfff6veSkGzXYNKdmZMZhZL480eUF8uxFC1kK2zWI6Bc5pTWjUpj1FNIYEfdeiZ58haWqdyHGIlgoncuVBs5/AJBaMmRP99LO+J3KzMnGS9fuEhtBWBq5FY4VEQONrLuosRA+kBz9IR6/pQMbVhhaSdv+iuS5QTWw5/6/vfsOi+Lq4gD8u7MLSwdRpCiKFTtYETUqimI0lhiNvbcYG9FosMfYu9GP2KKiiS2xx4IFxRaFqGDvIlZQkd7Zud8fK6sr22iCcN7n4VFmZ2bv7izM4ZZzFO+x6p+sDEgJBI/6BkjeCaQFAsn7wKMHgEcPBufJOWpi1ItonUEQADy7+0Lxnw/adC3wJiZ4/IyUpOzXUwv48ywy0jQHGKJcxOENAUhPUx1yzs7f8ZeOhmLlqN8RfutptoIgQSKghK0lHt98qjMIYgLDvUu6h9RJ4UKBECn25HI57gTfx+XjV/EyLFLlsS6jv0TLXk11FlTlHHoXXdWKATsW7tNZmZ5zjtnfLs3104kZIiLCXuH0XxfUN8fkW7DS58DMJwLGXQCTXopeIOvtYIJVrp8fzEjP/UyhubtNAkB9bbmsBEUBVwBIPQrtyRg5kHEDPOMJ8HEix5zIuJGlcCsTrMBM+0GwmIyjOyvgxcMoiBnv96lUKwUmZorXrRpzckB+593/5ar/pl0Aj52ZoyZ+nJ9LE3UBiDxDxNO7zxHw5xmkJqfixvk7uHbmFhJidAdWT+8+h6AjM3tyfApiXqmWtbAsZQGHynZ6BeRc5DjxxxkY6PkaM4lyEZ59m0NqqEdFKs71248UKnTFSLEhimKWycPHNgfCb8YOvH4apdxWt3VtjF41BOWqlQEAlKtWVjGEpWXcy0BmgIz0PMgNw4GIsFd48TASZatozuR7978HCL/5LPfPB0UAd3bPRbTpr36VGBOsAdOh+ZITmRvoOelW1hRM1hI8djqANCiCHw5ADhg2AtIeAEjS40QimLHXu//GvDuPjusmRgPS8lD8uszNNRahCFbU3/D9N55U+YzJjOXoOfZVzp4n5QC4fPz75Jh6KmFrhcp1K+DRtTC06voWXYa8QcUaychIZ7h4zAJLxzsiNVlzwkEGhj/n7MK6SX8gKU7RK2Ugk6JN/5YYsaQ/TMzVJ+g0MTf+uMtLLWMz1cCZMYZuP3yFlaN+1+v1iXIRlV2ccP3sbWUvrDaCREDNJs5o0M4VolyEubUZ4t+qydj9DgfQsJ2rXm0hhQf1CJEi7c3zKKwZ74evrQfCS9oD35QejA2TtyLmdSz2rTqCxYN8VYIgALgaeBNjm0zBs/uKoZC2A1tqfQ5BIqDtwBZ5mjT4r0X7sWnadoSeuqH2r++zuy7mqjTIh7jIkZyg2uMR/SoWx7ecxsG1x3Hr4r1cFafVhuk73CQ4gBl3edc7NU1RIsN0EFjJXRCsNwP69sZJygJG7d//X2dgwwCJvaL3y6gDcp4lmwESJzAt2bijI2NUPkN1v0iAiVlO67SJQGrOUhX0nvo1Jv4ajom/PkXFmsmQSAGZMUfTDrGwtNY+NMQ5x5tnb5VBEACkp2bAf+NJTGz1M1KT1Q+bfdGtsV6ByYUDl7Js6zCiDbwGeeg8NpOrRy0IUonOHlzGGL7o6oY5BydDIpHAwNAA3/7YSeP+gkRAs65usK9oq3dbSOFAPUKkyHp2/yW8m01D/NsE5SqPuDfx+GvJAZz48wyiX8WqPU6Ui0iOT8Gmqdsw/a8JKOVgjWEL+2Ltj1vAmOofroJEgH1FWwye2xvmJcyxY8HePGn7Ub9TYIxh27w9cKrliNkHfFQmNCfFJyt+kesqs6UHQWAwtzJFWmo6GANW/+CHw+tPqNyYKtQuB58/xipXtcVFxePY5kA8vPoYhjIDuHdqiIZfal6BppFeQ06CcgiNCZaAab+svVOGDYEUf2h9Q5glWIktYJnDcUZtgDhTgGsaupEoEhNKFO87M/cBT7+iY9m7lqc36af18VJlSyIuKl75+TI2zWWxWmSd96WPZu2eQYyNAQB8eDmlUsDWMQ1vXhpAFLPXPyjKRdy/8ghHNwWi0/deWR6vWr8SajZ1xs3zd7WeZ+vc3fDs11xlKEwQBHivHYEb527j+f0InW1x61AfNZtWw8/fLEZiTJIyWaI8Qw4bx1JoP7Q1SjqUQD3POrAtb6Ny7LeTOiMy/DUOrj2uXOCQuUqzVrNqmLhxlD5vBylkaNWYDrRq7PM11n0K7l5+qDLnItPHS3TVESQC/o78Xblk9+T2c/jjl7+VE0UNjAzQpm9zDJnfBxYlzcE5x66l/2DbvD2q8yL0TQmjqR1SATZlSmL9jWUwNlXcxPf8eghrJmzO1qRPXcytzWBTtiTCbjzJcl5BIsDYzAi/XVqIe5ceYtFAX2SkZ4AxBsYY5BlylKteBvP9p2UrqRwXExQZrHXctJnVKjCjrDdQ5XnSQsDfaiu4y4CSRyAYqNYL48l7FUVRs1wkCcCMwUr+pShAq2xvNHjMVCBNvwntnDPF3B5ZSzArXzCm+W/P/b7++N/YDcpmVHVJwqoj9/V6HnVYyV1gBnWyfZz45ivF5HA1H9qTe6ywcHTOSmcwBjjVLod1oerntm2euRN/zt6l8zx+91Zmqf4+pf1c/Ocfqv35BYYq9SrCN3gBACjTSdwJug/hXTqJRu3r6hXM37v8EP4bTyHy8StY2ligVe8vUM+zdo7zdpH8Qcvn8wgFQp+nh1cf47u6+if602T99WUqCdI453jxMAKpSWmwdbKBqUXWSbppKWm4fvY2khNSIJeLmPPtsly3AwzwXj0cHYa3AQDEvY1XLOXVstImr0mkAhp9WRcXD11RDJXxrI87VLbH+mtL9SpcmUmMnQ4k74L63hwBEEqA2ZzROqwEADxxE3j8fLyvFQZkziVilgvAjLuoPy7lGHj8UkD+Pvs3DJuCWUxVCYKU+3MRyS9GwJCdhqb7HueKG39SghVM7UcDJr21BkGA4sY8rslUPL759F0PJseagHsoVyUFkmz13UsAqTOEUvuyc9C7dsvx7KILHt0yhoGhiDruiSrDcxnpwOSelXAjyAw65vOrZWppgn3Rm9U+5jdjB3Ys3Ae5jpVZ664tVckUffn4Vfh4zdH53DITGdZcWYSyVfOmgCsp/Gj5PCnWHoSE6d5JDxYlVQuKMsZQprI9KtYprzYIAgBDI0PUb+OCZl+7wb5C1vw8OcHAcGqH6pwPq9JWeh0rMzHMkxVt8gwRFw9dUZxLzZ9P8gwRT+88x7ROC7I1r4iZTwAk5QAIiIqQ4m6oMSKeGiBzuT6zXK4zCAIAZjoIzHonYPQlIJRW1Bgz+hqs5F6NQRAAMKO2YKX8wUoeBLPeihTjY0iW/A+QVEJaajpObj+HX0euw8rv1yNw53lkpMvx4vVP2P5raY3zezOHUNPTBcCkn84gCACMTGRYcupntOju/m7+F8PSHxyRns7UDEVJoOjFUrOdWYBZZT/4jnj8Cj+1nYvBTatjzjAnzBxQET3r1MTGeXaQv5tKJTUAZv/xGB0Gm6qsvjI0MoCdU2noWrxlZmWKKyeu4fLxq4iPVp10XMnFSWcQZGAoxclt57B7+UFEviuNsXXubr1eX53m1SkIImrRHCFSJBnksqipIBFQp0UNWNuVyNV5nGqVg5mVqV5LiLXhnCPhgxvHr9+tw9uX0Rr3NzQ2hImZERyrl8Hd4Ad5NoTGRa7zXJePhuKSfyiadXXD5K3jNBaYTUlKxcE1x3BwzTFEPLYCmAXkH6SJqdHIEEPm90Udj8Z6t48Z1gUzzH75B8YYzh2Mxs6F+5TlHWzKlkRibBKS4pOVPVz/rDkGa/sSmLJtHBLjtP/6ZAywLPEWSL+kmMOkB/MSZpiyzRsjlg7AvUsPIQgMojmDIPkdSD0JxcozAZC1BkyHgKWdB0/aoah5xiwA42/ATAdme7XY24hojGs6DTEfzZtLTRGw07c0oiIMMHGlYm6UkYkcY379GkMWe+Le5UdgjKFK/Yr470gI5vZaoeUNAV4/j8JPbWcDUKwmaztAsZrM2MwY7p0a6FyVlZ6Wgb+XHoAoF7H2xy2o2dQZN87d0bj/h0ypECrRgIbGdKChsc9TzOtY9CwzQpk4UB2JgUTtX6BMYBAEActOz0INd+dct2XzzJ3YOmd3rlZeSaQCmndvgilbx+H1syj0KT9Sr/MxCQOXF8yPOBMY2g/zhPfqrNmpE+OS8KPHz3gY+ljj6xAEBiYwzD00BfXbuORrW3cs2IsNU7bpPXfM1MIEKw/fgUP5KK37cgCC+VQw0wG5biMXYwHxLSCUBBNUfxdxznOV3HLdxC3YveKQ2tIRmf7nfw9V6qQBQikwmxNgTLUYanpaOsY1mYaHVx9rPc+HBImA6o2rYHHATES9iMaQmj8gLTlnk7x1+WnLGHj2bZ4v5yaFEw2NkWLNysYSXw5tpXFIiDGg+4+d0POnLsoEaJk3kpIO1ph3eEqeBEGcc9hXLA0Ti4/yp7wb1dB3Lo08Q8RXIxTzg25nY9gpr4MgQyODrKMxmp5b5PDfcFLt6rwNPlvx6Fq41tchihyinGPZsDU6E0zmxuObT7FhyjZlm3UR5SISYhNhbKZzV8VblcvaX8pzCZZg0gpZgiAAOQqCkhOSsXflYXxXbyJ2LftHR/DC8ecyW0UQZO2XJQgCAANDAyw4Ng0NvPQPWkW5iJvn7yJw57/Ys+JQ3uTiUsPE0gTNu+nfs0iKFxoaI0XWyOWD8DYiBv/u+w8SqQTyDLny39Z9m2PgrB6QSCXoPrETgg5eQWJcEspUsUc9z9rZXwauBuccK0etx8E1x7MGZBxo1tUNcVHxuHH2NkQdN+AOwz1R+wtF/aKCLOjYwMsVFw5c0ppc8kPyDDmuHL+G1n2+UG5LjEvCUb9TevUacM7x6skbhJ66iXqta+eozVdP38SeFYcQEnAdHIq5It94f4V6nooVVX8vPZDtc3KR426IMdxaf5zxWQ1Z4euFiH4ViwktZuDZvZd6BtUMF49Z4uLFn9GkUyWNe1lYm2PuwSl4du8FfMduxKVjV3WfWWA4vP4Ent59oXaFZ64xYN6hKTA0ypuAlBQ9FAiRIstQZoCfd0/ErQv3cHxzIKJfxaJUGWt4DfJA1frvf5lbWJtrzKqcGxf+uYSDa44DUN/TcG5PEIYu7Itrp29pPU/bAS0xbvVwZQBUs6kzBKmQPzcNLSRSAWN/G4bUpFRcCbiu97yjj+uYPbn9HGkp6Rr2Vi/iUSSQg0Boz4pDWD3eT+X9unzsKoIPh2Dw3N7oNflrXNKx7FqTE7vKoLGnjuzeBq5gkjIqm9JS0nBm10XcvngPgkRA/TYuOnMwiaKIhJhEGBoZwsgka29Mdi0e5IsXDyOyPVy7YsQm3AkKx5PbT2FkaoSmX7uhSacGWXo2LUqaI/TUDb3OyUWOyMevkRSnT2bwbGLA4hMzUbNJ7nt3SdFFgRAp0hhjqNnEuUB+ER7w9VcmW1NHIhXw8mEE6raujaunbmTpFWICg6tHLYxf/51KL5C1XQm06tUMJ7ed03suRq4xoNv4jihpXwKz//HBvlX+2LPiIN48f6vz0EquTirfG+SgFtOHE12jI2NwfMtpRDx+DQtrM3j0boby1ctmOeZBaBhWj/cDAJWgMTNR5Map21CrmbPGxJraCBKGZ2GlcfhPO7Tvq5rEL3PpPFgJwGqDymO3LtzFjM6LEPsmDhIDRfCwb9UROFS2w7zDU7Lkx0lNTsXfS/7Bgd/8ER2paGc9z9roNbkran9RPVtpCjI9f/AS/x0JyfZxgOK937FwLzjnEAQBAVvPwrFaGSw8Nh02ZUsq9zu/LxgZWubnqWCAla0lTCyM8eT2M30qbeh3WoGhwzBPuHrUypsTkiKL5ggRkk/uXX6kNVCRZ4i4fyUMc/7xQZcx7SH74C99mYkMX49pjzn/+Ki92Y3531BUc6sCQDGpWBdBIsDaXrECLrsja0xg+Mb7Kwya2wuAYi5I9wkdse3JGtT3cgGTqD+hIBFQpV4Fld43ALCvVFrveUYAYGQqQ6MvXQEAfy85gF6OI7Bh8lYc+f0Eti/ci6E1f8DC/quyVCY/8NtRSLQU8pRIBexZeSRHK+pEOUfY9Sf4dVJprJhYFi/D36+MS0tlSEr/CrA5C0FirtyuWJ4+G/Fv4wEA8nS5crJ+5ONX+LHVLCQnJCPsejhWjFiL3uW+Q5cSA7F55k5lEAQAIQE3MLH1LLQz7IlutkPgN30H4t6dUxt5hhzRr2IReupmtl/vh7ioyCGV+dl+8eAlpnaYpzKPKyE6MVvJBb0GeqDjSM0JM3OCMYau3h3y9JykaKIeIULyiT6VvGXGhjA0MsTI5QMx4JceeBj6GICiF0VTgUpAUaRy6amfcXZ3EI5uOonIJ2/w8mEkRLmodrhDlIsY6zsUVqUt8c/qozi147xevUmMMZSwtUJX7w5Zhm4YY5iwfiTGNpmKty+jVc4nSBUrq376Y2yWcwYdvJKtTNs1mzhjv+9RpCan4s9f3mceFsX3PQ4B287C0NgQP6wdodx245z2wpryDBF3g+/DwMgA6dkcqnuP4cjWkjiy1Ro2ZdIhCBxvXxnBo2clTNxkCFEUFUNxR0JwNfAmUpPT1AZe8gwRb55HwXfsJhzbEghBYBrb/uH1jX0dh+0L9ipyHZ2fgxK2Vln2T4hJxPb5e3Fo3XEkxub98JM8Q0TY9Se4fPwaGnq5AgDsKtrq9/mSMJSpZIe2A1pAYiBF4M7zuHn+TrZ6hRhjECTv3y+JVADnilVijs5ldBxNCC2f14mWz5Oc+t+YDTi49pjWm7Fzw8pw79gAbQe2VBlayIk7wffh4zUHSfHJyptt5uTw/jO/Rb+Z3ZX7DnedgLDrT/QKSCRSAa4etbDg6HS1j0e/isWupf/g8O8nkBCdCGMzI7Qd0BLfTuyE0uVsIJfLcck/FOf2BiM1ORUxr+JwNfAGRD1XtDFBUcZD142VCQzbnqxBKQdrhJy8jqnt5yE9TfsqJPuKtqjXujaObAzQuz36kBpKsf7aEvz8zVKE33yqMVWDSvs/qmOXHYJUwBdfu2HazvEq2xNiEuHdbJpiInI+DqNKpBJ8NaINRq8aAkCxlL6Hw3BF0kQtr6lu69rw+WOMMl9XanIqFg34H87suqjX85awtcTsAz44uukUQk5eBxhDfc866DSqHcpVoyCouKMSG3mEAiGSU8/uvcBwlwnISJdrHH7J/OuVc47Bc3uj509dcvWc0a9icXj9CZzfF4y05DRUbVAJnb73QrVGVVT227vyMFb/4JetybKb76+CQyXNifo450hPy4CBoVQ5pynqZTSmfDkXj66FQyKVgHOuGELRb6FStnqOGGMY4zsU5WuUxSTPWTqrmQtSAV1GfYmu3h0wst5EJMQm5WntNlsnG7x5FqVXVfW8IEgE7Hi2VqVX6DfvTdjv65/vc8kkUgm8BrbED+u+U247uycIs7svBZjqYgEmMEgNpZjx1wQ0/qp+lnOFXQ/HcJcf9X7uH9aOQPthnrl7AaRIojxChBSwslUd8Mt+H8iMDBXFSdXM5ZFniIrhLJFjw+St2L3iUK6es0RpS/SZ+g1++28hfr+xHJP8RmcJggCg3WAPlHV2eFfKQT/3r2QtW5KSlIqLBy8jcOd5PL75FIYyA2UQJIoipnaYh/BbiozE8gy54oasK9bIfJuyGZMwgSElIQVrJ2zWmY4AAATG0PF7L9iWt8GK83OVc67yAhMYIh+//mRBEKAY/gy78VT5fVpKGo5sCNAdBOVBNga5XI7K9VQL2n7R1Q1zD09BJRcnledq4OWK1ZcWqg2CAEU29kou5fUqC8MYw8nt53LTdEJojhAh+alBWxdsf7YWxzYH4vJxxbJtbdaM98OTO88wZtUQSA3y78fT2MwYy07PwvLha/Hv/v/0OubD1V6iKGLb3D34a8l+JMenKLdXa1QZEzZ8D6eajrhy4rpyzpPestkL9CFRLsLYzAj3Lj/Sua9EKsHM3RNRtopilVa5amWw8vxchF0Px+m/L2DrHP3qV2k8v0SAnKufr5WfDGXvr9Gb52+Rkpiq+6B3TRQkgqKESjbbzJhicv+HuaIyNfRyRUMvVzy7/xJxUfEoXa4USjlY6zgfw6iVQzCx9SzIRe3DiZzzLDXLCMku6hEiJJ+ZWZmi67gOqNe6jl5/5R5edwKrRv+e7efhnOP62dtYOuQ3+HjNxqKB/1Pk+9FwY7OyscSsvZOw+soinT1DBjID1GlRQ/n9uol/YPPMnSpBEKBYKefdbBqeP3iJCwf+02t5N2NMuZ+phQlkJtlPfMcEhpIOJeBQRXeNLcYYek/tqrZHwtzaDILAIDPOXfK9jHR5tgMK50aVs9VD9zEzKxNUbVhZ+f35vcHZOl7TRHsAAAOs7Usoevs++AhLpAIEiQRTt/+gdXJ/2Sr2qNG4qs4gKFPtL6pj0YkZOj8LEqkAR5oLRHLpswmE5s6diyZNmsDExARWVlZ6HcM5x4wZM2Bvbw9jY2N4enri/v37+dtQQjRISUrVe0nx4d8DEPH4ld7nzkjPwJweyzC+xQwc/+M0Lh+/hpPbzuKnNr9gSvt5SE3W3DNQ2bUCOo5sq7kcicDw1XdtYPYul8/LsEjsXnFQ7b6iXERKYgr+nL1L75pRQxf2Qb+Z3TF56zjsfLEO5tZ61K74gCARIJFK4PPHWJQqo3vCOedc7WqiwJ3n0bfiKGydswepGtqe+R7lR3ZvqaHkXf6hnB0vikB0RAwA4NSO81g36Y88aZeBTIpuP3yFzfdX4vsVg1DmXS+agUyK5t3c8b+g+RqHuXKjTvMaGKemTt2H5BkiOtD8IJJLn00glJaWhu7du2PkyJF6H7No0SKsXLkSa9asQVBQEExNTeHl5YWUlBTdBxOSxyrUKqe1COyHBMZw5u8Lep97w+RtOLs7CMD7hIGZ/14+fhW+YzdqPX744v5o0klRIT2zdyYzB0/TLo0wbGFf5b4n/jijNaCTZ4gI3HEe5aqX1Tk/xdreCt3Gd0Sfqd+gVa9mkBnLYFHSXOsxH2ICQ6P2dfHr+Tlw9aiFctXKoEr9ilp73ozNjeDeqYHKtnuXH2Jen18hT5drrWvW8Mu6GL9uBAyNDLKVJ0cft87fwxffNIZUKlHpGRIkil6Ymk2dVXJNfSwlMRnz+66EKIrYOHVbrtpiYWOB8eu/w5Rt3vjz8W9wbVUbZ3cFoULtcth4awX803fgUNI2TNnmjcp1K+TqubRp1asZGrZz1Xg9vQZ5UMJEkmufzRyhWbNmAQD8/Pz02p9zjhUrVmDatGno3LkzAGDLli2wtbXFvn370LNnz/xqKiFquXWoB2s7K0S/itWrwnlCTKJe502MS8KB3/w1DmtwkePY5kAMmtsbJUpbqt3HUGaAmbt/xM3zd3DULxBvX0ajpIM12g5siZpNnFV6QN6+jFbcmLTEdBnpcjRqXw9+M3cqSmyoaRoTGDp93y5LQGFbzgaProZrfc1SQyk2318FU0sTmFqYqDw2Ykl//NTmF4hQX9pk2IK+WcpU7FlxSJG7R9N1YcDgOb3Qa3JXAEDD9vVwZH0A/DedxKsnb7S2VV+cc5z++wJ+3PA9Ht94gkvHroJzDteWtdB2kAcMjQwwtPYPGo8X5Rw3z9/BkkG+iAjTvzdRnbjXcWjSuaGiDEzN8Yh/+34ejq2TDcb9NgwN29XVeo60lDSc3H4ex7cEIuZVLOwqlEb7oZ5o3LG+3rX8JFIJZu2bhG1z92C/r7+yHSUdSqDb+I7o6t2hQGvvkaLhswmEsissLAwRERHw9HzfbWppaQk3NzdcuHBBYyCUmpqK1NT3wwhxcXH53lZSPEikEkzZ5o3J7ebozG+TkSGHfUVbvc578/xdnbW75BkiQgKuo1WvZhr3YYyhVrPqqNWsutZzWduV0BnISQ0ksHWywU+bR2NurxUAUy1zwQSGWs2qofuEjlmOrdemDi4cvKRx0rQgFVC3dW2Udiyl9nGXFjUx78g0/DpyHV48eF/+wrKUOQbP64P2Q1tnOebiwcs6V3hdO3MbvSYr/l/KwRr9ZnaHla0lVo5an+MJ3h/jIseyYaux/OwcDF/cH7cu3sPWubsxquFPei/tP/7HmTxpy/ROC3H74r0s21+Fv8HUr+ZjwdHpGgvhxryOxcRWs/D45lMwgYGLHM/uvUTw4RA0aOeKWXsnwVCmO+EooMhkPmBWD/Se2hUvHkZCEBgcKtvlSWFkQoDPaGgsuyIiFL8AbW1Vbya2trbKx9SZP38+LC0tlV+Ojo752k5SvLi0rImVF+fpTJ4oM5ahZY8mep0zQ0dQld39dGnd9wutw0cSqYAWPZrAyESG5t3csfzML2jcob6yFIiNY0kMmdcHC/ynqa0I3qZfc5hammgsHSJmiOg2PmsA9aF6rWvD7+5KrDg3B5O3jsN8/2nY8Xyd2iAIUMyx0ooD6amKYDPubTye3n2OuLfxcGlZU2cQJDORYWv4anQa5aXX5HFR5Ngycycu/HMJ45tPxyX/0DzNb6QvdUEQ8D6z9doJmzX2Qi7otwpP7jxX7P+u7ZnDpJePXcWmqduz3R4DQwOUr14Wjs5lKAgieapAAyEfHx9FfhUtX3fu3PmkbZo8eTJiY2OVX0+fPtV9ECHZUNm1Alacmw2LUuZZ5j5kdvOP9R0KYzPNq3BUzlfXSa/hAeeGlXTuow/7irZw/mB10ocYY5CZyNB3+vss1jXcnTFr7yQcTtmOg4l/Yuvj1egxqbPaIAgATC1NMe/wVBiZGam8P5nzZkYuH6ixJ+LjttRs4oxWvZqhQVsXrekIqjaopHXFliARYF/RFtM7L0A3myEYXN0b3UoPwYbJW1HDvarGY5nA8NWINijtWApNuzTSa44YFzkuHbuK+X1/hSgXP11h3WzgIseja+F4fDPr78fw289w+dhVje3mIsc/a44hOSE5v5tJiF4KNBCaMGECbt++rfWrYsWKuk+khp2dYhltZGSkyvbIyEjlY+rIZDJYWFiofBGS10qXs4Fv8AI0/6axyk3UqZYjZu2bhLYDWmbrXI071tdYYFQiFVC7eXWUr5E3vZu7lx/E3eAHah/jnKNNvxbK/Dyq7ZBAZizTK2ir0bgqRq8cAstS73/+RLkIF4+acO/YQMuR2qWnpavtxfh6THutAQfnHCe3nkXw4RDl8VzkuHjwMh5efYySDiU0Hlu9cRVcO3MLq0Zv0LiPOsnxKXlWiT0TE9Qn9sypzFVqH7oWeFPnyrfUpFS98j0R8ikU6BwhGxsb2NjY5Mu5K1SoADs7OwQEBMDV1RWAYr5PUFBQtlaeEZJf7JxKY9rO8Yh9E4fI8NcwtTSBQyW7HE3+9F4zHOOaTsOr8NcqWZUFiQCr0paY5Dc6T9qclpquM9ngUb9TGLKgD4xNjXL8PMc2B2LxIN8s78X1M7cxqpEPfIMX6D2H6um9F/h90p8IDbyBpLhkGBgZoFWvZugxqbNyGX2zrm7o9L0XDvx2FIJEUAZFEqkAUc5hbW+F6IjYLMGSKBeRlpKOqJfRYIxlCbK4yDGv9wowJmgdTvyYIreSgAwd9cmyq1qjyhg8tzciw19j1ejfkZqkX4oDTUqWyZoXiHM982JScSdSSHw2c4SePHmC0NBQPHnyBHK5HKGhoQgNDUVCwvvVDNWqVcPevXsBKH6ReHt7Y86cOThw4ACuX7+O/v37w8HBAV26dCmgV0FIVpalLFC1fiWUqWyf4xUw1nYl4PvfAvSb+S1sypaERCrA2s4KvXy+xuori2HnVDpP2nrt9C2dq9lSElNx5fi1HD9HckKyMqHkx4GFKBeRGJeE333+1HmetJQ0LOi/EoOrjcO/B/5DUpxiKCY9JR3HtwRiZP2fcDtIkVeMMYbRq4Zg2s7xqN64CqSGUsiMDeHeqSF+WDcCUc+jtQ71iBmakxGKcg65XHO9uY8JUgFOtRzzJCu1IGGo27oWRiztjzUhi7Hy33lw9agFr4Ee2HhrRY4/b0xgqFKvIspXL5vlsVrNqunsyTIwMkDluk45em5C8tpns2psxowZ2Lx5s/L7unUVSzdPnTqFli1bAgDu3r2L2NhY5T6TJk1CYmIihg8fjpiYGDRr1gz+/v4wMsr5X6qEFFYW1uboO70b+k7vlm/PkRyv37yOJDX7hV0PR8jJGwAHan1RDVXrq5+zdGbXRaQkaU4AKWaIOLc3GHFR8RpzDnHOMbf3Cvy7T335EFHOkZachtnfLsUfj3whkUjAGEOL7u5o0d1dZd+ArWc1tkVvesY0gkSAqYUJhszvjWlfLcj104pyjpCAGwgJuAEDmRTth3pi+JL+MJQZoHQ5G3zxjRvO7Q3O1jwkJjAIAsN3ywaofbxinfKo1awabl+8p3YlniAwtBvoAVNL0xy/LkLy0mfTI+Tnp6iU/fFXZhAEKH75DRw4UPk9Ywy//PILIiIikJKSghMnTqBq1aqfvvGEFBFlnR302s/xg/3eRkRjgsdMDHf5EWsmbMaaHzdjVEMfjGk8GZHhr7Mc+/JRpM7VVaJcxKunmvP33Al+oDEIysQ5x+unUbh09KrW/YzNP9EfTgxo4OWCVRfnwa19fTRs55qrkhsfS0/NwIHVRzGr2xLlMN2wRf1gbm2WZX4ZExSLVTqPbgdre9X5T47ODlh4bAbqNK8BTaZs84aNYymVkhyZc5Oqu1fFsMX98ux1EZJbn02PECEk954/eIkHIY9hYCiFS8sa2f6rvEKtcnBuWBn3rzxS24sgSASUq15GuaosJSkVP3r8jBcPFSkrPhweun/lESa0nIk1IYuV5TsAwLyEmV49FBZaSnEE/HlGZa6PJoKE4WHoY7i1r6dxn3qedWBsbpSlrlpe6jGpMzqP/lIlrcLUHT9g1jdLEBJwXRkYflgPTGogAecc8gwR1nZWiI2Kh1zHnCIucgQfuoIrJ66jQVsX2DmVhm/wAvw++U+c3XVR2YPj3KASBs7uifptXDBy2UDcOHcHsW/iYFveBlUbVNI5pGZTtiTWXFkE/42ncGxzIGJex8LOqTTaD/NEq97NYGCoXw4hQj4Fxj91eeTPTFxcHCwtLREbG0sryMhn69WT11g6dDWunLiu3GZgZIDO37fDkPm9s1Xp/tG1cHg3m4bU5DSVQEOQCDAwlGJp4CxlIHR4/QksH7FW47kYYxi+uJ9KXqDXz6LQx2mkxjk1TGCo1rAyVl6Yp/G8c3stx+m/L+iel8OAEYv768xLtGPBXmyYoqVshY7ZweomUmeSGRvir4jf1RYt5Zzj9sV7OPP3BSTGJaNsVQd49GyC62fv4NHVxzAwMoB7xwZwblgZCTGJeHL7Geb0WI7Xz6I0tkWQCGje3R1Tt3mrbI+PTsDrp1EwszJB6XL5s4iFkE9J3/s39QgRUsRFv4rFuKbT8Pajpc7pKenYvfwg3jyPwpRt3npPnK1Ypzz+F7wAm2fsUM4vYQKDe8cGGDDrW1SoXV6574k/zygzC6vDOcexLYEqgYhN2ZLoNNLrXdmQjw54F3AMnK29RI5N2ZLaS2YoG6AofaJLj5+6IDkhBTsW7gM4hyARIJeLEASG3lO+gVVpS6wa/btKLxRjihVUrq1q4cbZ25DLRbXvw+B5vTVWbmeMoYa7M2q4O6tsb93HBq37fKGyzczKFDXcnREfnQBtRLmI12rKgpiXMIN5iewVvCWkKKBAiJAibveyf/A2IkbtMBHnHIE7/0VX769Q3a2K3ucsV60Mpv81AYmxiYh+FQfLUuZqb6Ixr3XXVYt7E59l28jlA8EEhgO/HQUX3wUeGXKYW5nih/UjUc+zjtZzeg3ywN9L/9H+Ihjg3rGB2kr0WXZlDIPm9EKnUe1wavs5ZS22Vr2boYStFQCgbFV7/LV4P66cuAbOgXLVy+Lrse3Rbkgr3Dx/Fyu+W4en77ItA4BFKXMM/KUnOn7XVufzZ4dVaUuttcYEiaB22TshxRUNjelAQ2Pkc/eNzWDERWUNNjJJpBJ8OaQVxq0enufPPbXjfFzyD9U4V0cQGKq7O2PF2dlqH496GY1ze4KQGJuEMpXt4N65od41qn7z3oS9Kw9rfLyGe1XMOzI1S9HW3JJnyCGXi1nayTnHneAHePkoEhYlzeHSska+zJXZOnc3tszcqZJP6mNz/vGBW4f6ef7chBQmNDRGCIEoilqDIEBx4456GZ0vz99hqCeCD13R+LgocnQY7qnx8ZL2JdB5VLscPfd3ywbA2r4E/lq0D/HR73Mf2Za3wbBF/dC8W+N8qVwukUrUrnpjjKG6W5Vs9bzlRKfvvXBkQwDePIvKsnxdEATUaVkDDdq55msbCPmcUCBESBEmCALMrc0Q/1bzvBGJVAJrO80lInKjccf6cPuqPoIPX8kyRMYEhjrNa8CjZ9N8eW5BENDzpy7o6t0Bd4MfIC0lDeVrOqKUg+qwkCiKOLs7CPt9j+DR1XAYGhngi28a4+txHdSWCinszEuYYcXZ2Vg8yFdlcrwgFeDZpzlG/28IFS0l5AM0NKYDDY2Rz936SX9g1/KDWpeS/3p+TpYJuXklPS0dW2b+hf2/+SuXoMtMZOgwzBOD5/WCzFiWL8+rD1EUsXigL058tNxekAqQSCWY889kvQq8FlbP7r3AneAHkEglcGlZI98CXkIKI33v3xQI6UCBEPncvY2Ixsh6kxDzJg7iR0MlTGBo9nUjTP9rQr4ME30oJSkVj64+BudAxTrlYGymfqXUp3Ro3XGs+G6d2seYwGBkaoQdz9ZqXNVFCCm89L1/fzaZpQkhOWNtVwK//jsXtZpWU9luIJOiy+gvMXnruHwPggDAyESGGu7OqNnEuVAEQZxz7F5xEJpeOhc5khOScXLbuU/bMELIJ0VzhAgpBuycSmPpqVl4cuc5HoSEwUBmAFePmsU6b0xKYgqe3nmhdR9BEHDr4l18NaLNJ2oVIeRTo0CIkGKkXLUyKFdNd96c4kCfOl6MARKBOs4JKcroJ5wQUizJjGWo7l5VWQxUHXmGiHptXD5hqwghnxoFQoSQYqvHxM4aM18LEgGlypZEs66NPnGrCCGfEgVChJBiq2mXRhg0pxcAQCJV/DpkDAADLEuZY4H/VKqUTkgRR8vndaDl84QUfY+uhePgmmN4EBoGI1MZmnZxg2e/5nlefoMQ8ulQHqE8QoEQIYQQ8vmhPEKEEEIIITpQIEQIIYSQYosCIUIIIYQUWxQIEUIIIaTYokCIEEIIIcUWBUKEEEIIKbYoECKEEEJIsUWBECGEEEKKLQqECCGEEFJsUSBECCGEkGJLWtANKOwyK5DExcUVcEsIIYQQoq/M+7auSmIUCOkQHx8PAHB0dCzglhBCCCEku+Lj42FpaanxcSq6qoMoinjx4gXMzc3BGCvo5uSZuLg4ODo64unTp1RMtpCga1L40DUpfOiaFD6F9ZpwzhEfHw8HBwcIguaZQNQjpIMgCChbtmxBNyPfWFhYFKoPLqFrUhjRNSl86JoUPoXxmmjrCcpEk6UJIYQQUmxRIEQIIYSQYosCoWJKJpNh5syZkMlkBd0U8g5dk8KHrknhQ9ek8PncrwlNliaEEEJIsUU9QoQQQggptigQIoQQQkixRYEQIYQQQootCoQIIYQQUmxRIFSMzJ07F02aNIGJiQmsrKz0OoZzjhkzZsDe3h7Gxsbw9PTE/fv387ehxcjbt2/Rp08fWFhYwMrKCkOGDEFCQoLWY1q2bAnGmMrXd99994laXPT4+vrCyckJRkZGcHNzQ3BwsNb9//77b1SrVg1GRkaoXbs2Dh8+/IlaWnxk55r4+fll+XkwMjL6hK0t2s6cOYOOHTvCwcEBjDHs27dP5zGBgYGoV68eZDIZKleuDD8/v3xvZ25QIFSMpKWloXv37hg5cqTexyxatAgrV67EmjVrEBQUBFNTU3h5eSElJSUfW1p89OnTBzdv3sTx48dx8OBBnDlzBsOHD9d53LBhw/Dy5Uvl16JFiz5Ba4uenTt3Yvz48Zg5cyauXLkCFxcXeHl54dWrV2r3//fff9GrVy8MGTIEISEh6NKlC7p06YIbN2584pYXXdm9JoAio/GHPw/h4eGfsMVFW2JiIlxcXODr66vX/mFhYejQoQM8PDwQGhoKb29vDB06FEePHs3nluYCJ8XOpk2buKWlpc79RFHkdnZ2fPHixcptMTExXCaT8e3bt+djC4uHW7ducQD8v//+U247cuQIZ4zx58+fazyuRYsWfNy4cZ+ghUVfo0aN+KhRo5Tfy+Vy7uDgwOfPn692/2+//ZZ36NBBZZubmxsfMWJEvrazOMnuNdH39xnJPQB87969WveZNGkSr1mzpsq2Hj16cC8vr3xsWe5QjxDRKCwsDBEREfD09FRus7S0hJubGy5cuFCALSsaLly4ACsrKzRo0EC5zdPTE4IgICgoSOuxW7duRalSpVCrVi1MnjwZSUlJ+d3cIictLQ2XL19W+XwLggBPT0+Nn+8LFy6o7A8AXl5e9POQR3JyTQAgISEB5cuXh6OjIzp37oybN29+iuYSNT7HnxEquko0ioiIAADY2tqqbLe1tVU+RnIuIiICpUuXVtkmlUphbW2t9f3t3bs3ypcvDwcHB1y7dg0//fQT7t69iz179uR3k4uUN2/eQC6Xq/1837lzR+0xERER9POQj3JyTZydnbFx40bUqVMHsbGxWLJkCZo0aYKbN28W6YLZhZWmn5G4uDgkJyfD2Ni4gFqmGfUIfeZ8fHyyTBT8+EvTLxCSP/L7mgwfPhxeXl6oXbs2+vTpgy1btmDv3r14+PBhHr4KQj4P7u7u6N+/P1xdXdGiRQvs2bMHNjY2WLt2bUE3jXwmqEfoMzdhwgQMHDhQ6z4VK1bM0bnt7OwAAJGRkbC3t1duj4yMhKura47OWRzoe03s7OyyTADNyMjA27dvle+9Ptzc3AAADx48QKVKlbLd3uKqVKlSkEgkiIyMVNkeGRmp8f23s7PL1v4ke3JyTT5mYGCAunXr4sGDB/nRRKKDpp8RCwuLQtkbBFAg9NmzsbGBjY1Nvpy7QoUKsLOzQ0BAgDLwiYuLQ1BQULZWnhU3+l4Td3d3xMTE4PLly6hfvz4A4OTJkxBFURnc6CM0NBQAVIJVopuhoSHq16+PgIAAdOnSBQAgiiICAgIwevRotce4u7sjICAA3t7eym3Hjx+Hu7v7J2hx0ZeTa/IxuVyO69evo3379vnYUqKJu7t7lpQShf5npKBna5NPJzw8nIeEhPBZs2ZxMzMzHhISwkNCQnh8fLxyH2dnZ75nzx7l9wsWLOBWVlZ8//79/Nq1a7xz5868QoUKPDk5uSBeQpHTrl07XrduXR4UFMTPnTvHq1Spwnv16qV8/NmzZ9zZ2ZkHBQVxzjl/8OAB/+WXX/ilS5d4WFgY379/P69YsSJv3rx5Qb2Ez9qOHTu4TCbjfn5+/NatW3z48OHcysqKR0REcM4579evH/fx8VHuf/78eS6VSvmSJUv47du3+cyZM7mBgQG/fv16Qb2EIie712TWrFn86NGj/OHDh/zy5cu8Z8+e3MjIiN+8ebOgXkKREh8fr7xXAODLli3jISEhPDw8nHPOuY+PD+/Xr59y/0ePHnETExM+ceJEfvv2be7r68slEgn39/cvqJegEwVCxciAAQM4gCxfp06dUu4DgG/atEn5vSiKfPr06dzW1pbLZDLeunVrfvfu3U/f+CIqKiqK9+rVi5uZmXELCws+aNAglcA0LCxM5Ro9efKEN2/enFtbW3OZTMYrV67MJ06cyGNjYwvoFXz+Vq1axcuVK8cNDQ15o0aN+MWLF5WPtWjRgg8YMEBl/7/++otXrVqVGxoa8po1a/JDhw594hYXfdm5Jt7e3sp9bW1tefv27fmVK1cKoNVF06lTp9TeNzKvwYABA3iLFi2yHOPq6soNDQ15xYoVVe4phRHjnPMC6YoihBBCCClgtGqMEEIIIcUWBUKEEEIIKbYoECKEEEJIsUWBECGEEEKKLQqECCGEEFJsUSBECCGEkGKLAiFCCCGEFFsUCBFCCCGk2KJAiBBSZMnlcjRp0gRdu3ZV2R4bGwtHR0dMnToVADB27FjUr18fMpmMCgoTUsxQIEQIKbIkEgn8/Pzg7++PrVu3KrePGTMG1tbWmDlzpnLb4MGD0aNHj4JoJiGkAFH1eUJIkVa1alUsWLAAY8aMQatWrRAcHIwdO3bgv//+g6GhIQBg5cqVAIDXr1/j2rVrBdlcQsgnRoEQIaTIGzNmDPbu3Yt+/frh+vXrmDFjBlxcXAq6WYSQQoACIUJIkccYw+rVq1G9enXUrl0bPj4+Bd0kQkghQXOECCHFwsaNG2FiYoKwsDA8e/asoJtDCCkkKBAihBR5//77L5YvX46DBw+iUaNGGDJkCDjnBd0sQkghQIEQIaRIS0pKwsCBAzFy5Eh4eHhgw4YNCA4Oxpo1awq6aYSQQoACIUJIkTZ58mRwzrFgwQIAgJOTE5YsWYJJkybh8ePHAIAHDx4gNDQUERERSE5ORmhoKEJDQ5GWllaALSeEfAqMU/8wIaSIOn36NFq3bo3AwEA0a9ZM5TEvLy9kZGTgxIkT8PDwwOnTp7McHxYWBicnp0/UWkJIQaBAiBBCCCHFFg2NEUIIIaTYokCIEEIIIcUWBUKEEEIIKbYoECKEEEJIsUWBECGEEEKKLQqECCGEEFJsUSBECCGEkGKLAiFCCCGEFFsUCBFCCCGk2KJAiBBCCCHFFgVChBBCCCm2KBAihBBCSLH1f/i8YG8USEsQAAAAAElFTkSuQmCC\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Wriring code to deal with this biniary classification problem"
      ],
      "metadata": {
        "id": "Ql9Egmwohqiw"
      },
      "execution_count": 521,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "from sklearn.model_selection import train_test_split\n",
        "X_train , X_test , y_train , y_test = train_test_split(X,y , random_state=42 , test_size = 0.2)"
      ],
      "metadata": {
        "id": "dOzxCYHMjWON"
      },
      "execution_count": 522,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "X_train = torch.from_numpy(X_train).type(torch.float)\n",
        "X_test = torch.from_numpy(X_test).type(torch.float)\n",
        "y_train = torch.from_numpy(y_train).type(torch.float)\n",
        "y_test = torch.from_numpy(y_test).type(torch.float)"
      ],
      "metadata": {
        "id": "ZvUBHJ20ojzN"
      },
      "execution_count": 523,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "X_train.shape , X_test.shape , y_train.shape , y_test.shape"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "DbwbnQ50j6Zq",
        "outputId": "561af439-7a6d-447e-8523-0b8c52e07c5f"
      },
      "execution_count": 524,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(torch.Size([800, 2]),\n",
              " torch.Size([200, 2]),\n",
              " torch.Size([800]),\n",
              " torch.Size([200]))"
            ]
          },
          "metadata": {},
          "execution_count": 524
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "import torch\n",
        "import torch.nn as nn\n",
        "\n",
        "class CircleModel(nn.Module):\n",
        "  def __init__(self):\n",
        "    super().__init__()\n",
        "    self.layer_1 = nn.Linear(in_features=2,out_features=10)\n",
        "    self.layer_2 = nn.Linear(in_features=10,out_features=10)\n",
        "    self.layer_3 = nn.Linear(in_features=10,out_features=1)\n",
        "\n",
        "  def forward(self,x):\n",
        "    return self.layer_3((self.layer_2(self.layer_1(x)))).squeeze()"
      ],
      "metadata": {
        "id": "XfqIHQffj991"
      },
      "execution_count": 525,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "model_0 = CircleModel()\n",
        "model_0.state_dict()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "KzeYTxurlSip",
        "outputId": "08fe7b04-6860-4b0a-e958-3c93830b622d"
      },
      "execution_count": 526,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "OrderedDict([('layer_1.weight',\n",
              "              tensor([[-0.2435, -0.3386],\n",
              "                      [-0.5755,  0.5929],\n",
              "                      [-0.2830,  0.1874],\n",
              "                      [-0.2453,  0.0575],\n",
              "                      [ 0.6592,  0.3258],\n",
              "                      [-0.6128,  0.2807],\n",
              "                      [ 0.6712,  0.1860],\n",
              "                      [ 0.4741,  0.6971],\n",
              "                      [-0.1083,  0.1468],\n",
              "                      [-0.4915, -0.1457]])),\n",
              "             ('layer_1.bias',\n",
              "              tensor([ 0.5237,  0.3625, -0.4474, -0.5670, -0.4832, -0.6978, -0.5456, -0.1749,\n",
              "                       0.4772,  0.1184])),\n",
              "             ('layer_2.weight',\n",
              "              tensor([[-0.2405, -0.2537,  0.1573, -0.2352, -0.0389,  0.1517, -0.1464, -0.0345,\n",
              "                       -0.0275, -0.0748],\n",
              "                      [-0.1603, -0.2819, -0.2556, -0.1693,  0.3054, -0.1527, -0.2124,  0.0767,\n",
              "                        0.0872,  0.1733],\n",
              "                      [ 0.2404,  0.1761, -0.3135,  0.0280,  0.1916, -0.0292, -0.1863,  0.3015,\n",
              "                       -0.1183, -0.1800],\n",
              "                      [-0.2851,  0.0141,  0.1401,  0.0700,  0.0625, -0.2398, -0.2953,  0.0056,\n",
              "                        0.2883,  0.1824],\n",
              "                      [-0.1841, -0.0410, -0.2331, -0.1526,  0.0573,  0.1722,  0.2620, -0.2903,\n",
              "                        0.2114, -0.2230],\n",
              "                      [ 0.1184,  0.2676,  0.0044,  0.2877, -0.2694, -0.1208,  0.1844, -0.0689,\n",
              "                       -0.0647, -0.1318],\n",
              "                      [ 0.2180,  0.1551,  0.1013, -0.1777, -0.2567,  0.0342,  0.0937, -0.1460,\n",
              "                       -0.0885,  0.2136],\n",
              "                      [ 0.0252,  0.0143, -0.0778, -0.2864, -0.2973, -0.1512, -0.1607,  0.0985,\n",
              "                       -0.0921, -0.1237],\n",
              "                      [ 0.3015,  0.1101,  0.2254, -0.1531, -0.1292,  0.1162, -0.2107, -0.2067,\n",
              "                       -0.0153, -0.1157],\n",
              "                      [-0.2371,  0.1876,  0.2543,  0.0513, -0.0551, -0.2929, -0.1152,  0.0805,\n",
              "                        0.1491, -0.0400]])),\n",
              "             ('layer_2.bias',\n",
              "              tensor([-0.1250,  0.1762, -0.2518,  0.1999, -0.1227,  0.0048, -0.0625,  0.0383,\n",
              "                      -0.0956,  0.2299])),\n",
              "             ('layer_3.weight',\n",
              "              tensor([[-0.0082,  0.2468,  0.3040, -0.1541, -0.2307,  0.2537,  0.2478, -0.2415,\n",
              "                       -0.0244, -0.3118]])),\n",
              "             ('layer_3.bias', tensor([-0.2589]))])"
            ]
          },
          "metadata": {},
          "execution_count": 526
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "loss_fn = nn.BCEWithLogitsLoss() # it takes input as raw logits and have sigmoid in itself , it's numerally stable that's why we have taken over BCELoss\n",
        "optimizer = torch.optim.SGD(params=model_0.parameters(),lr=0.1)"
      ],
      "metadata": {
        "id": "ZeP3CNr2lfpK"
      },
      "execution_count": 527,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "# Calculate accuracy (a classification metric)\n",
        "def accuracy_fn(y_true, y_pred):\n",
        "    correct = torch.eq(y_true, y_pred).sum().item() # torch.eq() calculates where two tensors are equal\n",
        "    acc = (correct / len(y_pred)) * 100\n",
        "    return acc"
      ],
      "metadata": {
        "id": "IT0ZStK-mx3d"
      },
      "execution_count": 528,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "# Training and Testing Loop\n",
        "epochs = 100\n",
        "\n",
        "for i in range(epochs):\n",
        "  y_preds = torch.round(torch.sigmoid(model_0(X_train))).squeeze() # model_0(X) -> yogits , sigmoid will convert that into prediction probabilities and , torch.round -> will round off pred probabilities\n",
        "  loss = loss_fn(y_preds,y_train)\n",
        "  optimizer.zero_grad()\n",
        "  loss.backward()\n",
        "  optimizer.step()\n",
        "\n",
        "  # Testing Loop\n",
        "  model_0.eval()\n",
        "  with torch.inference_mode():\n",
        "    y_pred_test = torch.round(torch.sigmoid(model_0(X_test))).squeeze()\n",
        "    loss_test = loss_fn(y_pred_test,y_test)\n",
        "    acc_test = accuracy_fn(y_pred_test,y_test)\n",
        "  if i % 10 == 0:\n",
        "    print(f\"Epoch : {i} , Training Loss : {loss} , Testing Loss : {loss_test} \")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "jl3wHJVol9nI",
        "outputId": "bc2b50e9-f3fd-4ddb-b367-967c6168e911"
      },
      "execution_count": 529,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Epoch : 0 , Training Loss : 0.6931473016738892 , Testing Loss : 0.6931471824645996 \n",
            "Epoch : 10 , Training Loss : 0.6931473016738892 , Testing Loss : 0.6931471824645996 \n",
            "Epoch : 20 , Training Loss : 0.6931473016738892 , Testing Loss : 0.6931471824645996 \n",
            "Epoch : 30 , Training Loss : 0.6931473016738892 , Testing Loss : 0.6931471824645996 \n",
            "Epoch : 40 , Training Loss : 0.6931473016738892 , Testing Loss : 0.6931471824645996 \n",
            "Epoch : 50 , Training Loss : 0.6931473016738892 , Testing Loss : 0.6931471824645996 \n",
            "Epoch : 60 , Training Loss : 0.6931473016738892 , Testing Loss : 0.6931471824645996 \n",
            "Epoch : 70 , Training Loss : 0.6931473016738892 , Testing Loss : 0.6931471824645996 \n",
            "Epoch : 80 , Training Loss : 0.6931473016738892 , Testing Loss : 0.6931471824645996 \n",
            "Epoch : 90 , Training Loss : 0.6931473016738892 , Testing Loss : 0.6931471824645996 \n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "y_preds"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "BpD895DjofGu",
        "outputId": "757d4ac0-c32e-4cfc-9b17-20e1cd358c7a"
      },
      "execution_count": 530,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
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              "        0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n",
              "        0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n",
              "        0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n",
              "        0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n",
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              "        0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n",
              "        0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n",
              "        0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n",
              "        0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n",
              "        0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n",
              "        0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n",
              "        0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n",
              "        0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n",
              "        0., 0., 0., 0., 0., 0., 0., 0.], grad_fn=<SqueezeBackward0>)"
            ]
          },
          "metadata": {},
          "execution_count": 530
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Checking our model is capable of learning even or not"
      ],
      "metadata": {
        "id": "fxmfaDc6qYP5"
      },
      "execution_count": 531,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "# Create some data (same as notebook 01)\n",
        "weight = 0.7\n",
        "bias = 0.3\n",
        "start = 0\n",
        "end = 1\n",
        "step = 0.01\n",
        "\n",
        "# Create data\n",
        "X_regression = torch.arange(start, end, step).unsqueeze(dim=1)\n",
        "y_regression = weight * X_regression + bias # linear regression formula\n",
        "\n",
        "# Check the data\n",
        "print(len(X_regression))\n",
        "X_regression[:5], y_regression[:5]"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "HjhJFOMCsqic",
        "outputId": "d1f3c647-98c0-4491-8331-540ac481d213"
      },
      "execution_count": 532,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "100\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(tensor([[0.0000],\n",
              "         [0.0100],\n",
              "         [0.0200],\n",
              "         [0.0300],\n",
              "         [0.0400]]),\n",
              " tensor([[0.3000],\n",
              "         [0.3070],\n",
              "         [0.3140],\n",
              "         [0.3210],\n",
              "         [0.3280]]))"
            ]
          },
          "metadata": {},
          "execution_count": 532
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Create train and test splits\n",
        "train_split = int(0.8 * len(X_regression)) # 80% of data used for training set\n",
        "X_train_regression, y_train_regression = X_regression[:train_split], y_regression[:train_split]\n",
        "X_test_regression, y_test_regression = X_regression[train_split:], y_regression[train_split:]\n",
        "\n",
        "# Check the lengths of each split\n",
        "print(len(X_train_regression),\n",
        "    len(y_train_regression),\n",
        "    len(X_test_regression),\n",
        "    len(y_test_regression))"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "lJrGtYwIsrXv",
        "outputId": "10d5d69f-adf3-4dab-cbd5-f5cf6c6443dc"
      },
      "execution_count": 533,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "80 80 20 20\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Same architecture as model_1 (but using nn.Sequential)\n",
        "model_2 = nn.Sequential(\n",
        "    nn.Linear(in_features=1, out_features=10),\n",
        "    nn.Linear(in_features=10, out_features=10),\n",
        "    nn.Linear(in_features=10, out_features=1)\n",
        ")\n",
        "\n",
        "model_2"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "RxpscUvDstpp",
        "outputId": "9057653b-578e-42ed-d824-af359b8a5367"
      },
      "execution_count": 534,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Sequential(\n",
              "  (0): Linear(in_features=1, out_features=10, bias=True)\n",
              "  (1): Linear(in_features=10, out_features=10, bias=True)\n",
              "  (2): Linear(in_features=10, out_features=1, bias=True)\n",
              ")"
            ]
          },
          "metadata": {},
          "execution_count": 534
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Loss and optimizer\n",
        "loss_fn = nn.L1Loss()\n",
        "optimizer = torch.optim.SGD(model_2.parameters(), lr=0.1)"
      ],
      "metadata": {
        "id": "S6JZLWcpswgK"
      },
      "execution_count": 535,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "# Train the model\n",
        "torch.manual_seed(42)\n",
        "\n",
        "# Set the number of epochs\n",
        "epochs = 1000\n",
        "\n",
        "# Put data to target device\n",
        "X_train_regression, y_train_regression = X_train_regression, y_train_regression\n",
        "X_test_regression, y_test_regression = X_test_regression, y_test_regression\n",
        "\n",
        "for epoch in range(epochs):\n",
        "    ### Training\n",
        "    # 1. Forward pass\n",
        "    y_pred = model_2(X_train_regression)\n",
        "\n",
        "    # 2. Calculate loss (no accuracy since it's a regression problem, not classification)\n",
        "    loss = loss_fn(y_pred, y_train_regression)\n",
        "\n",
        "    # 3. Optimizer zero grad\n",
        "    optimizer.zero_grad()\n",
        "\n",
        "    # 4. Loss backwards\n",
        "    loss.backward()\n",
        "\n",
        "    # 5. Optimizer step\n",
        "    optimizer.step()\n",
        "\n",
        "    ### Testing\n",
        "    model_2.eval()\n",
        "    with torch.inference_mode():\n",
        "      # 1. Forward pass\n",
        "      test_pred = model_2(X_test_regression)\n",
        "      # 2. Calculate the loss\n",
        "      test_loss = loss_fn(test_pred, y_test_regression)\n",
        "\n",
        "    # Print out what's happening\n",
        "    if epoch % 100 == 0:\n",
        "        print(f\"Epoch: {epoch} | Train loss: {loss:.5f}, Test loss: {test_loss:.5f}\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "K8Tcyvz6s0mo",
        "outputId": "b2902106-3435-4bb5-c312-ddc9f9af5547"
      },
      "execution_count": 536,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Epoch: 0 | Train loss: 0.32193, Test loss: 0.21726\n",
            "Epoch: 100 | Train loss: 0.11079, Test loss: 0.03065\n",
            "Epoch: 200 | Train loss: 0.06253, Test loss: 0.03257\n",
            "Epoch: 300 | Train loss: 0.05315, Test loss: 0.02077\n",
            "Epoch: 400 | Train loss: 0.05132, Test loss: 0.00858\n",
            "Epoch: 500 | Train loss: 0.06930, Test loss: 0.00677\n",
            "Epoch: 600 | Train loss: 0.06760, Test loss: 0.03384\n",
            "Epoch: 700 | Train loss: 0.05569, Test loss: 0.00865\n",
            "Epoch: 800 | Train loss: 0.06050, Test loss: 0.01242\n",
            "Epoch: 900 | Train loss: 0.07752, Test loss: 0.03169\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# The model works okayy"
      ],
      "metadata": {
        "id": "grltpzCMtz1U"
      },
      "execution_count": 537,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "from pathlib import Path\n",
        "import requests\n",
        "\n",
        "request = requests.get(\"https://raw.githubusercontent.com/mrdbourke/pytorch-deep-learning/main/helper_functions.py\")"
      ],
      "metadata": {
        "id": "xckRFQ-Vt4gH"
      },
      "execution_count": 538,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "with open(\"helper_functions.py\",\"wb\") as f:\n",
        "  f.write(request.content)"
      ],
      "metadata": {
        "id": "Wwoo244zu-4o"
      },
      "execution_count": 539,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "from helper_functions import plot_predictions, plot_decision_boundary"
      ],
      "metadata": {
        "id": "t0scKh2KvJNZ"
      },
      "execution_count": 540,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "# Plot decision boundaries for training and test sets\n",
        "plt.figure(figsize=(12, 6))\n",
        "plt.subplot(1, 2, 1)\n",
        "plt.title(\"Train\")\n",
        "plot_decision_boundary(model_0, X_train, y_train)\n",
        "plt.subplot(1, 2, 2)\n",
        "plt.title(\"Test\")\n",
        "plot_decision_boundary(model_0, X_test, y_test)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 545
        },
        "id": "GCuPrKpUvYp3",
        "outputId": "fcd93af3-fcb2-4212-a33c-d0aa0e0dd8f7"
      },
      "execution_count": 541,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1200x600 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "df"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 423
        },
        "id": "YwfZQ9YJ218X",
        "outputId": "09ef253c-0939-4a8f-a51a-5d4444a78812"
      },
      "execution_count": 542,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "           X1        X2  label\n",
              "0   -0.024522  0.924978      0\n",
              "1    0.073814  1.026296      0\n",
              "2    0.631611 -0.722722      0\n",
              "3    0.770242 -0.073639      1\n",
              "4    0.683032  0.489634      1\n",
              "..        ...       ...    ...\n",
              "995  0.701684 -0.688407      0\n",
              "996 -0.646400  0.414266      1\n",
              "997  1.064658 -0.240318      0\n",
              "998 -0.787046  0.451564      1\n",
              "999 -0.478187  0.537585      1\n",
              "\n",
              "[1000 rows x 3 columns]"
            ],
            "text/html": [
              "\n",
              "  <div id=\"df-c216be7b-0d04-447d-8cdb-6079d5429c1e\" class=\"colab-df-container\">\n",
              "    <div>\n",
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              "        vertical-align: middle;\n",
              "    }\n",
              "\n",
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              "    }\n",
              "\n",
              "    .dataframe thead th {\n",
              "        text-align: right;\n",
              "    }\n",
              "</style>\n",
              "<table border=\"1\" class=\"dataframe\">\n",
              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>X1</th>\n",
              "      <th>X2</th>\n",
              "      <th>label</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>-0.024522</td>\n",
              "      <td>0.924978</td>\n",
              "      <td>0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>0.073814</td>\n",
              "      <td>1.026296</td>\n",
              "      <td>0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>0.631611</td>\n",
              "      <td>-0.722722</td>\n",
              "      <td>0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>0.770242</td>\n",
              "      <td>-0.073639</td>\n",
              "      <td>1</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>0.683032</td>\n",
              "      <td>0.489634</td>\n",
              "      <td>1</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>...</th>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>995</th>\n",
              "      <td>0.701684</td>\n",
              "      <td>-0.688407</td>\n",
              "      <td>0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>996</th>\n",
              "      <td>-0.646400</td>\n",
              "      <td>0.414266</td>\n",
              "      <td>1</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>997</th>\n",
              "      <td>1.064658</td>\n",
              "      <td>-0.240318</td>\n",
              "      <td>0</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>998</th>\n",
              "      <td>-0.787046</td>\n",
              "      <td>0.451564</td>\n",
              "      <td>1</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>999</th>\n",
              "      <td>-0.478187</td>\n",
              "      <td>0.537585</td>\n",
              "      <td>1</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>1000 rows × 3 columns</p>\n",
              "</div>\n",
              "    <div class=\"colab-df-buttons\">\n",
              "\n",
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              "\n",
              "  <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      gap: 12px;\n",
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              "\n",
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              "      padding: 0 0 0 0;\n",
              "      width: 32px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert:hover {\n",
              "      background-color: #E2EBFA;\n",
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              "\n",
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              "\n",
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              "\n",
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              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
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              "  </style>\n",
              "\n",
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              "      const buttonEl =\n",
              "        document.querySelector('#df-c216be7b-0d04-447d-8cdb-6079d5429c1e button.colab-df-convert');\n",
              "      buttonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "      async function convertToInteractive(key) {\n",
              "        const element = document.querySelector('#df-c216be7b-0d04-447d-8cdb-6079d5429c1e');\n",
              "        const dataTable =\n",
              "          await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                    [key], {});\n",
              "        if (!dataTable) return;\n",
              "\n",
              "        const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "          '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "          + ' to learn more about interactive tables.';\n",
              "        element.innerHTML = '';\n",
              "        dataTable['output_type'] = 'display_data';\n",
              "        await google.colab.output.renderOutput(dataTable, element);\n",
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              "        element.appendChild(docLink);\n",
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              "  </button>\n",
              "\n",
              "<style>\n",
              "  .colab-df-quickchart {\n",
              "      --bg-color: #E8F0FE;\n",
              "      --fill-color: #1967D2;\n",
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              "\n",
              "  [theme=dark] .colab-df-quickchart {\n",
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              "      --disabled-fill-color: #666;\n",
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              "\n",
              "  .colab-df-quickchart {\n",
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              "    border-radius: 50%;\n",
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              "\n",
              "  .colab-df-quickchart:hover {\n",
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              "\n",
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              "    background-color: var(--disabled-bg-color);\n",
              "    fill: var(--disabled-fill-color);\n",
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              "  }\n",
              "\n",
              "  .colab-df-spinner {\n",
              "    border: 2px solid var(--fill-color);\n",
              "    border-color: transparent;\n",
              "    border-bottom-color: var(--fill-color);\n",
              "    animation:\n",
              "      spin 1s steps(1) infinite;\n",
              "  }\n",
              "\n",
              "  @keyframes spin {\n",
              "    0% {\n",
              "      border-color: transparent;\n",
              "      border-bottom-color: var(--fill-color);\n",
              "      border-left-color: var(--fill-color);\n",
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              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
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              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "    }\n",
              "    80% {\n",
              "      border-color: transparent;\n",
              "      border-right-color: var(--fill-color);\n",
              "      border-bottom-color: var(--fill-color);\n",
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              "      border-color: transparent;\n",
              "      border-bottom-color: var(--fill-color);\n",
              "    }\n",
              "  }\n",
              "</style>\n",
              "\n",
              "  <script>\n",
              "    async function quickchart(key) {\n",
              "      const quickchartButtonEl =\n",
              "        document.querySelector('#' + key + ' button');\n",
              "      quickchartButtonEl.disabled = true;  // To prevent multiple clicks.\n",
              "      quickchartButtonEl.classList.add('colab-df-spinner');\n",
              "      try {\n",
              "        const charts = await google.colab.kernel.invokeFunction(\n",
              "            'suggestCharts', [key], {});\n",
              "      } catch (error) {\n",
              "        console.error('Error during call to suggestCharts:', error);\n",
              "      }\n",
              "      quickchartButtonEl.classList.remove('colab-df-spinner');\n",
              "      quickchartButtonEl.classList.add('colab-df-quickchart-complete');\n",
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              "    (() => {\n",
              "      let quickchartButtonEl =\n",
              "        document.querySelector('#df-4bf1b52f-53fa-43ad-8a63-ba9183b4dbe9 button');\n",
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              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
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              "  </script>\n",
              "</div>\n",
              "\n",
              "  <div id=\"id_1dd861bc-db1d-4bca-8adb-934475c8174c\">\n",
              "    <style>\n",
              "      .colab-df-generate {\n",
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              "        border: none;\n",
              "        border-radius: 50%;\n",
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              "        fill: #1967D2;\n",
              "        height: 32px;\n",
              "        padding: 0 0 0 0;\n",
              "        width: 32px;\n",
              "      }\n",
              "\n",
              "      .colab-df-generate:hover {\n",
              "        background-color: #E2EBFA;\n",
              "        box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "        fill: #174EA6;\n",
              "      }\n",
              "\n",
              "      [theme=dark] .colab-df-generate {\n",
              "        background-color: #3B4455;\n",
              "        fill: #D2E3FC;\n",
              "      }\n",
              "\n",
              "      [theme=dark] .colab-df-generate:hover {\n",
              "        background-color: #434B5C;\n",
              "        box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "        filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "        fill: #FFFFFF;\n",
              "      }\n",
              "    </style>\n",
              "    <button class=\"colab-df-generate\" onclick=\"generateWithVariable('df')\"\n",
              "            title=\"Generate code using this dataframe.\"\n",
              "            style=\"display:none;\">\n",
              "\n",
              "  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
              "       width=\"24px\">\n",
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              "    </button>\n",
              "    <script>\n",
              "      (() => {\n",
              "      const buttonEl =\n",
              "        document.querySelector('#id_1dd861bc-db1d-4bca-8adb-934475c8174c button.colab-df-generate');\n",
              "      buttonEl.style.display =\n",
              "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "      buttonEl.onclick = () => {\n",
              "        google.colab.notebook.generateWithVariable('df');\n",
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              "\n",
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            ],
            "application/vnd.google.colaboratory.intrinsic+json": {
              "type": "dataframe",
              "variable_name": "df",
              "summary": "{\n  \"name\": \"df\",\n  \"rows\": 1000,\n  \"fields\": [\n    {\n      \"column\": \"X1\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.6427795011630753,\n        \"min\": -1.1573063800546723,\n        \"max\": 1.0780877853244932,\n        \"num_unique_values\": 1000,\n        \"samples\": [\n          -0.43005734571645376,\n          -0.07583467026330248,\n          -0.9842064801610313\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"X2\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.6426485197680544,\n        \"min\": -1.1191151169391205,\n        \"max\": 1.1681552730977294,\n        \"num_unique_values\": 1000,\n        \"samples\": [\n          -0.649905379339301,\n          -0.9665082729132572,\n          0.37937504669757305\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"label\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0,\n        \"min\": 0,\n        \"max\": 1,\n        \"num_unique_values\": 2,\n        \"samples\": [\n          1,\n          0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}"
            }
          },
          "metadata": {},
          "execution_count": 542
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "import matplotlib.pyplot as plt\n",
        "plt.scatter(X[:,0],X[:,1],c=y)\n",
        "plt.title (\"Dataset\")\n",
        "plt.xlabel(\"X1\")\n",
        "plt.ylabel(\"X2\")\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 472
        },
        "id": "qEeavCYD26TR",
        "outputId": "c94a1d5e-adbb-4c71-d798-01d9115b9614"
      },
      "execution_count": 543,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "X_train"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "B0OHxWJK26XY",
        "outputId": "01203b08-9fd2-461e-9bc6-4dc973c87cf9"
      },
      "execution_count": 544,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "tensor([[-0.8773,  0.4024],\n",
              "        [ 0.2163,  0.7227],\n",
              "        [ 0.5410,  0.6583],\n",
              "        ...,\n",
              "        [ 0.2165,  0.7348],\n",
              "        [-1.0395,  0.0876],\n",
              "        [ 1.0253, -0.1127]])"
            ]
          },
          "metadata": {},
          "execution_count": 544
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "y_train"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "zT546baw3Hmo",
        "outputId": "d6720138-af18-4ad9-8fc4-2d128633759c"
      },
      "execution_count": 545,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "tensor([0., 1., 1., 0., 1., 1., 0., 1., 1., 1., 0., 0., 0., 0., 1., 0., 0., 0.,\n",
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              "        1., 0., 1., 0., 1., 0., 1., 0., 1., 1., 0., 1., 0., 1., 0., 1., 1., 1.,\n",
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              "        0., 1., 1., 1., 1., 1., 0., 0., 0., 1., 0., 0., 0., 0., 0., 0., 0., 0.,\n",
              "        1., 0., 1., 1., 1., 0., 0., 1., 1., 1., 1., 1., 0., 0., 1., 0., 0., 1.,\n",
              "        1., 1., 0., 1., 1., 0., 0., 1., 1., 0., 1., 1., 0., 1., 1., 1., 1., 1.,\n",
              "        0., 0., 0., 0., 0., 1., 0., 0., 1., 0., 1., 0., 1., 0., 1., 1., 0., 1.,\n",
              "        0., 1., 1., 1., 0., 1., 0., 0., 0., 1., 0., 1., 1., 0., 0., 1., 1., 1.,\n",
              "        1., 0., 1., 1., 0., 0., 1., 1., 1., 0., 1., 1., 1., 0., 0., 1., 0., 1.,\n",
              "        0., 0., 0., 1., 1., 0., 0., 0., 0., 0., 0., 1., 0., 1., 0., 0., 0., 0.,\n",
              "        1., 1., 0., 1., 1., 1., 1., 0., 1., 1., 0., 1., 0., 0., 0., 0., 1., 1.,\n",
              "        1., 0., 1., 0., 0., 0., 0., 0., 1., 0., 1., 0., 1., 1., 0., 1., 0., 0.,\n",
              "        0., 1., 0., 0., 1., 1., 0., 1., 0., 0., 1., 1., 1., 0., 1., 0., 0., 1.,\n",
              "        1., 1., 1., 0., 0., 1., 0., 0.])"
            ]
          },
          "metadata": {},
          "execution_count": 545
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "model_1 = nn.Sequential(\n",
        "    nn.Linear(in_features=2, out_features=10),\n",
        "    nn.ReLU(),\n",
        "    nn.Linear(in_features=10, out_features=10),\n",
        "    nn.ReLU(),\n",
        "    nn.Linear(in_features=10, out_features=1)\n",
        "    # Notice there is no ReLU after the final linear layer.\n",
        ")\n",
        "\n",
        "# This is how you have to write the code using nn.Sequential which is equivalent to CircleModelV2 , it was a bit confusing\n",
        "# in the super() we define layers and then in forward we use it in any order , the layers are defined once in the super and order how they are used is stated in forward in nn.Module"
      ],
      "metadata": {
        "id": "E_V4ZoXXwECS"
      },
      "execution_count": 546,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "model_1.state_dict()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "J6R5R45f85j_",
        "outputId": "876f1b0f-872b-44c7-d343-e7f74330d40d"
      },
      "execution_count": 547,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "OrderedDict([('0.weight',\n",
              "              tensor([[ 0.5406,  0.5869],\n",
              "                      [-0.1657,  0.6496],\n",
              "                      [-0.1549,  0.1427],\n",
              "                      [-0.3443,  0.4153],\n",
              "                      [ 0.6233, -0.5188],\n",
              "                      [ 0.6146,  0.1323],\n",
              "                      [ 0.5224,  0.0958],\n",
              "                      [ 0.3410, -0.0998],\n",
              "                      [ 0.5451,  0.1045],\n",
              "                      [-0.3301,  0.1802]])),\n",
              "             ('0.bias',\n",
              "              tensor([-0.3258, -0.0829, -0.2872,  0.4691, -0.5582, -0.3260, -0.1997, -0.4252,\n",
              "                       0.0667, -0.6984])),\n",
              "             ('2.weight',\n",
              "              tensor([[ 0.2856, -0.2686,  0.2441,  0.0526, -0.1027,  0.1954,  0.0493,  0.2555,\n",
              "                        0.0346, -0.0997],\n",
              "                      [ 0.0850, -0.0858,  0.1331,  0.2823,  0.1828, -0.1382,  0.1825,  0.0566,\n",
              "                        0.1606, -0.1927],\n",
              "                      [-0.3130, -0.1222, -0.2426,  0.2595,  0.0911,  0.1310,  0.1000, -0.0055,\n",
              "                        0.2475, -0.2247],\n",
              "                      [ 0.0199, -0.2158,  0.0975, -0.1089,  0.0969, -0.0659,  0.2623, -0.1874,\n",
              "                       -0.1886, -0.1886],\n",
              "                      [ 0.2844,  0.1054,  0.3043, -0.2610, -0.3137, -0.2474, -0.2127,  0.1281,\n",
              "                        0.1132,  0.2628],\n",
              "                      [-0.1633, -0.2156,  0.1678, -0.1278,  0.1919, -0.0750,  0.1809, -0.2457,\n",
              "                       -0.1596,  0.0964],\n",
              "                      [ 0.0669, -0.0806,  0.1885,  0.2150, -0.2293, -0.1688,  0.2896, -0.1067,\n",
              "                       -0.1121, -0.3060],\n",
              "                      [-0.1811,  0.0790, -0.0417, -0.2295,  0.0074, -0.2160, -0.2683, -0.1741,\n",
              "                       -0.2768, -0.2014],\n",
              "                      [ 0.3161,  0.0597,  0.0974, -0.2949, -0.2077, -0.1053,  0.0494, -0.2783,\n",
              "                       -0.1363, -0.1893],\n",
              "                      [ 0.0009, -0.1177, -0.0219, -0.2143, -0.2171, -0.1845, -0.1082, -0.2496,\n",
              "                        0.2651, -0.0628]])),\n",
              "             ('2.bias',\n",
              "              tensor([ 0.2721,  0.0985, -0.2678,  0.2188, -0.0870, -0.1212, -0.2625, -0.3144,\n",
              "                       0.0905, -0.0691])),\n",
              "             ('4.weight',\n",
              "              tensor([[ 0.1231, -0.2595,  0.2348, -0.2321, -0.0546,  0.0661,  0.1633,  0.2553,\n",
              "                        0.2881, -0.2507]])),\n",
              "             ('4.bias', tensor([0.0796]))])"
            ]
          },
          "metadata": {},
          "execution_count": 547
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# loss_fn = nn.BCELoss() # Requires sigmoid on input\n",
        "loss_fn_1 = nn.BCEWithLogitsLoss() # Does not require sigmoid on input\n",
        "optimizer_1 = torch.optim.SGD(model_1.parameters(), lr=0.1)"
      ],
      "metadata": {
        "id": "IxeSff2w80qI"
      },
      "execution_count": 548,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "epochs = 1001\n",
        "\n",
        "for i in range(epochs):\n",
        "  model_1.train()\n",
        "  y_logits = model_1(X_train).squeeze()\n",
        "  y_pred = torch.round(torch.sigmoid(y_logits))\n",
        "  loss = loss_fn_1(y_logits,y_train)\n",
        "  optimizer_1.zero_grad()\n",
        "  loss.backward()\n",
        "  optimizer_1.step()\n",
        "\n",
        "  model_1.eval()\n",
        "  with torch.inference_mode():\n",
        "    test_logits = model_1(X_test).squeeze()\n",
        "    test_pred = torch.round(torch.sigmoid(test_logits))\n",
        "    test_loss = loss_fn_1(test_logits,y_test)\n",
        "\n",
        "  if i % 100 == 0:\n",
        "    print(f\"Epoch : {i} , Training Loss : {loss} , Testing Loss : {test_loss} \")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "QArKUy_K80tH",
        "outputId": "028e3faa-dc00-4b8c-fc89-9b461eb605b5"
      },
      "execution_count": 549,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Epoch : 0 , Training Loss : 0.6928190588951111 , Testing Loss : 0.6937879920005798 \n",
            "Epoch : 100 , Training Loss : 0.6911741495132446 , Testing Loss : 0.6919347643852234 \n",
            "Epoch : 200 , Training Loss : 0.6897822022438049 , Testing Loss : 0.6903601884841919 \n",
            "Epoch : 300 , Training Loss : 0.6879207491874695 , Testing Loss : 0.6883019804954529 \n",
            "Epoch : 400 , Training Loss : 0.6853668093681335 , Testing Loss : 0.6854599118232727 \n",
            "Epoch : 500 , Training Loss : 0.6817502379417419 , Testing Loss : 0.681212306022644 \n",
            "Epoch : 600 , Training Loss : 0.676662266254425 , Testing Loss : 0.675300657749176 \n",
            "Epoch : 700 , Training Loss : 0.6694996356964111 , Testing Loss : 0.6672577857971191 \n",
            "Epoch : 800 , Training Loss : 0.6587297320365906 , Testing Loss : 0.6555455923080444 \n",
            "Epoch : 900 , Training Loss : 0.6383538246154785 , Testing Loss : 0.6352149248123169 \n",
            "Epoch : 1000 , Training Loss : 0.6011582612991333 , Testing Loss : 0.5997155904769897 \n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Plot decision boundaries for training and test sets\n",
        "plt.figure(figsize=(12, 6))\n",
        "plt.subplot(1, 2, 1)\n",
        "plt.title(\"Train\")\n",
        "plot_decision_boundary(model_1, X_train, y_train)\n",
        "plt.subplot(1, 2, 2)\n",
        "plt.title(\"Test\")\n",
        "plot_decision_boundary(model_1, X_test, y_test)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 545
        },
        "id": "TfZNpkHh80wi",
        "outputId": "6c2b5a6a-e172-40ea-a931-1481bd35c33b"
      },
      "execution_count": 550,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1200x600 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Build model with non-linear activation function\n",
        "from torch import nn\n",
        "class CircleModelV2(nn.Module):\n",
        "    def __init__(self):\n",
        "        super().__init__()\n",
        "        self.layer_1 = nn.Linear(in_features=2, out_features=10)\n",
        "        self.layer_2 = nn.Linear(in_features=10, out_features=10)\n",
        "        self.layer_3 = nn.Linear(in_features=10, out_features=1)\n",
        "        self.relu = nn.ReLU()\n",
        "    def forward(self, x):\n",
        "       return self.layer_3(self.relu(self.layer_2(self.relu(self.layer_1(x)))))\n",
        "\n",
        "model_3 = CircleModelV2()\n",
        "print(model_3)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "YYLhjkbE4eHX",
        "outputId": "b9936647-dd49-4bfa-f7ce-b3836d2aa115"
      },
      "execution_count": 551,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "CircleModelV2(\n",
            "  (layer_1): Linear(in_features=2, out_features=10, bias=True)\n",
            "  (layer_2): Linear(in_features=10, out_features=10, bias=True)\n",
            "  (layer_3): Linear(in_features=10, out_features=1, bias=True)\n",
            "  (relu): ReLU()\n",
            ")\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# loss_fn = nn.BCELoss() # Requires sigmoid on input\n",
        "loss_fn_3 = nn.BCEWithLogitsLoss() # Does not require sigmoid on input\n",
        "optimizer_3 = torch.optim.SGD(model_3.parameters(), lr=0.1)"
      ],
      "metadata": {
        "id": "iPapXa18y29M"
      },
      "execution_count": 552,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "epochs = 1001\n",
        "\n",
        "for i in range(epochs):\n",
        "  model_3.train()\n",
        "  y_logits = model_3(X_train).squeeze()\n",
        "  y_pred = torch.round(torch.sigmoid(y_logits))\n",
        "  loss = loss_fn_3(y_logits,y_train)\n",
        "  optimizer_3.zero_grad()\n",
        "  loss.backward()\n",
        "  optimizer_3.step()\n",
        "\n",
        "  model_3.eval()\n",
        "  with torch.inference_mode():\n",
        "    test_logits = model_3(X_test).squeeze()\n",
        "    test_pred = torch.round(torch.sigmoid(test_logits))\n",
        "    test_loss = loss_fn_3(test_logits,y_test)\n",
        "\n",
        "  if i % 100 == 0:\n",
        "    print(f\"Epoch : {i} , Training Loss : {loss} , Testing Loss : {test_loss} \")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "x4OfqmtfwxKg",
        "outputId": "b6423bd2-2633-4dcc-db5f-2b034049fa11"
      },
      "execution_count": 553,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Epoch : 0 , Training Loss : 0.6951399445533752 , Testing Loss : 0.6910632848739624 \n",
            "Epoch : 100 , Training Loss : 0.6913160681724548 , Testing Loss : 0.6920421123504639 \n",
            "Epoch : 200 , Training Loss : 0.6902732253074646 , Testing Loss : 0.6915633678436279 \n",
            "Epoch : 300 , Training Loss : 0.6891507506370544 , Testing Loss : 0.6908060312271118 \n",
            "Epoch : 400 , Training Loss : 0.6879610419273376 , Testing Loss : 0.6899656653404236 \n",
            "Epoch : 500 , Training Loss : 0.686613142490387 , Testing Loss : 0.6889610290527344 \n",
            "Epoch : 600 , Training Loss : 0.6850593686103821 , Testing Loss : 0.6876007318496704 \n",
            "Epoch : 700 , Training Loss : 0.6831815838813782 , Testing Loss : 0.6858704090118408 \n",
            "Epoch : 800 , Training Loss : 0.6809087991714478 , Testing Loss : 0.6838043332099915 \n",
            "Epoch : 900 , Training Loss : 0.6780775189399719 , Testing Loss : 0.6811074018478394 \n",
            "Epoch : 1000 , Training Loss : 0.674584150314331 , Testing Loss : 0.6777897477149963 \n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Plot decision boundaries for training and test sets\n",
        "plt.figure(figsize=(12, 6))\n",
        "plt.subplot(1, 2, 1)\n",
        "plt.title(\"Train\")\n",
        "plot_decision_boundary(model_3, X_train, y_train)\n",
        "plt.subplot(1, 2, 2)\n",
        "plt.title(\"Test\")\n",
        "plot_decision_boundary(model_3, X_test, y_test)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 545
        },
        "id": "jiA9smUk4KGb",
        "outputId": "10e3b950-4b02-4418-b444-682b574551c6"
      },
      "execution_count": 554,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1200x600 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "MODEL_PATH = Path(\"models\")\n",
        "MODEL_PATH.mkdir(parents=True)\n",
        "MODEL_NAME = \"Pytorch_Neural_Network_Classification_model_1.pth\"\n",
        "MODEL_SAVE_PATH = MODEL_PATH / MODEL_NAME\n",
        "torch.save(model_3.state_dict(),MODEL_SAVE_PATH)"
      ],
      "metadata": {
        "id": "goNdGoW_-DGI"
      },
      "execution_count": 555,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [],
      "metadata": {
        "id": "46q4CXiTP5F4"
      },
      "execution_count": null,
      "outputs": []
    }
  ]
}