godaddy_microbusiness_density_forecasting_sktime.ipynb

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      "source": [
        "# GoDaddy - Microbusiness Density Forecasting\n",
        "Forecast Next Month’s Microbusiness Density Using Sktime - Simple Solution"
      ]
    },
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      },
      "source": [
        "## Required Installations"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "import sktime"
      ],
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      "source": [
        "!pip install sktime[all_extras]"
      ]
    },
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      },
      "source": [
        "## Importing Relevant Libraries"
      ]
    },
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      "source": [
        "import numpy as np\n",
        "import pandas as pd\n",
        "from sktime.forecasting.base import ForecastingHorizon\n",
        "from sktime.forecasting.naive import NaiveForecaster\n",
        "from sktime.utils.plotting import plot_series\n",
        "from sktime.forecasting.model_selection import (\n",
        "    ExpandingWindowSplitter,\n",
        "    ForecastingGridSearchCV,\n",
        "    ExpandingWindowSplitter)\n",
        "from tqdm import tqdm\n",
        "import warnings\n",
        "warnings.filterwarnings(\"ignore\")"
      ]
    },
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        "tags": [],
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      },
      "source": [
        "## Collecting Data"
      ]
    },
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          "name": "stdout",
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          "text": [
            "/kaggle/input/godaddy-microbusiness-density-forecasting/sample_submission.csv\n",
            "/kaggle/input/godaddy-microbusiness-density-forecasting/census_starter.csv\n",
            "/kaggle/input/godaddy-microbusiness-density-forecasting/train.csv\n",
            "/kaggle/input/godaddy-microbusiness-density-forecasting/test.csv\n"
          ]
        }
      ],
      "source": [
        "import os\n",
        "for dirname, _, filenames in os.walk('/kaggle/input'):\n",
        "    for filename in filenames:\n",
        "        print(os.path.join(dirname, filename))\n",
        "\n",
        "\n",
        "df_train = pd.read_csv('/kaggle/input/godaddy-microbusiness-density-forecasting/train.csv')\n",
        "df_test = pd.read_csv('/kaggle/input/godaddy-microbusiness-density-forecasting/test.csv')\n",
        "df_census = pd.read_csv('/kaggle/input/godaddy-microbusiness-density-forecasting/census_starter.csv')"
      ]
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        },
        "tags": [],
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      },
      "source": [
        "## EDA"
      ]
    },
    {
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          "text": [
            "<class 'pandas.core.frame.DataFrame'>\n",
            "RangeIndex: 122265 entries, 0 to 122264\n",
            "Data columns (total 7 columns):\n",
            " #   Column                 Non-Null Count   Dtype  \n",
            "---  ------                 --------------   -----  \n",
            " 0   row_id                 122265 non-null  object \n",
            " 1   cfips                  122265 non-null  int64  \n",
            " 2   county                 122265 non-null  object \n",
            " 3   state                  122265 non-null  object \n",
            " 4   first_day_of_month     122265 non-null  object \n",
            " 5   microbusiness_density  122265 non-null  float64\n",
            " 6   active                 122265 non-null  int64  \n",
            "dtypes: float64(1), int64(2), object(4)\n",
            "memory usage: 6.5+ MB\n"
          ]
        }
      ],
      "source": [
        "df_train.info()"
      ]
    },
    {
      "cell_type": "code",
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          "text": [
            "<class 'pandas.core.frame.DataFrame'>\n",
            "RangeIndex: 25080 entries, 0 to 25079\n",
            "Data columns (total 3 columns):\n",
            " #   Column              Non-Null Count  Dtype \n",
            "---  ------              --------------  ----- \n",
            " 0   row_id              25080 non-null  object\n",
            " 1   cfips               25080 non-null  int64 \n",
            " 2   first_day_of_month  25080 non-null  object\n",
            "dtypes: int64(1), object(2)\n",
            "memory usage: 587.9+ KB\n"
          ]
        }
      ],
      "source": [
        "df_test.info()"
      ]
    },
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      "id": "afceba8c",
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        "tags": [],
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      },
      "source": [
        "## Feature Engineering"
      ]
    },
    {
      "cell_type": "code",
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      "metadata": {
        "execution": {
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      "outputs": [],
      "source": [
        "df_train['first_day_of_month'] = pd.to_datetime(df_train['first_day_of_month'])\n",
        "df_train.set_index('first_day_of_month', inplace = True)\n",
        "df_train.index = df_train.index.to_period(freq='M')\n",
        "df_train_ts = df_train[['microbusiness_density', 'cfips']]\n",
        "\n",
        "unique_cifps = df_train.cfips.unique()"
      ]
    },
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          "status": "completed"
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      },
      "source": [
        "## Model Training"
      ]
    },
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        {
          "name": "stderr",
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          "text": [
            "Processing cifps: 100%|██████████| 3135/3135 [00:29<00:00, 106.15it/s]\n"
          ]
        },
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\n",
            "text/plain": [
              "<Figure size 1152x288 with 1 Axes>"
            ]
          },
          "metadata": {
            "needs_background": "light"
          },
          "output_type": "display_data"
        },
        {
          "data": {
            "image/png": 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WzDa/U0ptBZ4B7mjyUH+l1M9KqYVKqRODHWu4M5sMZNoth9yXabdgNknRayGEEEIIIUT3FvSsSGvt9k4tTgOOVUqNbGabl7TWA4E/Afd77y4CMrTW44DfA28rpWyH76uUulEplaOUyunqQ/vJcWbmzMhuTHAz7RbeuGIcSZaoEEcmhBBCCCGEEKGl2lOFqt0nU+oBoFpr/WwLjxuAMq11QjOPLQD+oLXOaen4WVlZOienxYe7BI9HU1LlxOny4Kh1ceMHa5iYaef5C474zEAIIYQQQgghuhSl1EqtdVZzjwV15FYp1Usplej92gKcBmw8bJumnYPPAbY02dfo/XoAMBjYRjdnMChSrDFk2mMZlWpjYqadmT9u540Vu0IdmhBCCCGEEEKETLCrJacCb3iTVAPwvtb6C6XUI0CO1voz4Dal1DSgHigDrvHuexLwiFKqHvAAN2utDwQ53ojz7LnDySuq4OaPchmaHM/ETHuoQxJCCCGEEEKITtep05KDrTtMS27O/qo6jv2/H3G6PKy460RSbdIWSAghhBBCCNH1hGxasugcSXHRfDojm4O19Ux/Iwenyx3qkIQQQgghhBCiU0ly20WMSrUx+/KxLC0o49aP19KVRuSFEEIIIYQQojWS3HYh00f34f5pg5m1fBcvLd4R6nCEEEIIIYQQotNIctvFPHT6EM4f0Zv/+Wwd8/NLQx2OEEIIIYQQQnQKSW67GINB8eYV4zimZxyXvpnDjgPVoQ5JCCGEEEIIIYJOktsuyBYTxaczsnFruHDWCqqcrlCHJIQQQgghhBBBJcltFzW4VzzvXDWevGIH1723WgpMCSGEEEIIIbo0SW67sDOGJPPk2cP4ILeIJ+flhzocIYQQQgghhAgaU1s3VEoZtdbSQDXC/OGUgazZ4+Av32xkdKqNc4f3DnVIQgghhPCDx6MpqXLidHkwmwwkx5kxGFSowxIiImntwV1dgnbXoYzRGGOTUUrG+7oKf67kFqXUX5VSw4MWjQg4pRT/vHQM4/okcOVbq9hYUhHqkIQQQgjRRh6PJq/YwaSZi+j/+FwmzVxEXrEDj0eWGwnhL6091JXmUfTeiRT+axBF751IXWkeWntCHZoIEH+S2zHAZuA1pdRSpdSNSilbkOISAWSJMvLxtVlYogxcOGsF5TX1oQ5JCCGEEG1QUuXkglkrKCirAaCgrIYLZq2gpMoZ4siEiDzu6hJKPp+Oy1EAgMtRQMnn03FXl4Q4MhEobU5utdYVWut/aq2PB/4EPAgUKaXeUEoNClqEIiAy7LF88Jsstu2v5sq3VuGWT3yFEEKIsFdV525MbH0KympwumSkSQh/eeocjYmtj8tRAO66EEUkAq3Nya1SyqiUOl8p9QnwPPA3YADwOfBVcMITgXTigCReuGgkB6rrWFlYTkFZNcUVtTK1SQghhAgzbo/mhUXbWVdcQabdcshjmXYLZpOsERSirdy15ZTO/R31+zdgsmUe8pjJlgnG6BBFJgKtzQWlgC3AfOCvWuufmtz/oVLqpMCGJYLltxMzGZli47J/r6SgrIZMu4U5M7IZmWKT4hRCCCFEGMjd4+DGD9awfFc5d0zux8fXZnPx7BWHvG4nx5lDHaYQYU9rTfWWj9i/4Pe4a0ow2YeRfN6HlHx+CS5HASZbJsnnfYQxNjnUoYoAUW3tf6qUmqy1XnTYfSdorRcHJbJ2yMrK0jk5OaEOI6wVV9QyaeaiQ6Y4ZdotLLljMinWmBBGJoQQQnRvNfVuHvluM39bsBW7JYrnLxzJ5WP7oDXsdtSybX81thgTY1LlA2khWuNy7KR0/h3UbP+K6ORx9Jz2D8zJ49DaQ/3+Dbhr92OypmOyZUq15AijlFqptc5q7jF/ruTMZu57oX0hiVBxujzNrt2pqpMuT0IIIUSofL95H6OfXcDT8/K5OiuNDX+awhXj+qKUwmBQpCXEcPZrS/n3ykJJbIU4Cu1xc/DnFyj89xhqdy2gx0l/pc/lizEnjwNAKQOeuoMUfziN+gObJLHtYlqdlqyUmgQcD/RSSv2+yUM2wBiswERwmE0GMu2WI0Zu1xVXsLSgjF97X0iFEEIIEXz7Kp384fP1/HtlIYN7xjH35klMGdTziO2UUmTaY9lZVh2CKIWIDM6S1ZTOvYW6vSux9DuTpCkziUrod8R2JmsGAK6KnZ0coQi2tnxUEQ3E05AIW5vcHMAlwQtNBENynJk5M7Ibi1Nk2i18fG02X64r5uq3f+bKt1ZRVi0V44QQQohg0lrzZs4uhj8zn3d+3s190waz5u6Tm01sfTLtFnYeNvtKCAGe+moO/HgPe96ZhKtiF73O+g+9L5jTbGILYIxLBYNJktsuqNWRW631QmChUmq21rqgte1FeDMYFCNTbCy5YzJOlwezyUBynJmXpo8mo0csD3+7mcU7DvDG5eM45SgvsEIIIYRon/zSKm75KJe5W0qZlGnnlUtGMzLV1up+6YkWVhUe7IQIhYgc1Tu+Zf+823E5thM/8jp6TH4CY0yPo+6jDEZM8Wm4HJLcdjVtmZb8vNb6LuBFpdQR1ae01ucHIzARPAaDOqJ4lAHFfdOO4fRjkrnq7VVMfWUJd588kEfPHILZJLPPhRBCiPbweDQlVU6cLg/RRgP/3VTCrR+tJdpk4KWLR3HTcZltXkObabewr6qO6joXsdH+NLwQIvJp7cFdXYJ216GM0WCI4sDC31O18R2i7MeQcsn3WNLa3sDFZM2QkdsuqC1/Gf/t/ffZYAYiwkN2RiKr/uck7v58Pc8u2Mr3m/fxn1+PZ3iKNdShCSGEEBHF49HkFTu4YNYvbXxeu3QMd57Yn9snD6BPgn9dCjLtsQDsLK9haLK8LovuQ2sPdaV5lHw+vbGFT8/T/onr4A4SJ95HQvafMJj8ez6ZbBnU7FoQlHhF6LS65lZrvdL770LfDcgFyrxft0gpFaOUWq6UWqOUWqeUeriZbW5WSq1VSq1WSi1SSg1v8tiflVL5SqlNSqkz/P/xRHvEmU3845LRfDojm8KDtWQ9/wMvLtpOW9tGCSGEEAJKqpyNiS00dCe44f013HmS/4kt0Fgv4/CuB0J0de7qksbEFsDlKKD0u9/S68zZ2Cc96HdiCw3JrbtqD9pdH+hwRQi1ufa1UmqBUsqmlOoBrAL+qZR6rpXdnMCpWusxwFjgTKXUcYdt87bWepTWeizwDPCc93zDgcuBEcCZwMtKKZkf24nOH5FC7t0nc+qgntzxaR7nvLaMIkdtqMMSQgghIkJL7fecLk+7judLbqWolOhutLuuMbH1cTkK6EhqYLJmgvbgqtzd0fBEGPGnsVOC1toBXAy8qbWeCEw72g66QaX32yjvTR+2jaPJt3FNHr8AeFdr7dRabwfygWP9iFcEQIoths+vP5YXLxrFgq37GfO3hczJKw51WEIIIUTYizIYGhNSn0y7BbOpfX01+9hiMBqUjNyKbkcZozHZMg+5z2TLBGN0u49pskk7oK7In7+uJqVUKnAp8EVbd1JKGZVSq4ES4Dut9bJmtvmdUmorDSO3d3jv7gvsarJZofe+w/e9USmVo5TK2bdvX5t/GNF2SiluPaEfK//nJDISLVw0ewW//WANVbUuiitqKSirpriiFo9Hpi0LIYQQPt9t3sdrl445pP3enBnZJMeZ23U8k9FAX1uM9LoV3Y4xNpmeZ/yrMcE12TJJPu8jjLHJ7T6myZoOcMSIsIhs/pTaewT4L7BIa71CKTUA2NLaTlprNzBWKZUIfKKUGqm1zjtsm5eAl5RSvwbuB65pa1Ba61eBVwGysrIkuwqiYb2t/HT7ZB78dhML8ktZsbucGe+ubiySMWdGNiNTbG2u+iiEEEJ0Vfur6rhrTh4zstOPaL/XkdfJTLtFRm5Ft1Ozcy7lSx4m+dwPGtr8GKMxxiajVPtmQQAYrTJy2xW1ObnVWn8AfNDk+23AdD/2L1dKzadh/WxeC5u9C/zd+/VuIL3JY2ne+0QIRZsMPHn2MDbvq+SMV5ceUiTjglkrWHLH5CPaDAkhhBDdzRNzt+BwuphxbEZAXxcz7RZ+2HYgYMcTItxp7aFs0b14nAeJ7jEMZWrfzIfDGUwxGGN7S6/bLqbNya1SqhfwW6Bf0/201te1sk+9N7G1AKcBTx+2zWCttW8E+Bx+GQ3+DHjbW7SqDzAYWN7WeEVwmU2GgBbJEEIIIbqKHQeqeWnxDq6ZkM6oVFtAj51hj2W3Yw8utweTsf2jVkJEiqqN71C3bw29znwjYImtT0Ov212tbygihj/TkucAPwLfA+427pMKvOGtcmwA3tdaf6GUegTI0Vp/BtymlJoG1ANleKcka63XKaXeB9YDLuB33inOIgyYTYYjpkZ1pEiGEEII0VU88M1GDAoePnNIwI+dYbfg9mj2OGrJ8Pa9FaKr8rhqKfvpIaKTxxE35LKAH99ky6CuNDfgxxWh409yG6u1/pM/B9da5wLjmrn/gSZf33mU/R8HHvfnnKJzJMeZmTMj+5DG9B0pkiGEEEJ0Bat3H+Stn3fzh5MHkp5oaX0HPzXtdSvJrejqKnL/gauigJTT/tGh9bUtMVozcG37Eq01SknNmK7An+T2C6XU2Vrrr4IWjYgYBoNiZIqNJXdMpuBADWU19VJMSgghRLd3z5cbSIyJ4p5TBwXl+E2T2xODcgYhwoO7tpzy5U9hyTgNS8bUoJzDZMtAu2vxVJdgjOsdlHOIzuXPRyB30pDg1iqlHEqpCqWUo9W9RJdlMChSrDGsLDzI2a8tY0NJZes7iU7n8Whp2SSEEJ3g+837+HbzPu6dOhh7bPv7bx5NRqIvuZV2QKJrO5jzDJ7aMuyTgzeJ0yQVk7ucNie3Wmur1tqgtY7RWtu83we2SoKISBePSkEp+GDNnlCHIg7j8Wjyih1MmrmI/o/PZdLMReQVOyTBFUKIAPN4NH/6cj0ZiRZ+d0K/oJ0nNtpEr7hodpZLOyDRdbkqduH4+UXihl6BOXls0M5jskly29W0OblVDa5SSv3F+326UurY4IUmIkWKLYaTByRJchuGSqqcjeui4ZeWTSVVzhBHJoQQXcu7q3fz824Hj541hJgoY1DPlWG3sFN63YourGzJI2g82Cc9FNTzmKyZANIOqAvxZ1ryy8Ak4Nfe7yuBlwIekYhIl4zuw4aSStYVV4Q6FNGE0+WRlk1CCBFkTpeb+7/eyJg+Nq4clxb08x3erUCIrqSuNI/KDf/GNuZWohL6BfVcBnMCKtoqI7ddiD/J7USt9e+AWgCtdRkQnAUlIuLI1OTw5GvZ1JS0bBJCiMD6+08F7Cir4alzhnVKYcUMeywFZdVoLUtMRNdzYPH9GKKsJGb71aSlXZRSDb1uHQVBP5foHP68w6339qvVAEqpXoAM/whApiaHq+Q4M29fOaExwZWWTUIIEVgHa+p5/PvNTB3ck9OP6dUp58y0W6ip91BaVdcp5xOis9QU/kDN9q9IyP4jRktSp5zTZMuUacldiD+tgGYCnwDJSqnHgUuA+4MSlYhIl4zuw22frGVdcQUjUqyhDkfQUNH683VFPHf+CHrERtPHZmZgUpy0bBJCiAB5ZkE++6vreeqcYZ3WJ9P3geXO8hp6xcuHlaJr0FpT9uOfMcanYRt3W6ed12TNwLlnSaedTwSXP9WS3wL+CDwJFAEXaq0/CFZgIvJcPCoFg4L3ZfQ2rHycV8wz8/OZ8vef+HpjiSS2QggRILsP1vD8D9u4YlxfJqQldtp5f2kHJOtuRddRveUjnHtXYJ/0IAaTpfUdAsRky8DjLMNTJ3VjuoJWk1ulVA/fDSgB3gHeBvZ67xMCaJiafNKAJD5cs0fWAYWJKqeLLaVVnDk0mVSbmZWFB0MdkhBCdBkPfbsZl0fz2JlDO/W8mfZYQHrdiq5Du+s58NMDRCWNIH7YVZ16bpM1HUDW3XYRbRm5XQnkeP/dB2wGtni/Xhm80EQk+tUYqZocTtbtrUBrGNPHRlZaIit2lYc6JCGE6BLWF1cwa/lObjm+H/2TYjv13D1io4iLNsrIregyKvJew1WeT4/Jj6MMwW2ldbjGdkBSMblLaDW51Vr311oPAL4HztNa99RaJwHnAt8GO0ARWS4elYpBwQe5RaEORQBr9jgAGJ1qY0JaIpv2VeKorQ9xVEIIEfnu/XoD8WYT908b3OnnVkqRKb1uRRfhqaugbOljxPQ9CUu/szr9/CZbBiC9brsKf6olH6e1/sr3jdb6a+D4wIckIllvq7mxarJMTQ693CIHVrOJfvZYstMT0Bp+3i1Tk4UQoiMWbd/PZ+v28scpg+gZourzmfZYSW5Fl3Bw5XN4avbR48QnO60oW1PGuBQwRsvIbRfhT3K7Ryl1v1Kqn/d2HyCVg8QRLhnTh40yNTks5O5xMCrVisGgGoudrNglya0QQrSX1po/frGBPrYY7jqxf8jiSE+0yJpbEfFcVcUcXPU8cYOnY07JDkkMShkwxafLyG0X4U9yewXQi4Z2QB97v74iGEGJyOabmixVk0NLa01ukYPRqTYAkq1mMhItrCwsD21gQggRwT7JK2ZpQRkPnXEMsdH+dFQMrEy7hf3V9VQ5XSGLQYiOKl/6GNrtxH7CoyGNw2RNl5HbLsKfVkAHtNZ3aq3Haa3Ha63v0lof8D2ulHohOCGKSOObmvxhbpFMTQ6hnWU1HKx1NSa3ANnpieRIUSkhhGiXereHe7/awLDkeK7NSg9pLL5et1JUSkSqugObqMh7Heuo3xKVOCiksZhsGTJy20X4M3LbmhMCeCwR4WRqcujlFnmLSfX5JbmdkJ7A1v3VHKiuC1VYQggRsV5ftpPN+6p48pxhmIyBfAvlP187oJ3lktyKyFT2019QJgv2ifeFOhRM1gzcVUVot7w/inSh/cssuiyZmhx6a7zJ7aiUQ0duAel3K4QQfqp0unj4u81M7t+D84b3DnU4TUZuZd2tiDy1e5ZSnf8pCRN+jzE2OdThYLJlAhpXZWGoQxEdJMmtCAqZmhx6a/c4GJAUizXmlzVh4/smAEi/WyGE8NNzC7ext8LJ0+cMC0lF18Ol2mIwGZRMSxYRR2vNgUV/xhjbm4Txd4U6HEDaAXUlgUxuQ/+XXoSVX3mnJufJ1OSQWFPkYEyT9bYA9thoBvWMY6Ukt0II0WYlFU6eXZjPxaNSmNSvR6jDAcBoUKQlxEg7IBFxqrd9gXPPYhKP+wuG6PhQhwM0FJQCSW67gnYlt0opg1LKdtjd/xeAeEQX4pua/IFMTe501XUutpRWMSr18Kept6iUVEwWQog2e+S7zdTUe3j8rGGhDuUQmfZYmZYsIor2uChbfB9R9sFYR8wIdTiNTPHe5LaiIMSRiI5qc3KrlHpbKWVTSsUBecB6pdT/8z2utZ7dzD4xSqnlSqk1Sql1SqmHm9nm90qp9UqpXKXUXKVUZpPH3Eqp1d7bZ37/dCKkkq1mThnYkw/W7JGpyZ0sr7gCrWFMnyOT2wlpCewqr2VvhTMEkQkhRGTZsq+SV5cWcMPEDIYkh8cok0+m3SIFpUREqVz/JvUHNmI/4TGUMSrU4TRSJjPGuFRcFbtCHYroIH9GbodrrR3AhcDXQH/g6lb2cQKnaq3HAGOBM5VSxx22zc9AltZ6NPAh8EyTx2q01mO9t/P9iFWEiUtGp7JpX5VMTe5kjZWSmxm5zUpLBJCWQEIIcRQej6a4opaDtS4+vCaLR844JtQhHSHDbmH3wVrq3Z5QhyLEUWntwVW5hyj7EHpf/DWWAeH3tt5klXZAXYE/yW2UUiqKhuT2M611PXDU4TjdoNK3v/emD9tmvtbaN6dmKZDmR0wizEnV5NDILaog3mykf4/YIx4bn5aAUlJUSgghWuLxaPKKHUyauYhj/+9H7vw0jyKHE48nvGYhZdgteDTsPlgb6lCEaJHWHupK8yh6/2SKPpjC/u9vpn7/OrQOrw9lTLYMXBWS3EY6f5LbV4AdQBzwg3f6sKO1nZRSRqXUaqAE+E5rvewom19Pw6iwT4xSKkcptVQpdWELx7/Ru03Ovn372vaTiE7jm5r8oUxN7lS5ew4yKsWGwXBknbd4s4lhyfGslHW3QgjRrJIqJxfMWtFYibigrIYLZq2gpCq8lnP4et3KulsRztzVJZR8Ph2Xo2E9q8tRQMnn03FXl4Q4skOZrOm4KnaGXdIt/NPm5FZrPVNr3VdrfbZ3RLYAmNKG/dxa67E0jMgeq5Qa2dx2SqmrgCzgr03uztRaZwG/Bp5XSg1s5vivaq2ztNZZvXr1auuPIzqRb2ry2iKZmtwZtNbkFlUwupn1tj4NRaUOygcOQgjRDKfLc0SLnYKyGpyu8HrT+0uvW1l3K8KXdtc1JrY+LkcBuOtCFFHzTLZMcNfhrt4b6lBEB/hTUOpOb0EppZR6XSm1Cji1rftrrcuB+cCZzRx7GnAfcL7W2tlkn93ef7cBC4BxbT2fCB+NVZNzZWpyZ9hVXkN5TX2z6219JqQlsrfCSaFMZRNCiCOYjYbGxNEn027BbApkB8WOy0hsiFGKSolwppShIXFswmTLBGN0iCJqnsnq63UrRaUimT9/pa/zFpQ6HbDTUEzqqaPtoJTqpZRK9H5tAU4DNh62zTgapjyfr7UuaXK/XSll9n7dEzgBWO9HvCJMyNTkzpXrHSFvrlKyT1Z6IiBFpYQQojkFZdW8dumYxgQ3025hzoxskuPMIY7sUDFRRnpbzTJyK8JaVf4cek57pTHBNdkyST7vI4yxySGO7FAmmze5lXZAEc3kx7a+xXtnA//WWq9TSh25oO9QqcAbSikjDYn0+1rrL5RSjwA5WuvPaJiGHA984D3cTm9l5GHAK0opj3ffp7TWktxGqF+NSeWWj9aytpXpsqLj1uw5CMColJZ/z2P62DAZFDmF5Vw0KrWzQhNCiLCnteb3n60nKTaKn26fTJ3bg9lkIDnO3Gwdg1DLSLSwU9bcijDlrtpL2eL7sE34H1Iv+7FhKrIxGmNsMkqF10wIk7Uh+ZaKyZHNn+R2pVLqWxpaAP1ZKWUFjrr4RGudSzNTibXWDzT5eloL+/4EjPIjPhHGLhqZyu8+XssHuXskuQ2ytUUVDEiKxRrT8tPbEmVkZIpVRm6FEOIw/920jyUFZfx9+ihSbTGhDqdVmXZLY/s3IcJN+cq/od21WIdegSkuJdThHJXBbMMQnSAVkyOcPx+ZXA/cA2R7W/dEAzOCEpXocpKtZqYM6skHMjU56NbsOXjU9bY+E9ITydklRaWEEMJHa82D/91Ept3CjOyMUIfTJhl2CzvLauRvuQg7rqoiKtb8g/ihVxJlD78+0c0x2TKOKH4lIos/ya0GhgN3eL+PA8L/I00RNi4ZncpmqZocVNV1LraUVjGqDcltdnoiZTX1bNsv09mEEALgqw0lrNhVzn3TBhMdZsWjWpJpj6XW5WFfZXhVnhXi4Ipn0Z56EifeG+pQ2sxky8BdIQWlIpk/f7lfBiYBV3i/rwBeCnhEosvyVU1+f41UTQ6WdcWVePTRi0n5ZKUlAJAj/W6FEKJx1LZ/j1iuyUoPdThtJu2ARDhyVe6mYu2rxA+/mqjEIzp5hi2TNVPW3EY4f5LbiVrr3wG1AFrrMhqmJgvRJr3iG6Ymf5grU5ODxbfuqi3Tkkem2DCbDOTsOhjssIQQIux9tm4vq3Yf5C+nHUOUMTJGbeGXdkAFUlRKhJHyFc+gtZvEY/8c6lD8YrJl4Kk7iMcp740ilT9/veu9VY81NLT5oZWCUkIczjc1WYpfBMeaIgdx0UYG9Ihtddtok4ExqTYpKiWE6PY8Hs1D325iUM84rhrfN9Th+EVGbkW4cTl2UpH3Otbh1xKV0D/U4fjll163su42UvmT3M4EPgGSlVKPA4uAJ4ISleiyfFOTP1hTFOpQuqS1exyMSrW1uV3FhPREVu4ux+ORkXQhRPf1SV4Ra/Y4eOC0YzBF0KgtQKIlCqvZREG5JLciPJSveBq0JvHYe0Idit+MvuRWKiZHrDb/BddavwX8EXgSKAIu1Fp/EKzARNfkm5osVZMDT2tNbpGjTVOSfbLTE6l0utlcWhnEyIQQInx5PJqHv93MkF5xXDEuskZtAZRSZNot7JJpySIM1B/cQcW62VhHXofJFhkVx5vyxeySolIRy9+PJ7fQMHr7GVCllIq8/7Ui5H41pg9bSmVqcqAVHqylrKber+TWV1RqhUxNFkJ0Ux/mFpFXXMEDpw/B2MZZL+Em026RackiLJSveAqUIjH7T6EOpV2Msckoo1mmJUewNie3Sqnbgb3Ad8AXwJfef4Xwy0UjUzAalExNDrDcPQ0fFrSlUrLP0OR4YqOMUlRKCNEtuT2ah7/dxPDe8Vw6pk+ow2m39ERJbkXo1ZdvpXLdG9hG/RaTNS3U4bSLUgaM1nSpmBzB/Bm5vRMYorUeobUerbUepbUeHazARNfVK97MlIFJMjU5wNZ4R8JHpVrbvI/JaGB8WoIUlRJCdEvvrd7NhpJKHozgUVto6HVbVlNPRa0r1KGIbqx8+ZMoQxQJWf8v1KF0iMmWKWtuI5g/ye0uQIZ3REBcIlOTA25tkYP+PWKxxUT5td+EtAR+3n0Ql1uKnwshug+X28Mj321mVKqV6aNSQx1Oh/xSMVnW3YrQqC/bQuWG/2AdfSOm+MidBQFgkpHbiOZPcrsNWKCU+rNS6ve+W7ACE12bb2ry+2v2hDqULmPNHgej/Ri19clOT6TW5WH9XikqJYToPt5ZvZvN+6p48PQhba4wH658ye1OqZgsQqR8+RMoo5mErD+EOpQOM1kzcFcXo13OUIci2sGf5HYnDettowFrk5sQfvNNTf5wTZFMTQ6Amno3m/dVMrpPgt/7ZqUnAlJUSgjRfbjcHh75djNj+9i4cERKqMPpsEx7Q29zWXcrQqHuwEYqN76DbcwtmOIi//nUWDG5UiomRyJTWzfUWj8czEBE93PJmD7c/GEua/Y4GNvX/6RM/GJdcQUeTbtGbgclxWGLMZFTWM71E6UAuhCi6/v3ykK27q/m0xnZET9qC5BiNRNlVJLcipAoX/Y4ymQhYcLdoQ4lIEzWTABcjp1EJQ4KcTTCX62O3Cqlnvf++7lS6rPDb0GPUHRZjVWTc2Vqckf51i770wbIx2BQZKUlslJGboUQ3UC928Oj321mQloC5w3vHepwAsJgUKQnWtgpa25FJ6vbv46qTe9jG3MrxtheoQ4nIH7pdSvrbiNRW0Zu/+3999lgBiK6n1+qJhfx2JlDUar9n557PJqSKidOlwezyUBynLlLfBrfVmv2OIiNMjIwKa5d+09IS+D5H7fhdLkxm4wBjk4IIcLH7BW72FFWw4sXj+rQ6064yZR2QCIEypc+hoqKI2FC1ynDY4rvCyjpdRuhWh251Vqv9P670HcDcoEy79dCtNuvxvQhv7SKNXvaXzXZ49HkFTuYNHMR/R+fy6SZi8grduDxdJ+1vGuLHIxKtbY7oc9KT6TerVlbVBHgyIQQInzUuTw8/v0WJmYkctbQ5FCHE1CZ9lgpKCU6VV3pWqq2fIRt3G0YLUmhDidglDEaY3wfXBWy5jYStbmglFJqgVLKppTqAawC/qmUei54oYnu4KJRKUzKTKTO7aGgrJriitqjJqU19W7yS6uYn1/Kmzm7eGLuFpbuLOOCWSsaP7EuKKvhglkrKKnqHlXutNYNlZL7+D8l2SdbikoJIcKAx6Mprqht0+tBe/xr+U52ltfw0BlDutSoLUCG3cIeRy11LmnrJjpH2dJHUdE2EsbfFepQAs5kzZB2QBGqzQWlgASttUMpdQPwptb6QaVUbrACE91DD0s0T50znMv+vZKCshoy7RY++E0W+6qcrNnjYFd5LbsP1rCrvIZd5bWUVtUdcYyFtx5/xFSsgrIanN3kBX73wVrKaurbtd7WJ9NuISk2ipzC8sAFJoQQfvDNwvF9WJlptzBnRjYjU2wBWWZSW+/miblbOL6fndOP6RprA5vKsFvQGgoP1jCgnUtUhGgrZ8nPVOd/SuLE+zHG9Ah1OAFnsmXgLF4R6jBEO/iT3JqUUqnApcB9QYpHdDMlVU5+887Ph4y6/urNHJ47fwT3frURuyWKtMQY0hMsZKfbG79OT7SQnhhD34QYHE4XmfZD1xpl2i2YTf50uopcvindYzowcquUIjs9kZW7DgYqLCGE8EtJlbPZWThL7phMijWmw8d/bdlOCg/WMuvysV1u1BZ+6XVbUCbJrQi+8qWPYjAnYht3R6hDCQqTNYOqLR+jtQelusf7ya7Cn+T2EeC/wCKt9Qql1ABgS3DCEt2F0+VpdtR1VKoNx+NnEW9u/b9ojMnInBnZh3za/+5VE0iOMwcr7LDiq5Q8KqX9yS3AhPREvpuXT3Wdi9hof/40CCFEx7X0ehCIWTg19W6enLeFkwb04NRBPTt8vHAkvW5FZ3HuXUn1ti9InPQgxpjEUIcTFCZrBnjqcVcVeQtMiUjR5o8itNYfaK1Ha61v9X6/TWs9/Wj7KKVilFLLlVJrlFLrlFJH9MpVSv1eKbVeKZWrlJqrlMps8tg1Sqkt3ts1/vxgIjKYTYbGT5t9Mu0W4s3GNiW20NACYWSKjSV3TGb7fVN57dIxPPztRqrr3cEIOeysLXLQz24hwRLVoeNkpSXi9mhWd6C4lxBCtNeB6vpmXw/yS6tYsuNAh4796tICihxOHjq966219UlPbBjd3inJrQiysiWPYDDbSRh7e6hDCZrGdkAOKSoVafwpKDVLKfWvw2+t7OYETtVajwHGAmcqpY47bJufgSyt9WjgQ+AZ7/l6AA8CE4FjgQeVUva2xisiQ3KcmTkzshvf0PjWWPk76mowKFKsMWTaY4mLNvHNplKeW7gtGCGHnY4Wk/KRolJCiFBZuLWU2z7O5c0rxh3yevDuVRP428KtnPDiYqbPXsHGEv8rulfXuXhqXj5TBiZxShcdtQUwm4yk2swUlEuvWxE8tUXLqdnxNQkTfo/B3PH3HuHql1630g4o0vgz9/CLJl/HABcBe462g9ZaA5Xeb6O8N33YNvObfLsUuMr79RnAd1rrAwBKqe+AM4F3/IhZhLmmo66B6lF7XKadi0am8OzCfG45PpNe8V13enJtvZtN+yqZPjq1w8fqkxBDqs3MSkluRRjp7j2su4Nd5TVc+uZKesRGMbbPka8H71+dxfM/buOv87cy568LmHFsBg+dfgx9EyytHxz4+08F7K1w8v7VE4L8k4ReRqJFRm5FUJUvfQSDpSe2sbeGOpSgMlkbJpJKxeTI48+05I+a3N6iobBUVmv7KaWMSqnVQAkNyeqyo2x+PfC19+u+QNO5AIXe+w4//o1KqRylVM6+ffva+NOIcNJ01DXFGhOQN66Pnz2U6jo3j8/t2svC1+2twKPpUKXkprLSEskplKJSIjxID+uur7bezfTZK6h1efhkRjbWmKgjXg/izSbun3YM+X8+ldsm9+fNnF0MfnIe93y5gbLqIyvoN1XpdPHM/HxOO6YnJw7oOn04W5Jpj5U1tyJoavf8RE3BtyRMuBtDtDXU4QSVIToeQ0wPXBWS3EaajpT/Ggy02gFda+3WWo8F0oBjlVIjm9tOKXUVDcnyX/0JQmv9qtY6S2ud1atX1yvtL9pnaLKVGcdm8I+fCthxoOtO0coNQKXkprLSE9m0rxJHbX1AjidER7RUPbe79LDu6rTW3PrRWnIKD/LmFeMYmnz0N8u94s08f8FINv7xVC4ZncpfF+Qz6Ml5PLtgK7Ut1Fh4afEO9lXV8dDpQ4LxI4SdDHvDyK18ACSCoWzJIxhik7GNuTnUoXQKkzVdRm4jkD9rbiuUUg7fv8DnwJ/aur/WuhyYT8PU4sOPPY2G9kLna61971p2A+lNNkvz3idEmzx0+jEYFDz4302hDiVo1hQ5iI0yBqztQ1ZaAlrDKhm9FZ2stt7Nz7sP8saKXdz92TpOf2UJ+aVV3bqHdVf3958KmJ2zi/unDeaCkSlt3q9/Uixv/no8K+86iYkZifzxi/Uc89Q8Zi3fibtJUldR6+LZBfmcOaQXk/p1vT6czcm0W6hzeyiplA+ARGDVFP5I7a55JGb9AUNU92g1ZbJmyMhtBGrzmluttd/zD5RSvYB6rXW5UsoCnAY8fdg244BXgDO11iVNHvov8ESTIlKnA3/2NwbRffVNsHD75P48u3Ard588MCBFl8LN2j0ORqVaMQZoDWKWt6hUTuHBLl14RXSO5tbLKtWwxjK3qIK1RQ7WFjnILXKwaV9VY2ISYzIwIsWKQjXbw3rHgWoqnW5GpHTtaXFd2aLt+7lrTh5nD01u96jq2L4JfPXb45ifX8o9X27g+vfX8NzCbbx48UiG9IqnpLKOV381hsE9YwMcffhq2g4oxdbx3sBCaO3BXV2CMprpff6nmNNPCXVIncZky6SmcAFa6y5bZb0r8quZpVLqYmAyDUWhftRaf9rKLqnAG0opIw2jxO9rrb9QSj0C5GitP6NhGnI88IH3P85OrfX5WusDSqlHgRXeYz3iKy4lRFvdc+og/rlsJ/d+tYEvbpgY6nACSmvNmiIHF4/qeDEpn17xZjLtFnKkqJToIN962ab9p9+4YhyPfLuJefn7G7frZ7cwuo+Ni0alMjrVxuhUG4N6xmE0KDwefUQP63eumsB9X29g4db9/CYrnYfPGEJ6YtsKC4nwsPtgDb96cyX9esTynyvHd7jOwpRBPVl6x2Q+yi3ivdW7cXk0k15Y1Ph/Zs6MbDwe3S0KkWV4nwsFZTVMzJQGE6JjtPZQV5pHyefTcTkKMNkyST7vIww9R6JUR1Y2RgaTLQNdV4HHWY4xRp5PkaLNya1S6mVgEL9UK75ZKXWa1vp3Le2jtc4FxjVz/wNNvp52lP3/BbTWbkiIFtljo7nn1EHc8+UGfti6n5MGdp2CInsctRyorg9YMSmfhqJS5QE9puh+mlsve807P/PWleO5ZI+DUak2RqZYj9qfuaVq6u9fncUTc7fw0uIdvPPzbm6f3J97Th1Ej9jozvrxRDs5XW4ueSOHSqeL72+aRGIH+3P7KKW4ZEwfTujfg+O9iS38sk57yR2TSbF2/ZFMXxulgrKuW2tCdB53dUljYgvgchRQ8vl0Ui/7EVNc25cSRCqT1dfrtkCS2wjiz8cupwJnaK1naa1nAWd77xMirN0+uT99E2K456sNNHSn6hrWBLiYlE9WeiLb9lezv+roVUiFOBqny9Psetm+CTHcfHw/Tujf46iJrU9z1dST4qL52/kj2PSnKVw+tg9/W7iVQU/O4+l5+dS0UFhIhIfbP8lj2c5yZl8+NijTyuvczf+/6y7rtBMsUSTEmKRisggI7a5rTGx9XI4CcHeP9weNya2su40o/iS3+UBGk+/TvfcJEdYsUUYePP0YlhaUMWddcajDCZjcoobkdlSgR27TEwBYKaO3ogPMJkPjKJJPpt2C2RS4qWyZPWKZdfk4Vv/+ZCb368Gfv9rAMU/N47VlBbjcgU9mPB5NcUUtBWXVFFfUSkVaP726tIDXlu3knlMHMX10n6CcozP+34W7THssu8oluRUdp4zRmGyZh9xnsmWCsXvMkjHZfMntrla2FOGk1b/2SqnPlVKfAVZgg1JqgVJqAbDBe58QYe/arHSGJsdz71cbg/KmNxRy9zjItFsCNq3PZ0JaIoD0uxUdYos28dqlYxoTDd/ax+Q4c8DPNSrVxmfXH8uCW44nPdHCjR/kMvpvC/k0ryhgszWk527HLNlxgNs/WcsZQ3rx6JlDg3ae5Dgzc2Zkd8r/u3CVkWiRkVsREMbYZJLP+6gxwfWtuTXGttoJtEswWHqhTBZpBxRh2rLm9tmgRyFEkJmMBh47ayiXvJHDGzmFXD8xo/WdwlxukSPg620BEi1RDO4ZJ0WlRIcsLijjgW828vVvj8MSZWhcLxvMoj4nDUxi8W0nMGddMfd+tZGLZ+cwKdPOU+cM44R+PY6o3NyWWGrr3ZRUOqlz62Z77naXtZwdUeSo5ZI3c0hPtPDWleMDVt29OS2t0+4OxaR8MuwWfty+v/UNhWiFUgaie44k9bIfG6YiG6MxxiZ3i2JS0LCW32RNx1VR0PrGImy0mtxqrRf6vlZK9Qayvd8uP6x1jxBh7aKRKUzMSOShbzfx6/F9sUQZQx1Su9XWu9m0r4qLAlgpuams9ER+3CZvjkT7zd1SysrCg6QlxBBv9qswf4copbhwZCrnDuvN7JxdPPTfzfzxi/U8c+5wfvPOz40VdD++NhuDgu0Hqtlb4WRvRR17K52UVDjZW+lkb4WTkkonB2tdAMy/5fhuvZazvepcHn71Zg4Ha1x8fcNxnVL0y7dOu7vKtFs4WOviYE19m9a1C3E0Shm6RfGolpismTJyG2H8qZZ8KQ1texYACnhBKfX/tNYfBik2IQJKKcVT5wxjyt+X8OKi7fy/KYNCHVK7rd9bgdujgzJyCw3rbt/5eTfFjlrplSjaZX5+Kcdl2js1sW3KZDRww8RMfj2uLxtKKrnkjZxDRl0vnr2C584fwfQ3chr3sVui6G010zvezLi+CSRbzfSOj6a31UxyfHSzPXe7z3hg+9w1J4+fdpTxzlXju2Sv8XDUtNftaEluhegQoy0d57Y1oQ5D+MGfdx33Adm+0VqlVC/ge0CSWxExTh7Yk7OGJvPUvHxumJiBPUJbh+QWVQCBr5Tsk9Vk3e25wyW5Ff4pr6lnZWE59007JtShEBttomdcdLOjrsN6x5Nz14n0tprpFWcm+ihFh5rrufv6pWP53UdreeKcYQEv7NYVvL5sJ/9YUsAfThnIZWP7hjqcbsO33nhneY18oCBEB5msGXiqS/C4ajCYpKd6JPBn0rzhsGnI+/3cX4iw8MTZQymvrefp+VtDHUq7rdlzEEuUgYFJcUE5/ri+CRgUsu5WtMvCrfvxaJg6qGeoQwFarqCbaIlifFoifRMsR01s4dC1nNvvm8qSOyaTnhjDz3scnPTSYhZuLQ3mjxBxlu8s43cfr2Xa4J48cVbwCkiJI2VIr1shAsZXMdktFZMjhj/J6TdKqf8qpa5VSl0LfAl8FZywhAieMX0S+PW4vsz8cRu7D0ZmRcm1RRWMSrEFrTBLvNnEsGSrJLeiXebml2KJMjAxMzHUoQCBq6B7eM/dwb3i+en2E+hji+GMV5fxwZo9wQg/4uytcDL9jRz62My8c9UETEb5HLwz9Y43E200SMVkIQLAZG2oFC3rbiNHm15xlFIKmAm8Aoz23l7VWv8piLEJETSPnDEUt9Y8/O3mUIfiN601a/YcZFSQp5tlpSeQU1gesFYqovuYv6WUE/snYTaFR9G25kZdR6bYAlJBN8Mey4+3nUBWegKX/2clLyzaHoCII09jD+AD1eQVOxjQo6FoV1JcZC79iGQGgyLDbmGnJLdCdNgvvW4luY0UbVpzq7XWSqmvtNajgI+DHJMQQdc/KZabJ/Xj5Z92cPfJAxmSHB/qkNqsyOFkf3U9Y4K8xm9CWiJv5BRSeLCW9ERZZyLaZm+Fk3V7K7hqQlqoQzlEMCvo9oiN5rubJvHr/6zkzk/z2OOo5YmzhtLwuXDX5+sB3HQ98ntXTwhawTvRuobiZzItWYiOMsX1AWXA5ZB2QJHCn7lCq5RS2a1vJkRkuG/qYCxRBu7/emOoQ/HLmj0HAYL+xjE7PRGAFTI1WfhhXn7D2tNTw2S9bWexRBn54DdZ3HhcJk/Py2fGu6updwe3TVDjaGlZNcUVtXg8oZllUVLlPKIH8GX/XklJlTMk8YiGdbc7y2XkVoiOUsYojPF9ccma24jhT3I7EViilNqqlMpVSq1VSuUGKzAhgi3Zaubukwfy0doilhWUhTqcNvNVSg52FcwxfWyYDErW3Qq/zMsvJSHGxPi0hFCH0ulMRgN/nz6Kh88YwpsrC7ngX8updLqCci7faOmkmYvo//hcJs1cRF6xIyQJbm29R3oAh5mMRAtFDidOlzvUoQgR8UzWDFlzG0H8SW7PAAYCpwLnAed6/xUiYv3+pIH0iovmz19tiJi1pblFDjISGyq9BlNMlJFRqVZWFpYH9Tyia5m3pZRTBiYFrdhZuFNK8ZfTjuHVX43m2837OPXvP1FSEdgRTK012w5UHTFaesGsFZ0+WrqsoIwNeyuarUZtbqUCtQgeX6/bXeW1IY5EiMhnsmXImtsI4s8rTypwQGtdoLUuAMqAlOCEJUTnsMaYuP+0Y1iwdT//3bQv1OG0Se4eR6etZZuQlkjOroMRk/iL0Nq+v5rtB6o5dXCvUIcScjdMzOSTa7NZt7eCyS8tZmtpVYePuWVfJQ/9dxPHPDWP3QedIR0tdXs0j3+/mckvLebVpQV8+JusDlejFoGTKe2AhAgYkzUDV2Uh2iMzISKBP8nt34HKJt9Xeu8TIqLddFwm/XvE8uevNoRszVpb1da72bivMuhTkn2y0hMpq6ln2355gyRaN39r91xv25LzRqQw9+bjKauu44QXF7VrFkRJhZMXFm3nuP/7kSFPz+fR7zfTr0csPWKjmh0tzS+tYn1xRYB+gubtKq9h6j9+4i/fbOJXo1OZdfk4xvVNCEo1atE+vyS3su5WiI4y2TLB48JdJe3eIoE/ya3STYZvtNYe2lhtWYhwFm0y8OiZQ1izx8G7q3eHOpyj2lBSidujO23kVopKCX/M21JKb6uZ4b0jp/p4sB2XaWfRbZOxRBk55eWf+HZTSav7VDldvL2qkHNfW0bfR7/jzk/zcLo9PHPucHbeP43vbprEiN7WI3r3vnf1BJ6Zl8+4/13IX77ZSG194EcZPlyzhzF/W8iq3QeZfflY3rpyPImWqCN6AEtiG1ppCRaUQtoBCREAJms6gBSVihD+JKfblFJ38Mto7a3AtsCHJETnu3xsX55dsJW/fLOJS0b3ITpM14qt2eMAGoo9dYYRva2YTQZyCsu5fFzfTjmniExaa+bll3LqoJ7dpgVOWw1JjmfxbZM55/VlnPv6cj6dkc34tAScLg9mk4HkODMe7+/vrVW7+XhtEVV1btITY/jDKQO5clxfRh72gVbT3r1Nj/OfK8fzh8/X8/j3W3h/9R7+Pn00pw7u+Eh6pdPFXXPW8a/lO8lOT+StK8czqGdch48rgiPaZCDVGiPJrRAB0Njr1lEAfY4PcTSiNf4ktzcDM4H7AQ3MBW4MRlBCdDaDQfHE2cN4+NtNrN9bgT02qvHNYjiNQOQWObBEGTrtTWW0ycCYVBsrdx3slPOJyLVhbyXFFU6mDEoKdShhqU9CDAtuOZ77vt6A2WRg0sxFjT1h37pyPI9/v5mvN+4jIcbEFeP6ctX4NCb373HUvz/N9e7tFW/mjSvGcfWENG75KJdpryzhNxPSePb84fRs5xrYlYXl/Po/q8jfX8Wfpw7iodOHEGUMzw8AxS+k160QgWGy+pJbKSoVCdqc3GqtS4DLgxiLECF12uCexEYbuWj2isY3nXNmZIfV2rHcPQ5Gptg6tRJtVnoib67chduju20FXNE6X3/bqYOkmFRLEixR3DftGI5/YdEhVY6vfGsVsy8fx/UTMzl7aDIxUcYOn2vaMb3I/cMpPPb9Zv46fytfbtjLX88bwTVZaW0eWfd4NM8u3MpfvtlI73gzc2+axCmynjpiZNotLJclJUJ0mCEqDoOlp1RMjhCtfvSqlPqj998XlFIzD7+1sm+MUmq5UmqNUmqdUurhZrY5SSm1SinlUkpdcthjbqXUau/tM39/OCH8sa+6jmve+TnkrTVaorVmzZ6DjOqk9bY+WemJVDrdbN5X2frGotuan19KP7uF/kmxoQ4lrNW5m+8J26+HhYtHpQYksfWxRBl5/Kxh/Pz7kxmSHM91761m2j+WtOm5vPtgDWf8cyn3fLmB84ensPrukyWxjTAZ9lh2ldeEfaFEISKB9LqNHG0Zud3g/TeHhunI/nACp2qtK5VSUcAipdTXWuulTbbZCVwL/KGZ/Wu01mP9PKcQ7eJ0Nf+ms7Naa7SmuMLJ/ur6Tltv69O0qNSw3tZOPbeIDG6PZv7W/Vw0SrrDtcZsMnini/7ytybYPWFHpFj54dYT+OeyAu75cgOjn13IvVMH86dTB2I2HZlMz8kr5ob3V1NT7+GfvxrDdcemyzrqCJRpt1Dv1hRXOOmTENP6DkKIFpms6dSXbQ51GKINWn011Vp/7v1yPXAR8D/A//PemktIm+6rtda+j4ijvDd92DY7tNa5QHhkEKLb8r3pbCrYbzr94SsmNTq1cxPMocnxxEYZySmUdbeieav3HKS8pp6pMrLXquQ48xFVjjujJ6zBoLhpUj82/HEKF41K4aFvNzHuuR9YVVhOcUUtBWXV7DlYw9PztnDR7BVk2mNZ+T8ncf3EDElsI1RGovS6FSJQTLZMXBU7adI4RoQpfwpK/YeGhHYtfiSiSikjsBIYBLyktV7mxzljlFI5gAt4Smv9aTPHvxFvYauMjAw/Di3EoXxvOi+Y9cua24+vDf6bzrbKLfIlt507cms0KManJbBS1m6JFszd0rDedookt61qqcpxZ63rT7HF8M5VE/jNhDReXVpAWU0909/Iafyb99qlY/i/C0Zw06R+YVs1XrRN0163k/qFNhYhIp3JmoGur8JTewCjRQonhjN/ktt9Wmu/171qrd3AWKVUIvCJUmqk1jqvjbtnaq13K6UGAPOUUmu11lsPO/6rwKsAWVlZ8nGKaLembzqr69ysLarg07VFjOubEOrQgIZiUumJMdhjozv93Fnpifzjpx3Uuz1SJVUcYX5+KcN7x5Nqk6mPbdFclePOdtaw3ozpY+OEFxcfUmfghvfXsOSOyZLYdgGZ9ob174cvtxFC+K+xHVDFTkluw5w/r14PKqVeU0pdoZS62Hdr685a63JgPnCmH/vs9v67DVgAjPMjXiH85nvTOSApjiUFZTw2dwtr9oTHdNzcIgdjUkOTaGelJVDr8rB+b0VIzi/CV53Lw4/bDsiobQSq9+iwrjMgOsYaY8JuiZJpyUIEgMmWCXh73Yqw5k9yOwMYS0Nyep73du7RdlBK9fKO2KKUsgCnARvbcjKllF0pZfZ+3RM4gYZ1v0J0ij9NGUhiTBT3ftWm/7JB5XS52VhSyag+oSnolOUtKpUj/W7FYZbtLKO63s3UwZLcRppwrzMgOi7TbmFXuYzcCtFRJms6AK6KXSGORLTGn1ewbK11ltb6Gq31DO/tulb2SQXmK6VygRXAd1rrL5RSjyilzgdQSmUrpQqBXwGvKKXWefcdBuQopdbQMOL7lNZaklvRaeyx0dxz6iC+3ljCwq2lIY1lw95KXB7d6ettfQbYY5kzI5txfW0UV9RKawnRaF5+KUrByQNkmlakCVVxK9F5Mg6rzC2EaB9DTBLKFCvtgCKAP2tuf1JKDfcnwfRWQT5iKrHW+oEmX68A0prZ5idglB/xCRFwt03uzwuLtnPPlxv46fbJIasa6quU3NltgAA8Hs36kgru+DSvsejMnBnZjEyxdVoRHBG+5m0pZXzfhJCsBRcdE+riViL4MuyxzM/fj9Zaql4L0QFKKUy2DFwVMi053PkzcnscsFoptUkplauUWusdkRWiy7JEGXnw9CEs21nOJ3nFIYsjt8hBjMnAoKS4Tj93SZWzsYI0NKzJu2DWCkqqnJ0eSyB5PLqxBYqMRrdPldPF0p1lnCrrbSOWr85Apj2WFGuMJLZdTGaihQqni/Ka+lCHIkTEM1kzZeQ2AvgzctvmQlBCdCXXZKXxt4Vbue+rDZw/vDemEFQLzi1yMDLFGpJzO12eLld0xuPR5BU7Dmn7JKPR/lu04wD1bs2pst5WiLDUtB2QzK4QomNMtgycJStDHYZoRZvfKWutC5q7BTM4IcKByWjgibOHsmlfFbNzOr+QgNaaNXscjArBlGRouehMTX3kJrdddTS6s83bUkqUUTG5X49QhyKEaIavHdBOKSolRIeZrOl4akrx1EsF8nAmJRGFaIMLRqQwKdPOw99upqbe3annLq5wUlpVx5gQFZNqrujM7MvHct27P/PM/Hy0jrzpvM76rjcaHQrz80s5LsNOnNmfSUBCiM6S0WTkVgjRMU173YrwJcmtEG2glOLJs4ex+2AtLyza3qnnzi1qKCYVqkrJTYvObL9vKkvumExW30Qy7LHc8+UGrvjPKqqcrpDE1h6VThfbDlQ3OxotE5Lbrqy6jpW7D0p/WyHCWHJ8NDEmg/S67YakrkTgmay+XreS3IYzSW6FaKOTBiZx9tBknpqXT1l1Xaed11cpeXSIpiXDkUVn4mJMvHPVeJ46Zxgf5u7h+BcXsbW0KmTxtVWxo5ZTXv6J+7/ewLtXTzhkNPr1S8dwzxcb2F/Vedc2ki3cth+tkf62QoQxpRQZdgs7ZeS2W/HVlZg0cxH9H5/LpJmLyCt2SILbQTJyGxkkuRXCD0+cPYyDtfU8NS+/0865tshBWkIMPcKsGIhSij9OGcRXN0yksLyWY//vR/67qSTUYbVo875KTnhxMRtLKrlv2jFkpyUeMhptjTHxybpizn5tGRW1kTMSHSpzt5QSG2VkYoY91KEIIY4iU3rddjtSVyI4jHF9QBlxOaTkUDiT5FYIP4zuY+PKcX15YdF2CjupQEdukSMk/W3b6vQhyay460TSEmM457VlPD0v/NbhLi0o44QXFlHpdDH/luM5e1jvI0ajs9PtvH/1BFbtPsgFs5Z3+trqSDM/v5QTB/Qg2iQvI0KEswx7rBSU6mYctS6pKxEEymDEFJ+Gq6Lzi4uKtpN3JUL46ZEzh+LR8PB3m4N+LqfLzYa9lYwK0XrbthqQFMdPt03mV2P68OevNnD5v1dSGSbrcD9bV8zUf/yEPTaan26fTHZGYovbnjcihTcuH8vCbfu5/N8rqXfLG4HmFDtqWb+3UtbbChEBMhIt7K1wUisf2HV5FbUu7pqTx7riimbrSpjlw8gOM9kyZFpymJP/5UL4qV+PWG4+PpNZy3eysaQiaOfxeDSFB2v57qZJXDm+b9ivlYkzm3j7yvE8fc4wPlpbxAlhsA73Hz/t4OLZKxiVYmPxbScwsGdcq/v8enwaL140is/X72XGu6vD/vceCvPySwE4VZJbIcKeL8mR0duu7fN1xYx8dj4vLNpOfmkVn1x7aJeDOTOySY4zhzjKyGeyZUhBqTAn/RuEaIf7pg5m1vJd3P/1Rj68Jjvgx/cVg/CtmfG9MI1MsWEwhG9NX6UU/2/KIMb2TeDyf6/k2P/7kbevGs8ZQ5I7NQ6tNX/5ZhNPzN3COcOSefeqCX61q7nl+H4crK3n3q82Yo0x8fLFo1AqfH/vnW1e/n4SLVGM65sQ6lCEEK3IbNIO6Jhe8SGORgRakaOWOz/N48PcIkamWHn3qglM6tcDj0ez5I7JOF0ezCYDyXHmsH7/EClM1gzclbvRHhfKIGlUOJKRWyHaoVe8mbtPHsjHa4tZWlAW8ONHejGI047pxYq7TiQ90dLp63Dr3R6ue281T8zdwg0TM/jk2ux29WG959TB/HHKIF5ZUsC9X28MQqSRa96WfZwyMAmjvFESIuxl2mMBpB1QF+PxaF5ZsoPhz8zn8/V7eeysoeTcdRKT+vUAjuxyIIltYJhsmaDduCp3hzoU0QJJboVop9+fPIDk+Gj+/OWGgCdutfWeiC8GMSApjsW3nXDIOtyqWldQ++5V1Lo4/1/LeSOnkIdOH8Irl4zGZGz/n7knzx7Kjcdl8vS8fJ6atyWAkUau7fur2VFWI1OShYgQfRNiMCikHVAXsr64gpNfXswtH61lfN8Ecu8+mXunDpYCf53AaE0HwC1FpcKWjKcL0U7xZhP3TzuGOz7N45uNJZw1rHdAjrtiZzml1c4j2jdEYjEI3zrc8X0T+GRtETm7y7n23dVBmWpd7Kjl3NeXs6bIwT9/NYbrJ2Z0+JhKKV66eBQVThf3frWRxJgobj6+X4ePG8lkva0QkSXKaKCPLUaS207g8WhKqpxBmwpcW+/mSe+HrVaziX9dNpZrstJk2UwnMlm9vW4dBdB3coijEc2JrHfKQoSZG4/LZEBSLPd+vbHDo5Buj+bx7zdzwouLeOWnAj78TVaXKAbhW4c76/JxjYktBHaq9aaSSo5/YREbSyqZMyM7IImtj9GgmH35WM4ZlszvPlnL26sKA3bsSDQvv5QUq5lhvWXtnhCRQnrdBp+vVsakmYvo//hcJs1cRF6xI2AzlBZuLWXccwt59LvNXDamDxv+OIVrs9Mlse1kJps3uZWKyWFLRm6F6IBok4FHzxzKlW+t4p3Vu7lyfFq7jlNwoJrfvPMzP24/wOVj+/Dy9NHYzKYuVQwiJsrQ7FTrbfur+f2cdYxMtTE61caoFCsZdstRX7Cbfjpe5/JwxydrqapzM/+W44/a6qe9oowG3v9NFue8toxr3l2N1WzivBEpAT9PuNNaMy+/lKmDesobKiEiSKY9lp92HAh1GF1aS7UyFt92An0SLK3sfaimr3FGpXgzZxf3f7OJ/j1i+ea3Ezm9k4s0il8YTBYMsclSMTmMSXIrRAddNqYPzy7I5y9fb+SS0amYTUa/9n/n593c+lEuHg1vXjGOK8f3bUwcUqwxwQg5JMwmQ7NTretcHpYWlPHu6j2N99tiTIxKsf6S8KZaGZViI8ES1Wwl6VmXj2Vgj1jSvYVTgsESZWTOjGOZ9soSLv33Sr6+YSKndLOpuev3VrK3win9bYWIMBl2C++vqcXt0VIILgDcHk1+aRW5RQ7W7HGwtsjBH6cMavYD3C2l1Qx9Zj694830tprpHW8m2Womxft1b+sv9/e2momNMh7xGvfapWOYecEIrpuYQWy0vHUPNZNV2gGFM3mGCNFBBoPiibOHcdY/l/HKkgLuOHFAm/Y7WFPP7Z+s5T+rdnN8Pzv/vmI8/ZOCl5yFWnKcmTkzspttb7Ttvmk4auvJK64gd4+DtcUVrC1y8O7Pu3llSUHjMTISLcy+fCwz3jt0evOMd1ez5I7gr32xxpj46oaJnPzyYs6ftZzvb5rEsRn2oJ83XPjW204dLMmtEJEk027B5dEUOWpJS/RvFLE7ONpa2QPVdeTucZBb5CC3qILcPQdZt7eCmvqGAo9Gg2Jor3g8Wjf7AW682cj1x2ZQUllHsaOWTfsq+WHbfvZX1zcby6czsrnz07xDXuNueH8NS+6YLIltmDBZ06nfvz7UYYgWyLNEiAA4/ZheTBmYxOPfb2FGdgbWmKM/tRZvP8DVb69i18FaHjp9CPdOHdShqr6RwGBQjEyxtTjV2hYTxfH9enC8t40BNEyDLTxY6014HawtqsBsan56c2dVkk6Ki+bbGydx4kuLOfu1ZSy45XhGpto65dyhNj+/lP49YunXo+t+CCNEV5SR+EuvW0luD9XcbKC3rxzPB2v28GFuEYUHaxu37RUXzZg+Nm6e1I/RqTZG97ExvHc8ZpMRj0e3+AHuhLTEI85b7/awr7KOvZVO9lY4Ka5o+Dc98cj10ZHWLaGrM9kyqdnxDVprWaIThiS5FSIAlFI8ec4wjpu5iL8t3MpDZwxpdjuX28Oj32/h8e83k2mP5Ydbj2/sSdcd+PrutZVSivRES0O/3OEN1aiLK2pDXkm6T0IM3910HCe+tJh7vlzPixePRim6xNrolrg9mgVb9zN9dGqoQxFC+Klpr9sT+nef15y2aG6t7K/fWsU/LhlNaVUdo1JtjOnTsESmt9XcYjLT2ge4h4syGuiTEEOfhENfE8PhNU4cncmagXbV4KkpxRjbK9ThiMNIcitEgBybYeeS0ak898NWbj2+H8nWQysbby2t4up3fmZpQRnXZKXxfxeOxBYTFaJoI1dL05s7u5L0gKQ4Ft56ArvKa5jy95+C0t4onPy8+yDlNfXSAkiICOSrvC8Vk4/kdDXfV35ocjxv/nq8X8fy9wPc5oTLa5xoWdOKyZLchp+gfgyklIpRSi1XSq1RSq1TSj3czDYnKaVWKaVcSqlLDnvsGqXUFu/tmmDGKkQgPHbWUGrqPTw2d0vjfVpr3lixi3H/u5CNJZW8c9V4Zl0+ThLbdmr66fj2+6ay5I7JIUsm481GrnsvOO2Nws3cLQ3rbacMTApxJEIIf8WZTSTFRkly2wyDUo3Jv08oR0rD6TVONO+QXrci7AR75NYJnKq1rlRKRQGLlFJfa62XNtlmJ3At8IemOyqlegAPAlmABlYqpT7TWpcFOWYh2u2YXvE8csYxDOttZWtpFWaTgX/8tIMn5uVz8oAk3rhiLBlBrOjbXQTi0/FAaOkT/8LyWnYcqOG4zK5TbGp+fikjeltJsYX+9y6E8F+mPZZd5ZLcNuVye3jy+828fukYrn9/TdiMlIbLa5xo3i8jt7tCHIloTlCTW621Biq930Z5b/qwbXYAKKUOXyl/BvCd1vqA9/HvgDOBd4IYshAd4vFozhzam4tnH1rCf1CvOK6ekC4tGLqYltobFTlquWDWCiZl2rnrpAFcNDIloguGOV1ufty+n+snZoY6FCFEO2XYLWzeV9n6ht3IH7/cwD+W7uTcESldqq+8CC6D2Y6Kipd2QGEq6O+2lFJGpdRqoISGZHVZG3ftCzT9SKTQe9/hx79RKZWjlMrZt29fh+MVoiNKqpyNiS38UsL/zKHJkth2Qb61Ub4pbb5P/E8d2JOZF46kpNLJZf9eyeCn5vG/P2zFUdt864dwt6ygnJp6D1Nlva0QESvD+0Fcw7iDeOfn3Tz/wzZun9yfs4f1JsUaQ6Y9lhRrjCS24qiUUphsGbgqZFpyOAp6QSmttRsYq5RKBD5RSo3UWucF8PivAq8CZGVlyV9sEVItTVOVEv5d09GqY942uT+3HN+Pz9cX8/wP27j7s/U89N/NXD8xgzsm9w9KO52j9WrsiHn5pRgUnCzrbYWIWJl2C1V1bg5U15MUFx3qcEIqd4+DG95fzYn9e/DsecNDHY6IQCZrpozchqlOq5astS5XSs2nYWpxW5Lb3cApTb5PAxYEPjIhAqelaapSwr/rOtraKKNBceHIVC4cmUrOrnKe/2EbLy7azswftzF9VCp3nTSgsRVURxPT5no1Bqpy87z8UiakJZJokSJoQkSqpu2AunNyW1Zdx8VvrMBuiea9qycQFcFLRkTomGwZOIvbOhlVdKZgV0vu5R2xRSllAU4DNrZx9/8Cpyul7EopO3C69z4hwlZL01SlhL/ISk/kP1eOZ+u9U7n75IF8t6WUE15czPEvLOL7zSWsLXYwaeYi+j8+l0kzF5FX7MDjOXQySk29m4ID1SzfWcbn64p5bVkBT8zdwp2f5rF4x4EjejUGonJzldPF0oIypsiUZCEimu91aWc3Lirl8WiuevtndpXX8MFvJkiBPNFuJms6ntoDeOpkHXu4CfbIbSrwhlLKSEMi/b7W+gul1CNAjtb6M6VUNvAJYAfOU0o9rLUeobU+oJR6FFjhPdYjvuJSQoQrf5u4i+4nPdHC0+cO5y+nHcPsFbv4vx+3UeF089sPjkxMZ18+jvu/3sDeyjr2VjipcLqaPaYtxsRlY/s0OyW+us7doXh/3H4Al0dz6iCZkixEJMtIlF63D327ia83lvDyxaMaZ80I0R6N7YAqdhKdJFPbw0mwqyXnAuOauf+BJl+voGHKcXP7/wv4V9ACFCIIpIS/aIt4s6lxXe7mfZXNJqZRRkW00UBWWgLJVjPJ8WZ6x5vpbW34Nzk+mmSrGUuUkeKK2manxOcVV/BpXjG3T+7frul38/JLiTIqJveXN4JCRLKecdFYogzdNrn9bF0xj32/hRnHpnPTJKn8LjrGZGv4P+RySHIbbjptza0QQogjGQ0Ke2xUs4npgKRY5t5yfJuO45sS33TN7cfXZPPvlbt4/sftzF6xi5cuHsWJA/wbgZ2fX8qkTDux0fJyIUQkU0qRaY9lZ1l1qEPpdJtKKvnNOz+TlZbASxeNQimZTSU65pdet1JUKtzIuxUhhAix5hJTf9dqtzQlfmzfEZw0MIm7Pl3HyS//xDVZaTx9znCSra0f+0B1Hat2H+TB04Z05McTQoSJwz9Ea69gVWYPhopaF9PfWEG00cCH12QRE2UMdUiiCzDGpYIhCpejY+2AtPbgri5Bu+tQxmiMsckoJUXOOkKSWyGECLFArdVuaUr8hSNTOW1wLx6bu4XnFm5lzrq9PHbmUG6alHnU/ssLt+5Hazh1sKy3FaIryLBbWFV4sEPHCGZl9kDTWnP9+6vZWFLJtzdOIsMe+BZsontSyoDJmo6rYle7j6G1h7rSPEo+n47LUYDJlknyeR8R3XOkJLgdIL85IYQIA77ENNMeS4o1JuBvEuPMJp48exhr7j6Z8X0TuO2TtRw380eW7yxrcZ+5W0qJjTJybLo9oLEIIUIjI9HCvqo6quuaL07Xmuo6F5tLq4JSmT0Y/rpgKx/mFvHUOcM5dbBUfBeB1ZDctn9asrtyd2NiC+ByFFDy+XTc1SWBCrFbkuRWCCG6kaHJVr676TjevnI8exy1THphETd9uIYD1XVHbDs/v5STBvQgWvo0C9El+HrdtrUdkMejWVVYztPz8jntlSUkPfBf9lY4my2AV1pZR0lF+CS432/ex71fbeDSMX24++QBoQ5HdEEmawYuR9uTW4+rlpqdcznw4z3sfiub+oPbj5jW7HIU4K4opGrLR3hctYEOuVuQaclCCNHNKKW4fFxfzh6WzEPfbuaFRdv5ZG0xT50zjGuz0jEYFEWOWjaUVHJtdnqowxVCBIiv121BWQ1Dk63NblNYXsN3m/fx3eZ9fL+llNKqhg++RqVaufX4fvS2mpstgLeltIpx//sDZw7pxZXj07hgZAqWEK1v3XGgmiv+s5Lhva28dukYKSAlgsJky8BdtQftrkcZo454XGtNXWkutTvnUlMwl9rdP6LdtWCIIqbP8Rii4jHZMg9JcE22TNzVJZR8eQWG6ARij5lO/NBfE9N3skxVbiOltQ51DAGTlZWlc3JyQh2GEEJElNw9Dn73cS6Ld5QxKdPO65eNweXW7K+uJy0hhv49YsNuLZ0Qwn9FB2tYurOcwb3i6BkXTXKcmep6Nwu27m9MaDeWVAKQYjVz2jG9mHZMT6YN7kWqrWE9f0trbmOjTby+fCdvrypkV3ktVrOJ6aNSuWpCGicPTDrq+v5Aqql3c+KLi9m6v4rld57I4F7xnXJe0f1Ubf0ctKdhjWxUHMbYZNxVxdTs/J6anXOp3TkPd/VeAKJ6DMOSMQ1L5jRi+p6IITq+xTW3UT2G49y9kMoNb1OV/wm6vhKjNYP4oZcTP+xKonsMC/FPHnpKqZVa66xmH5PkVgghhMejeXNlIe/9XMgfpgzihvfXhH2xGCFE23k8mrXFDi5skpS+ccU47v1qPT/tKMcSZeCkAUlMG9yL04f0YmSKtcURz6NVS/Z4NAu37ec/qwr5KLcIR62Lvgkx/HpcX66akMaoVFurx2gvrTXXvbeaN3IK+ey6Yzl3eO8OHU+Ilmjtoa7kZ0q+vLwxMe15+muULboPZ/FyDJZeWDKmehPaqZji+7Z4HHd1CbjroJlqyZ76Kqq3fk7lxrepKfgOtJvo5HHED72SuCGXYopLOeQ43aXqsiS3Qggh2qSwvIYTX1p8xJTDJXdMbrYSsxAiMhRX1DJp5qIjntvvXT2BCqeLE/r1CHibnJp6N5+v28tbqwr5emMJLo9mTB8bd588gBEpNi6eHdiKyy8v3sFtn6zlgdOO4aEzpIWZCB5XVTFF7514xJTi5HPeB6WI7jU64Mmlu2ovlZvfp3Lj29TtXQnKiCVjGtaxv8MUn0rJ55d0m6rLR0tuZc2tEEKIRm6tmy0W43R5QhSRECIQnC5Ps8/t3lYzx2YEpyK6JcrIpWP7cOnYPuyrdPLe6j28taqQuGhTY2Lri+OCWStYcMvx9IyLJs7c9renvhFgR62LPglmfn/iAB447Zig/DxC+Gh3XbPFoIyWJEy2jKCc0xjXm4Rxt5Mw7nbqDmygcuM7VG14B9zOxsTWF0fJ59NJuWQuprgUlDG6zefoCiPAktwKIYRoZDYZmi0WY5aKyUJEtFA/t3vFm7ltcn9um9yf/NKqZhPtHWU19H9iLnHRRnpbzfSON9PbaibZ+2/D99GkWGPobTWTEm9m64GqQ6Zaf3Jtdqf8PKJ7U8boZotB4Uci2RHRPYbR4/hHsE96iPry/GYTbZdjB4X/GoTBbMcYm4wxtnfDv3Eph37v/dcQm0x92eaI77sr05KFEEI0aqlYjKy5FSKyhdNzu6Up0p9ddyxfbShhb6WTkgoneyud7K1wUlzhZH91HYe/Zf3omix+/9k6WUYhOl1LxaBCkQi2OEX6vI+o3vY57uoS3NV7G/6tKm4Yma1zHHGc5HM/4MAPfzjiOKmX/di4tjdcyJpbIYQQbRaMQi9CiNALl+d2exJtl9vDvqo69jZJesf2SWDscwuP2Hb7fVMbe/oKESytFYPqzDj8TbQ9rlrc1XvxNEl8o3tnseetI/PF9OvygzbVur1kza0QQog2MxiUjHoI0QWFy3PbYFCMTLGx5I7JbU60TUYDqbaYxpZE0DACLMsoRKgoZQiLEU2lDET3HEnqZT+2OdE2mGIw2DLBltl4n6uqOKRTrQNFnv1CCCGEEKJT+RLtTHssKdaYdo0gJ8eZmTMjm0y7BaBxBDg5zhzocIUIa75E22TLaCgi1Y4RZGNsMsnnfdSQ0PLL1GZjbHKgww0qmZYshBBCCCEiUrhMtRaiKwiXqdatkWnJQgghhBCiywmXqdZCdAXhMtW6I8IvFRdCCCGEEEIIIfwkya0QQgghhBBCiIgnya0QQgghhBBCiIgnya0QQgghhBBCiIgnya0QQgghhBBCiIjXpVoBKaX2AQWtbhhaPYHSUAchWiXXKTLIdYoMcp3Cn1yjyCDXKTLIdYoMcp0iQ3PXKVNr3au5jbtUchsJlFI5LfVlEuFDrlNkkOsUGeQ6hT+5RpFBrlNkkOsUGeQ6RQZ/r5NMSxZCCCGEEEIIEfEkuRVCCCGEEEIIEfEkue18r4Y6ANEmcp0ig1ynyCDXKfzJNYoMcp0ig1ynyCDXKTL4dZ1kza0QQgghhBBCiIgnI7dCCCGEEEIIISKeJLdCCCGEEEIIISKeJLetUEqlK6XmK6XWK6XWKaXu9N7fQyn1nVJqi/dfu/f+oUqpJUopp1LqD4cd606lVJ73OHcd5ZxnKqU2KaXylVL3NLl/qlJqlVJqtVJqkVJqUJB+7IjTjut0pVIqVym1Vin1k1JqTJNjNfv7b+ac13iPu0UpdY33vlil1JdKqY3eOJ4K9s8eScLlOnnvv8J73Fyl1DdKqZ7B/NkjRYCv0b+UUiVKqbxWztnS37y3vPfneY8VFayfO9KE2XWS16YWBOo6tXScFs4pzyc/hdl1kudTCwJ4nWKUUsuVUmu8x3n4KOeU93qRRmstt6PcgFRgvPdrK7AZGA48A9zjvf8e4Gnv18lANvA48IcmxxkJ5AGxgAn4HhjUzPmMwFZgABANrAGGex/bDAzzfn0rMDvUv59wubXjOh0P2L1fnwUsa+33f9j5egDbvP/avV/bvdd3inebaOBH4KxQ/37C5RZG18kElAA9vds9AzwU6t9PONwCdY28358EjAfyjnK+o/3NOxtQ3ts7wC2h/v2Eyy3MrpO8NgX5OrV0HD+vkzyfIuM6yfMp+NdJAfHer6OAZcBxzZxP3utF4E1GbluhtS7SWq/yfl0BbAD6AhcAb3g3ewO40LtNidZ6BVB/2KGG0fCkqtZau4CFwMXNnPJYIF9rvU1rXQe86z0XgAZs3q8TgD0d/wm7hnZcp5+01mXe+5cCad6vj/b7b+oM4Dut9QHvcb4DzvRe3/nec9QBq5ocu9sLl+vEL2/w4pRSiobnlTyfCOg1Qmv9A3CglVO2eC211l9pL2A58lxqFE7XCXltalGgrtNRjnM4eT61QzhdJ+T51KIAXietta703h/lvTVXYVfe60UgSW79oJTqB4yj4ROe3lrrIu9DxUDvVnbPA05USiUppWJp+AQ1vZnt+gK7mnxfyC9/GG8AvlJKFQJXAzINohntuE7XA197vz7a77+pVrdTSiUC5wFz/foBuolQXietdT1wC7CWhjcOw4HX2/WDdGEdvEZt1ZbnUhQNf/O+8fPY3UIYXCd5bWqDQF2nw45zOHk+dVAYXCd5PrVBR6+TUsqolFpNwyyu77TW7X0+JSLv9cKKJLdtpJSKBz4C7tJaO5o+5v0U9Kg9lbTWG4CngW9peEFZDbj9DON/gLO11mnALOA5P/fv8vy9TkqpKTT8wftTgOMw0TDta6bWelsgj90VhPo6ed/c3ULDC2MfIBf4cyCO3VWE+hod5mXgB631j0E4dkQLk+skr02tCNR1Otpx/CDPpxaEyXWS51MrAnGdtNZurfVYGkZcj1VKjWxHHPJeLwxJctsG3jfCHwFvaa0/9t69VymV6n08lYZPfo5Ka/261nqC1vokoAzY7F0cv9p7uxnYzaEjumnAbqVUL2BMk0+W3qNhLYHw8vc6KaVGA68BF2it93vvbun3P7HJdTq/pe2afP8qsEVr/XzAfsAuIkyu01gArfVW7wvh+8jzqVGArlFLx27T37wm2z8I9AJ+3/GfrGsJh+skr02tC9R1au448nwKnHC4TvJ8al2g/+5prcuB+cCZ8l6vi9BhsPA3nG80rMt7E3j+sPv/yqGL15857PGHaFJQyntfsvffDGAjkNjM+Uw0LFjvzy9FBkZ47y8FjvFudz3wUah/P+Fy8/c6ea9BPnB8W37/zZyvB7CdhsICdu/XPbyPPUbDH15DqH8v4XYLl+tEw2htEdDLu92jwN9C/fsJh1ugrlGT/fpx9EJFLV5LGqbn/QRYQv17CbdbuFwneW3qnOvU0nHaep28j8nzKcyvkzyfOu069cL7Hhyw0FAQ6txmzifv9SLwFvIAwv0GTKZhekMuDVOJV9OwXjaJhvn1W2iofOz7z55Cw5x8B1Du/drmfexHYL33j9jUo5zzbBoqwG0F7mty/0U0rBFcAywABoT69xMut3Zcp9doGD33bZvT2u+/mXNe5/2jmQ/M8N6X5o1jQ5Nj3xDq30+43MLlOnnvv9l7nXKBz4GkUP9+wuEW4Gv0Dg0fItR7/xZe38I5W/qb5/Le5zv2A6H+/YTLLcyuk7w2Bfk6tXQcP6+TPJ8i4zrJ8yn412k08LP3OHlHey4g7/Ui7qa8F0kIIYQQQgghhIhYsuZWCCGEEEIIIUTEk+RWCCGEEEIIIUTEk+RWCCGEEEIIIUTEk+RWCCGEEEIIIUTEk+RWCCGEEEIIIUTEk+RWCCGEEEIIIUTEk+RWCCGEEEIIIUTE+//ILRvCgaOC7AAAAABJRU5ErkJggg==\n",
            "text/plain": [
              "<Figure size 1152x288 with 1 Axes>"
            ]
          },
          "metadata": {
            "needs_background": "light"
          },
          "output_type": "display_data"
        },
        {
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 1152x288 with 1 Axes>"
            ]
          },
          "metadata": {
            "needs_background": "light"
          },
          "output_type": "display_data"
        },
        {
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 1152x288 with 1 Axes>"
            ]
          },
          "metadata": {
            "needs_background": "light"
          },
          "output_type": "display_data"
        }
      ],
      "source": [
        "# Loop over unique county-year pairs in unique_cifps\n",
        "for itr, cifps in enumerate(tqdm(unique_cifps, desc = 'Processing cifps')):\n",
        "    \n",
        "    # Get microbusiness density values for current county-year pair\n",
        "    df_sel = df_train_ts[df_train_ts['cfips'] == cifps]['microbusiness_density']\n",
        "    \n",
        "\n",
        "    #Gridsearch\n",
        "    cv = ExpandingWindowSplitter(fh=fh)\n",
        "    forecaster = NaiveForecaster()\n",
        "    param_grid = {\"strategy\" : [\"last\", \"mean\", \"drift\"]}\n",
        "    gscv = ForecastingGridSearchCV(\n",
        "        forecaster=forecaster,\n",
        "        param_grid=param_grid,\n",
        "        cv=cv)\n",
        "    gscv.fit(y)\n",
        "\n",
        "    y_pred = gscv.predict(fh)\n",
        "    # Initialize and fit a NaiveForecaster on the microbusiness density values\n",
        "    forecaster = NaiveForecaster(strategy=\"last\", sp=12)\n",
        "    forecaster.fit(df_sel)\n",
        "    \n",
        "    # Predict microbusiness density for the next 8 months\n",
        "    fh = np.arange(1, 9)\n",
        "    y_pred = forecaster.predict(fh)\n",
        "    \n",
        "    # Plot original and predicted series every 1000 iterations\n",
        "    if itr%1000 == 0:\n",
        "        plot_series(df_sel, y_pred, labels=[\"Original\", \"y_pred\"])\n",
        "    \n",
        "    # Update df_test with predicted values for current county-year pair\n",
        "    df_test.loc[df_test['cfips'] == cifps, 'microbusiness_density'] = y_pred.values\n",
        "\n",
        "# Create submission DataFrame with row_id and microbusiness_density columns from df_test\n",
        "df_submission = pd.DataFrame(df_test[['row_id', 'microbusiness_density']])\n",
        "\n",
        "# Save submission DataFrame to CSV file\n",
        "df_submission.to_csv('submission_01.csv', index = False)\n"
      ]
    },
    {
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        "## The score achieved with this simple baseline model is **6.7819**.\n",
        "**Todo:**\n",
        "\n",
        "- Evaluation metrics \n",
        "- Hyper-parameter tuning\n",
        "- Exploring other models\n",
        "- Ensemble models "
      ]
    }
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