sentiment_analysis+vz_Clinton_Trump_2016_2months.ipynb

{
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   "cell_type": "markdown",
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   "metadata": {
    "id": "ffef4989-1452-4736-9834-f09dda41bfd4"
   },
   "source": [
    "## Sentiment analysis"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "YddbxG5sbd9r",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "YddbxG5sbd9r",
    "outputId": "35f3fd25-ccf2-475f-bdae-f019499a56c5"
   },
   "outputs": [],
   "source": [
    "!pip install pyreadr "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "Fx8idvoqbIlB",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "Fx8idvoqbIlB",
    "outputId": "c9ea03fc-3e62-4175-c6b4-c3e79a601f4b"
   },
   "outputs": [],
   "source": [
    "!pip install transformers"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "6fa7849a-0bdd-470c-910a-2c2880382341",
   "metadata": {
    "id": "6fa7849a-0bdd-470c-910a-2c2880382341"
   },
   "outputs": [],
   "source": [
    "%%capture\n",
    "\n",
    "import sys\n",
    "from transformers import pipeline\n",
    "import pyreadr\n",
    "import matplotlib.pyplot as plt\n",
    "import pandas as pd\n",
    "from sklearn.linear_model import LinearRegression\n",
    "from scipy import stats\n",
    "\n",
    "import matplotlib.dates as mdates"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "6ff1b5a3-fa2e-40b9-8778-3c487b23cc70",
   "metadata": {
    "id": "6ff1b5a3-fa2e-40b9-8778-3c487b23cc70"
   },
   "outputs": [],
   "source": [
    "sentiment_classifier = pipeline(task=\"sentiment-analysis\", device=0) # run on GPU!!"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
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    "outputId": "3b30cd9b-c4e7-4c52-f20b-d7b852da551c"
   },
   "outputs": [],
   "source": [
    "#pretrained_LM_path = \"kornosk/bert-political-election2020-twitter-mlm\" # Knowledge Enhance Masked Language Model for Stance Detection\n",
    "pretrained_LM_path = \"m-newhauser/distilbert-political-tweets\" # to classify short pieces of text as having either Democratic or Republican sentiment\n",
    "poli_sentiment_classifier = pipeline(model=pretrained_LM_path, task=\"sentiment-analysis\", device=0) # 0 means 'CUDA'"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "3abc8572-9c1d-44cf-ae43-280b0a76b572",
   "metadata": {
    "id": "3abc8572-9c1d-44cf-ae43-280b0a76b572"
   },
   "outputs": [],
   "source": [
    "''' for google drive\n",
    "df_trp_twt_clean = pd.read_csv('/content/drive/MyDrive/trump_twts_2016.csv')\n",
    "df_clt_twt_clean = pd.read_csv('/content/drive/MyDrive/clinton_twts_2016.csv')'''\n",
    "\n",
    "df_trp_twt_clean = pd.read_csv('trump_twts_2016.csv')\n",
    "df_clt_twt_clean = pd.read_csv('clinton_twts_2016.csv')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "8f8f58f0-59af-467c-8955-655ca8f6ce1b",
   "metadata": {
    "id": "8f8f58f0-59af-467c-8955-655ca8f6ce1b",
    "outputId": "ada624a5-3f2c-4c50-fea4-fa03d809ae39"
   },
   "outputs": [],
   "source": [
    "# sentiment_classifier(df_clt_twt_clean.text_no_stopwords[0]) #we should not remove stop works when we use transformers\n",
    "# output: [{'label': 'NEGATIVE', 'score': 0.9671860933303833}]\n",
    "# sentiment_classifier(df_clt_twt_clean.text[0]) \n",
    "# output: [{'label': 'POSITIVE', 'score':0.9541610479354858}]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "9f06bd11-44ad-408f-bfc5-a4e4ca7eb281",
   "metadata": {
    "id": "9f06bd11-44ad-408f-bfc5-a4e4ca7eb281"
   },
   "outputs": [],
   "source": [
    "%%time\n",
    "df_trp_twt_clean['poli_sentiment'] =  df_trp_twt_clean.text.apply(poli_sentiment_classifier)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "mPiyM0GEdqXW",
   "metadata": {
    "id": "mPiyM0GEdqXW"
   },
   "outputs": [],
   "source": [
    "%%time\n",
    "df_clt_twt_clean['poli_sentiment'] =  df_clt_twt_clean.text.apply(poli_sentiment_classifier)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "74585f30-9a26-4af4-81de-068cf2efb3c5",
   "metadata": {
    "id": "35eabfb9-4ca3-42a6-a199-05f313b6c4ee"
   },
   "outputs": [],
   "source": [
    "df_trp_twt_clean['poli_sentiment_label'] = [li[0]['label'] for li in df_trp_twt_clean['poli_sentiment']]\n",
    "df_clt_twt_clean['poli_sentiment_label'] = [li[0]['label'] for li in df_clt_twt_clean['poli_sentiment']]\n",
    "df_trp_twt_clean['poli_sentiment_score'] = [li[0]['score'] for li in df_trp_twt_clean['poli_sentiment']]\n",
    "df_clt_twt_clean['poli_sentiment_score'] = [li[0]['score'] for li in df_clt_twt_clean['poli_sentiment']]\n",
    "df_trp_twt_clean = df_trp_twt_clean.drop(columns=['poli_sentiment'])\n",
    "df_clt_twt_clean = df_clt_twt_clean.drop(columns=['poli_sentiment'])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "7629d6b6-9687-4b71-acfb-926c466d589a",
   "metadata": {
    "id": "7629d6b6-9687-4b71-acfb-926c466d589a",
    "outputId": "94f8ebf9-809f-48f0-87de-1c04364fa963"
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "C:\\Users\\Shufan\\anaconda3\\envs\\transformers4\\lib\\site-packages\\transformers\\pipelines\\base.py:1036: UserWarning: You seem to be using the pipelines sequentially on GPU. In order to maximize efficiency please use a dataset\n",
      "  warnings.warn(\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CPU times: total: 40min 24s\n",
      "Wall time: 40min 47s\n"
     ]
    }
   ],
   "source": [
    "%%time\n",
    "df_trp_twt_clean['sentiment'] =  df_trp_twt_clean.text.apply(sentiment_classifier)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "a0c254c3-ab42-4313-b54a-5230ab30a4fc",
   "metadata": {
    "id": "a0c254c3-ab42-4313-b54a-5230ab30a4fc",
    "outputId": "aebb8481-2bba-4c2b-8ece-695f6a80fd84"
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "C:\\Users\\Shufan\\anaconda3\\envs\\transformers4\\lib\\site-packages\\transformers\\pipelines\\base.py:1036: UserWarning: You seem to be using the pipelines sequentially on GPU. In order to maximize efficiency please use a dataset\n",
      "  warnings.warn(\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CPU times: total: 1h 3min 30s\n",
      "Wall time: 1h 4min 3s\n"
     ]
    }
   ],
   "source": [
    "%%time\n",
    "df_clt_twt_clean['sentiment'] =  df_clt_twt_clean.text.apply(sentiment_classifier)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "880fa2c6-e677-42a3-a507-3fdca4618925",
   "metadata": {
    "id": "880fa2c6-e677-42a3-a507-3fdca4618925"
   },
   "outputs": [],
   "source": [
    "df_trp_twt_clean['sentiment_label'] = [li[0]['label'] for li in df_trp_twt_clean['sentiment']]\n",
    "df_clt_twt_clean['sentiment_label'] = [li[0]['label'] for li in df_clt_twt_clean['sentiment']]\n",
    "df_trp_twt_clean['sentiment_score'] = [li[0]['score'] for li in df_trp_twt_clean['sentiment']]\n",
    "df_clt_twt_clean['sentiment_score'] = [li[0]['score'] for li in df_clt_twt_clean['sentiment']]\n",
    "df_trp_twt_clean = df_trp_twt_clean.drop(columns=['sentiment'])\n",
    "df_clt_twt_clean = df_clt_twt_clean.drop(columns=['sentiment'])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "66e812f9-e264-4bb3-99a2-207c528c6745",
   "metadata": {
    "id": "66e812f9-e264-4bb3-99a2-207c528c6745",
    "outputId": "c51a28c5-07f3-4513-8563-de2d660882ea"
   },
   "outputs": [],
   "source": [
    "df_trp_twt_clean.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "sNhcyVfieva9",
   "metadata": {
    "id": "sNhcyVfieva9"
   },
   "outputs": [],
   "source": [
    "''' for colab\n",
    "df_trp_twt_clean.to_csv('/content/drive/MyDrive/trump_twts_2016_classified_senti+poli.csv')\n",
    "df_clt_twt_clean.to_csv('/content/drive/MyDrive/clinton_twts_2016_classified_senti+poli.csv')'''\n",
    "\n",
    "'''local GPU'''\n",
    "df_trp_twt_clean.to_csv('trump_twts_2016_classified_senti.csv')\n",
    "df_clt_twt_clean.to_csv('clinton_twts_2016_classified_senti.csv')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6702a253-ae3f-47ad-bbca-111e4841d878",
   "metadata": {
    "id": "6702a253-ae3f-47ad-bbca-111e4841d878"
   },
   "source": [
    "## Plot time series"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "cbce235f-cd95-48e8-9fb7-daf51bcb76ce",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "cbce235f-cd95-48e8-9fb7-daf51bcb76ce",
    "outputId": "bb0bde75-3307-462a-db79-5c8e70c98a8c"
   },
   "outputs": [],
   "source": [
    "!pip install seaborn"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "a543c925-c584-49b1-9b94-37ea56cd0d48",
   "metadata": {
    "id": "a543c925-c584-49b1-9b94-37ea56cd0d48"
   },
   "outputs": [],
   "source": [
    "import seaborn as sns\n",
    "from datetime import datetime, timedelta\n",
    "import matplotlib.pyplot as plt\n",
    "import pandas as pd\n",
    "from sklearn.linear_model import LinearRegression\n",
    "from scipy import stats\n",
    "import matplotlib.dates as mdates"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "xNFnXY7H7IAy",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "xNFnXY7H7IAy",
    "outputId": "91d98677-6375-442e-bb90-83070a5e778e"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Mounted at /content/drive\n"
     ]
    }
   ],
   "source": [
    "from google.colab import drive\n",
    "drive.mount('/content/drive')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "183ae744-224c-4a2f-90e5-fcb5f96cc088",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 206
    },
    "id": "183ae744-224c-4a2f-90e5-fcb5f96cc088",
    "outputId": "942f9ebe-133e-49a5-ecec-63e1526029f5"
   },
   "outputs": [],
   "source": [
    "dfTrump = pd.read_csv('/content/drive/MyDrive/trump_twts_2016_classified_senti+poli.csv', parse_dates=['time'])\n",
    "dfTrump.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "e141e8c8-ce00-4f4b-83fa-08b45f4b0201",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 206
    },
    "id": "e141e8c8-ce00-4f4b-83fa-08b45f4b0201",
    "outputId": "c8b98127-54f4-4aaf-bc48-98b6d07d9e19"
   },
   "outputs": [],
   "source": [
    "dfClinton = pd.read_csv('/content/drive/MyDrive/clinton_twts_2016_classified_senti+poli.csv',  parse_dates=['time'])\n",
    "dfClinton.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "38b8747b-12d0-4ee4-acd5-a9550efa2e90",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "38b8747b-12d0-4ee4-acd5-a9550efa2e90",
    "outputId": "1f79593e-5715-4057-e584-05bf8f351fd2"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "NEGATIVE    398004\n",
       "POSITIVE     82874\n",
       "Name: sentiment_label, dtype: int64"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "dfTrump['sentiment_label'].value_counts()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "d55cffa3-4b95-4ccd-a175-88479fe1d196",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "d55cffa3-4b95-4ccd-a175-88479fe1d196",
    "outputId": "4bbc6279-3363-4b41-ed96-bc24dc0e5d18"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "NEGATIVE    648879\n",
       "POSITIVE    123660\n",
       "Name: sentiment_label, dtype: int64"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "dfClinton['sentiment_label'].value_counts()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "7d478cc6-2e83-42ad-a80e-5b3d765696f3",
   "metadata": {
    "id": "7d478cc6-2e83-42ad-a80e-5b3d765696f3"
   },
   "outputs": [],
   "source": [
    "dfClintonSentiDay = dfClinton.groupby([dfClinton['time'].dt.date, 'sentiment_label', 'political_label'])['sentiment_label'].count().reset_index(name='counts')\n",
    "dfTrumpSentiDay = dfTrump.groupby([dfTrump['time'].dt.date, 'sentiment_label', 'political_label'])['sentiment_label'].count().reset_index(name='counts')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "89fcd098-de38-423c-852f-2caf3abc8fa2",
   "metadata": {
    "id": "89fcd098-de38-423c-852f-2caf3abc8fa2"
   },
   "outputs": [],
   "source": [
    "# colors\n",
    "repgreen = \"#00AA00\"\n",
    "repred = \"#FF0000\"\n",
    "demblue = \"#0015BC\"\n",
    "demorange = \"#ff9747\""
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "93a97e50-6a1c-49d2-ad1a-14be441c94ad",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 225
    },
    "id": "93a97e50-6a1c-49d2-ad1a-14be441c94ad",
    "outputId": "42c9237e-8c30-4b9b-8712-9184093de759"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x216 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "#kde plot\n",
    "def plot_kde(ax, data, palette, title, legend=True):\n",
    "    sns.kdeplot(\n",
    "        data=data, \n",
    "        x=\"time\", \n",
    "        hue=\"sentiment_label\",\n",
    "        hue_order=[\"POSITIVE\", \"NEGATIVE\"],\n",
    "        palette=palette,\n",
    "        ax=ax,\n",
    "        #multiple=\"stack\",\n",
    "        fill=True,\n",
    "        legend=legend,\n",
    "    )\n",
    "    ax.set_title(title)\n",
    "    #hide the right border and the top border so that it looks like a coordinate system\n",
    "    ax.spines['right'].set_visible(False)\n",
    "    ax.spines['top'].set_visible(False)\n",
    "    ax.tick_params(axis='x', rotation=45)\n",
    "    ax.set_xlabel(\"Time\", fontsize=12,)\n",
    "    ax.set_ylabel(\"Count of tweets\", fontsize=12)\n",
    "\n",
    "fig, axes = plt.subplots(1, 2, figsize=(12, 3), sharey=True)\n",
    "\n",
    "plot_kde(\n",
    "    axes[1], \n",
    "    dfClinton, \n",
    "    [demblue, demorange],\n",
    "    \"Sentiment in tweets concerning Clinton only\",\n",
    ")\n",
    "\n",
    "plot_kde(\n",
    "    axes[0], \n",
    "    dfTrump, \n",
    "    [repred, repgreen],\n",
    "    \"Sentiment in tweets concerning Trump only\",\n",
    ")\n",
    "\n",
    "fig.tight_layout()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "41a49edd-eba8-4052-b100-62610cf7d214",
   "metadata": {
    "id": "41a49edd-eba8-4052-b100-62610cf7d214"
   },
   "outputs": [],
   "source": [
    "#histogram\n",
    "def plot_histogram(ax, data, palette, title, legend=True, hue=\"sentiment_label\", hue_order=[\"POSITIVE\", \"NEGATIVE\"]):\n",
    "    sns.histplot(\n",
    "        data=data, \n",
    "        x=\"time\", \n",
    "        hue=hue,\n",
    "        hue_order=hue_order,\n",
    "        palette=palette,\n",
    "        ax=ax,\n",
    "        shrink=.6,\n",
    "        edgecolor=None,\n",
    "        multiple=\"stack\",\n",
    "        fill=True,\n",
    "        legend=legend,\n",
    "    )\n",
    "    ax.set_title(title)\n",
    "    #hide the right border and the top border so that it looks like a coordinate system\n",
    "    ax.spines['right'].set_visible(False)\n",
    "    ax.spines['top'].set_visible(False)\n",
    "    ax.tick_params(axis='x', rotation=45,)\n",
    "    ax.set_xlabel(\"Time\", fontsize=12,)\n",
    "    ax.set_ylabel(\"Count of tweets\", fontsize=12)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "3c77f84d-e31f-459d-8501-4aa1b1576121",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 585
    },
    "id": "3c77f84d-e31f-459d-8501-4aa1b1576121",
    "outputId": "375345f5-83cd-4f50-dcd6-558867b03fb4"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x576 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axes = plt.subplots(2, 1, figsize=(20, 8))\n",
    "\n",
    "plot_histogram(\n",
    "    axes[1], \n",
    "    dfClinton, \n",
    "    [demblue, demorange],\n",
    "    \"Sentiment in tweets concerning Clinton only\",\n",
    ")\n",
    "\n",
    "plot_histogram(\n",
    "    axes[0], \n",
    "    dfTrump, \n",
    "    [repred,repgreen],\n",
    "    \"Sentiment in tweets concerning Trump only\",\n",
    ")\n",
    "\n",
    "fig.tight_layout()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "26390373-9a3d-4679-a280-42e62d140057",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 729
    },
    "id": "26390373-9a3d-4679-a280-42e62d140057",
    "outputId": "d671dbe2-971c-4abe-8e10-f6209570dc84"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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IbShGELeY/dnF2J+1P2t/9hP2Z6VGGFiWWt/vI+Jtil93TwF+THFTizonUlxmd28Ud869nWIepSVxNjAVeJjipisPlmlk5n3lfsdQdI7vYNFfQhfKzLeBb1M0kK9TdMhvrMh/kqLBeyaKS6DqX664YXkc8yh+Kf5FZk5uot5XAV8u/zbmgrIOt5bn816KESF17qD4R6KuI34XxQiZunWiuNv0xY1s/w2KjvcjETGP4nK8iRTzX1Wz/6b8tvw7NyIerPI5TVma98xYYLPydbu+2dItUI4MOAf4a7n97cqs+q9N/XVo4vxm5gvAHhSX2c2h+Cwdzydt1gUUo4Rej4ifAitR/LPyOsWlY3MpLmdtyIEUo6qepJi775hyn7dTzJV2HcXoiE8DB1R5Hn5bnoerKOaqvB5YrfyHcFfKO7bzyT+gDf5A05oy8zGKUTbjKY5nHsXxvt9I+bsp5vb7EsXn/DWKm9VMaoXq/IDiB7A3IuJ7mfkP4OsUN5R5FdgN2C0zP1iCbV9O0Wn+C8U5fo/iuJfUlRRzRP66uYKS1JVk5hyK78DTqmiHofjuHUcxirMPRT+SzHyTYo7UyyhG7r1DMdVFpRuA/Sna7QOBvTPzw2bq9zzFNG3HUUwvN43ixlSU+zuz7E+cRtGfXRL2Zxdlf9b+rP3ZT9iflRpRdydbSZLURZWjH96guJnHs+1dn44qIg4CDs/Mz7d3XSSpo4qIKRRX413W3nWR1H3Yn62O/Vm1NUcsS5LUBUXEbhHRN4r59c6nuKphZvvWquMqL+f+FsXIFkmSJLUz+7MtY39W7cHAsiRJXdMeFDcD+SfF5b0HpJcpNaic43EOxfx5TV3SLEmSpLZjf7ZK9mfVXpwKQ5IkSZIkSZLUIo5YliRJkiRJkiS1yDLtXYH2NHLkyLz55pvbuxqSJEnqHqI1NmIfVpIkSW2o0T5sm4xYjoh1ImJyRDweEY9FxHfK9NUi4raIeLr8u2qZHhHx04iYHhEPR8RWFds6uCz/dEQcXJE+NCIeKZ/z04hotuP+6quv1uJwJUmSpJqxDytJkqSOoK2mwlgAHJeZmwHbAUdFxGbAScCfMnND4E/lOsBXKCZm3xA4HLgIikA0cDqwLbANcHpdMLosc1jF80a2wXFJkiRJkiRJUrfTJoHlzJydmQ+Wy28DTwADKO7weUVZ7Apgz3J5D+DKLNwLrBIR/YERwG2Z+Vpmvg7cBows81bKzHvLO4ReWbEtSZIkSZIkSVIravOb90XEIOBfgb8Ba2bm7DLrJWDNcnkA8ELF02aVaU2lz2ogvaH9Hx4RUyNi6pw5c5bqWCRJkqS2YB9WkiRJHU2b3rwvIlYArgOOycy3KqdBzsyMiKx1HTLzEuASgGHDhtV8f5IkSR3Vhx9+yKxZs3jvvffauypdSp8+fVh77bXp1atXq23TPqykjsh2pDZq0Y5IUi20WWA5InpRBJV/k5m/K5Nfjoj+mTm7nM7ilTL9RWCdiqevXaa9COxQL31Kmb52A+UlSZLUiFmzZrHiiisyaNAgqrjvsaqQmcydO5dZs2ax3nrrtXd1JKmmbEdan+2IpM6kTabCiKKFGQs8kZk/rsi6ETi4XD4YuKEi/aAobAe8WU6ZcQuwc0SsWt60b2fgljLvrYjYrtzXQRXbkiRJUgPee+89Vl99dYMBrSgiWH311R29J6lbsB1pfbYjkjqTthqx/DngQOCRiJhWpn0fOBe4JiK+ATwH7FfmTQJ2AaYD84HRAJn5WkScBdxfljszM18rl78FjAOWA/5YPiRJktQEgwGtz3MqqTvxO6/1eU4ldRZtEljOzLuAxr4Zd2ygfAJHNbKty4HLG0ifCmy+FNWUJEmSJEmSJFWhTabCkCRJkiRJkiR1HQaWJUmS1GqmTZvGpEmTFq7feOONnHvuuTXd55QpU7j77rubLHPGGWdw/vnnN1nmkEMO4dprr616vzNnzmTzzb1gTpJak+2IJHUeBpYlSZLUauoHBHbffXdOOumkmu6zmoCAJKlzsB2RpM7DwLIkSZIAeOedd/jqV7/Klltuyeabb86ECRN44IEH+OIXv8jQoUMZMWIEs2fPBmCHHXbgxBNPZJtttmGjjTbizjvv5IMPPuC0005jwoQJDBkyhAkTJjBu3DiOPvpooBjJdeSRR7Lddtux/vrrM2XKFA499FA23XRTDjnkkIX1uPXWW/nMZz7DVlttxb777su8efMAGDRoEKeffjpbbbUVW2yxBU8++SQzZ87k4osvZsyYMQwZMoQ777yz2eO89NJL2Xrrrdlyyy352te+xvz58xfm3X777QwbNoyNNtqIm266CYCPPvqI448/nq233pp/+Zd/4Ze//GVrnXJJ6lJsR2xH1HUM3+uBxR5SfQaWJUmSBMDNN9/MWmutxUMPPcSjjz7KyJEj+c///E+uvfZaHnjgAQ499FBOOeWUheUXLFjAfffdx09+8hP++7//m969e3PmmWey//77M23aNPbff//F9vH6669zzz33MGbMGHbffXeOPfZYHnvsMR555BGmTZvGq6++ytlnn83tt9/Ogw8+yLBhw/jxj3+88PlrrLEGDz74IEceeSTnn38+gwYN4ogjjuDYY49l2rRpbL/99s0e5957783999/PQw89xKabbsrYsWMX5s2cOZP77ruPP/zhDxxxxBG89957jB07lpVXXpn777+f+++/n0svvZRnn312Kc+2JHU9tiO2I5K6l2XauwKSJEnqGLbYYguOO+44TjzxRHbddVdWXXVVHn30UXbaaSegGHHVv3//heX33ntvAIYOHcrMmTOr2sduu+1GRLDFFluw5pprssUWWwAwePBgZs6cyaxZs3j88cf53Oc+B8AHH3zAZz7zmQb3+bvf/W6JjvPRRx/l1FNP5Y033mDevHmMGDFiYd5+++1Hjx492HDDDVl//fV58sknufXWW3n44YcXzpv55ptv8vTTT7PRRhst0f4lqauyHbEdkdS9GFiWJEkSABtttBEPPvggkyZN4tRTT+VLX/oSgwcP5p577mmw/LLLLgtAz549WbBgQVX7qHtOjx49Fi7XrS9YsICePXuy0047cfXVV7faPus75JBDuP7669lyyy0ZN24cU6ZMWZgXEYuUjQgyk5/97GeLBA6AqoMgktRd2I7YjkjqXpwKQ5IkSQD885//pG/fvnz961/n+OOP529/+xtz5sxZGBD48MMPeeyxx5rcxoorrsjbb7+9xHXYbrvt+Otf/8r06dOBYr7Op556qlX3+fbbb9O/f38+/PBDfvOb3yyS99vf/paPP/6YGTNm8Mwzz7DxxhszYsQILrroIj788EMAnnrqKd55550WHpnamnNDSm3PdsR2RFL34ohlSZIkAfDII49w/PHH06NHD3r16sVFF13EMsssw7e//W3efPNNFixYwDHHHMPgwYMb3cbw4cM599xzGTJkCCeffHKL69CvXz/GjRvHqFGjeP/99wE4++yzm7xceLfddmOfffbhhhtu4Gc/+1mz82OeddZZbLvttvTr149tt912kWDCwIED2WabbXjrrbe4+OKL6dOnD9/85jeZOXMmW221FZlJv379uP7661t8bJLU1dmO2I5I6l4iM9u7Du1m2LBhOXXq1PauhiRJUrt44okn2HTTTdu7Gl1SI+c2GirbUvZhq9PQCOXJE4e2Q02krst2pHY8t2pvtqOq0Ggf1qkwJEmSJEmSJEkt4lQYkiRJ6jLOOeccfvvb3y6Stu+++3LKKae0U40kSZ2J7YgkVc/AsiRJkrqMU045xX/+JUlLzHZEkqrnVBiSJEmSJEmSpBYxsCxJkiRJkiRJahEDy5IkSZIkSZKkFnGOZUmSJH1i+PDW3d7kyc0W6dmzJ1tssQULFixg00035YorrqBv377MmjWLo446iscff5yPP/6YXXfdlfPOO4/evXszf/58DjvsMB5++GEyk1VWWYWbb76ZFVZYgRVWWIF77rmHAw88EIDnn3+elVdemZVXXpk11liDyy67jF133ZX77ruPddZZh2effZaVVlppYX323HNPRo0axbvvvsvxxx/PgAEDFuZdddVVbLbZZq17jiSpCxm+1wOtur3JE4c2W8Z2RJLahyOWJUmS1K6WW245pk2bxqOPPkrv3r25+OKLyUz23ntv9txzT55++mmeeuop5s2bt/CGShdccAFrrrkmjzzyCI8++ihjx46lV69eC7e5xRZbMG3aNKZNm8buu+/Oeeedx7Rp07j99tsXlunbty8jRoxg4sSJC9PefPNN7rrrLnbbbTcA9t9//4XbmTZtmsEASeqAbEckqX0YWJYkSVKHsf322zN9+nT+/Oc/06dPH0aPHg0Uo9HGjBnD5Zdfzvz585k9e/YiI8A23nhjll122Rbvb9SoUYwfP37h+sSJExkxYgR9+/Zd+oORJLU52xFJajtOhSFJkqQOYcGCBfzxj39k5MiRPPbYYwwduujlzyuttBIDBw5k+vTpHHrooey8885ce+217Ljjjhx88MFsuOGGLd7niBEj+OY3v8ncuXNZffXVGT9+PEcfffTC/AkTJnDXXXctXL/nnntYbrnllvwgJUk1YzsitZ7Joyc0kNr81DTqXhyxLEmSpHb17rvvMmTIEIYNG8bAgQP5xje+0exzhgwZwjPPPMPxxx/Pa6+9xtZbb80TTzzR4n337t2b3XffnWuvvZZXX32Vv//974wYMWJhfv1LmA0GSFLHYzsiSe3DEcuSJElqV3VzY1babLPNuPbaaxdJe+utt3j++efZYIMNAFhhhRXYe++92XvvvenRoweTJk1i0003bfH+R40axVlnnUVmssceeywyx6Y6L0daSd2H7YgktY82GbEcEZdHxCsR8WhF2oSImFY+ZkbEtDJ9UES8W5F3ccVzhkbEIxExPSJ+GhFRpq8WEbdFxNPl31Xb4rgkSZJUGzvuuCPz58/nyiuvBOCjjz7iuOOO45BDDqFv37789a9/5fXXXwfggw8+4PHHH2fdddddon3tsMMOPP300/z85z9n1KhRrXYMkqT2YzsiSbXXViOWxwEXAlfWJWTm/nXLEfEj4M2K8jMyc0gD27kIOAz4GzAJGAn8ETgJ+FNmnhsRJ5XrJ7byMUiSJHV9kye3dw0AiAgmTpzIt771Lc466yw+/vhjdtllF/7nf/4HgBkzZnDkkUeSmXz88cd89atf5Wtf+9oS7atHjx7ss88+XHPNNXzxi19cJK/+3Ji/+MUv+OxnP7vkByZJXdzkiR3jygDbEUmqvcjMttlRxCDgpszcvF56AM8DX8rMp5so1x+YnJmblOujgB0y8z8i4h/l8uyy3JTM3Li5Og0bNiynTp269AcnSZLUCT3xxBNLdMmvmtfIuY3W2LZ92CrdeMLiabv/sO3rIXVhtiO147lVu7Md1Sca7cN2hJv3bQ+8nJlPV6StFxF/j4g7ImL7Mm0AMKuizKwyDWDNzJxdLr8ErNnYziLi8IiYGhFT58yZ00qHIEmSJNWOfVhJkiR1NB0hsDwKuLpifTYwMDP/FfgucFVErFTtxrIYgt3oMOzMvCQzh2XmsH79+i1pnSVJkqQ2Yx9WkiRJHU1bzbHcoIhYBtibitszZ+b7wPvl8gMRMQPYCHgRWLvi6WuXaQAvR0T/iqkwXmmL+kuSJEmSJElSd9TeI5a/DDyZmQunuIiIfhHRs1xeH9gQeKac6uKtiNiunJf5IOCG8mk3AgeXywdXpEuSJEmSJEmSWlmbBJYj4mrgHmDjiJgVEd8osw5g0WkwAL4APBwR04BrgSMy87Uy71vAZcB0YAbwxzL9XGCniHiaIlh9bs0ORpIkSZIkSZK6uTaZCiMzRzWSfkgDadcB1zVSfiqweQPpc4Edl66WkiRJkiRJkqRqtOscy5IkSepYhk8Z3qrbm7zD5GbLRATf/e53+dGPfgTA+eefz7x58zjjjDM444wzuPTSS6m8Yd2UKVNYZZVVuO+++zjhhBN48cUXWXHFFenfvz/nnnsuW2yxxcKyQ4YMYZNNNmH8+PH86le/4oILLgDg8ccfZ+ONN6Znz56MHDmSTTbZhKlTp7Lvvvty0kkncc899yzcxoIFCxgwYAB///vf+f73v88dd9tRG3QAACAASURBVNzByiuvDEDfvn25++67W+VcSVKXcOMJrbu93X/YbBHbEUlqHwaWJUmS1K6WXXZZfve733HyySezxhprLJZ/7LHH8r3vfW+RtJdffpn99tuPq666is9+9rMA3HXXXcyYMWNhQOCJJ57go48+4s477+Sdd95h9OjRjB49GoBBgwYxefLkhfsbN24cANtvvz2zZs3iueeeY9111wXg9ttvZ/Dgway11loAnHfeeeyzzz6tfyIkSUvEdkSS2kd737xPkiRJ3dwyyyzD4YcfzpgxY6p+zoUXXsjBBx+8MBgA8PnPf54999xz4frVV1/NgQceyM4778wNN1R3b+cePXqw3377MX78+IVp48ePZ9SoBmd2kyR1ALYjktQ+DCxLkiSp3R111FH85je/4c0331wsb8yYMQwZMoQhQ4YwfHgxVcdjjz3GVltt1eQ2J0yYwAEHHMCoUaO4+ur694tu3KhRoxYGBN5//30mTZrE1772tYX5xx9//ML6/Pu//3vV25Uk1Y7tiCS1PafCkCRJUrtbaaWVOOigg/jpT3/Kcsstt0heQ5cw17ftttvy1ltvsfPOO3PBBRcwdepU1lhjDQYOHMiAAQM49NBDee2111httdWarcuwYcOYN28e//jHP3jiiSfYdtttF3melzBLUsdjOyKpsxm+1wOLrE+eOLSdarLkHLEsSZKkDuGYY45h7NixvPPOO82WHTx4MA8++ODC9b/97W+cddZZC0eqXX311Tz55JMMGjSIT3/607z11ltcd911VdelbrSZly9LUudhOyJJbcvAsiRJkjqE1VZbjf3224+xY8c2W/aoo45i3Lhx3H333QvT5s+fD8DHH3/MNddcwyOPPMLMmTOZOXMmN9xwQ4svY/71r3/Nn//8Z/bYY4+WH4wkqc3ZjkhS23IqDEmSJC00eYfJ7br/4447jgsvvHCRtDFjxvDrX/964fr111/PoEGDmDBhAieeeCIvvvgin/rUp1hjjTU47bTTuPPOOxkwYABrrbXWwud84Qtf4PHHH2f27Nn079+/2XpsuummLL/88gwdOpTll19+kbzjjz+es88+e+H6fffdR+/evZf0kCWpa9n9h+26e9sRSWo7kZntXYd2M2zYsJw6dWp7V0OSJKldPPHEE2y66abtXY0uqZFzG62xbfuwVbrxhMXT2jngJXU1tiO147lVu7MdrblONMdyo31Yp8KQJEmSJEmSJLWIgWVJkiRJkiRJUosYWJYkSerGuvO0aLXiOZXUnfid1/o8p5I6CwPLkiRJ3VSfPn2YO3eu/8C2osxk7ty59OnTp72rIkk1ZzvS+mxHJHUmy7R3BSRJktQ+1l57bWbNmsWcOXPauypdSp8+fVh77bXbuxqSVHO2I7VhOyKpszCwLEmS1E316tWL9dZbr72rIUnqpGxHJKl7cyoMSZIkSZIkSVKLGFiWJEmSJEmSJLWIgWVJkiRJkiRJUosYWJYkSZIkSZIktYiBZUmSJEmSJElSixhYliRJkiRJkiS1iIFlSZIkSZIkSVKLGFiWJEmSJEmSJLXIMm2xk4i4HNgVeCUzNy/TzgAOA+aUxb6fmZPKvJOBbwAfAd/OzFvK9JHABUBP4LLMPLdMXw8YD6wOPAAcmJkftMWxSZIkSZKk7mX4Xg8sljZ54tB2qIkktZ+2GrE8DhjZQPqYzBxSPuqCypsBBwCDy+f8IiJ6RkRP4OfAV4DNgFFlWYD/Lbe1AfA6RVBakiRJkiRJklQDbRJYzsy/AK9VWXwPYHxmvp+ZzwLTgW3Kx/TMfKYcjTwe2CMiAvgScG35/CuAPVv1ACRJkiRJkiRJC7X3HMtHR8TDEXF5RKxapg0AXqgoM6tMayx9deCNzFxQL71BEXF4REyNiKlz5sxprJgkSZLUYdiHlSRJUkfTnoHli4BPA0OA2cCP2mKnmXlJZg7LzGH9+vVri11KkiRJS8U+rCRJkjqaNrl5X0My8+W65Yi4FLipXH0RWKei6NplGo2kzwVWiYhlylHLleUlSZIkSZIkSa2s3UYsR0T/itW9gEfL5RuBAyJi2YhYD9gQuA+4H9gwItaLiN4UN/i7MTMTmAzsUz7/YOCGtjgGSZIkSZIkSeqO2mTEckRcDewArBERs4DTgR0iYgiQwEzgPwAy87GIuAZ4HFgAHJWZH5XbORq4BegJXJ6Zj5W7OBEYHxFnA38HxrbFcUmSJEmSJElSS00ePaFeytB2qcfSaJPAcmaOaiC50eBvZp4DnNNA+iRgUgPpzwDbLE0dJUmSJEmSJEnVabc5liVJkiRJkqSWGr7XA4ulTZ7Y+UZ7Sp1du82xLEmSJEmSJEnqnAwsS5IkSZIkSZJaxMCyJEmSJEmSJKlFDCxLkiRJkiRJklrEwLIkSZIkSZIkqUUMLEuSJEmSJEmSWsTAsiRJkiRJkiSpRQwsS5IkSZIkSZJaZJn2roAkSZIkSZIkDd/rgUXWJ08c2k41UTWqGrEcEcMjYr1yuX9EXBERv4qI/1fb6kmSJEmSJEmSOppqp8L4BfBRufwjoBfwMXBJLSolSZIkSZIkSeq4qp0KY0BmPh8RywAjgHWBD4B/1qxmkiRJkiRJkqQOqdrA8lsRsSawOfB4Zs6LiN4UI5clSZIkSZIkSd1ItYHlnwH3A72BY8q0zwFP1qJSkiRJkiRJkqSOq6rAcmb+b0RMBD7KzBll8ovAN2pWM0mSJEmSJElSh1TVzfsi4obMfKoiqExmPgWcWbOaSZIkSZIkSZI6pKoCy8DwRtJ3aKV6SJIkSZIkSZI6iSanwoiIuhHJvSuW66wPPFeTWkmSJEmSJHVQk0dPaCB1aJvXQ5LaU3NzLK9T/u1RsQyQwAvAGTWokyRJkiRJkiSpA2sysJyZowEi4u7MvLRtqiRJkiRJkiRJ6siaG7EMQGZeGhGbAPsCa2bm0RGxMbBsZj5c0xpKkiRJkiRJkjqUqm7eFxH7AncCA4CDyuQVgR9X+fzLI+KViHi0Iu28iHgyIh6OiIkRsUqZPigi3o2IaeXj4ornDI2IRyJiekT8NCKiTF8tIm6LiKfLv6tWdfSSJEmSJEmSpBarKrAMnAl8OTOPAD4q0x4Ctqzy+eOAkfXSbgM2z8x/AZ4CTq7Im5GZQ8rHERXpFwGHARuWj7ptngT8KTM3BP5UrkuSJEmSJEmSaqDawPKngLopL7LibzZcfFGZ+RfgtXppt2bmgnL1XmDtprYREf2BlTLz3sxM4EpgzzJ7D+CKcvmKinRJkiRJkiRJUiurNrD8AHBgvbQDgPtaqR6HAn+sWF8vIv4eEXdExPZl2gBgVkWZWWUaFPM+zy6XXwLWbGxHEXF4REyNiKlz5sxppepLkiRJtWMfVpIkSR1NVTfvA74N3BoR3wCWj4hbgI2AnZe2AhFxCrAA+E2ZNBsYmJlzI2IocH1EDK52e5mZEdHoSOrMvAS4BGDYsGFVjbiWJEmS2pN9WEmSPjF59IQGUoe2eT2k7q6qwHJmPhkRmwC7AjcBLwA3Zea8pdl5RBxSbnPHcnoLMvN94P1y+YGImEERxH6RRafLWLtMA3g5Ivpn5uxyyoxXlqZekiRJkiRJktrW4j8a+INBR1btVBhk5nzgHuDOzBzfCkHlkcAJwO7ltuvS+0VEz3J5fYqb9D1TTnXxVkRsFxEBHATcUD7tRuDgcvnginRJkiRJkiRJUiurKrAcEQMj4q/Ak8DtZdo+EXFZlc+/miIovXFEzCqn1LgQWBG4LSKmRcTFZfEvAA9HxDTgWuCIzKy78d+3gMuA6cAMPpmX+Vxgp4h4GvhyuS5JkiRJkiRJqoFq51j+JfAHYHtgbpl2G/Cjap6cmaMaSB7bSNnrgOsayZsKbN5A+lxgx2rqIkmSJEmSJElaOtUGlrcBvpqZH9fdGC8z34yIlWtXNUmSJEmSJElSR1TtHMsvAxtUJkTEZsDzrV4jSZIkSZIkSVKHVm1g+XzgpogYDSwTEaOACcD/1qxmkiRJkiRJkqQOqaqpMDLz8oiYC/wH8AJwEPBfmXl9LSsnSZIkSZIkSep4qp1jmcy8AbihhnWRJEmSJEmSJHUCVQWWI+LvwBTgDuCOzHy9lpWSJEmSJKmjGL7XA4ulTZ44tB1qIklSx1HtiOXjgC8CxwBXRcR0PgkyX1urykmSJEmSJElSd9JZftCsdo7lPwN/BoiI1YHvAkcD3wJ61qx2kiRJkiRJklQjnSWI2xFVOxXGV4AvUIxaXge4BziZYtSyJEmSJEmSJKkbqXYqjD8AM4AfAFdm5oLaVUmSJEmSJEmS1JH1qLLc9sDlwL7A8xFxa0ScEhHb165qkiRJkiRJkqSOqNo5lv8K/BX4QUR8CvgOcAJwJs6xLEmSJEmSJKkZzmfctVQ7x/JewA4UcyxvBDwAXIhzLEuSJEmSJElSt1PtHMvfoQgifxe4JzPfrV2VJEmSJKm26o+YcrSUJEnVsx0VVB9Y/nlm/rZ+YkTsk5nXtnKdJEmSJEmSJEkdWLU37xvbSPolrVURSZIkSZIkSVLn0OSI5YhYv1zsERHrAVGRvT7wXq0qJkmSJEmSJEnqmJqbCmM6kBQB5Rn18l4CzqhBnSRJkiRJkiSpas773PaaDCxnZg+AiLgjM7/YNlWSJEmSJEmSJHVkVc2xbFBZkiRJkiRJklSn2pv3SZIkSZIkSZIEGFiWJEmSJEmSJLVQo3MsR8SWmflQW1ZGkiRJkiRJkuqrf3M+aJsb9HlTwMY1dfO+O4GVACLi6czccGl2FBGXA7sCr2Tm5mXaasAEYBAwE9gvM1+PiAAuAHYB5gOHZOaD5XMOBk4tN3t2Zl5Rpg8FxgHLAZOA72RmLk2dJUmSJEmSJLWOyaMnNJBqoLazaiqw/EZE7Ao8DvSPiPWAqF8oM5+pcl/jgAuBKyvSTgL+lJnnRsRJ5fqJwFeADcvHtsBFwLZlIPp0YBiQwAMRcWNmvl6WOQz4G0VgeSTwxyrrJkmSJKkbWfwfW/+plSRJaommAsvfAX4CrEsxF/OMBsok0LOaHWXmXyJiUL3kPYAdyuUrgCkUgeU9gCvLEcf3RsQqEdG/LHtbZr4GEBG3ASMjYgqwUmbeW6ZfCeyJgWVJkiRJkiSpVXWlH2gdRb3kGr15X2ZOzMwNMrMXMD8zezTwqCqo3IQ1M3N2ufwSsGa5PAB4oaLcrDKtqfRZDaQvJiIOj4ipETF1zpw5S1l9SZIkqfbsw0qSJKmjaTSwXM/qABHRIyL6R0S1z6taOTq55nMiZ+YlmTksM4f169ev1ruTJEmSlpp9WEmSJHU0TU2FUWnZiLgMOKB8zocRMR74dma+uRT7fzki+mfm7HKqi1fK9BeBdSrKrV2mvcgnU2fUpU8p09duoLwkSZIkSZIkdRqdZXqOakce/wxYHtgcWA7YAugL/HQp938jcHC5fDBwQ0X6QVHYDniznDLjFmDniFg1IlYFdgZuKfPeiojtIiKAgyq2JUmSJEmSJKmbGr7XA4s81DqqHbE8Elg/M+eX609FxGgavqFfgyLiaorRxmtExCzgdOBc4JqI+AbwHLBfWXwSsAswHZgPjAbIzNci4izg/rLcmXU38gO+BYyjCHz/EW/cJ0mSJEmSJEk1UW1g+T2gH0Xwt84awPvV7igzRzWStWMDZRM4qpHtXA5c3kD6VIoR1ZIkSZIkSZKkGqo2sHwZcFtE/JgiuLwucCxwSa0qJkmSJElSR9BZ5rqUpO5s8e/q2n9PNzStxuSJ3ad9qDawfA7wT+DfgLXK5R/SwMhhSZIkSZIkSVLXVlVguZyaosEpKCRJkiRJkiRJ3Uu1I5YlSZIkSZJUhfqXx1deGt/dL52X1HX0aO8KSJIkSZIkSZI6F0csS5IkSZIkqctoasS41FLtcVPAzqKqEcsRsW8j6fu0bnUkSZIkSZIkSR1dtSOWxwK/bSD9EuDa1quOJEmSJEmSJC1q8ZHD4Ojh9tVkYDki1i8Xe0TEekBUZK8PvFerikmSJEmSJEnS0nI6i9pobsTydCApAsoz6uW9BJxRgzpJkiRJkiRJkjqwJgPLmdkDICLuyMwvtk2VJEmSJEmS1NnVv4keeCM9dR/d4f1f1c37DCpLkiRJkiRJkupUdfO+cn7lc4AhwAqVeZk5sAb1kiRJkiRJkiR1UFUFloGrKOZYPg6YX7vqSJIkSZIkSZI6umoDy4OBz2Xmx7WsjCRJkiRJkiSp46s2sPwX4F+BxWedliRJkiRJUlUmj57QQGrXuqGX1F10989ztYHlmcDNETEReKkyIzNPa+1KSZIkSZIkdVaLB5u6T6BJUvdRbWB5eeAmoBewTu2qI0mSJEmSJC05A/tS26gqsJyZo2tdEUmSJEmSJHUfw/dadMbVyRMNADfE86SOqqrAckSs31heZj7TetWRJEmSJEmSJHV01U6FMR1IICrSsvzbs1VrJEmSJEmSpBapP6oVHNkqqbaqnQqjR+V6RPw/4HTgzlpUSpIkSZLai8EZSe3JaQ8kdRbVjlheRGa+FBHHAE8BVy3pziNiY6ByRvX1gdOAVYDDgDll+vczc1L5nJOBbwAfAd/OzFvK9JHABRQjqC/LzHOXtF6SJEmSJElSR+cPEWpPSxRYLm0M9F2anWfmP4AhABHRE3gRmAiMBsZk5vmV5SNiM+AAYDCwFnB7RGxUZv8c2AmYBdwfETdm5uNLUz9JkiRJkiRJ0uKqvXnfnXwypzIUAeXBwJmtWJcdgRmZ+VxENFZmD2B8Zr4PPBsR04FtyrzpdTcSjIjxZVkDy5IkSZIkdVNObSOpvUwePaGB1K71/VPtiOXL6q2/AzyUmU+3Yl0OAK6uWD86Ig4CpgLHZebrwADg3ooys8o0gBfqpW/b0E4i4nDgcICBAwe2Ts0lSZKkGrIPK0mSpI6m2pv3XVHLSkREb2B34OQy6SLgLIpR0mcBPwIObY19ZeYlwCUAw4YNy2aKS2otw4c3njd5ctvVQ5LUsdg+VMU+rNSxOcdpdTxP3U93GLEpdWfVToXRCzgVOJBibuN/Av8HnJOZH7RCPb4CPJiZLwPU/S33fSlwU7n6IrBOxfPWLtNoIl2S1JE1FlQyoCRpaRiwliRJkmqq2qkwfkgxl/ERwHPAusB/ASsBx7ZCPUZRMQ1GRPTPzNnl6l7Ao+XyjcBVEfFjigD3hsB9QAAbRsR6FAHlA4B/a4V6SZIkSZIkSV1Ora4i8OqE7qPawPK+wJaZObdc/0dEPAg8xFIGliNieWAn4D8qkn8YEUMopsKYWZeXmY9FxDUUN+VbAByVmR+V2zkauAXoCVyemY8tTb0kSZIkSZK6io4YRFx8qgwDkFJnUm1gOVqYXrXMfAdYvV7agU2UPwc4p4H0ScCkpa2PJEmSJC0pR2lJWloGWyV1FtUGln8L/D4i/ht4nmIqjFOBa2pVMUmSJElqD83dbMrgsSRJUvWB5RMoAsk/p5jb+EVgPHB2jeolSZIkSZKkCv6wJakjqSqwnJkfAKeVD0mSJEmSJEltwOlR1FE1GViOiM8Bu2fmiQ3knQtcn5n31qpykiRJkiRJS6q5qW0kSUuuuRHL3wd+0UjeHcApwG6tWiNJkiRJktQhORVDx2UQXVJbay6wPAS4uZG824CxrVsdSZIkSZIkSZ2VU3d0H80FllcCegPvNpDXC1ix1WskSZIkSZLUBhyBLUlLrrnA8pPAzsANDeTtXOZLkiRJkiRJrcagv9TxNRdYHgP8MiJ6Utyo7+OI6AHsCfwc+G6tKyhJkiSpczM4IEldl9MeLL367STYVqpzaDKwnJlXRcT/A64Alo2IV4E1gPeB0zPz6jaooyRJkiR1GAZRJHVGfnd1TU29rgasVWvNjVgmM38cEZcBnwFWB+YC92TmW7WunCRJkiRJkiSp42k2sAxQBpFvqXFdJEmSJEnqdBwJKqkz8rtLS6uqwLIkSZIkqXn+ky5JkroLA8uSJEmSJKnm/OGlc3KeXkmNMbAsSZI+MXx443mTJ7ddPSRJHZ7BJnUFBrslackZWJYkSZIkSVUxENu+PP+SOhIDy5IkSZIkSepQulMQffFjha58vOo6DCxLkiRJktQOutp0Il3teKT66r/HfX+ruzOwLElqV8NPbzjd2XwlqfMwmCRJ6ixss6TWY2BZkiRJkqQOyNGRUudhwFrdkYFlSZIkSTXVnebJlOoz2CRJ6qoMLEuSJEmSJMBAuCSpegaWJUmS1OU0Nn87OIe7JEktsfhVJ9CVrzxxChqpeh0isBwRM4G3gY+ABZk5LCJWAyYAg4CZwH6Z+XpEBHABsAswHzgkMx8st3MwcGq52bMz84q2PA5JkiTV0PDhjedNNlwstbX2CjYZ9JEkqWPo0d4VqDA8M4dk5rBy/STgT5m5IfCnch3gK8CG5eNw4CKAMhB9OrAtsA1wekSs2ob1lyRJkiRJkqRuoUOMWG7EHsAO5fIVwBTgxDL9ysxM4N6IWCUi+pdlb8vM1wAi4jZgJHB121ZbkiRJkqTup7tNmaDuZ2luRtseV1v4mVStdZTAcgK3RkQCv8zMS4A1M3N2mf8SsGa5PAB4oeK5s8q0xtIXERGHU4x0ZuDAga15DJIkSYLGp6xwuoolZh9W6poM+kiSOrOOElj+fGa+GBGfAm6LiCcrMzMzy6DzUiuD1pcADBs2rFW2KUmSJNVSR+jD1h9pBc5tq47H96lak/N5S1LTOkRgOTNfLP++EhETKeZIfjki+mfm7HKqi1fK4i8C61Q8fe0y7UU+mTqjLn1KjasuSZKkpTD8/7N332GSVOXix7/vJoJLEhDJKxIE3MtKRgwEYQFJF0XAa0AEL16zXASEn4GgqFwQUUGCdw0gIEpQEREVrglBcJUocYVVRHIOu/D+/qia3d6pntmZ2emunu7v53n6memq6u7Tb/U59fbpU6c+PfA6xzePHYsy6tKOQGlgi3LavaT28gwE9aLaO5Yj4iXAuMx8ovx/R+Bo4BLg3cDx5d+Ly4dcAnwwIs6luFDfY2Xn88+AzzVcsG9H4Ig2vhVJg7DjQB1toNP2wVP3JUk9zRGbkiRpILV3LFPMnXxhREBRnnMy87KIuBY4PyLeC/wNeFu5/aXALsAdwNPAewAy8+GIOAa4ttzu6L4L+UmSJElS3RydLalT2T5JGonaO5Yz8y5goybLHwK2b7I8gQ8M8FzfBL452mWUJEmSJKlbOBJdvWxhU1Y4BY00dLV3LEuSJGkMGGjKGKeLkaRBOe+qJLDDWt3JjmVJkiRJ0phh50xr2REuSRoqO5YlSZK6hReilCRp1PgjhiQNzo5lSVJ3soNNksYER0dKAud9rpttsaSRsGNZkiTNs+2nB15nd7wkSZIkqY8dy5IkdTtHb0uS1HX6j/AFR/lKktrLjmVJkqRO1qofBvzBQWo7TzUfGjtMR4dTS0iSWs2OZUmSJElSU2Pt4mV23kuS1D52LEuSep7zCkuja6A6ZX2SRs5RvOplfv4lqTPZsSxJkiRpoRwJ2npOXaB26cSR6J1YJknS4OxY1uhzzkZJrWL7ok420OezjZ9NR99LGq5WjgTttI5yR71KkjS67FjW0NiZI0mSambHudQ9Oq3TWZIkDZ8dy5KkrmQHlCRJkiRJrWPHsiRJkiRJXaaX5ix2BLwk1cOOZUmqQwfMxSppIZwGagEDnQXQe5GQpM7gBTUlSXWzY1mSJKmDOa2LJOitTsS63qujXjtXL33+JWkssWNZo84vwJLUBo6mHZlOiZtnLUhqotumLui29yNJkhY0ru4CSJIkSZIkSZLGFkcsa0gchSxJkiR1rpFO41DXFAOOZpYkaeyzY1mSJHWeTpmyQpIkdTx/qJCketixLEmSJEldzIvSFbwAnCRJo8uOZUnSmOG0PJIkSZIkdYZaO5YjYnXg28BKQAKnZ+bJEfEZ4CDggXLTT2bmpeVjjgDeC7wAfDgzf1Yu3wk4GRgPnJmZx7fzvUiSpJo4bYYkaRQ4nYIkScNT94jlucAhmXl9RCwFXBcRPy/XnZSZJzRuHBEbAPsCGwKrAFdExLrl6q8BOwCzgWsj4pLMvLkt70KSWmmgTjM7zFQ3O3THNM8AkLqLnaKSJKndau1Yzsz7gPvK/5+IiFuAVQd5yB7AuZn5HHB3RNwBbF6uuyMz7wKIiHPLbe1YlqTRYAfiyLXohwE7BSXJuYOHyk5nSZLUCnWPWJ4nIqYArwH+AGwNfDAi3gX8kWJU8yMUnc5XNzxsNvM7ou/tt3yLFhdZUis5SlcaNXZCd56B9on7Q5IkSdJY0REdyxExGfgB8NHMfDwiTgWOoZh3+Rjgf4ADRum13ge8D2CNNdYYjaeUJPWSVo7e9geVlrOTXWOVOawkSZI6Te0dyxExkaJT+ezM/CFAZt7fsP4M4Mfl3b8Dqzc8fLVyGYMsX0Bmng6cDrDpppvmKLwFqbs45YEWlZ8hSRp1vZzDOt2FJElSZ6q1YzkiAjgLuCUzT2xYvnI5/zLAvwM3lv9fApwTESdSXLxvHeAaIIB1IuIVFB3K+wJvb8+70CKxA0qS1CWc3kKSJElSL6l7xPLWwDuBGyJiZrnsk8B+ETGNYiqMWcB/AmTmTRFxPsVF+eYCH8jMFwAi4oPAz4DxwDcz86Z2vhF1IDut1cHsgOod7usGw5jqwykrJA2FF6WTJEmqT60dy5n5G4rRxv1dOshjjgOOa7L80sEeJ0mSJEmSJEkaHXWPWJakzuWod7WZo5s7i6Ompc7gqGRJkqTOZMeypJEbix2vY7HMrTKMWNjBJkmSJEmSGtmxXAc7tsa24ey/Vu7rYcxV2vWsU1ItOuUHh04phyRJkiT1EjuWVSs7A6SFG2vTI3R7ve729ydJkiRJ0lCMq7sAkiRJkiRJkqSxxRHLkjrSWBulK0mSJEmS1EvsWJa0AE/zlyRJkiRJ0sLYsayxpdsvWNft72+MGVYne6dcQLBTyiFJkiRJkrqaFbjongAAIABJREFUHctjgZ2NI9LtI2+HNVWEnY1qotvriDqPU9xIkiRJUvewY1mCYXW8Dqczzo47SZIkSZIkdSM7lruNo5vVg+zAlyRJkiRJai87lmtgJ5gG4mnikiRJkiRJGgvsWJbUU1r1w06n/GDUKeWQJEmSJEndzY7lMaBlo1i9oJsWkZ2YkiRJkiRJvcmO5S7T7VMptOr9dXsHabe/P0mSJEmSJLXXuLoLIEmSJEmSJEkaWxyx3MMcxSpJkiRJkiRpJByxLEmSJEmSJEkaFjuWJUmSJEmSJEnDYseyJEmSJEmSJGlY7FiWJEmSJEmSJA2LHcuSJEmSJEmSpGGxY1mSJEmSJEmSNCxd1bEcETtFxF8j4o6IOLzu8kiSJEmSJElSN+qajuWIGA98DdgZ2ADYLyI2qLdUkiRJkiRJktR9uqZjGdgcuCMz78rM54FzgT1qLpMkSZIkSZIkdZ3IzLrLMCoi4q3ATpl5YHn/ncAWmfnBftu9D3hfeXc94K9tLejQrAA8WHchOpBxqTImrWeMmzMuVcakOePSOdwXVe2OyYOZudNIHjhGcljwc9aMMakyJq1njKuMSXPGpcqYdA73RVUdMRkwh53Q5oLULjNPB06vuxyDiYg/ZuamdZej0xiXKmPSesa4OeNSZUyaMy6dw31RNZZiMhZyWBhbMW0XY1JlTFrPGFcZk+aMS5Ux6Rzui6pOi0k3TYXxd2D1hvurlcskSZIkSZIkSaOomzqWrwXWiYhXRMQkYF/gkprLJEmSJEmSJEldp2umwsjMuRHxQeBnwHjgm5l5U83FGqmOP82xJsalypi0njFuzrhUGZPmjEvncF9UGZPRZ0yrjEmVMWk9Y1xlTJozLlXGpHO4L6o6KiZdc/E+SZIkSZIkSVJ7dNNUGJIkSZIkSZKkNrBjWZIkSZIkSZI0LHYsd6mIiLrLIEmDsZ2S1C1sz0aX8ZTUyWyjJHWD0WrL7FjuIhGxekS8EiAz0wOehsLPSetEhG1sP7ZTGgk/J+pEEfHKiNgUbM9Gg8cHDZefkdYxh62yjdJw+RlRJ2pF/urF+7pEROwCfBGYTfH52LlcHtnjOzkitgSWzczL6i5Lp4iIFYA5mflYeX9cZr5Yc7G6SkRsB6wC/CQzH6m7PJ3AdmpgtlNVtlOdIyImZuacusvRSSLizcCXgPuBJTJzy3J5z7dnI+HxoTmPDVUeG1rPHLbKNqo526gq26jOYf5a1ar81V8iu0BEvAY4HjgoM3cCHo2IZaE46tVauJpFxHTgVODBfst79tfDiNgZuBQ4IyIuAPBgN7oiYmvgCuDdwI4RsVzNRaqd7dTAbKeqbKc6R0TsABwWEa+ouyydIiI2BI4F3pGZ2wL/ioi1wPZsJDw+NOexocpjQ+uZw1bZRjVnG1VlG9U5zF+rWpm/2rHcHV4EfpWZv4+I1YDtgC9FxEURsST0ZgMfEdsAZwMHZOYfI2LJvjj06ulLEbEtcBJwJHAQMDkiDq+3VN0lIiYAywH7AN8AdgV2akzMe/Gzh+1UU7ZTVbZTnSMitqD4grQJ8BaT83meBP4EPBARywNbA8dFxGVl0t6T7dki8PjQj8eGKo8NrWcOOyDbqH5so6psozqH+euAWpa/2rHcHZ4DXhURpwD/B5wIfBSYA1wIvfdralkhVgDuAiZGxGTg28C3I+LCiFi8lw56UVgM2AA4IjN/Xp6ecxawVL2l6y6ZOZdipMelmXkBcBmwM7BLRLy03Kan6mPJdqof26kF2U51pATeBXwZWBV4W2Ny3iufzSaeouho+BzwW+D4zNwPuJniS2XPtWeLyONDA48NC/LY0D7msAOyjWpgG7Ug26iOZP7aXMvy1wmjVUK1V0S8keIXhj8BVwPvBVYGXgp8PTOfAvaOiEsjYsXMfKC+0rZfeTD7KfA88HlgI+A44IcUycCFwM69kgSU7/O5KE7JmRAxbw6dfwJb1lu67lDWydcB1wO3Z+YdAJl5dhQXQJlOcbrJa4DlMvOI+krbHrZTg7OdWpDtVOfJzGsi4obMfKYcyfZmYN+IODcz7667fO0UETsCOwK3AlcBHwCmAEcBFwNk5scj4vKIWCczb6+rrGOBx4eBeWxYkMeG1jOHrbKNGpht1IJsozqP+et87cpfHbE8BkUxX8w3gZdQHOh/AKydmddS/AqxSbnd24CXUTT6PSEi1uz7vzzg/wI4HfhUZp6UmX+jOL3r+YhYuqZitlVEbB0Rh0TErsCEzPx7w4H+GWByud2BEXF0bQUdwxrq5JLADsDpUZwiBkBmfgf4DnAC8CHg/BqK2Va2UwOznaqyneocEbFjRPxPGeuNM/MZgMz8BfBTYEVgh4g4Dvh6nWVtl4h4A/BV4O/ASsDPgB0z86/AHcAmEbFCRPx7ud6LXQ3C40NzHhuqPDa0njlslW1Uc7ZRVbZRncP8taqd+asjlsemDYBvZOYXy0Z7d+BrEfF24BLgqxHxJ+DVwDvLUzG6XkTsDlwUEZ/OzGOgOOhFxEXA3IZN3w4sT3GKRFcrD3LHAz8HXgVsHBFfBJ4rD3p3AX+OiL2B9wEH1lbYsW2gOvmBzLyy3GYysBawRWbeXFM528l2qgnbqSrbqc7RkICeSvFl+YKI+HBm/hggM38eEX+nmHtzCrBHXWVtsynAjzLzJICI+AvFKb97Aj+huBDKW4A1KS6I8uBATyTA40OFx4Yqjw1tYw5bZRvVj21UlW1U5zB/HdAU2pS/2rE8Nj0DbAyQmY8D3y1PU/oisCfFL4UTgEcy857aStlGEfEyikpxJPDWiJibmZ8HyMznym3GAf8BfALYJzOfqKu87RAR6wCfobiowjURsT1wOPDVzHy2bzOKg9zrgLdk5i21FHbsa1YnAY6IiHsy8y6KyfJ7JSEH26kK26kq26mOM4UFE9AbgO9ExDsy8yflNutR1O3Neqg9e4Di9GcAMvNHEfFuipFa2wP7A4sDz2fmP2op4dji8aGBx4Yqjw1tZQ5bZRvVwDaqyjaq40zB/LWZtuWvToUxNs0ApkXECQ3Lfkzxq9immXlTZv65Fw50DR6g+GX588C+wDsjov/8X0sDqwF7Z+ZN7S5gDe6mmLD+LzDvNJCnKObB6vMcxSlte3qwWyQzqNbJS4HbKS4YAHBFDx3EwHaqGdupKtupzlJJQIF3AidGxLRy8V8p6nAvtWe/AF4ZEaf1LcjMSyg+l1tn5j8zc5adykM2A48PjTw2VHlsaJ8ZmMP2NwPbqEa2UVW2UZ3F/LW5tuWvdiyPMRExPjOfp7hC7xYRcSJAZj5MsT83qbN8dYgoJsjPzN8BZDHh+B4UB71Pltu8iWLusC/0QsMeEeMyc25mfjczn42I8eWqF5k/19Pm5bL9M/O2WgraBRZSJydS1snylKieYDtVZTtVZTvVkZoloD8GzqUY6UFm3twLn88+5ef0eYp5Nt8QEd+ImHc18cWADesr3djj8WFBHhuqPDa0jzlslW3UgmyjqmyjOpL5az/tzl+jh44TY15fwx4REzJzbkSsRDHP020Uv9LsCuza641XQ3zWoWhMHgRWp7g67d/qLV09ImJiZs6JiJMpLsCxMvBx4O2ZeV+9pRu7ygb7RevkfMZkaGynqmyn6tVQd5cArgN+DRxc5h1fBJ7NzE/VW8p6RMRimflcRCxOcRGnBynmj9wcT28dMvPYhfPYUOWxoTXM16qMycLZRlXZRtXL/HVg7cxfnWO5g0XEayl+YbkVuDMz/9XQcG0BvBzYmmLOo6WBM3rxQNfwRaXvF9W5UPyiGhE/Bj4AbNNLB7smMZlTrnoIOIPi6sUHerAbnnL+rM2BWcBvM/OeiJiUmc/3ap00JkPTkPTYTpWaxMR2qkblvlgsM5+JiI0pEtAZETEvAa23hK0XEVOA+7O8kni5LMqk/I3AOhQXcXotRdt2XDl6S02Yxy6cOWyVOWxrmK9VGZOFM3+tMn/tLOavnZG/OhVGh4riKqPfoPgQ7AScFRGvKJPx15frnsviNIzzMvOMXhkxExGvjYj3RMRWEfGyMvmcWP7dNCLeW263NsUVWrfPzBvrLXVrDSEmB5WbLk1xpeO3Z+YNNRZ5zImI7YCvU5wa+Brg8oiYWiafb6CYBL+n6qQxGVhEbB8RR0TEfhGxRpn0TOrxdmphMbGdapOImFKO7Ghc1piAvoMiAT2T4qrRe3R73Y3iivd3Ae+PiKX6lpefz42BE4EHMvOFzPx1Zn7fTuWBmcc2Zw5bZQ7beuZrVcakOfPXKvPXzmH+WtUp+asdyx0oiquq7gp8JDM/CXwTWAY4OyLWAF4CHJWZl0XMmyelJwzhi8qZFL86A9wJHJSZf66lsG0yzJgcCUzNzDtrKezYNg04LzOPzsxPAF8DfhER61Oc/dGLddKYNLGQLyuvB86i99qp4cTEdqqFOiUB7SQRsTzFnJFfArYB9o+IyQ2brAL8d2Ze3Gvt2UiYxzZnDltlDts25mtVxqQf89cq89fOYf5a1Un5q1NhdKZxFHPzbAX8MjP/FhG/A5YFPgu8L8tTLjJ7Z5Lsfl9UfhkRawLbUnxR2Zf5X1R+EcWFF14AHq+xyC03jJj8vBz98RzFPGEaovJX0ATuBdbsW56Zp5Tt8znATpl5f8O2Xc2YLNS8LysAEXEvxZeVN1Ikpj3VTpWGEhPbqRZrkoDOiYj/zcwny036EtBf9VjdfRw4NTP/GBGbAl8EMiK+k5mPZXEBmHlzS9Za0rHBPLYfc9gqc9jWM1+rMiaDMn+tMn/tAOavA+qY/NURyx0kIl4eESuVO/1wYN+I+GpEfB1Yn6IiTaAY9dGLGr+okMVcTr8D/kLxReUXfZWnPNj1guHEZM5AT6KBNRyY/g/YLiKOgHmJ6SnAVcCm/bbtasakuYZfgu+loZ0uY3IMxZeVmzLzR2Wsur6dGkFMbKdaqy8BPQw4Gvh3itENy0BxBe0yKZ/QS3W3/NxdX/7/R+AwYC/gXQARsXNErGyn8uDMYwdlDltlDtti5mtVxqTK/LXK/LXjmL820Un5qx3LHSIi3gJ8H7g4Ij5JMapjR4rh/jcD/57FaRVLAavVVtAa+EWlypi0XtkQf6XvfmbeT/FL6Yci4oiGg9YE4JV1lLHdjMng/LJSZUw6SycloHXr354BUS4fl5nXUsRmh4j4IcUp0ks0eRqVzGObM1+rMiatZ75WZUwGZq5WZUw6i/nrfJ2avzoVRgcoh/YfBRwAzAXeBLwXuDAzT2zY7l3A2kDPXGG0/KLyUWBiRFwC/Irii8p+FFdc/WAWE+j3fVF5sLbCtokxab0ormR/FvCPiPhuZr4DIDPviojXARdExKoUbegbgK/WV9r2MCYDi4idgZ0z88NQfFmJiD2A30QEmfn5ctOe+bJiTDpH/31BvwQ0Ig4D/l9EbEtxyuebaipq2zRrzzLzhShP7y2/OF4bEXdQXAhmu8y8q95Sdy7z2ObM16qMSeuZr1UZk+bM1aqMSecwf63q5Pw1/IGlfhHxMopRHntk5qMRsTJFxdgaOD+LecfeRPHrwyGZ+Zcai9s25ReVK1jwi8qGFF9UftKw3buAT1Bclfb+OsraLsakPSJiB+AVwLeA7wJzMvPtDetfRnEBh1dSnKr511oK2kbGpLnyAH8B8A/g1r4vK+W6tcp1v2P+l5W9MvPWOsraLsakcwy0L/oloBkRJzI/Ae3qq7vD4O1ZQ2xWpbgQzOczc2Z9pe185rFV5mtVxqQ9zNeqjEmVuVqVMekc5q/NdXL+asdyh4iIkykuUvGRzHwqIlahGNr/fGaeGBFLA0v0UoLlF5UqY9I+EbF0Zj4eES8FTgNeyMz9GtfVW8L2MyZVflmpMiado5MT0LotpD17aWY+HBEvycyn6i3p2GAeuyDztSpj0j7ma1XGZEHmalXGpHOYvw6sU/NXO5ZrVg7lfzEi1gUOBp4EvlAm5a8Bvkzxa9hDtRa0Jn5RqTIm7RcRKwCnAg8BVwPrAkdn5rO1FqxGxmQ+v6xUGZPO0akJaCdp0p6tB3w6M5+vtWBjgHnswMzXqoxJ+5mvVRmTgrlalTHpHOavC9dJ+asdyzXoS8L7LRtPcVXkPYCXAx8DtgfeR3HBk55qxPyiUmVMWqdZnRxgu78CLwPe2O0jaYzJyPhlpcqYdI5OSkDbyfZsdJnHDs58rcqYtI7tW5UxGT5ztSpj0jnMXxe6Xe1t2bg6XrSXlad47R4RizcsG5+ZLwCzgO8A/yr/fhw4tFeS8YiY93lsqEB3Aj+kuJrlaWWjsi7F3Gxz2l7INjMmrTdAnRxX/l05igvIEBF7AhOB13V78mlMBtZYJ5vJzAczc29gW+Ak4NxuT0CNSecYwb74Xg8k5bZno8g8tjnztSpj0nq2b1XGpDlztSpj0jnMX6vGWltmx3IbRcR0YAbwVF+jVP4K8UJEbE9RSR7NzEOAfSkmIb++tgK3kV9UqoxJ6w1SJ1+MiO2ArwErlJs/T3Fl2ptqKWybGJOBjbUDfDsYk87hvqiyPRtd5rHNma9VGZPWs32rMibNmR9UGZPO4b6oGpNtWWZ6a/ENCGBx4AfAW8ply5S3FYHxFEP69667rDXFZzowG9ihYdm48u/2FBf6WKMhbi+pu8zGZGzfhlEn31p3WY1JZ9wWUie3oxiB9Yry/i7AenWX2Zj0zs19UYmH7Vk98ey5PNZ8zZjUEF/bN2MynNiYHxiTjr25LyrxGLNt2QTUcll8Ip6NiL8BV0fEZOAiil/q5wKXUMyH8lxERLl914uIABajmH/vI5n584hYplw9KSIeBo4D/icz7wHIzMfqKW17GJP2GG6dbHhM1zImzQ2xTn4OOCEz7wbIzEvrKW17GJPO4b5ozvZsdJnHVpmvVRmT9rB9qzImVeYHVcakc7gvmhvLbZkdy23QL8k+E7gV+F/gl8CmwH9QfHDu6ZQPRjv4RaXKmLSHdbLKmDQ3lg/wrWJMOof7ojnbs9FlPKvM16qMSXtYH6uMSZX5QZUx6Rzui+bGclvmHMstFBGrRcQyDTv9UOAu4M3AFZk5G7iSovK82GkfjlbrayRKZwLHUFScQyhOk3sr8PJeSj6NSWtZJ6uMyeCGWyd7IT7GpHO4LxZkeza6jOfAzNeqjElrWR+rjMnAzA+qjEnncF8sqBvaMjuWWySKycWvAN4bxRWPAV4EvkLxS8xZZYXaEZhC8SHpCd1QcUabMWk962SVMRmYdbLKmHQO90WV7dnoMp7NWfeqjEnrWR+rjElz1scqY9I53BdV3dKW2bHcAhGxIvAh4PfAcsC+EbFi+WPLX4E3AfcCpwEfAd6XmffVVuA26paKM5qMSetZJ6uMycCsk1XGpHO4L6psz0aX8WzOuldlTFrP+lhlTJqzPlYZk87hvqjqprYseuBHgLaLiEnAesBtwK7AG4A7gPMz8/6G7RYHxmfmU7UUtM3KinMucA/F1T/vB87LzAfK9YtTNCwJvBo4ODNvqKm4bWFM2sM6WWVMmrNOVhmTzuG+aM72bHQZzyrrXpUxaQ/rY5UxqbI+VhmTzuG+aK6b2jI7lkdRRKwB/BOYkJlPNyx/C/BG4PbMPCUiNsnM6+oqZ126qeKMFmPSWtbJKmMyOOtklTHpHO6LBdmejS7jOTDrXpUxaS3rY5UxGZj1scqYdA73xYK6sS1zKoxREhFvBi4Fvgr8b0S8qm9dZv4AuApYMSIuAq6MiFXqKWn7RcQaZWMyITNvyMznypj8H7AO8LZyu00AMvPZXmhMjElrWSerjMnArJNVxqRzuC+qbM9Gl/FszrpXZUxaz/pYZUyasz5WGZPO4b6o6ta2zI7lRRSF1YHjgQ8C/w+4FvhVRGzYt135IVkLmAa8NjP/UUd5261bK86iMCatZZ2sMiaDs05WGZPO4b5YkO3Z6DKeA7PuVRmT1rI+VhmTgVkfq4xJ53BfLKjr27LM9LaIN2A8cDqwKvOnF/kI8Hdg3fL+ysDNwLS6y9ummASwOnADsA2wEvDfwH3Ahv22/S4wC5had7mNSXfcrJPGZIgxsU4ak469uS8GjY3tmfFsZTyse8akzlhbH43JwuJhfTQmHXtzXwwam65ty2ovwFi+AWsDmwHLA+cBn+i3/hPADGCJ8v7kusvc5vh0bcUxJp15s04akxHExzppTDr25r6oxMP2zHi2KzbWPWPS7vhaH43JcGJjfTQmHXtzX1Ti0fVtmVNhjFBE7Ar8EDgB+CxwNvBfEXFEw2bnA88BzwJk5pPtLmcdImLtiNgMWBZYBviPLGtIZp4MnAx8MiKWyMz7gM0zc2Z9JW49Y9J61skqYzIw62SVMekc7osq27PRZTybs+5VGZPWsz5WGZPmrI9VxqRzuC+qeqUtm1B3AcaiiHgt8CXg7Zn5p4g4HdgceC1wdUSMB84FXgdsQlGxHqmrvO1UVpzPUbzfGygqzlciYnxmfr7c7HzgCMZwxRkOY9J61skqYzIw62SVMekc7osq27PRZTybs+5VGZPWsz5WGZPmrI9VxqRzuC+qeqktc8TyyH0hM/9U/n8k8JosJtbehmKy7Y8DHwLek5lj8sMxXA0V592Z+UZgEvMrzvsj4qiIWJsiRn0Vp6sZk7ayTlYZk36sk1XGpHO4LwZleza6jGcD616VMWkr62OVMWlgfawyJp3DfTGonmjL+uY70TCUvyy8JDMfL/9fGfgRsEtm3hcRa1LMH/OSzHyszrK2U9mgrJuZM8r7KwIzMvPNEbEWcBTFr1NbAPtn5g21FbZNjEl7WCerjElz1skqY9I53BfN2Z6NLuNZZd2rMibtYX2sMiZV1scqY9I53BfN9VJb5lQYI5CZLwCPl3cDeBR4uPxwvAN4PfDRsf7hGIE/ADfCvEq0GLBKRKycmXdFxGfpkoozDMakDayTVcZkQNbJKmPSOdwXTdiejS7j2ZR1r8qYtIH1scqYNGV9rDImncN90UQvtWV2LC+izJwLPBkR90bE54EdKX6FeabmorVdL1WcoTIm7WedrDIm81knq4xJ53BfLJzt2egyngXrXpUxaT/rY5UxKVgfq4xJ53BfLFy3t2VOhbGIIiKAicAt5d/tM/P2ekvVOSJiBnAf8ytOT5z2MBhj0lrWySpjMjjrZJUx6RzuiwXZno0u4zkw616VMWkt62OVMRmY9bHKmHQO98WCur0ts2N5lETE/sC1mXlT3WXpBN1ecUbCmLSXdbLKmCzIOlllTDqH+2Jwtmejy3jOZ92rMibtZX2sMibzWR+rjEnncF8MrlvbMjuWR0lERBrMim6tOIvCmLSHdbLKmDRnnawyJp3DfdGc7dnoMp5V1r0qY9Ie1scqY1JlfawyJp3DfdFct7Zldiyrpbq14iwKYyJ1FutklTHpHO4LqR7WvSpjInUO62OVMekc7oveYseyJEmSJEmSJGlYxtVdAEmSJEmSJEnS2GLHsiRJkiRJkiRpWOxYliRJkiRJkiQNix3LkqSmIuKmiNim7nJIkiRJQ2UOK0ntM6HuAkiS6hERTzbcXRJ4DnihvP+fmblh+0slSZIkDcwcVpI6R2Rm3WWQJNUsImYBB2bmFXWXRZIkSRoKc1hJqpdTYUiSmoqIWRHxpvL/z0TE9yPiuxHxRETcEBHrRsQREfGviLg3InZseOwyEXFWRNwXEX+PiGMjYnx970aSJEm9wBxWktrHjmVJ0lDtBnwHWA74E/AziuPIqsDRwDcatp0BzAXWBl4D7Agc2MaySpIkSWAOK0ktY8eyJGmofp2ZP8vMucD3gRWB4zNzDnAuMCUilo2IlYBdgI9m5lOZ+S/gJGDf2kouSZKkXmUOK0kt4sX7JElDdX/D/88AD2bmCw33ASYDqwATgfsiom/7ccC97SikJEmS1MAcVpJaxI5lSdJou5fi6twrlCNDJEmSpE5nDitJw+RUGJKkUZWZ9wGXA/8TEUtHxLiIeGVEvLHuskmSJEnNmMNK0vDZsSxJaoV3AZOAm4FHgAuAlWstkSRJkjQ4c1hJGobIzLrLIEmSJEmSJEkaQxyxLEmSJEmSJEkaFjuWJUmSJEmSJEnDYseyJEmSJEmSJGlY7FiWJEmSJEmSJA2LHcuSJEmSJEmSpGGxY1mSJEmSJEmSNCx2LEuSJEmSJEmShsWOZUmSJEmSJEnSsNixLEmSJEmSJEkaFjuWJUmSJEmSJEnDYseyJEmSJEmSJGlY7FiWJEmSJEmSJA2LHcuSJEmSJEmSpGGxY1lSR4qImyJim7rL0QoR8dOIeHfd5WgmIp6MiLXqLocGFxFrlPtqfN1lGWsiYpuImF13OSSp10XEZyLiu4OsnxURbyr//2REnNm+0o0O89l6mM+ODeazI2c+q05ix7LUImUy/ExEPBERj0bE7yLi4IgY0/Wu2UGs/GLwmdF8nczcMDOvHM3nHExE7BERMyPi8Yh4MCJ+GRGvGIXnrXxpysydM/Nbi/rcIyjLjIg4drBtMnNyZt41gueeEhEZERNGXsLhi4grI+LAdr5mJ8jMe8p99cJoPm/5JfHJ8jYnIp5vuH/aaL6WJKkzNOSsT0bEP8t8YXLd5WqUmZ/LzJYe781nB31e89kWMp81n5XGsrY2mFIP2i0zr4iIZYA3AicDWwDvqbdYzUVEAJGZL9ZdlnaKiLWBbwN7Ab8EJgM7AqOa5EhDFRETMnNuu183M3duKMMMYHZmHtV/u7rKJ0lqmb6c9eXAz4AjgCNrLpOGwXxWncZ8VuoNY3rkpDRWZOZjmXkJsA/w7oh4NUBELBYRJ0TEPRFxf0ScFhFLlOu2iYjZEfGJiPhXRNwXEXtGxC4RcVtEPBwRn+x7jfK5vhwR/yhvX46IxRrWN45guDMidiqXXxkRx0XEb4GngbUi4j0RcUs52vquiPjPctuXAD8FVmn41XeVxvcaEStExI/LUdoPR8Svm43SjohTI+KEfssujoiPl/83nv44LiIOL8v9UEScHxEvLdd84r0tAAAgAElEQVR9KyIOKf9ftRxl8IHy/ivLMiysrZsG3J2Zv8jCE5n5g8y8Zwiv3zey4d3lfnwwIo4s1+0EfBLYp4zVnxtifmD5//4R8duIOKmM2V0R8dpy+b3lvp93muEQPzOHNHxm3lOuex/wH8AnyrL8qFkgyveydvn/jIj4WkT8pPws/CEiXjlADP+v/Pto+fxbRcTfImKT8rn+o3zuDcv7742IixYW33L9llGM+H80Iv4c5SmlEXEc8Hrgq+VrfjUKJ5Xv//GIuCHK+tbkvb40Iv43ivrySF95ynUHRcQd5efnksbPefk+Do6I28syfS0iot9j++rPzRGxcbl8lYj4QUQ8EBF3R8SHGx7zmYi4ICK+GxGPA/uXn5Njys/HExFxeUSsUG6/wIiawbYt17+r3B8PRcT/i4b6NVTl630gIm4Hbu9fhoZyjPSzPaP8PP+8fA9XRcSag5Rn9yhOMX60fN31G9bNioj/joi/RMRjEXFeRCze5DkOjYgf9Fv2lYg4eTixkaRukZn/pOhYnta3bKDjcLnuyoj4fERcUx53L475OVKzs9z6H38WL9voJyLi+ojYqFm5ot+I2Yh4XUOZ7o2I/cvlb46IP5VluTcaRiDHIDlbk9cznzWfNZ81nzWflYYiM71589aCGzALeFOT5fcA7y//Pwm4BHgpsBTwI+Dz5bptgLnAp4CJwEHAA8A55bYbAs8Aryi3Pxq4GngZsCLwO+CYct3mwGPADhQ/KK0KvKpcd2VZpg0pzmKYCLwZeCUQFCOtnwY2bijX7EHe9+eB08rnmUiRKEWT7d4A3Nu3DliufD+r9I8f8JHyva0GLAZ8A/heue4A4Efl/28H7gTOa1h3cfn/14GvD1DmtYBny/2xLTC53/rBXn8KkMAZwBLARsBzwPrl+s8A3+33fFcCB5b/71/u5/cA44Fjy/3xtfK1dgSe6CsTQ/vMHF3Gfpdy3y1Xrp8BHLuQz20Cazds/xDF52cCcDZw7gCP64vDhIZl3wYOKf8/vdw3729Y97EhxHfVsgy7UHx2dyjvr9g/luX96cB1wLIUn9/1gZUHKPNPgPMoPnsTgTeWy7cDHgQ2LstzCvB//WL04/I11qColzuV6/YG/g5sVr7+2sCaZdmvo6jPkyg+c3cB0xs+J3OAPcttlyjf253Aug33j28W74VsuwHwJPC68rVPKF+r0j71i88Cn5fy9X5O8dlbYoB9Pm9/MPzP9ozy/hvK9ScDvxmgbOsCT5Wfh4nAJ4A7gEkN7cc1wCpleW8BDu7fhgErl8+zbHl/AvAvYJN2HSu8efPmre4bC+ZcqwE3ACeX94dyHP478GrgJcAPKPMemuSM/V7rM+Xx6K1lW/7fwN3AxAG27XveNcvjxX7l45YHpjW85tSyrP8G3A/sWa7rO241zdn6ldN81ny2b5n5rPms+aw3b4Pcai+AN2/demPgjuWrKU4tjPIA8MqGdVtRjDToO1g8A4wv7y9VHvS2aNj+OuYny3cCuzSsmw7MKv//BnDSAOW8Ejh6Ie/lIuAjDeUarGP5aOBiymRukO2iPCi/obx/EPDLZvErD6LbN6xbmSKRmEDRAf4IRfJyGvCfDQfZbwEfH+L+2hI4nyKperZMCiYP4fWnlPtltYb11wD7lv9/hoUn4rc3rJtaPt9KDcseohiFMtTPTGNi9C9gy/L/GQw/ET+zYd0uwK0DPK4vDo2v/V7gkoYYHkiZyAN/Y/6PFYPF9zDgO/1e62fAu/vHsry/HXBbuT/HDfI+VwZepPyS0m/dWcAXG+5PLsszpSFGr2tYfz5weEPZPtLkObcA7um37Ajgfxs+J//Xb/2VwFEN9/8LuKxZvBey7acov9iU95cEnmdkifh2C9nn8/YHw/hsN7zeuQ3rJlOcvrt6k7L9P+D8hvvjKL4AbdPQfryjYf0XgdMa6snshnU/BQ4q/98VuHmwuHjz5s1bt93KNvNJis6QBH7B/A6KoRyHj29Yt0F5jBnfv71teK3GzuKrG9aNA+4DXj/Atn0dy0cAFw7xvX2ZMgdmITlbv8eZz5rP9i0zn52/jfms+aw3b5WbU2FI7bcq8DDFqOIlgevKU18eBS4rl/d5KOdfzOCZ8u/9DeufoThYQfFL5t8a1v2tXAawOkXH80DubbwTETtHxNXlaVOPUiRgKzR/aMWXKH5pvbw8VejwZhtlZgLnUow2gWJ0xtkDPOeawIUNcbqF4gC9UmbeSZGcTqMYTfJj4B8RsR7FaOurhlLozLw6M9+WmSuWz/MG5s8tOODrNzzFPxv+f5r5+2Uo+u9TMrPZfh7qZ6ZxrrDhlqW/RXlfVwGvj4iVKb5gng9sHRFTgGWAmeV2g8V3TWDvvnXl+tdRJNIVmflL4KsUowj+FRGnR8TSTTZdHXg4Mx9psm6BupSZT1IkjKs2bDNQXAaqa2tSTCHT+D4+yYKfoXubPG448R9o21Uanzszn6Z4PyPRrIyDGepnu/L8ZdwfZn471qj/PnqxfOxQ9lF/3wLeUf7/DuA7A2wnSd1sz8xciqKz4lXMz/uGchxuPDb8jWLk3VDzxsZ2/0VgNs3b/UYD5rURsUVE/Ko8Tf8x4OAmZRnK8cF81ny2j/nsfOaz5rNShR3LUhtFxGYUB4rfUJya9AywYWYuW96WycyRJk3/oDjY91mjXAbFAWqgucSg+NW1r4yLUZzGeAJForsscCnF6IIFtm36RMV8bodk5lrA7sDHI2L7ATb/HvDWct6pLcrXbeZeYOeGOC2bmYtn5t/L9VdRnEY5qVx2FfBuilPCZjZ/ykHfw7XADylO6xzK6w/6dMN9/UEs6mdmNMuy0OfOzDsoEqAPUYxeeJwiOXofxSlhfReJHCy+91KM8Ghc95LMPH6Q1/1KZm5CMWpqXeDQJuW9F3hpRCzbZN0CdSmKucWXpxhBsDAD1bV7KUbiNL6PpTJzl8aiD+H5R+I+itMyAYhiDsPlR/hcjWV8qvy7ZMOyl4/wefus3vdPREymOO3vH02267+PonzsUPZRfxcB/xbF3IW7MnCHgCR1vcy8imLEXd+8wQs7DkND202Rf86hyFmeouEYERHjWbDzcIHHRjGH8Go0b/cbDZbXnkMxxcLqmbkMxejfGGDbAZnPVp9uuK8/CPNZ89mRMJ8dnPmsamPHstQGEbF0ROxKMaLhu5l5Q5mEnAGcFBEvK7dbNSKmj/BlvgccFRErRnGRg08BfRc5OQt4T0RsH8WFJVaNiFcN8DyTKOaDegCYGxE7U8wd1ed+YPmIWGaA97prRKxdHhgfo/il/sVm22bmnyiSyzOBn2XmowOU6TTguL4LH5TvcY+G9VcBH2T+BTeuLO//JueP+B5QFBeAOahhP7yK4kvE1UN8/cHcD0yJhV9wZaFG4TNzP8VcaK3wAMV+7v/8ffumb6TNlf3uw+Dx/S6wW0RMj4jxEbF4FBd16UssF3hPEbFZOVppIkWi+CxNPn+ZeR/FKWNfj4jlImJiRLyhXP09ivoyrfyh5XPAHzJz1hDicCbw3xGxSRTWLt/XNcATEXFYRCxRvpdXlz82tdoFFDF8bURMojhNcdhfsvvLzAcoEt93lO/nAAb/AWsodinr4yTgGIpTpJuNKjkfeHPZpk0EDqGYC/J3w33BzHyWIkbnANdkeZEjSephXwZ2iOJCegs7DkNxHNggIpakmELigjL/uo3i4nxvLtvqoyhyzEabRMReUVw466MUbfnVDO5s4E0R8baImBARy0dE38UGl6IYwflsRGxOMYJ42MxnK8xnzWfNZ4fOfFY9xY5lqbV+FBFPUPy6eyRwIsXE/30OozjN7uoorpx7BbDeCF/rWOCPwF8oLrpyfbmMzLymfN2TKJLjq1hwdPM8mfkE8GGKA90jFAn5JQ3rb6VIVO6K4hSo/qf1rFO+jyeB31NcYORXg5T7HOBN5d+BnFyW4fIynldTjAjpcxXFF4m+RPw3FL86990niqvznjbA8z9KkXjfEBFPUpyOdyHFPFZDef3BfL/8+1BEXD/ExwxmUT4zZwEblPvtooVuPQzl6WjHAb8tn3/LclX/fdP/PgwS3zIJ24PiNLsHKOrSocw/fp1MMUrokYj4CrA0xZeVRyhOLXuI4nTWZt5JMarqVoq5+z5avuYVFHOe/YBidMQrgX2HGIfvl3E4h2KuyouAl5ZfCHelvGI787+ANv2BZjRl5k0Uo2zOpXg/T1K83+dG4ekPotgfD1FcAHTYiXA/5wCfpjhlcBPmn9K3gMz8a7nuFIpY7gbslpnPj/B1v0UxZ56nDUrqeWVHy7eBTw3hOAxF2zmDYhTn4hR5JJn5GMUcqWdSdNw8RTHVRaOLgX0ojtvvBPbKzDkLKd89FNO0HUJxvJhJcbE5ytc7uswnPkWRz46E+eyCzGfNZ81nh858Vj2l7+q1kiSpB0RxSt6jwDqZeXfd5ekTETMoLkJyVA2vvQbFF7KXl6e4SpKGICKupDgb78y6yyKpd5jPNn1t81nVwhHLkiR1uYjYLSKWjGJ+vRMozmqYVW+pOkN5Wu/HKa7gbRIuSZLUgcxnB2Y+qzpNqLsAkiSp5fagOC0uKKbM2Tc9ZanvQjb3U5xmulPNxZEkSdLAzGebMJ9V3ZwKQ5IkSZIkSZI0LE6FIUmSJEmSJEkalrZMhRERq1NcWXglIIHTM/PkiHgpcB4whWJunLdl5iMRERRXRt0FeBrYPzOvL5/r3UDfROjHZua3yuWbUFyNeAngUuAjCzstYqeddsrLLrtsFN+pJEmSNKAYjScxh5UkSVIbDZjDtmvE8lzgkMzcANgS+EBEbAAcDvwiM9cBflHeB9gZWKe8vQ84FaDsiP40sAWwOfDpiFiufMypwEENj1vo3DIPPvjgqLw5SZIkqV3MYSVJktQJ2tKxnJn39Y04zswngFuAVSkmX/9Wudm3gD3L//cAvp2Fq4FlI2JlYDrw88x8ODMfAX4O7FSuWzozry5HKX+74bkkSZIkSZIkSaOo7XMsR8QU4DXAH4CVMvO+ctU/KabKgKLT+d6Gh80ulw22fHaT5c1e/30R8ceI+OMDDzywSO9FkiRJagdzWEmSJHWatnYsR8Rk4AfARzPz8cZ15UjjQedEHg2ZeXpmbpqZm6644oqtfjlJkiRpkZnDSpIkqdO05eJ9ABExkaJT+ezM/GG5+P6IWDkz7yuns/hXufzvwOoND1+tXPZ3YJt+y68sl6/WZHtJkiQNYM6cOcyePZtnn3227qJ0lcUXX5zVVluNiRMn1l0USZKkrmL+2jojyWHb0rEcEQGcBdySmSc2rLoEeDdwfPn34oblH4yIcyku1PdY2fn8M+BzDRfs2xE4IjMfjojHI2JLiik23gWc0vI3JkmSNIbNnj2bpZZaiilTplCka1pUmclDDz3E7NmzecUrXlF3cSRJkrqK+WtrjDSHbddUGFsD7wS2i4iZ5W0Xig7lHSLiduBN5X2AS4G7gDuAM4D/AsjMh4FjgGvL29HlMsptziwfcyfw03a8MUmSpLHq2WefZfnllzcpH0URwfLLL+8oGkmSpBYwf22NkeawbRmxnJm/AQba49s32T6BDwzwXN8Evtlk+R+BVy9CMSVJknqOSfnoM6aSJEmtY67VGiOJa1sv3idJkiRJkiRJGvvsWJYkSZIkSZIkDYsdy5IkSRo1M2fO5NJLL513/5JLLuH4448f5BGL7sorr+R3v/vdoNt85jOf4YQTThh0m/33358LLrhgyK87a9YsXv1qZ2KTJEka68xhR8aOZUmSJI2a/kn57rvvzuGHH97S1xxKUi5JkiQNxBx2ZOxYliRJEgBPPfUUb37zm9loo4149atfzXnnncd1113HG9/4RjbZZBOmT5/OfffdB8A222zDYYcdxuabb866667Lr3/9a55//nk+9alPcd555zFt2jTOO+88ZsyYwQc/+EGgGE3x/ve/ny233JK11lqLK6+8kgMOOID111+f/ffff145Lr/8crbaais23nhj9t57b5588kkApkyZwqc//Wk23nhjpk6dyq233sqsWbM47bTTOOmkk5g2bRq//vWvF/o+zzjjDDbbbDM22mgj3vKWt/D000/PW3fFFVew6aabsu666/LjH/8YgBdeeIFDDz2UzTbbjH/7t3/jG9/4xmiFXJIkSYvIHLa+HNaOZUmSJAFw2WWXscoqq/DnP/+ZG2+8kZ122okPfehDXHDBBVx33XUccMABHHnkkfO2nzt3Ltdccw1f/vKX+exnP8ukSZM4+uij2WeffZg5cyb77LNP5TUeeeQRfv/733PSSSex++6787GPfYybbrqJG264gZkzZ/Lggw9y7LHHcsUVV3D99dez6aabcuKJJ857/AorrMD111/P+9//fk444QSmTJnCwQcfzMc+9jFmzpzJ61//+oW+z7322otrr72WP//5z6y//vqcddZZ89bNmjWLa665hp/85CccfPDBPPvss5x11lkss8wyXHvttVx77bWcccYZ3H333YsYbUmSJI0Gc9j6ctgJo/pskiRJGrOmTp3KIYccwmGHHcauu+7Kcsstx4033sgOO+wAFKMeVl555Xnb77XXXgBssskmzJo1a0ivsdtuuxERTJ06lZVWWompU6cCsOGGGzJr1ixmz57NzTffzNZbbw3A888/z1ZbbdX0NX/4wx+O6H3eeOONHHXUUTz66KM8+eSTTJ8+fd66t73tbYwbN4511lmHtdZai1tvvZXLL7+cv/zlL/Pmrnvssce4/fbbWXfddUf0+pIkSRo95rD15bB2LEuSJAmAddddl+uvv55LL72Uo446iu22244NN9yQ3//+9023X2yxxQAYP348c+fOHdJr9D1m3Lhx8/7vuz937lzGjx/PDjvswPe+971Re83+9t9/fy666CI22mgjZsyYwZVXXjlvXUQssG1EkJmccsopCyTvwJC/iEiSJKl1zGHry2GdCkOSJEkA/OMf/2DJJZfkHe94B4ceeih/+MMfeOCBB+Yl5XPmzOGmm24a9DmWWmopnnjiiRGXYcstt+S3v/0td9xxB1DMmXfbbbeN6ms+8cQTrLzyysyZM4ezzz57gXXf//73efHFF7nzzju56667WG+99Zg+fTqnnnoqc+bMAeC2227jqaeeGuY7kyRJUiuYw9aXwzpiWZIkSQDccMMNHHrooYwbN46JEydy6qmnMmHCBD784Q/z2GOPMXfuXD760Y+y4YYbDvgc2267LccffzzTpk3jiCOOGHYZVlxxRWbMmMF+++3Hc889B8Cxxx476Cl7u+22G29961u5+OKLOeWUUxY6R90xxxzDFltswYorrsgWW2yxQEK/xhprsPnmm/P4449z2mmnsfjii3PggQcya9YsNt54YzKTFVdckYsuumjY702SJEmjzxy2vhw2MnNUn3As2XTTTfOPf/xj3cWQJEmqxS233ML6669fdzG60gCxjWbbDpc5rCRJ6lXmr6013BzWqTAkSZIkSZIkScPiVBiSJEnqGscddxzf//73F1i29957c+SRR9ZUIkmSJGlwYzWHtWNZkiRJXePII4/s+ARckiRJajRWc1inwpAkSZIkSZIkDYsdy5IkSZIkSZKkYbFjWZIkSZIkSZI0LM6xLEmSpPm23XZ0n+9Xv1roJuPHj2fq1KnMnTuX9ddfn29961ssueSSzJ49mw984APcfPPNvPjii+y666586UtfYtKkSTz99NMcdNBB/OUvfyEzWXbZZbnsssuYPHkykydP5ve//z3vfOc7AbjnnntYZpllWGaZZVhhhRU488wz2XXXXbnmmmtYffXVufvuu1l66aXnlWfPPfdkv/3245lnnuHQQw9l1VVXnbfunHPOYYMNNhjdGEmSJGmRbPvv143q8/3qwk0Wuo05rCOWJUmSVLMllliCmTNncuONNzJp0iROO+00MpO99tqLPffck9tvv53bbruNJ598ct5FTU4++WRWWmklbrjhBm688UbOOussJk6cOO85p06dysyZM5k5cya77747X/rSl5g5cyZXXHHFvG2WXHJJpk+fzoUXXjhv2WOPPcZvfvMbdtttNwD22Wefec8zc+ZMO5UlSZIEmMOCHcuSJEnqIK9//eu54447+OUvf8niiy/Oe97zHqAYEXLSSSfxzW9+k6effpr77rtvgVEY6623HostttiwX2+//fbj3HPPnXf/wgsvZPr06Sy55JKL/mYkSZLUE3o1h7VjWZIkSR1h7ty5/PSnP2Xq1KncdNNNbLLJgqcgLr300qyxxhrccccdHHDAAXzhC19gq6224qijjuL2228f0WtOnz6d66+/noceegiAc889l/3222/e+vPOO49p06bNuz3zzDMjf4OSJEnqOr2cw9qxLEmSpFo988wzTJs2jU033ZQ11liD9773vQt9zLRp07jrrrs49NBDefjhh9lss8245ZZbhv3akyZNYvfdd+eCCy7gwQcf5E9/+hPTp0+ft77/aYRLLLHEsF9DkiRJ3ccc1ov3SZIkqWZ989M12mCDDbjgggsWWPb4449zzz33sPbaawMwefJk9tprL/baay/GjRvHpZdeyvrrrz/s199vv/045phjyEz22GOPBea5kyRJkpoxh23TiOWI+GZE/CsibmxYdl5EzCxvsyJiZrl8SkQ807DutIbHbBIRN0TEHRHxlYiIcvlLI+LnEXF7+Xe5drwvSZIktcb222/P008/zbe//W0AXnjhBQ455BD2339/llxySX7729/yyCOPAPD8889z8803s+aaa47otbbZZhtuv/12vva1ry1wCqEkSZI0HL2Ww7ZrxPIM4KvAt/sWZOY+ff9HxP8AjzVsf2dmTmvyPKcCBwF/AC4FdgJ+ChwO/CIzj4+Iw8v7h43ye5AkSep+v/pV3SUAICK48MIL+a//+v/s3Xm4HGWZ9/HvnYRFEUQWMSaERREEfUXJBQ4qEJEY0BEdlpc4AiIjLjCvO4LOCIoLbjAg4hgEwQUCgiwyKIIGxBGECCq7BGRJJgKCioDAAPf7R1ViJ9XnpE9OL9Xd38919XW6q6u7n/5VddVz7q5+6r0cddRRPP300+y222589rOfBeD222/nPe95D5nJ008/zRve8Ab22GOPlXqtCRMmsOeee3LWWWex4447LnPfmWeeyc9//vOlt0888US23377lX9jkiRJart5526z4pm6YNj6sJGZbX/Spi8UsTFwYWa+ZLnpAdwNvDYzbxtlvsnAvMzcorw9G9gpM98VEbeW1xeX812WmZuvqE3Tp0/P+fPnj//NSZIk9aGbb755pX52pxUbIdtox3Pbh5UkScPK/mtnjbUPW4eT970GuDczG0+DuElEXBcRl0fEa8ppU4CFDfMsLKcBbJCZi8vrfwA2GOnFIuKgiJgfEfPvv//+Nr0FSZIkqXPsw0qSJKlu6lBYng2c0XB7MTAtM18OfBA4PSLWavXJsjgEe8TDsDNzTmZOz8zp66+//sq2WZIkSeoa+7CSJEmqm26NsdxUREwC/glYOhBKZj4OPF5e/1VE3A68CFgETG14+NRyGsC9ETG5YSiM+7rRfkmSJEmSJEkaRr0+Yvl1wC2ZuXSIi4hYPyImltc3BTYD7iiHungoIl5Zjsu8H3B++bALgP3L6/s3TJckSZIkSZIktVlXCssRcQZwJbB5RCyMiAPLu/Zh2WEwAHYAfhsRvwbOBt6dmQ+W970X+AawALgd+GE5/Whgl4i4jaJYfXTH3owkSZIkSZIkDbmuDIWRmbNHmP72JtPOAc4ZYf75wEuaTH8A2Hl8rZQkSZIkSZIktaKnYyxLkiSpXmZcNqOtzzdvp3krnCci+OAHP8iXv/xlAL70pS/x8MMPc+SRR3LkkUdy0kkn0XjCussuu4y1116bq6++mkMPPZRFixax5pprMnnyZI4++mhe+tKXLp136623ZosttmDu3Ll885vf5LjjjgPgpptuYvPNN2fixInMmjWLLbbYgvnz57PXXntx2GGHceWVVy59jieffJIpU6Zw3XXX8bGPfYzLL7+cZz/72QA885nP5Be/+EVbspIkSdJKuuDQ9j7fm76wwlnsw1pYliRJUo+tttpqfP/73+fwww9nvfXWq9z/gQ98gA9/+MPLTLv33nvZe++9Of3009l+++0B+PnPf87tt9++tFN+880389RTT3HFFVfwyCOPcMABB3DAAQcAsPHGGzNv3rylr3fqqacC8JrXvIaFCxdy1113sdFGGwFw6aWXstVWW/H85z8fgC9+8Yvsueee7Q9CkiRJfcM+bO9P3idJkqQhN2nSJA466CCOPfbYlh9zwgknsP/++y/tkAO8+tWv5s1vfvPS22eccQb77rsvM2fO5PzzWzu384QJE9h7772ZO3fu0mlz585l9uymI7tJkiRpSNmHtbAsSZKkGjj44IP57ne/y1/+8pfKfcceeyxbb701W2+9NTNmFEN13HjjjbziFa8Y9TnPPPNM9tlnH2bPns0ZZyx/vuiRzZ49e2mn/PHHH+eiiy5ijz32WHr/Rz7ykaXt+ed//ueWn1eSJEmDZdj7sA6FIUmSpJ5ba6212G+//Tj++ON5xjOescx9zX5GuLztttuOhx56iJkzZ3Lccccxf/581ltvPaZNm8aUKVN4xzvewYMPPsg666yzwrZMnz6dhx9+mFtvvZWbb76Z7bbbbpnHORSGJEmSwD6sRyxLkiSpFt7//vdz8skn88gjj6xw3q222oprr7126e1f/vKXHHXUUUuPFjnjjDO45ZZb2HjjjXnBC17AQw89xDnnnNNyW5Yc8eEwGJIkSRrNMPdhLSxLkiSpFtZZZx323ntvTj755BXOe/DBB3PqqacuczbrRx99FICnn36as846i+uvv54777yTO++8k/PPP3/MPyX8zne+w09/+lN23333sb8ZSZIkDYVh7sM6FIYkSZKWmrfTvJ6+/oc+9H7osmIAACAASURBVCFOOOGEZaYde+yxfOc731l6+7zzzmPjjTfmzDPP5KMf/SiLFi3iuc99Luuttx6f+MQnuOKKK5gyZcrSM2AD7LDDDtx0000sXryYyZMnr7AdL37xi1ljjTXYZpttWGONNZa57yMf+Qif/vSnl96++uqrWXXVVVf2LUuSJGm83vSFnr78sPZhIzPH9QT9bPr06Tl//vxeN0OSJKknbr75Zl784hf3uhkDaYRsox3PbR9WkiQNK/uvnTXWPqxDYUiSJEmSJEmSxsTCsiRJkiRJkiRpTCwsS5IkDbFhHhatU8xUkiSpc+xrdcbK5GphWZIkaUitvvrqPPDAA3bO2ygzeeCBB1h99dV73RRJkqSBY/+1M1a2DzupQ+2RJElSzU2dOpWFCxdy//3397opA2X11Vdn6tSpvW6GJEnSwLH/2jkr04e1sCxJkjSkVlllFTbZZJNeN0OSJElqif3XenEoDEmSJEmSJEnSmFhYliRJkiRJkiSNiYVlSZIkSZIkSdKYWFiWJEmSJEmSJI2JhWVJkiRJkiRJ0phYWJYkSZIkSZIkjYmFZUmSJEmSJEnSmHSlsBwRp0TEfRFxQ8O0IyNiUUT8urzs1nDf4RGxICJujYjXN0yfVU5bEBGHNUzfJCJ+WU4/MyJW7cb7kiRJkiRJkqRh1K0jlk8FZjWZfmxmbl1eLgKIiC2BfYCtysecGBETI2Ii8FVgV2BLYHY5L8Dny+d6IfAn4MCOvhtJkiRJkiRJGmJdKSxn5s+AB1ucfXdgbmY+npm/BxYA25aXBZl5R2Y+AcwFdo+IAF4LnF0+/jTgzW19A5IkSZIkSZKkpXo9xvIhEfHbcqiM55TTpgD3NMyzsJw20vR1gT9n5pPLTW8qIg6KiPkRMf/+++9v1/uQJEmSOsY+rCRJkuqml4XlrwEvALYGFgNf7saLZuaczJyemdPXX3/9brykJEmSNC72YSVJklQ3k3r1wpl575LrEXEScGF5cxGwYcOsU8tpjDD9AWDtiJhUHrXcOL8kSZIkSZIkqc16dsRyRExuuPkW4Iby+gXAPhGxWkRsAmwGXA1cA2wWEZtExKoUJ/i7IDMTmAfsWT5+f+D8brwHSZIkSZIkSRpGXTliOSLOAHYC1ouIhcARwE4RsTWQwJ3AuwAy88aIOAu4CXgSODgznyqf5xDgYmAicEpm3li+xEeBuRHxaeA64ORuvC9JkiRJkiRJGkZRHPA7nKZPn57z58/vdTMkSZI0HKIdT2IfVpIkSV00Yh+2lyfvkyRJkiRJkiT1IQvLkiRJkiRJkqQxsbAsSZIkSZIkSRoTC8uSJEmSJEmSpDGxsCxJkiRJkiRJGhMLy5IkSZIkSZKkMbGwLEmSJEmSJEkaEwvLkiRJkiRJkqQxsbAsSZIkSZIkSRoTC8uSJEmSJEmSpDFpqbAcETMiYpPy+uSIOC0ivhkRz+ts8yRJkiRJkiRJddPqEcsnAk+V178MrAI8DczpRKMkSZIkSZIkSfU1qcX5pmTm3RExCXg9sBHwBPA/HWuZJEmSJEmSJKmWWi0sPxQRGwAvAW7KzIcjYlWKI5clSZIkSZIkSUOk1cLyV4BrgFWB95fTXgXc0olGSZIkSZIkSZLqq6XCcmZ+PiLOBZ7KzNvLyYuAAzvWMkmSJEmSJElSLbV08r6IOD8zf9dQVCYzfwd8qmMtkyRJkiRJkiTVUqtDYcwYYfpObWqHJGnYzVhuVzNvXm/aIUmSJEmSVmjUwnJELDkiedWG60tsCtzVkVZJkiRJkiRJkmprRUcsb1j+ndBwHSCBe4AjO9AmSZIkSZIkSVKNjVpYzswDACLiF5l5UneaJEmSJEmSJEmqs5bGWM7MkyJiC2AvYIPMPCQiNgdWy8zfdrSFkiRJkiRJkqRamdDKTBGxF3AFMAXYr5y8JnBMh9olSZIkSZIkSaqplgrLwKeA12Xmu4Gnymm/AV7WyoMj4pSIuC8ibmiY9sWIuCUifhsR50bE2uX0jSPibxHx6/Lynw2P2SYiro+IBRFxfEREOX2diLgkIm4r/z6nxfclSZIkSZIkSRqjVgvLzwWWDHmRDX+z+ewVpwKzlpt2CfCSzPw/wO+Awxvuuz0zty4v726Y/jXgncBm5WXJcx4G/CQzNwN+Ut6WJEmSJEmSJHVAq4XlXwH7LjdtH+DqVh6cmT8DHlxu2o8z88ny5lXA1NGeIyImA2tl5lWZmcC3gDeXd+8OnFZeP61huqS6mjFj2YskSZIkSZL6Rksn7wP+H/DjiDgQWCMiLgZeBMxsUzveAZzZcHuTiLgOeAj4t8xcMr7zwoZ5FpbToDih4OLy+h+ADUZ6oYg4CDgIYNq0ae1pvSRJktRB9mElSZJUNy0VljPzlojYAngjcCFwD3BhZj483gZExMeBJ4HvlpMWA9My84GI2AY4LyK2avX5MjMjYsQhOjJzDjAHYPr06a0O5SFJkiT1jH1YSZIk1U2rRyyTmY9GxJXA3Zl5VTtePCLeTlGs3rkc3oLMfBx4vLz+q4i4neLo6EUsO1zG1HIawL0RMTkzF5dDZtzXjvZJkiRJkiRJkqpaGmM5IqZFxH8DtwCXltP2jIhvrOwLR8Qs4FDgTZn5aMP09SNiYnl9U4qT9N1RDnXxUES8MiIC2A84v3zYBcD+5fX9G6ZLkiRJkiRJktqs1ZP3fR34L2BN4H/LaZcAu7Ty4Ig4A7gS2DwiFpZjNZ9QPt8lEfHriPjPcvYdgN9GxK+Bs4F3Z+aSE/+9F/gGsAC4HfhhOf1oYJeIuA14XXlbkiRJkiRJktQBrQ6FsS3whsx8esn4xZn5l4h4disPzszZTSafPMK85wDnjHDffOAlTaY/AOzcSlskSZIkSZIkSePT6hHL9wIvbJwQEVsCd7e9RZIkSZIkSZKkWmu1sPwl4MKIOACYFBGzgTOBz3esZZIkSZIkSZKkWmppKIzMPCUiHgDeBdxDceK8f8/M8zrZOEmSJEmSJElS/bQ6xjKZeT5wfgfbIkmSJEmSJEnqAy0VliPiOuAy4HLg8sz8UycbJUmSJEmSJEmqr1bHWP4Q8BDwfmBRRPw2Ir4SEXt2rmmSJEmSJEmSpDpqdYzlnwI/BYiIdYEPAocA7wUmdqx1kiRJkiRJkqTaaXUojF2BHYAdgQ2BK4HDKYbGkCRJkiRJkiQNkVZP3vdfwO3A54BvZeaTnWuSJEmSJEmSJKnOWh1j+TXAKcBewN0R8eOI+HhEvKZzTZMkSZIkSZIk1VFLheXM/O/M/Fxm7gpsDVwDHApc1sG2SZIkSZIkSZJqqNUxlt8C7EQxxvKLgF8BJ+AYy5IkSZIkSZI0dFodY/l9FEXkDwJXZubfOtckSZIkSZIkSVKdtVpY/mpmfm/5iRGxZ2ae3eY2SZIkSZIkSZJqrNWT9508wvQ57WqIJEmSJEmSJKk/jHrEckRsWl6dEBGbANFw96bAY51qmCRJkiRJkiSpnlY0FMYCICkKyrcvd98fgCM70CZJkiRJkiRJUo2NWljOzAkAEXF5Zu7YnSZJkiRJkiRJkuqspTGWLSpLkiRJkiRJkpZo9eR9kiRJkiRJkiQBKx5jWZKkrphxxLK35/WmGZIkSZIkqQUjHrEcES/rZkMkSZIkSZIkSf1htKEwrlhyJSJuG+8LRcQpEXFfRNzQMG2diLgkIm4r/z6nnB4RcXxELIiI30bEKxoes385/20RsX/D9G0i4vryMcdHRIy3zZIkSZIkSZKkqtEKy3+OiDdGxKbA5IjYJCI2Xf4yhtc6FZi13LTDgJ9k5mbAT8rbALsCm5WXg4CvQVGIBo4AtgO2BY5YUowu53lnw+OWfy1JkiRJkiRJUhuMNsby+4D/ADaiKEDf3mSeBCa28kKZ+bOI2Hi5ybsDO5XXTwMuAz5aTv9WZiZwVUSsHRGTy3kvycwHASLiEmBWRFwGrJWZV5XTvwW8GfhhK22TJEmSJEmSJLVuxMJyZp4LnAsQEX/NzDU78PobZObi8vofgA3K61OAexrmW1hOG236wibTJdWUJ2qTJEmSJEnqX6MNhdFoXYCImBARkyOi1ce1rDw6Odv9vMuLiIMiYn5EzL///vs7/XKSJEnSuNmHlSRJUt20WiBerRxe4jFgEfC3iDgtIp49zte/txzigvLvfeX0RcCGDfNNLaeNNn1qk+kVmTknM6dn5vT1119/nM2XJEmSOs8+rCRJkuqm1cLyV4A1gJcAzwBeCjwTOH6cr38BsH95fX/g/Ibp+0XhlcBfyiEzLgZmRsRzypP2zQQuLu97KCJeGREB7NfwXJIkSZIkSZKkNhrt5H2NZgGbZuaj5e3fRcQBND+hX1MRcQbFyffWi4iFwBHA0cBZEXEgcBewdzn7RcBuwALgUeAAgMx8MCKOAq4p5/vUkhP5Ae8FTqUofP8QT9wnSZIkSZIkSR3RamH5MWB9iuLvEusBj7f6Qpk5e4S7dm4ybwIHj/A8pwCnNJk+n+KIakmSJEmSJElSB7VaWP4GcElEHENRXN4I+AAwp1MNkyRJkiRJkiTVU6uF5c8A/wO8FXh+ef0LNDlyWJIkSZIkSZI02FoqLJdDUzQdgkKSJEmSJEmSNFwm9LoBkiRJkiRJkqT+YmFZkiRJkiRJkjQmFpYlSZIkSZIkSWPSUmE5IvYaYfqe7W2OJEmSJEmSJKnuWj1i+eQRps9pV0MkSZIkSZIkSf1h0mh3RsSm5dUJEbEJEA13bwo81qmGSZKkDpsxY9nb8+b1ph2SJEmSpL4zamEZWAAkRUH59uXu+wNwZAfaJEmSJEmSJEmqsVELy5k5ASAiLs/MHbvTJEmSJEmSJElSnbU0xrJFZUmSJEmSJEnSEisaCgOAcnzlzwBbA89qvC8zp3WgXZIkSZIkSZKkmmqpsAycTjHG8oeARzvXHEmSJEmSJElS3bVaWN4KeFVmPt3JxkiSJEmSJEmS6q+lMZaBnwEv72RDJEmSJEmSJEn9odUjlu8EfhQR5wJ/aLwjMz/R7kZJkiRJkiRJkuqr1cLyGsCFwCrAhp1rjiRJkiRJkiSp7loqLGfmAZ1uiCRpgMyYseztefN60w5JkiRJktQRLRWWI2LTke7LzDva1xxJkiRJkiRJUt21OhTGAiCBaJiW5d+JbW2RJEmSJEmSJKnWWh0KY0Lj7Yh4HnAEcEUnGiVJkiRJkiRJqq8JK56lKjP/ALwf+Fx7myNJkiRJkiRJqruVKiyXNgeeOZ4Xj4jNI+LXDZeHIuL9EXFkRCxqmL5bw2MOj4gFEXFrRLy+YfqsctqCiDhsPO2SJEmSJEmSJI2s1ZP3XcHfx1SGoqC8FfCp8bx4Zt4KbF2+xkRgEXAucABwbGZ+abl2bAnsU77284FLI+JF5d1fBXYBFgLXRMQFmXnTeNonSZIkSZIkSapq9eR931ju9iPAbzLztja2ZWfg9sy8KyJGmmd3YG5mPg78PiIWANuW9y3IzDsAImJuOa+FZUmSJEmSJElqs1ZP3ndapxtCcSTyGQ23D4mI/YD5wIcy80/AFOCqhnkWltMA7llu+nbNXiQiDgIOApg2bVp7Wi5JkiR1kH1YSZIk1U1LYyxHxCoR8cmIuCMiHiv/fjIiVm1HI8rneRPwvXLS14AXUAyTsRj4cjteByAz52Tm9Mycvv7667fraSVp+MyYsexFktQx9mElSZJUN60OhfEFiiEn3g3cBWwE/DuwFvCBNrRjV+DazLwXYMlfgIg4CbiwvLkI2LDhcVPLaYwyXZIkSZIkSZLURq0WlvcCXpaZD5S3b42Ia4Hf0J7C8mwahsGIiMmZubi8+RbghvL6BcDpEXEMxcn7NgOuBgLYLCI2oSgo7wO8tQ3tkiRJkiRJkiQtp9XC8khn0xvxLHutiog1gF2AdzVM/kJEbA0kcOeS+zLzxog4i+KkfE8CB2fmU+XzHAJcDEwETsnMG8fbNkmSJEmSJElSVauF5e8BP4iITwJ3UwyF8W/AWeNtQGY+Aqy73LR9R5n/M8Bnmky/CLhovO2RJGlYzDhi2dvzetMMSZIkSVIfarWwfChFIfmrFENQLALmAp/uULskSZIkSZIkSTXVUmE5M58APlFeJEmSJEmSJElDbMJod0bEqyLi8yPcd3REvLIzzZIkSZIkSZIk1dWohWXgY8DPRrjvcuDj7W2OJEmSJEmSJKnuVjQUxtbAj0a47xLg5PY2R5KkHpoxY9nb8zydnSRJkiRJzazoiOW1gFVHuG8VYM32NkeSJEmSJEmSVHcrKizfAswc4b6Z5f2SJEmSJEmSpCGyoqEwjgW+HhETgfMy8+mImAC8Gfgq8MFON1CSVE8zjlj29rwW75MkSZIkSf1v1MJyZp4eEc8DTgNWi4g/AusBjwNHZOYZXWijJEnqNsebliRJkiSNYkVHLJOZx0TEN4B/ANYFHgCuzMyHOt04SZIkSZIkSVL9rLCwDFAWkS/ucFskSZIkSZIkSX1gRSfvkyRJkiRJkiRpGRaWJUmSJEmSJElj0tJQGJIk9ZQnkpMkSVKPzHjLryrT5p27TQ9aIkn1YmFZktQ9FoglSZIkSRoIDoUhSZIkSZIkSRoTj1iWJEmSJElDqdkwF+BQF5LUCgvLkqT+tbJDazgkhyRJkiRJ4+JQGJIkSZIkSZKkMbGwLEmSJEmSJEkaE4fCkCSpNOOIZW87QIYkSZIkSc15xLIkSZIkSZIkaUxqccRyRNwJ/BV4CngyM6dHxDrAmcDGwJ3A3pn5p4gI4DhgN+BR4O2ZeW35PPsD/1Y+7acz87Ruvg9JkiRJktQ/5h1w5gj3bNPVdkhSP6pFYbk0IzP/2HD7MOAnmXl0RBxW3v4osCuwWXnZDvgasF1ZiD4CmA4k8KuIuCAz/9TNNyFJkiRJkgZH8+KzhWdJqlNheXm7AzuV108DLqMoLO8OfCszE7gqItaOiMnlvJdk5oMAEXEJMAs4o7vNliQNnRkzlr09z9GZJUmSJEmDrS6F5QR+HBEJfD0z5wAbZObi8v4/ABuU16cA9zQ8dmE5baTpkiQNhi4WsD2RoSRJkiRpNHUpLL86MxdFxHOBSyLilsY7MzPLovO4RcRBwEEA06ZNa8dTSpIkSR1lH1aSJEl1U4vCcmYuKv/eFxHnAtsC90bE5MxcXA51cV85+yJgw4aHTy2nLeLvQ2csmX5Zk9eaA8wBmD59eluK1ZKk1tTlKNi6tEOSWmUfVpIkSXXT88JyRKwBTMjMv5bXZwKfAi4A9geOLv+eXz7kAuCQiJhLcfK+v5TF54uBz0bEc8r5ZgKHd/GtSJI6xEKwJEmSJEn10vPCMsXYyedGBBTtOT0zfxQR1wBnRcSBwF3A3uX8FwG7AQuAR4EDADLzwYg4CrimnO9TS07kJ6mPeBI0SVK7uW+RJEmS2q7nheXMvAN4WZPpDwA7N5mewMEjPNcpwCntbqMk1Y5FEkmSJEmS1EM9LyxLkrSyHCJDkiRJkqTesLAsSVIrPEpckiRJkqSlLCxLkqSxsciuOnK9lCRJkrrKwrIkSYPAopokSZIkqYssLEuSJEmSJA2AGW/5VdPp887dZtR5Gu+XpFZZWJYkaZy6dRJBT1YoSZIkSaoLC8saHv5MXGPh+lIwB0mSJGmFPAq4d8xe6p0JvW6AJEmSJEmSJKm/eMSypFoZup/6e0TwYHP5SpIkSZIGlIVlqS4sQEnt5WdK6l+jfX79bEuSJEm1YGFZkvrQ0B3ZrfGxECdJkobUsI2/O++AM0e4Z3Dfs6TesbAsSVILLOar7/iFgiRJA6cdhfLmxWcLz5LGzsKyJEnSyhi2wm3N3+9oX/74xZAkSZLUfhaWJUkaABbOJEmSqrp1dK5HAUsaRhaWJUkjslipZgZyvaj50biSJKm/NRvCAhzGoh3MROodC8uqr5X5J9/CgNpkIAtn0rBzHyFJ6oBhOzmcJElLWFjW0LBQOODqXjCqe/skqdtWcrvo/lySpMHhFzNSf7OwLEk9ZIFksA3d8vULFLXJ0H12JEmSpD5kYVmSNJAsTKmn6l5kr3v7JEmSJNWehWWpJiyCSUPGwp4GieuzJEmjan6COfAkc5L6mYVlSWoXCyuSasQvLCWpO5oXDC0WSq3w8yP1NwvLkiRJK8HCrSRJkqR2a3ZSS6jniS0tLGug+E/+gPOIYGmlDN220W2FJEnqQ82KSb0qJNWpLZLqq6eF5YjYEPgWsAGQwJzMPC4ijgTeCdxfzvqxzLyofMzhwIHAU8D/y8yLy+mzgOOAicA3MvPobr4Xtd/QFULabcgKKyOuL/2cQz+3XePjsi90MYdR9znDtjxGeL/ulyVJUr+yUC51Rq+PWH4S+FBmXhsRawK/iohLyvuOzcwvNc4cEVsC+wBbAc8HLo2IF5V3fxXYBVgIXBMRF2TmTV15F5K0AhZkpN7zcyhJkiRJ7dPTwnJmLgYWl9f/GhE3A1NGecjuwNzMfBz4fUQsALYt71uQmXcARMTccl4Ly4No2I4ck6Q+YeFWY+H6IrXOI+2k4eCJ7Krc/kn11usjlpeKiI2BlwO/BF4FHBIR+wHzKY5q/hNF0fmqhoct5O+F6HuWm77dCK9zEHAQwLRp09r3BiQNPYsk0ij8UrBW3F71H/uwkqRuakeR26Kw2qWf1qV2tLX55w/q+EVTLQrLEfEs4Bzg/Zn5UER8DTiKYtzlo4AvA+9ox2tl5hxgDsD06dOzHc/ZVv7jLWk8VnYb4ran6yzsNViZ9a/m66zLt0HNl1W/qH0fVpI0VPqp0NdvVpRts/uXn2cYuU72Rs8LyxGxCkVR+buZ+X2AzLy34f6TgAvLm4uADRsePrWcxijTpf7mP+SdM4DFrFH1c9sl1ZqFdGl8/GdYrXA9kVaew4xIndHTwnJEBHAycHNmHtMwfXI5/jLAW4AbyusXAKdHxDEUJ+/bDLgaCGCziNiEoqC8D/DW7rwLaQws7I3LyhQu+rnY0c9tl3qpbz877iMkjcCCiKR+5LZLdVKnL+fq1Jbx6vURy68C9gWuj4hfl9M+BsyOiK0phsK4E3gXQGbeGBFnUZyU70ng4Mx8CiAiDgEuBiYCp2Tmjd18I1Ld9G1hRZKfX0nqE4P0j6EGg+ukBk2ditOD9vkatPfTLSvKrU7rbDf0tLCcmT+nONp4eReN8pjPAJ9pMv2i0R43EDySSZKkrrPQL0mqgzqdTM2ClNQ5w1aYbIWZ1Fevj1iWxsx/8KX283OlOnK97A1zl7rPf5jHzpNX9T+L0/1t0LZb/bQ+Ns8eGvPvp/czjAbp82NheRB4JPP4dDG/tv+z7rIfF8dslvpXX6/PbrulgTFI/xhqMKxonXSdlVZenX41oKp2bP9cPmNnYXnQdfOf15V5rX7+57pLba9NMbqfl9UQ6etimwaa6+Y49fE22GWvYTdo/6QO2vvRyrFALfW/unyO+22/Upfc6sLCci+M8s+h/3zVTB//Iy9J/cJ9X2Glc3BfJUkd45AbnWNxRnXi+iitHAvLfcR/vCVJkiTVWSuF2H47Oq0dVvSe65RJO9pSp/cj1Um3CtidGrYD/CxrWRaWB4AFZ7VNu4968yg6Sapwvy2pn9XlqL5WTl7V/69j8WZFLGBLaie3xWNnYVlt4z/KpX4+GaAkSZLaqlv/pFpgqzeLFdLg8wjfleP2sb9ZWB5woxYeu1UArfmY0nVoQz8wJ0mShlsrhUt/Ql9v3ci2lSN8LSIMvm79DN91Seqcbv1iQ/3NwnIPWKDrH6Mtq35djv3abkkaZoO4P9Jw8mguqf4s1kqSWmVhWdL41PyIdEmS1B4Wm9RNHv0uj5ZUv3Gd1TCysCy1WT8XU/u57ZIkqffaUXyuUwG7nwqTreS2onn66f22ok7rkiQNom4Nk6X6srA8xLpVRLRYKUmSJKjX0Vz+o1tvFoUlSao/C8uq6tZJ/TQQ/OJAkiR1WzuKwu04wnfQDNv7lSSNj/tSWVjW2Fh0liRJkjQgPHJdkqSVZ2FZkiRJUl/x6CdJkqTes7CsCoc2kCRJUj9rdhQqeCSqqvySQpKklWdhWWNi0VmSJEl1V6eTBEqSJA2qCb1ugCRJkiRJkiSpv1hYliRJkiRJkiSNiYVlSZIkSZIkSdKYWFiWJEmSJEmSJI2JhWVJkiRJkiRJ0phYWJYkSZIkSZIkjclAFZYjYlZE3BoRCyLisF63R5IkSZIkSZIG0cAUliNiIvBVYFdgS2B2RGzZ21ZJkiRJkiRJ0uAZmMIysC2wIDPvyMwngLnA7j1ukyRJkiRJkiQNnMjMXrehLSJiT2BWZv5LeXtfYLvMPGS5+Q4CDipvbg7c2tWGtm494I+9bkTNmEmVmXSeGTdnLlVmUmUm9eGyqOpFJn/MzFkr88A+6cO6njVnLlVm0nlmXGUmzZlLlZnUh8uiuW7nMmIfdlIXG1ELmTkHmNPrdqxIRMzPzOm9bkedmEmVmXSeGTdnLlVmUmUm9eGyqOq3TPqhD9tvmXaLuVSZSeeZcZWZNGcuVWZSHy6L5uqUyyANhbEI2LDh9tRymiRJkiRJkiSpjQapsHwNsFlEbBIRqwL7ABf0uE2SJEmSJEmSNHAGZiiMzHwyIg4BLgYmAqdk5o09btZ41Pqnjj1iJlVm0nlm3Jy5VJlJlZnUh8uiykzaz0ybM5cqM+k8M64yk+bMpcpM6sNl0VxtchmYk/dJkiRJkiRJkrpjkIbCkCRJkiRJkiR1gYVlSZIkSZIkSdKYWFgeYBERvW6D+oPrinrB9U6tcl1Rnbl+tp+ZqhWuJ+oV1z21ynVFddau9dPC8oCJiA0j4gUAmZluyAoR8cqImNXrdtRJRKwXEc+GpeuK24M2M9Mqt1FVbp+acxtVHxGxSq/bUDcR8YKImA5uy9rF/UOV+4cq9w3dYa5VbqOq3EY153aqPuzDVnWiD+sKPkAiYjfgh8BXI+KH4E4PICJeD3wN+ONy04c2l4jYFbgIOCkizgbIzKd726rBUm4rwgAAFoJJREFUEhGvBd4aEc/pdVvqwm1Uldun5txG1UdE7AJ8NCI26XVb6iIi3gD8APhiRFwFbsvGy/1DlfuHKvcN3WEftsptVJXbqObcTtWHfdiqTvVhLSwPiIh4OXA08M7MnAX8OSLWhmJF6WnjeigidgK+C7wjM+dHxDOXfGiGtTMQETOAY4GPA+8EnhURh/W2VYMlIl4FXArsD8y0Y+42qhm3T825jaqPiNiO4p+jbYA97JhDRGwFfBp4W2bOAO6LiE1heLdl4+X+ocr9Q5X7hu6wD1vlNqrKbVRzbqfqwz5sVSf7sBaWB8fTwLzMvDIipgKvpfgW4ryIeCYM37eH5ftdD7gDWCUingV8C/hWRJwbEasP044vCqsBWwKHZ+YlmfkX4GRgzd62bnBExCTgOcD/Bb4OvBGY1dgxH5Z1bjluoxq4fapyG1VLCewH/AcwBdi7sWM+TOtng4eB64D7I2Jd4FXAZyLiR2WHfVhzGQ/3Dw3cPyzLfUP32IcdkduoBm6jqtxO1ZJ92KqO9WEtLA+Ox4EtIuIrwM+AY4D3A/8LnAvD941q+X5/SPGtzOeAO4H/Bv6NooMwVLlk4XHgbODqho3GH4BX9q5lgyUzn6Q40uOizDwb+BGwK7BbRKxTzjMU69xy3EY1cPtU5TaqfjLzauC8zLwcuBDYANhnyI/6eITiM/pZis/s0Zk5G7iJ4iilofrcton7hwbuH5blvqF77MOOyG1UA7dRVW6n6sc+bFMd68NOalcL1X0RsSPFtwzXAVcBBwKTgXWAEzPzEWCviLgoItbPzPt719ruiYiNMvMugMx8JCJ+AjwDWDczTyzn+b/AORGxVmY+1MPmdkUUP2t7JXArcF1mLmq4+2/As8r5/gWYlpmf6H4r+1v5eXw1cC1wW2YuAMjM70ZxwobXU/zc5OXAczLz8N61tjvcRlW5fWrObVR9RMRMiu3VzcC1mXktQGb+pNyW7QrsEhEbUXyW39OzxnZJmclM4BbgcuBgYGOKf6LPB8jMD0bEjyNis8y8rVdt7RfuH6rcP1S5b+gO+7BVbqOq3EY153aqPuzDVnWrD+sRy30qioHITwHWoPjwnAO8MDOvofgmYptyvr2B5wJP9KipXRURbwJ+HxH/vmRaueM/j+InXUu8FViX4icSAy0i3kjx3qcCuwMHRsTqDd+k3gH8JiL2Ag6i+KZVY9DweXwmsAswJ4qxxwDIzG8D3wa+BPwrcFYPmtlVbqOq3D415zaqPiJiB+AEYCHF5/LscvkAkJmXAN8A9qX4eeFJvWhnNzVksojiaJeLgZmZeSuwANgmirO/v6W8/089a2yfcP9Q5f6hyn1Dd9iHrXIbVeU2qjm3U/VhH7aqq33YzPTShxfgfcCh5fW1gLcBNwIvoxgP6waKTsB1wEt63d4uZfJc4DTgcOBXFOMbLT/PBIqNyQ3AVr1ucxcy2QyYD2xb3t4ZuARYp2GedSl+EnET8OJet7kfL6N8HndqmOctwF+BLXvd3h5nMpTbKLdPI+biNqpGF4qO9pcbbv8jRSfzDQ3T3kLxj/WwbMtGymRHYDrFT8XPBq4BXtrr9vbDxf1DJQ/3D9X3676he1nbh209E7dRbqMa37PbqRpd7MOOKZO292EdCqN//Q14BUAWPzP5Tnl4/xeAN1OcdGES8KfMvLtnreyu+4GvZ+YvIuJs4PyIIDM/1zDPWhTfKO6VmTf3pJXd9XuKAet/C0t/BvKvFB2jeeU8j1McffCJzPxdT1rZ/5p9HgEOj4i7M/MOisHyt8vMm3rXzK5yG7Ust0/NuY2ql/spfhoIQGb+ICL2BY6JiEWZ+WuKn3pOH6J1tFkm+wNzKP6JfDuwOvBEZv5PT1rYf9w/LMv9Q5X7hu6xD1vlNmpZbqOacztVL/Zhq7rWh42ycq0+ExGrUnyzcElmfrictg7wGeD0zLyil+3rtoiIXG5ljojNKMaN+U5mfjYiXkfxbeEfMvPpXrSzmyJiQuP7jIiJmflURHwf+Ga5YdmWIpMnM/OxnjW2z43yefwUcGZmXtFsHR1kbqP+zu1Tc26j6qf83F4K3JSZ726Y/sly2pk9a1yPjJLJUcANw5jJeLl/+Dv3D1XuG7rLPmyV26i/cxvVnNup+rEPW9XNPqxjLPehcsP1BMXg49tFxDEAmfkgxTLdppft64UmO7xJWQw8vjuwR0RcDBwPrDIsO7wm73PJ5/0eYHFE/CPweWBNd3YrbwWfx1UoP49D1iF3G9XA7VNzbqPqpfwn6QmK8SR3iIivN4wR+Axgq961rjdWkMlqDGEm4+X+YVnuH6rcN3SPfdgqt1HLchvVnNuperEPW9XtPqxHLPeZJd8alhv1JyNiA+AC4HcUh7q/EXjjsP3UoiGXZt+qfpLi7Jc7ZeYNvWlh942USUR8gmJ8oSeAf8nM63vWyD635NtqP49/ZyZVDZm4fWowUi5uo3onIlbLzMcjYnWKkxX9keIEPNsCe+Tw/HRwKTNpH/uwVfZfq+y/dof9tSozqbIP25x92Pqxv1bVzUwcY7nmImJ7YHPgFuD2zLwvIlbJzP+NiO2A5wGvAvagGNvopGHY2a0gl+nAyzLz5Ih4IbAFsPOg7/BayOTlmXkSxXqyJcWg9bf3sMl9JyJ2ptgQ3wn8d2beHRGrZuYTw/p5NJOqFWQylNsnaCkXt1FdEhEbA/dm5t8apkXZ+dyR4oQ0bwK2p/gMf6Y8QmlgmUn72Yetsv9aZf+1O+yvVZlJlX3Y5uzD1of9tao6ZOJQGDUWEW8Evk6xIswCTo6ITcqO1mvK+x7PzCcz88zMPGkYvolpIZdvUGz0AW4H3pmZv+lJY7tkjJl8nOKsn+7sxiAiXgucSPHTwJcDP46Il5Ydih0oBsEfqs+jmVStIJPXACczZNsnGHMubqM6KCLeBNwBvCci1lwyvTxC8BXAMcD9mflUZl6Rmd8bgg65mbSZfdgq+69V9l+7w/5alZlU2Ydtzj5sfdhfq6pLJg6FUVNRnHn2ROCszPxpRGwEfJviKPN9KL4Jm5SZFy7/E4xBNsZcJmbmUz1sbleMMZNVMvN/e9jcvhURHwTWzsxPlLf/Ffh3YEdgMrBGFidqGKbPo5ksZwyZDMX2aYkx5OI2qoMiYl2Ks9r/EXgxcAnFSWYeLu9/I/BIZs4bls+tmbSffdgq+69V9l+7x/5alZlU2Ydtzj5sPdhfq6pTJg6FUV8TKDZU/wD8NDPviohfAGsDnwQOWrLhGoYPTYOx5DIsO7yxZOLObowaNsL3ABstmZ6ZX4li/PvTgVmZee8Q7cTMZDkrkclQbJ9WIhe3UZ31EPC1zJwfxU83vwBkRHw7M/+SmRfC0pPzPNnTlnaPmbSffdgq+69V9l87zP5alZlU2Ydtzj5s7dhfq6pNJg6FUTMR8byI2KBc8IcB+0TECRFxIsW3EF+k+ELg2b1sZ7eZS5WZdEdDh/JnwGsj4nBY2tn4CnA5MH25eQeamVSZSXPmUi/lPz3XltfnAx8F/gnYDyAido2IyUPUITeTNrJfUmUmVWbSPe6Dq8ykykyaM5d6sb9WVadMLCzXSETsAXwPOD8iPkbxjf1MijFTbgLeksV4PWsCU3vW0C4zlyoz6bxyQ3z8ktuZeS+wO/CvEXF4QwdiEvCCXrSx28ykykyaM5f6WH5ZAFFOn5CZ11B0QneJiO8DXwWe0YNmdpWZtJ/9kiozqTKT7nAfXGUmVWbSnLnUh/21qrpm4hjLNRHF+CiXAu8AngReB2wFnJuZ/9Uw337AoRRnYL23F23tJnOpMpPOi+IM5WcD/wPckplva7hv0/K+X1B0KHYA/ikzb+lFW7vFTKrMpDlzqY+RlkWU4yOWR91kRBwDvA14bQ742d3NpP3sl1SZSZWZdIf74CozqTKT5sylPuyvVdU5E49Yro+JFGOk/D4zrwfmUvy84h+jOBMpEfE6YF/grUPU0TKXKjPpvDWAI4FXAatFxOlL7sjMOyjOXP4D4LcUR9cMQ4fCTKrMpDlzqY+my6LsfE4sO59TgCnAzEHvkJfMpP3sl1SZSZWZdIf74CozqTKT5sylPuyvVdU2E49YrpGIOI5iZXlfZj4SEc+nGB/licw8JiLWAp4xbB0tc6kyk86LiLUy86GIWAf4T+CpzJzdeF9vW9h9ZlJlJs2ZS32sYFmsk5kPRsQamflIb1vaPWbSfvZLqsykyky6w31wlZlUmUlz5lIf9teq6pqJheUaiGI8lKcj4kXAu4GHgc+XHa6XA/9B8TOLB3ra0C4zlyoz6Y2IWA/4GvAAcBXwIuBTmflYTxvWQ2ZSZSbNmUt9NFkWmwNHZOYTPW1YD5nJ+NgvqTKTKjPpHffBVWZSZSbNmUt92F+rqlMmFpZ7ZEkHa7lpE4F/oBgc/nnAB4CdgYMofmox8N+OmUuVmXRes4xHmO9W4LnAjpn52863rHfMpMpMmjOX+nBZVJlJ+9kvqTKTKjPpDrdxVWZSZSbNmUt9uCyq+ikTx1jugSjGD3tTRKzeMG1iZj4F3Al8G7iv/PtB4CPD0NEylyoz6bwRMp5Q/p0cEWuW198MrAK8egh2YmayHDNpzlzqw2VRZSbtZ7+kykyqzKQ73MZVmUmVmTRnLvXhsqjqt0wsLHdZRLweOBV4ZMlPKMpvIp6KiJ2BY4E/Z+aHgH0ozuR4bc8a3CXmUmUmnTdKxk9HcSKZrwLrlbM/AeyamTf2pLFdYiZVZtKcudSHy6LKTNrPfkmVmVSZSXe4jasykyozac5c6sNlUdWXmWSmly5cgABWB84B9iinPbu8rE9xpuSrgL163VZzMZNBv4wh4z173VYzMZO6XcylPheXhZnULNOh6ZeYiZn0Qc5Ds40zEzMxl/67uCwGK5NJqCuyWCsei4i7gKsi4lnAeRQ/A3sSuIBiTJTHIyLK+QeeuVSZSeeNNeOGxwwsM6kyk+bMpT5cFlVm0n72S6rMpMpMusNtXJWZVJlJc+ZSHy6Lqn7OxMJylyzXgfoGcAvwTeCnwHTgnylWnrvrsnJ0g7lUmUnnmXGVmVSZSXPmUh8uiyozaT8zrTKTKjPpDnOuMpMqM2nOXOrDZVHVz5k4xnKHRcTUiHh2w4L/CHAH8Abg0sxcCFxG8Q3E03VbQTrFXKrMpPPMuMpMqsykOXOpD5dFlZm0n5lWmUmVmXSHOVeZSZWZNGcu9eGyqBqETCwsd1AUZ2i8FDgwIpYMrv00cDzF4ewnl4ewzwQ2plhRBp65VJlJ55lxlZlUmUlz5lIfLosqM2k/M60ykyoz6Q5zrjKTKjNpzlzqw2VRNSiZRA2L3QMhItYH5gJ3AwuBe4EzM/P+8v7VKVaWBF4CvDszr+9Rc7vGXKrMpPPMuMpMqsykOXOpD5dFlZm0n5lWmUmVmXSHOVeZSZWZNGcu9eGyqBqkTCwsd0hErApsDvwOeCOwA7AAOCsz722Yb3VgYmY+0pOGdpm5VJlJ55lxlZlUmUlz5lIfLosqM2k/M60ykyoz6Q5zrjKTKjNpzlzqw2VRNUiZOBRGm0XEtHIFmZSZ12fm45l5DvAzYDNg73K+bQAy87E6ryDtYi5VZtJ5ZlxlJlVm0py51IfLospM2s9Mq8ykyky6w5yrzKTKTJozl/pwWVQNYiYWltsoIt4AXAScAHwzIrZYcl+5olwOrB8R5wGXRcTze9PS7jKXKjPpPDOuMpMqM2nOXOrDZVFlJu1nplVmUmUm3WHOVWZSZSbNmUt9uCyqBjaTzPQyzgsQwIbA9cBOwAbAh4HFwFbLzfsd4E7gpb1ut7mYySBezNhMzMRcBuHisjATMzWTulzMxJzNpD4XMzGXul9cFsOXSc8bMCgXYCIwB5jC38eufh+wCHhReXsycBOwda/bay5mMsgXMzYTMzGXQbi4LMzETM2kLhczMWczqc/FTMyl7heXxXBl4sn7xikiXgg8B7gDOBH4VWZ+oeH+Q4Etgfdk5t8i4lmZ+XBvWts95lJlJp1nxlVmUmUmzZlLfbgsqsyk/cy0ykyqzKQ7zLnKTKrMpDlzqQ+XRdUwZDKp1w3oZxHxRuCzwJ8oDmn/LnB8REzMzM+Vs50FHA48BtBvK8jKMJcqM+k8M64ykyozac5c6sNlUWUm7WemVWZSZSbdYc5VZlJlJs2ZS324LKqGJRMLyyspIrYHvgi8NTOvi4g5wLbA9sBVETERmAu8GtgGWJtiZRpo5lJlJp1nxlVmUmUmzZlLfbgsqsyk/cy0ykyqzKQ7zLnKTKrMpDlzqQ+XRdUwZeJQGCupXElelJmnlrfXB07NzDdExKbAv1F847Ad8PbMvL5nje0ic6kyk84z4yozqTKT5sylPlwWVWbSfmZaZSZVZtId5lxlJlVm0py51IfLomqYMrGwvJLKbxfWyMyHyuuTgR8Au2Xm4ojYiGIQ7jUy8y+9bGs3mUuVmXSeGVeZSZWZNGcu9eGyqDKT9jPTKjOpMpPuMOcqM6kyk+bMpT5cFlXDlMmEXjegX2XmU5n5UHkzgD8DD5YryNuAjwGr9PsKMlbmUmUmnWfGVWZSZSbNmUt9uCyqzKT9zLTKTKrMpDvMucpMqsykOXOpD5dF1TBl4hHLbRQRpwKLgZn0+aHs7WQuVWbSeWZcZSZVZtKcudSHy6LKTNrPTKvMpMpMusOcq8ykykyaM5f6cFlUDWomFpbbICICWAW4ufy7c2be1ttW9Z65VJlJ5/3/9u6eRe4qDOPwfa8vhYgvoIjaCIqNlZ9AC0kh2FuJRcDW1k7EwkasLQRBCyF+gYidpYWFxDqwhMUgWKiImHAsssLAGWX/MDv/yea6qhmYhWd/p5jDwzCj8UyTmSbb6XI4nMVMk93TdKbJTJP90HmmyUyT7XQ5HM5idtGbWCzvUNu3k3w/xri29iyHRJeZJudP45kmM0220+VwOIuZJrun6UyTmSb7ofNMk5km2+lyOJzF7KI2sVjeobYdgk50mWly/jSeaTLTZDtdDoezmGmye5rONJlpsh86zzSZabKdLofDWcwuahOLZQAAAAAAFjlaewAAAAAAAO4uFssAAAAAACxisQwAAAAAwCIWywAAAAAALGKxDMBWba+1fXXtOQAA4KzcYQH25/61BwBgHW1/33j6UJK/ktw+ff7OGOOl/U8FAAD/zR0W4HB0jLH2DACsrO31JJfHGN+uPQsAAJyFOyzAunwVBgBbtb3e9rXTx++3vdL2y7a/tf2x7Ytt32t7s+1x20sbf/to28/anrS90fbDtvet998AAHAvcIcF2B+LZQDO6o0kXyR5PMkPSa7mzvvIs0k+SPLpxms/T3IryQtJXk5yKcnlPc4KAACJOyzAubFYBuCsvhtjXB1j3EpyJcmTST4aY/yd5Kskz7V9rO1TSV5P8u4Y448xxs0knyR5c7XJAQC4V7nDApwTP94HwFn9vPH4zyS/jDFubzxPkoeTPJPkgSQnbf99/VGS430MCQAAG9xhAc6JxTIAu3acO7/O/cTpJ0MAAODQucMCLOSrMADYqTHGSZJvknzc9pG2R22fb/vK2rMBAMA27rAAy1ksA3Ae3kryYJKfkvya5OskT686EQAA/D93WIAFOsZYewYAAAAAAO4iPrEMAAAAAMAiFssAAAAAACxisQwAAAAAwCIWywAAAAAALGKxDAAAAADAIhbLAAAAAAAsYrEMAAAAAMAiFssAAAAAACzyD/fU0hvczn99AAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<Figure size 1440x720 with 4 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "#histogram + political orientation\n",
    "fig, axes = plt.subplots(2, 2, figsize=(20, 10),sharey=True)\n",
    "plot_histogram(\n",
    "    axes[0][0], \n",
    "    dfClinton[dfClinton[\"political_label\"] == \"Democrat\"], \n",
    "    [repred,repgreen],\n",
    "    \"Democrat's view: Sentiment in tweets concerning Clinton only\",\n",
    ")\n",
    "\n",
    "plot_histogram(\n",
    "    axes[0][1], \n",
    "    dfClinton[dfClinton[\"political_label\"] == \"Republican\"], \n",
    "    [demblue, demorange],\n",
    "    \"Republican's view: Sentiment in tweets concerning Clinton only\",\n",
    "    #legend=True\n",
    ")\n",
    "\n",
    "plot_histogram(\n",
    "    axes[1][0], \n",
    "    dfTrump[dfTrump[\"political_label\"] == \"Democrat\"], \n",
    "    [repred,repgreen],\n",
    "    \"Democrat's view: Sentiment in tweets concerning Trump only\",\n",
    "    legend=True\n",
    ")\n",
    "\n",
    "plot_histogram(\n",
    "    axes[1][1], \n",
    "    dfTrump[dfTrump[\"political_label\"] == \"Republican\"], \n",
    "    [demblue, demorange],\n",
    "    \"Republican's view: Sentiment in tweets concerning Trump only\",\n",
    "    legend=True\n",
    ")\n",
    "\n",
    "\n",
    "fig.tight_layout()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "445e6e32-846b-4f2b-96f5-5c8f0db5acf9",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 729
    },
    "id": "445e6e32-846b-4f2b-96f5-5c8f0db5acf9",
    "outputId": "b72c6b86-17e8-45a5-8d05-3d92e0d4a188"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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qgEnAIRHRPYoLF1a21ZgBrBVNXCCodCIwMiK+W/c+RsSAiGjYJ3FpzKDoQ1dnScciSVK7M5et+rjaJZetVLbh+CFwQUQMj4gVo2i5cS3F2XlXAERxMeUhUVzIsAfwLYrc7KmWH+pi7iu3NQa4JouWaEurYW7UKsqc8f+A08oz5LakbDUHUL42O5T517vAXBr/XHwEWImySB1FC5E9G1nvh+VrvQtFn+LrKvLWMyNitfLLkRMoPqtQ5Ky7RsRGZW76vQbbbPa1ycw/A3cCN0bEJ6O4wN9qUVx872vNvkBLNgPYoMz3qeJYJLUCi8qS6txDMVvz/oqx+8qxliTil1Ikh/cCz1MkPN9sYt3NKL6xnkMxi+GXmTm+7CH203JsBrAt5ayTOllc4OEfFAn7fUvaZgvib1SZBJ1C8c3/qxQXdTuomfUnUsyM+QVFi4JnadkFy04GGjvd7+0ormpcdzuh3N/9wKcpZtA+XZ7qdjtwN0USvyPFN/UXZuZrFbeby9gObkFsdW4oY7yriZ5uf2gQ641NbOe68uesiPjHUsTRpCz6C36T4kI0r1J8Ll6nKIRCcUG5yRExh+KifQeVf5g2dB5F7+A3KC4kc3sj61wBXEZxKl0P4Lgyhqco/mC8oHz+f1Jc/K7uD5pvlWNvU5yS+fuK+J+k+CPwuShOPV3slNMsLpz46fL2XES8SfFH063NvzpV+RFwcrnv/6riWCRJ6ijmss3ogFy2cltnU5yFdw7FRan/TjETelgW/Z2heB1+y4dnee0BfL5s07FMMjMpCvcbs3jrCyh6S89pcBvSxOZOA8aWudGByxpbA6MpZty/RvEZvJoPc9bVKQr9b1G0cZhF0SplEVlc++M4ioLqWxQXs765wWqvlcteoZgYclSZc0LxWX+X4ozG+ymuwXJpue07gXHAo8DDwC0Ntvtz4ICIeCsizm/iGA+gyFHHUXxp8jgwmOIzvyz+AkwGXouIN5Z0LJJaR2SzPf8lqXZFxKUUpzOevMSVJepPtXwb2KwFp8FKkiS1OnNZNScizgI+lpktblUnSe2hqQvxSFJNK0+b258Pr2gtNSoi/pOiX19QzJB5DJjWkTFJkqSuzVxWDZUtLz5CkasOobig9BEdGpQkNcP2F5I6nYj4H4pTpX7ibFNVYV+K0/teoTil9KD0NB1JktRBzGXVhNUo+iq/S9Ee4qfATR0akSQ1w/YXkiRJkiRJkqSqOVNZkiRJkiRJklS1Lt1Tefjw4Xn77bd3dBiSJEnqOmJZnmz+KkmSpHbWaP7apWcqv/HGGx0dgiRJklQ181dJkiTVgi5dVJYkSZIkSZIktYxFZUmSJEmSJElS1SwqS5IkSZIkSZKq1qUv1CdJktSVzJs3j+nTpzN37tyODmW516NHDzbYYANWXHHFjg5FkiSpUzOHbR8tzV8tKkuSJHUR06dPZ7XVVmOTTTYhotGLOKsVZCazZs1i+vTp9OnTp6PDkSRJ6tTMYdve0uSvtr+QJEnqIubOnctaa61lMt7GIoK11lrL2TSSJEmtwBy27S1N/mpRWZIkqQsxGW8fvs6SJEmtx9yq7bX0NbaoLEmSJEmSJEmqmkVlSZIkSZIkSVLVLCpLkiSp1ey+++5MnDgRgM997nO8/fbbvP322/zyl7+sX+eVV17hgAMOWKrtjxw5kuuvv76q/Tdlk0024Y033qh6n5dddhmjR4+uen1JkiR1HuavS8eisiRJktrErbfeSq9evRZLytdff/1mE2tJkiSpI5i/Vs+isiRJkpo0bdo0ttxyS77yla+w1VZbccABB/Dee+9x1113MWjQILbddlu+9rWv8cEHHyz23LoZFSeddBJTp05l4MCBfPe732XatGn069cPgAULFvBf//Vf9OvXj/79+3PBBRcAcPrppzNkyBD69evHqFGjyMymg3zqqQ9v770H06YBcPTRRzN48GC22WYbTj311EWecvbZZ7Ptttuy/fbb8+yzzwIwc+ZMvvjFLzJkyBCGDBnCX//611Z4BSVJktSeOkX+2oTOlL9aVJYkSVKznnrqKY455himTJnC6quvzrnnnsvIkSMZN24cjz32GPPnz+eiiy5q8vk//vGP2XTTTZk0aRI/+clPFlk2ZswYpk2bxqRJk3j00Uf5yle+AsDo0aOZMGECjz/+OO+//z633HJLi+M+88wzmThxIo8++ij33HMPjz76aP2ynj178thjjzF69Gi+/e1vA/Ctb32L448/ngkTJnDDDTdwxBFHtHifkiRJ6njmr23PorIkSZKateGGG7LzzjsD8NWvfpW77rqLPn36sPnmmwMwYsQI7r333qXa9p///Ge+8Y1vsMIKKwCw5pprAjB+/Hh22GEHtt12W/7yl78wefLkFm/72muvZbvttmPQoEFMnjyZJ554on7ZwQcfXP/zgQceqI9l9OjRDBw4kH322YfZs2czZ86cpTouSZIkdRzz17a3QrvsRZIkSZ1WRCzyuFevXsyaNavN9jd37lyOOeYYJk6cyIYbbshpp53G3LlzW7SN559/nnPOOYcJEyawxhprMHLkyEW2UXlMdfcXLlzIgw8+SI8ePVrnQCRJktQhzF/bnjOVJUmS1KwXX3yxfjbEVVddxeDBg5k2bVp9L7crrriC3Xbbrcnnr7baavzrX/9qdNkee+zBxRdfzPz58wF4880365Pntddemzlz5izVRVFmz57NqquuSs+ePZkxYwa33XbbIsvHjRtX/3OnnXYCYM8996zviQcwadKkFu9XkiRJHc/8te05U1lLNnTooo/Hj++YOCRJUofYYostuPDCC/na177G1ltvzfnnn8+OO+7Il770JebPn8+QIUM46qijmnz+Wmutxc4770y/fv347Gc/y7HHHlu/7IgjjuDpp5+mf//+rLjiihx55JGMHj2aI488kn79+vGxj32MIUOGtDjmAQMGMGjQILbccstFTn+s89Zbb9G/f39WWmklrr76agDOP/98jj32WPr378/8+fPZdddd+dWvftXifUuSJKljmb+2vViaKxG2eCcRlwJ7A69nZr9ybBywRblKL+DtzBwYEZsAU4CnymUPZuZR5XM+CVwGrAzcCnwrMzMi1gTGAZsA04ADM/OtJcU1ePDgnDhxYisc4XLOorIkScuFKVOmsNVWW7XoOdOmTWPvvffm8ccfb6OoWsFTTy0+tsUWi4+1syZe72hs3WqZv0qSpK6mpTlsp8hfa1RL8tf2an9xGTC8ciAzv5yZAzNzIHAD8H8Vi6fWLasrKJcuAo4ENitvdds8CbgrMzcD7iofS5IkSZIkSZJaWbu0v8jMe8sZyIuJorP0gcCnm9tGRKwHrJ6ZD5aPLwe+ANwG7AvsXq46Frgb+O9lj1ySJKlr22STTWpylsd+++3H888/Xzz44AMAzvrOd9hrl106MCpJkiR1tE6Rv5bOOuss9tprrw6KaNnUQk/lXYAZmflMxVifiPgnMBs4OTPvAz4OTK9YZ3o5BrBuZr5a3n8NWLeNY5YkSVIHuvHGGz980Fj7C0mSJKmGLJK/Lgdqoah8MHB1xeNXgY0yc1bZQ/n3EbFNtRsreyw32Sg6IkYBowA22mijpQxZkiRJah/mr5IkSao17dVTuVERsQKwP8VF9gDIzA8yc1Z5/2FgKrA58DKwQcXTNyjHAGaU7THq2mS83tQ+M3NMZg7OzMG9e/duzcORJEmSWp35qyRJkmpNhxaVgc8AT2ZmfVuLiOgdEd3L+30pLsj3XNneYnZE7Fj2YT4MuKl82s3AiPL+iIpxSZIkSZIkSVIrapf2FxFxNcWF9NaOiOnAqZl5CXAQi7a+ANgVOD0i5gELgaMy881y2THAZcDKFBfou60c/zFwbUR8HXiB4sJ/kiRJas7Qoa27vfHjl7hK9+7d2XbbbZk/fz59+vThiiuuoFevXq0axke3244577672PjIkSPZe++9OeCAAzjiiCM44YQT2HrrrVt135IkSWpjy2sO+9GPMmfOnMXGazWHbZeicmYe3MT4yEbGbgBuaGL9iUC/RsZnAcOWLUpJkiS1tZVXXplJkyYBMGLECC688EJ+8IMftHscv/nNb9p9n5IkSeqczGEX19HtLyRJXd3QoYveJHUZO+20Ey+/XFwiY+rUqQwfPpxPfvKT7LLLLjz55JNAMTPjqKOOYvDgwWy++ebccsstAFx22WWMHj26flt7f+Mb3P33v9c/Pv7449lmm20YNmwYM2fOXGzfu+++OxMnTgTg9ttvZ7vttmPAgAEMG1bMU3jooYfYaaedGDRoEJ/61Kd46qmn6ve7//77M3z4cDbbbDNOPPHENnhlJEmSVKtaNYfde2/uvvvu+sedKYe1qCxJkqR2t2DBAu666y722WcfAEaNGsUFF1zAww8/zDnnnMMxxxxTv+60adN46KGH+OMf/8hRRx3F3Llzm932u++9x+DBg5k8eTK77bYbP/zhD5tcd+bMmRx55JHccMMNPPLII1x33XUAbLnlltx3333885//5PTTT+f73/9+/XMmTZrEuHHjeOyxxxg3bhwvvfTSsrwUkiRJ6iTaNId9991OlcO2S/sLSZIkCeD9999n4MCBvPzyy2y11VbssccezJkzh7/97W986Utfql/vgw8+qL9/4IEH0q1bNzbbbDP69u1bPwOkKd26dePLX/4yAF/96lfZf//9m1z3wQcfZNddd6VPnz4ArLnmmgC88847jBgxgmeeeYaIYN68efXPGTZsGD179gRg66235oUXXmDDDTds4SshSZKkzsIctpF4l/qZkiRJUgvV9aN74YUXyEwuvPBCFi5cSK9evZg0aVL9bcqUKfXPiYhFthERrLDCCixcuLB+bO6//93kPhs+vxqnnHIKQ4cO5fHHH+cPf/jDIjNLVlpppfr73bt3Z/78+S3eviRJkjqPNsthm5m9XOs5rEVlSZIktbtVVlmF888/n5/+9Kesssoq9OnTp/60vczkkUceqV/3uuuuY+HChUydOpXnnnuOLbbYgk022YRJkyaxcOFCXnr1VR569NH69RcuXMj1118PwFVXXcV//Md/NBnHjjvuyL333svzzz8PwJtvvgkUszw+/vGPA0UPOkmSJKlVc9iXXuKhhx6qX7+z5bC2v5AkSeqqxo/v0N0PGjSI/v37c/XVV3PllVdy9NFHc8YZZzBv3jwOOuggBgwYAMBGG23E9ttvz+zZs/nVr35Fjx492HnnnenTpw9bb701W224IdttvXX9dlddZRUeeughzjjjDNZZZx3GjRvXZAy9e/dmzJgx7L///ixcuJB11lmHO++8kxNPPJERI0Zwxhln8PnPf77NXwtJkiRVaXnJYbfaiu22265+u6uuumqnymEjM9t0B7Vs8ODBWXfFRDVj6NBFH3fwL6+k5Yz/xkjtZsqUKWy11VYdHUaLjBw5kr333psDDjig6ZXKq1ovYost2i6oKjXxerf8PMYK5q+SJKmrWW5z2BrUkvzV9heSJEmSJEmSpKrZ/kKSJEk1y37GkiRJ6my6Qg7rTGVJkiRJkiRJUtUsKkuSJEmSJEmSqmb7C0mSpPbihSklSZIkLQecqSxJkiRJkiRJqpozlSVJkrqoofs93KrbG3/jJ5e4Tvfu3dl2222ZN28eK6ywAocddhjHH3883brV7lyH8847j1GjRrHKKqt0dCiSJEldnjlsddo6h63dI5ckSdJyZ+WVV2bSpElMnjyZO++8k9tuu40f/vCHHRpTZrJw4cIml5933nm899577RiRJEmSaok57OIsKkuSJKlDrLPOOowZM4Zf/OIXZCYLFizgu9/9LkOGDKF///5cfPHFANx9993stttu7LvvvvTt25eTTjqJK6+8ku23355tt92WqS++CMC06dP59IgR9N9nH4YNG8aL5fiMGTPYb7/9GDBgAAMGDOBvf/sb06ZNY4sttuCwww6jX79+vPTSSxx99NEMHjyYbbbZhlNPPRWA888/n1deeYWhQ4cytGFPbEmSJHU5rZbDTp0KwLRp0/j0pz9N//79O1UOa/sLSZIkdZi+ffuyYMECXn/9dW666SZ69uzJhAkT+OCDD9h5553Zc889AXjkkUeYMmUKa665Jn379uWII47goYce4nePGccAACAASURBVOc//zkX/O53nPf97/PNM85gxBe+wIj99uPSv/6V4447jt///vccd9xx7Lbbbtx4440sWLCAOXPm8NZbb/HMM88wduxYdtxxRwDOPPNM1lxzTRYsWMCwYcN49NFHOe644zj33HMZP348a6+9dke+VJIkSaoRrZLDXnAB5513Ht/85jcZMWIEI0aM4NJLL+00OawzlSVJklQT7rjjDi6//HIGDhzIDjvswKxZs3jmmWcAGDJkCOuttx4rrbQSm266aX2ivu222zLt5ZcBeGDSJA7Ze28ADj30UO6//34A/vKXv3D00UcDRT+8nj17ArDxxhvXJ+MA1157Ldtttx2DBg1i8uTJPPHEE+1z4JIkSeq0ljqHnTYNgAceeIBDDjkE6Fw5rDOVJUmS1GGee+45unfvzjrrrENmcsEFF7DXXnstss7dd9/NSiutVP+4W7du9Y+7devG/Pnzl2rfq666av39559/nnPOOYcJEyawxhprMHLkSObOnbtU25UkSdLyzRzWmcqSJKmhoUMXv0ltYObMmRx11FGMHj2aiGCvvfbioosuYt68eQA8/fTTvPvuu1Vv71ODBnHNrbcCcOWVV7LLLrsAMGzYMC666CIAFixYwDvvvLPYc2fPns2qq65Kz549mTFjBrfddlv9stVWW41//etfS32ckiRJWn60eg77qU9xzTXXAJ0rh3WmsiRJUhc1/sZPtvs+33//fQYOHMi8efNYYYUVOPTQQznhhBMAOOKII5g2bRrbbbcdmUnv3r35/e9/X/W2Lzj5ZA7//vf5ySWX0HuDDfjtb38LwM9//nNGjRrFJZdcQvfu3bnoootYb731FnnugAEDGDRoEFtuuSUbbrghO++8c/2yUaNGMXz4cNZff33Gjx/fCq+CJEmSltZyl8NecAGHH344P/nJT+jdu3enyWEjM1t9o53F4MGDc+LEiR0dRu1rOEPNP6YktSb/jak9jc1M9n1pHR38eZ8yZQpbbbVVu+6zXTz11OJjW2zR/nE00MTrHcuyTfNXSZLU1Sy3OWwNakn+avsLSZIkSZIkSVLVLCpLkiRJkiRJkqpmUVmSJKkL6cqtz9qTr7MkSVLrMbdqey19jdulqBwRl0bE6xHxeMXYaRHxckRMKm+fq1j2vYh4NiKeioi9KsaHl2PPRsRJFeN9IuLv5fi4iPhIexyXJElSZ9KjRw9mzZplUt7GMpNZs2bRo0ePjg5FkiSp0zOHbXtLk7+u0IbxVLoM+AVweYPxn2XmOZUDEbE1cBCwDbA+8OeI2LxcfCGwBzAdmBARN2fmE8BZ5bauiYhfAV8HLmqrg5EkSeqMNthgA6ZPn87MmTM7OpTWNWPG4mMLF7Z/HBV69OjBBhts0KExSJIkLQ+W2xy2xrQ0f22XonJm3hsRm1S5+r7ANZn5AfB8RDwLbF8uezYznwOIiGuAfSNiCvBp4JBynbHAaVhUliRJWsSKK65Inz59OjqM1nfMMYuPjR/f/nFIkiSp1S23OWwn19E9lUdHxKNle4w1yrGPAy9VrDO9HGtqfC3g7cyc32C8URExKiImRsREv+GQJElSrTN/lSRJUq3pyKLyRcCmwEDgVeCn7bHTzByTmYMzc3Dv3r3bY5eSJEnSUjN/lSRJUq1pr57Ki8nM+uZ3EfFr4Jby4cvAhhWrblCO0cT4LKBXRKxQzlauXF+SJEmSJEmS1Io6rKgcEetl5qvlw/2Ax8v7NwNXRcS5FBfq2wx4CAhgs4joQ1E0Pgg4JDMzIsYDBwDXACOAm9rvSCQttaFDFx+zB6YkSZIkSVJNa5eickRcDewOrB0R04FTgd0jYiCQwDTgGwCZOTkirgWeAOYDx2bmgnI7o4E/Ad2BSzNzcrmL/wauiYgzgH8Cl7THcUmSJEmSJElSV9MuReXMPLiR4SYLv5l5JnBmI+O3Arc2Mv4csP2yxChJkiRJkiRJWrKOvFCfJEmSJEmSJKmTsagsSZIkSZIkSaqaRWVJkiRJkiRJUtUsKkuSJEmSJEmSqmZRWZIkSZIkSZJUNYvKkiRJkiRJkqSqWVSWJEmSJEmSJFXNorIkSZIkSZIkqWoWlSVJkiRJkiRJVbOoLEmSJEmSJEmqmkVlSZIkSZIkSVLVLCpLkiRJkiRJkqpmUVmSJEmSJEmSVDWLypIkSZIkSZKkqllUliRJkiRJkiRVzaKyJEmSJEmSJKlqFpUlSZIkSZIkSVWzqCxJkiRJkiRJqppFZUmSJEmSJElS1SwqS5IkSZIkSZKqZlFZkiRJkiRJklS1qorKETE0IvqU99eLiLER8duI+FjbhidJkiRJkiRJqiXVzlT+JbCgvP9TYEVgITCmLYKSJEmSJEmSJNWmFapc7+OZ+WJErADsBWwM/Bt4pc0ikyRJkiRJkiTVnGpnKs+OiHWB3YAnMnNOOb5iNU+OiEsj4vWIeLxi7CcR8WREPBoRN0ZEr3J8k4h4PyImlbdfVTznkxHxWEQ8GxHnR0SU42tGxJ0R8Uz5c40qj0uSJEnLu6FDF71JkiRJWibVFpUvACYAVwIXlmM7A09W+fzLgOENxu4E+mVmf+Bp4HsVy6Zm5sDydlTF+EXAkcBm5a1umycBd2XmZsBd5WNJkiQ1x2KrJEmSpKVQVVE5M88CPgPsnJnXlMMvA1+v8vn3Am82GLsjM+eXDx8ENmhuGxGxHrB6Zj6YmQlcDnyhXLwvMLa8P7ZiXJIkSZIkSZLUiqoqKkfETZn5dGZOrRvLzKeB01spjq8Bt1U87hMR/4yIeyJil3Ls48D0inWml2MA62bmq+X914B1m9pRRIyKiIkRMXHmzJmtFL4kSZLUNsxfJUmSVGuqbX/R1PmQuy9rABHxA2A+RWsNgFeBjTJzEHACcFVErF7t9spZzNnM8jGZOTgzB/fu3XsZIpckSZLanvmrJEmSas0KzS2MiLqZyB+puF+nL/DCsuw8IkYCewPDymIwmfkB8EF5/+GImApsTtFuo7JFxgblGMCMiFgvM18t22S8vixxSZIkSZIkSZIa12xRGdiw/Nmt4j4UM4FfAk5b2h1HxHDgRGC3zHyvYrw38GZmLoiIvhQX5HsuM9+MiNkRsSPwd+AwigsIAtwMjAB+XP68aWnjkiRJUhtqeEHA8eM7Jg5JkiRJS63ZonJmHg4QEX/LzF8v7U4i4mqKVhlrR8R04FTge8BKwJ0RAfBgZh4F7AqcHhHzgIXAUZlZd5G/Y4DLgJUpejDX9WH+MXBtRHydYvb0gUsbqyRJkpaRhWNJkiRpubakmcoAZOavI2JL4EsUF8UbHRFbACtl5qNVPP/gRoYvaWLdG4Abmlg2EejXyPgsYNiS4pAkSapZbVWItcArSZIkqZVVVVSOiC8Bv6Qo9h4CjAZWo5gh/Jk2i06SJEnNa1g0BgvHkiRJktpUtyrXOx34TNmeYkE59ggwoE2ikiRJkiRJkiTVpGqLyusAdW0usuJnNr66JEmSJEmSJGl5VFX7C+Bh4FDg8oqxg4CHWj0idS72aZQkSZIkSZK6lGqLyscBd0TE14FVI+JPwObAnm0WmSRJkiRJkiSp5lRVVM7MJyNiS2Bv4BbgJeCWzJzTlsFJkiRJkiRJkmpLtTOVycz3IuIB4MXMfLANY5IkSZIkSZIk1aiqLtQXERtFxF+BJ4E/l2MHRMRv2jI4SZIkSZIkSVJtqaqoDFwM/BFYDZhXjt0J7NEWQUmSJEmSJEmSalO17S+2Bz6fmQsjIgEy852I6Nl2oUmSJEmSJEmSak21ReUZwCeAp+sGImJr4MW2CEqSJACGDl18bPz49o9DkiRJkiTVq7b9xTnALRFxOLBCRBwMjAPOarPIJEmSJEmSJEk1p6qZypl5aUTMAr4BvAQcBpySmb9vy+AkSZIkSZIkSbWl2vYXZOZNwE1tGIskSZJqRcP2M7aekSRJklSqqqgcEf8E7gbuAe7JzLfaMihJkiR1QRayJUmSpE6h2p7K3wFmA98GXo6IRyPigog4oO1CkyRJkiRJkiTVmmp7Kv8F+AtARKwFnACMBo4BurdZdJIkSZIkSZKkmlJt+4vPArsCuwEbAg8A36NohyFJkiRJkiRJ6iKqvVDfH4GpwI+AyzNzftuFJEmSpJrWsPcx2P9YkiRJ6kKq7am8C3Ap8CXgxYi4IyJ+EBG7tF1okiRJkiRJkqRaU1VROTP/mpk/yszPAgOBCcCJwN1tGJskSZIkSZIkqcZU21N5P2B3ip7KmwMPA7/AnsqSJEmSJEmS1KVU21P5WxQF5BOABzLz/bYLSZIkSZIkSZJUq6otKl+Ymdc1HIyIAzLz+laOSZIkSZIkSZJUo6q9UN8lTYyPaa1AJEmSJEmSJEm1r9mickT0jYi+QLeI6FP3uLx9Bphb7Y4i4tKIeD0iHq8YWzMi7oyIZ8qfa5TjERHnR8SzEfFoRGxX8ZwR5frPRMSIivFPRsRj5XPOj4hoyQshSZIkSZIkSVqyJbW/eBZIIICpDZa9BpzWgn1dRnFxv8srxk4C7srMH0fESeXj/wY+C2xW3nYALgJ2iIg1gVOBwWVcD0fEzZn5VrnOkcDfgVuB4cBtLYhPkqTly9Chiz4eP75j4tCya/hegu+nJEmSpA7TbFE5M7sBRMQ9mbnbsuwoM++NiE0aDO8L7F7eHwvcTVFU3he4PDMTeDAiekXEeuW6d2bmm2VcdwLDI+JuYPXMfLAcvxz4AhaVJUktZfFOkiRJkqRmVdVTeVkLys1YNzNfLe+/Bqxb3v848FLFetPLsebGpzcyvpiIGBUREyNi4syZM5f9CCRJkqQ2ZP4qSZKkWlPthfraXDkrOdthP2Myc3BmDu7du3db706SJElaJuavkiRJqjUdXVSeUba1oPz5ejn+MrBhxXoblGPNjW/QyLgkSZIkSZIkqRU1WVSOiAHtsP+bgRHl/RHATRXjh0VhR+Cdsk3Gn4A9I2KNiFgD2BP4U7lsdkTsGBEBHFaxLUmSJEmSJElSK2nuQn33AasDRMQzmbnZsuwoIq6muNDe2hExHTgV+DFwbUR8HXgBOLBc/Vbgc8CzwHvA4QCZ+WZE/A8woVzv9LqL9gHHAJcBK1NcoM+L9EmSJEmSJElSK2uuqPx2ROwNPAGsFxF9gGi4UmY+V82OMvPgJhYNa2TdBI5tYjuXApc2Mj4R6FdNLGonQ4cu+nj8+I6JQ5IkSZIkSVKraa6o/C3gPGBjijYZUxtZJ4HubRCXJElS5+SXqpIkSZKWc032VM7MGzPzE5m5IvBeZnZr5GZBWZIkSZIkSZK6kCaLyg2sBRAR3SJivYio9nmSJEmSJEmSpOVItcXhlSLicmAu8DLwfkSMjYiebReaJEmSJEmSJKnWNNdTudIFwKoUF8J7gaLP8pnA+cCItglNkqQlsHetJEmSJEntrtqi8nCgb2a+Vz5+OiIOp/GL90mSJEmSJEmSllPVFpXnAr0pZinXWRv4oNUjUtfQcHYhOMNQkiRJkiRJ6gSqLSr/BrgzIs7lw/YXxwNj2iowSZIkSZIkSVLtqbaofCbwCnAIsH55/2zg0jaKS5IkSZIkSZJUg6oqKmdmUhSQLSJLkiRJkiRJUhdW7UxlSZIkqeN4PQZJkiSpZnTr6AAkSZIkSZIkSZ2HM5UlSV1PwxmPznaUJEmSJKlqVc1UjogvNTF+QOuGI0mSJEmSJEmqZdW2v7ikifExrRWIJEmSJEmSJKn2Ndv+IiL6lne7RUQfICoW9wXmtlVgkiQtE1tcSJIkSZLUJpbUU/lZICmKyVMbLHsNOK0NYpIkSZIkSZIk1ahmi8qZ2Q0gIu7JzN3aJyRJUs1y9q8kSZIkSV3ekmYqA2BBWZKkGmWh39dAkiRJktpZVUXlsp/ymcBA4KOVyzJzozaIS5IkSZIkSZJUg6oqKgNXUfRU/g7wXtuFI0mSVAMazn4GZ0BLkiRJUqnaovI2wM6ZubAtg5Ekablli4blhwVnSZIkSV1ctyrXuxcY1JaBSJIkSZIkSZJqX7UzlacBt0fEjcBrlQsy8/+1dlCSJHUpzmKWJEmSJHUi1c5UXhW4BVgR2LDBbalFxBYRManiNjsivh0Rp0XEyxXjn6t4zvci4tmIeCoi9qoYH16OPRsRJy1LXJIkSZIkSZKkxlU1UzkzD2+LnWfmU8BAgIjoDrwM3AgcDvwsM8+pXD8itgYOoujxvD7w54jYvFx8IbAHMB2YEBE3Z+YTbRG3JEmSJEmSJHVVVRWVI6JvU8sy87lWimUYMDUzX4iIptbZF7gmMz8Ano+IZ4Hty2XP1sUSEdeU61pUliSpNXmROkmSJEnq8qrtqfwskEBltTfLn91bKZaDgKsrHo+OiMOAicB3MvMt4OPAgxXrTC/HAF5qML5DYzuJiFHAKICNNtqodSKXJKmzsY+z1GmYv0qSJKnWVNVTOTO7ZWb38mc3itYTY4BDWyOIiPgIsA9wXTl0EbApRWuMV4GftsZ+ADJzTGYOzszBvXv3bq3NSpKkzmbo0EVvUo0yf5UkSVKtqXam8iIy87WI+DbwNHBVK8TxWeAfmTmj3P6MugUR8WuKiwRC0XO58uKAG5RjNDMuSZIkSZIkSWolS1VULm0BrNJKcRxMReuLiFgvM18tH+4HPF7evxm4KiLOpZgtvRnwEEVbjs0iog9FMfkg4JBWik1SR+gqfVuXp+O0nYIkSZIkSV1CtRfqu48PeyhDUUzeBjh9WQOIiFWBPYBvVAyfHREDy31Oq1uWmZMj4lqKC/DNB47NzAXldkYDf6Lo8XxpZk5e1tgkSZIkSZIkSYuqdqbybxo8fhd4JDOfWdYAMvNdYK0GY032as7MM4EzGxm/Fbh1WeORJEmSJEmSJDWtqqJyZo5t60AkSS1kuwlJkiRJktQBqm1/sSJwMnAoRS/jV4ArgDMz899tF54kSTVkeeqBLUmSJEnSUqq2/cXZwPbAUcALwMbAKcDqwPFtE5okSZIkSZIkqdZUW1T+EjAgM2eVj5+KiH8Aj2BRWZIkSZIkSZK6jG5VrhctHJckSZIkSZIkLYeqnal8HfCHiPgh8CJF+4uTgWvbKjBJkoR9nCVJkiRJNafaovKJFEXkCyku1PcycA1wRhvFJUmSJEmSJEmqQVUVlTPz38D/K2+SJEmNaziz2lnVkiRJkrTcabanckTsHBFnNbHsxxGxY9uEJUmSJEmSJEmqRUuaqfx94JdNLLsH+AHwn60akQTOdJMkSZIkSZJq1JKKygOB25tYdidwSeuGI0nLIb8kkSRJkiRJy5ElFZVXBz4CvN/IshWB1Vo9IjXP4pQkqatp+H8f+P+fJEmSJHWgJRWVnwT2BG5qZNme5XJJXYFfaEjqjPy3S5IkSZJa3ZKKyj8DLo6I7sDvM3NhRHQDvgBcCJzQ1gFKkiRJkiRJkmpHs0XlzLwqIj4GjAVWiog3gLWBD4BTM/PqdohRkiRJkiRJklQjljRTmcw8NyJ+A+wErAXMAh7IzNltHZwkSZIkSZIkqbYssagMUBaQ/9TGsUiSJEmSJEmSalxVRWVJkiRJkrq0hhd/reSFYCVJXUy3jg5AkiRJkiRJktR5WFSWJEmSJEmSJFXNorIkSZIkSZIkqWr2VK5FDXt12Z9L6poa69vnvweSJEmSJKmDWVRW12GBTpIkSZIkSbWok10Q1qKypM7JGf2SJEmSJEkdoiZ6KkfEtIh4LCImRcTEcmzNiLgzIp4pf65RjkdEnB8Rz0bEoxGxXcV2RpTrPxMRIzrqeCRJkiRJkiRpeVVLM5WHZuYbFY9PAu7KzB9HxEnl4/8GPgtsVt52AC4CdoiINYFTgcFAAg9HxM2Z+VZ7HoSkGucMZ6k2+bspSZIkSZ1GTcxUbsK+wNjy/ljgCxXjl2fhQaBXRKwH7AXcmZlvloXkO4Hh7R20JEmSJEmSJC3PamWmcgJ3REQCF2fmGGDdzHy1XP4asG55/+PASxXPnV6ONTW+iIgYBYwC2GijjVrzGKTFOfNOkiQtI/NXSZIk1ZpaKSr/R2a+HBHrAHdGxJOVCzMzy4LzMisL1mMABg8e3CrblJZKY1f1tOjcOizmS7XJ301pqZi/SlINauzvuUrmOZKWczVRVM7Ml8ufr0fEjcD2wIyIWC8zXy3bW7xerv4ysGHF0zcox14Gdm8wfncbhy5JtanWine1Fo8kSZIkSVpqHd5TOSJWjYjV6u4DewKPAzcDI8rVRgA3lfdvBg6Lwo7AO2WbjD8Be0bEGhGxRrmdP7XjoUiSurqhQxe9SZIkSZK0HKqFmcrrAjdGBBTxXJWZt0fEBODaiPg68AJwYLn+rcDngGeB94DDATLzzYj4H2BCud7pmflm+x2G1I6c9dk2bEkiSZIkSZK0RB1eVM7M54ABjYzPAoY1Mp7AsU1s61Lg0taOUZIkSZIkSZJU6PCislqRs1fVyQztdc5iY35qJUmSJEmSaptFZUmSJEmSJHUuzV3DxEl2UpuzqKzli7O1fQ0kSZIkSZJam19kLMKickfwYmCSJEmSJEmSOimLypIKftmxZM4ClyRJkiRJoltHByBJkiRJkiRJ6jycqfz/2bvvMEmqcvHj35egZJaooKy7IjkuLCCgAiJBxQSoJAUVEL14TVcUw09FMCDCVcSAaRVFl2AARBQRBQPCqitRLmmRJBLFRcIu+/7+ODW7PdPdszOz0901M9/P88wzM9XV1affqnPq7dOnTklLqhOjVx01rAlkt0kn9fvfI12SJEmSpHqzU1ljj1MQSJ3jFxqSJEmSJGkxnP5CkiRJkiRJkjRkjlSWJEnSmDZwGh1wKh1JkiT1WKsrgfuMgyuC7VSWpNEwlqZlGUtllSRJkiRJteP0F5IkSZIkSZKkIXOksiRJkiRJkjSeDDb1AnjFqpaYI5UlSZIkSZIkSUNmp7IkSZIkSZIkacic/kLSkvPGb5IkSZIkdc5g01n4GVw94EhlSZIkSZIkSdKQOVJZmkgcUSxJkiRJksYjR3N3lZ3KkiSpn90mndS0zBRMkiRJktTHTmVJneXoaEmSJEmSNFydHnnsyOYl4pzKkiRJkiRJkqQhc6SyWn8z4zcykiRJkiRJklqwU1mSJEnj2sB5wv3qXJIkSVoydipLQ+G8wNKE4U3qpCU30k5cO38l1VmrHKGP7ZVqwflhtSQGO37AY0hN7FSeKJziQpIk1YAdx5IkSdLY19NO5YhYD/gO8AwggdMz8/MR8THgCOC+atUPZuaF1XOOBd4CPAX8d2b+vFq+N/B5YGng65n56W6+F41xdrpLkiRJktQ7jrSWxpRej1SeD7w3M/8cESsDf4qIi6vHTsnMfkNZImJT4ABgM2Bd4JcRsWH18GnAHsCdwFURcV5mXt+VdyFJ6ginopDqybopSUNgB5kkaRzraadyZt4D3FP9/e+IuAF41iBPeRXwg8x8ArgtIm4Gtq8euzkzbwWIiB9U69qpLEmSJI0GO8hUZ84FKmlxPI9Jo6rXI5UXiogpwDTgj8DOwNER8UZgFmU080OUDucrGp52J4s6oe8YsHyHNq9zJHAkwOTJk0fvDUiSxgzndJU0lpi/SuoJO+AkSYOoRadyRKwEnAu8KzMfiYgvA5+gzLP8CeBzwJtH47Uy83TgdIDp06fnaGxTkiSpV5yKYvwzf5WkccDR9NKY/7KqVd7dp/6lH30971SOiGUpHcrfy8wfAmTmvQ2Pfw24oPr3LmC9hqc/u1rGIMslSZIkSVKdjPHOJUma6HraqRwRAXwDuCEzT25Yvk413zLAa4Brq7/PA86MiJMpN+rbALgSCGCDiJhK6Uw+ADioO+9CkiRJkiRJ/fjFgTSu9Xqk8s7AG4BrImJ2teyDwIERsTVl+os5wFsBMvO6iDiLcgO++cB/ZeZTABFxNPBzYGngm5l5XTffiCRJkqQas3NDkiTV2FibXqOnncqZ+VvKKOOBLhzkOScAJ7RYfuFgz9PIeUMrSZLGrsHO457jJUmjxi9upOGxzmiM6/VIZY1jflCVpN6yHZYkaRyzQ0pSL3nzyQnPTmVJkrrADl4tiVaXwnkMSWOcHYLSmDbYZeowCudpO+wk1ZydypIkSTXgFw+SJKnWavZl2Fibf1YTz3g/Ru1UVk844kpSp9lBJy0Z65Ckca9mHWS1K89YZzy1pDyGpEHZqSxJ0hhmx9/Y4v4aOb+QVtfZmSBJGg7PG5pg7FSWJKnH7GgcnJ2JktQFdesMcT5ZdZvHnCQNi53KkqQxy85YdYod2ZKGrW6dsnVjh50kSeOKncqS1GGd6visW4dq3cojLY7HrCRJUn2M95uaSeONncpaIn4gnzjc1wKPg/FkpPuyjiN4u31c1jEGUi05cre3jL8GGuvHxFgvfx0Z03FtsE56MH/VkrNTWZIkjVt+ESKNY3aGSJKkBo527y47lSXVkiMBVUcel5IkVZwjWZK6yg7T0WdMl4ydypIkSZJUd47MliRJNWKnsiaMTo0wHOzSai+71uLUbeRr3cqjscd2T9KI2WkqSVLPOAezhstOZUmS1HPjqTN6PL0XSZI0Ouywk4bP6SnqzU5laQyyw0KaOBw9LkmSpKGwA25scX9prLNTWbVkp+nIGbuRs/OuczwuJUnqz86E0TURR4F2+hga7vY9plV3HqPS6LJTeYyxY0YqRloXJkodmijvs26M++CMjySpTurWKSupXqzD0uDsVNa4MpY6LBwVO/aMpeNLkqTR5odrqbMmWh2zU1/jjcfc4hmj8cVO5Rqy40paMr2oQ514Tb94kCRJI+UHd0lSJ03EaYfUn53KPVC3jqK6laeOut1JOdb2iV+ESJKk8cZO2d6ys0ID9XJk82i9xlhnuyipkZ3K48hgHXtjrZOy24xP52Jgh3P9uE8kSRORnSGDs8NOqpdu1BnbRUlLwk5ljTl2iI2csZMkSXU13M6NidYZMtHer6Sxz3ZLGt/sVJYkSZI06uxMGN8ceTz2WCcleG+NugAAIABJREFUSaPJTmVJkiRJWkJ22EmSpIlkqV4XYDRFxN4RcWNE3BwRH+h1eSRJkiRJkiRpvBk3ncoRsTRwGvBSYFPgwIjYtLelkiRJkiRJkqTxZdx0KgPbAzdn5q2Z+STwA+BVPS6TJEmSJEmSJI0r42lO5WcBdzT8fyeww8CVIuJI4Mjq37kRcWMXyrZYEU2L1gTub/PYYM8b0mOd2m6Hy7MwJl18za49NsLnrgncX6PyjLnXHEJ5Wh53HX7N2jw2yOMdO/bqFp9hPLfpWJmAMRhozYjW9adH5RlTrznK5Rl3ecUobbdtG99BF2Xm3sN5Ql3z10aDnS/brD/c7Y/V9Rd7vuxyebqy/mKeM+ycfpjbd/3FnH9HYftjdf0hnQuX8DXG2voj+qwzAdZf7Dmt5uWvxWt4jHZ0/W7nsC3z1/HUqTwkmXk6cHqvy7E4ETErM6f3uhx1YkyaGZPOM8atGZdmxqSZMakP90VrYyUuYyF/HSux7Dbj0syYdJ4xbs24NDMmrRmX+nBftFaXuIyn6S/uAtZr+P/Z1TJJkiRJkiRJ0igZT53KVwEbRMTUiHgacABwXo/LJEmSJEmSJEnjyriZ/iIz50fE0cDPgaWBb2bmdT0u1pKo9SWOPWJMmhmTzjPGrRmXZsakmTGpD/dFa8Zl9BjL1oxLM2PSeca4NePSzJi0Zlzqw33RWi3iEpnZ6zJIkiRJkiRJksaI8TT9hSRJkiRJkiSpw+xUliRJkiRJkiQNmZ3K41hERK/LIEnt2EZJGg9sy0aPsZRUd7ZTksaL0WjP7FQeZyJivYhYHyAz05OehsLjpDMiwjZ2ANsojYTHieomItaPiOlgW7akPC9oJDxOOsf8tZntlEbC40R1NNo5rDfqG0ci4mXAicCdlOPjpdXyyAm8oyPi+cCkzLyo12Wpk4hYE5iXmf+q/l8qMxf0uFjjRkS8GFgX+GlmPtTr8tSBbVRrtlGt2UbVR0Qsm5nzel2OuoiIlwOfBe4Fls/M51fLJ3RbNhKeF9rz3NDM80Lnmb82s51qz3aqme1UvZjD9teJHNZvIceJiJgGfBo4IjP3Bh6OiElQznw9LVwPRcRewJeB+wcsn9DfGkbES4ELga9FxDkAnuxGT0TsDPwSOBTYMyJW63GRes42qjXbqNZso+ojIvYA3h8RU3tdljqIiM2A44FDMnM34J8R8VyY2G3ZSHheaM9zQzPPC51n/trMdqo926lmtlP1Yg7bX6dyWDuVx48FwKWZ+YeIeDbwYuCzEfHjiFgBJl4DHxG7At8D3pyZsyJihb4YTOTLliJiN+AU4EPAEcBKEfGB3pZq/IiIZYDVgNcDXwX2AfZuTMwn6LFnGzWAbVRrtlH1ERE7UD4cbQvsZ1IOwFzgL8B9EbEGsDNwQkRcVCXrE64tWwKeF1rw3NDM80Lnmb+2ZTvVgu1UM9upejGHbakjOaydyuPHE8DGEXEqcBlwMvAuYB7wI5hY36ZWlWFN4FZg2YhYCfgO8J2I+FFELDfRTnhRPB3YFDg2My+uLsv5BrByb0s3fmTmfMoojwsz8xzgIuClwMsiYvVqnQlTFxvYRjWwjWpmG1VLCbwR+F/gWcDrGpPyiXR8NniU0snwSeB3wKcz80DgesqHyQnVli0hzwsDeG7oz/NC95i/tmU7NYDtVH+2U7VlDtusIznsMqNZQnVXROxC+XbhL8AVwFuAdYDVgS9l5qPAayPiwohYKzPv611pu6s6kf0MeBL4FLAVcALwQ0oy8CPgpRMpCaje6xNRLsVZJmLhvDn/AJ7f29KNfVV9fAHwZ+CmzLwZIDO/F+WGJ3tRLjGZBqyWmcf2rrTdYRvVnm1UM9uo+snMKyPimsx8rBrF9nLggIj4QWbe1uvydUtE7AnsCfwN+A3wX8AU4MPATwAy8z0R8YuI2CAzb+pVWevO88LgPDf053mh88xfm9lODc52qj/bqXoyhy26kcM6UnmMijI/zDeBFSkn+3OB52XmVZRvILat1nsdsDal0R/3IuI5fX9XJ/xLgNOB/5eZp2Tm7ZTLup6MiFV6VMyui4idI+K9EbEPsExm3tVwon8MWKla7/CIOK5nBR2jGurjCsAewOlRLgsDIDPPAM4ATgLeAZzVg2J2lW1Ua7ZRrdlG1UdE7BkRn6tivU1mPgaQmZcAPwPWAvaIiBOAL/WyrN0QES8CvgjcBTwD+DmwZ2beCNwMbBsRa0bEa6rHvbFVG54X2vPc0MzzQueZvzaznWrPdqqZ7VS9mMP2160c1pHKY9emwFcz88Sq0X4lcFpEHAScB3wxIv4CbA68oboEY1yLiFcCP46Ij2bmJ6Cc8CLix8D8hlUPAtagXBIx7lUnuU8DFwMbA9tExInAE9VJ71bgrxHxWuBI4PCeFXbsalcf/yszf12tsxLwXGCHzLy+R+XsJtuoAWyjWrONqo+G5PPLlA/L50TEf2fmBQCZeXFE3EWZb3MK8KpelbWLpgDnZ+YpABFxNeUS31cDP6Xc8GQ/4DmUG5/c325D8rzQiueGZp4Xusb8tZntVAu2U81sp+rFHLalKXQhh7VTeex6DNgGIDMfAb5bXaJ0IvBqyreEywAPZebfe1bKLomItSkV4kPA/hExPzM/BZCZT1TrLAUcDBwDvD4z/92r8nZLRGwAfIxyE4UrI2J34APAFzPz8b7VKCe5FwD7ZeYNPSns2NaqPgIcGxF/z8xbKRPjT5SEHGyj+rGNas02qnam0D/5vAY4IyIOycyfVutsRKnb202Q9uw+yiXPAGTm+RFxKGV01u7AYcBywJOZeXdPSjh2eF4YwHNDM88LXWX+2sx2agDbqWa2U7U0BXPYgbqSwzr9xdg1A9g6Ik5qWHYB5Rux6Zl5XWb+daKc7CgV5qvVCe4A4A0RMXDOr1WAZwOvzczrul3AHrmNMjn91bDw0o9HKXNf9XmCcjnbqz3ZjdgMmuvjhcBNlBsDAPxygpy8+szANqqRbVRrtlH10pR8Am8ATo6IravFN1Lq8ERpzy4B1o+Ir/QtyMzzKMfkzpn5j8ycY4fykMzA88JAnhuaeV7onhmYvw40A9upgWynmtlO1Y85bLOu5LB2Ko9BEbF0Zj5JuSPvDhFxMkBmPkjZp9v2snzdFlEmw8/M3wNkmVz8VZQT3gerdV5CmS/sMxOlUY+IpTJzfmZ+NzMfj4ilq4cWsGh+p+2rZYdl5v/1pKBj3GLq47JU9bG6DGpCsI3qzzaqNduoWmqVfF4A/IAyuoPMvH6CHaNPUubVfFFEfDVi4d3Cnw5s1rvSjS2eF5p5bmjmeaF7zF+b2U41s51qZjtVW+awDbqZw8YEOk+MC30Ne0Qsk5nzI+IZlPmd/o/y7cw+wD4TufFqiM0GlEbkfmA9yl1ob+9t6XonIpbNzHkR8XnKTTfWAd4DHJSZ9/S2dGNT1VgvsD4uYkwWzzaqNduo3mqou8sDfwIuB46qco4Tgccz8//1tpTdFxFPz8wnImI5yg2b7qfMFbk9Xs46JOauQ+O5oZnnhc4wV2tmTIbGdqqZ7VTvmcO21q0c1jmVay4idqJ8s/I34JbM/GdDw7UD8ExgZ8o8R6sAX5toJ7uGDyt936TOh/JNakRcAPwXsOtEO9G1iMu86qEHgK9R7lZ8uCe7oavmy9oemAP8LjP/HhFPy8wnJ2p9NCaL15Do2EY1aBEX26geqvbF0zPzsYjYhpJ8zoiIhclnb0vYWRExBbg3qzuFV8uiSsZ3ATag3LBpJ0q7dkI1YksDmLsOjflrM3PXzjBXa2ZMhsYctpn5a/2Yw8YUepjDOv1FjUW5o+hXKQfB3sA3ImJqlZS/sHrsiSyXX8zMzK9NhBEzEbFTRLwpInaMiLWr5HPZ6vf0iHhLtd7zKHdi3T0zr+1tqTtvCHE5olp1FcqdjQ/KzGt6WOQxJSJeDHyJckngNOAXEbFFlXy+iDLh/YSqj8aktYjYPSKOjYgDI2Jyleg8zTZqsXGxjeqSiJhSjeZoXNaYfB5CST6/Trk79KvGc92Nclf7W4G3RcTKfcurY3Mb4GTgvsx8KjMvz8yz7VBuzdy1PfPXZuaunWeu1syYtGcO28z8tV7MYfurQw5rp3JNRbmD6j7AOzPzg8A3gVWB70XEZGBF4MOZeVHEwrlRxr0hfFj5OuUbZ4BbgCMy8689KWwXDTMuHwK2yMxbelLYsWtrYGZmHpeZxwCnAZdExCaUqz4mXH3EmDRZzAeVFwLfYGK2UcOJi21UB9Uh+ayTiFiDMj/kZ4FdgcMiYqWGVdYF/iczfzKR2rKRMHdtz/y1mblr15irNTMmLZjDNjN/rRdz2P7qksM6/UV9LUWZj2dH4FeZeXtE/B6YBHwcODKrSy0yJ8bE2AM+rPwqIp4D7Eb5sHIAiz6sXBLlRgtPAY/0sMhdMYy4XFyN/niCMj+YhqD65jOBO4Dn9C3PzFOrtvlMYO/MvLdh3XHNmAxq4QcVgIi4g/JBZRdKQjrh2qjKUOJiG9VhLZLPeRHxrcycW63Sl3xeOoHq7iPAlzNzVkRMB04EMiLOyMx/ZbnJy8J5JHta0vozd23B/LWZuWvnmas1MyaLZQ7bzPy1JsxhW6pFDutI5ZqJiGdGxDOqnf4B4ICI+GJEfAnYhFKJlqGM/JhoGj+skGXupt8DV1M+rFzSV3GqE91EMZy4zGu3EbXWcEK6DHhxRBwLCxPTU4HfANMHrDuuGZNmDd/+3kFD+1zF4xOUDyrXZeb5VZwmRBs1grjYRnVWX/L5fuA44DWUUQ2rQrlLdpWMLzNR6m51zP25+nsW8H5gX+CNABHx0ohYxw7l9sxdF8v8tZm5a4eZqzUzJq2ZwzYzf60lc9gB6pLD2qlcIxGxH3A28JOI+CBlZMeelCH+1wOvyXI5xcrAs3tW0C7zw0prxqWzqkb4C33/Z+a9lG9H3xERxzacrJYB1u9FGbvNmLTnB5XWjEu91CX57LWBbRkQ1fKlMvMqSlz2iIgfUi6LXr7FZoS562DM05oZk84zV2tmTAZnrtbMmNSPOWxRxxzW6S9qohrO/2HgzcB84CXAW4AfZebJDeu9EXgeMCHuJlp9WHkXsGxEnAdcSvmwciDlzqpHZ5ksv+/Dyv09K2wXGZfOinLn+m8Ad0fEdzPzEIDMvDUiXgCcExHPorShLwK+2LvSdocxaS0iXgq8NDP/G8oHlYh4FfDbiCAzP1WtOqE+qBiX+hi4LxiQfEbE+4GPRMRulMs8X9KjonZFq7YsM5+K6nLe6gPjVRFxM+VmLy/OzFt7W+p6MndtzzytmTHpPHO1ZsakPXO1ZsakXsxh+6trDht+sVIPEbE2ZaTHqzLz4YhYh1IpdgbOyjLf2Eso3zy8NzOv7mFxu6L6sPJL+n9Y2YzyYeWnDeu9ETiGcvfZe3tR1m4yLp0XEXsAU4FvA98F5mXmQQ2Pr025WcP6lEs0b+xJQbvImDSrTuznAHcDf+v7oFI99tzqsd+z6IPKvpn5t16UtZuMS3202xcDks+MiJNZlHyO97u4t23LGuLyLMrNXj6VmbN7V9p6M3dtzTytmTHpDnO1ZsakNXO1ZsakXsxhm9U1h7VTuUYi4vOUG1O8MzMfjYh1KcP5n8zMkyNiFWD5iZJk+WGlNePSHRGxSmY+EhGrA18BnsrMAxsf620Ju8+Y9OcHldaMS33UNfnstcW0Zatn5oMRsWJmPtrbktafuWsz87RmxqR7zNWaGZNm5mrNjEm9mMO2Vscc1k7lGqiG7y+IiA2Bo4C5wGeq5Hwa8L+Ub8Ie6GlBe8APK60Zl+6KiDWBLwMPAFcAGwLHZebjPS1YDxmTwg8qrRmX+qhj8lknLdqyjYCPZuaTPS1YzZm7Ds48rZkx6T5ztWbGZBFztWbGpF7MYQdXlxzWTuUe6UvGByxbmnIX5FcBzwTeDewOHEm50cmEacT8sNKacemMVvWxzXo3AmsDu4z3UTTGZPj8oNKacamPuiSf3WRbNnrMXRfPPK2ZMekc27dmxmRkzNWaGZN6MYcddL2etmdLdfsFBdXlXa+MiOUali2dmU8Bc4AzgH9Wv98DvG8iJOURsfB4bKg8twA/pNy18itVY7IhZT62eV0vZA8Yl85qUx+Xqn6vE+WGMUTEq4FlgReM9+TTmLTWWBdbycz7M/O1wG7AKcAPJkLiaVzqYwT74vvjPBm3LRsl5q7tmac1MyadZ/vWzJi0Z67WzJjUizlsf2OpPbNTucsiYi9gBvBoX6NUfQPxVETsTqkgD2fme4EDKBOO/7lnBe4SP6y0Zlw6a5D6uCAiXgycBqxZrf4k5e6z1/WksF1iTFobSyf2bjIu9eG+6M+2bPSYu7ZnntbMmHSe7VszY9Ke+UEzY1Iv7o/+xlx7lpn+dOEHCGA54Fxgv2rZqtXPWsDSlGH8r+11WXsQm72AO4E9GpYtVf3enXJjj8kNMVux12U2LmP7Zxj1cf9el9WY9P5nMXXxxZSRV1Or/18GbNTrMhuXifXjvugXC9uy7sdywuWuVSzM04xJt+Nr+2ZMhhsf8wNjUusf90e/WIzJ9mwZ1BVZjojHI+J24IqIWAn4MeWb+vnAeZQ5UJ6IiKjWH9ciIoCnU+bde2dmXhwRq1YPPy0iHgROAD6XmX8HyMx/9aa03WNcOm+49bHhOeOWMWk2xLr4SeCkzLwNIDMv7E1pu8e41If7oplt2egxd23NPK2ZMekO27dmxqQ184NmxqRe3B/Nxmp7ZqdylwxItr8O/A34FvArYDpwMOXA+XsdDoxu8MNKa8al86yPzYxJs7F6Yu8041If7otmtmWjx1i2Zp7WzJh0h3WymTFpzfygmTGpF/dHs7HanjmncodFxLMjYtWGnf4+4Fbg5cAvM/NO4NeUirOgTgdHp/U1DpWvA5+gVJr3Ui6P2x945kRLPo1L51gfmxmT9oZbFydKbIxLfbgvFrEtGz3GcnDmac2MSWdZJ5sZk8GZHzQzJvXi/lhkrLdndip3UJSJxH8JvCXKHY4BFgBfoHwD842qMu0JTKEcJOPeWK80nWJcOsv62MyYtGZdbM241If7oj/bstFjLNuz3jUzJp1nnWxmTNqzTjYzJvXi/uhvPLRndip3SESsBbwD+AOwGnBARKxVfclyI/AS4A7gK8A7gSMz856eFbhLxkOl6QTj0lnWx2bGpDXrYmvGpT7cF/3Zlo0eY9me9a6ZMek862QzY9KedbKZMakX90d/46U9i3He8d8zEfE0YCPg/4B9gBcBNwNnZea9DestByydmY/2pKBdVFWaHwB/p9zh815gZmbeVz2+HKVBSWBz4KjMvKZHxe0a49J51sdmxqSZdbE141If7otmtmWjx1i2Zr1rZky6wzrZzJi0Zp1sZkzqxf3RbLy0Z3Yqj7KImAz8A1gmM//TsHw/YBfgpsw8NSK2zcw/9aqcvTBeKs1oMy6dY31sZkzasy62Zlzqw32xiG3Z6DGWg7PeNTMmnWWdbGZMBmedbGZM6sX9sch4a8+c/mIURcTLgQuBLwLfioiN+x7LzHOB3wBrRcSPgV9HxLq9KWl3RcTkqhFZJjOvycwnqnhcBmwAvK5ab1uAzHx8PDcifYxLZ1kfmxmT1qyLrRmX+nBf9GdbNnqMZXvWu2bGpPOsk82MSXvWyWbGpF7cH/2Nx/bMTuVREMV6wKeBo4GPAFcBl0bEZn3rVQfJc4GtgZ0y8+5elLebxmOlGQ3GpXOsj82MSXvWxdaMS324LxaxLRs9xnJw1rtmxqSzrJPNjMngrJPNjEm9uD8WGdftWWb6Mwo/wNLA6cCzWDStyDuBu4ANq//XAa4Htu51ebsQjwDWA64BdgWeAfwPcA+w2YB1vwvMAbbodbmNy/j4sT4akyHEw7poXGr9475oGxfbMmPZyZhY74xJL2NtnTQmQ4mJddKY1PrH/dE2LuOyPet5Acb6D/A8YDtgDWAmcMyAx48BZgDLV/+v1OsydzE247LSGJf6/lgfjckwY2NdNC61/nFf9IuFbZmx7FZ8rHfGpNvxtU4ak+HGxzppTGr94/7oF4tx3Z45/cUSiIh9gB8CJwEfB74HvD0ijm1Y7SzgCeBxgMyc2+1ydltEPC8itgMmAasCB2dVOzLz88DngQ9GxPKZeQ+wfWbO7l2Ju8O4dJb1sZkxac262JpxqQ/3RX+2ZaPHWLZnvWtmTDrPOtnMmLRnnWxmTOrF/dHfRGjPlul1AcaqiNgJ+CxwUGb+JSJOB7YHdgKuiIilgR8ALwC2pVSqh3pV3m6pKs0nKe/1Gkql+UJELJ2Zn6pWOws4ljFaaUbCuHSW9bGZMWnNutiacakP90V/tmWjx1i2Z71rZkw6zzrZzJi0Z51sZkzqxf3R30RpzxypvGQ+k5l/qf7+EDAty0Tau1Im134P8A7gTZk55g6O4WqoNIdm5i7A01hUad4WER+OiOdR4tNXacY949I11sdmxqSBdbE141If7ou2bMtGj7EcwHrXzJh0lXWymTEZwDrZzJjUi/ujrXHfnvXNbaJhqr5VWDEzH6n+Xgc4H3hZZt4TEc+hzBezYmb+q5dl7ZaqIdkwM2dU/68FzMjMl0fEc4EPU76R2gE4LDOv6Vlhu8i4dJ71sZkxaWZdbM241If7oplt2egxlq1Z75oZk+6wTjYzJq1ZJ5sZk3pxfzSbKO2Z01+MUGY+BTxS/RvAw8CD1cFxCPBC4F1j+eAYgT8C18LCCvR0YN2IWCczb42IjzMOKs0IGJcOsz42MyYtWRdbMy714b4YwLZs9BjLtqx3zYxJF1gnmxmTtqyTzYxJvbg/Bpgo7ZmdyqMgM+cDcyPijoj4FLAn5duXx3pctK6aKJVmuIxLd1kfmxmTwrrYmnGpD/fF4GzLRo+xXMR618yYdJ91spkxWcQ62cyY1Iv7Y3DjuT1z+otREBEBLAvcUP3ePTNv6m2p6iEiZgD3sKjSjPvLHIbCuHSO9bGZMWnPutiacakP98UitmWjx1gOznrXzJh0lnWymTEZnHWymTGpF/fHIuO5PbNTeRRFxGHAVZl5Xa/L0mvjudIsCePSPdbHZsZkEetia8alPtwX7dmWjR5j2Z/1rpkx6S7rZDNj0p91spkxqRf3R3vjsT2zU3kURUSkAe1nPFaa0WBcOs/62MyYNLMutmZc6sN90cy2bPQYy9asd82MSXdYJ5sZk9ask82MSb24P5qNx/bMTmV11HisNKPBuEj1YF1szbjUh/tC6j7rXTNjItWLdbKZMakX98fEYKeyJEmSJEmSJGnIlup1ASRJkiRJkiRJY4edypIkSZIkSZKkIbNTWZIkSZIkSZI0ZHYqS5JaiojrImLXXpdDkiRJGgrzV0nqnmV6XQBJUm9ExNyGf1cAngCeqv5/a2Zu1v1SSZIkSa2Zv0pSfURm9roMkqQei4g5wOGZ+ctel0WSJElaHPNXSeotp7+QJLUUEXMi4iXV3x+LiLMj4rsR8e+IuCYiNoyIYyPinxFxR0Ts2fDcVSPiGxFxT0TcFRHHR8TSvXs3kiRJGu/MXyWpe+xUliQN1SuAM4DVgL8AP6ecR54FHAd8tWHdGcB84HnANGBP4PAullWSJEkyf5WkDrFTWZI0VJdn5s8zcz5wNrAW8OnMnAf8AJgSEZMi4hnAy4B3ZeajmflP4BTggJ6VXJIkSROR+askdYg36pMkDdW9DX8/BtyfmU81/A+wErAusCxwT0T0rb8UcEc3CilJkiRVzF8lqUPsVJYkjbY7KHfiXrMaFSJJkiTVmfmrJA2T019IkkZVZt4D/AL4XESsEhFLRcT6EbFLr8smSZIkDWT+KknDZ6eyJKkT3gg8DbgeeAg4B1inpyWSJEmS2jN/laRhiMzsdRkkSZIkSZIkSWOEI5UlSZIkSZIkSUNmp7IkSZIkSZIkacjsVJYkSZIkSZIkDZmdypIkSZIkSZKkIbNTWZIkSZIkSZI0ZHYqS5IkSZIkSZKGzE5lSZIkSZIkSdKQ2aksSZIkSZIkSRoyO5UlSZIkSZIkSUNmp7IkSZIkSZIkacjsVJYkSZIkSZIkDZmdypIkSZIkSZKkIbNTWZIkSZIkSZI0ZHYqS1oiEZER8bxel0PjV0T8OiIOb/PY5IiYGxFLd7tc7QxWXkmSVC/mshotEbFrRNw5yONfiYiPdLNMg1lceSVpcexUlrRQRBwbET8bsOymNssO6G7pJo7qw801EbFUw7LjI2JG9feUap25A35e37D+9Ii4ICIeioiHI+L6iDghIlYb8Fq7Vtt6f/X/5AHbzIh4tOH/F0bEjKo8y1XbfnGL93BKRJxT/T0nIh4bsN0vtnnvH4uI7w41Vpn598xcKTOfGupzxqohfFD5WUN850XEkw3/f6WbZZUkqRfMZethQP54V0Sc3DgAICIOq3Ld/0TEPyLiyxExqeHxSRHxzeqxf0fE/0XEBwZs/3lVJ21frvNklf/0/f+zhpx5mYj4QERc1qKsa1bP3bwq11Mtcux1B3mfQ/5CIjOPysxPDD2SY9diBoW8sCG2j7b4XDO52+WVNDJ2KktqdBmwU1/SFxHrAMsC0wYse161rhYjIpYZ4VPXBRb3YWdS1aHa9zOzes2dgF8DvwM2zsxJwN7AfGCrAds4FHgQeCP066RdKTNXqtbZqmHZ5X1PzMzHgZl9z+1THSsHAt9uWPyKAWU9eqiB0NBk5ksb9tv3gBMb4n1U33pLcExKklR35rKjbAnyhq2qnGR34CDgiGp77wU+A7wPWBV4PvAc4OKIeFr13FOAlYBNqnVeCdw88AWqTtq+3OeTwMyG3OelA1b/LuXYmDpg+QHANZl5bfX/HwbkrCtl5t0jjIFayMzLG/bbZtXixs81f+9b17xVqjc7lSU1uoqSeG9d/f9C4FLgxgHLbhmQXL2kGvHxcEScFhEBEBFLRcSHI+L2iPhnRHwnIlZt9cLVKIELqm08GBGXRzVStxpZcEtPr7W3AAAgAElEQVQ1UuH6iHhNtfxp1bpbNGxn7WrUw1qDbbPF62dEvL16H/+OiE9ExPoR8fuIeCQizmpIdImIIyLi5mq75zWOYKi29V8RcRNwU7Vsn4iYXZXl9xGx5WL2xYnAx0eYSJ0IfCszP5WZ98LCzuKPZuavG8q5IrA/8F/ABhExfQSv9W1gv4hYoWHZXpTzy89aP6W1iNgb+CDw+mqUwl8bHn5ORPyu2je/iIg1q+csHIFS/f/rat81rVs9/sbqeHwgIj4SZRT1S6rHto+IWdX+vjciTm5TztWq4+q+KCPBL4iIZw9Ybf2IuLLa1k8iYvWG578yIq6rjoVfR8QmDY/1G/ESi0aFr1jFc91YzKiZNmXud0wOjFtD7A6v/j6siuEpVTlvjYidquV3VPX50AHl/EpEXFzF/TcR8Zyhlk+SpFFiLlufXBaAzPwbcDmweUSsAnwceEdmXpSZ8zJzDvA6YApwSPW07YAzM/OhzFyQmX/LzHOG8nqDlONO4FfAGwY89EbgO8PdXiwa9fzXaL5i8L3V8XJPRLypYfmMiDi++nvXiLhzkHXXiIjzq313VZUP/rZ6LKoc7Z/V49dExOZtyvmmiLihOiZujYi3tljngxFxf5S8+OCG5atWx/x9VR34cMMx3e/qwug/KvwESj37YgxyhWKb8n4sIs6JiO9GxCPAYY1xa4xdw/9zIuJ9EXF1lJHP34iIZ0QZrf7viPhlVFdrNpTzyIi4u4r7/wy1fJL6s1NZ0kKZ+STwR+BF1aIXUZLA3w5YNnBkxz6U5G9LSlK4V7X8sOpnN+C5lBEH7ZKK9wJ3AmsBz6B0Lmb12C2UxGRVSiL63YhYpyrvD1iUgEIZIXtJZt63mG22shewLWXExDHA6dW21wM2r7ZNlOkePlW913WA26tyNHo1sAOwaURMA74JvBVYA/gqcF5EPH2QsvwQeIQSvyGL0vm4I3DuEFbfF5gLnA38nDJqeVgy8/fAPdW2+ryB8kFg/jC3dRH9R5k0jqo+CHgTsDbwNGCw5K/luhGxKfAl4GDKflsVeFbD8z4PfD4zVwHWB85qs/2lgG9RRtVMBh6j+bh+I/Dm6nXmA1+oyrAh8H3gXZTj8kLg/MYPea1k5qPAS4G7l2DUzMJjcojr7wBcTTlmz6Qc49tRRncdQvmgsFLD+gcDnwDWBGZTRktLktQ15rK1ymWpXmvT6r3/BdgJWI6S5y6UmXMpOdEe1aIrgBOqDtENFvcaw/BtGjqVI2IjypcNZw53Q5nZdzz1XdE3s/r/mSzKMd8CnBYDpp9rMNi6pwGPVuscSv88fU/Kcbxh9fzXAQ+0eY1/Uo7vVSj58SkRsc2AMqxZleFQ4PQqLgCnVtt/LrALJb99E4uRmR+i1LujR3iF4quAc4BJDD2f3I9y/GwIvIIyGOODlLqzFPDfA9bfDdiAEsv3RzXIRNLw2KksaaDfsCjpfiElIbh8wLLfDHjOpzPz4epSpUtZNBLkYODkzLy1ShaPBQ6I1qNv51GS2udUoxYuz8wEyMyzM/PuaqTCTMqIie2r530bODCijCihJIpnLG6bbZyYmY9k5nXAtcAvqrL/i5KYTGt4X9/MzD9n5hPV+9oxIqY0bOtTmflgZj4GHAl8NTP/mJlPZea3gScoCX87CXwE+MggHY73V6NF+n42AVajtO3/6FspIk6sHn80Ij7c8PxDKR24T1GS6QMiYtlBytTOd6imwKhGoLyK/lNfAPx4QFmPGOZrfCsz/6+K51ksOsaGs+7+wPmZ+dvqQ9z/o/8Hs3nA8yJizcycm5lXtNp4Zj6Qmedm5n8y89/ACZREu9EZmXlt1Rn8EeB1US67fT3w08y8ODPnAScBy1M+ZHVa4zE5FLdl5req42Mm5QPpcZn5RGb+AniS0sHc56eZeVlVJz5EqRPrjeo7kCRp8cxl65HL/jkiHgLOB75O+UJ+TeD+NgMP7qkeB3gHpTPxaOD6KCOqB05nMRI/Ap4RZao4KPnrz6oO/D7PH5Cz3jLM15hHyZfmZeaFlAEcGw1n3Spn3A/4aJVvXk//3HoesDKwMRCZeUNm3tPqBTLzp5l5Sxa/AX5BqQONPlLld78BfsqivPUA4NjM/HeWEeWfo3mkdyf8ITN/XNWXoeatp2bmvZl5F6W+/zEz/5Jlur4fsejY7/PxzHw0M6+hHJsHjl7xpYnDTmVJA10GvCDK5fprZeZNwO8pc5CtThnlMHB0xz8a/v4PZRQHlHmBb2947HZgGcpIi4E+S5kr7RfVpVmNN+N4Yyy63O7hqgxrAmTmH6vX3DUiNqZ0cp23uG22cW/D34+1+L/l+6o+ZDxA/1GvdzT8/RzgvY0JKqWDbtDpC6rk8k7KqJBW1szMSQ0/NwAPAQsoH0D6tnNMlnmVf0SJP1Vn324s+vb/J5SRIy8frExtnAHsFuWyyf0pl5T+ZcA6rx5Q1q8N8zXaHWPDWXddGvZLZv6H/qM63kIZ3fC3KJcZ7tNq4xGxQkR8tboM8BFKfZgUDTegof/+v51yKe6aNB87C6p1G4+dTrlj8av0M/D4J6vpVBqWNe6HxtjOpczVPeQpOiRJGiXmskWvc9ltMnO1zFw/Mz9c5Tz3A2u26ZRfp3qczHwsMz+ZmdtSRkafBZwdDdOJjUSV+50NvLHqxD+Y5qkvrhiQs64/zJd5YECn+WB5a7t116IcZ437oDHP+hVlxPxpwD8j4vRqYEeTiHhpRFwRZZqTh4GXsajzHuChahBEn9sp+3VNSv468PivY84KQz/2W71G33uWNEx2Kksa6A+Uy5yOoNzojcx8BLi7WnZ3Zt42xG3dTUlC+0ymTAVw78AVq2/A35uZz6XcjOM9EbF7lHlZv0YZqbBG1Tl6LRANT/825dK+NwDnVN9It93mEMs+5PdVTTmxBnBX41tq+PsO4IQBCeoKmfn9IbzWhyiXbq2wuBVh4TQJf6T/dBStvIFyDjg/Iv4B3ErpVB7JFBi3U0YE9O2DgaOUh7W5JXju4twDLJz7OCKWp+y38sKZN2XmgZRpMz4DnFPt24HeSxlxskOWqTL6Rj41HpONI3QnU0aU3E/zsRPVun3Hzn/ov6+f2fD3ksam8fl9Hx7avdZILHzP1bQYq1PeryRJ3WQuO8z31eFcttEfKCOc++WpVd7wUuCSgU+o9t0ngRWBgTfZG4lvU6aL2IMy2vf8UdjmaLuPcpw13rOj39VfmfmFqtN9U8qgiPcN3Eg1Pcm5lCvjnlEdexfS/9hbbUC+O5lyfNxPyV8HHv99x8ijDJ5HLkneOvC5i3utkRiYq5uzSiNgp7KkfqpLjGYB76F0FPb5bbVsOHfK/j7w7oiYWiWLffPlNl3yFuXmH8+rOtn+BTxFGXG7IiWxuK9a702U0R2Nvgu8hpKMf2cI21xS3wfeFBFbV8naJymXWM1ps/7XgKMiYocoVoyIl0fEyot7oSw31ruW4XX2HgO8OcpNYdYGiHIjucZE/FDKnH5bN/zsB7wsItZg+L5N+bC0M0s2l+69wJRocxOaJXQO8IooN5x7GvAxGpLqiDgkItaqRtI8XC1udbysTBnx8HA1YuajLdY5JCI2jXIDw+MoHxCfooy0eXn1IXNZSgf1E5QRVFDmIj4oIpaOcuPCxmk17gXWiDY3CBqO6jLPu6pyLh0Rb6bMI70kXhYRL6hi+wnKSJ+RjDSRJGnEzGWH/L66kss2qqbh+DhwakTsHRHLRply4yzK1XlnAES5mfJ2UW5kuBzwTkpuduPw32qTy6ttnQ78IMuUaCN1L2W+4VFV5Yw/BD5WXSG3MdVUcwBVbHaocslHgcdpfVw8DXg6VSd1lClE9myx3serWL+QMv/y2Q156wkRsXL15ch7KMcqlJz1RRExucpNjx2wzdGMzWxKnrl6RDyTcm+SJfWRKrabUeaJnrm4J0hqZqeypFZ+Qxmt+duGZZdXy4aTiH+TkhxeBtxGSXje0WbdDYBfUuYS+wPwpcy8tJpD7HPVsnuBLahGnfSpOq7+TEnYL1/cNodR/pYy85eUeXLPpYx+XZ8y51i79WdRRsZ8kTI9xc0M7wZ8H6aM+hzo4Sh3VO77eU/1er8FXkwZQft/1aVuFwG/piTxz6eMOjgtM//R8HNeVbaRzCl2blXGS9rM6Xb+gLL+qM12zq5+PxARfx5BOdrKMr/gOyg3ormHclz8k9KpC7A3cF1EzKXctO+ANvO4/S9lHuT7KTeSuajFOmcAMyiX0y5HdXOQzLyR8oHx1Or5rwBe0fCB5p3Vsocpl2T+uKH8f6N8CLw1yqWnS3qZ3hGUUS0PAJuxqGN7pM6kdLA/SLlJ0CGDry5JUseYyw6iB7ls47ZOpFyFdxLlptR/pIyE3j3L/M5Q4vAtFl3ltQfw8mqajiWSmUnpuH8OzVNfQJlbeu6An+3abO5jwLervOx1S1q2AY6mjLj/B+UY/D6LctZVKB39D1GmbniAMlVKP1nu/fHflM7hhyg3sz5vwGr/qB67mzIw5Kgq54RyrD9KuaLxt5Rc75vVti+mdMReDfwJuGDAdj8P7B8RD0XEF4b97vs7A/grMIcyJ/RodAD/hnIcXwKclOV+IZKGKXLQef4laWyIiG9SLmf88GJXllh4qeXDwAbDuAxWLUTEDOBO658kSSNjLqvBRMRngGdm5rCnqtMi1cj424BlW11xIGl4Wk2QL0ljSpUc7EvzXX2lfiLiFZQRCUEZIXMNZdSDJElST5jLaqBqyounUXLV7Sg3lD68p4WSpAGc/kLSmBYRn6DMOfxZR5tqCF5FubzvbsolpQekl+xIkqQeMZdVGytT5lV+lDLdw+eAn/S0RJI0gNNfSJIkSZIkSZKGzJHKkiRJkiRJkqQhm9BzKu+999550UUX9boYkiRJmjhiSZ5s/ipJkqQua5m/TuiRyvfff3+viyBJkiQNmfmrJEmS6mBCdypLkiRJkiRJkobHTmVJkiRJkiRJ0pDZqSxJkiRJkiRJGrIJfaM+SZKkiWTevHnceeedPP74470uyri33HLL8exnP5tll12210WRJEka08xhu2O4+audypIkSRPEnXfeycorr8yUKVOIaHkTZ42CzOSBBx7gzjvvZOrUqb0ujiRJ0phmDtt5I8lfnf5CkiRpgnj88cdZY401TMY7LCJYY401HE0jSZI0CsxhO28k+audypIkSROIyXh3GGdJkqTRY27VecONsZ3KkiRJkiRJkqQhs1NZkiRJkiRJkjRkdipLkiRp1Oy6667MmjULgJe97GU8/PDDPPzww3zpS19auM7dd9/N/vvvP6LtH3bYYZxzzjlDev12pkyZwv333z/k15wxYwZHH330kNeXJEnS2GH+OjJ2KkuSJKkjLrzwQiZNmtSUlK+77rqDJtaSJElSL5i/Dp2dypIkSWprzpw5bLzxxhx88MFssskm7L///vznP//hkksuYdq0aWyxxRa8+c1v5oknnmh6bt+Iig984APccsstbL311rzvfe9jzpw5bL755gA89dRT/M///A+bb745W265JaeeeioAxx13HNtttx2bb745Rx55JJk57LK/7W1vY/r06Wy22WZ89KMf7ffYiSeeyBZbbMH222/PzTffDMB9993Hfvvtx3bbbcd2223H7373u2G/piRJknrL/LU77FSWJEnSoG688Ube/va3c8MNN7DKKqtw8sknc9hhhzFz5kyuueYa5s+fz5e//OW2z//0pz/N+uuvz+zZs/nsZz/b77HTTz+dOXPmMHv2bK6++moOPvhgAI4++miuuuoqrr32Wh577DEuuOCCYZf7hBNOYNasWVx99dX85je/4eqrr1742Kqrrso111zD0Ucfzbve9S4A3vnOd/Lud7+bq666inPPPZfDDz982K8pSZKk3jN/7Tw7lSVJkjSo9dZbj5133hmAQw45hEsuuYSpU6ey4YYbAnDooYdy2WWXjWjbv/zlL3nrW9/KMsssA8Dqq68OwKWXXsoOO+zAFltswa9+9Suuu+66YW/7rLPOYptttmHatGlcd911XH/99QsfO/DAAxf+/sMf/rCwLEcffTRbb701r3zlK3nkkUeYO3fuiN6XJEmSesf8tfOW6cqrSJIkacyKiH7/T5o0iQceeKBjr/f444/z9re/nVmzZrHeeuvxsY99jMcff3xY27jttts46aSTuOqqq1httdU47LDD+m2j8T31/b1gwQKuuOIKlltuudF5I5IkSeoJ89fOc6SyJEmSBvX3v/994WiIM888k+nTpzNnzpyFc7mdccYZ7LLLLm2fv/LKK/Pvf/+75WN77LEHX/3qV5k/fz4ADz744MLkec0112Tu3LkjuinKI488woorrsiqq67Kvffey89+9rN+j8+cOXPh7x133BGAPffcc+GceACzZ88e9utKkiSp98xfO89OZUmSJA1qo4024rTTTmOTTTbhoYce4t3vfjff+ta3eO1rX8sWW2zBUkstxVFHHdX2+WussQY777wzm2++Oe973/v6PXb44YczefJkttxyS7baaivOPPNMJk2axBFHHMHmm2/OXnvtxXbbbTfsMm+11VZMmzaNjTfemIMOOmjh5Y99HnroIbbccks+//nPc8oppwDwhS98gVmzZrHllluy6aab8pWvfGXYrytJkqTeM3/tvBjJnQiH/SIR3wT2Af6ZmZtXy2YCG1WrTAIezsytI2IKcANwY/XYFZl5VPWcbYEZwPLAhcA7MzMjYnVgJjAFmAO8LjMfWly5pk+fnrNmzRqFdyhJklR/N9xwA5tsssmwnjNnzhz22Wcfrr322g6VavxqE+9ote5Qmb9KkqSJZrg5rPnryA0nf+3WSOUZwN6NCzLz9Zm5dWZuDZwL/LDh4Vv6HuvrUK58GTgC2KD66dvmB4BLMnMD4JLqf0mSJEmSJEnSKOvKjfoy87JqBHKTKDNLvw548WDbiIh1gFUy84rq/+8ArwZ+BrwK2LVa9dvAr4H3L3nJJUmSJrYpU6bUcpTHa17zGm677bZ+yz7zmc+w11579ahEkiRJqgPz1+7oSqfyYrwQuDczb2pYNjUi/gI8Anw4My8HngXc2bDOndUygGdk5j3V3/8AntHuxSLiSOBIgMmTJ4/OO5AkSVJX/ehHP+p1EbrG/FWSJGnsG2/5ax1u1Hcg8P2G/+8BJmfmNOA9wJkRscpQN5Zlkui2E0Vn5umZOT0zp6+11lojLbMkSZLUFeavkiRJqpuejlSOiGWAfYFt+5Zl5hPAE9Xff4qIW4ANgbuAZzc8/dnVMoB7I2KdzLynmibjn90ovyRJkiRJkiRNNL0eqfwS4G+ZuXBai4hYKyKWrv5+LuWGfLdW01s8EhHPr+ZhfiPwk+pp5wGHVn8f2rBckiRJkiRJkjSKujJSOSK+T7mR3poRcSfw0cz8BnAA/ae+AHgRcFxEzAMWAEdl5oPVY28HZgDLU27Q97Nq+aeBsyLiLcDtlBv/SZIkaTC77Ta627v00sWusvTSS7PFFlswf/58pk6dyhlnnMGkSZNGtRgrrbQSc+fObVp+2GGHsc8++7D//vtz+OGH8573vIdNN910VF9bkiRJHWYOW4sctiudypl5YJvlh7VYdi5wbpv1ZwGbt1j+ALD7kpVSkiRJnbb88ssze/ZsAA499FBOO+00PvShD3W9HF//+te7/pqSJEkam8xhm/V6+gtJkiRNUDvuuCN33VVukXHLLbew9957s+222/LCF76Qv/3tb0AZmXHUUUcxffp0NtxwQy644AIAZsyYwdFHH71wW/vssw+//vWvF/7/7ne/m80224zdd9+d++67r+m1d911V2bNmgXARRddxDbbbMNWW23F7ruXcQpXXnklO+64I9OmTWOnnXbixhtvXPi6++67L3vvvTcbbLABxxxzzOgHRpIkSbVlDlvYqSxJkqSue+qpp7jkkkt45StfCcCRRx7Jqaeeyp/+9CdOOukk3v72ty9cd86cOVx55ZX89Kc/5aijjuLxxx8fdNuPPvoo06dP57rrrmOXXXbh4x//eNt177vvPo444gjOPfdc/vrXv3L22WcDsPHGG3P55Zfzl7/8heOOO44PfvCDC58ze/ZsZs6cyTXXXMPMmTO54447liQUkiRJGiPMYRfpyvQXkiRJEsBjjz3G1ltvzV133cUmm2zCHnvswdy5c/n973/Pa1/72oXrPfHEEwv/ft3rXsdSSy3FBhtswHOf+9yFI0DaWWqppXj9618PwCGHHMK+++7bdt0rrriCF73oRUydOhWA1VdfHYB//etfHHroodx0001EBPPmzVv4nN13351VV10VgE033ZTbb7+d9dZbb5iRkCRJ0lhhDtuivCN+piRJkjRMffPR3X777WQmp512GgsWLGDSpEnMnj174c8NN9yw8DkR0W8bEcEyyyzDggULFi4bbOTHwOcPxUc+8hF22203rr32Ws4///x+23/605++8O+ll16a+fPnD3v7kiRJGjvMYZvZqSxJkqSuW2GFFfjCF77A5z73OVZYYQWmTp268LK9zOSvf/3rwnXPPvtsFixYwC233MKtt97KRhttxJQpU5g9ezYLFizgjjvu4Morr1y4/oIFCzjnnHMAOPPMM3nBC17QthzPf/7zueyyy7jtttsAePDBB4EyyuNZz3oWUOagkyRJksxhF3H6C0mSpInq0kt7+vLTpk1jyy235Pvf/z7f+973eNvb3sbxxx/PvHnzOOCAA9hqq60AmDx5Mttvvz2PPPIIX/nKV1huueXYeeedmTp1KptuuimbbLIJ22yzzcLtrrjiilx55ZUcf/zxrL322sycObNtGdZaay1OP/109t13XxYsWMDaa6/NxRdfzDHHHMOhhx7K8ccfz8tf/vKOx0KSJElDZA5bixw2MrOjL1Bn06dPz747JkqSJI13N9xwA5tsskmvizEshx12GPvssw/7779/r4sybG3iPfzrGBuYv0qSpInGHLZ7hpO/Ov2FJEmSJEmSJGnInP5CkiRJteV8xpIkSRprJkIO60hlSZIkSZIkSdKQ2aksSZIkSZIkSRoyO5UlSZIkSZIkSUNmp7IkSZIkSZIkacj+P3t3Hi5HWeZ9/HsnQTYREAJGNkFxARGQCI6MQkQhKCPyurzICOioERVxe1VQR9wYN8QFMRIEBQdF1GHRARE1oKMyJqIgmxAgAhFDBBQF2cL9/lEV6Jzqk/RJuruqu7+f6+rrdFdX93n6V91PPefuOk95oj5JkqQRNeOAX3f1+eaetctK15k8eTI77LADDzzwAFOmTOGQQw7hHe94B5MmNfdYh8997nPMmjWLddZZp+6mSJIkjTzHsJ3p9Ri2ua9ckiRJQ2fttdfmt7/9LVdeeSUXXngh559/Ph/+8IdrbVNm8tBDD417/+c+9znuueeePrZIkiRJTeIYtsqisiRJkmqxySabMGfOHL74xS+SmSxdupR3v/vdPOtZz+IZz3gGJ554IgAXXXQRe+yxB/vvvz/bbLMNRx55JKeffjq77rorO+ywA9dffz0ACxcu5PnPfz7PeMYz2GuvvbjpppsAWLx4MQcccAA77rgjO+64I7/4xS9YuHAhT3nKUzjkkEN4+tOfzs0338yb3vQmpk+fzvbbb8/RRx8NwBe+8AX++Mc/MmPGDGbMmFFPUJIkSWoMx7AFi8qSJEmqzTbbbMPSpUu57bbbOPnkk1l//fWZN28e8+bN46STTuLGG28E4LLLLuPLX/4yV199NV//+te59tpr+dWvfsXrX/96jj/+eADe+ta3cuihh3L55Zfzr//6rxxxxBEAHHHEEeyxxx5cdtllXHrppWy//fYAXHfddbz5zW/myiuvZKuttuKYY45h/vz5XH755Vx88cVcfvnlHHHEETz+8Y9n7ty5zJ07t56QJEmS1CiOYS0qS5IkqSF++MMfctppp7HTTjux2267cfvtt3PdddcB8KxnPYtp06ax5ppr8sQnPpG9994bgB122IGFCxcC8Mtf/pKDDjoIgIMPPpj/+Z//AeAnP/kJb3rTm4BiPrz1118fgK222opnP/vZD//+M888k2c+85nsvPPOXHnllVx11VV9ed2SJEkaXKM6hvVEfZIkSarNDTfcwOTJk9lkk03ITI4//nj22Wef5da56KKLWHPNNR++PWnSpIdvT5o0iQcffHCVfve666778PUbb7yRY489lnnz5rHhhhvymte8hnvvvXeVnleSJEnDzTGsRypLkiSpJkuWLOGwww7j8MMPJyLYZ599mD17Ng888AAA1157LXfffXfHz/ec5zyHM844A4DTTz+d5z73uQDstddezJ49G4ClS5fy17/+tfLYu+66i3XXXZf111+fxYsXc/755z9833rrrcff/va3VX6dkiRJGh6OYQseqSxJkjSi5p61S99/5z/+8Q922mknHnjgAaZMmcLBBx/MO9/5TgBe//rXs3DhQp75zGeSmUydOpWzzz674+c+/vjjee1rX8unP/1ppk6dyle/+lUAPv/5zzNr1ixOPvlkJk+ezOzZs5k2bdpyj91xxx3ZeeedeepTn8oWW2zB7rvv/vB9s2bNYubMmQ/PSydJkqT6OIZ9RJ1j2MjMrj/poJg+fXrOnz+/7mZIkiT1xdVXX83Tnva0upsxMsbJO1bnOR2/SpKkUeMYtn8mMn51+gtJkiRJkiRJUscsKkuSJEmSJEmSOtaXonJEnBIRt0XEFS3LPhQRiyLit+XlRS33HRURCyLi9xGxT8vymeWyBRFxZMvyrSPif8vl34qIR/XjdUmSJA2aUZ76rJ/MWZIkqXscW/XeRDPu15HKXwNmtln+2czcqbycBxAR2wEHAtuXj/lSREyOiMnACcC+wHbAq8p1AT5ZPteTgDuB1/X01UiSJA2gtdZai9tvv91BeY9lJrfffjtrrbVW3U2RJEkaeI5he29Vxq9Tetieh2XmTyPiCR2uvj9wRmbeB+2vjXkAACAASURBVNwYEQuAXcv7FmTmDQARcQawf0RcDTwfOKhc51TgQ8Ds7rRekiRpOGy++ebccsstLFmypO6mDL211lqLzTffvO5mSJIkDTzHsP0x0fFrX4rKK3B4RBwCzAfelZl3ApsBl7Ssc0u5DODmMct3AzYC/pKZD7ZZX5IkSaU11liDrbfeuu5mSJIkSR1zDNtMdZ6obzbwRGAn4FbgM/34pRExKyLmR8R8v+GQJElS0zl+lSRJUtPUVlTOzMWZuTQzHwJO4pEpLhYBW7Ssunm5bLzltwMbRMSUMcvH+71zMnN6Zk6fOnVqd16MJEmS1COOXyVJktQ0tRWVI2Jay80DgCvK6+cCB0bEmhGxNbAt8CtgHrBtRGwdEY+iOJnfuVnM0j0XeHn5+EOBc/rxGiRJkiRJkiRp1PRlTuWI+CawJ7BxRNwCHA3sGRE7AQksBN4IkJlXRsSZwFXAg8BbMnNp+TyHAxcAk4FTMvPK8le8FzgjIj4G/AY4uR+vS5IkSZIkSZJGTRQH+o6m6dOn5/z58+tuhiRJkkZHrM6DHb9KkiSpz9qOX+s8UZ8kSZIkSZIkacBYVJYkSZIkSZIkdcyisiRJkiRJkiSpYxaVJUmSJEmSJEkds6gsSZIkSZIkSerYlLobIEkacTNmLH977tx62iFJkiRJkjrikcqSJEmSJEmSpI5ZVJYkSZIkSZIkdcyisiRJkiRJkiSpYxaVJUmSJEmSJEkds6gsSZIkSZIkSeqYRWVJkiRJkiRJUscsKkuSJEmSJEmSOmZRWZIkSZIkSZLUMYvKkiRJkiRJkqSOWVSWJEmSJEmSJHXMorIkSZIkSZIkqWMWlSVJkiRJkiRJHbOoLEmSJEmSJEnqmEVlSZIkSZIkSVLHLCpLkiRJkiRJkjrWUVE5ImZExNbl9WkRcWpEfDUiHtfb5kmSJEmSJEmSmqTTI5W/BCwtr38GWAN4CJjTi0ZJkiRJkiRJkpppSofrbZaZN0XEFGAfYCvgfuCPPWuZJEmSJEmSJKlxOi0q3xURmwJPB67KzL9HxKMojliWJEmSJEmSJI2ITqe/OB6YB5wOnFAu2x24ppMHR8QpEXFbRFzRsuzTEXFNRFweEWdFxAbl8idExD8i4rfl5cstj9klIn4XEQsi4gsREeXyx0bEhRFxXflzww5flyRJkiRJkiRpAjoqKmfmJ4EXALtn5hnl4kXA6zr8PV8DZo5ZdiHw9Mx8BnAtcFTLfddn5k7l5bCW5bOBNwDblpdlz3kk8OPM3Bb4cXlbkiRJkiRJktRlHRWVI+KczLw2M69ftiwzrwU+0snjM/OnwB1jlv0wMx8sb14CbL6SNkwDHpOZl2RmAqcBLy3v3h84tbx+astySZIkSZIkSVIXdTr9xYxxlu/ZpXb8G3B+y+2tI+I3EXFxRDy3XLYZcEvLOreUywA2zcxby+t/AjYd7xdFxKyImB8R85csWdKl5kuSJEm94fhVkiRJTbPCE/VFxLIjkR/Vcn2ZbYA/rG4DIuL9wIMU8zUD3ApsmZm3R8QuwNkRsX2nz5eZGRG5gvvnAHMApk+fPu56kiRJUhM4fpUkSVLTrLCoDGxR/pzUch0ggZuBD63OL4+I1wD7AXuVU1qQmfcB95XXfx0R1wNPppjDuXWKjM3LZQCLI2JaZt5aTpNx2+q0S5IkSZIkSZLU3gqLypn5WoCI+EVmntTNXxwRM4H3AHtk5j0ty6cCd2Tm0ojYhuKEfDdk5h0RcVdEPBv4X+AQ4PjyYecChwKfKH+e0822SpIkSZIkSZIKKztSGYDMPCkingq8gmL+4sMj4inAmpl5+coeHxHfpJh/eeOIuAU4GjgKWBO4MCIALsnMw4DnAR+JiAeAh4DDMnPZSf7eDHwNWJtiDuZl8zB/AjgzIl5HMSXHKzt5XZIaYkbLtO1z59bXDkmSJEmSJK1UR0XliHgF8CXgu8BBwOHAehTF3Bes7PGZ+ao2i08eZ93vlr+n3X3zgae3WX47sNfK2iFJkiRJkiRJWj2TOlzvI8ALyiOJl5bLLgN27EmrJEmSJEmSJEmN1GlReRNg2TQX2fLTs09LkiRJkiRJ0gjptKj8a+DgMcsOBH7V3eZIkiRJkiRJkpqsozmVgSOAH5Ynwls3Ii4Angzs3bOWSZIkSZIkSZIap6OicmZeExFPBfYDvg/cDHw/M//ey8ZJkiRJkiRJkpql0yOVycx7IuKXwE2ZeUkP2yRJkiRJkiRJaqiO5lSOiC0j4ufANcCPymUvj4iv9LJxkiRJkiRJkqRm6fREfScC/w2sBzxQLrsQeGEvGiVJkiRJkiRJaqZOp7/YFXhxZj4UEQmQmX+NiPV71zRJkiRJkiRJUtN0eqTyYuBJrQsiYjvgpq63SJIkSZIkSZLUWJ0WlY8Fvh8RrwWmRMSrgG8Bn+xZyyRJkiRJkiRJjdPR9BeZeUpE3A68EbgZOAT498w8u5eNkyRJkiRJkiQ1S6dzKpOZ5wDn9LAtkiRJkiRJkqSG66ioHBG/AS4CLgYuzsw7e9koSZIkSZIkSVIzdTqn8ruAu4C3A4si4vKIOD4iXt67pkmSJEmSJEmSmqbTOZV/AvwEICI2At4JHA68GZjcs9ZJkiRJkiRJkhql0+kv9gWeB+wBbAH8EjiKYjoMSZIeMWPG8rfnzq2nHZIkSZIkqSc6PVHffwPXAx8HTsvMB3vXJEmSJEmSJElSU3U6p/JzgVOAVwA3RcQPI+L9EfHc3jVNkiRJkiRJktQ0nc6p/HPg58DHI2IT4G3Ae4CP4JzKkiQNPqctkSRJkiR1qNM5lQ8A9qSYU/nJwK+BL+KcypIkSZIkSZI0UjqdU/ltFAXkdwK/zMx/9K5JkiRJkiRJkqSm6rSofEJmfnvswoh4eWZ+p8ttkiRJkiRJkiQ1VKcn6jt5nOVzutUQSZIkSZIkSVLzrfBI5YjYprw6KSK2BqLl7m2Aezv9RRFxCrAfcFtmPr1c9ljgW8ATgIXAKzPzzogI4PPAi4B7gNdk5qXlYw4FPlA+7ccy89Ry+S7A14C1gfOAt2Vmdto+SVI9Zmxw7HK3PT2cJEmSJEnNtrIjlRcA1wHrANeXt5ddTgM+NIHf9TVg5phlRwI/zsxtgR+XtwH2BbYtL7OA2fBwEfpoYDdgV+DoiNiwfMxs4A0tjxv7uyRJkiRJkiRJq2mFReXMnJSZk4GflddbL4/PzI6nv8jMnwJ3jFm8P3Bqef1U4KUty0/LwiXABhExDdgHuDAz78jMO4ELgZnlfY/JzEvKo5NPa3kuSZIkSZIkSVKXdDSncmbu0aPfv2lm3lpe/xOwaXl9M+DmlvVuKZetaPktbZZXRMSsiJgfEfOXLFmy+q9AkiRJ6iHHr5IkSWqaTk/U13PlEcY9nwM5M+dk5vTMnD516tRe/zpJkiRptTh+lSRJUtOs8ER9fbA4IqZl5q3lFBa3lcsXAVu0rLd5uWwRsOeY5ReVyzdvs76kAdB6ojZP0iZJkiRJktRs4x6pHBE79uH3nwscWl4/FDinZfkhUXg28NdymowLgL0jYsPyBH17AxeU990VEc+OiAAOaXkuSZIkSZIkSVKXrOhI5Z8BjwGIiOsyc9vV+UUR8U2Ko4w3johbgKOBTwBnRsTrgD8AryxXPw94EbAAuAd4LUBm3hERHwXmlet9JDOXnfzvzcDXgLWB88uLJEmSJEmSJKmLVlRU/ktE7AdcBUyLiK2BGLtSZt7QyS/KzFeNc9debdZN4C3jPM8pwCltls8Hnt5JWyRJkiRJkiRJq2ZFReW3AZ8DtqKYJuP6NuskMLkH7ZIkSZIkSZIkNdC4cypn5lmZ+aTMXAO4JzMntblYUJYkSZIkSZKkETJuUXmMjQAiYlJETIuITh8nSZIkSZIkSRoinRaH14yI04B7gUXAPyLi1IhYv3dNkyRJkiRJkiQ1TadF5eOBdSlOhLc2sAOwDvCFHrVLkiRJkiRJktRAKzpRX6uZwDaZeU95+9qIeC3tT94nSZIkSZIkSRpSnR6pfC8wdcyyjYH7utscSZIkSZIkSVKTdXqk8leACyPiOOAPwFbAO4A5vWqYJEmSJEmSJKl5Oi0qHwP8ETgIeHx5/VPAKT1qlyRJ9ZkxY/nbc+fW0w5JkiRJkhqoo6JyZiZFAdkisiRJkiRJkiSNsE7nVJYkSZIkSZIkyaKyJEmSJEmSJKlznc6pLEnS8px3WJIkSZKkkdTRkcoR8Ypxlr+8u82RJEmSJEmSJDVZp9NfnDzO8jndaogkSZIkSZIkqflWOP1FRGxTXp0UEVsD0XL3NsC9vWqYJEmSJEmSJKl5Vjan8gIgKYrJ14+570/Ah3rQJkmSJEmSJElSQ62wqJyZkwAi4uLM3KM/TZIkSZIkSZIkNdXKjlQGwIKyJKnvZsxY/vbcufW0Q5IkSZIkLaejonI5n/IxwE7Ao1vvy8wte9AuSZIkSZIkSVIDdVRUBr5BMafyu4B7etccSZIkSZIkSVKTdVpU3h7YPTMf6mVjJEmSJEmSJEnNNqnD9X4K7NzLhkiSJEmSJEmSmq/TI5UXAj+IiLOAP7XekZkf7HajJElSf83Y4NjlbntaREmSJEnSeDo9Unld4PvAGsAWYy6rLCKeEhG/bbncFRFvj4gPRcSiluUvannMURGxICJ+HxH7tCyfWS5bEBFHrk67JEmSJEmSJEntdXSkcma+the/PDN/D+wEEBGTgUXAWcBrgc9m5nKHTUXEdsCBFHM8Px74UUQ8ubz7BOCFwC3AvIg4NzOv6kW7JUmSJEmSJGlUdVRUjohtxrsvM2/oUlv2Aq7PzD9ExHjr7A+ckZn3ATdGxAJg1/K+BcvaEhFnlOtaVJYkSZIkSZKkLup0TuUFQAKt1d4sf07uUlsOBL7ZcvvwiDgEmA+8KzPvBDYDLmlZ55ZyGcDNY5bv1qV2SZIkSZIkSZJKHc2pnJmTMnNy+XMSxdQTc4CDu9GIiHgU8BLg2+Wi2cATKabGuBX4TDd+T/m7ZkXE/IiYv2TJkm49rSRJktQTjl8lSZLUNJ2eqG85mfkn4O3Ax7vUjn2BSzNzcfn8izNzaWY+BJzEI1NcLGL5kwNuXi4bb3m7ts/JzOmZOX3q1Kldar4kSZLUG45fJUmS1DSrVFQuPQVYp0vteBUtU19ExLSW+w4AriivnwscGBFrRsTWwLbAr4B5wLYRsXV51POB5bqSJEmSJEmSpC7q9ER9P+OROZShKCZvD3xkdRsQEesCLwTe2LL4UxGxU/k7Fy67LzOvjIgzKU7A9yDwlsxcWj7P4cAFFHM8n5KZV65u2yRJkiRJkiRJy+v0RH1fGXP7buCyzLxudRuQmXcDG41ZNu5czZl5DHBMm+XnAeetbnskSZIkSZIkSePrqKicmaf2uiGSJEmSJEmSpObraE7liFgjIj4cETdExL3lzw+X8xdLkiRJkiRJkkZEp9NffArYFTgM+AOwFfDvwGOAd/SmaZIkSZIkSZKkpum0qPwKYMfMvL28/fuIuBS4DIvKkiRJkiRJkjQyOpr+AogJLpckSZIkSZIkDaFOi8rfBr4XEftExNMiYiZwNnBm75omSZIkSZIkSWqaTqe/eA/wAeAE4PHAIuAM4GM9apckSZIkSZIkqYE6Kipn5v3AB8uLJEnDYcaM5W/PnVtPOyRJkiRJGiArLCpHxO7ASzLzvW3u+wRwdmZe0qvGSZIGz4wNjl3utmXaIdBafLfwLkmSJEkjb2VzKr8P+Ok4910MvL+7zZEkSZIkSZIkNdnKiso7AT8Y574LgV262xxJkiRJkiRJUpOtrKj8GOBR49y3BrBed5sjSZIkSZIkSWqylZ2o7xpgb+CcNvftXd4vSdLKeVI8SZIkSZKGwsqKyp8FToyIyRQn5XsoIiYBLwVOAN7Z6wZKkqRVYBFfkiRJktQjKywqZ+Y3IuJxwKnAmhHxZ2Bj4D7g6Mz8Zh/aKEmSJEmSJElqiJUdqUxmHhcRXwH+CdgIuB34ZWbe1evGSZKaa8YGxy53uxHHwbYeneuRuZIkSZIk9cRKi8oAZQH5gh63RZIkSZIkSZLUcB0VlSVJEs5TLEmSJEkSMKnuBkiSJEmSJEmSBodHKktqLufH1aDwCGZJkiRJ0gjxSGVJkiRJkiRJUsc8UlmSpDFmbHDscrc97liqif8FIEmSJDWSRypLkiRJkiRJkjrmkcqSJEkabh7xLEmSJHWVRWVJUiN1dQoKT/ooSZIkSVLXNKKoHBELgb8BS4EHM3N6RDwW+BbwBGAh8MrMvDMiAvg88CLgHuA1mXlp+TyHAh8on/ZjmXlqP1+HJA2lJhZkm9imungEpiRJkiSpz5o0p/KMzNwpM6eXt48EfpyZ2wI/Lm8D7AtsW15mAbMByiL00cBuwK7A0RGxYR/bL0mSJEmSJElDrxFHKo9jf2DP8vqpwEXAe8vlp2VmApdExAYRMa1c98LMvAMgIi4EZgLf7G+zJUkqeRSxJEmSJGkINaWonMAPIyKBEzNzDrBpZt5a3v8nYNPy+mbAzS2PvaVcNt7y5UTELIojnNlyyy27+RokDYs6C4EWISVJYzh+lSRJUtM0paj8z5m5KCI2AS6MiGta78zMLAvOq60sWM8BmD59eleeUw1hMU6SJA0hx6+SJElqmkbMqZyZi8qftwFnUcyJvLic1oLy523l6ouALVoevnm5bLzlkiRJkiRJkqQuqb2oHBHrRsR6y64DewNXAOcCh5arHQqcU14/FzgkCs8G/lpOk3EBsHdEbFieoG/vcpkkSZJGwYwZy18kSZIk9UQTpr/YFDgrIqBozzcy8wcRMQ84MyJeB/wBeGW5/nnAi4AFwD3AawEy846I+Cgwr1zvI8tO2idJkjQhTqkkSZIkSeOqvaicmTcAO7ZZfjuwV5vlCbxlnOc6BTil222UJEmSJEmSJBVqLypLPefRZpKkUeT+T5IkSVKPWFSWpEFm0Wh0uK0lSZL6b7w5+h2LSRpxFpUlSZI0Pr/QkCRJkjSGRWVJkrRCMzY49uHrlhMlSZIkSRaV1VweGSVJkiRJkiQ1zqS6GyBJkiRJkiRJGhweqSxJGlmt0zqAUztIkiRJktQJi8qSJGk4OG2SJEmSJPWFRWVJjeXJwYaLRwU3xKgWXltf96i85mE2qu9jSZIkqSEsKktN4h/Jw8dClibK98xwGdV+3fexJEmSNNQsKkuShoZHt0uSJEmS1HsWlSVJUnd5lKq6xGlzJEmSpGayqCxJ3WARTZIkSZIkjQiLypKG36jOaaqRMN6RnB7hKUmStPrGjqmWcWwladRZVJYkSavGI/QH0wh+0eaXLJK6Ymz/2WoE+lJJklpZVJY0PEawUNIPw3Dyu269Bo8K1lCrsw/1CwpJkiRpoFhUliRJ6tR4hVe/1JIkSeof/3NAqp1FZQ0NjxTUhI1TBKrzvdS13z3kBa5hOHraIzMlSZIkSYPKorI0rCxYSZIkSZIkqQcsKkvSAPMI/WZz+4wx5EfQS5IkSdKosKgsDQILMZJGkX2fJsgvciT10tg+ppX9jSRp1FhUbhL/eG4Op45Q09g/SL0xTn9vcVKSJEmSxmdReVhZgJIkSU3jl7aSJEnSULCoLKngFxErZ0aqkUfOSpIkdcHYMX0rx/eS1LFai8oRsQVwGrApkMCczPx8RHwIeAOwpFz1fZl5XvmYo4DXAUuBIzLzgnL5TODzwGTgK5n5iX6+FjVXIwsxFidXzwAd6db6/mt2SyUNm57v/2rclzVy3y5JkiSNkLqPVH4QeFdmXhoR6wG/jogLy/s+m5nL/cUQEdsBBwLbA48HfhQRTy7vPgF4IXALMC8izs3Mq/ryKqQu8Y/kEdLELxYGqFivIdPEz0OX2K9LkiRJGka1FpUz81bg1vL63yLiamCzFTxkf+CMzLwPuDEiFgC7lvctyMwbACLijHJdi8rDaIiLD1JfWDyWNAEWxiVJGjAjMMXH2PFJq+F4hVLz1X2k8sMi4gnAzsD/ArsDh0fEIcB8iqOZ76QoOF/S8rBbeKQIffOY5buN83tmAbMAttxyy+69AD3CgtUjLIBLahgLhNLgcfwqSZKkpmlEUTkiHg18F3h7Zt4VEbOBj1LMs/xR4DPAv3Xjd2XmHGAOwPTp07Mbz6neGOa5ICVpPM7D3YFx+m8L5s3h+7i7HL9K0oAYgSOEJWmZ2ovKEbEGRUH59Mz8L4DMXNxy/0nA98ubi4AtWh6+ebmMFSwfDh79q3YGqTA+SG2V1BELh5IkSZI0mmotKkdEACcDV2fmcS3Lp5XzLQMcAFxRXj8X+EZEHEdxor5tgV8BAWwbEVtTFJMPBA7qz6vQarNg3mwDVAyu8yhFi2vSI5r4eWhim9oaoD5XkqRB5Fy8ktQddR+pvDtwMPC7iPhtuex9wKsiYieK6S8WAm8EyMwrI+JMihPwPQi8JTOXAkTE4cAFwGTglMy8sp8vRFKpgQUR/yVe0lDwS1hJkiRJDVFrUTkz/4fiKOOxzlvBY44Bjmmz/LwVPU6SRomFdKk3huGzNd5r8L89JEmSJHWq7iOVtbo8aknj8A90SeqfYSg2S5IkDSVPoKhBMWDvVYvKdWjg9ACSms2C1fDxix9JkqQRNmDFo74YL5NRzUNqOIvKUhsTLvb4RYEkrdREvxwZ6i9TRnS/4ZcpkiStogkUoT0ZoaR+sKjcIEP9xzM4VUcLCyurp66iRDe3g9tUUte4f5UkqREs5koaJRaVh5QFK43L4sPDRvVz4pGC0iP8PEiSpJHmNBzDwe2oGlhU1sAZ1UKgJElN4v5YkiRJfTPRwrmF9p6zqKzCiM7t2Gv+wa1B4hGbkiRJkrqmIUU9pyXRoBi096pF5QExSMWeQWrrhDl1xEqNV0i3wC5pPM4z/4hhfm2SJOkREy0eNabY1JBCsdRVvq9XiUXlUeMRyQ/zD/flmYckNdtQf2krDTv/WJX8HGilxiuc9/3dMQrv1VF4jb00Xn4jNg2HReUB1/M/MPtQhPaP5FVnIViSJGkIDfEfoCNlIkWHQTUKr1FS77i/G2gWlSVJkiRJkkZQL6fVaMyUHb3Uy6KoBVc1nEVlSSs07tHQTqUiSavM/zSRNHQsrAwHs5Z6y6P7+2YkvtSomUXlGviHpCRJ6hankVLf+Ifw8kah+DYKr3EQjcJ2mehrHIVM1DeDWIwcxDZP1KAeVT/M28aisvrGP3qbwe0gSZKk2o3AlxQTOunYgBZFJ/Iah7mwMkrcjssb1Dwm1O4B7Z/UexaVtWpGdOoDC7KSJEmaqIkWHfxjX5I0sCbwpeGwFeWb3OZesKg8YsabesMpOVaP+UmSpGHXsz+gLIr2Tw+zHtTCwEgYgc+Y7z8NCo/u1zCxqKwVslgqSZKkCRuBIpbUTRMpHo3C3J9NaYckP48an0VlSavELxwkSdIoG4U/susoXnq0niQNNqeGGB0WlSVJkiQNjl4dBT2gR1dbcB1jQLdjL/kekST1gkVlrRKPUpUkSVI39LTgZYFxORYX2/A9IknSKrGoLEmSJKmrBrF4OYhtliRJqotFZUmSJEkDw+KvVmSi7w/fT5IkrRqLypIkSZKGkgVDSZKk3phUdwMkSZIkSZIkSYPDorIkSZIkSZIkqWNDVVSOiJkR8fuIWBARR9bdHkmSJEmSJEkaNkNTVI6IycAJwL7AdsCrImK7elslSZIkSZIkScNlaIrKwK7Agsy8ITPvB84A9q+5TZIkSZIkSZI0VKbU3YAu2gy4ueX2LcBuY1eKiFnArPLm3yPi931o2wpFtF28cQR/nsD64y5flcc0bXl538ZQzaShbe3n8odzGeDX0PXlXf4dPX3vdfO5+ri8kkkD2rRay7vwXF3/LA7Be2bcfVmNbRrmvFf0Gro2rhii7dC2b++DH2TmzIk8oInj11YTzXNF23h11u3lc69GO1aayxC8xomuu8JMmpJHL5+7D+2o/fPYlKzHrN/Vz2NDX+NE1x2Iz2MN7Rg3lyF6jX1/7lVsR0f92YC/xlVZt9/j2Lbj12EqKnckM+cAc+pux8pExPzMnF53O5rETNozl94z4yozqTKTKjNpDrdF1SBlMgjj10HKs5/MpcpMes+M2zOXKjNpz1yaw23RXlNyGabpLxYBW7Tc3rxcJkmSJEmSJEnqkmEqKs8Dto2IrSPiUcCBwLk1t0mSJEmSJEmShsrQTH+RmQ9GxOHABcBk4JTMvLLmZq2ORv+LY03MpD1z6T0zrjKTKjOpMpPmcFtUmUl3mWd75lJlJr1nxu2ZS5WZtGcuzeG2aK8RuURm1t0GSZIkSZIkSdKAGKbpLyRJkiRJkiRJPWZRWZIkSZIkSZLUMYvKQywiou42aDD4XlEdfN+pU75X1GS+P7vLPNUJ3yeqi+89dcr3ipquG+9Ri8pDJiK2iIgnAmRm2pEVIuLZETGz7nY0SURsHBHrw8PvFfuDLjPTKvuoKvun9uyjmiMi1qi7DU0TEU+MiOlgX9YN7huq3DdUuV/oD3Otso9qz36qyn6qWRzDVnV7DOsbfIhExIuA84ETIuJ8cKcHEBH7ALOBP49ZPrK5RMS+wHnASRHxHYDMfKjeVg2XiHg+cFBEbFh3W5rCPqrK/qk9+6jmiIgXAu+NiK3rbktTRMSLge8Bn46IS8C+bHW4b6hy31DlfqE/HL9W2Ue1Zz9VZT/VLI5hq3oxhrWoPCQiYmfgE8AbMnMm8JeI2ACKN0mtjatRROwJnA78W2bOj4h1ln1gRnUwEBEzgM8C7wfeADw6Io6st1XDJSJ2B34EHArs7cDcPqod+6f27KOaIyJ2o/jjaBfgZQ7KISK2Bz4GvDozZwC3RcQ2MLp92epw31DlvqHK/UJ/OH6tso9qz36qyn6qWRzDVvVqDGtReXg8BMzNzF9GxObA8ym+fTg7ItaB0fvWsHy9GwM3AGtExKOB04DTIuKsiFhrlHZ6UVgT2A44KjMvzMy/AicDFokFEgAAFWpJREFU69XbuuEREVOADYH/C5wI7AfMbB2Yj8p7bgz7qBb2T1X2UY2UwCHA54DNgFe2DspH6f3Z4u/Ab4AlEbERsDtwTET8oBysj2ouq8p9Qwv3Dctzv9A/jl/HZR81hv3U8uynGssxbFVPxrAWlYfHfcBTI+J44KfAccDbgQeAs2D0vk0tX+/5FN/GfBxYCPwc+ADFAGGkcsnCfcB3gF+1dBh/Ap5dX8uGS2Y+SHGUx3mZ+R3gB8C+wIsi4rHlOiPxnhvDPqqF/VOVfVTzZOavgLMz82Lg+8CmwIEjfrTH3RSf0f+g+Mx+IjNfBVxFcYTSSH1uu8B9Qwv3Dctzv9A/jl/HZR81hv3U8uynmskxbFs9GcNO6WYL1V8RsQfFtwu/AS4BXgdMAx4LfCkz7wZeERHnRcTUzFxSX2v7JyK2ysw/AGTm3RHxY2BtYKPM/FK5zv8FvhsRj8nMu2psbl9E8e9szwZ+D/wmMxe13P0P4NHleq8HtszMD/a/lYOt/Dz+M3ApcF1mLgDIzNOjOEHDPhT/YrIzsGFmHlVfa/vDPqrK/qk9+6jmiIi9Kfqrq4FLM/NSgMz8cdmX7Qu8MCK2ovgsv6m2xvZJmcnewDXAxcBbgCdQ/AF9DkBmvjMifhgR22bmdXW1dRC4b6hy31DlfqE/HL9W2Ue1Zz9VZT/VLI5hq/oxhvVI5QEVxaTjpwDrUnxwvgs8KTPnUXwDsUu53iuBTYD7a2pqX0XES4AbI+Lfly0rd/xnU/wr1zIHARtR/FvEUIuI/She++bA/sDrImKtlm9RbwAui4hXALMovmXVBLR8HtcBXgjMiWKuMQAy8+vA14FjgbcCZ9bQzL6yj6qyf2rPPqo5IuJ5wBeBWyg+l98ptw8AmXkh8BXgYIp/KTypjnb2U0smiyiOcrkA2Dszfw8sAHaJ4kzvB5T331lbYweA+4Yq9w1V7hf6w/FrlX1Ue/ZTVfZTzeIYtqpvY9jM9DKAF+BtwHvK648BXg1cCexIMQfWFRSDgN8AT6+7vX3KZBPgVOAo4NcUcxqNXWcSRUdyBbB93W3uQybbAvOBXcvbewEXAo9tWWcjin+DuAp4Wt1tHsTLCj6Pe7ascwDwN2C7uttbcyYj2UfZP42bi31Ugy4Ug+zPtNz+F4oB5otblh1A8Yf1qPRl42WyBzCd4l/EvwPMA3aou71Nv7hvqOThvqH6et0v9C9rx6+dZzKSfVSZg/1U9fXaTzXs4hh2Qpl0dQzr9BeD6x/AMwGy+NeS/ywP6f8U8FKKkyxMAe7MzJtqa2V/LQFOzMxfRMR3gHMigsz8eMs6j6H4NvEVmXl1La3srxspJqe/HB7+14+3UgyM5pbr3Edx5MEHM/PaWlo5+Np9HgGOioibMvMGionxd8vMq+prZl/ZRy3P/qk9+6hmWULx74AAZOb3IuJg4LiIWJSZv6X4F8/pI/QebZfJocAcij8iXwOsBdyfmX+spYWDxX3D8tw3VLlf6B/Hr1X2UVX2U1X2U83jGLaqL2PYKCvWGjAR8SiKbxQuzMz/Vy57LHAM8I3M/Fmd7eu3iIgc82aOiG0p5on5z8z8j4h4AcU3hX/KzIfqaGc/RcSk1tcZEZMzc2lE/Bfw1bJT2ZUikwcz897aGjvgVvB5/Ajwrcz8Wbv36DCzj3qE/VN79lHNU35ufwRclZmHtSz/cLnsW7U1riYryOSjwBWjmMnqcN/wCPcNVe4X+svxa5V91PLsp6rsp5rJMWxVv8awzqk8gMqO636KicZ3i4jjADLzDoptukud7atDm53dlCwmGd8feFlEXAB8AVhjFHZ2AG1e57LP+83ArRHxL8AngfXc2a26lXwe16D8PI7YgNw+qoX9U3v2Uc1S/pF0P8Ucks+LiBNb5gVcG9i+vtbVYyWZrMkIZrI63Dcsz31DlfuF/nH8WmUfVWU/VWU/1TyOYav6OYb1SOUBs+zbwrJDfzAiNgXOBa6lOLx9P2C/UfsXi5Zc2n2b+mGKs1zumZlX1NPC/hsvk4j4IMV8QvcDr8/M39XWyAG37JtqP4+PMJOqlkzsn1qMl4t9VH0iYs3MvC8i1qI4OdGfKU62syvwshydfxd8mJl0h+PXKseuVY5d+8OxWpWZtOcYtsrxazM5XqvqVybOqdxwEfEc4CnANcD1mXlbRKyRmQ9ExG7A44DdgZdRzGV00ijs7FaSy3Rgx8w8OSKeBDwV2GvYd3YdZLJzZp5E8T7ZjmKC+utrbPLAiYi9KDrhhcDPM/OmiHhUZt4/qp9HM6laSSYj2T9BR7nYR/VJRDwBWJyZ/2hZFuXAcw+KE9C8BHgOxWf4mPLIpKFlJt3l+LXKsWuVY9f+cKxWZSbtOYatcvzaLI7XqurOxOkvGiwi9gNOpHgTzAROjoity4HWc8v77svMBzPzW5l50ih8A9NBLl+h6PQBrgfekJmX1dLYPplgJu+nOLunO7sJiIjnA1+i+JfAnYEfRsQO5YDieRQT3o/U59FMqlaSyXOBkxmx/gkmnIt9VA9FxEuAG4A3RcR6y5aXRwc+EzgOWJKZSzPzZ5n57REYjJtJFzl+rXLsWuXYtT8cq1WZSXuOYascvzaL47WqJmTi9BcNFcVZZr8EnJmZP4mIrYCvUxxdfiDFt2BTMvP7Y//1YphNMJfJmbm0xub2xQQzWSMzH6ixuQMrIt4JbJCZHyxvvxX4d2APYBqwbhYnZhilz6OZjDGBTEaif1pmArnYR/VQRGxEcQb7PwNPAy6kOKnM38v79wPuzsy5o/K5NZPucvxa5di1yrFr/zhWqzKT9hzDVjl+bQ7Ha1VNycTpL5prEkVH9U/ATzLzDxHxC2AD4MPArGUd1yh8YFpMJJeR2NkxsUzc2U1QSwd8M7DVsuWZeXwUc91/A5iZmYtHaAdmJmOsQiYj0T+tQi72Ub11FzA7M+dH8S+bnwIyIr6emX/NzO/DwyfiebDWlvaPmXSX49cqx65Vjl17zLFalZm05xi2yvFrIzleq2pEJk5/0TAR8biI2LTc6EcCB0bEFyPiSxTfPnya4suA9etsZ7+ZS5WZ9EfLgPKnwPMj4ih4eLBxPHAxMH3MukPNTKrMpD1zaZbyj55Ly+vzgfcC/wc4BCAi9o2IaSM0GDeTLnFMUmUmVWbSP+5/q8ykPXOpMpPmcbxW1ZRMLCo3SES8DPg2cE5EvI/i2/q9KeZIuQo4IIs5etYDNq+toX1mLlVm0ntlJ/yFZbczczGwP/DWiDiqZQAxBXhiHW3sNzOpMpP2zKU5xm4LIMrlkzJzHsUA9IUR8V/ACcDaNTSzr8ykuxyTVJlJlZn0h/vfKjNpz1yqzKRZHK9VNTET51RuiCjmQ/kR8G/Ag8ALgO2BszLzv1vWOwR4D8WZVhfX0dZ+MpcqM+m9KM5G/h3gj8A1mfnqlvu2Ke/7BcWA4nnA/8nMa+poa7+YSZWZtGcuzTHetohyPsTyiJuMiOOAVwPPz+E/i7uZdJFjkiozqTKT/nD/W2Um7ZlLlZk0i+O1qqZm4pHKzTGZYk6UGzPzd8AZFP9W8S9RnHWUiHgBcDBw0AgNtMylykx6b13gQ8DuwJoR8Y1ld2TmDRRnKf8ecDnFkTWjMKAwkyozac9cmqPttigHnpPLgedmwGbA3sM+GC+ZSXc5Jqkykyoz6Q/3v1Vm0p65VJlJszheq2pkJh6p3CAR8XmKN8rbMvPuiHg8xXwo92fmcRHxGGDtURtomUuVmfReRDwmM++KiMcCXwaWZuarWu+rt4X9ZyZVZtKeuTTHSrbFYzPzjohYNzPvrrel/WMm3eWYpMpMqsykP9z/VplJe+ZSZSbN4nitqomZWFRugCjmP3koIp4MHAb8HfhkOeDaGfgcxb9X3F5rQ/vMXKrMpB4RsTEwG7gduAR4MvCRzLy31obVyEyqzKQ9c2mONtviKcDRmXl/rQ2rkZmsOsckVWZSZSb1cf9bZSbtmUuVmTSL47WqpmRiUbkmywZYY5ZNBv6JYjL4xwHvAPYCZlH8i8XQfzNmLlVm0nvtMh5nvd8DmwB7ZOblvW9ZfcykykzaM5fmcFtUmUl3OSapMpMqM+kP+7cqM2nPXKrMpFncHlWDkolzKtcgijnDXhIRa7Usm5yZS4GFwNeB28qf7wTePQoDLXOpMpPeGyfjSeXPaRGxXnn9pcAawD+PwA7MTMYwk/bMpTncFlVm0l2OSarMpMpM+sP+rcpM2jOXKjNpFrdH1SBlYlG5zyJiH+BrwN3L/nWi/AZiaUTsBXwW+Etmvgs4kOKMjZfW1uA+MZcqM+m9FWT8UBQnjjkB2Lhc/X5g38y8spbG9omZVJlJe+bSHG6LKjPpLsckVWZSZSb9Yf9WZSbtmUuVmTSL26Nq4DLJTC99uAABrAV8F3hZuWz98jKV4qzIlwCvqLut5mImw36ZQMYvr7utZmImTbuYS3MubgszaVCeIzMmMRMzGYCcR6Z/MxNzMZPBvLg9hieTKagvsnhH3BsRfwAuiYhHA2dT/PvXg8C5FHOg3BcRUa4/9Mylykx6b6IZtzxmaJlJlZm0Zy7N4baoMpPuckxSZSZVZtIf9m9VZtKeuVSZSbO4PaoGNROLyn0yZgD1FeAa4KvAT4DpwL9SvHFuasIbo1/MpcpMes+Mq8ykykzaM5fmcFtUmUl3mWeVmVSZSX+Yc5WZtGcuVWbSLG6PqkHNxDmVeywiNo+I9Vs2+ruBG4AXAz/KzFuAiyi+eXioSW+OXjKXKjPpPTOuMpMqM2nPXJrDbVFlJt1lnlVmUmUm/WHOVWbSnrlUmUmzuD2qBj0Ti8o9FMWZGH8EvC4ilk2k/RDwBYpD2E8uD1vfG3gCxZtk6JlLlZn0nhlXmUmVmbRnLs3htqgyk+4yzyozqTKT/jDnKjNpz1yqzKRZ3B5Vw5BJNKzIPTQiYipwBnATcAuwGPhWZi4p71+L4o2SwNOBwzLzdzU1t2/MpcpMes+Mq8ykykzaM5fmcFtUmUl3mWeVmVSZSX+Yc5WZtGcuVWbSLG6PqmHJxKJyj0TEo4CnANcC+wHPAxYAZ2bm4pb11gImZ+bdtTS0z8ylykx6z4yrzKTKTNozl+ZwW1SZSXeZZ5WZVJlJf5hzlZm0Zy5VZtIsbo+qYcnE6S+6LCK2LN8cUzLzd5l5X2Z+F/gpsC3wynK9XQAy896mvjm6yVyqzKT3zLjKTKrMpD1zaQ63RZWZdJd5VplJlZn0hzlXmUl75lJlJs3i9qgatkwsKndRRLwYOA/4IvDViHjqsvvKN8nFwNSIOBu4KCIeX09L+8tcqsyk98y4ykyqzKQ9c2kOt0WVmXSXeVaZSZWZ9Ic5V5lJe+ZSZSbN4vaoGspMMtPLal6AALYAfgfsCWwK/D/gVmD7Mev+J7AQ2KHudpuLmQzjxYzNxEzMZRgubgszMU8zacLFTMzZTJp1MRczafrF7TFamdTegGG5AJOBOcBmPDJX9duARcCTy9vTgKuAnepur7mYyTBfzNhMzMRchuHitjAT8zSTJlzMxJzNpFkXczGTpl/cHqOTiSfqW00R8SRgQ+AG4EvArzPzUy33vwfYDnhTZv4jIh6dmX+vp7X9Yy5VZtJ7ZlxlJlVm0p65NIfbospMuss8q8ykykz6w5yrzKQ9c6kyk2Zxe1QNeyZT6m7AIIuI/YD/AO6kOIz9dOALETE5Mz9ernYmcBRwL8AgvTlWlblUmUnvmXGVmVSZSXvm0hxuiyoz6S7zrDKTKjPpD3OuMpP2zKXKTJrF7VE1CplYVF5FEfEc4NPAQZn5m4iYA+wKPAe4JCImA2cA/wzsAmxA8UYaauZSZSa9Z8ZVZlJlJu2ZS3O4LarMpLvMs8pMqsykP8y5ykzaM5cqM2kWt0fVqGTi9BerqHyDPDkzv1bengp8LTNfHBHbAB+g+KZhN+A1mfm72hrbR+ZSZSa9Z8ZVZlJlJu2ZS3O4LarMpLvMs8pMqsykP8y5ykzaM5cqM2kWt0fVqGRiUXkVld8qrJuZd5XXpwHfA16UmbdGxFYUE26vm5l/rbOt/WQuVWbSe2ZcZSZVZtKeuTSH26LKTLrLPKvMpMpM+sOcq8ykPXOpMpNmcXtUjUomk+puwKDKzKWZeVd5M4C/AHeUb45XA+8D1hjkN8eqMJcqM+k9M64ykyozac9cmsNtUWUm3WWeVWZSZSb9Yc5VZtKeuVSZSbO4PapGJROPVO6iiPgacCuwNwN8+Hq3mUuVmfSeGVeZSZWZtGcuzeG2qDKT7jLPKjOpMpP+MOcqM2nPXKrMpFncHlXDmIlF5S6IiADWAK4uf+6VmdfV26r6mUuVmfSeGVeZSZWZtGcuzeG2qDKT7jLPKjOpMpP+MOcqM2nPXKrMpFncHlXDnIlF5S6KiNcA8zLzyrrb0iTmUmUmvWfGVWZSZSbtmUtzuC2qzKS7zLPKTKrMpD/MucpM2jOXKjNpFrdH1TBmYlG5iyIi0kArzKXKTHrPjKvMpMpM2jOX5nBbVJlJd5lnlZlUmUl/mHOVmbRnLlVm0ixuj6phzMSisiRJkiRJkiSpY5PqboAkSZIkSZIkaXBYVJYkSZIkSZIkdcyisiRJkiRJkiSpYxaVJUmSJEmSJEkds6gsSWorIq6MiD3rbockSZLUCcevktQ/U+pugCSpHhHx95ab6wD3AUvL22/MzO373ypJkiSpPcevktQckZl1t0GSVLOIWAi8PjN/VHdbJEmSpJVx/CpJ9XL6C0lSWxGxMCJeUF7/UER8OyL+MyL+FhG/i4gnR8RREXFbRNwcEXu3PHb9iDg5Im6NiEUR8bGImFzfq5EkSf+/vbtHrSqIwzj8m4BWIgqKqI2gG3AFdhaCvZWVC3ANVjZibSfYCLqB2LoAOzeQIiiClVgYGYtEuAjCuZCb68fzVGdgin83Ly/DGfjXya8AJ0epDMBSd6sX1fnqXbXb4TlytXpUPVvZ+7w6qG5UN6vb1YMTnBUAAORXgA1RKgOw1Ns55+6c86B6VV2sHs85v1Uvq2tjjHNjjEvVnerhnPPLnPNj9bS6t7XJAQD4H8mvABvioT4Alvqw8v21+jTn/L6yrjpTXalOVftjjJ/7d6q9kxgSAACOyK8AG6JUBuC47XX4EveFo1shAADwJ5NfAdbk9xcAHKs55371pnoyxjg7xtgZY1wfY9za9mwAAPAr+RVgfUplADbhfnW6el99rl5Xl7c6EQAA/J78CrCGMefc9gwAAAAAAPwl3FQGAAAAAGAxpTIAAAAAAIsplQEAAAAAWEypDAAAAADAYkplAAAAAAAWUyoDAAAAALCYUhkAAAAAgMWUygAAAAAALPYDUiVgS4khIcwAAAAASUVORK5CYII=\n",
      "text/plain": [
       "<Figure size 1440x720 with 4 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "#histogram who dislike more clinton?\n",
    "fig, axes = plt.subplots(2, 2, figsize=(20, 10),sharey=True)\n",
    "plot_histogram(\n",
    "    axes[0][0], \n",
    "    dfClinton[dfClinton[\"sentiment_label\"] == \"NEGATIVE\"], \n",
    "    [repred,demblue],\n",
    "    \"Who says more NEGATIVE things about Clinton\",\n",
    "    hue=\"political_label\",\n",
    "    hue_order=[\"Republican\", \"Democrat\"]\n",
    ")\n",
    "\n",
    "plot_histogram(\n",
    "    axes[0][1], \n",
    "    dfClinton[dfClinton[\"sentiment_label\"] == \"POSITIVE\"], \n",
    "    [repred,demblue],\n",
    "    \"Who says more POSITIVE things about Clinton\",\n",
    "    hue=\"political_label\",\n",
    "    hue_order=[\"Republican\", \"Democrat\"]\n",
    "    #legend=True\n",
    ")\n",
    "\n",
    "plot_histogram(\n",
    "    axes[1][0], \n",
    "    dfTrump[dfTrump[\"sentiment_label\"] == \"NEGATIVE\"], \n",
    "    [repred,demblue],\n",
    "    \"Who says more NEGATIVE things about Trump\",\n",
    "    legend=True,\n",
    "    hue=\"political_label\",\n",
    "    hue_order=[\"Republican\", \"Democrat\"]\n",
    ")\n",
    "\n",
    "plot_histogram(\n",
    "    axes[1][1], \n",
    "    dfTrump[dfTrump[\"sentiment_label\"] == \"POSITIVE\"], \n",
    "    [repred,demblue],\n",
    "    \"Who says more POSITIVE things about Trump\",\n",
    "    legend=True,\n",
    "    hue=\"political_label\",\n",
    "    hue_order=[\"Republican\", \"Democrat\"]\n",
    ")\n",
    "\n",
    "\n",
    "fig.tight_layout()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d1a151a7-7997-443a-bea3-bc4887817cbf",
   "metadata": {
    "id": "d1a151a7-7997-443a-bea3-bc4887817cbf"
   },
   "source": [
    "### merged from Federico"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "GcZD9h6BHOYb",
   "metadata": {
    "id": "GcZD9h6BHOYb"
   },
   "outputs": [],
   "source": [
    "dfTrump = pd.read_csv('/content/drive/MyDrive/trump_twts_2016_classified_senti+poli.csv', parse_dates=['time'])\n",
    "dfClinton = pd.read_csv('/content/drive/MyDrive/clinton_twts_2016_classified_senti+poli.csv',  parse_dates=['time'])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "bfe5eea0-11e3-4039-ab7d-11a60c335ab0",
   "metadata": {
    "id": "bfe5eea0-11e3-4039-ab7d-11a60c335ab0"
   },
   "outputs": [],
   "source": [
    "# Convert sentiment to int format\n",
    "dfClinton['sentiment_label'] = dfClinton['sentiment_label'].replace({'POSITIVE': 1, 'NEGATIVE': -1})\n",
    "dfTrump['sentiment_label'] = dfTrump['sentiment_label'].replace({'POSITIVE': 1, 'NEGATIVE': -1})"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "8684105f-4829-413c-9448-9958c9da3d43",
   "metadata": {
    "id": "8684105f-4829-413c-9448-9958c9da3d43"
   },
   "outputs": [],
   "source": [
    "#Average of sentiment values for each day\n",
    "dfClintonDay = dfClinton.groupby([dfClinton['time'].dt.date]).mean()\n",
    "dfTrumpDay = dfTrump.groupby([dfTrump['time'].dt.date]).mean()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "73b7f614-dc0f-4e23-b631-e7aa45e64243",
   "metadata": {
    "id": "73b7f614-dc0f-4e23-b631-e7aa45e64243",
    "outputId": "2ab8bcda-0fe1-4c9f-9e31-63d19025d628"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.plot(dfClintonDay.sentiment_label,'bo-')\n",
    "plt.plot(dfTrumpDay.sentiment_label,'ro-')\n",
    "plt.axvline(pd.Timestamp('2016-10-28'),color='k',linestyle='--')\n",
    "plt.xlabel(\"day\")\n",
    "plt.ylabel(\"mean sentiment\")\n",
    "myFmt = mdates.DateFormatter('%m/%d')\n",
    "plt.gca().xaxis.set_major_formatter(myFmt)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "c49288fe-3c87-438f-a129-370f2e427710",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 279
    },
    "id": "c49288fe-3c87-438f-a129-370f2e427710",
    "outputId": "e9803c96-8c44-4ab8-d161-6aba7a7dbcb8"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "window_size = 3\n",
    "plt.plot(dfClintonDay.sentiment_label.rolling(window_size).mean(),'bo-')\n",
    "plt.plot(dfTrumpDay.sentiment_label.rolling(window_size).mean(),'ro-')\n",
    "plt.axvline(pd.Timestamp('2016-10-28'),color='k',linestyle='--')\n",
    "plt.xlabel(\"day\")\n",
    "plt.ylabel(\"mean sentiment\")\n",
    "myFmt = mdates.DateFormatter('%m/%d')\n",
    "plt.gca().xaxis.set_major_formatter(myFmt)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "75b8a977-ef67-4ca6-867e-808fefc9cc0d",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 317
    },
    "id": "75b8a977-ef67-4ca6-867e-808fefc9cc0d",
    "outputId": "241c25d8-916b-479b-de2e-09cbee0d46cd"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "([<matplotlib.axis.XTick at 0x7fb16529b890>,\n",
       "  <matplotlib.axis.XTick at 0x7fb16529b790>],\n",
       " [Text(0, 0, 'outgroup'), Text(0, 0, 'ingroup')])"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Convert Orientation to int format\n",
    "dfClinton['political_label'] = dfClinton['political_label'].replace({'Democrat': -1, 'Republican': 1})\n",
    "dfTrump['political_label'] = dfTrump['political_label'].replace({'Democrat': -1, 'Republican': 1})\n",
    "\n",
    "dfClintonDayDemRep = dfClinton.groupby([dfClinton['political_label']==-1]).mean()\n",
    "dfTrumpDayDemRep = dfTrump.groupby([dfTrump['political_label']==1]).mean()\n",
    "plt.plot(dfClintonDayDemRep.sentiment_label,'bo-')\n",
    "plt.plot(dfTrumpDayDemRep.sentiment_label,'ro-')\n",
    "plt.ylabel(\"mean sentiment\")\n",
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