Spotify_data_analysis.ipynb

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      "source": [
        "import numpy as np\n",
        "import pandas as pd\n",
        "import matplotlib.pyplot as plt\n",
        "import seaborn as sns\n"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "spotify_tracks = pd.read_csv('/content/tracks.csv')\n",
        "spotify_tracks.head()"
      ],
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              "                       id                                 name  popularity  \\\n",
              "0  35iwgR4jXetI318WEWsa1Q                                Carve           6   \n",
              "1  021ht4sdgPcrDgSk7JTbKY  Capítulo 2.16 - Banquero Anarquista           0   \n",
              "2  07A5yehtSnoedViJAZkNnc   Vivo para Quererte - Remasterizado           0   \n",
              "3  08FmqUhxtyLTn6pAh6bk45        El Prisionero - Remasterizado           0   \n",
              "4  08y9GfoqCWfOGsKdwojr5e                  Lady of the Evening           0   \n",
              "\n",
              "   duration_ms  explicit              artists                  id_artists  \\\n",
              "0       126903         0              ['Uli']  ['45tIt06XoI0Iio4LBEVpls']   \n",
              "1        98200         0  ['Fernando Pessoa']  ['14jtPCOoNZwquk5wd9DxrY']   \n",
              "2       181640         0  ['Ignacio Corsini']  ['5LiOoJbxVSAMkBS2fUm3X2']   \n",
              "3       176907         0  ['Ignacio Corsini']  ['5LiOoJbxVSAMkBS2fUm3X2']   \n",
              "4       163080         0      ['Dick Haymes']  ['3BiJGZsyX9sJchTqcSA7Su']   \n",
              "\n",
              "  release_date  danceability  energy  key  loudness  mode  speechiness  \\\n",
              "0   1922-02-22         0.645  0.4450    0   -13.338     1       0.4510   \n",
              "1   1922-06-01         0.695  0.2630    0   -22.136     1       0.9570   \n",
              "2   1922-03-21         0.434  0.1770    1   -21.180     1       0.0512   \n",
              "3   1922-03-21         0.321  0.0946    7   -27.961     1       0.0504   \n",
              "4         1922         0.402  0.1580    3   -16.900     0       0.0390   \n",
              "\n",
              "   acousticness  instrumentalness  liveness  valence    tempo  time_signature  \n",
              "0         0.674            0.7440     0.151    0.127  104.851               3  \n",
              "1         0.797            0.0000     0.148    0.655  102.009               1  \n",
              "2         0.994            0.0218     0.212    0.457  130.418               5  \n",
              "3         0.995            0.9180     0.104    0.397  169.980               3  \n",
              "4         0.989            0.1300     0.311    0.196  103.220               4  "
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      "source": [
        "# null values in the data sets\n",
        "#to check if there are any null data\n",
        "pd.isnull(spotify_tracks).sum() \n",
        "#sum will calculate the number of null values"
      ],
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        },
        "id": "U4F16GjXOk2E",
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      "execution_count": 13,
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          "data": {
            "text/plain": [
              "id                   0\n",
              "name                71\n",
              "popularity           0\n",
              "duration_ms          0\n",
              "explicit             0\n",
              "artists              0\n",
              "id_artists           0\n",
              "release_date         0\n",
              "danceability         0\n",
              "energy               0\n",
              "key                  0\n",
              "loudness             0\n",
              "mode                 0\n",
              "speechiness          0\n",
              "acousticness         0\n",
              "instrumentalness     0\n",
              "liveness             0\n",
              "valence              0\n",
              "tempo                0\n",
              "time_signature       0\n",
              "dtype: int64"
            ]
          },
          "metadata": {},
          "execution_count": 13
        }
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      "cell_type": "code",
      "source": [
        "# info method will tell about the number of rows and columns in the dataset\n",
        "spotify_tracks.info()\n",
        "# it will also check the datatype and memory usage"
      ],
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      },
      "execution_count": 15,
      "outputs": [
        {
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          "text": [
            "<class 'pandas.core.frame.DataFrame'>\n",
            "RangeIndex: 586672 entries, 0 to 586671\n",
            "Data columns (total 20 columns):\n",
            " #   Column            Non-Null Count   Dtype  \n",
            "---  ------            --------------   -----  \n",
            " 0   id                586672 non-null  object \n",
            " 1   name              586601 non-null  object \n",
            " 2   popularity        586672 non-null  int64  \n",
            " 3   duration_ms       586672 non-null  int64  \n",
            " 4   explicit          586672 non-null  int64  \n",
            " 5   artists           586672 non-null  object \n",
            " 6   id_artists        586672 non-null  object \n",
            " 7   release_date      586672 non-null  object \n",
            " 8   danceability      586672 non-null  float64\n",
            " 9   energy            586672 non-null  float64\n",
            " 10  key               586672 non-null  int64  \n",
            " 11  loudness          586672 non-null  float64\n",
            " 12  mode              586672 non-null  int64  \n",
            " 13  speechiness       586672 non-null  float64\n",
            " 14  acousticness      586672 non-null  float64\n",
            " 15  instrumentalness  586672 non-null  float64\n",
            " 16  liveness          586672 non-null  float64\n",
            " 17  valence           586672 non-null  float64\n",
            " 18  tempo             586672 non-null  float64\n",
            " 19  time_signature    586672 non-null  int64  \n",
            "dtypes: float64(9), int64(6), object(5)\n",
            "memory usage: 89.5+ MB\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#we are tring to find the least favourite or least popular song \n",
        "# head is used to get only 10 values which are least favourite\n",
        "sorted_tracks = spotify_tracks.sort_values('popularity',ascending =True).head(10)\n",
        "sorted_tracks"
      ],
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      "execution_count": 16,
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              "                            id  \\\n",
              "546130  181rTRhCcggZPwP2TUcVqm   \n",
              "546222  0yOCz3V5KMm8l1T8EFc60i   \n",
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              "                                                     name  popularity  \\\n",
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              "546222                                             恋は水の上で           0   \n",
              "546221                                              私の誕生日           0   \n",
              "546220                                エル・チョクロ (EL CHOCLO)           0   \n",
              "546219                                           恋は不思議なもの           0   \n",
              "546218                         ゆうべはどうしたの (WHATSA MALLA U)           0   \n",
              "546217  Screen Director's Playhouse, Music For Million...           0   \n",
              "546216                                             ブルーマンボ           0   \n",
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              "546214  Screen Director's Playhouse, It's A Wonderful ...           0   \n",
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              "\n",
              "                                                  artists  \\\n",
              "546130  ['Norris Goff', 'Chester Lauck', 'Carlton Bric...   \n",
              "546222                                  ['Hibari Misora']   \n",
              "546221                                  ['Hibari Misora']   \n",
              "546220                                  ['Hibari Misora']   \n",
              "546219                                  ['Hibari Misora']   \n",
              "546218                                  ['Hibari Misora']   \n",
              "546217  ['Wilms Herbert', 'June Allyson', 'Joseph Kear...   \n",
              "546216                                  ['Hibari Misora']   \n",
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              "546214  ['Joseph Granby', 'Jimmy Stewart', 'Irene Tedr...   \n",
              "\n",
              "                                               id_artists release_date  \\\n",
              "546130  ['3WCwCPDMpGzrt0Qz6quumy', '7vk8UqABg0Sga78GI3...   1935-02-20   \n",
              "546222                         ['1m5pMY5blqJwdxJ7vqQtuN']         1949   \n",
              "546221                         ['1m5pMY5blqJwdxJ7vqQtuN']         1949   \n",
              "546220                         ['1m5pMY5blqJwdxJ7vqQtuN']         1949   \n",
              "546219                         ['1m5pMY5blqJwdxJ7vqQtuN']         1949   \n",
              "546218                         ['1m5pMY5blqJwdxJ7vqQtuN']         1949   \n",
              "546217  ['2rbm8QWvmnVwxFo84EVM1h', '4yW5adMgyIfHFzaL9i...   1949-04-10   \n",
              "546216                         ['1m5pMY5blqJwdxJ7vqQtuN']         1949   \n",
              "546215  ['7hkhJTTI3VnUGVWUt8SJXT', '3kYeeIpRCgJz4fQYDv...   1949-05-19   \n",
              "546214  ['6GK59BC4LJzqR0OpHAX2S3', '58BzBaExrnrx898sby...   1949-05-08   \n",
              "\n",
              "        danceability  energy  key  loudness  mode  speechiness  acousticness  \\\n",
              "546130         0.595   0.262    8   -17.746     1       0.9320         0.993   \n",
              "546222         0.418   0.388    0    -8.580     1       0.0358         0.925   \n",
              "546221         0.642   0.178    5   -11.700     1       0.0501         0.993   \n",
              "546220         0.695   0.467    0   -12.236     0       0.0422         0.827   \n",
              "546219         0.389   0.388    2    -8.221     1       0.0351         0.869   \n",
              "546218         0.631   0.249    5   -11.883     1       0.0355         0.951   \n",
              "546217         0.533   0.317    7   -13.047     1       0.9180         0.682   \n",
              "546216         0.529   0.546    0    -6.462     0       0.0418         0.784   \n",
              "546215         0.599   0.321    0   -15.428     0       0.9330         0.808   \n",
              "546214         0.645   0.341    8   -12.177     1       0.8670         0.690   \n",
              "\n",
              "        instrumentalness  liveness  valence    tempo  time_signature  \n",
              "546130          0.007510    0.0991    0.320   79.849               4  \n",
              "546222          0.000014    0.1050    0.439   94.549               4  \n",
              "546221          0.000943    0.0928    0.715  119.013               4  \n",
              "546220          0.000000    0.0861    0.756  125.941               4  \n",
              "546219          0.000000    0.0924    0.372   72.800               4  \n",
              "546218          0.000000    0.0814    0.517  131.097               4  \n",
              "546217          0.000000    0.3330    0.336   76.836               4  \n",
              "546216          0.000000    0.3750    0.903  128.604               4  \n",
              "546215          0.000000    0.5570    0.379   93.025               4  \n",
              "546214          0.000000    0.1530    0.431  117.591               4  "
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          },
          "metadata": {},
          "execution_count": 16
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      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#statistic analysis of the data\n",
        "spotify_tracks.describe().transpose()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 520
        },
        "id": "OTvBtVrpQMtX",
        "outputId": "bb07e411-adb4-4369-e649-f1cd071045ea"
      },
      "execution_count": 17,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "                     count           mean            std     min          25%  \\\n",
              "popularity        586672.0      27.570053      18.370642     0.0      13.0000   \n",
              "duration_ms       586672.0  230051.167286  126526.087418  3344.0  175093.0000   \n",
              "explicit          586672.0       0.044086       0.205286     0.0       0.0000   \n",
              "danceability      586672.0       0.563594       0.166103     0.0       0.4530   \n",
              "energy            586672.0       0.542036       0.251923     0.0       0.3430   \n",
              "key               586672.0       5.221603       3.519423     0.0       2.0000   \n",
              "loudness          586672.0     -10.206067       5.089328   -60.0     -12.8910   \n",
              "mode              586672.0       0.658797       0.474114     0.0       0.0000   \n",
              "speechiness       586672.0       0.104864       0.179893     0.0       0.0340   \n",
              "acousticness      586672.0       0.449863       0.348837     0.0       0.0969   \n",
              "instrumentalness  586672.0       0.113451       0.266868     0.0       0.0000   \n",
              "liveness          586672.0       0.213935       0.184326     0.0       0.0983   \n",
              "valence           586672.0       0.552292       0.257671     0.0       0.3460   \n",
              "tempo             586672.0     118.464857      29.764108     0.0      95.6000   \n",
              "time_signature    586672.0       3.873382       0.473162     0.0       4.0000   \n",
              "\n",
              "                            50%           75%          max  \n",
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          },
          "metadata": {},
          "execution_count": 17
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#we are finding most popular songs\n",
        "# we have set inplace to false so that our original data does not change\n",
        "most_popular = spotify_tracks.query('popularity>90',inplace = False).sort_values('popularity',ascending=False)\n",
        "#we are using slice operator to show only top 10 song , so we do not use slice it will so all the song \n",
        "#from most popular to least popular\n",
        "most_popular[:10]\n"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 739
        },
        "id": "rgAJaQNbQj-q",
        "outputId": "ea03b5b5-3898-426c-c7f3-a83c863f12da"
      },
      "execution_count": 19,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "                           id                                    name  \\\n",
              "93802  4iJyoBOLtHqaGxP12qzhQI  Peaches (feat. Daniel Caesar & Giveon)   \n",
              "93803  7lPN2DXiMsVn7XUKtOW1CS                         drivers license   \n",
              "93804  3Ofmpyhv5UAQ70mENzB277                  Astronaut In The Ocean   \n",
              "92810  5QO79kh1waicV47BqGRL3g                         Save Your Tears   \n",
              "92811  6tDDoYIxWvMLTdKpjFkc1B                               telepatía   \n",
              "92813  0VjIjW4GlUZAMYd2vXMi3b                         Blinding Lights   \n",
              "93805  7MAibcTli4IisCtbHKrGMh                     Leave The Door Open   \n",
              "92814  6f3Slt0GbA2bPZlz0aIFXN                            The Business   \n",
              "91866  60ynsPSSKe6O3sfwRnIBRf                                 Streets   \n",
              "92816  3FAJ6O0NOHQV8Mc5Ri6ENp                  Heartbreak Anniversary   \n",
              "\n",
              "       popularity  duration_ms  explicit  \\\n",
              "93802         100       198082         1   \n",
              "93803          99       242014         1   \n",
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              "91866          94       226987         1   \n",
              "92816          94       198371         0   \n",
              "\n",
              "                                              artists  \\\n",
              "93802    ['Justin Bieber', 'Daniel Caesar', 'Giveon']   \n",
              "93803                              ['Olivia Rodrigo']   \n",
              "93804                                 ['Masked Wolf']   \n",
              "92810                                  ['The Weeknd']   \n",
              "92811                                  ['Kali Uchis']   \n",
              "92813                                  ['The Weeknd']   \n",
              "93805  ['Bruno Mars', 'Anderson .Paak', 'Silk Sonic']   \n",
              "92814                                      ['Tiësto']   \n",
              "91866                                    ['Doja Cat']   \n",
              "92816                                      ['Giveon']   \n",
              "\n",
              "                                              id_artists release_date  \\\n",
              "93802  ['1uNFoZAHBGtllmzznpCI3s', '20wkVLutqVOYrc0kxF...   2021-03-19   \n",
              "93803                         ['1McMsnEElThX1knmY4oliG']   2021-01-08   \n",
              "93804                         ['1uU7g3DNSbsu0QjSEqZtEd']   2021-01-06   \n",
              "92810                         ['1Xyo4u8uXC1ZmMpatF05PJ']   2020-03-20   \n",
              "92811                         ['1U1el3k54VvEUzo3ybLPlM']   2020-12-04   \n",
              "92813                         ['1Xyo4u8uXC1ZmMpatF05PJ']   2020-03-20   \n",
              "93805  ['0du5cEVh5yTK9QJze8zA0C', '3jK9MiCrA42lLAdMGU...   2021-03-05   \n",
              "92814                         ['2o5jDhtHVPhrJdv3cEQ99Z']   2020-09-16   \n",
              "91866                         ['5cj0lLjcoR7YOSnhnX0Po5']   2019-11-07   \n",
              "92816                         ['4fxd5Ee7UefO4CUXgwJ7IP']   2020-03-27   \n",
              "\n",
              "       danceability  energy  key  loudness  mode  speechiness  acousticness  \\\n",
              "93802         0.677   0.696    0    -6.181     1       0.1190       0.32100   \n",
              "93803         0.585   0.436   10    -8.761     1       0.0601       0.72100   \n",
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              "92811         0.653   0.524   11    -9.016     0       0.0502       0.11200   \n",
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              "92816         0.449   0.465    0    -8.964     1       0.0791       0.52400   \n",
              "\n",
              "       instrumentalness  liveness  valence    tempo  time_signature  \n",
              "93802          0.000000    0.4200    0.464   90.030               4  \n",
              "93803          0.000013    0.1050    0.132  143.874               4  \n",
              "93804          0.000000    0.1500    0.472  149.996               4  \n",
              "92810          0.000012    0.5430    0.644  118.051               4  \n",
              "92811          0.000000    0.2030    0.553   83.970               4  \n",
              "92813          0.000095    0.0897    0.334  171.005               4  \n",
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              "      <td>0.000000</td>\n",
              "      <td>0.4200</td>\n",
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              "      <td>90.030</td>\n",
              "      <td>4</td>\n",
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              "    <tr>\n",
              "      <th>93803</th>\n",
              "      <td>7lPN2DXiMsVn7XUKtOW1CS</td>\n",
              "      <td>drivers license</td>\n",
              "      <td>99</td>\n",
              "      <td>242014</td>\n",
              "      <td>1</td>\n",
              "      <td>['Olivia Rodrigo']</td>\n",
              "      <td>['1McMsnEElThX1knmY4oliG']</td>\n",
              "      <td>2021-01-08</td>\n",
              "      <td>0.585</td>\n",
              "      <td>0.436</td>\n",
              "      <td>10</td>\n",
              "      <td>-8.761</td>\n",
              "      <td>1</td>\n",
              "      <td>0.0601</td>\n",
              "      <td>0.72100</td>\n",
              "      <td>0.000013</td>\n",
              "      <td>0.1050</td>\n",
              "      <td>0.132</td>\n",
              "      <td>143.874</td>\n",
              "      <td>4</td>\n",
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              "    <tr>\n",
              "      <th>93804</th>\n",
              "      <td>3Ofmpyhv5UAQ70mENzB277</td>\n",
              "      <td>Astronaut In The Ocean</td>\n",
              "      <td>98</td>\n",
              "      <td>132780</td>\n",
              "      <td>0</td>\n",
              "      <td>['Masked Wolf']</td>\n",
              "      <td>['1uU7g3DNSbsu0QjSEqZtEd']</td>\n",
              "      <td>2021-01-06</td>\n",
              "      <td>0.778</td>\n",
              "      <td>0.695</td>\n",
              "      <td>4</td>\n",
              "      <td>-6.865</td>\n",
              "      <td>0</td>\n",
              "      <td>0.0913</td>\n",
              "      <td>0.17500</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>0.1500</td>\n",
              "      <td>0.472</td>\n",
              "      <td>149.996</td>\n",
              "      <td>4</td>\n",
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              "    <tr>\n",
              "      <th>92810</th>\n",
              "      <td>5QO79kh1waicV47BqGRL3g</td>\n",
              "      <td>Save Your Tears</td>\n",
              "      <td>97</td>\n",
              "      <td>215627</td>\n",
              "      <td>1</td>\n",
              "      <td>['The Weeknd']</td>\n",
              "      <td>['1Xyo4u8uXC1ZmMpatF05PJ']</td>\n",
              "      <td>2020-03-20</td>\n",
              "      <td>0.680</td>\n",
              "      <td>0.826</td>\n",
              "      <td>0</td>\n",
              "      <td>-5.487</td>\n",
              "      <td>1</td>\n",
              "      <td>0.0309</td>\n",
              "      <td>0.02120</td>\n",
              "      <td>0.000012</td>\n",
              "      <td>0.5430</td>\n",
              "      <td>0.644</td>\n",
              "      <td>118.051</td>\n",
              "      <td>4</td>\n",
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              "    <tr>\n",
              "      <th>92811</th>\n",
              "      <td>6tDDoYIxWvMLTdKpjFkc1B</td>\n",
              "      <td>telepatía</td>\n",
              "      <td>97</td>\n",
              "      <td>160191</td>\n",
              "      <td>0</td>\n",
              "      <td>['Kali Uchis']</td>\n",
              "      <td>['1U1el3k54VvEUzo3ybLPlM']</td>\n",
              "      <td>2020-12-04</td>\n",
              "      <td>0.653</td>\n",
              "      <td>0.524</td>\n",
              "      <td>11</td>\n",
              "      <td>-9.016</td>\n",
              "      <td>0</td>\n",
              "      <td>0.0502</td>\n",
              "      <td>0.11200</td>\n",
              "      <td>0.000000</td>\n",
              "      <td>0.2030</td>\n",
              "      <td>0.553</td>\n",
              "      <td>83.970</td>\n",
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              "    <tr>\n",
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              "      <td>0VjIjW4GlUZAMYd2vXMi3b</td>\n",
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              "      <td>0</td>\n",
              "      <td>['The Weeknd']</td>\n",
              "      <td>['1Xyo4u8uXC1ZmMpatF05PJ']</td>\n",
              "      <td>2020-03-20</td>\n",
              "      <td>0.514</td>\n",
              "      <td>0.730</td>\n",
              "      <td>1</td>\n",
              "      <td>-5.934</td>\n",
              "      <td>1</td>\n",
              "      <td>0.0598</td>\n",
              "      <td>0.00146</td>\n",
              "      <td>0.000095</td>\n",
              "      <td>0.0897</td>\n",
              "      <td>0.334</td>\n",
              "      <td>171.005</td>\n",
              "      <td>4</td>\n",
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              "    <tr>\n",
              "      <th>93805</th>\n",
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              "      <td>96</td>\n",
              "      <td>242096</td>\n",
              "      <td>0</td>\n",
              "      <td>['Bruno Mars', 'Anderson .Paak', 'Silk Sonic']</td>\n",
              "      <td>['0du5cEVh5yTK9QJze8zA0C', '3jK9MiCrA42lLAdMGU...</td>\n",
              "      <td>2021-03-05</td>\n",
              "      <td>0.586</td>\n",
              "      <td>0.616</td>\n",
              "      <td>5</td>\n",
              "      <td>-7.964</td>\n",
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              "      <td>0.0927</td>\n",
              "      <td>0.719</td>\n",
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              "      <td>164000</td>\n",
              "      <td>0</td>\n",
              "      <td>['Tiësto']</td>\n",
              "      <td>['2o5jDhtHVPhrJdv3cEQ99Z']</td>\n",
              "      <td>2020-09-16</td>\n",
              "      <td>0.798</td>\n",
              "      <td>0.620</td>\n",
              "      <td>8</td>\n",
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              "      <td>0.235</td>\n",
              "      <td>120.031</td>\n",
              "      <td>4</td>\n",
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              "    <tr>\n",
              "      <th>91866</th>\n",
              "      <td>60ynsPSSKe6O3sfwRnIBRf</td>\n",
              "      <td>Streets</td>\n",
              "      <td>94</td>\n",
              "      <td>226987</td>\n",
              "      <td>1</td>\n",
              "      <td>['Doja Cat']</td>\n",
              "      <td>['5cj0lLjcoR7YOSnhnX0Po5']</td>\n",
              "      <td>2019-11-07</td>\n",
              "      <td>0.749</td>\n",
              "      <td>0.463</td>\n",
              "      <td>11</td>\n",
              "      <td>-8.433</td>\n",
              "      <td>1</td>\n",
              "      <td>0.0828</td>\n",
              "      <td>0.20800</td>\n",
              "      <td>0.037100</td>\n",
              "      <td>0.3370</td>\n",
              "      <td>0.190</td>\n",
              "      <td>90.028</td>\n",
              "      <td>4</td>\n",
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              "    <tr>\n",
              "      <th>92816</th>\n",
              "      <td>3FAJ6O0NOHQV8Mc5Ri6ENp</td>\n",
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              "      <td>94</td>\n",
              "      <td>198371</td>\n",
              "      <td>0</td>\n",
              "      <td>['Giveon']</td>\n",
              "      <td>['4fxd5Ee7UefO4CUXgwJ7IP']</td>\n",
              "      <td>2020-03-27</td>\n",
              "      <td>0.449</td>\n",
              "      <td>0.465</td>\n",
              "      <td>0</td>\n",
              "      <td>-8.964</td>\n",
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              "      <td>0.000001</td>\n",
              "      <td>0.3030</td>\n",
              "      <td>0.543</td>\n",
              "      <td>89.087</td>\n",
              "      <td>3</td>\n",
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          },
          "metadata": {},
          "execution_count": 19
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# we are changing the index with release date and we have set the inplace true so that the changes reflect \n",
        "# original data\n",
        "spotify_tracks.set_index(\"release_date\",inplace = True)\n",
        "spotify_tracks.index=pd.to_datetime(spotify_tracks.index)\n",
        "spotify_tracks.head()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 406
        },
        "id": "ojoxEg9YcmdM",
        "outputId": "d507d64e-d4d0-40c4-ad9c-9b86ed7d8ff0"
      },
      "execution_count": 20,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "                                  id                                 name  \\\n",
              "release_date                                                                \n",
              "1922-02-22    35iwgR4jXetI318WEWsa1Q                                Carve   \n",
              "1922-06-01    021ht4sdgPcrDgSk7JTbKY  Capítulo 2.16 - Banquero Anarquista   \n",
              "1922-03-21    07A5yehtSnoedViJAZkNnc   Vivo para Quererte - Remasterizado   \n",
              "1922-03-21    08FmqUhxtyLTn6pAh6bk45        El Prisionero - Remasterizado   \n",
              "1922-01-01    08y9GfoqCWfOGsKdwojr5e                  Lady of the Evening   \n",
              "\n",
              "              popularity  duration_ms  explicit              artists  \\\n",
              "release_date                                                           \n",
              "1922-02-22             6       126903         0              ['Uli']   \n",
              "1922-06-01             0        98200         0  ['Fernando Pessoa']   \n",
              "1922-03-21             0       181640         0  ['Ignacio Corsini']   \n",
              "1922-03-21             0       176907         0  ['Ignacio Corsini']   \n",
              "1922-01-01             0       163080         0      ['Dick Haymes']   \n",
              "\n",
              "                              id_artists  danceability  energy  key  loudness  \\\n",
              "release_date                                                                    \n",
              "1922-02-22    ['45tIt06XoI0Iio4LBEVpls']         0.645  0.4450    0   -13.338   \n",
              "1922-06-01    ['14jtPCOoNZwquk5wd9DxrY']         0.695  0.2630    0   -22.136   \n",
              "1922-03-21    ['5LiOoJbxVSAMkBS2fUm3X2']         0.434  0.1770    1   -21.180   \n",
              "1922-03-21    ['5LiOoJbxVSAMkBS2fUm3X2']         0.321  0.0946    7   -27.961   \n",
              "1922-01-01    ['3BiJGZsyX9sJchTqcSA7Su']         0.402  0.1580    3   -16.900   \n",
              "\n",
              "              mode  speechiness  acousticness  instrumentalness  liveness  \\\n",
              "release_date                                                                \n",
              "1922-02-22       1       0.4510         0.674            0.7440     0.151   \n",
              "1922-06-01       1       0.9570         0.797            0.0000     0.148   \n",
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              "1922-01-01       0       0.0390         0.989            0.1300     0.311   \n",
              "\n",
              "              valence    tempo  time_signature  \n",
              "release_date                                    \n",
              "1922-02-22      0.127  104.851               3  \n",
              "1922-06-01      0.655  102.009               1  \n",
              "1922-03-21      0.457  130.418               5  \n",
              "1922-03-21      0.397  169.980               3  \n",
              "1922-01-01      0.196  103.220               4  "
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              "    </tr>\n",
              "    <tr>\n",
              "      <th>1922-03-21</th>\n",
              "      <td>07A5yehtSnoedViJAZkNnc</td>\n",
              "      <td>Vivo para Quererte - Remasterizado</td>\n",
              "      <td>0</td>\n",
              "      <td>181640</td>\n",
              "      <td>0</td>\n",
              "      <td>['Ignacio Corsini']</td>\n",
              "      <td>['5LiOoJbxVSAMkBS2fUm3X2']</td>\n",
              "      <td>0.434</td>\n",
              "      <td>0.1770</td>\n",
              "      <td>1</td>\n",
              "      <td>-21.180</td>\n",
              "      <td>1</td>\n",
              "      <td>0.0512</td>\n",
              "      <td>0.994</td>\n",
              "      <td>0.0218</td>\n",
              "      <td>0.212</td>\n",
              "      <td>0.457</td>\n",
              "      <td>130.418</td>\n",
              "      <td>5</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1922-03-21</th>\n",
              "      <td>08FmqUhxtyLTn6pAh6bk45</td>\n",
              "      <td>El Prisionero - Remasterizado</td>\n",
              "      <td>0</td>\n",
              "      <td>176907</td>\n",
              "      <td>0</td>\n",
              "      <td>['Ignacio Corsini']</td>\n",
              "      <td>['5LiOoJbxVSAMkBS2fUm3X2']</td>\n",
              "      <td>0.321</td>\n",
              "      <td>0.0946</td>\n",
              "      <td>7</td>\n",
              "      <td>-27.961</td>\n",
              "      <td>1</td>\n",
              "      <td>0.0504</td>\n",
              "      <td>0.995</td>\n",
              "      <td>0.9180</td>\n",
              "      <td>0.104</td>\n",
              "      <td>0.397</td>\n",
              "      <td>169.980</td>\n",
              "      <td>3</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1922-01-01</th>\n",
              "      <td>08y9GfoqCWfOGsKdwojr5e</td>\n",
              "      <td>Lady of the Evening</td>\n",
              "      <td>0</td>\n",
              "      <td>163080</td>\n",
              "      <td>0</td>\n",
              "      <td>['Dick Haymes']</td>\n",
              "      <td>['3BiJGZsyX9sJchTqcSA7Su']</td>\n",
              "      <td>0.402</td>\n",
              "      <td>0.1580</td>\n",
              "      <td>3</td>\n",
              "      <td>-16.900</td>\n",
              "      <td>0</td>\n",
              "      <td>0.0390</td>\n",
              "      <td>0.989</td>\n",
              "      <td>0.1300</td>\n",
              "      <td>0.311</td>\n",
              "      <td>0.196</td>\n",
              "      <td>103.220</td>\n",
              "      <td>4</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-f0e1ab1a-9be7-46e6-815f-b5943e3c82bd')\"\n",
              "              title=\"Convert this dataframe to an interactive table.\"\n",
              "              style=\"display:none;\">\n",
              "        \n",
              "  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
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              "  </svg>\n",
              "      </button>\n",
              "      \n",
              "  <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      flex-wrap:wrap;\n",
              "      gap: 12px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
              "      border: none;\n",
              "      border-radius: 50%;\n",
              "      cursor: pointer;\n",
              "      display: none;\n",
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              "      height: 32px;\n",
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              "    }\n",
              "\n",
              "    .colab-df-convert:hover {\n",
              "      background-color: #E2EBFA;\n",
              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
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              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-f0e1ab1a-9be7-46e6-815f-b5943e3c82bd button.colab-df-convert');\n",
              "        buttonEl.style.display =\n",
              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-f0e1ab1a-9be7-46e6-815f-b5943e3c82bd');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
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              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 20
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# we will convert the duration from milliseconds to seconds\n",
        "spotify_tracks['duration']=spotify_tracks['duration_ms'].apply(lambda x: round(x/1000))\n",
        "# we have droped the duration and axis is used to specify that duration ms is column\n",
        "spotify_tracks.drop('duration_ms',inplace=True,axis = 1)"
      ],
      "metadata": {
        "id": "AHEHQ86t9HP3"
      },
      "execution_count": 21,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "# here we are using pearson method for finding correlation of spotify data\n",
        "spotify_corr = spotify_tracks.drop(['key','mode','explicit'],axis=1).corr(method='pearson')\n",
        "plt.figure(figsize=(14,6))\n",
        "heatmap=sns.heatmap(spotify_corr,annot=True,fmt='.1g',vmin=-1,vmax=1,center=0,cmap='viridis',linewidth=1,linecolor='Black')\n",
        "heatmap.set_title('Correlation Heatmap Between Variable')\n",
        "heatmap.set_xticklabels(heatmap.get_xticklabels(),rotation=90)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 675
        },
        "id": "HOj0keN9_kAg",
        "outputId": "50dae70f-08be-4e63-8db6-0f8f16ac3511"
      },
      "execution_count": 27,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "[Text(0.5, 0, 'popularity'),\n",
              " Text(1.5, 0, 'danceability'),\n",
              " Text(2.5, 0, 'energy'),\n",
              " Text(3.5, 0, 'loudness'),\n",
              " Text(4.5, 0, 'speechiness'),\n",
              " Text(5.5, 0, 'acousticness'),\n",
              " Text(6.5, 0, 'instrumentalness'),\n",
              " Text(7.5, 0, 'liveness'),\n",
              " Text(8.5, 0, 'valence'),\n",
              " Text(9.5, 0, 'tempo'),\n",
              " Text(10.5, 0, 'time_signature'),\n",
              " Text(11.5, 0, 'duration')]"
            ]
          },
          "metadata": {},
          "execution_count": 27
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1008x432 with 2 Axes>"
            ],
            "image/png": 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FZk4241tcw6Swfjz26zcujLpoHgjPtx/GQ7/NJi4zmXk9HmJt3F6niswP0dtZeMS622LvgDY81XYIf97sniedHgjPth/OI5tmEZeZzJxu/8e6+L1OFZllMeF8ddT6EuoV0IYn2tzEY7/PdlHEhevdtCkhtf3pP3MWYcHBTB3Yn9HzPi9QbtrAAUxetoJtMTF8NOoWejUNYV3kYQA+3rKFjzZvKd/AS6B7x6Y0CvDnlr/OokOzYJ6f0J97/l4wN4C+17Qg/UxWOUdYOj3bhNCkvj9DX/+YTo2DeGFUP8b/64sC5Wav2cLmQ8fw8vRg5oOj6dEmhJ/3Hi7/gAtR0fc3DxGm9unPXV8vJDY1hW9uG8/KyIMcPHX+zrBj23Ug+Uwm/T6Zxc0tW/Nc91489uNSWtSpw80tW3PjvDkE+Pjw6S1j6P/JLHLtLjbjvlrA6cwMl+QFVm7TegxkwndfEpuWwuJb7mRF1CEOJiacKzO2TUeSzmTSZ/5MhjVvw6SuvXlk1RK+PbiHbw/uAaB17Xp8OPgWl1dyPET4W7eBjP/BzmfEnaw8cogDDvnc1trKp/eCmQxr1oZJXXrzyOol3NE6FIDBX82mrncN5tw4imHffOryU2cPEab17s+d31r737dj7f3vtPP+l3Qmk75zrf1vUrdePLpsKftOnWT4l3PJMYb6NXz4/va7WBV5qNJ28boSW3Qq3M0IRCRERPaKyDwR2SMiC0Wkhoj0F5GtIrJDRGaJSDW7/GERmW5P3yQiLezps0VktMN6U4t4rfUi8of9182e3seevhjYnW/514GeIrJNRJ4QkXUiEuawzp9FJPSyvUEl0DkU/P1cGcHFC63TgKjU0xxNSyQrN5elR3YzsGFLpzIb46PIzMkGYGvCcYJquG+yHfwbcjQ9geMZp8k2OSyL3kGfwLZOZdKyz5x7XN2rCsaNP6ja+zfkaNr5fFbEbKd3QNH5eHtWdct8BrRszte7dgOwLSaGmt7VqO/j41Smvo8PvlWrsi0mBoCvd+1mYMsW5R5rafUOa873G6zcdkbE4FejGnVr+RQoV71aFcYPvJaPlm4s7xBLpW/75iz+3TqZ3H4kFj/vatTzc84nMyubzYeOAZCdk8ue4/EE1vIt91iLUtH3t9DAIKISEzmanGR9Lh/Yx8BmzrENaNaCRXt2AfDDwf10a9QYgIHNWrD0wD7O5uRwLDmZqMREQgODyj2HooTVDyYq6TRHU6zclhzay6AQ59wGNWnBov1Wbt9H7KPbVY0LrGd4i7YsObSnXGK+kLD6wRxOdsgnYi8DmzjnM7BJCxYdsPOJ3Ef3BlY+LWvX5dfoIwAkZKaTfOYMneq7fluFBgYRlXR+/1tSyP43sFkLFu112P8aWjllZmefq9RU8/QEN/w+UpemwlV0bK2B/xpj2gLJwJPAbOA2Y0xHrJaqhx3KJ9nT/w28U4rXiQcGGmOuAW4D/uUw7xrgL8aYVvmWmQSsN8aEGWPeBj4C7gEQkVaAtzEmvBQxKAdBNfyIceiGFpOeQmD1oisyY5uFsjYmojxCuygB3jWJzUg69zwuM4kA74L53NakC0v6PMHjbQYzfdd35RliqdT3rkVcpnM+9b1rFig3pvH1fN37KR5rfSNv7F5aniGWSKCvLzEpKeeex6akEujrW6BMbGrRZe68Ooyl99zJazcOoma1apc/6BKq7+9L7KnzccedTiXAv+BJ/8MjuzF3+RYyz2aXZ3ilFlDLl9hEh3ySUgm4QCXGz7safdo147cD7tHlBir+/hbk60uMQ2wxqSkE+hSMP69MjjGknD1Dbe/qBPr4Eu2Ye2oKQXZexsCckaP49vYJ3N6+YzlkUlCgjy/RaQ65pRWSm48v0WnW95KV21lqV6vuVObm5m1YfHDv5Q+4GEE1fInJl09QDd8CZaJTC+azOyGegY1b4ClCI99adKgXSAOfgp/v5S3IJ9/xk5pCUCHbKK+M4/4HEBYYxLI77ubHO+5m8pqVlbY1B6zcL+WvIqqoFZ2jxphf7Mdzgf5ApDFmvz1tDtDLofznDv/fUIrXqQLMEJEdwAKgncO8TcaYknSCXgDcLCJVgHuxKmQFiMgDIvK7iPxeivjUBYwIaU/HOsHM2OPeV6RLYn7UJoateZt39y7n/pZ9XB3OJVtwZCO3rH2T9/Yt497mfV0dTpmbty2cfjNmMWz2p5xITeP5vr1dHVKptGpUn4b1/VmztXL1Vff0EKZPGMK8n7dy7FRS8QtUEBV9fyvK2IVfMPyLudz77SLu7BRG5wZXuTqkixJWP5iM7Cz2nz5ZfGE39uX+HcSkpbBk5F1MuaEvf8RHk2Mq/u+ybIuLZfDncxixYB7/d20Xqnp6ujqkyyb3Ev8qooo6Rid/tTIRqFvC8nmPs7EreiLiAVQtZLkngDgg1C6b6TAvrUSBGpMuIiuAEcBY4Noiyn0IfGjHUzGrzeUgNj2F4BrnryAF1/AjLiOlQLnugSH8uV137lg1l7O5OeUZYqnEZyYTVL3WueeB3rWIzyyYT54fo3fw1w7DyiO0i3IiM4lAb+d8TmQWfSOI5THbmdR+BFN3lEd0Fzbh6lDGdrKuGu+IiSPY73zLWpCfL3Gpzr1b41JTCfItvExCevq56fO372DGrSMvZ+jFGtM3lJE9rdx2H44jqI4fec3KgbV9iU90zq1j82DahgSy+PU/4enhQZ2aNfjgmTE8+M8F5Rx54W7vFsqortb9YnYejSPIoS9uYC1f4pMK9EQG4KXRA4g6kcjc9VvLJc4LqUz7W2xqKsEOsQX7+hGXVjD+YF8/YlNT8RTBr2o1TmdmEJeWSgPH3O0ywLl1JGRksDziIKGBwWyOPl4OGTnEnZZKAx+H3HwKyS0tlQY+NYlNy8utKqfPnB9XNKxFGxYfdH23NYDY9FSC8+UTm55aoEwD35rEphfM52+//XSu3FfDxhGZdLp8Ar+A2LRU5+PH14/YQrZRsJ+fwzaqVmDs16HTp0jLyqJ13XrsiI8rl9jL25V4M4KK2qLTWETyWmbGAb8DIXnjb4A7gbUO5W9z+D/vFl2HOV/pGI7VepNfLSDGGJNrr7Mk1fwUIH/fo5lY3d42G2Nc/6lQgW0/FU2IX20a+tSiiocHNzdux8pjB5zKtKsdyCudh/DAugUknEkvYk3uYVfScRr71KVBdX+8xJPBDTqyNs65e0PjGnXOPe4Z0IojaQn5V+M2dicdp7FPPRpUr42XeDIwuBPr4p2/4BvVOH9NokdAa46ku8dVzrlbwxk+Zy7D58xlxcGD3NLeasANCw4m5cxZTqQ5X9s4kZZG6tmzhAUHA3BL+3asPHAIwGl8xaCWLdh/0rU5LvgpnPHT5jJ+2lzWbD3ITTdYuXVoFkxqxlkSkpxzW7RmO0Oe/pDhkz7ivn/M50jcabep5AB88Ws4Y96ex5i357F61yGGX2eNA+vUOIjUzLOcTCl4HerRG7vh612NfyxeU87RFq4y7W/b42IJ8fenYc2a1udyy9asjDjkVGZV5CFGtW0PwJAWrdhwzBrrsTLiEDe3bE1VT08a1qxJiL8/4XGxVPfywqeK9bVc3cuLHo1D2H+q/I+j8BMxhNSqTUM/6ztnWPM2rIhybulcEXWIUa2s3G5q1ppfjx85N0+Aoc1as+SQ67utgZVP05q1aeRr59OsYD4row4xqqWdT9PW58bleHt6Ud3L2iY9rmpCdm6u000MXGV7XCwhtfxp6Gftf8NatmZlpPP+tzLyEKPaFNz/GvrVxFMEgKv8/Gheuw7Hkt33Lq2q9Cpqi84+4M8iMgvrZgCPARuBBSLiBWwG3ncoX1tEtgNngDvsaTOAb0UkHPiRwlto/gssEpG7LlAmv+1Ajr3e2caYt40xW0QkGfi4tIleDk9NhU3bIDEJ+oyGRybC6KGujqpkcozh5d+XM6fP7XiIBwsiwjmQfJLHO/Zix6kYVh0/wPNh/fCpUpV/97gVgOi0JB5Yv9DFkRcux+Ty+s6l/K/L3fbtmP/gUGo8D7fqx+7EaNbG7+X2kOvpWq852bk5JGdnMCX8K1eHXaQck8v03Yv5V+eJeIqw+NgWIlLjebDlAPYkHWNd/F7GNrmBLnWbk21ySM7KZOp299s2ayIi6dOsKavvv5eMrGye+2HZuXmL757A8DlzAXhpxSqmDxmMdxUv1kYcPndL3+d696RtQAAGw/GkZF5YvtIleRTmlx2RdO/YlG/+fi+ZZ7OZ+vH53OZNmcD4aXNdGF3prd8TSa82IXw/aSKZWdm8MH/5uXkLnhjPmLfnEVjLlwcGdCUiLoEvHx8PwOe/hPPVpp2uCttJRd/fcozh5TWrmTNiFB4eHizYtZMDpxJ4vGs3dsTHsSryEPN37eCtQUNYfde9JGVm8tiP1ljDA6cS+O7AfpZNuIec3FxeWrOKXGOoV8OH94cOB8DTw4PF+/ayLupwueaVl9uUX1byyZDReHp48OW+HRw4ncAT13Znx8lYVkYd4st923mr71DW3HYfiWcyeXTVknPLdw1uRExqCkdT3KOrZI4xTPnVzkc8+HL/Dg4kJvDkNd3ZfjKWlUcOMX//dt7uPZS1Y6x8HvnJyqde9Rp8cuMYDIbYtFSeWPu9i7Ox5BjDS+tW88mIUdZ5wW5r/3uii7X/rTx8iPm7d/D2wCH8NOFeks5k8ugya//r3OAqHrqmC9m5ueQaw4trVrn0Ln+XW86V16CDmAo2uKi0v3MjIoeB64wxLrukKiINgDVAG7t1qLjyJiemZXHFKgTPYKu1pelnr7o4krIROW4yAKFLX3BxJGUj/OZXALju++ddHEnZ+P2m1wBoPv1NF0dSNg49+xQA1/6pcuQDsOUjK6cOT73l4kjKxs43nwQq3z7X9N03XBxJ2Yj8y9MANPlguosjKRtRDz4LQOMZlSOfI/db+YS8Vzn2t8OPPo0xRlwdR1EijgVf0kl/s4YxbptbUSpqi06FYbcGvQo8WZJKjlJKKaWUUmUthwpXT7lkFa6iY4w5DJSoNccuH3LZginZ638CuOevOyqllFJKqStCbsXqxFUmKurNCJRSSimllFKqSBWuRUcppZRSSilVOtp1TSmllFJKKVXpaEVHKaWUUkopVenkuu8N4S4bregopZRSSilVyV2JLTp6MwKllFJKKaVUpVPhfjD0SiAiulGUUkoppSoYd/7B0M1HQi7p/LJz48Num1tRtOuaUkoppZRSlZyO0VFuo+lnr7o6hDIROW4yADkxLV0cSdnwDD4AQKtFU10cSdnYP+olANp89bJrAykje299GYBmX7zi2kDKSMTtLwDQ4cm3XBxJ2dn51pMAtH+mcuS0659WPi3/VjnyOfCilc/9m+9ycSRlY0Zn6/e6m/3zTRdHUjYinnkKgCZzXnNxJGUj6u7nAWg1rXIcP/unPOnqEC5Ix+gopZRSSimlVCWgLTpKKaWUUkpVcjnmymvf0IqOUkoppZRSlVzuFdiRSys6SimllFJKVXJX4hgdregopZRSSilVyV2JXdeuvIyVUkoppZRSlZ626CillFJKKVXJ5WrXNfcgIi8DqcaYN9zp9UWkAfAvY8xoEekDPG2MuVlEhgPtjDGvi8hIYL8xZne5B16EXsHNmHLNQDxE+PJQOO/v2eA0/0+tuzC2eRg5JpdTmek8+9tSotOTXRRt6U1+HdZsgDq1YclsV0dTej0DmzO502A8xIMFh7cyY/8vTvPvaXE9Y0KutrbPmXT+umUx0RlJLoq2eD0CmvPXTjfiIR4sjPqDmfnyuS3kWsY160yOMaTnnOWlrUs4lHLSRdEWr1dQM168ehCeIsyP2MYHe52Pn3tbdWFss7Bz2+e5Te5//Ewa2YeebZuSeTaLF75Yzp7j8U7zvat48eZdQ2lUz5+cXMPa3RG8893PLoq2eM8P70PPNk3JzMpi8peF5/PWhKE0rOtPbq5hzZ4I3vnBffN5YVAferdoSkZWFpOWLGd3bHyBMk/06cbITu2o6V2Nq6f/xwVRlsyp8EQOfnoYk2sI7hNA4+FXOc2PXRtPxOdHqFq7KgBXDQoiuG+AK0It1pR+fenTtCkZ2Vk8+8MydsUX3C4dAgOYfuONeHt5sSYykmmrf3Ka/6frruWvfXpz3X/+yzcdjMIAACAASURBVOmMzPIK/YJ6N2jKlM4D8BQP5h8M5387NzrN7xLQiCmd+9OmdgCPrvuWH47sc1GkJTd5sHUMZWZlMWlx4cfQ4327MbJjO2pWr8Y1/3DfY6gs5VyBHbmuvIwvgTEm2hgzupDpi40xr9tPRwLtyjeyonmIMPXawUxcM5/B33/IsCbtaFGznlOZXafjGLFsFjf9MJMfju5lUlg/F0V7cUYOgQ//6eooLo4HwpTQIdz3y2cMXfFfbm7YnuZ+zttnT2Iso36awfBVH7Ds+G6e6TjARdEWzwPhxdCbeODXeQxb+R+GNuxQIJ+lx3YwYvX73PrTB3y0/xee6zjYRdEWz0OEl6+9kXvXfcHgHz9gWJP2BY6f3YlxjFwxi6HL7OMntL+Loi2Znm1CaFLPn6GvfczUBSt5YVThx/vsNVsY/o85jHlrLmEhDejRJqR8Ay2hnm1CaFzPn5umf8zLi1by4i2F5/Pxui0Mf2MOo9+dy9UhDejROqR8Ay2h3s1DCKnjz8D/fsyL369k6pDC81l9IILRsz4v5+hKx+QaDsyOpOOzbeg8PZT4DQmkHUsvUK7+9XW57rVOXPdaJ7et5PRp2pSQ2v70+2gWk5evZNrAwo/zaQMG8NflK+j30SxCavvTu2nIuXnBfr70aNKE48nucyHEQ4RpXQdxz6ovGbh4BsND2tGiVl2nMtFpyTz9y3d8G+k2128vqFcL6xga9J+PefG7lbx8U+HH0E/7Ixjj5sdQWcsxHpf0VxIicqOI7BORgyIyqZD5b4vINvtvv4gkOszLcZi3uCxydpuKjohMthP+GWhtT7tfRDaLSLiILBKRGvb02SLyLxH5VUQiRGS0w3qeE5Ed9jKv29Oai8iPIrJFRNaLSBt7+jAR+U1EtorIShEJdAgpVEQ2iMgBEbnfLh8iIjsLif0eEfm3iHQDhgP/tDdScxH5w6FcS8fn5SG0TgOiUk9zNC2RrNxclh7ZzcCGLZ3KbIyPIjMnG4CtCccJquFXniFess6h4F+xQj6nU52riEo7zbH0RLJMLt8d20X/4NZOZX47efjc9tl26jhB1Wu6ItQS6VTnKo6knTqXz/fHdtEvuI1TmbTss+ceV/eqijGmvMMssdA6DYhKOeV0/Ay4qpVTGcfjZ1sFOH76dmjO4i17ANh+JBa/6tWo5+fjVCYzK5vNh44BkJ2Ty55j8QTW8i33WEuib7vmLP6jlPkcd998+rduztc7rHzCj8fi512N+r4+BcqFH4/lRGpaeYdXKsmHUqke6E31AG88vDwIuL4uCVtOuzqsizKgRXO+3mWd6G+LiaFmtWrU93HeLvV9fPCtWpVtMTEAfL1rNwNbtDg3f3LfPvxj3Tq3+swLqxtMVMppjqYmkZWby5LDuxnUyPkc4VhaEnsTT7hV3BfSv1Vzvtl+/hiqWYGPobKWi8cl/RVHRDyB/wBDsC763yEiThf/jTFPGGPCjDFhwHvAVw6zM/LmGWOGl0XOblHREZFrgduBMOAmoLM96ytjTGdjTCiwB/iTw2LBQA/gZiCvQjMEGAF0tZeZbpf9EHjUGHMt8DTwX3v6z8D1xpirgS+AZx3W3wnoB9wATLG7rV2QMeZXYDHwjL2RDgFJIhJmF5kIfFyCt6TMBNXwI8ahG01MegqB1Ys+ERvbLJS1MRHlEZoCAr39iHXohhaXkXzB7TM6JIx1sQfLI7SLEuDtR2zG+f0tLiOZQO+C+Yxr2pllAx/l6fYD+Pv2H8szxFIJrO5HTEbKueex6RfePmOahbE25lB5hHbRAmr5Ept4Pqe4pFQCLnDS7+ddjT7tm/HbgaPlEV6pBebPJzH1gpUYP+9q9G7bjN8Oumk+fr7EJjvkk5xKoJ97VsqKc/bUWarVrXruebU6VTlz+myBcic3n+L3SdvZ9c5+MhPOlGeIJRbo60t0isNnQUoqQb7O2yXI15fY1PNlYlJSCbTLDGjenLiUVPaecK9uuoE1/IhOc4g5PYVAN79YU5z8x1BsBT6GKqAuwEFjTIQx5izWufWIC5S/A7iszWpuUdEBegJfG2PSjTHJWJUFgA52C8wOYDzQ3mGZb4wxufZYmLyWmAHAx8aYdABjzCkR8QW6AQtEZBvwAVYlCaAhsMxe/zP51v+tMSbDGHMS+Alr412MmcBEu5Z7G/DZRa7nshsR0p6OdYKZsWdj8YVVuRveqCMdajdg5oFfXR3KJfsscjODV7zHm7tW8lCbnq4Op0yMaNLBOn72Vp7jx9NDmD5hCPPWb+XYKfcdF1ZSnh7C9HFDmPdL5cinMqh7TW26vnM1173eidoda7Hvffe+UHAxvL28ePj6Lrz9S8X/7FYVW46RS/orgasAx6tIx+xpBYhIE6ApsNphsreI/C4iG+0x75fMLW9G4GA2MNIYEy4i9wB9HOY5Xva50LvvASTaTWT5vQe8ZYxZbN9c4GWHefnbaC+2zXYR8BLWhtxijEkorJCIPAA8cJGvUaTY9BSCa5zv6hRcw484hyvUeboHhvDndt25Y9VczubmlHUYqghxmSkEVa917nlg9ZqFbp8b6jflodY9mLB+DlluvH3iM1OcutYFVq9JXGbBfPJ8f2wnL4UNBb4th+hKLy4jhWCHFpygGoVvn26BIfxfu+6MW/2pWx4/t3cPZVTXDgDsPBpHkENfz8BavsQnpRa63EtjBhB1MpG567eWS5wldfsNoYwuKh9/X+KKyOflUQM4cjKRuT+7Vz7jrw1l7NVWPjti4giq6ZBPTV/iUgrPx91VrVOVMwnnW3DOnDpLtdpVncpU8aty7nFw3wAiPj9SbvEVZ0JYKLd16gjAjtg4Gvj5scWeF+TnS2yq83aJTU0lyPf8tgv28yUuNZXG/v40qlWL7+6+017Wj8V3TuCWuZ9xMr3gmKXyFJeeQgMfh5hr+BGXXvRntrsad53DMRTtfAwFVeBjqKxd6s0ICjlX/dAY8+FFru52YKExxvFLs4kx5riINANWi8gOu3fURXOXFp11wEgRqS4ifsAwe7ofECMiVbBadIqzAqv1JG8sTx27hShSRMbY00REQu3ytYDj9uO7861rhIh4i0hdrArW5hLmkmLHDYAxJhNYBvyPC3RbM8Z8aIy5zhhzXQlfp0S2n4omxK82DX1qUcXDg5sbt2PlsQNOZdrVDuSVzkN4YN0CEs649kP3SrPj9HFCfOvQsIY/VcSDoQ3bszpmv1OZtrWCmHb1UB7eMJ9Tbr59dpw+ThPfulxl53NTw/b8FON8h54mPnXOPe4d1Iqo1FPlHWaJWcdPHafjZ9Vx5+3Tzj+QV667iQfXf+m2x88Xv4Qz5q15jHlrHqt3HmL4tW0B6NQ4iNTMs5xMKdhP/dEbu+HrXY1/fLumnKMt3hcbwhn9zjxGvzOP1bsOMfwah3wyishnsJXP60vWlHO0xZu3JZwRM+cxYuY8Vu47xC0drXxCr7K2T0UdR1CzmS8ZsZlkxGeSm51L/MYE6l5b26mMY1e2hC2nqdGgenmHWaS528IZ9slchn0yl+UHD3JLe2uoQVhwMClnznIizXm7nEhLI/XsWcKCrU4jt7Rvx8qDh9h/8iRd/vs+vWd8RO8ZHxGbksLwT+e6vJIDEJ4QY33G+VqfccNC2rHiqPt2jy7KZ7+HM3LGPEbOsI6hkZ3OH0MpFfgYKmu5xuOS/hzPVe2//JWc40Ajh+cNOX+end/t5Ou2Zow5bv8fAawBrr7UnN2iRccY84eIzAfCgXjOVypeBH4DTtj/X7DjqDHmR3s8zO8ichb4HvgrViXpfyLyAlAFq89gOFYLzgIROY3V4tLUYXXbsbqs1QP+ZoyJFpGQEqTzBTBDRB4DRts10XnALcDyEixfpnKM4eXflzOnz+3W7YsjwjmQfJLHO/Zix6kYVh0/wPNh/fCpUpV/97gVgOi0JB5Yv7C8Q71oT02FTdsgMQn6jIZHJsLooa6OqmRyjGHath+Y2X08niIsitrGwZQTPNa2DzsTo1kds59nOw6ghldV3u1q3XMjJiOJhzfMd3HkhcsxhlfCv2dm9wl4IHxl5/No2z7sPB3NT7H7GdesC90CmpKVm0tyVgbPb/nG1WEXKccYpv6xjNm977Bul513/HSwj5/oA0wK7Y+PVxXe6zYKgOj0JB78eYGLIy/a+j2R9GobwvfPTyQzK5sXvjj/sbTgyfGMeWsegbV8eWBgVyLiEvjyCesa0+e/hPPVbwXuxeJy6/ZG0rNNCD88N5GMs9m8uOB8PgsfH8/od6x8Huxv5bPgL3Y+v4azaJP75bPmYCS9W4Sw8s8TycjK5vkl5/P59r7xjJg5D4Bn+vVkWIfWVK9ShXWP3ceCbTt5b517dZsUT6HFPSHs+MdeTK4hqHcAPg1rELnwKH5Nfah3bR2OL4sl4Y/TiKfg5eNFm4eauzrsQq2JiKRP06asvu9eMrOyee7HZefmLblrAsM+mQvASytXMX3IYKp5ebE28jBrIiNdFXKJ5BjDlE3L+WTAbXiK8OXB7RxIOskToT3ZkRDDymMH6VQ3iA/63Eqtqt70b9SCJ8J6MGjxR64OvUhr7WNoxZ8nkpGdzV8Xnz+Gvrl/PCNn2MdQ/57cbB9Da/9yHwu27uTfbnYMVUCbgZYi0hSrgnM7MC5/IfumYLWBDQ7TagPpxpgzIlIP6M75sfYXTSrKXTQqMhF5GqhljHmxhOVN089evcxRlY/IcZMByIlpWUzJisEz2GoNa7VoqosjKRv7R70EQJuvXnZtIGVk760vA9Dsi1dcG0gZibj9BQA6PPmWiyMpOzvfehKA9s9Ujpx2/dPKp+XfKkc+B1608rl/810ujqRszOj8CQDN/vmmiyMpGxHPPAVAkzmvuTiSshF19/MAtJpWOY6f/VOexJiSDWZxhc8Odr2kk/5xLX4rNjcRuQl4B/AEZhljXhWRacDvxpjFdpmXAW9jzCSH5bphjaPPxepx9o4x5pJr1G7RolOZicjXQHOsO7gppZRSSilV7kp4Q4FLYoz5HqtHleO0Kfmev1zIcr8CHcs6Hq3oXGbGmFtcHYNSSimllLqyleS3cCobregopZRSSilVyeWYK6+ic+VlrJRSSimllKr0tEVHKaWUUkqpSi73gj87WTlpRUcppZRSSqlK7krsuqYVHaWUUkoppSq5nCtwxIpWdJRSSimllKrkct33J34uG/3BUDckIrpRlFJKKaUqGHf+wdB/7+13SeeXj7RZ7ba5FUVbdJRSSimllKrktOuachuhS19wdQhlIvzmVwBotWiqiyMpG/tHvQRATkxLF0dSNjyDDwDwzaFQF0dSNkY2Dweg+fQ3XRxJ2Tj07FMADLpmSjElK47lf0wDoN2kt1wcSdnY/fqTADT5+HUXR1I2oiZOAqDnyqddHEnZWD/gDQBaLpzm4kjKxoHR1mdBs89fdXEkZSPijskAhLz3hosjKRuHH3Xv4yZXb0aglFJKKaWUqmxyrsDbS195VTullFJKKaVUpactOkoppZRSSlVy2nVNKaWUUkopVelciV3XtKKjlFJKKaVUJactOkoppZRSSqlKJ+cKrOhceRkrpZRSSimlKj1t0bkCdKvfgmfbDcVDhK+PbuHjQ+ud5o9u3JnbmnQl1+SSnnOWv+34lojUEy6Ktng9A5szudNgPMSDBYe3MmP/L07z72lxPWNCribH5HLqTDp/3bKY6IwkF0VbepNfhzUboE5tWDLb1dGU3r7fc/j2/SxMLnS50ZO+Y6s4zT8dn8v8N7PITDXk5sKQiVVo28XTRdEW7cV+fenTrCkZ2Vk89/0ydsXHFyjTPjCA6UNuxNvLizURkfxt9U8APNbtBsZ26sipjHQA3lz3C2sjI8s1/gt5+JkhdOnekszMLN58+RsO7o1xml+9RlXenHnvuef1Amuy+vvtvP/mj+Udaok8P6wPvVo3JeNsFpMXLmdPtPO28q7ixVvjhtKojj+5xrBmTwRvL/vZRdFeWO+rmjKlS388xYP5B8L5347fnOZ3CWzIlC79aVM7gEfXLuaHqH0uirTkutRpzWOthuMhHnwXvYl5UT8VWq53/Y78rdNd3L/pXfalHCvnKEuuZ2BzJocOxlOEBZFb+XD/r07zJ7bsypiQq8k2uZw+k87zW5YQne6+30G9gprx4jUD8RRhfkQ4H+zZ4DT/3tZdGNss7Nx36nO/LSU6PdlF0RauV+MQXurZFw8R5u/eyft/bHKaX9XDkzcHDqFD/QASMzN5ZNlSjqck06NRE569oSdVPD3IysnltV/WsuH4URdlcfnl6hgddTFExMsYk+3qOArjgfB8+2E89Nts4jKTmdfjIdbG7XWqyPwQvZ2FRzYD0DugDU+1HcKfN3/iqpAvyANhSugQJv48l7iMZBb2vY/VMfs4lHLyXJk9ibGM+mkGmTnZ3NH0Wp7pOIAnNi1yYdSlM3IIjLsVJv3d1ZGUXm6O4ev/ZHH/36tSq57w3l/O0K6rJ4FNzjcer/o8m9CentxwsxdxUbnMmnLW7So6vZs2JaS2P/1nziIsOJipA/szet7nBcpNGziAyctWsC0mho9G3UKvpiGsizwMwMdbtvDR5i3lG3gJdO7ekqsa1WXiyH/RpkNDHn3+Zv5y9wynMhnpZ/m/ce+fe/7vuQ/y8+o95R1qifRsHUKTuv4MeeNjOjUKYsrIftzx3y8KlJu9fgubIo5RxdODj/40mh6tQvh5/+HyD/gCPESY1nUgE5bPJzY9hcU3382KIwc5mJRwrkx0WjJP//w997fv4sJIS84D4YnWt/Dk1g85cSaJDzs/xs8ndxGV5lwZre5ZjdGNerArKcpFkZaMB8JLYTcy8ed5xKYns6jffayK2e/0HbQ7MZZbV8+0voOaXcuzHfrz+KavXBh10TxEePm6wdz90+fEZiTz9cCJrDp+gIPJDvmcjmPk8llk5mQzrsU1TArrx2O/fuPCqJ15iDCtd3/u/HYhsakpfDt2PCsjD3Lw9KlzZca260DSmUz6zp3FzS1bM6lbLx5dtpRTGRnc993XxKel0apOXeYMH8UNsz90YTaXl3Zdu0KIyAQR2SQi20TkAxHxFJFUEXlVRMJFZKOIBNpl64vIIhHZbP91t6e/LCKfisgvwKd2uRUisktEZopIlIjUE5FpIvK4w2u/KiJ/Ka9cO/g35Gh6AsczTpNtclgWvYM+gW2dyqRlnzn3uLpXFQymvMIrtU51riIq7TTH0hPJMrl8d2wX/YNbO5X57eRhMnOseue2U8cJql7TFaFetM6h4O/n6iguztH9udRrINQN9sCrihDa25NdG3OcyohAZrq1j2WmG2rWdb8rTANaNufrXbsB2BYTQ03vatT38XEqU9/HB9+qVdkWY7WGfL1rNwNbtij3WEvrht5tWPndNgD27jyGj683der5Fln+qsZ18a/tw86t7nkC2q9tcxZvtSph24/G4uddjXp+ztsqMyubTRFWC0FWTi67o+MJqlV0zq4SVi+YqJREjqYmkZWby5LIPQxq3NKpzLHUZPaePuHWn9OO2tZszPGMk8RkniLb5LAqbhs96rUvUO6+ZoOZF/UTZ3Pd8prhOZ3qNCAq7TRH085/Bw1okO876ETU+e+ghOMEuvF3UGidBkSl2Pnk5rL0yG4GXOW8z22Md8jn5HGCqrvXF1RoYBBRSYkcTbaPmwP7GNjM+bN4YLMWLNq7C4AfDu6nW8PGAOw+GU98WhoA+08l4O3lRVUP97rwVpZyjVzSX0V0xVV0RKQtcBvQ3RgTBuQA4wEfYKMxJhRYB9xvL/Iu8LYxpjMwCpjpsLp2wABjzB3AS8BqY0x7YCHQ2C4zC7jLfm0P4HZg7uXL0FmAd01iHbptxWUmEeBd8EPqtiZdWNLnCR5vM5jpu74rr/BKLdDbzzmfjGQCL/ChOzokjHWxB8sjNAUknYRa9c9/GNaqJyQnOJ+QDZxQha0/5fDqhAxmTTnLiIer5F+NywX6+hKTknLueWxKKoG+vgXKxKYWXebOq8NYes+dvHbjIGpWq3b5gy6hegF+nIg73+3kZHwydesXfSLWZ3AH1q7YWR6hXZSAWr7EJp7fDnFJqQTWLLoS4+ddjT5tm7HxoPt1Twms4Ud02vltE5OWQmAN96uQlUY975rEZyaee37iTBL1q9VyKtPK7yoCvP3ZmLC3vMMrtcDqNYl16LYVW8x30JimYayLc9/voMDqfsQ45ZNy4XyahbI2JqI8QiuxIJ98n9epKQT55Pu8diiTYwwpZ89Q27u6U5khzVuy80Q8Z3OdL86piu2Kq+gA/YFrgc0iss1+3gw4Cyy1y2wBQuzHA4B/22UXAzVFJO8IWmyMybAf9wC+ADDG/Aicth8fBhJE5GpgELDVGHO+H4KbmB+1iWFr3ubdvcu5v2UfV4dTJoY36kiH2g2YeeDX4gurcrNtTTbXDvBk8tzq3DutKl/88yy5uRXj6nRJzdsWTr8Zsxg2+1NOpKbxfN/erg7povUe1IGfftzh6jDKhKeH8M/bhzDv160cO+2+YyauJILw55bD+M+BJa4OpcwNb9SRDv7BzNy/ofjCFcCIJu3pWCeYGXs3ujqUMteyTl2e69aLyT+tcHUol1UOHpf0VxFdiWN0BJhjjHneaaLI08aYvLOtHM6/Nx7A9caYzHzlAdJK+JozgXuAIKwWnoJBiTwAPFDC9ZVYfGYyQdXPXz0L9K5FfGZKkeV/jN7BXzsMK+swykxcZopzPtVrEpdRMJ8b6jflodY9mLB+Dll6dabc1KoHSSfOV1qSThbsmrZ5WQ5/eqUqAE3aepKdlUV6Mvj6l2uoBUy4OpSxnToCsCMmjmC/81c1g/x8iUtNdSofl5pKkG/hZRLS089Nn799BzNuHXk5Qy/WsDFdGHLLNQDs3x1N/cDzLTj1AmqScKLwgcXNWgbi6elR4GYFrnbH9aGM7twBgJ3H4gjy9wO7Z11gLV/iklMLXe7lWwYQlZDIp79sLa9QSyUuPYUGPue3TbCPH3HphedSUZzMTCbA+/zBXb9aLU6cOV/JrOFZjaY+Qbx7zUMA1Knqx2uh9/B8+Gy3vCFBXEYyQTXOb6OgIr6DugU05eE2PRi/zr2/g+IyUgh2ysev8HwCQ/i/dt0Zt3qu27V4xKalOn9e+/oRm5bv89ouE5uWiqcIflWrcTrTuk4d5OPLBzcN56kVP3AkuXJfAKmo3c8uRcWsnl2aVcBoEQkAEJE6ItLkAuWXA4/mPRGRsCLK/QKMtcsMAmo7zPsauBHoDCwrbGFjzIfGmOuMMdeVNJGS2JV0nMY+dWlQ3R8v8WRwg46sjXPuHtC4Rp1zj3sGtOJImts1OJ2z4/RxQnzr0LCGP1XEg6EN27M6Zr9Tmba1gph29VAe3jCfU2fSi1iTuhwatvLgZLThVGwu2VmG8LU5tLveub+zf4BwcFsuAHFHcsk6a/CpVdjaytfcreEMnzOX4XPmsuLgQW5p3w6AsOBgUs6c5USa83WNE2lppJ49S1hwMAC3tG/HygOHAJzG8wxq2YL9J0/iSksWbOL/xr3P/417n1/X7GHAUOtjrE2HhqSnZnLqZOEn031u7MiaZe7Xbe3zjeGMem8eo96bx6rdhxh+tTXusFOjIFIzz3IypeA1qMcGdsPPuxqvL11TztGWXPjJGEJq1qahby2qeHgwrGlbVhx1325PJbE35SgNa9Qj2Ls2XuJJ/8Awfjm5+9z8tJxMhq9/mdt+fY3bfn2N3clH3LaSA7DjdHSB76BV0YV9B93EQxXgO2j7qWhC/GrT0Mfa525u3I5Vxw84lWnnH8grnYfw4PoFJLhhPtvjYgmp5U9Dv5rWcdOyNSsjDzmVWRl5iFFtrLFhQ1q0YsOxIwD4Va3GrGG38I9f17MlNrrcYy9vuXhc0l9FdMW16BhjdovIC8Bye8xMFvDnCyzyGPAfEdmO9X6tAx4qpNxU4HMRuRPYAMQCKfZrnhWRn4BEY0y5XgrJMbm8vnMp/+tyNx7iwbfH/uBQajwPt+rH7sRo1sbv5faQ6+larznZuTkkZ2cwJdw97w4DVt/aadt+YGb38XiKsChqGwdTTvBY2z7sTIxmdcx+nu04gBpeVXm362gAYjKSeHjDfBdHXnJPTYVN2yAxCfqMhkcmwuihro6qZDw9hREPV2HmC2fJzYHOgzwJauLBsk+yaNjKg/bXe3LzfVVY+K8s1n+dDQK3PVk1r4XUbayJiKRPs6asvv9eMrKyee6H89cnFt89geFzrGF2L61YxfQhg/Gu4sXaiMPnbiH9XO+etA0IwGA4npTMC8tXuiSPwmz6+QCdu7fi42//whn79tJ5/vvZQ053W+s1oD0v/mWeK8IssXX7IunVOoQfnp5IZlY2Lyxcfm7eokfHM+q9eQTW9OXBfl05FJ/AwkfGA/DZhnAW/e5elbgcY5iycQWfDByLpwhfHtzBgcSTPBHWgx0Jsaw8epBOdYP4oN+t1Kpajf4NW/BEWA8GffuRq0MvUo7J5Z193/DG1ffjgQffx2zicFoc9zYbxL7kY06VnorA+g76kY96jMNThIWHw63voHa92Xk6htUx+3muU39qeFXlX11HARCdnuy230E5xjB1y3Jm974dDw8PFkaEcyD5JI936MWOUzGsij7ApLB++HhV5b3utwIQnZ7Eg+sXujjy83KM4aV1q/lkxCjrZyd27+TAqQSe6NKNHfFxrDx8iPm7d/D2wCH8NOFeks5k8ugyayzy3Z3CaFKrNo91voHHOt8AwF2LF5KQkXGhl6ywcq7AFh0531tLXQoRqQbkGGOyReQG4H/2zQ7ybkLwBzDGGHPgQuuxy5vQpS9c3oDLSfjNrwDQatFUF0dSNvaPegmAnJiWxZSsGDyDrd3xm0OhLo6kbIxsHg5A8+lvujiSsnHo2acAGHTNFBdHUnaW/zENgHaT3nJxJGVj9+tPAtDk49ddHEnZiJo4CYCeK592cSRlbJyVtAAAIABJREFUY/2ANwBouXCaiyMpGwdGW58FzT5/1cWRlI2IOyYDEPLeGy6OpGwcfvRpjHHf2sQT226/pJP+t8O+cNvcinLFtehcRo2BL+1KzVnsu7aJSDusmxx8XZJKjlJKKaWUUmXtShyjoxWdMmJXYq4uZPpurLu6KaWUUkop5RK5V+APhmpFRymllFJKqUouB23RUUoppZRSSlUyV2LXtSuvDUsppZRSSilV6WmLjlJKKaWUUpXclThG58rLWCmllFJKqStMLnJJfyXx/+zdd3hUVfrA8e+bUAIphAApSJkkBEJNqCIlhCpNQAUU0LXtWta26qp0AeuioqurP1SKIiiiiFQFggSxIEUSSqhJQEoSenrP+f0x1zCTQkuYmQzn8zzzZObeM3feN/ecM3PmnntHRAaKyAEROSwi48tYf7+InBaRGOP2d4t194nIIeN2X2XkrI/oaJqmaZqmaZqTu94/GCoirsAHQH/gOLBNRFYYVyC29JVS6okSz/UBXgI6AQrYYTz3fIVi0j8Y6nhERO8UTdM0TdO0KsaRfzD0gW0PVOjz5fzO8y+Zm4jcAkxTSt1qPJ4AoJR63aLM/UCnMgY6Y4BIpdQjxuOPgGil1JcViVlPXdM0TdM0TdM0J1ekXCp0E5GHRWS7xe3hEi9xE3DM4vFxY1lJd4rILhH5RkQaX+Vzr4qeuuagOq2ZYO8QKsX2weZBfOi30+wbSCXZf8c0AL6LD7NvIJVkRHAsAIVJIXaOpHK4BhwCIHTyLDtHUjn2v/IsAD2Gz7RzJJXn5+UvAND+UefYRztnm/eR6f237BxJ5Tjy5L8BaLN8qp0jqRx7hs8AIOjLV+0cSeVIGDMJANPC1+wcSeU4cs9EAAL/6xztJ/Hpf9s7hEuq6OWllVIfAx9XMIyVwJdKqVwReQT4DOhTwW2WSx/R0TRN0zRN0zQnZ4OLEZwAGls8bmQsK6aUOquUyjUezgE6Xulzr4Ue6GiapmmapmmakytSUqHbFdgGhIhIoIjUAO4GVlgWEJEAi4fDgH3G/bXAABGpKyJ1gQHGsgrRU9c0TdM0TdM0TasQpVSBiDyBeYDiCsxTSu0VkRnAdqXUCuApERkGFADngPuN554TkZcxD5YAZiilzlU0Jj3Q0TRN0zRN0zQnZ4sfDFVKrQHWlFg21eL+BKDME9GVUvOAeZUZjx7oaJqmaZqmaZqTq+jFCKoiPdDRNE3TNE3TNCd3hRcUcCp6oKNpmqZpmqZpTk4f0anCRCRDKeVRCduJBP6tlBpa8agcwy31Q3iu5VBcxIXlx7fxWcJPVuvvaNyFUU27UqSKyCrI47W935GYccpO0V5eD99gJrYbiIu48M3RP5hz8Ber9XeZOjI2qDOFSpFVmMdLO1cSn37GTtFe3oHthSyfnY8qgi4DXek9urrV+vOnivjq7XxyMhRFRTDogeq07OJqp2iv3qQ3IPo38KkLKz+1dzTXZuLgSCKaB5KTn8/Eb9cRl2TdPtyqV+Pdu4bQ2MebIqXYuD+BWet/tlO0l/f03/vQtWMQubkFvPbeGg4mlG7v771yF/XqepCbVwDAs9O+5kJqlq1DvSLPj46kR+tAcvLyeWnBOvYfK53P/564nfp13HF1cWHn4RO8sfhHilSFfiS80kQ0MfFSz964iPBV3B5m/7HVan0NF1fe7j+INg18uZCTwxNrV3EiPY0wX39e690fABF4d+tvrEs4bI8ULql7g2a82HYQriJ8e/QP5h62bhujmnZiTGAXCo33oOmxK0nIOG2naC8vwj+IKR364yrCVwmxfLTvN6v1D7bowuigcApVEedys3jx91WczEqzU7SXFxEQxEud+uEiLnx1OIbZcVus1j8U2pm7moVTWFTE2dwsXtyymhOZts8noqmJqRHmdrJk7x5m7yjRTlxdeav/INr4mtvJk9+b2wnAY526MKpVG4qUYvqmH9n859FLbvONvgNo6+uHiJB44TzPr/+BrPx82yasVQqnGehoZXNBeKH1MJ7YOo+UnDQ+6/ZPfjq132ogszYplm+PmRt3hG8oz4QO5qntn9op4ktzQZgSNpiHfvmclOw0lvT+BxuTDlgNZFYd381XR3YA0Nu/OS+2vZWHf11kr5AvqahQseyDfP7xWg3q1BfefzqXVje74tf04gmDG74sIKynK7cMrUbK0SLmTc2rUgOdEYNg7B0wvor+vl1EiImm9bwZ+O58whr5M/W2Ptz98eJS5eb9soOticep7urCvPtH0jPExOZDR2wf8GV07RhIo4C6jHlsDq2aB/Dco/155IWy28eMWas4EJ9i4wivTvfWJpr4ejP8pfm0DfRnwpg+3Dez9P55cc5qMnPyAHjz4aH06xjCuu0HbR1uKS4izOjVl3uXf0NyRjrLR48jKvEwh89fvNjQ6FZtSM3NoffCeQwNacH4bhE8uXYVB86dYdiShRQqRYPa7qy5+29sSIyn0EEGcGDusye1G8LDvy0gOTuNxREPszH5gNVAZs2J3Xx9dDsAkX4teL7NrTy2ZaG9Qr4kFxGmdbqV+zZ+SXJ2Gsv6P8CGE4c4nHbxPSjufAoj1s0jp7CAsc06MD68D0/9+p0doy6fiwgzOg/g3h8Xk5yVxvKB9xN1/BCH084Wl9l7PoVh388np7CAcSHtGd++N0/+vNzmcU6P7MvflpnbyXd3Ge3knHU7ScvNoc8Cczt5sXsET/2wimY+PgwNacHARZ/h6+7O57ePou8C8/nu5W3zlc3RZOSZ+4tJPXvxt3btSw2sqqIb8YiO0/2Ojpi9KSJ7RGS3iNxlLI8UkVUW5f4nIvcb9weKyH4R+QO4w6LMNBGZJyLRIpIgIk9ZrLtHRLaKSIyIfCQirsbtU4vXfsYo+5SIxInILhEp/Q58HbX2bsSxzLOcyD5PgSpkfdIuevm2tCqTWZBbfN/NtQYKx3mTLKmdz038mXmO41kXyFdFrDm+lz4BoVZlMgvyiu/XqlYD5UBv+iUdO1hE/YZCvQAXqlUXwnq5sndLoVUZEcjJMueQk6Xwqle1OqrOYeDtae8orl2flsEsjzFf5j/2eDJetWrSwMPdqkxOfgFbE48DkF9YRFzSKfy9KnyA+bro0SWEH6L3AhB3MAkPdzfq1XW/zLMcV2RYMKu2mPfP7sRkPGvXpL5X6Xz+GuRUc3GhuqsrjtLNhfn5czT1AsfSUskvKmLloQP0D2pmVaZ/UDOW7jfvs+8PH6RboyYA5BQUFA9qarq64jBJWWhb968+2/we9P2JPfT2L9lnX3wPqlWtuiOmUSzMpyFH089zLPMC+UVFrPozjn43hViV2XLqKDmF5iOhMWdO4F/LcTvAsHpGPhnmfFYe3Uf/xs2tymxJ+bM4n51nTuJf28v2cfr5c/TCxXayqox20i+oGUv3WbSTxuZ20j+oGasOHSCvsJDjaWkcvXCBMD//S27zr0EOgJtrNYf+XHQ1bPA7Og7HGY/o3AGEA2FAfWCbiPxUXmERcQM+AfoAh4GvShQJBXoDnsABEfk/oBlwF9BdKZUvIh8C44C9wE1KqTbGtr2NbYwHApVSuRbLbKKBWx1SclKLH6fkpNLGu3GpcqOadGVsYHeqiyuPbZ1ryxCviq+bJ8nZFw+Zp2Sn0a7uTaXKjQ3szH3NulLdxZUHfl5gyxCvSuoZqNPgYudRp75w7ECRVZn+91RnzqRcfl1RQF4u/OO1mrYO84bm5+VBcmp68ePk1Ax8vTw4nZFZZnlPt5r0bhHE57/ttFWIV6WBjwenzlzM5/TZdOr7eHD2fOl8Jjw1iKIixabfDvLZkt9KrXcEvt4epJy/mM+p8xk08PbgTFrpfD548nZam/z5Ze8Rov44ZMswy+Xv7kFSukX9ykgn3C/AqoyfRZlCpUjPy6WuWy3O52QT7ufPf/rcyk2eXjwb9b1DHc0B8HXzIjnb+j2oXd1GpcrdberC34JvobqLKw/9+qkNI7w6frU8SbKYhpacnU6YT8Nyy48KCmNTUoItQrsm/rU8rPPJSie8Xvn53BUcxqaT8bYIzYq/hwdJGRfbSVJZ7cSijGU78XP3YGdyUnG55Ix0/D08irdT3jZn9ruVSFMgh86d5dWfN12XvGytqg5WKsLpjugAPYAvlVKFSqkUYBPQ+RLlQ4FEpdQhZf7qv+Tx8tVKqVyl1BngFOAH9AU6Yh5ExRiPg4AEIEhE3heRgcBfvccuYJGI3IP5B5Icztd/buH2TW/z/oG1PBjc297hVNgXidu4df37vL03ikdDe9o7nAqJiS6gYz9XJi2sxYMzarD4zTyKihzrw4xm5uoivDVqEAu37OT4+dTLP8GBzZi1mvuf/pTHJ3xBu1aNuDWytb1DqrDH31/GgBc/pkY1Vzq3KP2FT1UUk5LMrV9+xvCvF/HPjl2o4Vp1prVaWnxkK4M3/Jd34tbzcPNe9g6nUgxv2pq2PgF8sn/L5QtXASNMrWlbz5+P4363dyg28ULUWrrO/Yj4c+cYGtLC3uFo18gZBzrlKcA6X7crfF6uxf1CzEfBBPhMKRVu3FoopaYppc5jPpIUDTwKzDGeNwT4AOiAeXBU6kiaiDwsIttFZPvVJHU5p3NS8XOrU/zYz60Op3PKP4lwXdIuIv1aVWYIlepUTjr+tS4eNver5UVKTnq55dcc30PfElPbHEmd+pB6+uKgJfVM6alp29YWEhZh/vDStKUrBfngwOe1OoWxXcL49p/j+Paf4zidnol/nYtTT/zreHAqLaPM500f1o+jZy+wwMGO5tw+qD3z3rmPee/cx9nzGfjWv5hPg3qenDlXOp+/lmXn5BP1UxwtQ/xtFu/ljO4VxpcTx/HlxHGcTs3Er+7FfHzrenD6Qtn7ByCvoJDo2Hgiw4JtEeplJWdmEOBpUb88PEnOtI4/xaKMqwieNWpyPifbqkz8+XNk5ufTol796x/0VTiVk4Z/Lev3oJTs8vvs70/soY+/4/bZKdnpBFhM3fKv5VlmPt38TPyzVXce2fw1eUWFpdY7iuTsDOt8anuSXEY+3f1NPN6mG/+I/sYu+SRnZBDgcbGdBHh4klKynViUsWwnKZkZNCzZxjIyrmibRUqx8uB+Bjaznp5YVRUhFbpVRc440NkM3GWcL9MAiAC2AkeBViJS05g+1tcovx8wichf73pjruA1NgAjRcQXQER8RKSpiNQHXJRSS4HJQAcRcQEaK6U2Ai8CdYBSk/eVUh8rpToppTpda+JliUs9QRP3+jSsVZdq4kr/gHb8dGqfVZnGtesV3+/h24I/sxz3CmW7z5+gqUc9bqrtTXVxYXCj1mxMOmBVpqm7T/H9Xv7NOZpxruRmHEaj5i6cOak4l1xEQb4idlMhrbpafyPr7SscjjFPZ0v5s4j8PIV7nbK2plWWL7bGcseHi7jjw0Vs2BfP8HDzeW1hjfxJz8krc9ra03274elWk9e/j7ZxtJe37PudPPjMZzz4zGds/v0wA42jM62aB5CRmVtq2pqri1DHs5b5vqsL3ToFk/in4/QLSzbFMua1RYx5bRHRsfEM7WreP20D/cnIzis1ba1WzerF5+24ugg92wRyJNkx+oVdKcmY6njTyNOL6i4u3BbSgqhE66lBUYnx3Blq3meDmjXnt+N/AtDI0wtXMX/4uMnTk+C6PhxPc6xvQfZcOElTdx9uqu1NNXFl0E1tiE7Zb1WmiUWfHeEXwp+ZZ0tuxmHsOncSk2ddGrnXobqLC0ObtGLDCetpkK28/Xil8yAe2fw1Z3Md80qFf9l11jqf25q2JOp4iXzq+vFql4H8Y9M3dstnV0oyJm9vGnmZ28nQkBZEJVi3kw2J8dzZsnQ7iUqIZ2hIC2q4utLIywuTtzexKcmX3GbTOhfPMugX1Iz48+dtlOn1pc/RcQ7LgFuAWMynNL6glEoGEJElwB4gEdgJoJTKEZGHgdUikoV5oHTJMweVUnEiMhlYZwxk8oHHgWxgvrEMYALgCiwUkTqYjwS9p5S6UJkJX0qhKmJm3Are6/wAriKsOL6DhIxTPBLSj32px/np1H5GN72FLvWCKVCFpOXnMH3XN7YK76oVKsUrsWuY0/0eXBC+PRrD4fTTPNkykj3nT7Ix+SBjg7rQzTeQ/KIi0vKzmbDDMa92A+DqKgx/rDpzJudRVAidB7ji39SFtQvyadTchdZdXRn69+p8814+m5cVgMBdz9ZApOp0OM9Nh60xcCEVIkfCEw/AyCH2jurKbTqYSERzE2ufeYCc/AImfruueN23/xzHHR8uws/Lg0cjbyb+9FmWPjYOgC9+j+WbHXvsFXa5ftuRQNeOQSye/Q9ycvN5/b3vi9fNe+c+HnzmM6pXr8bb00ZSzdUVFxdhe+xRVq7fZceoy/fznkR6tDGxfMYD5OQVMG3Bxf3z5cRxjHltEbVqVOedx4ZRo5or4iJsP3CMbzY7Rj6FSvHSTz+yYPiduIgLX8ft4dC5szzTpRu7T6UQdSSer+J2807/QWy850FSc3N4cu1qADo3vIlHO3ShoKiIIqWYEr2h1JEeeytURby2ew2zu96Lq7iw7M+dxKef5vEWvdl74STRKQcYE3gzXesHFb8HTdq5zN5hl6tQKabvWMenve7GxcWFbxJiOZR2hn+1iWD3uSQ2nDzE+PA+uFerwfvdzdc2OpmVyiObHfN9tVApXtq+ngV97sZFhK/jd3Eo9QzPtOvJ7rNJRJ04zIT2vXGvVoMPetwOwMmsNP6xybb5FCrFtOgf+Wz4nbi4uPD1XnM7+dfN5nayITGer/buZtaAQfz4twdJzcnhqR/M7eTQubOsPnSQtffcT2FRES9Fbyi+tHxZ2xTgzf4D8axRA0TYf/o0U6KjbJrv9VJVBysVIY58RaoblYioTmsm2DuMSrF98OsAhH47zb6BVJL9d0wD4Lv4MPsGUklGBMcCUJjkHIflXQPM30SGTp5l50gqx/5XngWgx/CZdo6k8vy8/AUA2j/qHPto52zzPjK9/5adI6kcR578NwBtlk+1cySVY8/wGQAEffmqnSOpHAljJgFgWlhFr9dfwpF7JgIQ+F/naD+JT/8bpRx3NNF347MV+tC/ofcsh82tPM44dU3TNE3TNE3TtBucM05d0zRN0zRN0zTNwo04dU0PdDRN0zRN0zTNyTnwrLrrRg90NE3TNE3TNM3JVdVLRFeEHuhomqZpmqZpmpO7Eaeu6YsRaJqmaZqmaZrmdPQRHU3TNE3TNE1zcvocHU3TNE3TNE3TnM6NOHVN/2CoAxIRvVM0TdM0TdOqGEf+wdCuaydU6PPllltfd9jcyqPP0dE0TdM0TdM0zenoqWsOKnjm2/YOoVLEv/AcAEGLX7FzJJUj4e7JgPPtn9DJs+wcSeXY/8qzABQmhdg5ksrhGnAIgKaz37RzJJXn6KPPAxDysnPUuUNTzHUu+KuX7RxJ5Yi/awoATT9wjjp39HGjvr3qJPVtkrm+NZ/hHPkcnGrkM91J8nnpWXuHcEk34tQ1PdDRNE3TNE3TNCd3I56togc6mqZpmqZpmubk9A+GapqmaZqmaZrmdBz4OgnXjb4YgaZpmqZpmqZpTkcf0dE0TdM0TdM0J6cvRqBpmqZpmqZpmtPRFyPQNE3TNE3TNM3p3Ijn6OiBjqZpmqZpmqY5OT3QuYGIyBGgk1LqTInlw4BWSqk37BJYJZrSpzeRQYFkF+Tz4pq17D11qlSZ1n6+zBw0ELdq1YhOSOTlHzcC8FS3Wxjdri3nsrMAePunX9iUmGjT+MsT4R/ElPYDcBXhq4QYPtr/m9X6B5t3YXRQOIWqiHO5Wby4dRUns9LsFG35nHX/AEwcHElE80By8vOZ+O064pKsc3OrXo137xpCYx9vipRi4/4EZq3/2U7RXp1Jb0D0b+BTF1Z+au9orkyvxiamdutjbjP7d/N/MVut1tdwcWVWn0G0qe/HhZwcnohayfGMNIY3a8kjYZ2Ly4XWa8DQpQuIO3va1ilc0uQBkfRqFkh2fj7jV64jLrl0W3omshsj2rXCy60m7Wd+YIcor0yEfxCTw2/FVYQliTF8tP9Xq/UPNr+Z0YHhFBj92/htqziZlWqnaMvWq7GJqT364OoifBW3m//bWUZ96zeINg2M+rZuJcfT02jk6UXUmAdIuHAegJ0pJ5m0KcoeKZQyuX8kvYLN/fX4leuISymjv/b35Y2ht+JWrRqb4hN5ZX00AKG+9Zk+sC+1a9TgRGoazy3/nsy8PBtncGmTbjW3oZz8fMavKLsN/at3N0a0bYVXrZp0+I/jtiEw8gkx8ll+iXzaGfm84dj5aNdOX3WtBKXUCmcY5PQKDMRU15u+c+YxeW0U0/v3LbPcjP79mLR2PX3nzMNU15uIQFPxuvk7djDss4UM+2yhw3yIdhFhWseBPPjTYm794SNua9qaZl71rcrEXUhhxPp5DFk7h++P7Wd8WNm525Oz7h+AiBATTet5M/Dd+by0PIqpt/Ups9y8X3Yw5L3PuOPDhbRv0pCeISbbBnqNRgyCj6vQj8a7iDCjez/uX7OU/kvmM6xZKM2861mVGR3altTcHCIXz2Xu7u2M7xoBwPLD+xi8dAGDly7gmY1rOJaW6nCDnF7BJkw+3vT/cD5T1kQxfVDZ9e3HQwmMnPeljaO7Oi4iTOswiIc2f8nAtbMZ2qSM/u18MiOi5jJ03Sf8cHwfL7YrO197cRFhRkQ/7l+9lP5fzmdYSCjN6paoby2N+rZoLnNjtzP+lojidUdTUxm8ZAGDlyxwmEFOcR2bbdSxgWX/z6cP7MvkNevpP3s+Jh9vIoJMALw6uD9vRf/MbXM+Z/2Bw/y9a0cbRn95Ec3M+Q34YD5TVkcxbXDZ+W08mMAoB29DYORTz5sB/5vPlFVRTBtyiXzmOn4+lalISYVuV0JEBorIARE5LCLjy1j/rIjEicguEdkgIk0t1hWKSIxxW1EZOTvEQEdE3EVktYjEisgeEblLRI6IyEwR2S0iW0WkmVG2gYgsFZFtxq27xTbmGWV3ishwY7mriLxlbHeXiDxp8dJPisgfxmuEGuXvF5H/Gfc/FZH3RORXEUkQkZEWMT9vvP4uEZleXh7G8jcsdupbtvif9gsJZtneOABikpLwcqtJA3d3qzIN3N3xqFGDmKQkAJbtjaN/SDNbhHfNwnwacjT9HMcyL5BfVMSqP+Pod1NzqzJbTh0lp7AAgJizJ/Cv7WmPUC/JWfcPQJ+WwSyP2QdA7PFkvGrVpIGHdW45+QVsTTwOQH5hEXFJp/D38rB5rNeicxh4O16VKle4rz9H085zLD2V/KIiVh7ezwBTsFWZAaZglh7cC8CahIN0a9ik1HaGNQtlZfx+m8R8Nfq2CGbZbqO+nUjG0610fftr3emMTFuHd1XCfBpyNONi/7b6z730a1iifztdsn/zskeo5Qr39edo6nmOpVnUt8AS9S0wmKX7jfoWf5BuN5Wub46kb3OLOnbSqGNl9dc1axB7MhmAZbv30a+FOW+TT122/XkCgF8Sj3JraIgNo7+8vs2D+W7XxTbkVYXbEJj7hO9iLfKpWbXzqUxKVex2OSLiCnwADAJaAWNEpFWJYjsxz6hqB3wDzLRYl62UCjduwyojZ4cY6AADgZNKqTClVBvgB2N5qlKqLfA/4F1j2X+Bd5RSnYE7gTnG8knAj0qpLkBv4E0RcQceBkxAuPFPXWTxumeUUh2A/wP+XU5sAUAPYCjwBoCIDABCgC5AONBRRCLKykNE6gG3A62N13/lmv5DV8nPw4Ok9PTix8npGfh5eJQqk5xRfpl724ez6v57eX3gALxq1rz+QV8Bv1qeJGVbxJyVhl+t8j91jgoKZ1NSvC1CuyrOun8A/Lw8SE61iDs1A99LDGI83WrSu0UQvyUcs0V4Nxy/2p6ctKhHSZkZ+Llbtxk/94tlCpUiPS+Pum61rMoMDQplxWHHG+j4eXqQnHYxv5S0DPw8q8aguSS/Wp4kWUyzTc5Ov3T/Fuh4/ZtlXQJIyri6+tbYqw6rR93LV8PvonPATbYL/BL8PErUsfTSdcxcDzOsyxj99aEzZ+nX3DzoGdSyOf6ejvVNSck2lFyF2xCUkU8Z++tGpZRU6HYFugCHlVIJSqk8YDEw3DoGtVEplWU83AI0qtQkS3CUgc5uoL+I/EdEeiql/ppw/KXF31uM+/2A/4lIDLAC8BIRD2AAMN5YHg24AU2M8h8ppQoAlFLnLF73W+PvDsyDobJ8p5QqUkrFAX7GsgHGbSfwBxCKeeBTVh6pQA4wV0TuALJKvQIgIg+LyHYR2X6pf5StLIqJpc8n87jt0885nZHJhN697B3SVRvetA1tfQL4ZP8We4dS6Zxh/wC4ughvjRrEwi07OX7esc4z0C4K9/UnuyCfg+fPXL6wZhPDm5j7tzkHfrt84SriVGYm3RZ8xJCvP+flX6P5b/8heFSvYe+wKmzi6nWM7RDGtw+Mxb1GDfILC+0dkqZdE8vPqsbt4RJFbgIsv7U8biwrz0PA9xaP3YztbhGREZURs0NcjEApdVBEOgCDgVdEZMNfqyyLGX9dgK5KqRzLbYiIAHcqpQ6UWH6pl841/hZS/v8i1+K+WPx9XSn1UcnCJfNQSs0QkS5AX2Ak8ARQasKoUupj4GNjG9d0pfN72ocxul1bAHYnpRBg8a2Rv6cHKRkZVuVTMjLw9yi7zNmsi+Oxr3bt5pM7KqW+VVhKdjoBFt9w+tf2IsXiCM9fuvmZ+Ger7oz98XPyihzjTcWZ98/YLmGM7NQGgD0nUvCvYxF3HQ9OpWWU+bzpw/px9OwFFvy20yZx3ohSstJpaFGPAtw9SMm0bjMpmeYyyZkZuIrgWaMG53Oyi9ffFhzKCgeatjauYxij25vr2+6kFPy9Lubn5+VBSnrZ9c3RpWSnE2AxFc2/lmfZ/ZtvII+16sHYjQscpn/7y1916S8BHldX3/JyzfnsOZ3Cn6mpBHrXZfeCrszvAAAgAElEQVTpFNslYBjXMYzR4UYdO1mijnmWrmMp6RlW02/9LPrrhLPneXCx+XtVk483kc0Cr3f4lzW2k0UbKpGffxVsQ2M7hTG6Qzn5lLG/blQVveqa5WfVihKRe4BOgOU3tU2VUidEJAj4UUR2K6UqdNjaIY7oiEhDIEsptRB4E+hgrLrL4u9fX1utA560eG64cXct5nNuxFje3li+HnhERKoZy30qIeS1wIPGkSRE5CYR8S0rD6NMHaXUGuAZIKwSXr9MC3fGFp+cvv7wYW5vbZ4WGR4QQHpuHqczreeins7MJCMvj/CAAABub92KqEPm+mQ5/3hASDMOnnGMb3J3nTuJydOHRu51qO7iwtAmrdhw4qBVmVbefrzSaTCPbF7C2dwyD6DZhTPvny+2xnLHh4u448NFbNgXz/DwlgCENfInPSevzHnQT/fthqdbTV7/PtrG0d5YYk8lY6pTl0ae5jZzW7NQ1h+1ft9YfzSeO5u3BmBwUHN+PXnxCzkBhgS3YKUDTVtbtCOW4XMWMXzOIqIOxHN7W6O+3eRPRjn1rSrYde4kTT18aOTuTXUXF4Y0ac2Gk+X0bz9/xTkH6t/+UmZ9SyxR347Ec2eoUd+Cm/PrCXN983GrhYvx5WRjrzqY6njzZ5p9jvQu2hHL8LmLGD53EVEHLepYQ38yyuuvc/MIa+gPwO1tW7LhoDlvn9rmaXkC/LP7zXz5xy7bJVKOL7bHMuKTRYz4xNyGRrS72IbK67Md2RfbYxnx8SJGfGzkE2aRT27Vy+d6URW8XYETQGOLx42MZVZEpB/mU06GKaWKDygopU4YfxMwz85qX/K5V8shjugAbTGfU1ME5AOPYT5Bqa6I7MJ8VGWMUfYp4ANjeTXgJ+BR4GXM5/HsEhEXIBHzeTVzgObG8nzgE8zn/FwzpdQ6EWkJ/GaMqzKAe4BmZeThCSwXETfM/dyzFXntKxWdkEhkUCA//uNBsvMLePH7tcXrVtx3D8M+WwjAS+s3MHPQrbhVr8amhCPFV+96sVdPWvr6olCcSE1j8jrHuPpNoVJM/2Mtn/Yag4u48E1CLIfSzvCvNhHsPpfEhpOHGB/WF/dq1Xm/250AnMxK5ZGfv7Zz5Nacdf8AbDqYSERzE2ufeYCc/AImfruueN23/xzHHR8uws/Lg0cjbyb+9FmWPjYOgC9+j+WbHXvsFfYVe246bI2BC6kQORKeeABGDrF3VOUrVIqpP29gweA7cRUXlhzYzaHzZ3mmU3d2n04m6mg8S/bvZlbvwUTf/RAXcnN4MmpV8fNvDmhMUkY6x9Idc2ph9OFEejUzEfX4A2TnFzBh5cX6tvzv4xg+x3xa5vN9enJbmxbUql6dn576O1/H7OH9nxxrWqu5f/uB+RFjcBUXvk6M4VDaGZ5u3Ys950+y4eQhXgzrR+1q1Xn/FnP/lpSVxiO/LLFz5BcVKsXUzRtYcJtR3/Yb9a2zUd+OxLNk325m9R1M9LiHuJCTw5PrzfWtS8NGPNulOwVFRRQpxaRN60nNzbnMK15/0fFGHXvMqGOrLOrYQ+MYPtdcx6b98CNv3DYAt2rV+Cn+CJvijwAwtHUo4zqYv+Ncf+AwS3fttXkOl7LJaEPrH3+A7IICJq64mN93/xjHiE+MNtS3J0ONNrTp6b/z9c49/M/B2hDApkNGPk+Y95dVPg+PY8THRj79LPL5l5HPJsfLpzLZ4Hd0tgEhIhKIeYBzNzDWsoBxIOIjYKBS6pTF8rqYDxbkikh9oDvWFyq4JqKu5DIKdlDe79zcCEREBc98295hVIr4F54DIGixTa7BcN0l3D0ZAGfbP6GTZ9k5ksqx/xXz9wiFSY51VaNr5RpwCICms6vQ9awv4+ijzwMQ8rJz1LlDU8x1Lvirl+0cSeWIv2sKAE0/cI46d/Rxo7696iT1bZK5vjWf4Rz5HJxq5DPdSfJ56VmUA/8qZ/NvXq7Qh/6DI6dcNjcRGYz5wIMrME8p9aqIzAC2K6VWiEgU5gMcScZT/lRKDRORbpgHQEWYZ5y9q5SaW5F4wXGO6GiapmmapmmaVoUZp2qsKbFsqsX9fuU871fMA6BK5bADHaWUyd4xaJqmaZqmaZozcOCDTdeNww50NE3TNE3TNE2rHA56tsp1pQc6mqZpmqZpmubk9BEdTdM0TdM0TdOczw040HGI39HRNE3TNE3TNE2rTPqIjqZpmqZpmqY5OX2OjqZpmqZpmqZpzucGHOg47A+G3shERO8UTdM0TdO0KsaRfzA0cNHrFfp8mThugsPmVh59jo6maZqmaZqmaU5HT11zUB0fetveIVSKHXOfA6DNs7PsHEnl2DPrWQAGdJh6mZJVw7o/ZgDQY/hMO0dSOX5e/gIATWe/aedIKsfRR58HoDApxM6RVB7XgEMABH/1sp0jqRzxd00BIPBd5+izE/9l7rNbTnSOPnvfa+Y+u+UEJ8nndSOfSU6Sz6vmfILfcI584sc/a+8QLu0GnC+kBzqapmmapmma5uQceFbddaMHOpqmaZqmaZrm7PQRHU3TNE3TNE3TnM+Nd0RHX4xA0zRN0zRN0zSno4/oaJqmaZqmaZqz01PXNE3TNE3TNE1zOnqgo2mapmmapmma09FXXXNuIvIv4GOlVJbxeA0wVil1wb6RXX//HtOb7m0DycnLZ9q8tRz481S5ZWc9MZybGtThrpcW2DDCqzN+RCQ9W5rzmbx4HftOWOfjVr0ab/9tCI3re1NYpNgUl8C7q3+2U7SX99jzg+jSPYScnHzenvYdh/cnWa2vVbsGb895sPhxfT8vflyzi9lv/2DrUK/I03/vQ9eOQeTmFvDae2s4mFC6vr33yl3Uq+tBbl4BAM9O+5oLqVm2DrVMvRqbmNqtD64ifLV/N/8Xs9VqfQ0XV2b1GUSb+n5cyMnhiaiVHM9IY3izljwS1rm4XGi9BgxduoC4s6dtncIVm/QGRP8GPnVh5af2jubqRfgHMTn8VlxFWJIYw0f7f7Va/2DzmxkdGE6BKuJcbhbjt63iZFaqnaK1NrVXbyJNgeQU5PP8urXsPV26nbTx9eXN/gOpWa0a0UcSmbFpIwB1arrx/uAhNPLy4nhaGk+sWUVabi4339SIj28bzrE0c45rDx/m/a1bbJpXSROHRBLRIpDs/HwmLl3HvpOl++t3xgyhsY83RUWKjfsTeGed4/bXABOHGjnlXSanehY5rXXcnCYOiSSiucU+Siojn7st9tEBx9tHU/pGEhlszuHFNevYm1K6PbX282XmkFtxq1aN6PhEXt4QXbzu3g7h3NMhjCKl2BifyMzozTaMXrtebqiBDvAvYCGQBaCUGmzfcGyje9tAGvt6c/vEebQJCmDCPX25/7Uvyyzbu0MzsnLzbRzh1ekZaqJpfW+GvD6fdk38mXxnH8a9t7hUuU+jd7At/jjVXF2Y8+hIeoSa+Hn/EdsHfBmdu4dwU+N6PDDiPULbNOLJCUN5+r5PrMpkZ+Xxz7Gzix//b+Ej/PzjPluHekW6dgykUUBdxjw2h1bNA3ju0f488sKiMsvOmLWKA/EpNo7w0lxEmNG9H/es/prkzHRW3HEP64/Ec/jC2eIyo0PbkpqbQ+TiudwW3ILxXSN4ImoVyw/vY/lh835p4VOfjweMcOhBDsCIQTD2Dhj/mr0juXouIkzrMIj7Ni0iOTuNb/s9xIaTBzmcdqa4TNz5ZEbEzyWnsICxwR14sV0fnt6yzI5Rm0WaAjF5e9Pns3mE+wfwcp++3PFV6X755d79mLBhPTHJScwbfju9mprYdPQIj3bqzK/H/mT29m082qkzj3Xqwn9+MX8w23byBH9f8Z2tUypTRHNzfz1w1nzaNfbnpWF9uHt26f56/uYdbE08TnVXF+Y9OJKezU1sPnjE9gFfgYjmJprW82bg20ZOw/tw9/+VkdPPO9iaYOT0kOPmVJzPO/Np18jYRx+Vk89f++iBkfQMMbH50BHbB1yGXkEmTD7e9P14PuEN/Zk+oA8jPy+dw4wBfZn0w3piTiYzd9QIIoJM/JRwhK5NGtEvJJjb5i8kr7AQn9q17JDF9aduwKlrdr3qmoh8JyI7RGSviDxsLBsoIn+ISKyIbDCW+Rhld4nIFhFpZyyfJiL/ttjeHhExiYi7iKw2trFHRO4SkaeAhsBGEdlolD8iIvWN+38zth8rIp8byz4VkfdE5FcRSRCRkRav9byIbDOeM91YVup1jeVviEicUfYtW/xvLfUKD2bNb3EA7ElIwrN2TerVcS9VrlbN6ozr35G5q+z77d/l9G4TzIod5g+Tu/5MxrNWTep7WueTk1/AtvjjABQUFrHv+Cn86njYPNYrcUuvUKJWxwCwf89x3D3c8Klffqw3NamHd1139uw8aqsQr0qPLiH8EL0XgLiDSXi4u1Gvbun65qjCff05mnaeY+mp5BcVsfLwfgaYgq3KDDAFs/SgOcc1CQfp1rBJqe0MaxbKyvj9Nom5IjqHgbenvaO4NmE+DTmacY5jmRfILypi9Z976dewuVWZLaePklNoPmoYc/YE/rW97BFqKf2Cglm2z9wvxyQn4VWzJg1qW7eTBrXd8ahRg5hk8xHeZfvi6B/cDID+wcEsjTM/f2lcHP2Dreuoo+jTMpjlO43++lgynm5l99dbE839dX5hEXEnT+Hn5Zj9NUCfVleYU0LVyKlPy2CWxxj5HDfy8biCfeRA76n9QoJZtsecQ8zJZHN7ci/Rntzd8ahZg5iTyQAs27OP/iHmdjO2fRgfbdlGXmEhAOeysm0YvQ2pCt6qIHtfXvpBpVRHoBPwlIj4AZ8AdyqlwoBRRrnpwE6lVDtgInC5OVUDgZNKqTClVBvgB6XUe8BJoLdSqrdlYRFpDUwG+hiv+7TF6gCgBzAUeMMoPwAIAboA4UBHEYko63VFpB5wO9DaiP+Vq/wfVVgDbw+Sz6UXP045n4Gvd+kO6rER3Vi4bgc5xlQiR+Vbx4PkCxb5pGbge4kO19OtJpGtg/j90DFbhHfV6vt6cjolrfjxmVNp1GtQ/oexyFvbsGn9HluEdk0a+Hhw6szF/XP6bDr1fcrePxOeGsS8d+7jvtG32Cq8y/Kr7cnJjIvxJ2Vm4OduPRLwc79YplAp0vPyqOtm/Q3g0KBQVhx2/IFOVeZXy5OkrIttJzk7Hb9a5Y/aRgWGsykp3hahXZa/hwdJFvUsOSMDfw+PUmWSyylTv3ZtTmdlAnA6K5P6tWsXl2vvH8Dqsfcyb/jthPjUu55pXJavlwfJqRb9dVrGJT/we7rVJDI0iC3xjtlfg/Pl5OtZ9fPx8/AgKc2iraRn4OdpnYOfpwfJ6RnWZYz2ZKrrTefGN/HNvXfzxZhRtPX3s03gtqakYrcqyN4DnadEJBbYAjQGHgZ+UkolAiilzhnlegCfG8t+BOqJyKW+ltsN9BeR/4hIT6XU5SZk9wG+VkqdKfG6AN8ppYqUUnHAXzV/gHHbCfwBhGIe+JT1uqlADjBXRO7AmDZXkog8LCLbRWT7ZWK9Lpo3bkCjBt5E7zxsj5e/blxdhJn3DGLR5p0cP+cY8/IrqteANmz8Ybe9w6iwGbNWc//Tn/L4hC9o16oRt0a2tndIlSbc15/sgnwOnj9z+cKaTQxv0oa2PgHMOfCbvUO5Lv6akrL39Cl6zp/DkC8+Z0FsDB/dNsy+gV0FVxfhrbsGsfC3nRw/7xz9dXFOvzpHTq4uwlujnWsfAVRzcaGOW01Gfr6YN6J/4r3hQ+wd0nUhqmK3qshu5+iISCTQD7hFKZUlItFADOZBw5UqwHqw5gaglDooIh2AwcArIrJBKTXjGkPNtQzb4u/rSqmPShYu63VFpAvQFxgJPIF5YGVFKfUx8LGxjQpXp1G9wxjRsy0AcUdS8PfxJNZY51fXg1MXMqzKtw0OoKXJjxVvPISriws+XrX56PlRPPLm1xUNpVLc3T2MO29uA8CeYyn4W8y18avjwanUjDKf99Kofhw9c4GFm3faJM4rdduoLgy6vQMAB+NO0sDv4ri9vq8XZ0+nlfm8oBA/XF1dSl2swN5uH9Se2wa0A2D/oSR861/cPw3qeXLmXOn989ey7Jx8on6Ko2WIP2uNKW/2lJKVTkOPi/EHuHuQkpluXSbTXCY5MwNXETxr1OB8zsWpDrcFh7KiCkxbq+pSstMJsJiK5l/Lk5Ts9FLluvkG8lirHozduIC8okJbhmjl3nZh3NXG3C/vSkkhwKKemY/eWLcT8xGcssucycqiQW13Tmdl0qC2O2ezzd+hZeTlFZePPpLIjN59qOvmxvmcnOuWV0ljbg5jVGdzf737eAr+dSz6ay8PUtLK7q+njzD315//6lj9NcCYrmGM6mTkdOIqczrreDmNufka8xlu5POb/fO5p30Yo8OMHJJTCPDyhBPmdf6eHqSkW+eQkp6Bv8VRHn9PD1KM9pScnsG6g+YvenclpaCUwqdWLc5lO+kUthuIPS9GUAc4bwxyQoGumAcqESISqJRKFBEf4+jKZmAc8LIxQDqjlEoTkSOYp5T9NcAINO43BM4ppRaKyAXg78ZrpgOeQMmvWX8ElonILKXUWYvXLc9aI5ZFSqkMEbkJyMf8/7R6XRHxAGorpdaIyC9AQgX+Z1fs642xfL3RPLTp3jaQ0X3CWbv1AG2CAsjIzuNsaqZV+aXRu1gavQuAgHpevPvUCIcZ5AAs/iWWxb+Y8+nZMpCx3cP4fucB2jXxJyMnjzPpmaWe8+TAbni41eSlJettHe5lrfx6Kyu/Nl/Jq0uPEIaNvpnotXsIbdOIrIwczp0p+00mcmBbotc63rS1Zd/vZNn35je+WzoGccfg9mzYvJ9WzQPIyMzl7Hnr/ePqIni4u5Gano2rqwvdOgWzPdYxzjmKPZWMqU5dGnnWISUznduahfLUhtVWZdYfjefO5q35IyWJwUHN+fXkxSkcAgwJbsGo5aVPhNUq165zJ2nq4UMjd29SstMY0qQ1z5a40EArbz9e6TSYB376gnO59r2q3+e7Yvl8l7kf620K5N6wcFYePEC4fwDpuXnFU9H+cjork4y8PML9A4hJTuL2lq1YEGs+ny8qIYE7W7Vi9vZt3NmqFevjzVPy6teuzZksc57t/PxxEbHpIAfgy99j+fJ3c54RLQIZ1zWMNbsO0K6xP+m5ZffXT/XrhkfNmkxZ5nj9NcCXW2L5cks5OZXzHvRUf/N7kCPmZLWPmlvk08jYRxnl7CO3mkz5zjHyWbgzloU7zTlEBgVyb8cwVu07QHhDcw6nM0u0p8xMMnLzCG/oT8zJZG5v05IFO8ztaf2heG5u0pgtfx7HVNeb6q6uzjnIqaJHZSrCngOdH4BHRWQfcADz9LXTmKevfSsiLsApoD8wDZgnIrswT/26z9jGUuBvIrIX+B04aCxvC7wpIkWYByCPGcs/xnzezEnL83SUUntF5FVgk4gUYp6Sdn95gSul1olIS+A3EQHIAO4BmpXxup7AchFxw/wZ6Nlr+F9VyC+7E+neNpDvXnuQnLwCps9fW7xu0dR7GDdjoa1DqpDN+xKJaGlizYQHyMkvYPLidcXrvn52HKNmLcKvjgcP97+ZhJSzLHlmHABf/hLLt7873iBh68+H6Ny9OfOXP02ucXnpv3z4xaNWV1uL6NeaKU+XfQUzR/HbjgS6dgxi8ex/kJObz+vvfV+8bt479/HgM59RvXo13p42kmqurri4CNtjj7Jy/S47Rn1RoVJM/XkDCwbfiau4sOTAbg6dP8sznbqz+3QyUUfjWbJ/N7N6Dyb67oe4kJvDk1Grip9/c0BjkjLSOZZeNaZ1PDcdtsbAhVSIHAlPPAAjq8isjUKlmP7HD8yPGIOruPB1YgyH0s7wdOte7Dl/kg0nD/FiWD9qV6vO+7fcCUBSVhqP/LLEzpHDxiOJRJoC2Xjfg+QUFPDC+ov98qqx9zD0C3O/PHXjBmb2N18Od9PRI0QfSQRg9vat/G/wUEa3bsOJtDSeWGMejA9q1pxx7dpRWKTIKSjgqe9Xl35xG/rpQCIRzU388Ky5v5707cX++tsnxnHH/xbh5+XBo71vJv7UWZY+bu6vF22JZel2x+uvwciphYkfnjNyWlq1c/rpoMU+yiuxjx4fxx0fGPlEGvn80yKfHY6RT3RCIpHBJn58+AGyCwp4cc3FHFbcP45hn5rfN19a/yMzBw8wt6eEI2xKOALAN7v28MbgAax58F7yCwt5fvXasl6m6qui59lUhKgb8VpzDk5EVMeH3rZ3GJVix9znAGjz7Cw7R1I59swyj1MHdJhq50gqx7o/zDM6ewyfaedIKsfPy18AoOnsN+0cSeU4+ujzABQmhdg5ksrjGnAIgOCvXrZzJJUj/q4pAAS+6xx9duK/zH12y4nO0Wfve83cZ7ec4CT5vG7kM8lJ8nnVnE/wG86RT/z4Z1HKcUcTptlvVehD/5FH/+2wuZXnRvsdHU3TNE3TNE278dyAxzbsfdU1TdM0TdM0TdO0SqeP6Giapmmapmmas7sBj+jogY6maZqmaZqmOTvHPX3outEDHU3TNE3TNE1zclX1Rz8rQp+jo2mapmmapmlahYnIQBE5ICKHRWR8GetrishXxvrfRcRksW6CsfyAiNxaGfHogY6maZqmaZqmOTtVwdtliIgr8AEwCGgFjBGRViWKPQScV0o1A94B/mM8txVwN9AaGAh8aGyvQvRAR9M0TdM0TdO0iuoCHFZKJSil8oDFwPASZYYDnxn3vwH6iogYyxcrpXKVUonAYWN7FaJ/MNQBidyIsyg1TdM0TdOqNkf+wdCg996u0OfLhKeeu2RuIjISGKiU+rvx+F7gZqXUExZl9hhljhuP44GbgWnAFqXUQmP5XOB7pdQ3FYlZH9HRNE3TNE3TNGenpEI3EXlYRLZb3B62d0qXo6+65qDaPDfL3iFUij1vPwtA6+edI5+9b5rzaTXeOfKJe8OcT/tHnSOfnbPN+YS87Bz5HJpizif4q5ftHEnlib9rCgCFSSF2jqRyuAYcAiDorbftHEnlSPj3cwC0nOQcbWjfq0Yb+o9z5BP/ojmfoDedpL49b65vTWe/aedIKsfRR5+3dwjXlVLqY+DjSxQ5ATS2eNzIWFZWmeMiUg2oA5y9wudeNX1ER9M0TdM0TdOc3XW+GAGwDQgRkUARqYH54gIrSpRZAdxn3B8J/KjM59GsAO42rsoWCIQAW68pTwv6iI6maZqmaZqmObvrfAa4UqpARJ4A1gKuwDyl1F4RmQFsV0qtAOYCn4vIYeAc5sEQRrklQBxQADyulCqsaEx6oKNpmqZpmqZpTs4Wl7pSSq0B1pRYNtXifg4wqpznvgq8Wpnx6IGOpmmapmmapjm7G/CavvocHU3TNE3TNE3TnI4+oqNpmqZpmqZpzu4GPKKjBzqapmmapmma5uRuxJ+jv+xAR0R+VUp1u9oNi8gI4KBSKu6aIqtkIuINjFVKfXgFZTOUUh42CMtmxg+PpGfLQHLy8pn81Tr2nThltd6tejXe/tsQGtfzprBIsSkugXfX/GynaC9vwrBIeoYGkpOfz6QlZecz654hNKrnTVGRInpfAu9+78D53BZJRItAsvPymfTNOvadLCOfsUNo7ONNkTLn885ax83n+dGR9Ghtrm8vLVjH/mOnSpX53xO3U7+OO64uLuw8fII3Fv9IkXLMXnjygEh6NQskOz+f8SvXEZdcOp9nIrsxol0rvNxq0n7mB3aI8spE+AcxOfxWXEVYkhjDR/t/tVr/YPObGR0YToEq4lxuFuO3reJkVqqdor02k96A6N/Apy6s/NTe0VyZqb17ExkYSHZBPi/8sJa9p0rXsTa+vswcOBC3atWITkxkxsaNVusf6tiRiZG96PThh5zPzrFV6Jc1cUgkEc3N7Wfi0nXsSyrdv71zt9G/FSk2HkjgnXWO1b9N6RtJZJA5hxe/X8felNL7p7WfLzMH32rePwmJvLwhunjdvR3Cuad9GEVKsTE+kZmbNtsw+rJN7WNR574vp875lahzP5aoc52MOveBfetcr8Ympnbrg6sIX+3fzf/FWF+VuIaLK7P6DKJNfT8u5OTwRNRKjmekMbxZSx4J61xcLrReA4YuXUDc2dO2TsE2lNg7Apu77Dk61zLIMYwAWpW1wviBIFvzBv5ph9e1u56hJpo28GbIG/OZ/k0Uk+/sU2a5T6N3MGzmZ4x6ZyHhpob0CDXZNtAr1DPURJP63gyeOZ9pS6OYcnvZ+cz/aQfD3vqMkf9dSHtTQ3q0MNk20CvUs4WJpvW8GfTWfKYti2LqiHL2z+Yd3PbOZ4x8fyHtmzakR3OTbQO9Qt1bm2ji683wl+bzyhdRTBhTdj4vzlnN3a8uZNTLC6jrWYt+HR3zByR7BZsw+XjT/8P5TFkTxfRBZefz46EERs770sbRXR0XEaZ1GMRDm79k4NrZDG3SmmZe9a3KxJ1PZkTUXIau+4Qfju/jxXZl5+vIRgyCj6vQ7w9GBgZiqutNn3nzmLQ+ihn9+pZZbka/fkxcv54+8+ZhqutNL5OpeF2Apwc9TE05kZZmo6ivTERzc/828J35vPRdFC8NK6e//nkHQ//7GXd+uJAOTRrSM8Rk20AvoVeQCVNdb/p+Mp/Ja6OY3r/sHGYM6MukH9bT95P5mOp6ExFoAqBrk0b0axbMbZ8uZNC8BczZtt12wZejuM7NncekdVHM6H+JOrduPX3mGnUu0FS8LsDTgx5N7V/nXESY0b0f969ZSv8l8xnWLJRm3vWsyowObUtqbg6Ri+cyd/d2xneNAGD54X0MXrqAwUsX8MzGNRxLS3XeQc4N6rIDHRHJMP5Giki0iHwjIvtFZJGIiLHuDRGJE5FdIvKWiHQDhgFvikiMiAQbz31XRLYDT4vIpyIyspzX2SQiy0Ukwdj2OBHZKiK7RSTYKNdARJaKyDbj1t1YPk1E5hmvlyAiTxkv8QYQbMTzpuLBZcoAACAASURBVIh4iMgGEfnD2O7wMnK/VM4djTh3iMhaEQkwlj9l8b9YbCzrZbxujIjsFBHPa9xf16R362BWbN8HwK4/k/F0q0l9T3erMjn5BWyLPw5AQWER+06cwq+OYx7U6t0qmBV/WORTq2rn06dlMCt2GvkcK3//bE0w55NfWETcyVP4O2g+kWHBrNpizmd3YjKetWtS38u9VLnMnDwAqrm4UN3V1WHnDvdtEcyy3eZ8Yk+Y908Dj9L5xJ5I5nRGpq3DuyphPg05mnGOY5kXyC8qYvWfe+nXsLlVmS2nj5JTWABAzNkT+Nf2skeoFdI5DLxt2stWTL/gYJbFmSc/xCQl4VWzJg3cretYA3d3PGrWICYpCYBlcXH0b9aseP2kyEj+89NPKAc7KtqnZTDLY4z+7bjRv3mU0b8lWvdvjtRf92sWzLK95hxikpLxcitn/9SoQUxSMgDL9u6jf0gwAGPDw/jo923kFZp/EuRcVrYNoy+bOacrqHM1LOrc3hJ1rrdj1LlwX3+Opp3nWHoq+UVFrDy8nwGmYKsyA0zBLD24F4A1CQfp1rBJqe0MaxbKyvj9NonZbq7/D4Y6nKu96lp74F+Yj9QEAd1FpB5wO9BaKdUOeEUp9SvmXzh9XikVrpSKN55fQynVSSn19v+zd+dxUVb7A8c/BxAQZthUBlyHxX2ByqWsFBXM3UzTTG2vW/dWt/VaWXaze2/d9vvr3tuqpYJmZV7TNAVyadEsU8QdEHGBGQFZZtiX8/tjHoFhUxMZhPN+veYlM895Zr5fn3PO85x5zvPMeT4nDHgQ6AvMA3pJKYcCHwOPaGX+BbwtpRwCTNeWndMHuAkYCrwohGgHPAOkaPE8DRQD06SUVwOjgDfPDWIuIOd2wLvADCnlNcASqu/7/QxwlfZ/8aD22lPYfvgoHLgRaNZezt9bhynXUvXcnGfFv5GdiN7djYh+wfycdLI5wrtohtr55Fob3Snq3d0Y2TeYn5NbZj71bR+D13m2T99gdrbUfHx0mHOq8zmTY6WTT/35/OeRacS9/gcKSkqJ+y2puUK8KAa9DlN+je2Tb8WgbzkHYRfD0F5PRmH1t6+mIguG9g2PCG4NCmdbRkqDy5WmYdDpSLdU1zGTxUqAzr6OBeh0mGqUybBYMWhlIkNCMFutHM7Map6AL4K/Xocpr1b7OV//1ieYnSktp38z6HVk5Ntvn9p9gEGvw2Sx1lvG6OvDkK5d+HLubayYfSsDAwzNE3gjLrjOWRupc5aWUecMHnrSa8ZZYMXgad+vGTyry1RIiaW0FF/39nZlJgX34evk1j3QEfLSHleiix3o7JJSnpJSVgJ7ASOQh23QsFgIcQtQ2Mj6qy7wc36RUmZIKUuAFGCz9nqi9pkAkcC/hRB7sQ2qvIQQ51rpN1LKEillFnAGqK9XEcA/hBD7gDigSwPl6su5NzAAiNU+/3mgq1Z+HxAjhJiL7ZddAX4E3tLOLvlIKcupRQjxgBDiV+2Ml8M4OwlemzuemB/2cOrslTUvvz7OToLXbh9PzI+tJ5/XbxtPzE97OJVz5efzp3fXMHb+h7i6ODOkdzdHh6PUMLX7AAb6BfLxkR2ODkVphLuLCw8NG8rbP/50/sItnLOT4I2Z44ne0Tr6t3NcnJzwdndjRvRnvLplO/83ZaKjQ7ok7i4uPHRt66hz54T7B1BUXsbRHMcP3C6rNnhG52KvlSmp8XcF4CKlLBdCDAXGADOAh4GGJnXXnNdRjjbQEkI4Aa4NfE5ljeeVNWJ2Aq7VfmG1inZSpk6c9cQyB+gEXCOlLBNCHAfc6ylX33sJ4ICU8rp6yk8ERgCTgQVCiIFSyleFEN8AE4AfhRA3SSntvjaQUn4IfKjlcMnV6bbhYUwfNgCA/SfNBNSYx2Hw1nEmz1rvei/OiCQtM5fo7/dcaghN6rbrwpjRUD4+OswN5PPX6ZGcyMol+oeWlc/sa8OYMUTL55SWT5ptmcFbhzm/gXymRZKWncvyH1tWPjNHhjHtels+B9LMGHyrt4+/r47M3PrzASgtr2BrQgoRYSH8fPjEZY/1Qsy5JoyZV9nyScwwE+BVo7556TBbGs6nJTMXWQisMRUtoL0ec5GlTrnh/kE81O8Gbt+yjNLKiuYMsc2YGx7GrIEDAUg0mems17NbWxag12Gy2tcxk9VKgL66HgbqdZitVrr7+NDN25tv7pinravn67lzmRazgqzCxr53vHxmDwvj1sFa+zltJsC7VvtpoH97aarWv+1wfP8296owZg7ScjCZCfTSw2nbsgB93T7AbLESUOMsT80yJouVzUnJAOwzmZFS4te+PWeLmncK29zwMGYNusg6p2ukzt1Zo87Nm8u0aMfUOXOhhc414/TUYS6w79fMBbYypgIrzkKgd3Ulp7j6/39ySB++bu3T1rhyz8pciku+KYB2FsVDSrlBCPEjcExbZAEamyV9HLgG+Bzb9TztLvKjN2Obxva6Fke4lHJvI+Vrx+MNnNEGOaOAHhfx2UeATkKI66SUO7SpbL2AQ0A3KeUWIcQPwG2ATgjRQUqZCCQKIYZgm1p3WVvUZz8l8NlPCQDc2DeI268PY+PeIwzqHoC1uJQsS91rCR4ZNxyduxsvfhF7OUP7XT7bkcBnO2z5jOgTxOzhNfIpaiCfm2z5LPyy5eWzcmcCK3dq+fQO4vbrwtiQcIRB3RrePo9GDUfv7sbCr1pePp9vS+DzbbZ8bhgQxKyIMDb9eoSBQdr2ybfPp71bOzzdXMnKL8DZSXDjgCD2JJ92ROj1itmdQMxuWz4RoUHMHRzGNweOENbFtn1a+rU4Ddl3Np0eOj+6evpgLspnYvf+PLFzjV2Zfj4G/jZ4AndvX8HZEsccKLcF0XsTiN6r1bGgIO64Kpx1h48QHhiIpaSUzAL7OpZZUIC1pJTwwED2ZmQwrV8/lu3Zy9GsLIa+935VuW333cvNMTEOvQPWyp8TWPmz1r/1CmLOtWFs2HeEQV0DsJSUklVP+3k00tZfv/C/ltG/Re9JIHqPtn2Cg5h3dRjrDx0hPDCg4e1TWkp4YAB7M0xM69+XZb/ZDklik1MY1r0bO0+cwujrQztn52Yf5ECtOhd8gXWutEad69+PZb9pde6/Nerc/fdyc7Tj6lzCGRNGb1+66r0xF1iYHNqHR+O/sSsTm5bC9F79+c2cwYTgXvyUXj01UgATQ3pz69rPmjlypTk0xd3P9MBaIYQ7tvryhPb6Z8BH2nStGfWs95G2XgLwLfZney7Eo8B/tKlnLsB2qq+JqUNKmS2E+FEIsR/YCPwTWCeESAR+5SIGHlLKUu1GCv8nhPDWPv8d4CgQrb0mgP+TUuYKIV7WBlOVwAHt85vN94dSGdHHyIZn7qa4rJznV22uWvbF43O49e0YDN46HogcxjFzNp8/NgeAlT8m8NWu/c0Z6gXZfjiVG/sY2Tj/bopKy3nhi+p8vnxsDjPeseXzhzG2fL74s5bPTwmsbon5HEllRG8jG5/Sts+X1fmsfmQO09+NweCl4w+jh5FyJpsvH7bls2JHAqt/bXn5/LA/lRsGGFm76G6KS8v567LqfFY+N4fZ/4ihvWs73n5oCq4uzggnwa9HTvLl9/scGHXDtianMjLUSNyf7qaorJxn11Xns/a+OUz9OAaAp0ffyOQBvWnfrh3bH72PL/bu593tOx0Vdr0qpOSl377lkxGzcRZOfJG6l6T8LP7cfyT7c9KJT09iflgkHi7tePe66QBkFObzhx8/d3DkF+fJl2DXXsjNg4gZ8PDdMKMFzxbamppKRHAQ3917D8Vl5czftKlq2bp5c5m8PBqAF+PjeW3cTbi5uLAt9ThbU1MdFfIF2340lRG9jHz7hK0/WPBVdfv56k9zuOU/tv7twQhb/7b6j7b+LWZnAqt3t4z+beuxVCKCjXx3/90UlZczf2N1Dl/fOYcpS219wIux3/Ha+LG4a9tn27HjAHy5bz+vjh/LhrvnUVZZwdMbNtX3Mc1q67FUIoKC+O4+rc59W6PO3TGXycu0OhcXz2vjW3adq5CShT/Es2zCdJyFE58fSSQpJ5vHB19PYqaJuLQUPj+cyFujJrD1tnvJLSnmkbj1VesPC+xGhtXCSUvrmS7ZoDZ4Rkc4+m4ZSl1CCDngybccHUaT2P+mbdzb/+nWkc+B12359HumdeRz8FVbPlc92Dry2fO+LZ+eL7eOfJJesOUTsuplB0fSdFJmvQBARUbLvJ34xXIOtN1EI/iN891j58pw7KknAei7oHW0oUN/19rQP1tHPinzbfkEv95K6tvTtvrW4/0r6H7wjUh78GmkbLk/VtPrb29f0kH/0ecfb7G5NcQRv2ejKIqiKIqiKEozaovX6FzsXdcURVEURVEURVFaPDXQURRFURRFURSl1VFT1xRFURRFURSltWuDU9fUQEdRFEVRFEVRWrm2eI2OGugoiqIoiqIoSmvXBgc66hodRVEURVEURVFaHXVGR1EURVEURVFauzZ4Rkf9YGgLJERbnEWpKIqiKIpyZWvJPxjad+Gl/WDooUXqB0MVRVEURVEURWlp2uDX6Gqg00KFvPamo0NoEil/eRKAni+/5eBImkbSC08A0OOTVx0cSdNIu/sZAIzvvuHgSJrG8UeeAiBk1csOjqRppMx6AYCgd1pHfwCQ+pitTwh+o3XkdOwpWz4VGT0dHEnTcA5MAlpPnTtX34LebiX5PK61nzdbRz7HntS2z79axz4o9c9POTqERrXF+ULqZgSKoiiKoiiKorQ66oyOoiiKoiiKorR2bfCMjhroKIqiKIqiKEprpwY6iqIoiqIoiqK0Nm3xGh010FEURVEURVGU1q4NDnTUzQgURVEURVEURWl11BkdRVEURVEURWnt2uAZnVY70BFCWKWUOiFEZ+D/pJQzHB1Tc3th9CgigoMoKi9j/oZNHDhzpk6Z/gZ/Xhs/DncXF7YeS+Xl77YA8Ojw65g5aCBniwoBeHP7j2xLTW3W+Bvz/NgIRoYGUVRWxjPrNnPQVDe3xyOGc/Ogfni5u3HVa/9xQJQXZmSXIBYOHYOzcGJVUgLvJf5st3yooSsLh46hj68/j2z7mo1pRxwUacNGdDfy4o2jcBKCVQf38/5vu+yWuzo582bUeAZ08ie3uJiHN63ntCWfMP8A/jEqCgAh4J1dO9h8LNkRKTRoREAwz4ffhLMQfJ66lw8O/2S3/J5ew5gZFE65rORsSSHP/LKe9MI8B0Vrb+HIUUQYgyguL+PpzZs4kFm3nQzw9+f1qHG4ubiw9Xgqi7bZ+gBvN3fenTCRrl5enMrP5+EN68kvKWFYl658OHkqJ/NtOW5KTubdXTubNS+AhaNGERFk69/+8m39/dsAf39eG6f1b6mpLNqyxW75vddcw3MRIxn83/+SU1TcXKFftAWvwtYd4OcL6z51dDT1iwwO4YnrhlMpJRWVlby8fSu/pqdf1Hs0VF+THnmMI9lZAKRbLDywbm2Tx39BsQUFUVx2nrY0VmtLqdVtaXzPnvz52usI9evAtJUrSDxjbu7w61XVhsrK+Mumi2tDz4wYwejgYMoqKjiRl8dfNm3CUlLSbLGP6GFk4QjbPufzA/t5f3etfY6zM29EjWeAv22f88hG2z4H4KHBQ7m13wAqpeSlbd/x/Yk0AnV63hg7jo4enkgp+Wz/Pj5N2NNs+TSXtniNTqufuialTG+Lg5yRQUEYfX0Y8/ESnt8Ux0tRY+ottygqkgWbYhnz8RKMvj6MCDJWLftk926mLI1mytLoFjXIGRlixOjnQ9R/P+GFDXG8NH50veW+SzrGjCUrmzm6i+MkBIuGRXFX7BdE/e9jpgT1I9S7g12Z9IJ8nvphA2uPHXRQlI1zEoJFI8dw17qvGLviU6b06k2or59dmZn9BpBXUsyo6CUsTtjNM8NHAHDkbBZTPo9m4qrl3Pn1V/w9IgpnIRyRRr2chOCvV4/n3u9XMm7T+0zq3p9Qr452ZQ7mmLg5bjGTNn/Et6cOMX9Q/fWxuUUYgzD6+DB66RKei4/j5dH19wEvj4rk2fhYRi9dgtHHh5E9jAA8OHgIP508weiln/DTyRM8NHho1Tq/pJ9m0opoJq2IdsggJ0Lr30YvWcKC2DgWRTbQv0VG8lxsLKOX2Pq3kUZj1bJAvY4bjD04nZ/fTFH/fjePhw9fd3QUjfvp5AkmxCxn0opo5sdt5pUxYy9q/cbqa3F5eVV9c8QgJ8Ko1bdPtdjGNNCWRkfybFwsoz+1r29Hs7J5aP06dp0+1YxRNy4iSPv/XrKEBXFxLGogJ7s25FOd0w9paYxfupSJy5eTmpPDQ0OH1rv+5eAkBC9FjOHutV9xU/SnTO7Vm1C/uvuc/JJiRi9bwpI9u5l/vW2fE+rnx6SevRkXs5S71q5m0ahInISgvLKSf3y/jZuiP2X65yuYNyi8znu2CvISH5dICOEnhIgVQiRp//rWUyZcCLFDCHFACLFPCDGrxrJPhRCpQoi92iP8fJ/Z6gc6QgijEGK/9vdOIUT/Gsu2CiEGCyE8hRBLhBC7hBB7hBBTteV3CSG+EkJ8q22U12qsO1bbEL8JIb4QQui0118VQhzUNs4b2mu3CiH2CyEShBDbmyPvyJ4hrDlgOzDem5GBl7sbnTw97cp08vRE5+rK3owMANYcOEhUz9DmCO+SjOkdwprEQwAknDahd3ejk86zTrmE0yYyrQXNHd5FCe8YSJoll5PWPMoqK1mXeoix3e1/Yf2UNZ/DOZnIFnrOOcwQQFpeLifztRySjhAVbF+PooJDWX34AAAbk48yvGt3wHYAUyFtebk5O9PSzquH+XUmzXqWkwW5lFVW8s2JA0R27mVXZmdmGsUV5QDszT5NgIeXI0KtIzI4hDWHtD7AlIGXmxudPGr1AR5aH2DS+oBDB4kKsW27qJAQVh+0rb/64EGiQkKaMfrGRYaEsOZgjf7NrYH+za1G/3bwIFGh1fVyQUQE/9y+HSlbVp2rz5Aw8NE7OorGFZaVVf3d3qWdXX91/9WD+d9tt7Nhzjweu/a6ete/kPrqKJEhtWJzvbi2lJJzltScnOYN+jwuuA251t+GfkhLq+q792ZkEKDTNVvsYYYA0nKr9znr69nnRAaHsvpQjX1ON9s+Jyo4lPVJRyitqOBUfj5pubmEGQLILCyoOktXUFZGcs5ZAjxbeKO7Mj0DxEspewLx2vPaCoE7pJT9gXHAO0IInxrLn5ZShmuPvef7wFY/0KllFTATQAgRCARKKX8FFgDfSSmHAqOA14UQ51p8ODALGAjMEkJ0E0J0BJ4HIqWUVwO/Ak8IIToA04D+UspBwN+091gI3CSlDAOmNEeiBp2ODIul6rnJYsVQqyMy6HSYrA2XmXdVOOvvmscr48bi5eZ2+YO+QAa9DlN+ddzmfCsGffN1sk3J4KEnvaD6G+WMAgsGjysrlwDPWnXNaiHAs1Zdq1GmQkospSX4urcHINwQwKbZd/Lt7DtZsDWuaufZEhja68korN4+piILhvYN7/xuDQpnW0ZKc4R2XgE6HRk127fVWudgJKB2H1CjTEcPDzILbV8UZBYW0NHDo6rcVQGBfHP7PJZMnUZPP/szkM3BoNORXqt/qze3GmUyavRvkSEhmK1WDmdmNU/AbcTYkFBi593F4qnTmB+7GYAbuvfA6OPDzZ+tYGLMcgb4GxjSuUuddRurr24uLqy97XZWz5xNVHDzD7jr9nEX0JYs1jr9YEtSpw01lFPNNmStexwBMKN/f7YdP37ZYq2tdl3JsFow1N7n1ChTc59j8Kydt6VO3l30XvTv5M9ec8ZlzMIxhLy0RxOYCizV/l4K3Fy7gJTyqJQySfs7HTgDdPq9H9hqr9FpwOfAZuBFbAOeL7XXxwJThBBPac/dge7a3/FSyjwAIcRBoAfgA/QDfhS2aTauwA4gDygGFgsh1gPrtff4EfhUCPE58NVly64JxexN4N87diKl5PEbrufZUSN59tvNjg5LaYX2mk3ctHIpIb5+vBk5jq1pqZRWVDg6rIs2tfsABvoFcvuW5Y4O5bI4N/48kHmGGz/5mMKyMiKMQXwweQqjl37i2OAugruLCw8NG8qdX652dCitzuaUZDanJDOkcxeeuG4489as5sbuPbixRw/W3z4XAI92rgT5+vJL+ukLft8bl3yMucBKNy9vYqbP4Eh2FifyWsZ1cG3dH4cOpUJK1h465OhQmoRHu3b8d+IUXt6+BWtpqaPDaXqO/x7RIKU8N4I0AYbGCgshhmI7xq75DeLfhRAL0c4ISSkbvTisTQ10pJSnhRDZQohB2M7SPKgtEsB0KaXdVd5CiGFAzf/ACmz/ZwKIlVLOrv0Z2kYZA8wAHgZGSykf1N5rIrBbCHGNlDK71noPAA9cSn5zrwpj5qCBACRmmAnUV3/zHKDXYbZa7cqbrVYCdPWXyS4srHp91b5EPrqlzqC7Wc25JoyZVw0AbLkFeFXHbfDSYbZYG1q1RTMXWujsWT3VKdBTj7nwysrFVGC1r2s6PaaCWnVNK2MqsOIsBHpXN3KKi+zKpOScpaCsjN4dOraYi3XNRRYCa0xFC2ivx1xkqVNuuH8QD/W7gdu3LKO00nGDtHmDwpg1wNYH7DObCazZvnU6TLX6AFPtPqBGmazCQjp5eJJZWEAnD0+ytRuT1Nz5bz2eyqJRo/F1dyen+PJezD83PIxZA7X+zWSms17P7nNx6xvIrUa9DNT6t+4+PnTz9uabO+Zp6+r5eu5cpsWsIKtGv6ecX836ds/aNZwpsJ0B/CX9NN28vfF1d0cIeO+XXazcn9jouiartcH6atb6k5P5eew8dYr+nfwv+0Bn3qDq+rbPVGt/eiFtSa+r0w862tywGm3IXKsNNZRTzTaksz+OmN6vH6OCg5n35Zc0p9p1JVCnr6oj55i1Miar/T7HXGClc+39lZaTi5MT/50wha+PHGJTSsu6KU6TucSBTj3Hqh9KKT+sVSYOCKhn9QV2oUgphWj4PJE282o5cKeUslJ7+VlsAyRX4ENgPrCosZjb2tQ1sE1f+wvgLaXcp722CXhEaKdnhBBXnec9dgLXCyFCtfKeQohe2nU63lLKDcDjQJi2PERK+bOUciGQCXSr/YZSyg+llIOllIN/b2LRexKqbh4Qm5zMtP79AAgPDMRSUkpmgf31KpkFBVhLSwkPDARgWv9+xCXZBs015+qO7RnK0SzHTvGI2Z3A1I9jmPpxDHFHUpg2sC8AYV0CsBaXtvhrcRqSkJWB0cuXrjpv2jk5MTmoL7Enr6wOdp/ZhNHbh656L1sOPXsTl2o/fSsuNYXpfWyXx40P7cWOUycA6Kr3qrr5QBe9nhBfP061oIvD951Np4fOj66ePrRzcmJi9/7Epx+1K9PPx8DfBk/gDz+s4myJYw+Ul+9LqLpoOzYlmWl9tT4gQOsDCmv1AYVaHxCg9QF9+xF3zLbt4o4dY3o/2/rT+/UjNsX2es0pbIMMATgJcdkHOQDRexOYvDyaycuj2ZyczLR+F9C/ldTo3/r1Iy4lhaNZWQx9731GfryYkR8vxmSxMCU6Wg1yfoea9a29S7uq1/t38sfV2YWc4mK2p6Vxa/8BeLSzLTd46ujQvr3dumcKCog/llJvffVyc8PV2RkAX3d3BnfuTNLZ7LrBXI7cYqKZFFNPWyq9wLaU0jKmsZ4TnZDA5OhoJkfX04ZKL+AYoV91TiOMRu4fMoQ/rF1LcXl5s+axz2zC6ONDVy/bPmdSz95V/dY58akpTO9bd58TdyyFST174+rsTFcvL4w+PiSYTQC8OmYsKWezWbxnN62VuMRHzWNV7fFh7c+QUkZKKQfU81gLmLUBzLmBTN1b/dmWeQHfAAuklDtrvHeGtCkBPgHOexeMNnVGR/Ml8C/g5RqvvQy8A+wTQjgBqcCkht5ASpkphLgLWCmEOHfxyvOABVgrhHDHViee0Ja9LoToqb0WDyQ0XTr123oslYjgIL67/x6KysqZv3FT1bKv75zLlKXRALwYG89r42/CvZ0L244dr7q72vyRN9LX3x+J5HRePs9vjrvcIV+wrcmpjAw1EvenuykqK+fZddVT6tbeN4epH8cA8PToG5k8oDft27Vj+6P38cXe/by7vfnvENWYCilZuDOWZVEzbbcvTk4kKTeLx8NvIDHbRNzJZAZ1COCD0bfg7erGmK6hPB5+A2PXLnZ06FUqpOTF7d+xbOp0nIQTXxzcT9LZbB4fOpzEM2bijqew6mAib0eNZ8vce8grKeaRTd8AMKRzFx68eijllZVUSskLW+PrnOlxpAopeem3b/lkxGychRNfpO4lKT+LP/cfyf6cdOLTk5gfFomHSzvevW46ABmF+fzhx88dHDlsOZ5KhDGILXfeQ3F5OX+Jre4D1t8+l0krbH3Awi3xvBZ1E+4uLmxLO87W47Y+4P1fd/HvCZOY2X8Ap/PzeXiDbZuND+3FnEGDqKiUFJeX8+jGb5o9t62pWv927z0Ul5Uzf1N1buvmzWXycq1/i4/ntXE34ebiwrbU42xtQXePvBhPvgS79kJuHkTMgIfvhhkTHR2VvXGhPZnWty/llZVavbDN3P7hRBqhfn6snmmbAFFQVsoTmzaSXWTfzhuqr6F+fvx9dBSVUuIkBO//+gvJZ882a25bjqcSERTElru02DbXaEtz5jIpRmtL38Xz2litLR2vbktjQ0J5MWIUfu3bs3jqzRzMyuSuNY6dxb411ZbTd/fYcrJrQ3PnMjm6Rhu6SWtDx6vb0F9Hj8bV2Zml02393t6MDF6Ij2+W2Cuk5K9bv2Pp1Ok4OTnxxQHbPuexYbZ9TnxqCqsOJPLW2PF8d8c95BUX8+i3tn4q6Ww23yQdZdPcu6iorOTFrfFUSsngwC7c0rc/h7MyWT/bdrb3jZ9+YGvaldlntGBfA3cCr2r/1rmNohDCFVgDLJNSfllrWaCUKlgUWwAAIABJREFUMkM7MXEzsP98HyiuhDvOtDVCCBny2puODqNJpPzlSQB6vvyWgyNpGkkv2MauPT551cGRNI20u203PDG++4aDI2kaxx+xXWYXsurl85S8MqTMegGAoHdaR38AkPqYrU8IfqN15HTsKVs+FRk9z1PyyuAcmAS0njp3rr4Fvd1K8nlcaz9vto58jj2pbZ9/tY59UOqfn0JK2XJ+I6GWQY+/fUkH/fvefvySctNu2vU5tuvg04CZUsqzQojBwINSyvuEEHOxna05UGPVu6SUe4UQ32G7MYEA9mrrNDpHtC2e0VEURVEURVGUNsXRPxiqXZ9e50ebtDsg36f9HQ1EN7D+Rf9QnRroKIqiKIqiKEpr1wYncamBjqIoiqIoiqK0dm1woNMW77qmKIqiKIqiKEorp87oKIqiKIqiKEor5+hrdBxBDXQURVEURVEUpbVTAx1FURRFURRFUVqbtnhGR12joyiKoiiKoihKq6N+MLQFEqItjrkVRVEURVGubC35B0Ov+uOl/WDonv9e2g+GOoKauqYoiqIoiqIorVxb/BpdDXRaqKB/veHoEJpE6p+fAuD+X+5wcCRN46MhywC4Me4pB0fSNL6PtNWzAWsXOjiSprF/6iIAevzndQdH0jTS/vQ0AH2fe8vBkTSdQ/94AoC+C1pHTof+bssn6J03HRxJ00h97EkAKjJ6OjiSpuEcmARAj6WvOjiSppF25zMAdF/8TwdH0jRO3DsfgD4vtI7+4PDLTzg6hMapgY6iKIqiKIqiKK1OGxzoqJsRKIqiKIqiKIrS6qgzOoqiKIqiKIrSyqlrdBRFURRFURRFaX3UQEdRFEVRFEVRlNZGtMGflFEDHUVRFEVRFEVp7dreOEfdjEBRFEVRFEVRlNZHndGpQQhhlVLqHB3H7zWih5GFI0bhJASfH9jP+7t32S13dXbmjajxDPD3J7e4mEc2rue0JR+AhwYP5dZ+A6iUkpe2fcf3J9IA2H7XfRSUllIhJRWVlUxdFdPsedV2NiGX5OXHkZWSwAh/uk/pYrfctO0Mx1aewNXXFYAuYwMIHOXviFAvyFC/3jzaawpOwolv0ncRk7al3nIjOw3k5UF3cP+uf3HEcqqZo7xw13cKZf7A8TgLwVdpv7E4+Qe75bf2GMzsoKFUyEoKy0t5KWEdx6yZDoq2fiO7GVl4w2icnQSrDiby3p5abcnJmbcixzOgk4Hc4mIe3ryOU5Z8uuq9iJt9N8dycwDYY05nwbY4R6TQqOcmRjCidxBFZWU8t3ozh9LP2C13b+fC27Mn0s3Ph8pKyZbDx3h78w8NvJvjPTcxghG9auSTUU8+t9XI54jj84kMDuGJ64ZTqfWtL2/fyq/p6Rf1HgtHjiLCGERxeRlPb97EgUxb3kmPPMaR7CwA0i0WHli3tsnjvxQLXoWtO8DPF9Z96uhoLt7IzkEsHDIGZ+HEquQE3tv/s93yof5dWThkDH18/Xlk+9dsPHHEQZFemJFdgnjx2jE4C8FnR/fx3r5a+Ri68uKwMfTx68QjW79mw/GjDor0wj03IYIRPYMoLivjuTWbOVhPn/DOrIl08/WhUtr6hLdiW24f11TUzQiUK5aTELwUMYY71nyJyWrhf7PmEJeaTPLZs1VlZvYbQH5JMaOXLWFSz97Mv34Ej367nlA/Pyb17M24mKX4e3qyfNqtjFm2hEptLuftX31BTnGRo1KzIyslSZ+mMujZvrj5ufLbC/vpcLUvnl097Mp1urYDPe8KclCUF84JweO9p/HEng/JLMnjwyGP8kPWAdIK7Dvl9s5uzOh2Awfy0hwU6YVxQrBg0EQe2LEMU1E+n414gC2mI3YDmQ2nE/ki7VcAIgy9eXrATTy0M9pRIdfhJASLRkQyd90XmKwWvp4xl9jjKSTnZFeVmdl3IHklxUTELGZyaG+euW4ED29eD0BaXh4TPl/mqPDPa0QvIz06+jDurU8Y1C2AF6eM5rb3P6tT7pPvd7Mr9RTtnJ1Ycs8Mbuxl5Pujx5s/4PMY0ctIjw4+jHv7EwZ11fL5oJ58fqiRz90zuLGnke+Tjjd/wJqfTp4g7lgKAH06duTd8ZOIWv7pBa8fYQzC6OPD6KVLCA8I5OXRY7hl1UoAisvLmbSi5bSp2m4eD7ffAs/8w9GRXDwnIVg0LIq5saswFVr4esKdxJ5MJjmvun9IL8jnqR83cH//oQ6M9MI4CcHL10UyZ9PnmAosfD3lDuJOJJOUa5/Pk99v4IGBQxwY6YUb0VPrE/71CWFdA1g4eTS3fVi3T1jyY40+4S7H9wnNog0OdFr11DUhxKtCiD/VeP5XIcTzQoh4IcRvQohEIcTUBtZ9WgjxixBinxDiJe01oxDikBDiIyHEASHEZiFEe21ZqBAiTgiRoL13SEPvczmEGQJIy83lZH4eZZWVrE86QlRwqF2ZyOBQVh86AMDG5KMM79YdgKjgUNYnHaG0ooJT+fmk5eYSZgi4XKFekvwUK+0N7rT3d8fJxQn/azuQvTvH0WH9bn29unO6KIuM4rOUywrizXu5oWP/OuXuC76JmLQtlFaWOyDKCzfQtwsnCs5yqjCHclnBxtP7GRXQx65MQXlJ1d/tXdq1uI433D+AtLycqra0LvkwY4NC7MqMDQph9WFbW9qQcpThXbo7ItTfZXTfENbuOQTAvpMm9O5udNR72pUpLitnV6rtrGFZRSUH089g8GqZJ7tH9w1h7V4tn1NaProLyMfbsfkUlpVV/d3epR2yRkO4/+rB/O+229kwZx6PXXtdvetHBoew5tBBAPaaMvByc6OTh2e9ZVuaIWHgo3d0FL9PeIdA0iy5nLRq/cPxQ4zt1tOuzKmCfA7nZiKvgAu/wzsGcjw/l5MWLZ9jh4jqbn/scMqaz+GczKovP1u60X2q+4SEUya83N3odAF9QkAL7eOakpCX9rgSteqBDrAKmFnj+UxgKTBNSnk1MAp4Uwghaq4khBgL9ASGAuHANUKIEdrinsB/pJT9gVxguvZ6jPZ6GDAcyDjP+zSpAJ2ODKul6nmG1YLB077RGmqUqZASS2kJvu7tMXjqSLdUr2uyWgjQ2daVEpbePJ21t83ltv4DL0foF6X0bCluHVyrnrv5uVKSU1qnXNYvZ/n1mX0ceOcoxdkldZa3FB3dvThTnFv1PLMkj05u3nZleum74O/uw87sw80d3kXzd/fCVJRX9dxcnIehfd0jmtuMQ9kw5s880W8sr+zf0JwhnpfBU0+6XVuyYvDUN1jG1pZK8XVvD0A3L2++uXUeq6bOYkig/bTKlsDfS4cprzo/c7610UGM3t2NiD7B7Ew52RzhXTR//ZWbz9iQUGLn3cXiqdOYH7sZgBu698Do48PNn61gYsxyBvgbGNK5bj2q3eebrNaqftvNxYW1t93O6pmziQoOqbOu8vsZPPSkF+RXPc8otGDwuHIPkAM8dWQU1OjvCiwEeFyho1CNoVYfZ8q34n+ePmFU72B2HHN8n6A0vVY9dU1KuUcI4S+E6Ax0AnIAE/C2NuCoBLoABu31c8Zqjz3acx22AcsJIFVKuVd7fTdgFELogS5SyjXa5xZD1YCpvvfZfhnSvSxmfvkZ5gIrHdq3Z9nNM0jJOcsv6acdHVajOlzti//wjji1cyI93syR91MIW9DP0WH9LgLBn3pO5pWDqxwdSpP67PguPju+iwldBvJAr5E8v2eNo0NqEmcKChi+7ANyS4oZ0MnAh+OnMnblp1jL6g7GrwTOToI3Zo0nesceTuXknX+FFs7ZSfDGzJaTz+aUZDanJDOkcxeeuG4489as5sbuPbixRw/W3z4XAI92rgT5+l5Uv3vjko8xF1jp5uVNzPQZHMnO4kSe4/NVlJbG2Unwxq3jif65ZfQJl90VelbmUrTqgY7mC2AGEIDtDM8cbIOea6SUZUKI44B7rXUE8IqU8gO7F4UwAjVPD1QA7Rv57Hrfp96CQjwAPHC+cg0xWa0E6qq/hQnU6TEXWO3KmLUyJqsVZyHQu7qRU1yEucBKZ331ugFaGaDqPbKLith8LJkwQ6BDBzqufq6UZFcfNJacLcXN19WuTDt9u6q/A0f5c2zliWaL72JlFefj7+5T9byTmzeZJdWdrYezG0GeAfzr6gcB8HPV80rYXTyb8GmLvCHBmeJ8AtpXn5EyuHtjLrI0WH7j6f08P2hSc4R2wcwFFjrbtSUd5gJLvWVMBefakmvVdWylJRUA7M80cyIvjyAfXxIzzc2XQD1mDwvj1iEDAEg8ZSbAuzo/g5cOc7613vVeujmStKxclv+0p97ljjJ7WBi3DtbyOX0R+UyNJC07l+U7HJPPvEFhzBpgOzN+z9o1nCkoAOCX9NN08/bG190dIeC9X3axcn9io+vW7vMDdLo6/fbJ/Dx2njpF/07+aqDTRMyFFjp7elU9D/TQYy6sv75dCUwFVgJrnLEO9NRjKmy4z26pbh8axoxrbH3C/lp9QoCXjjMN9QlTbH3CMgf1Cc3tSp1+dila+9Q1sA1ubsM22PkC8AbOaIOcUUCPetbZBNwjhNABCCG6CCEavG2XlNICnBJC3KyVdxNCeFzM+0gpP5RSDpZSDv49Se4zmzD6+NDVy4t2Tk5M6tm76kLXc+JTU5je13b9x/jQXuw4ZRsAxB1LYVLP3rg6O9PVywujjw8JZhPtXVzwbGcbNLR3ceGG7kaOns36PeE1Ga9gHUWmYorOFFNZXsmZndl0uMbXrkzNqWzZu3Pw6NzYWNSxDltO0tWjI4HuvrgIZ8YYwvkx62DV8oKKYqZ8/1dm/fQKs356hYP5J1rsIAdgf246PTz96OLhg4twZnyXAWw120+56+7pV/X3CENPThRk134bh0o4Y8Lo7UtXvTftnJyYHNqH2FT7thR7PIXpfWxtaUJIL346bZvy4OfeHidtJmw3L2+M3j6cyHf8AebKnxO45d8x3PLvGOIPpTD1qr4ADOoWgKWklCxLQZ11Ho0cjs7NjVc2bG3maM9v5c8J3PKfGG75TwzxB1OYGq7l01XLx9pAPu6OzWf5vgQmrYhm0opo2/Vpmv6d/HF1diGnuJjtaWnc2n8AHlrfa/DU0aF9e7t1zxQUEH8shWl9bWeqwwMCsZSUkllYgJebG67OzgD4urszuHNnks62rDZ2JUvIzsCo96WrTusfjH2JPZns6LB+t4SsDIK8fel2Lp/gvsSeuPLyWbErgVvei+GW92KIP1zdJ4R1DcBSXEpmPX3Cn8cMR+/mxisbtzZztA4kL/FxBWr1Z3SklAe0qWWnpZQZQogYYJ0QIhH4Fahz4YOUcrMQoi+wQ7t8xwrMxXYGpyHzgA+EEIuAMuDWRt7nTMNv8/tUSMlft37H0qnTcXJy4osD+0k6m81jw4aTeMZMfGoKqw4k8tbY8Xx3xz3kFRfz6LffAJB0Nptvko6yae5dVFRW8uLWeCqlpKOHJ+9PnAKAs5MTXx85zPa0400d+kURzoLQu4wk/vMwslISMNIfz64epH55En2QJx2v8eP0JhPZv+UgnAUuni70ebDlzlGvkJW8c+R/vHHV/TjhxIaMXRwvMHNP8FiO5J+yG/RcCSpkJf9I3MD7187DWTix5sQeUiyZ/Kn3KA7kprPVfITZQcO4tmMw5bKC/LJiFrSwaWsVUrLw+3iWTZ6Os3Di88OJJOVk8/iQ60nMNBF3PIXPDyXy1pgJbJ1zr+1W7bG2O64N7dyVJ4ZeT3llJZVSsmBbLHklxQ7OyN72I6mM6GXk2yfuprisnAVfba5a9tXDc7jl3zEYvHQ8OGoYKWeyWf2nOQDE7Exg9a/7HRV2g7YfrZFPaa18/jSHW/6j5ROh5fPHGvnsdlw+40J7Mq1vX8orKykuL+fRjbY69MOJNEL9/Fg9czYABWWlPLFpI9lF9ne+3HI8lQhjEFvuvIfi8nL+ErsJgFA/P/4+OopKKXESgvd//cXu7pstwZMvwa69kJsHETPg4bthxkRHR3VhKqRk4a5YlkXOxFkIPk9OJCkvi8fDbiAx20TcqWQGdQjgg4hb8HZ1Y0y3UB4Pv4GxXy92dOj1qpCShTviWHbTrbZ8khJJys3miatuYF+WibiTyQzqGMCHY6bh7epGZLdQHr/qBqLWLHF06A3adjSVET2NbHrM1sc9t6ZGn/DQHG55T+sTRg4jJTOb1Q/a+oQVPyfw5W8tr49rSm3xjI64Eu4K0tYIIWTQv95wdBhNIvXPTwFw/y93ODiSpvHRENttg2+Me8rBkTSN7yNt9WzA2oUOjqRp7J+6CIAe/3ndwZE0jbQ/PQ1A3+fecnAkTefQP54AoO+C1pHTob/b8gl6500HR9I0Uh97EoCKjJ7nKXllcA5MAqDH0lcdHEnTSLvzGQC6L/6ngyNpGifunQ9AnxdaR39w+OUnkFKK85d0jGvnvnVJB/07o59osbk1pNWf0VEURVEURVGUNq8NntxQAx1FURRFURRFaeXa4tQ1NdBRFEVRFEVRlNauDQ502sJd1xRFURRFURRFaWPUGR1FURRFURRFaeVEpaMjaH5qoKMoiqIoiqIorZ2auqYoiqIoiqIoSmsj5KU9LvnzhfATQsQKIZK0f30bKFchhNirPb6u8XqQEOJnIUSyEGKVEML1fJ+pBjqKoiiKoiiK0tpJeWmPS/cMEC+l7AnEa8/rUySlDNceU2q8/k/gbSllKJAD3Hu+D1Q/GNoCCdEWbwCoKIqiKIpyZWvJPxh6/Yw3Lun48scvn7qk3IQQR4AIKWWGECIQ2Cql7F1POauUUlfrNQFkAgFSynIhxHXAX6WUNzX2meqMjqIoiqIoiqK0cpc6dU0I8YAQ4tcajwcuMgSDlDJD+9sEGBoo5669/04hxM3aax2AXCllufb8FNDlfB+obkbQQvX44DVHh9Ak0v7wFwCCX3/TwZE0jWNPPwlAzy8XOTiSppE0YyEAwSv/7uBImsax2QsA6Pn3txwcSdNIWvAEAH2fbR35ABx6xZZTyD9bR04p8235BL3dOvq41MdtfVyPpa86OJKmkXanbWZMRUZPB0fSNJwDkwDo8e83HBxJ00h7+CkAgt5pJe3nsScdHULjLnG+kJTyQ+DDxsoIIeKAgHoWLaj1XrKRGUw9pJSnhRDBwHdCiEQg7/fErAY6iqIoiqIoitLKNceFEVLKyAY/XwizECKwxtS1Mw28x2nt32NCiK3AVcBqwEcI4aKd1ekKnD5fPGrqmqIoiqIoiqK0do6/GcHXwJ3a33cCa2sXEEL4CiHctL87AtcDB6XtpgJbgBmNrV+bGugoiqIoiqIoinK5vQpECSGSgEjtOUKIwUKIj7UyfYFfhRAJ2AY2r0opD2rL5gNPCCGSsV2zs/h8H6imrimKoiiKoihKK+foe/pKKbOBMfW8/itwn/b3T8DABtY/Bgy9mM9UAx1FURRFURRFae3a4I+XqIGOoiiKoiiKorRyjj6j4wjqGh1FURRFURRFUVqdNntGRwjhA9wupfyvo2O5HEZ2NbJw+BichWDV4X28l7DLbrmrkzNvjZrAgI4GckuKeDhuHaes+UwN7csfBlVPf+zToROTvlrGwex67wDYrBaOHkVEUBBF5WX8ZeMmDpypG9MAgz+vjRuHu4sLW1NTWfTdFrvl9w6+huciRjL4P/8lp6i4uUJv1I2GEBaE3YSzEHyRuocPj/5kt/zunsO41XgV5bKSnJJCnt29jvTC33U7+WYxIiCYF66OstW9Ywl8cGiH3fJ7eg9lZnA4FbKSsyWFzP95PemF+Q6KtmHPR0UwMsRW355Zt5mD5rr1rX+AP69Ougl3Fxe2paTyt9itAPTx78hL48bg4erK6bx8nly7kYLS0mbOoGHPTYpgRO8gikrLeG71Zg6l2+fm3s6Ft2dPpFsHHyorJVsOH+PtTT84KNr6vTAmgojgIIrKypi/cTMH6ts+Bn9em2DbPluPpfJy/NaqZfOuDmfuVWFUSsmWlFRe2/Z9M0Zf18KRtv6tuKyMpzdv4kBmPf2bvz+vjx2H27n+bZutfxvfsyd/vvY6Qv06MG3lChLPmJs7/AaN7BzEwiFjcBZOrEpO4L39P9stH+rflYVDxtDH159Htn/NxhNHHBTp77fgVdi6A/x8Yd2njo7mwozsbmThDaNwdhKsOrif936r5xghcjwD/P3JLS7m4U3rOWXJJ8w/gFdGRQEggHd27WBTarIDMtDajDGI4vLztJkorc0cr24z3m7uvDthIl29vDiVn8/DG9aTX1JCsK8vr0XdRP9O/ry540c+/m13c6d1eVW2vVM6bfmMjg/wR0cHcTk4CcGiG6K4a+OXRH2xhCmhfQn16WBXZmafgeSVFBOx6mMWJ+7mmWEjAVibfIgJXy1lwldLeXzLN5y05LWIQU5EUBBGXx9GL17Cgs1xLIqqcy0bAIsiI3lucyyjFy/B6OvDyCBj1bJAvY4bevTgdH7LOah2QvBi+Dju/3EFEza/x6RuAwjRd7QrczDXxC3ffcyUuA/59vQh/jKg/txbAich+Ovgm7hn2ypu2vghk7v3I9SrVj45Zm7evISJ337MxpOHeSZ8tIOibdjIECNGPx+i3v+EFzbE8dK4+mN8adwYnt8QS9T7n2D082FEsBGAv0+I4o2tPzD54+XEHknmvmuvacboGzeil5EeHXwY9+YnvPi/OF6cWn9un/ywm0lvL2X6v6O5ukdnbuxlbN5AGzEy2IjR14cxH33C85vieCmq/hwWjR3Dgm9jGfPRJxh9fRgRZATg2u5diQwNYfKn0YxfsoyPf/m1+YKvR4RR698+XcJz8XG8PKb+Nv7y6EiejYtl9Kda/2Y0AnA0K5uH1q9j1+lTzRj1+TkJwaJhUdwV/wVRX3/MFGM/Qr3t90XpBfk89eMG1qYebOBdWr6bx8OHrzs6igvnJASLRozhrvVfEbXiU6b07E2or59dmZn9BtiOEaKXsHjvbp65bgQAR85mMfnzaCasWs4d677i7xG2L7WaW4QxCKOPD6OXam1mdANtZlQkz8bHMnrpEow+PozsYQTgwcFD+OnkCUYv/YSfTp7gocG2L3jziotZtG1L6xvgnCMv8XEFassDnVeBECHEXiHE60KIp4UQvwgh9gkhXgIQQhiFEIeFEJ8KIY4KIWKEEJFCiB+FEElCiKFaub8KIZYLIXZor9+vvS60994vhEgUQsxqjsTCOwWSlpfDSUseZZWVrEs5zFhjqF2ZsT1CWX30AAAbjh1heJfudd5nSmhf1qUcao6QzysyNIQ1B2w7wr0ZGXi5udHJ09OuTCdPT3SuruzNyABgzYGDRIVW571gVAT/3L4d2TT3gm8Sg/w6k1aQw8mCXMpkJd+cOkBk5952ZX7OTKO4ohyAvdmnMbT3ckSoFyTMrzNpFi2fykrWnzhIZBf7XyTfeaZGPlmnCWivd0SojRrTK4Q1iba6n5BuQu/eQH1zcyUh3QTAmsRDRPYOAcDo58svJ2y/Y/Zjaho39Wk5v8o+ul8Ia/fYctt30pZbR719bsVl5ew6ZjtoLquo5GD6GQxeumaPtSG2/sCWw94ME14NbR9XV/ZmaNvnwCGietq2z+3hYXzw8y+UVlQAcLawqBmjrysyJIQ1h7T+zZSBl6sbnTxq5eOh5WPS+rdDB4kKsfVvKTlnSc3Jad6gL0B4h0DSLLmctGr7ouOHGNvNvi2cKsjncG5mi+qXL9aQMPBped1Yg8L9A0jLy+VkvrZdko4wNqjWMUJQKKsPa8cIKUcZ3tV2jFBcXk6Ftq3cnJ2RDjr6jQyu1WbcLq7NRIWEsPqgbf3VBw8SFWLrG7KLithnNlNeWdlcqTQrIS/tcSVqywOdZ4AUKWU4EAv0xHbLunDgGiHECK1cKPAm0Ed73A7cADwFPFfj/QYBo4HrgIVCiM7ALdr7hWG7X/jr2i/BXlYGTx3pBZaq5xkFFgyeunrK2M5sVEiJpbQUX7f2dmUmhfTh6+TDlzvcC2LQ6Ui3VOdkslgJ0NnnFKDTYbLWyNtixaCViQwJwWyxcjgzq3kCvkCG9l6YakzbMhXlY2jkwP/WoHC2mx0zTeBCGNrrybDLx9J4PsFhbMs41hyhXRSDTocpv7oumS1WDPpabUivw5RvtS+j1bekrGwie9l2nOP79iJA33KOgvy9dJjyauSWb210EKN3dyOiTzA7U042R3gXxKDXkZFv3x/Uu30s1nrLGH19GNK1C1/OvY0Vs29lYICheQJvQICnjoya/Zv1/P2byWIlwLPlDD7rY/DQV+1nADIKLRg8WnbMbYFBpyO95r7S2sAxglbGdoxQgq+77Rgh3BDA5tl3smn2nTy/Na5q4NOcAnQ6MqwX2WZqlOno4UFmYQEAmYUFdPTwaIaoWwDH/2Bos2vLA52axmqPPcBv2AY05752SpVSJkopK4EDQLz266yJgLHGe6yVUhZJKbOw/cDRUGwDopVSygoppRnYBgxpjoQuVXinQIrKyzia07IGBr+Hu4sLD107lLd//On8hVuwKd0GMsAnkI+P7jh/4SvA1B79GegXyEeHdzo6lCb33Debuf3qML66+3Y8XV0p084cXGmcnQRvzBpP9E97OJXTcq8Lu1guTk54u7sxI/ozXt2ynf+bMtHRISnKFWOv2cTYlUuZ8kUMD10zFDdnZ0eHdMmu0GN45QK02ZsR1CKAV6SUH9i9KIQRKKnxUmWN55XY///VbiYX1WyEEA8AD1zMOg0xF1jp7Fn9DXKgpx5zgbWeMl6YCqw4C4He1ZWckurpG5ND+/B1smOnrc0ND2PWINtvRiWazHTW6zk3azZAr8Nktc/J9m1Njbz1OsxWK919fOjm7c03d87T1tXz9by5TIteQVZhYbPk0hBzUT4BHtVT0QLae2EustQpN9w/iIf63MCc7Uspq2y5B83mIguBdvno68/HYOSP/a7n9u+iKW0h+cy5JoyZ4QMASEw3E+BVXZd7BA7CAAAgAElEQVQMeh1mS602ZLESUONMiEGrbwDHsnO457OvADD6+RARGnS5w2/U7GvDuHWwlttpMwHeNXLz0mHOt9a73ks3R5KWncvyn/Y0S5yNmXtVGDMHaTmYzAR66cE2O5CAhrZPjbM8NcuYLFY2J9nOjO4zmZFS4te+PWeLmm8K27xBYcwaOLAqhsAaZ/1s30Q33r8F6HWYCurfbi2FudBCZ8/q/iDQQ4+5sGXH3BaYrVY619xX6ho4RtDpaxwjuJFTbN8+UnLOUlhWRi+/jiRmXv4bYMwbFMasAVqbMZsJ1F1km6lRJquwkE4enmQWFtDJw5PsIsceCzSXK3X62aVoy2d0LMC5FrAJuEcIoQMQQnQRQvhf5PtNFUK4CyE6ABHAL8D3wCwhhLMQohMwAthV38pSyg+llIOllIN/Ry52EjIzMHr70lXvTTsnJyaH9CE2zX66U2xaCtN79QdgQnBvfjp9omqZACYG92ZdimOnrUXvTWDysmgmL4tmc3Iy0/r3AyA8MBBLSSmZBQV25TMLCrCWlhIeaJsdOK1/P+KSUzialcXQ/77PyI8WM/KjxZgsFqYsj3b4IAcgMScdo86Prh4+tBNOTOzan/j0o3Zl+noHsOiqCTy4YxVnSxwfc2P2nU3HqPelq6et7k3q3o/400l2Zfr5GPjbkPH84fsvyG5B+cTsTmDq4himLo4h7mgK0wb2BSCscwDWhupbSSlhnQMAmDawL/FHUwDw87BN8RDAH68fxsrf9jVfIvVYuTOBW/4dwy3/jiH+YApTr7LlNqhbAJbiUrIsBXXWeTRqODp3N175ZmszR1u/6D0JTFkaw5SlMcQmpTCtvy2H8MCA8/QH2vbp35e4ZNv2iU1OYVj3boBtGls7Z+dmHeQALN+XwKSYaCbFRBObksy0vlr/FhCIpbS0alrNOZmFWj4BWv/Wtx9xKSnNGvPFSsjOsPUHOm1fZOxL7MmWO/W2rUg4Y8Lo7UNXvZdtu/TsTexx+7oUm5rC9D7aMUJIr6pjhK56r6qbD3TR6wnx9eOUpXlu8LN8XwKTVkQzaUU9babkAtvMMVuecceOMb2fbf3p/foR28LbUpNpgzcjaLNndKSU2dpNBfYDG4EVwA5ha8BWYC5wMV8178M2Za0j8LKUMl0IsQbbNTsJ2KrIX6SUpiZMo14VUrLwxziWjZ+Bs5MTnx9JJCknm8evuZ7ELBNxaSl8fmQfb42ayNZZ95FbUswj8euq1h8W2I0Mq4WTlpYzVWXrsVQigoL47r57KC77f/buPDyKKmvg8O8k7CRsKgkoEAibyCYKKjLsoKAgKq6gqKMz6ui4jYqioIyOiss4n9u4gIKgI4IOiygQNh1FUZRN9pCgQBJ2kgCBLOf7oyqkExKWdEilOud9nn5Id1c651DV3XXr3ntuFo9+NfvIczNuHsqACRMBGBU3jzH9LqFyhQosSkhkYUKCVyGfkGxVRi/7irFdbiRchCmJy9mYtoO/turGqj1JzE9az6Nte1GtQiX+74KrAdh2IJW7Fn/iceSFy1bl6aVz+KDb9YSFhTFl03I2pO7k/tZdWbk7iXnbNjC8fU+qV6jEaxdfBcC2A/v48zdTPI48v4XxCXRrGkPcXbdyMDOLx2bOOfLctD8O4YqxkwB46qv5PD+gL1UqVODr+EQWxScCcPk5LRnSoR0Ac9dtZOqKX0s9h6J8vS6Bri1i+OqhW8nIzGLE1LzcPrtnCFe9PomoGhHc2eMC4rfvYupfhgAw6fvlTP1plVdh57NwUwLdm8Qw/45bOZiVxaNf5uUwfdgQBo539s+oufMZ08/ZP4sSElm0KRGAKStW8Xy/vsy69SYyc7J5eNbswv5MqVmQ6Hy+LbjlNjKysnhkTl48M4cM5fJJzufbyPnzGNPXLWeemMjCROfzrW9sU0Z170GdqlUZe8UgVu/cwS2ff+ZJLoGyVRm5ZC4Tel9LuAiTN65kw76dPNCuCyt3JRO3ZSNtT4vm7e5XUbNSZXo1aMoD7bvQd/pYr0M/KQ89DUuWwd590H0w3HMrDC7DoyGzVRn5zXwmDLyacAlj8ppVbNi9iwc6dWbl9hTiEuOZvGYlr/Tux8Kht7E3I4N753wBQMd6Z3LXeZ3IyskhR5UnF807qqenNCxITKB7TGMWDHPfM3MD3jM3DuXyj9z3zIJ5jOnjvmc2571n/v3TEl7vfznXntOaramp3DPLye/0atWYdv0QIipVQlFubd+BSyaOJ70MLQ8QDCmHY/TEz5VOygoReQpIV9WXSuj1tNHbY0ripTy3+c+PANDkxZc9jqRkbHr4IQCaTRntcSQlY8PgkQA0+fhZjyMpGZtuGAFAs2df8TiSkrFhxIMAnP1YaOQDsOY5J6fYF0Ijp/hHnXwa/zM0PuMSHnA+4xqNf97jSErG5mHDAchOKjuVD4MRXs/pIW/0eomcbnhu8z1/A6DxqyHy/rn/IVS19Ottn6CevZ4P6qR//rzhZTa3opTnoWvGGGOMMcaYEFVuh66VJFV9yusYjDHGGGOMKUp5HLpmDR1jjDHGGGNCXflr51hDxxhjjDHGmJBXDnt0bI6OMcYYY4wxJuRYj44xxhhjjDEhrjwuGGoNHWOMMcYYY0JdORy6Zg0dY4wxxhhjQpzkeB1B6bOGjjHGGGOMMaGuHPboiJbDpMs6kfI4itIYY4wxxt9UVbyOoSh9Ln4mqPPLud8+UWZzK4r16BhjjDHGGBPqyuFldGvolFEN3x3jdQgl4rc7HgGg0fjnPI6kZGwe9hgATT5+1uNISsamG0YAEDPxHx5HUjIShz4OQPPRr3gcSclYP/JBAM4eERr5AKx51smpyYsvexxJydj08EMANHk5RPJ5yMmn4dgXPI6kZPz2x0cBaPT6Sx5HUjI23/M3ALKTmnkcSckIr7cBCL39U1ZJORzFZQ0dY4wxxhhjQp01dIwxxhhjjDEhpxxWXQvzOgBjjDHGGGOMKWnWo2OMMcYYY0yIszk6xhhjjDHGmNBjDR1jjDHGGGNMyCmHDR2bo2OMMcYYY4wJOSXeoyMitYAbVfVNEakP/J+qDi7pv3OMv38+cLOq/rWEX3cQsF5VV5fk654q3c6KYdSFvQgX4T/rVvDWiiX5nq8UFs4r3fvT5rQo9hw6yD3zZ7AlPZWKYWH8o0tf2p4eTY4qT38/n++Tfvcoi8J1q9+YkR17Ey5hfLJxOW+t+j7f853qNmBkx160rF2Xe7+expe/rfMo0hPTNboJT3boQ7gIn2xazttrFud7/rYWnbi2SXuyNYfdhw7w6A8z2XYg1aNoj69rvSaMOr83YRLGJxuX8e/V+ffPH1t25Lqm7cnOyWHXoQM8+v0XbN1fdvMBGHFJd7o1bUxGZibDp89hdfL2o7a5v0dnBrVpRY2qlenwwhseRHniHr+sO12bN+ZgZiaPT53DmqT8+VSpWIF/Xn8ZDerUIidHWbBuE/+c8z+Poi3cyJ496N64MQezMnnky9n8uv3ofdI6qi5jLr2UKhUqsDAhgdHzF+R7/o/nn8fj3btx/htvsudgRmmFXqiRPdx8MjN5ZHYR+dQtkM8CJ5/hXbvSs0kTMrOz+W3fPh6ZPZu0Q4dKO4VCdTuzcd530foVvLXih3zPd4o6i1EX9KJlnTO4d+F0ZiWu9yjSonVrGMPILj0IDxM+Wb2Kt34u5Pu0dz9a163L3owM7pk9ky1pqbSrG81zPfoAIMCrSxYzO2GjBxmcnBHPw8LFUKc2zPjA62hOTHH3Ua76EZHMvfEWXl2ymHeX/VTa4Zceq7pWImoBdwOo6rbSbOS4f/Onkm7kuAYBrU7mF0TEk6GBYSL8vXMfhs2eQu+p4xgYezbNap2Wb5vrWrRh36EMun36HmNXLWV4p24A3NCiHQCXfPYBQ7/8lCcu6I6UegZFCxNh9AV9uWXeZPpMf5eBMa1oWjN/btv2p/K3b79gWkLZb5OGifDU+Zdw26JPuOTLdxjQsBVNa5yeb5vVe1IYNGccl331Hl/+vpbh7Xt6FO3xhYkwumNfblkwmb4z33H2T438++fXPSkM/PJ9+s0ay5e/rWX4uT08ivbEdG0aQ0ydWvR9432e/CKOp/oX/v+/YP0mrhn3cSlHd/K6No+h0Wm1uPSf7zPqv3GMGlh4Pu//bymX/2s8V785kQ4N6/OHZjGlG+gxdG/cmJjateg5dhwj5sQxuk+vQrcb3bs3j8+ZS8+x44ipXYtujWOOPFcvMoIujRqxNdX7Rnb3xo2JqVWLnuPGMSIujtG9jpHP3Ln0HDeOmFq16BYTA8D/Nm+m3/jxXPbhhyTs2cNdnTqVYvRFCxPh7xf1ZticT+n92VgGNjn6u2jb/lQe+mYW0zaVzc/rMBFGd+3FLTM/o89HHzCwWQua1q6Tb5trW7Vm36EMuk8cx9hlSxl+UVcA1u3eyYDJE+n/yYfcPOMznu3uXNAq6wb1g3de9DqKExfMPsr1xMXdWbg5oTTD9oSoBnUL+u+L1BGRuSKywf23diHb9BCRZQG3DLezARH5QEQSAp5rf7y/eSoaOs8DsW4An4rIKje4W0Tkv25iiSJyj4g8KCK/iMj3IlLH3S5WRL4SkaUi8o2ItCzqD4nINSKySkSWi8jX7mPdRWSm+/MZ7t/7VUTeE5HNInK6iMSIyBoRedd9bo6IVHV/5w4R+dF9zakiUk1EOgMDgRfdvGJFZKHbe4T7mokBeU4XkfnAPBGpLiLjRGSJm+sVp+D/PJ/2Z9QjMXUPv6ftIzMnhxmb1tKnUdN82/Rp1JSpG34FYFbCOi6u3xCAZrVP47ttvwGwK+MAqYcO0faM6FMd8glrf1o9Nqft4fd0N7fE1fRtkH+F6C3797F27w7UB2NR29Wp7+Szfy+ZOTnM/G01vc/Mn8/32zeTkZ0FwLKdW4muGulFqCek3WluPulOPjM2r6FPg+b5tvk+5bcj+fyycxvR1Wp4EeoJ69U8lv+uWAPA8q3J1KhSmTMiqh+13fKtyexI31/a4Z20nmfHMm2Zk8+KLclEVqnM6QXyycjMYknCFgAys3NYvW07UTUjSj3WovRuGsvnvzonxsuSkqhRuTJnVM+fwxnVqxNRqRLLkpIA+PzX1fRpmvc5OKJHd174+usy8TnROzaWz1efZD6r8/L53+bNZLt5LEtKIjqibOyr9qfXIzF1b8B30Rr6NMz/XbQlPZW1e3aQUwb2Q2Ha141m8769/J7q5rBhHX0b58+hb+OmTF3rfp/Gr6fzWc73aUZW1pH9Ujk8HKVs5lhQx3ZQq+x+zRwlmH2U+9zvafvYsHtXqcbtCdXgbsEbDsxT1WbAPPd+gRB1gaq2V9X2QE/gADAnYJOHc59X1WXH+4OnoqEzHIh3A3y4wHOtgauAjsCzwAFVPRdYDNzsbvMOcK+qngf8DXjzGH9rJHCJqrbDaYgUNAqYr6rnAFOAhgHPNQPecJ/bC1ztPv6ZqnZ0X3MN8EdV/Q6YTt5/bvxx/g86AINVtRswwo2hE9ADp7F09FlSCYquFkHS/rQj95P2pxFdLeKobbalO1cys1VJO3yY2pWrsnrXdvo0bEq4CA0iatL69CjqVy87J6JR1SLZFpjbgTSiqvnoE7mAqKqRJAUMQ0s+mEbUMRoy1zRpx6KkTaURWrFEV43In8+BtGM2zK6Lbceibcd7O3krKjKC5NS8Yy45NZ2oyLJxIlkcdSMjSN6Xl09KajpRNYrOJ7JKZbq3bML38WVnCGtURATb0gL2SVr6USf30RERJKcHfFakpRPlbtM7NpaUtHTW7thZOgEfx1H5pBeRT8A2Sel5+QQafM45LEpMPGWxnozo6oV9F/nr8zoqIoJtgcdRehpR1fP/v0dVz9vG+T49RO0qVQFoHxXNnBuGMfuGYTyxMO5Iw8eUnGD2UbWKFbmzQ0f+9WP+IeMhy/uGzhXAePfn8TijpY5lMPClqh4o7h8s7WIEC1Q1TVV3APuAGe7jK4EYEYkAOgOfisgy4G2g3jFe71vgAxG5Awgv5PkuwH8AVPUrYE/AcwkBLcGlQIz7c2u3J2klMAQ45yRzBJirqrvdn/sCw918FgJVyN/gAkBE/iQiP4mIp4NDJ69fSdL+NGYMupmRF/Xg5+3byNZyOKizDLqi0Tm0qVOPd9d+f/yNfWBQzDm0OS2ad1b/cPyNjSfCw4SXru3HxMW/sGXPPq/DKRFVKlTgrgs78c9vv/M6lBJ3d6dOZKsybc0ar0MxrmUpyfT9eDwDP53EXed1onJ4Yacqxiv3d+zM2OVLOZCZ6XUovhB4rure/nSSLxGlqknuz8lA1HG2vx4oOCb8WRFZISL/FJHKx/uDpT2HJHB2ZE7A/Rw3ljBgr9sbdFyqeqeIXABcBiwVkfOKGUs2UNX9+QNgkKouF5FbgO5F/H4WeQ3FKgWeCxy/IsDVqnrMGfGq+g5ObxYiElSzOflAOvWq5101q1c9kuQD6UdtUz+iBskH0gkXIbJSJfYcOgjA33/Im7D72YAbSdi3h7Ii5UAa9QNzqxZJyoG0Y/xG2ZZyMI16AUO3oqtGknLw6Hw6R8Vwd6uLuXH+RA7nZJdmiCcl+WB6/nyqRZJcSD4XR8fwl9aduX7upDKZz43nt+Pac1sDsHJbCtE18o656BoRpKSlF/WrZdINF7TjmvPdfLamEF0zL5+oGhGkpBaez9NX9Gbzrr18uPiXUonzWIa2b8d1bdsAsDI5hfqRkSx1n4uOjCA5vcBnXHo60REBnxWREaSkp9OwVi0a1KzJF8Nucn83kuk3DeXKiR+x80CxLxqetKHt2nFdGzeflAL5RBSRT2RAPhFOPrmubtWKHk2acNOUKac89hOVvL+w7yJ/fV6npKdTP/A4iogkZX/+fZOy39kmeX/u92ll9mQczLdN/J7dHMjMpHmd01m5I6VUYi8vgtlH7aOi6R/bjMcu6kqNypXJUeVQdhYTVh53RJQ/BdkrE3iuWhQRiQMKm/MwosBr6bHOd0WkHtAGmB3w8GM4DaRKbhyPAqOPFc+p6NFJA4rVN62qqUCCiFwDII52RW0vIrGq+oOqjgR2AA0KbPItcK27bV/gqElPhYgEkkSkIk6PTq6CeSUCuQ2rYxVcmA3cK+LMQBSRc08ghqAs35FE4xq1aRBRk4phYQxo0pK5m/NXeonbHM/VzZzOqv6NWxyZl1MlvAJVK1QEoMuZjcjKyWHD3rIzbnX5riRiIutwVm5uMa2Y+3vZr2JTlBW7txETWZuzqjv5XN6wFfO2bsi3TataUTzTsR9//uZTdh0qvROx4lixK38+AxqdTdyWAvnUjuLZTpdyx6IpZTafj35azqB3JzHo3UnErYtnUNuzAWh3ZjRpGYd9MRcn0Mc/LOeqNyZx1RuTmLc6nivaO/m0PSuatEOH2VlIPn/t3ZmIKpV5btbCUo62cBOXLWfAhIkMmDCRORs3cuU5Tm2Y9vXqkXboMDv2589hx/79pB8+TPt6zqCAK89pRdzGeNbv3EmnN/9Nt3fH0u3dsSSnpTHww4ml2sgBmLh8OQMmTmTARDefVgH5HD6BfFq1Ii7eGfbZNSaGOzp25M/TppGRlVWqeRzL8p1JNK4Z+F10NnN/89fn9fLtycTUrMVZkTWcHJq1YG5i/uG2cxPiubql+30a25zvtjrfp2dF1jhSfODMyEhia9fJV+nLlIxg9tG1n39Clw/fo8uH7zFu+c+8sXRJ6DZywOlWCOZ2AlS1t6q2LuQ2DUhxGzC5DZmjy0vmuRb4XFWPdLepapI6DgHvA8etvFLiPTqquktEvnWLEBSn/3wI8JaIPAFUxBl6tryIbV8UkWY4vSbz3O26BTz/NPCxiNyEMw8oGafBcqwB9k8CP+A0nH4gr3HzH+BdEfkrTsPmJWCy2233xTFe7+/Aq8AKEQkDEoDLj7F90LJVGfldHBP6DSZcwpi8fiUb9u7iwQ4Xs2JnMnG/xfPJ+hX8s9tlLLrmdvYeyuCeBc4owtOrVmPCpdegKMn703lg0axTGepJy1Zl5JI5TOh9HeEiTN64gg37dvJAuz+wclcScVs20va0aN7ufhU1K1WhV4OmPNC+C32nj/U69EJlq/L00jl80O16wsLCmLJpORtSd3J/666s3J3EvG0bGN6+J9UrVOK1i68CYNuBffz5m7Jz1TZQtiqjfprLhJ7XEybCp/Hu/mnr7p+tG3ns3B5Ur1CJN7pcCcC2A6ncsahs5gOwaGMC3ZrGMPcvt3IwK4vHp+fNifzvHUMY9O4kAB7u9Qcub92CqhUrsui+2/n0l1W8/nXZG2b49foEujaP4asHbyXjcBYjPsvL57O/DOGqNyYRVSOCO7tfQPz2XUy927neM+n75UxdusqrsPNZuCmB7o0bM//228jIzOLRr/Iu+M24eSgDJkwEYFTcPMb0u4TKFSqwKCGRhQlls6rSwgQ3n9tuIyMri0dnB+QzdCgDJrr5zJvHmEvcfBLz8nmqZ08qhYcz/mpnqumypCSenDev9BMpIFuVkYvjmHDJNc7n9Qb3u+jcLs530e8baXt6NO/0upKalSrTu0FTHji3C30+H+d16EdkqzLym/lMGHi18326ZhUbdu/igU6dWbk9hbjEeCavWckrvfuxcOht7M3I4N45zilBx3pnctd5ncjKySFHlScXzTuqp6cseuhpWLIM9u6D7oPhnlth8GVeR1W0YPZReVMSldOCNB0YhlO4bBgw7Rjb3oDTg3OEiNRT1SS382AQcNwvJSkLFWdOFXfsXraqZonIRcBbJzoszksiog3fHeN1GCXitzseAaDR+Oc8jqRkbB7mvOeafPysx5GUjE03OD3JMRP/4XEkJSNx6OMANB/9iseRlIz1Ix8E4OwRoZEPwJpnnZyavPiyx5GUjE0PPwRAk5dDJJ+HnHwajn3B40hKxm9/fBSARq+/5HEkJWPzPX8DIDup2XG29Ifwek6PfyjtH1UtszXE+539WFAn/V+ueS6o3ETkNGAyzlz1zcC1qrrbrWJ8p6re7m4XgzMqq4Fq3kRxt6LxGTgdHMvc3znmWHJP1nkpRQ1xel3CgMPAHR7HY4wxxhhjTLmjqruAoxYKU9WfgNsD7icCZxay3UkvJOiLho6IjACuKfDwp6p6zMvqqroBOOVzYowxxhhjjCnTckJ3FFdRfNHQcRs0oTFWyBhjjDHGmNIWwtNViuKLho4xxhhjjDEmCOWwoVPaC4YaY4wxxhhjzClnPTrGGGOMMcaEunLYo2MNHWOMMcYYY0KdFSMwxhhjjDHGhJy8JWnKjZBeMNSvRMR2ijHGGGOMz5TpBUNjHghuwdDEf5bZ3IpixQiMMcYYY4wxIceGrpVRMa+95HUIJSLx3r8B0Hz0Kx5HUjLWj3wQCL390/hfoZFPwn3u8fZ0iBxvo5zjLfb50MgHIH64k1Ojf7/ocSQlY/OdDwOh9x5q+WRoHHNr/+4cb41ffdnjSEpGwv0PAdDo9dA43jbf4xxv2UnNPI6kZITX2+B1CMdmc3SMMcYYY4wxIaccTlexho4xxhhjjDGhzho6xhhjjDHGmJBTDhs6VozAGGOMMcYYE3KsR8cYY4wxxphQl1P+1tGxho4xxhhjjDGhrhwOXbOGjjHGGGOMMaHOGjqhR0SeAtJVNaii8yJSC7hRVd9079cH/k9VBwcfZcnr2jCGUX/oQZgIn6xexb9/XpLv+Uph4bzcpx+tz6jL3owM7pk9k61pqbSrG80/evQBQAReXbKYOZs2epHCMY24pDvdmjYmIzOT4dPnsDp5+1Hb3N+jM4PatKJG1cp0eOEND6IsWnH3T5cGjXjkoj9QMTyMzOwcnvt2EYu3/l56cTeKYWRXJ+7Jv67i30sLxB0ezkt9+tG6rhP3vV86cQPcdX4nrmnVmhxVnl40n29+23zM13y+V1/a1I1CREjYu4eH537FgczMUss10IhLutOtmXu8TTvG8dbWPd6eL1vHG8CTvbrTPbYxBzMzeXTWHH5NOTqHc6LqMuayS6hSoQIL4xP4+7yFR567qUN7hnZoR44qC+ITGLPwm1KMPr9uDWIY2bkn4SJ8snYlby07+v3zSs9+tD49ynn/xM1gS3oqVzQ9mz+363hku5anncHlUyeweteO0k6hxN9L9SIieanvpZxerTqqyn9WreCD5b+Uel6Febx/d7q675/HP5/D6qT8x16VihV49brLaFC7lnN8rdvEK3P/51G0eUZ260H3mMZkZGXy8JzZ/Lrj6PdM67p1ebHPpVSuUIGFiQmMXrQAgJqVq/Ba/8s4q0YNtqSmcs+smaQeOkST2rUZ0+cSzjmjLi8v/pb3fl5a2mkB0K1hDCO79CA8zPkOequQ76BXeucdf/fMnskW9/gDqB8Rydwbb+HVJYt5d9lPpR3+SRnxPCxcDHVqw4wPvI7GlDYrRhBARI7V8KsF3J17R1W3ldVGTpgIo7v14pYZn9H3ow8Y2LwFTWvXybfNta1as+9QBj0mjmPs8qUM79wVgHW7dzJw8kQu++RDhk3/jGe79yFcxIs0itS1aQwxdWrR9433efKLOJ7q37PQ7Ras38Q14z4u5eiOL5j9s/vgQW7/4nP6fTyBv8V9ySt9+pVq3E9378Wt0z7jkokfMKB5C5rWOTru1EMZ9JwwjnG/LOXRi524m9apw+XNWnDppPHcMm0qo3v0JkzkmK/5zDcLuezjD+n/0QS2paVyc9tzSy3XQF2bxhBzWi36vv4+T86M46nLjnG8jS17xxtAtybOe6bXO+/zxOw4nu5beA6j+/ZixFdz6fXO+8TUqUXXJjEAXNjwLHo3i2XA+xPpN3YC7y3x7sQmTITRF/fmlllT6TP5fQY2bUnTWqfl2+balm3YdyiD7v8Zy9iVPzH8Quc4nLZxDf2nTqD/1Ak8sGAWv6fu86SRcyreS1k5Ofzjm0VcMvEDrp78ETe1bX/Ua3qha7MYGp1Wi0v/9T6jpvDfP2AAACAASURBVMcxckDhx964b5dy2WvjueqtiZzbsD5/aBZTuoEW0D2mMTG1atFz/DgenxfH33v2KnS7v/fozWPz5tJz/DhiatWiW6MYAO48vyPf/f4bPce/z3e//8Zd53cCYF9GBqMXLfCsgQPue6hrL26Z+Rl9PvqAgc2K/g7qPnEcY5ctZfhFXfM9/8TF3Vm4OaE0wy62Qf3gndBYnzh4ORrczYdCsqEjIiNEZL2I/A9o4T62UETOd38+XUQS3Z9vEZHpIjIfmCciESIyT0R+FpGVInKF+7LPA7EiskxEXhSRGBFZ5b5GFRF5393+FxHpEfDan4nIVyKyQUTGlEb+7aKi2bxvL7+n7iMzJ4cZG9bRp0nTfNv0adKUqWt/BeDLjevpfFZDADKyssh2uzYrh4cDZe/A7tU8lv+uWAPA8q3J1KhSmTMiqh+13fKtyexI31/a4R1XMPtn9c7tbN/v5LR+9y6qVKhApbDw0ot7b17cMwuJu3eTpkxdExB3g4ZH8pm5YR2Hs7PZkprK5r17aRcVfczXTD98+MjrVgmvgHp0LPZqEct/lwccb5X9dbwB9G4Wy+ernByWbXNzqJ4/hzOqVyeiciWWbUsG4PNVa+jTLBaAG89tx9vf/8jh7GwAdh84WIrR59e+bjSbU/fwe5r7/tm4lr4xsfm26RsTy9T1znE4a9N6OtdveNTrDGzakhnxa0sl5oJOxXtpx4H9R3oc9mdmsnHPbqKrR5ZuYoXo2TKWacvc98+Wwj+vMzKzWJKwBYDM7BxWb9tOdI2IUo81UO8msXy+ZjUAy5KTnPdMtQLvmWrViahUiWXJSQB8vmY1fWKd/dgnNpapq53fn7p6NX1inWN018GDrEhJIcvDSeHt6x79HdS3cf7jr2/jvO+gWfF530G5z/2eto8Nu3eVatzF1bEd1PL+rVAmqOYEdfOjkGvoiMh5wPVAe6A/0PHYvwFAB2CwqnYDMoArVbUD0AN4WUQEGA7Eq2p7VX24wO//BVBVbQPcAIwXkSruc+2B64A2wHUi0iC4DI8vunoESWlpR+4np6cRXT3/l0ZUwDbZqqQdPkTtKlWdgKOimX3DML66YRgjFsYdafiUFVGRESSnBuSXmk5UpLdfiicj2P2Tq19sM1bt2M7hnOxTHzQQHRFBUnpe3EnpaUQVjDtgm8C4o6pHsK1gzhERx33NMb0vYcntd9KkTh3GezQM56jjLc1fxxu4++U4OURFRpCclp5/mwhnm5jatejY4Eym3HQ9H91wDW2io0on8EJEVYtkW+Axsz+dqAIn9FHV87ZxjsPDR71/Lm/SkukbvWnonIr3UqAzI2twzhl1WZaSdAqzODFRNSJI3pf/87ruMRoxkVUq06NFExZvKr0huYUpuI+S09OP+n+OjogguYhtTq9WjR0HnAsfOw7s5/Rq1Uoh6hMTFRGR/z1U2PFXPaLAe8g5/qpVrMidHTryrx8Xl2rMpoRYj05I+APwuaoeUNVUYPoJ/M5cVd3t/izAP0RkBRAHnAkc71u9CzARQFXXApuB5u5z81R1n6pmAKuBRoW9gIj8SUR+EhHPB7suS0nmko/Hc8Wnk7j7vE5UCi+dHgNz4prVOY1HO3dlxIK5XodySj0SN5sLx75N/O7dXN6shdfhlFsVwsKoWaUygz/8D88v/Jr/u+Iyr0MKSvu60RzMymT9np1eh1LiqlWsyJuXDeTvXy/I1yvqB+FhwkvX9GPiD7+wZc8+r8MpUWXsemGx3d+xM2OXL/VsvqQJkmpwNx8K+WIEAbLIa9hVKfBc4HiTIcAZwHmqmukOcSu4/ck4FPBzNkX8n6vqO8A7ACIS1NGUvD+depF5VzijIyJJ3p+eb5sUd5vk/emEixBZqTJ7MvIPR4nfs5v9mZm0OO10Vm5PCSakoN14fjuuPbc1ACu3pRBdIyC/GhGkpKUX9atlTrD7J7p6BG/3H8hDc7/kt9TSOxlITk+nXkRe3PUiIkkpGLe7TXJ6/rhT9qdTv2DO6elHXudYr5mjyoz1a/nzeR2Z4g7lOdVuPL8d13Yo4niL9MfxNvTcdlzbzs0hOYV6NSJhq/NcYTmkpKUTHdDLEx0ZQYq7j5LT0pmz3ilKsiIpBVWlTtWq7D5Y+kPYUg6kUT/wmKkeQcr+tPzb7He2yXv/VMr3+TYgtiXTPRq2BqfuvVQhLIw3+w9k+ro1zI73rojMjZ3aMfg859hbtTWF6Jr5P6+3pxb+/nl6YG8279rLhMXe9N7e1LYd17VuA8CKlJR8+8jpvckft9ODU/g2Ow8c4Ixq1dlxYD9nVKvOroMHSiGDE5OSnp7/PVTY8bc/vcB7yDn+2kdF0z+2GY9d1JUalSuTo8qh7CwmrFxW2mkYc0JCsUfna2CQiFQVkUhggPt4InCe+/OxigjUBLa7jZwe5PXApAFFjfL8BqeBhIg0BxoC64qdQZBWpCQTU7MWZ0XWoGJYGAOatSAuIT7fNnEJ8Vzd8hwA+jVtzuItvwFwVmSNI8UHzoyMJLZ2HbakpuK1j35azqB3JzHo3UnErYtnUNuzAWh3ZjRpGYfL7NyIwgSzfyIrVWbcgCt54btvWJq8rfTjrlWLs2o4cV/erAVxm/LHPS8hnqvPPjruuE3xXN6sBZXCwzmrRg1iatVieUryMV+zUc1aR163d5OmxO/ZU0qZusfbO5MY9I57vLULON4O+eN4m/jLcgZ+MImBH0xi7vp4rmzt5NC+vpvD/vw57Ni/n/RDh2lfPxqAK1ufTdwGZ1/M3RDPBQ2dUbcxtWtRMTzck0YOwPLtycTUrM1ZkTWd90/TlszdnP84nLs5nqubO8dh/ybN+W5b3jAoAS6LbcEMj4atwal5L4FTqTB+9y7G/uLdRHeAj5Ys56q3JnHVW5OYtzaeK9q775+ziv68vq9XZyIrV+a5LxeWcrR5PlyxnMs/msjlH01kbvxGrjy7FQDto+s575kDBd4zB/aTfvgw7aPrAXDl2a2O7Me4TZu4upXz+1e3asXc+Pz710vOeyj/d9DcxALvoYDvoP6xzfluq3P8Xfv5J3T58D26fPge45b/zBtLl1gjx09ycoK7+VDI9eio6s8i8gmwHNgO/Og+9RIwWUT+BHxxjJeYBMwQkZXAT8Ba93V3ici3bgGCL4HA+rFvAm+5v5MF3KKqh8SjamXZqoz6ej4TrriaMAnj09Wr2LB7Fw906szK7SnEJcbzyeqV/LNPPxYMvY19hzK4d7bzX9Kx/pnc2aETWTk55Kjy5MJ5R/X0eG3RxgS6NY1h7l9u5WBWFo9Pn3Pkuf/eMYRB704C4OFef+Dy1i2oWrEii+67nU9/WcXrX3/vVdhHBLN/hrVtT6Oatflrx4v4a8eLALh5+hR2lcJJZ7YqTy2cz/grriYsLIxPf3Xivv8CJ+55CfF88utKXunbj/k338a+jAz++pUT94bdu/hiw3pmD72F7JwcRi2cR47bDV7YawrwYp9LiaxUCURYu2MHTy6MO+U5FmbRBvd4u+dWDmYWON7+NIRB77jHW++A4+1+93hb5P3xBrBwUwLdY2OY/yfnPfPorLwcpt8yhIEfODmMmjufMf37UqVCBRZtSmTRpkQApqxYxfP9+zLrtpvIzM7m4S9me5EG4ByHI/83jwn9ryZcwpi8biUb9uzigfMvZuWOZOI2xzN57Upe6dGfhdf/kb2HMrg3buaR37+gXgOS0tP4Pc27oVGn4r10fr0zuersc1i7cwczb7gJgJe++5/nlbEWrU+ga7MYZt9/KxmZWTz+ed6x99ldQ7jqrUlE1Yjgzm4XEL9jF1PvHALARz8sZ8rPq7wKmwWJCXSPacyCYbeRkZXFI3PzjvmZNw7l8o8mAjBywTzG9HFKsi/anMjCROf/+98/LeH1/pdz7Tmt2Zqayj2znP13erVqTLt+CBGVKqEot7bvwCUTx5fqMMNsVUZ+M58JA9330Jqjv4Mmr1nJK737sXDobU558znHOm0q2x56GpYsg737oPtguOdWGOzv0bfF59PhZ8EQLYdJl3UiojGvBbXsT5mReO/fAGg++hWPIykZ60c+CECo7Z/G/wqNfBLuc4+3p0PkeBvlHG+xz4dGPgDxw52cGv07NOq9br7TqU0Tau+hlk+GxjG39u/O8db41Zc9jqRkJNz/EACNXg+N423zPc7xlp3UzONISkZ4vQ2oatlakyPAJRHDgjrpn50+vszmVpRQHLpmjDHGGGOMKedCbuiaMcYYY4wxpoByOIrLGjrGGGOMMcaEOp+uhRMMa+gYY4wxxhgT6tSfldOCYQ0dY4wxxhhjQpyWwx4dK0ZgjDHGGGOMOaVE5BoR+VVEckTk/GNsd6mIrBORjSIyPODxxiLyg/v4JyJS6Xh/0xo6xhhjjDHGhDrNCe4WvFXAVcDXRW0gIuE4a1X2A1oBN4hIK/fpF4B/qmpTYA/wx+P9QWvoGGOMMcYYE+I0R4O6Bf33Vdeo6rrjbNYJ2Kiqm1T1MPAf4AoREaAnMMXdbjww6Hh/0xYMLYNExHaKMcYYY4zPlOUFQ/uEXRPU+eXcnE9LJDcRWQj8TVV/KuS5wcClqnq7e/8m4ALgKeB7tzcHEWkAfKmqrY/1t6wYQRlUWm8SEfmTqr5TGn+rNFg+ZZvlU/aFWk6WT9lm+ZRtlk/oCbahIiJ/Av4U8NA7Bf9PRSQOiC7k10eo6rRg/n5x2NC18u1Px9/EVyyfss3yKftCLSfLp2yzfMo2y8fko6rvqOr5AbejGo6q2ltVWxdyO9FGzlagQcD9s9zHdgG1RKRCgcePyRo6xhhjjDHGmLLgR6CZW2GtEnA9MF2duTYLgMHudsOA4zaerKFjjDHGGGOMOaVE5EoR2QJcBHwhIrPdx+uLyCwAVc0C7gFmA2uAyar6q/sSjwIPishG4DRg7PH+ps3RKd9Cbayq5VO2WT5lX6jlZPmUbZZP2Wb5mBKlqp8Dnxfy+Dagf8D9WcCsQrbbhFOV7YRZ1TVjjDHGGGNMyLGha8YYY4wxxpiQYw0dY4wxxhhjTMixho4xxhhjjDEm5FhDp5wRkTZex2CKJiL3ikhtr+M4FUQkTERqeB2HCW0iUl1Ewtyfm4vIQBGp6HVcJUFEaotIW6/jCIaIdBGRW92fzxCRxl7HFAwRiRKRy91bXa/jKQkiUlVEWngdR0kQkTNFpLOIdM29eR2TKV3W0Cl/3hSRJSJyt4jU9DqYYInIUhH5Swg1DqKAH0VksohcKiJBrWLsNRH5SERqiEh1YBWwWkQe9jqu4hKRMW4+FUVknojsEJGhXsdVXKGWj+troIqInAnMAW4CPvA0oiCIyEJ3H9UBfgbeFZFXvI6rOERkFE552MfchyoCE72LKDgici2wBLgGuBb4QUQGH/u3yjYRGQAsA75y77cXkeneRlU8IvIC8C3wBPCwe/ubp0GZUmcNnXJGVf8ADMFZdXapeyLax+OwgnEdUB+ncfAfEbnEz40DVX0CaIZTG/4WYIOI/ENEYj0NrPhaqWoqMAj4EmiMc+LpV33dfC4HEoGmOF+efhVq+YBTTfQAcBXwpqpeA5zjcUzBqOnuo6uACap6AdDb45iK60pgILAfjpSUjfQ0ouCMADqq6jBVvRmn7O2THscUrKdw8tgLoKrLcD63/WgQ0EJV+6vqAPc20OugTOmyhk45pKobcK5wPAp0A/5PRNaKyFXeRnbyVHWjqo4AmgMfAeOAzSLytHsF1Hfc1X+T3VsWUBuYIiJjPA2seCq6w4YG4axsnAn4uaZ97tpjlwGfquo+L4MpAaGWD4CIyEU4F3S+cB8L9zCeYFUQkXo4PQYzvQ4mSIfdzzcFZ5ihx/EEK0xVtwfc34X/z6syC/kc8Otn9iacXkNTjtmCoeWMO777VpwTm7nAAFX9WUTqA4uBz7yMrzgCcuoPTAUmAV2A+UB7D0M7aSJyH3AzsBN4D3hYVTPdOQcbgEe8jK8Y3sbpKVgOfC0ijYBUTyMKzkwRWQscBO4SkTOADI9jCkao5QNwP87QqM9V9VcRaQIs8DimYIzGWSH8f6r6o5vPBo9jKq7JIvI2UEtE7gBuA971OKZgfOWu7P6xe/86Clnk0Gd+FZEbgXARaQb8FfjO45iK6wCwTETmAYdyH1TVv3oXkilttmBoOSMii3BOoKeo6sECz92kqh96E1nxiMhSnC72scBUVT0U8NxnquqrXioReRoYp6qbC3nubFVd40FYJUpEKqhqltdxFJfbU7hPVbNFpBpQQ1WTvY6ruEItn0DuBYIId+iXKQPcodJ9AQFmq+pcj0MKijsSoot79xt35Xffcj8DRuDsI3Aa2c+oqu8ugIjIsMIeV9XxpR2L8Y41dMoZEblfVV8t8Nh9qvovr2IKhog0UdVNBR5rrKoJXsUUjCKG26W5Q758x+2heh9Iw2lgnwsMV9U5ngZWTCJyDfCVqqaJyBNAB5yTgJ89Dq1YQi0fcApgAHcC2cCPQA3gX6r6oqeBFZM7ZPUZnF63r4C2wAOq6rtJ/G6FtaTck2YRqQpEqWqip4EFQUSigQuAHOBHP18kEJFwIE5Ve3gdS0kRkUo4Q9sB1vn1u9QUn9/HkpqTd3Mhj91S2kGUoCkn+Jhf/AzsANbjDE/ZASSKyM8icp6nkRXPbe7V9L44c41uAp73NqSgPOk2CrrgTAgfC7zlcUzBCLV8wApglGWf4jQIcmW7j/mSiNyOU3XtSmAw8L2I3OZtVMWnqtlATihUZAUQke4436NvAG8C6628dPljc3TKCRG5AbgRaFygVGQksNubqIpPRFriVFKqWaCIQg2gijdRlYi5OMMKZwOISF/gapxekTdxrhz6SW4FvP7Ah+6cCd9WxcM5MQNnjts7qvqFiDzjZUBBCrV8IH8BjNfdOW5+HrpwVMEIH7+FKqjq4dw7qnrYveLuVw8D56rqLgAROQ1nPss4T6MKTjqwUkTm4lbHA9/Oa3kZ50LBOnDW1cKZT+XHi4ammKyhU358ByQBp+O8+XOlASs8iSg4LXCucNYCBgQ8ngbc4UlEJeNCVT0Sv6rOEZGXVPXPIlLZy8CKaamIzMG5qv6YiESS/4qu32x1J1P3AV5w94mfe8ZDLR+wAhhl2Q4RGaiq0wFE5Aqcwit+tQvnOydXmvuYn32GD4sSFaFibiMHQFXXS4gsHmxOnM3RMb4mIhep6mKv4ygpbqNgHvAf96HrcE5CL8UZ/93Bq9iKw50M3h7YpKp73SueZ6qqHxvXuRN1LwVWquoGt+xvGx/POQqpfIoSYgUwqgORfpwL4q4HNgln7TMBfgduVtWNngZWTCIyAWgDTMMpwXwFzoXDFQCq6suFXUOFiIzDubCWO59tCBCuqr4dXmhOnvXolBMi8j9V7SIiaeSviS84S7fU8Ci0YhGRR1R1DHCjOywvH592s4MzvHAU8F+c/fSt+1g4zjoafqNAK5zet9FAdXw8tFBVD4jIdpwqSxtw1jnya6nfkMsHQESigH8A9VW1n4i0Ai7CmX/kO25j9G6gIfAnnEZCC3y4po6qxgMXikiEez/d45CCFe/eck1z//XtIqgikkAh6+aoahMPwgnWXcBfcEpkA3yDMwTclCPWo2N8SUQGqOqMUCof6Va8maCqQ7yOpaSIyFs4V9R6qurZIlIbmKOqHT0OrVhEZBRwPs5q283d9ac+VdWLPQ6tWEItHwAR+RJnTtsIVW0nIhWAX1S1jcehFYuIfAIsxen5aO02fL5TVV+tEQbgDo28Gogh4EKrqo72KiaTn9vrnqsKcA1QR1VHehSSMUGxHp1yxD2R/lVVW3odS7BUdYb7r+8aNEVxh6U0EpFKgRN2fe4CVe0gIr8AqOoen08+vhKnRPbPAKq6zZ135Fehlg/A6ao6WUQeA1DVLBHJPt4vlWGxqnpdbs+12wvn12oE04B9OA23Q8fZtswTkfNx1pxpRP6GW1vPggpSbmGFAK+669X5pqEjIpNV9VoRWUnhvVO+3T/m5FlDpxxxT6TXiUhDVf3N63iCISIzKOQDLJeqDizFcErSJuBbtzJeYMUbv471znQb2ArgTqT2czGCw6qquVW83PkSfhZq+QDsd69K5+Z0Ic7JtV8ddtebyc0nFv82Es5S1Uu9DqIETcKpvLYSf3+uHSEigfNAw3B6fP12rnif++/lnkZhygS/HbwmeLWBX0VkCflPpP3WMHjJ6wBOkdwx32H4eJx3gP8DPgfqisizOGtNPOFtSEGZ7FYpqyUidwC3Ae96HFMwQi0fgAeB6UCsiHwLnIFz3PnVKJyFQhuIyCTgYvy79tl3ItJGVVd6HUgJ2ZFbQS6EBFZlzQIS8Nn8UFVNcn+8W1UfDXxORF4AHj36t0yosjk65YyIdCvscVVdVNqxmKKJSDVVPeB1HCXBXfOoF07hi3mqusbjkIIiIn1wFkAVYLaqzvU4pKCEWj7gVFnDmbAvhMBq6G4P1YU4+Xyvqr4sySwiq3EWPE3A6ZXKLYbjy6FEItILuAGnUuaRXjZV9W15ZhFpoqqbCjzWWFUTvIqpuETk54KVSkVkhV+PN1M81tAxvnSMMbh+/+LMrQ4VoaoNRaQd8GdVvdvj0IrNHboWRf4x7L4eOmnKNhHpzNET3id4FlCQRORMjp4H8rV3ERWPu6bRUVR1c2nHUhJEZCLQEviVvKFr6ufyxUU0Dpaqqm8W2RSRu3AqFTYhf1W8SOBbVR3qSWDGEzZ0rZxxx6u/BpwNVMIpW7zfb+WlCd0xuK8Cl+AMvUFVl4tIV29DKj4RuRdn6E0KkI3bEAX82hC9CngBqIuTiy/Ls+cKtXwARORDIBZYhnPMgXPM+bKh4w61uY4CJ9OA7xo6qrpZRLoAzVT1fXfOXoTXcQWho6q28DqIkuD2vJ8D1HQ/F3LVwH9LAnwEfAk8BwwPeDxNVXd7E5LxijV0yp/XgeuBT3EmGd4MNPc0omLIHYPrfnFGA51wvvx/9ONCeoFU9fcCRZX8XDHqPpzSxX5fLTzXGGCA34ffBQi1fMD5XGuloTNcYRDOe8ivBQiOCCxnjlMCvCLOYo5+LWf+nYi0UtXVXgdSAlrgXDisBQwIeDwNuMOTiIpJVffhFCC5AUBE6uI01iJEJMJGFJQv1tAph1R1o4iEq2o28L5b+vcxr+MqDhG5Hafs5Xycq9GvichoVR3nbWTF9rs77EZFpCJOQ8HPJ6G/4++KVwWlhFijINTyAVgFRANJx9vQJzbhNAh839Ah9MqZXwgscxfZ9PWcI1WdBkwTkYtUdbHX8ZQEERkAvIKzyO52nOGfa3B6rkw5YQ2d8ueAu47JMhEZg3MyEOZxTMF4GDg3t8fAnbT7HeDXhs6dwL+AM4GtwByclZ39ahOwUES+IP9kXb+Wy/7JXcDxv4TG5ONQywfgdGC1W1kyMCe/VZbMdQDn87rghPe/Fv0rZVaolTMPpVLZuX4Rkb/gNAaODFnz6byjZ3Aao3Gqeq6I9ABsfk45Yw2d8ucmnHk59wAPAA1wVqr2q104Xeu50tzHfMmtpjTE6zhK0G/urZJ787saOCeefQMeU8CvDYNQywfgKa8DKGHT3VsoCKly5iE45wjgQ2AtzlzR0TjfR37t9c1U1V0iEiYiYaq6QERe9TooU7qs6prxJRF50P2xPdAGZ8VtBa4AVqjqLR6FFhT3i/IOjq4Y5ceracaYEuAuGNpQVdd5HUuwQqmceeCcI1VtLiL1gU9V1a9zjhCRX9zejxWq2tYdQv2Nql7odWwnS0TicOa4PYfT07sdp4BEZ08DM6XKenTKiULKMOfjwzHFueO6cxfYzDXNg1hK0jTgGyAOHxchEJEZHPt489UwIhF5RFXHiMhrFJKXT4cRISLjgftUda97vzbwsh8b1iKSRuHHnK8rybnzDF7C6RFtLCLtgdF+ew/lchs2vm3cFBBqc44Actec2isirYFknKqMfnQFcBBn9MoQoCZOL5UpR6yhU36EVBlmVX3a6xhOkWoFV3L2qZfcf6/CmRg+0b1/A06pab/JHbrxk6dRlLy2uY0cAFXdIyLnehlQcamq308wi/IUTlXJhQCqukxEmngZ0MkK1UYooTfnCOAd94LHkzhDJiNwCv74irt+20xV7YFTln28xyEZj1hDp5zw64Jsx+MO9XqEoydO9vQsqODMFJH+qjrL60CCoaqLAETkZVU9P+CpGSLiu8aCqs5w/w21L8swEamtqnsARKQOIfK9EFBSFvD1IrWZqrqvQMn5nKI2LotCuBEaUnOOAFT1PffHRTgLbvqSqmaLSI6I1HTLTZtyKiS+0MyJK3BlrRJO2VI/LhiaaxLwCU6P1Z3AMGCHpxEF5z7gMRE5jDOEwO9XPKuLSBNV3QQgIo0B3171FJHmwN84eg6VXxvWLwOLReRTnGNtMPCstyEFR0QG4uQVKiVlfxWRG4FwEWkG/BWnsqRvhVAj9AxgCpCKsw7NSKC3pxEFSUQq4xQoiiH/Z5wfh3ylAytFZC6wP/dBvw41NsVjxQjKMXEuEV4BXKiqw4+3fVkkIktV9bzciZPuYz+qakevYysOEQnDGUvcWFVHi0hDoJ6q/uBxaMUiIpcC7+CUmRack84/q+psTwMrJhFZDvwbWErAHCpVXepZUEESkVZAbkNtvt8XP3T3UU8KlJRV1T96HFqxiEg1YAR5lfFmA8+oaoZ3URVPUY1QVfVlI1REflbVDgUeO/Jd5Eci8hXO2mcFP+Ne9iyoYhKRYYU9HoI98+YYrKFjjlRZ8TqO4hCR71X1QhGZDfwfsA2YoqqxHodWLCLyFs6wlJ6qerY7VnqOXxtucOQKYUv37lo/r/Ce27D2Oo5giUgNVU11h6odRVV3l3ZMJUVEflLV890Gz7mqmiMiy1W1ndexFYeIdFDVn72OoySESiNURO4C7sYZ2hVYDCcS+FZVfbtWi4isUtXWXsdhTEmxoWvljIhcFXA3DKc0pu+uDAZ4RkRqkDkOCAAAD71JREFUAg8Br+GsC/KAtyEF5QJV7SAiv8CRyeG+XX9GRG4u8FA7EUFVJ3gSUDEFNAhmiMjdwOfkX7zRbw2Dj3CGey4l/yRxce/7dmw+TrWoCOBrYJKIbCdg2IoPvSwi0ThDpD5R1VVeBxSEUFnX5CPgS5yyxYGjIdJ8+FlQ0Hci0kZVV3odSLBEJIHCq2T6+fPNnCTr0SlnROT9gLtZQCLwrqpu9yYiE0hEfgA6Az+6DZ4zcHp0/Nrj9lrA3SpAL+BnVR3sUUjFEvCFKYU8rfbFWXa4la8O4lzIyS0pO9HPJ6BuQ+da4DqcizmfqOoz3kZ18gLWNXkeOA1b16TMEZHVQFMgAediTu48Ud8NxxOR0wLuVgGuAeqoqu+qyJnis4aO8TV3cvhbQJSqthaRtsBAP54EAIjIEJyTmQ445TAHA0+o6qeeBlZCRKQW8B9VvdTrWAyIyDxV7XW8x/xERF4oWKK9sMf8SETa4FSZvE5VfdfTKyIjgA9w1mYZitMInaSqu7yMy+QRkUaFPR4qlVtDZfixOXFhXgdgSpeINBGRGSKyQ0S2i8g0v63JUMC7wGO4i5yp6grgek8jCoKqTsI5kXkOSAIGhUojx7UfaOx1EMUlIn9xG2u592u7Q9l8RUSquMPxTndzqOPeYoAzvY0uaH0KeaxfqUdRQkTkbBF5SpxFn1/Dqbh2lsdhFVcFYA7OmkCROD1T1sgpW9IKuW3zNKJiEpEOAbfzReRObMpGuWM9OuWMiHwPvAF87D50PXCvql7gXVTFl1thLbCggogsU9X2XsdmQERmkDdGOhw4G5js4yp/Rx1bfizmISL3AffjVL/aSt6QvFScoayvexVbcYXqBHERWYxTQn+yqvryhLMgt+f9OpwyxltU1dclmUOJiCQCDYA9OJ8LtXB64FKAO/xUYVJEFpD3/ZM7VP8lVV3vWVCm1FnLtvyppqofBtyfKCIPexZN8HaKSCzuh5mIDMbpCTFlw0sBP2cBm1V1i1fBlIBwERF1rxCJs/q274YQqeq/gH+JyL2q+tpxf8EfQnKCuKpe5HUMp8B2nJPnXUBdj2Mx+c3FqVw6G0BE+uI0SN8H3gTK/EVREXnQ/XEm+edWKk4Rlle8iMt4w4aulT9fishwEYkRkUYi8ggwK3foitfBFcNfgLeBliKyFecq9V3ehmRyqeoiYC3OVfXawGFvIwraV8AnItJLRHrh9Ix+5XFMwUgWkUgAEXlCRD4TkQ7H+6WySFX3qWqiqt4AbMEZzqpAhLsela+IyGT335UisiLgtlJEVngdX3GIyN0ishCYh1OM4A4/TnIPcRcGrnOmqnOAi1T1e6Cyd2GdlEj3dh7O+UA9nN7rO3Hmv5pyxIaulTNu9aii+LZ6lFtpKUxV07yOxeQRkWuBF3HG5AvwB+BhVZ3iZVzFJc6Crn/GqR4HztXP91Q1u+jfKrvEXdxQRLoAz+Dsq5F+HcoKICL3AE/hDLXJcR/2XdUoEamnqkmhNDlcRJ7DmZezzOtYTOFEZA5OQ/Q/7kPX4cx7uxS3GqhXsZ0sEfkauCz3vMC9qPOFqnb1NjJTmqyhY3xNRP4BjFHVve792sBDqvqEt5EZOLJAYJ/c8uVuuew4vy7eCCAiVYGGqrrO61iClTu/yD0BXamqH/lxzlEgEdmIsx6VTXI35iSJyOnAKKCL+9C3wNPAPpzPvY1exXayRGQd0DZ3kWpxFq9eoaotvI3MlCabo1POiEhFnK7c3CsaC4G3VTXTs6CC009VH8+94y6w2R+whk7ZEFZgjaZd+HjIrIgMxOn1qAQ0FpH2wGhVHehtZMW2VUTexrli+4J7IuDb/eP6HeekzNdEJI1CFjskb12TGqUckikHVHUncG8RT/umkeOaACwRkc/d+4NwypubcsR6dMoZEXkPqIizRgvATUC2qt7uXVTF545V7xhwxaYq8JOqnuNtZAZARF4E2pJX5e86nCtqvlzTRESWAj2BhQFV/laqahtvIyseEamGMyRlpapuEJF6QBt3XL4vichYoAXwBc6ChwCoqk1ANqYIIvKqqt5foFLmEf/f3p3H2FnVYRz/PhUQC5RCioIL1kKEQFkCsgpqjAoGQQWKG0pA2UpCI4aIwYoKQkASgtEYUIOCItAgCJqwBCsNmy2UIpUlQGURQUS2WiwKPP7xvte5nTQtzgw9c977fJLJ7Xlnmjx/zdxzz/n9frV+mNPWHO7dLufZvrNknljzcqIzeHYZdm3od+31olr9ArhB0gXt+nCGNnFRmO0TJR0EvLd9dL7tK1b1f8a5/9h+XlL/s5o/LZoC3A7QV7B/X7k4Y+LR9msdKuyIF1FIrxvr2av8qcrYXggsLJ0jysmJzoCRtBCYYfuhdj2NppVkNQWGw0n6KH3F4f0dYyLGUntacANN++KDgOOBtW0fUzTYCLVDKHvtV9elGeZ6fxdORCVNtP1i6RwRtWprXt/RDuKOqFI2OgOmbYl7AbCkfTQVONz23GKhonO6Wl/QXvU6GfhI++ha4DTby8ulGjvtNY+ZtV5lBZC0B/ATYH3bm0vaATja9szC0SLGvbb99wE0N37uoJl5dLPtE1b1/yLGq2x0BoykdYGv0JyAPAcsAM6p9Y2apAOBM2mGzonK30hHHbp8WlBzzRGApD8ABwNX9dVRLbY9vWyyiPGvrxPjl2hOc07ptaEvnS1iJFKjM3guBF4ATm3Xn6W5mzujWKLROQvY3/a9pYNE90naE/gxsD5Q/WlB3wRxaLqt7QT8tVCcMWP7sWF1VFXOOYooYK22KckhNKfXEVXLRmfwTLe9Td96rqR7iqUZvb9lkxNr0DnAPsBVALbvklTz8LkN+v79Mk2nsssLZRkrj7UbUrft9GcB+R0R8dp8m+ZK7k22F7R1vA8UzhQxYtnoDJ6Fkna3fRuApN1ouy5V6nZJlwJXsmIr2V+VixRd1qXTAtvfApC0frv+Z9lEY+IY4FzgbcDjwHXAcUUTRVTC9hxgTt96CU3jFQAkfc32GSWyRYxENjqDZ2fgFkmPtuvNgft73ZcqvIc7CXiRoeJwaIrgs9GJ10OnTgskTae5urpxu34aOMz24qLBRqEdePi50jkiOmoGkI1OVCPNCAaMpHeu6vu2H1lTWSJqI2kKzWnBh2hqWq4FZtn+R9FgIyTpFuDkXtdFSR8ATre9Z9FgoyDpXTST3afS92FerQMPI8aTXrOC0jkiXquc6AyYrm1k2i5yXwS2pZkDAoDtI4qFis7q4GnBev2t5W3/XtJ6JQONgStp2ktfDbxaOEtE1+TT8ajKhNIBIkbpImBTmgLxG4G3A0uLJorOkjRN0tWS/i7pKUm/bot1a7VE0mxJU9uvrzM0Y6tWy21/z/Zc2zf2vkqHiugIrf5HIsaPbHSidlvang0ss/0zYD9gt8KZorsuBi4DNgPeSlO0+8uiiUbnCGATmpq2y4Ep7bOanSvpFEl7SNqp91U6VERHzFn9j0SMH6nRiapJmm97V0nzgJnAk8B82zV/yh7j1MoG50m6y/YOpTLFiiSdAXweeIihq2u2/cFyqSLqIOndwA+Bt9ieLml74ADbpxWOFjEi2ehE1drpzZcD2wE/pRnkONv2eSVzRTdJOhN4FriE5q76p4CNgO8C2H6mXLr/n6TrgRm2n2vXGwGX2N6nbLKRk/QgsI3tf5fOElEbSTcCJwLn9ZoOSFpse3rZZBEjk2YEUaVhE90Pb19/0L7WXkwd49ch7evRDBXlCvh0u67tJHFKb5MDYPtZSW8uGWgMLAYmA0+VDhJRoYm25w+bFfZyqTARo5WNTtSqN9F9K2AX2kn1wP7A/CKJYhB8FbjG9guSZgM7AafaXlg410i9Kmlz248CSJpK/V2VJgP3SVrAikOE0146YvWelrQF7e8BSQcDT5SNFDFyuboWVWtrc/azvbRdbwD81vb7yiaLLurV6EjaCzgVOBv4hu0qG2BI2hc4n6ZjoYC9gaNsX1s02ChIev/KnqfzWsTqtV0kzwf2pLmm+2fgUNsPl8wVMVLZ6ETVJN0PbG/7pXb9RuCPtrcqmyy6qDcsry14v9v2xbUP0Guvqh0F3Am8CXjK9ryyqSKipHae1oTeh4gRtcrVtajdhcB8SVe060/QNCWIeD08Luk84MPAme3Guto2/W0zj1k086cWAbsDtwLVdiiTtJSh63frAGvTtJ+fVC5VRB0kTQa+AEwF1urV6tg+vmCsiBHLiU5Ur52RsXe7nGf7zpJ5orskTQT2pTnNeUDSZsB2tq8rHG1EJN1NU+N2m+0dJW0NnG77wMLRxoSad2kfB3a3fVLpPBHjnaRbgNuAuxlqz047py6iOtnoREQMKEkLbO8iaRGwm+2XJP3J9rals42l2q8XRqwpkhbazoDd6IxcXYuIGFx/aa+qXAlcL+lZ4JHCmUZFUv9p1ATgPcDyQnEianORpCOB37Bi18KqZoRF9OREJyIiet3KNqRpn13tsE1JF/QtXwYeBn5kO3N1IlZD0nHAd4DnGKp1s+3aZoRFANnoRERER0h6A3C87XNKZ4mokaQlwK62ny6dJWIsVNstKCIiop/tV4DPlM4RUbEHgRdLh4gYK6nRiYiILrlZ0veBS4FlvYe2F5aLFFGNZcAiSXNZsUYn7aWjSrm6FhERndG+QRvOtqudDRSxpkg6bGXP0146apWNTkREdIakabaXrO5ZRER0XzY6ERHRGSubAyLpDts7l8oUMd5Jusz2Ie0Q4eFvDG17hxK5IkYrNToREVE9SVsD2wIbDpulMwlYt0yqiGrMal/vBU7sey7grDUfJ2JsZKMTERFdsBXwMWAysH/f86XAkUUSRVTC9hPtP7e0vcLQ4PZDhIgq5epaRER0hqQ9bN9aOkdETSQdC8wEpgEP9X1rA+Bm24cWCRYxStnoREREZ0g6CzgN+BdwDbA98GXbPy8aLGIck7QhsBFwBnBS37eW2n6mTKqI0ctGJyIiOkPSIts7SvokzVW2E4B5KaaOiBg8E0oHiIiIGENrt6/7AXNsP18yTERElJNmBBER0SVXS7qP5urasZI2AZYXzhQREQXk6lpERHSKpI2B522/ImkiMMn2k6VzRUTEmpUTnYiI6JqtgamS+v/GXVgqTERElJGNTkREdIaki4AtgEXAK+1jk41ORMTAydW1iIjoDEn3Ats4f9wiIgZeuq5FRESXLAY2LR0iIiLKy9W1iIjokinAPZLmAy/1Hto+oFykiIgoIRudiIjokm+WDhAREeNDanQiIiIiIqJzcqITERHVk3ST7b0kLaXpsva/bwG2PalQtIiIKCQnOhERERER0TnpuhYREREREZ2TjU5ERERERHRONjoREREREdE52ehERERERETnZKMTERERERGd819QSalu/TerwwAAAABJRU5ErkJggg==\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# for regression plot\n",
        "# we are taking only 4% of our data and try to plot the 2 regression using this data\n",
        "filtered_data = spotify_tracks.sample(int(0.004*len(spotify_tracks)))\n"
      ],
      "metadata": {
        "id": "rugx8oY8DNBF"
      },
      "execution_count": 34,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "print(len(filtered_data))"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "reL5rAt7D63M",
        "outputId": "ec103a0a-cb6f-4900-d47e-37ce89c0fb5c"
      },
      "execution_count": 36,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "2346\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# creating regression plot between loudness and energy\n",
        "plt.figure(figsize=(10,6))\n",
        "sns.regplot(data=filtered_data,y='loudness',x='energy',scatter_kws={'color': 'palevioletred'}, line_kws={\"color\": \"red\"}).set(title='Loudness Vs Energy Correlation')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 421
        },
        "id": "c_oYbHfED_x6",
        "outputId": "843a4e6c-3aab-4fcd-ae53-1421a3a127f2"
      },
      "execution_count": 63,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "[Text(0.5, 1.0, 'Loudness Vs Energy Correlation')]"
            ]
          },
          "metadata": {},
          "execution_count": 63
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 720x432 with 1 Axes>"
            ],
            "image/png": 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CNzUGd3IU4dYOYPSSOz0GjqKun3Hl3AWsnnkOwdK6PE8RACBYXMfir30eueMzKL3vHSi/8Cq0HwBKyeOyRBkAaA04CiCAwxDB8gYwq6GKeXAQgogAR0HX/KG6MLDCzGKxXFMchbC4nrjao206RWriYuthTUknqbIwQlSpAWEZAKBGi8k+1C++G/XXLvX9PmZFexFpMFHLTfuJAHeKQvaKNA8avYyFHjQj3NwBEYkGS6Uvk9sARDs1uGMjSYF9+7aTppTNppiDbhVcjdVNBM+8BFUqyG8/1Il46wRHWlKrEBGW/r4BgFsq4sSPfVfXbVxtrDCzWCzXFDfSzLzD4mrO4OwUqQlWNuHNT7U8dq+C5DBSoptnXxZRtlOTyItB79TgFHLQYYiNZ16CNz3Wd8QvK9oLR4HQFBe63kCwtQNi4NIjTw60L93Sld0izWtPP4+NP34RiGQ/w/Uyam8uYupb7sLMA/dkvlYs9ILVLYk8EYlI0izibHWr5fHsBwj8LajRIjiMdm1v8+zL0GGYrCETzeBII9quQgrLIOnSNPEakudoiawBcMdLLQ8d1hIIK8wsFss1hx3ufe3QKVIDiDDYb0r6sLp0g/VtRDVfoj5tmbKwXJWojtYdI35ZYjEd7dVhBF2uAaEGK0JQrkC5LsKNMgCCmiwNvC+xuOGdABxGINcBFTxsnn25Y6S5cPuJFlGWEGls/JEINiKCNzeJmQc/uKt4nsMIpPp33tI7NTjHpzPfb64FnZ9ogl4AJHXpOrJmzXI7w4hDBRC37g8B5DrQdR/RTi15b1Qhh9zcZOtnNVHC5P13H+nxxQozi8Wyb260Im5L/3SK1LhzE+BGuO+U9GF16XrT45JWcxw54cfqjEgiPrE4SBFHYDqJxbmH78Xcw/di9cxziFa3JLVWKkDXfOitKjQAKAV3SurNwq0KOAix/NjTmP+eB5L97fQ785fWoGsNiBIhcKjBO3X40VrHSPPqmee6R6kiDQbQWFrHlc9+Ecc+8RFZW6UmUTHNYGbpwtRsivxVZlQsJlhcx1ufehyl970jSQVHOzVwI+z4HDCAsLlOAgDXEVsOItBYEbxTB2vdFHFJHlWDIy3bJwCOI9HQrR04N89g7bfOwKmVMbp0Ad7ltxA88Vuo/Nt/fWTHMCvMLBbLvrC+YpZudIrUzD30jahfXMbWs1+B9gOovIeJe99/oGN79lO8P3nfnagZP66WkzwzEJl/RBq63oAq5OQuE/HbFblSBI40lh59CoXTCyAQvNkJcKQlQtaWegs3d5piSRG0H/Ts3qycuwBd9RNxBEUgZToWOwiv+sVlBIvr/b3RzIjKVSz++h+KECrl4UyOItqqyPYdE7lSJELNUV0FX2NxDY3FNRGnI1KM35X0Z0AkBf2muF/lPRz7O/fJ9ywMoberzcem1k9RAApDKL+C/PJFFDaWkDtzCfnVy3A3V5OH6lwei198wQozi8VybWJ9xYaPYYpgdorUAED5hVfhjI3AnRbBVn7hVRROzh/I2B7Key1dg43ldQAEx6QIlx9/Bu7YCLTfyHyPSnecwtT9H8DmMy+J0HAdIB0FIgCaEaxvw50akyiRifgtP/7HJnIFE60x69IR/JUN6K1qKi2XsVNpQaMZcBWiuoguDsKWVFzsVL/yxLO7xCOb7ZDrZF5AbfzR832/z+m1MQG8VRXx57lA3gMxS6ek1q0Rxl5oLSldR8lzOz0tfTszONTwZsYBRXDHS8n3bPmxp+WxUQgKA6hGHfmVS8hfuYjc2mXkVy/D21wBZayPQQhnF+CffhfCpZUB35iDwwozi8WyL/bqKzZM4qEb18o6Y4YxgplVE3jpkScPRNBnReSiqg9umGhVnFZjAGDo7SpoogRd9dHwG8gdm0r8xNRooSWiNvPAPSicnMfm2ZfRWF6XRgAA5LoiDqIIIIVoq4LC6YXmdyPSIkz07pO/Lss2OgqQLKKmYGFAaroijahcRUPrZoekQ0C4e8NRpY7lx54G5Tw45requ6Uve5HqmmQ/kOgVoxnV6leUtW0LjhG/6ehYx+eJKHZKRUw++EGgUkFptoji4htw3/hL5JffRn7tMnLryyCdnVYNRqfQmDuO8JbbENxyOxo33wY9Oo6InF2NAlcTK8wsFsu+2Iuv2NUWD3sVV8MocnpxNSKYByFW+xH03V4nK02paz4oL7MPtYlucdB6UuYwQrhmXoMhxf2aEVVq0PUGvGOTuz7n0h2ncOmRJ1GrXE46/GLDVFYEZ7SIEz/8seZ+OA6gG9k7niHWepJ+Smz/QHEdWZS8lwTK1jNKSTTLD6A8F6qQkxTkQcFt/x8Eiq37ubWAn3X2e8UMikJQ0IC3vYqR6ipKl54DXnkFeOUVHK9WM18mLI6iMXsTGrM3oX7sJOoLpxCVJsAjI3AnRkGOGhr7HSvMLBbLvtiLr9jVTH/uR1x1W2d8/7BF0gaNYA4qsg5KrFLeQ3BlU4q3zZxDclQi6Lu9DtBqTpvUrX38w9g8+zLCePC136XLDwAYiGrSqQcisNZgP0BYrrYU3cc+YOS6xhcr3gkCwgje9HjL+8hR58L3g4DDqGlP4SgwMxqXV7OFkZJwlvh+RQjLVeQKua7F+Z2gYg5c6yA494qiZpSNGVTKg6uNpiiLIlAUwN1eR2H5AvLLFyUStroIx88WYVGu0CrC5k8hnJgBO55E5WIcheLp45i8786h+i1bYWaxWPbFXnzFDmOsUieBsR8R2GmdjeX1oY2kDRLB3IvIOghRXTl3AXqnblKB0j0YbuxAjeQxeue7cOmRJ1E/vwQQwRkfgcrRLlEc13SFW1uJZcPqmefAfgBVzMMZLSLsJcwcJd2AQZgIgcB0S8ZRprQPmI4i0/kHk25jQCmoiRKWHn3KiEwXjD7ShI5KLDf2hCmw1/UA2Kl3fg1AUo6NQAJTkYZ/ZWPgl1PFHHT9gEUZYPaf4E6PgTwHqFThOHU4r76CwtJ55FdFhLnV7GODdj1Et74D9bE5NE7chsat70TVHQUHaBVhu3ZIvvPxceKof7dprDCzWCz7ZtAD20GPVeomMPYjAr3pcTRWNqHrjZaCaw4jqGJ+6BoeKucuIKrUxfTTcaDGilCu0zGC2S6ytDHvjLsHswT2QYjqzbMvQxVzUHlPolNhBDgElXNRfuFVI7qkLixc20boKniTYxJlM6/DgEnHmZSeZgTLG/Dmp8BBCKeYR+iqFouFXRgbhazb48L22KleivqfMfebaJMilN5/OypffT0RaRyEvWuslElFtkF5r3eUL02jR9QrrnNTBHLcZudjN1uKDNzj0yLK9hstcxSckQKiRgCKNBA0oMpl5K9clGjY6iXkN5fhrmcX3rNSaEzNw589AX/+JOrzt6AxewLs5gDXBeVcOKNFYKcGkKlVizIaChwF79gkZh/8EACpdxyWaBlghZnFYjkCDnqsUrcozn5EYOH2E6i9cbmlnicqV+WE7bUePo/CRTwdJaS8B71Thyrm4E6NIdyuINrcgZqfwtxD35h5skmLrKjmi02D+BBkjh1S+ZyYq27ugDwX7tiICNUBRXVSE0WEXGw1wSKs3OkxEQHpk2koY36c0SJyc5MAgPqFZQAESkbyMFgp6HoDulwTwZUWSGlH+HZ3+Cw0S3o19blSnD6MkBSoV776erNbM66XShN3KJroHxTJ+uLoWt4RwaOURLUOkngfNYP1YGIsTbiyZeZOOk1ROvBaIlBtB96b5zC+9FbSJdmxQ5IIwcQs/Nmb4M+dhL9wC+rHbgHnC4DKiISZTs1wc6e51ox0rTM2gmOf+EhiMTKMkW8rzCyW64RrqXuwm4XCXq5eu0Vx5j7+4T2LwPprl6DGiuB6q5M6GuG+XevbRRWBOlo3dHp++qQSXNkERxFUXjrvnGIeuhHALRUBtL6vhdtPoP7aJUTbVUTlGpzxEdNxSKItXBcq5yEoV5KxQ4nlhOlujIvOnbERkOsMJKo7iWUAqZE7bWiNqFLH5HfI6yx++kxzBiKLyakq5BFtVaCKOXDFbz43LcR6+GulCde2QSN5FG6aTaJ8OgylocC8Dy0n/6xIWcqtXlfqmLz/A0mnZ/zZh3qnc/Rur/QjPvsl3kfVpxUGa1CjgdzaZRSWLiB/5SLyq5d6d0jO3oT6sZvhz58Cv/8b0NAKUWWAKF1aNLZbm8RLVpREtofV6scKM4vlOmBYr/y6Ea8rPkGtnnkuifgMug/tJ/r0vMHNsy9j7O7WYdOF209g8+zLWPncl1pEYbtQDNa34Y6OgMaaaSdmRri1AzYF5r3EXpZgBprF6wwgXN4EwEmkq5/9bj+psPGPiou7ARGn/tJay3fDX9lA7Y3LcMZG4EyUEG6UEW7sSBecUpKRy3lorGwmabVwvWwKzgFAuhHhSNqOGwGOfcc378viItqpIarUxVw17pjcFXySQvdE0Lji3h43D3hjIwi3KrKuUG5jzRI9SSJlMGavfS8VXPXhL61JxyNhoOL39mJ5VSokXm1xF+elR55MRgu1z5fcFwclynptkxkIA+Q2V1BYPI/8lbeQX7mE3NoiVJj9XsUdkv7czajP34L68dOISpOtNWHlvUf4dq+x+ddoq4J6pY7KuQuHUut6EFhhZrFcBwzrlV83ukV8iGigfUif6BM39dS8wfILr2Lu4Xs7pi+WH38GRLRLFKp8LjMyll+YSTq5GsvrpkZKJYXpaUuHLMFMOTf5vMKtilgvECHaqSE3N5m53+0Cz19aA5nncxglJ810tx0HMhS6RcDVA4AIut5Abm4SRIRgowxoJJEkXW6NWCXbTEXLyBSWt9tR9BO5TUdMG8vriKr+bv+rdg3ADESSYlXFPKJ6w9RKiZFqEJQBreHOmFFKWYX1GkCXevBO6J16IgT7RlFTlCklw84LOehGgLUzX07eo2i7CjU+Al2p9+ffNQj9Rs0GMYSNIrjlNRQWz6Ow/BbyK2/31SGZiLCF0wgnZgDnkOVHyxgttL6vRF1/33utdT0orDCzWK4DhvXKrxv9Rnway+s905vpE339/BLIceCMjzTNNFNCJ0vEhhs70GC4E6XkNt0IZIRPbL1gRIGMnxFREgtCVcyDPHdXtGvtzJflOZpBrgN3bATkKIQrW/Dmp2S/Y+uDeAYjdo8U8pfWoOsBnFJBug23K+Isv1NvznIkU+jNEtWLo3jkOC31cPHrcXsKbpCTM2DqoSg5ybXbWDCA2huLqL32eXmYJ+nR3MJ0SyfchU/9DqKden+vrTWiqg9d395d1G9EWLhRln1JizKCuY13Ccm+93fQCFR6f7RGuLUDh+X7FaxuwZudELFeriLarCQRy37TrH2JuH7XHFtWtD9eazjVbYmELV9A/srbMr6oS4dkY+Y4/NkTSSQsmFoA3KssNQignNtspGjbLWd8xHxHue/I99XECjOL5TpgPwXuR1Wb1i4mJSKhWwRDtFODrjWSKEm3NF98oj//s59JCsuTbadEapaIZa13CQPyXOiaj7mPfxhrZ77c7HScHAUiLYIs53X1OWssr0s0zJxwg40y3EkZUB1fqcf7DYh4i+9T+VxT5DRkaHa0U0sMQpN1xqJDKTBLHVy4tWMiZQ44ihDt1OCOjaTe5yh5rbBclTV6DqB1/8Iljp5FEXQY7rKxiNbLLY/lRogoiOAvrmLx0aegCh7yCzMIljb6F4SaoY37frfH7DoTG+NSNVqArtT2YYS6dzhIGdsSIVjbNl2+eVnTwBvc13LatsVAFEHVq8gvv9VSF+ZtZ8/STDok526GP38L6vOn4M+dALxc5uP3hes0Rz1p8702I7ESY9rUd4hyHrjT52VqMJnFkHjsnvfse17rQWOFmcVyHbDXLsdeJp6HKdjaxaQzWpRaJ4eSiE9UqUOVBrOl6CVSs+4nJVfPaeLnxFE2b3YiWQcABOUKwvVtI2qaHYqxCJTInNOMtBCBAITblSRdqRsBVKmAaLMCZonY6UYAXWvIbMQ4KhSfdBzVjCgyNw1GjdByJ0rgRiAnpjBCVPMl3VdrgMMQ7uQYqOCByyHIVeJnZawTaKQAXW1Lp/UTRdMMvVOHH61B5TxJS693GIzNDF3xZc2NSKKJndJNB43W0DV/sKhUy/OjwQrquz0sNcuS/QDIe4BJO4ko0NUAACAASURBVF81/BoKK2+bujAjwjrOkASCyTkRYcY1vz5/C5ArXJ21MpIo+NzDcmxaevQpmWFq7EBAKomSdrQcoVQvhpmnehDzWg8aK8wsluuAvZi8Ap1r01bPPAduhLsEW9o6YS+dhGnaxSQ5CmokL4Olaz686XFE1Trc0ZGW53VK0XZK+7WL1Mn77sSVz35R6qpMWpIcB47ndhS27VG2qOZD79TljBVHw9a3k2iRyntoLK1DjRURbVVShqQAtMbMgx9E/eJycqUOR8EdK4nzuePICSeZ75gi0nIfIOsGJfYRUc1HtF0FhyGg/CSyAM8FhyF01UekFPLz01C334zqV19vRiHA0NW6FMbrlELqVyxFGrrqwxkbkbq2bt5hgEmlhlJfF3OYoixmn/MhVakA7TeAPaZDO+IHgCI4EyXpjj0ogRZ/fmGA3OplFJZSdWE9Z0ieQH1eXPPrC6fBpdHDaSjoB9ZwZ6cS37GVJ56ViBmRzAeNJOLcEdUckM5hlJQmKNPEMmy1uVaYWSzXCXtxr+5Ym2b8pFrqsMpVbPzxi3J1GjR9m9zpzp2E3dKkWWJyts1v69IjT/aVok1H/tyJUYROVYqptUZufnqXaGRm02VHIBDIdTD+ofe2dG6mn9MeZYuHWcOVAz5HpvBeS+ei9gOZlegoqJFCc6C2UnBnpbYsvlKnYgRdriHc3EFufhpR3ZeTf6fzjGb4l1dF3LhKImxhJHVK8ZPMiZ01gxySOjTzXpz44Y/h0iNPJp9v07/M1FGZKJl0NYrRKpTK9IRqgSVyxv2kJeNtXc0I0QHAfoDiqQWElRrC1W0RwQelVYjgjo3AHRuBf2ll79vVEbyNK0mHZOHK28itXu7SITmGxtwJ+MduRm3+FOrHb4UenWh9UPwdKDhAtXNXqhot9k419wtJeIuUwsL3fzT5LV565EkZ3TUxKhdX/cA6sUkhIrjjJblAe/wZRI1AbncdqLyHqN5AsLqFS488eWSWQ9TXj2jIueuuu/jFF1886mVYLNccsfBJp+h0I0C4XoY3P9VSp+UvrQGxDUHKvJM8B7n5aXFwb8g4nNiSInZxT0eh4u7IfkgLrm7b6LQf7nipZbh0p8cG5QrQCMXN3wzEZj/ItLcgz0VjcQ0AoEpF6J3q7pOoo5r1L4rgTo0l0bS5h0WMhtsVaSiITV3bRFU3KOeBih5IA2q0gHBlS2wjHNVaI5YMiI7/DUw9cA82zv65pDDjov+cC2KAw1A+91QktHD7CWw+81LixJ+Jccl3J0ogx0GwtgXux11eqaY7+zXC8X/w7QDk+6DDUCKnQPO93M++mPeRo6h31NHgbK2huHQe+VRdmONni6MoVzAi7KSIsIXTiCZne78IAch5yM1OIFjeyO5OdZREXA8gmkh5L0n3w1FwS8XkgqmxtA5noiSD6usNBGtb/YlYRwFEOP79HwUArJ35cvI7TkZXxRMfXBfuZGng49VA+0j0EjPflXWfjZhZLDcwnWrTvLnJXW3kyYmire6Igwi63kBkLBZcE13afOYlqFIh6YzcS5qg3xTtIF2pmWnJck1qpWLHeSI4U6NJJHDu4XsTQSUO+J7sT70hLuTtbuiaU6lLlqJvz8HURz6A0h2nsPK5L0mKeGsLTfd6ao7M6QJ5DnLHJH0ZG8hG5Sq41pCUadpAtf3Cm4GNP3q+7TYG/ECyssUcZh/80C67DyZ0r83SUhMYbO7AyXtY+OS3YfHX/7C3SNESyVBjIxIlHHBU0KHXpWXQ/O7di+XHnjbpZwX5/PYpSjTvro9K1bWpallsKpZMXdjK23Cr2VEj6ZC8SWrC5m9B7fhphNMLe2xiICAIEe5UxfsuvphIjaaC1vL92y9EgOegEQtARYhGpaQh3K7Ib85RSTNLv58/EWHy/g8AEFEdblea35/091QzKCcdxEeV1rTCzGK5genmwN8u2AA0D+pt4ixY204iBrrekK4nrRHV/OYBFHuz8EinaOPUaNoYtnTHqYG6UnelJbcqTSGVPJmht6twF6aTg/OJH/5Y4oO2dubL0nGZFB6j9QQRd4qliRhbf/oXKJycT9aQWGXEzwF6FphzEKGxsinWG/HsyDiC2WMgdk8vLkUtKenNsy9Dh6HsXg+RJR2gWmw8ICIvnpjQFa3BjUC+M44C5TxEOzUQSRNIN3HnjBbhjI6gsbp58HVfHXjtH/0KQCR2J44SU+D18i4RrMZGJK23x6wUNWpSD7Zo6sKuvA2v3KVDcnpBvMIWTqO+cAqN2RPdh3gPglIAGFzxQdM5OBMlM1bKjKgyc0L3HfkkQE2WoI1RMByx8dA7dWjXhVPMg0p5aQrKewi2K723CbHOWPjkt6F0x6kkFSoWNm5mOlrXfER5D6qQOxLLISvMLJYbnM61aa2CLQpC6K2qqUPCbiECAISkXik56KUfdkiDyvvpSo1FXWNpHbreAJXycEdHmt5hjtN0tzdFwkCrmGypZZsak0iYZkCZne90EjaFyuwHyUDslSeelW5QY+/AzCDP6WssD/sBAn8LqpRH/vis1CR1K8wmkpNRj2iJrvjgRoQrv3cWuZkJ1F67JHfEqZ5uazKpW2bpmCPPSVz5u4oz875EcaSo3kisPFpNQVv/TTkXt/7MDwAAFh/7Aiov/VXPNR4IxpohWFyXuZdxKrMNXalBjRclGtsrxRmFxqbiPApLUpzvbV7pPEPSdEjGhfn+sZsPx6Yixrz3qpgDOQ60sULxFqYw+r7bJdW9By+83a9DcAt5sPG88xfXkt9ItFODU5TfbBhpuOMlmZTgmoh1p5d1VCLKgNScVtcxn0lG2DXSiLYrUst2BGazVphZLNcJB+1H1i7YKucuYPnxZ8B+0LxS1hrxmB4oajmIUtEDV5rmjeFOFVzxEW5V8MZP/CrIcVrMRnvRbbqB1JF1TnmmBZUzUQKzht6qorHVdCtvdbdvEu5UgUaI8z/7GeiaD8p5zfTs7ITpxjSF8lGHswMDiCJwBNTPLwEA5h6+F6tnnpOaHSVNC7rut8547IGu+FATJeDSSs/HtkTngI5pQI4iRBs78OOOzR5RK9mWzNhkLZET1lq+I5qlIaLrTuxOt8YWI97UWBKNpdhIlxmspfMVkM+2+tXXD3Y2ZL90ez0tESZnoiSzP+P1aS0zJBelLqywchG5taXOHZJjU/CPnRSvsIXTqM+fkkHeVwuSqBUpU195ZSP5PgRXNrH93Ctw5yZEzNQau6ZGDPRSjiPbJySlE2w6pzkIZUxYEELlveSiK6nV3NpprcszDQtT93+g5fgSR6vdsRFpHuggJDmIoGsNTD70jXven71ii/8tliNgUBHV6/H9Fskf9LrjQlz2AwQbZUk/ATIaZ2osmVEZW1i0unFzMgC7n3VmGcfGJpGn/5dPdn1uuuBf1xvNbi6izt2GjhJD0nItWWdiEBoXOqejh2xSI1HUVciQ5yZ+TOnUaLCy2b3AvtP2XAfsKLFc2C+pZgHKe539oNqf5hmTXE6lhPd7anGUiH0GKO9Kp2vbibd4202IKvVmEfeQQZ4LZ20JhUtvoHDlLeQXLyDfrUNyZCwxbK0tnIZ//DR0cbS36Gxv8jjQnQBAyvx2s7uFyXVAhRx01e+ZTt8Xjmo5bozd/e6WBqP44k8Vc0k3NtDqx5huSuIoNZs1AzU1itt+6vsOZVds8b/FMkQMOnC8n8eno0m63pAOySDE8mNPY/57HjgwcdYeRUsETyEHb2pMXOTNFW0ith5oPk58q0yxO0uxvTtR6qvAdj/TDdIF/2G5KgJS664CShVzQCOEMzYC5bki5lLFwhzBnCiksNg9NileYVtd6l6oOQ4mvc+6EcCdHpPUzIAXy6w1lOdAK7X/kyJB5kmii0ln1hrS9V0HJQ4iDUQAKwJXfcRR2USgaG6mWocEZ2cL+cU3UFy6gPyyDPPuPEOyCH/uRDMSdvxWRGOT2RvuJsqSjsJDCrIw4EyKeXKw2KHGLYyg2sdgHQLxWLN45mj9tUsYu/vdLc79k/d/ADMP3AMg+9hZfuHV5IIxWN9ubZZp36/yAVl/DIgVZhbLVSAdadI1H8i58Iqtcxk7Da2un1+SLsHxEagcQUca0XYVS48+hcLpBUzed2ciPOJoEJkRPdoPuoq+/dJS25X34KrsFvN4fS3pNDOvsd+GgE51ZIXbT2TO0mx/zznScMeaNWWZJztFgOtAOQr5hRnU3rhszFPrIuZIoaX1LPYLI4hwq3cXM2p0JBkHE+9zWlST5w4kiOTFzSgnzYA/wIkxTkG3zHQc0gwKm/8M0fJUvSqF+UvnUTBzJLvOkJw9gfqxk/AXTkuH5OTcHjsk28gSFf10q3Z7jOkyJVfBnShJPVeP36gq5pLO7EOBkJgpAxKN9JfWEGyUOzr3dyp/qL92KbHRufTIk0Mn8K0ws1gOmV1XbZs7QCNEZLqMgN3diunnyHBvhXBzB9oPRNiBANZJ9Ezlc+AgTKJB8cDm2FF/kJbvQdKs/dpZJNGueC4koWli2hb16vT68WvFdVmARJ+2/vQv4Izkd00o2Hr2K0mHIACg1kha7TvaMmipp9JhZNYrqcm4ziX5PNph9BRlcBR0tY6QxKKDWE4KcToYgNS9+Fvdt5Px2mq0CL22PZhuYZiIn24KsqOo0+rFEKyHAl+K8xdjEXaxywxJB42ZBdSP3SLRsOOn0Zi5yXQ27nch8Yv0eFz6/k6fabdtmO+7M1pMjk3e9Lh0n3YgWBnwezso7aWIZoRVWnixZoTbleSiNf3bimk/1k7edydqby7uFrgEeHMdIpiHjBVmFsshs+uqzXNljqHpMgJ2p+TaoygyiodaBzDH4suROY8caTlYKZUMck4fWDuRFkIqn0NjfRukWUbmbOyg9vpl5BamMfPgB3dFomLh1G7i2k7ShVjwwDt1qc0yFg/xcPDKuQsA0DNty40Q7vSYFCIvrYuQqtRAOU8sJByFjWdeyqwdYz9otcXIIi5sXtmUgvNYiEUa3PPJvbcbbUtUQZmJCWlfpvRw8kHQO3WJBLpO0mjQT9RE/NMcMLTs5xCIoCMnCpFfuSReYUvnUbhyEd5Gjw7JYydNOvI0/NkTgOtlbPgAGPTjiaOiewg1qhHxINSNptFy7fXLnVPth12vTtgVLSfHkeMj0FI7ykC25xl2H2tLd5zC1LfcJVNNYnHmKDgjBcw8+MHD3acOWGFmsRwy7Yam7tgIgvVtObiYYd3t1g7p57R0D7VdCQcbZbiTo0AYYe7jH8byY09D+3LwckaLLQfWLNqjebHQab6M/K1xZSOJRMWFs/3Ux6WhnAveqiR+ZyDZB3d8FBxFso6c27Hzsj01oeuN1FWu2BGk34+uuKq3s3rKMiOOOpAiqS3rRa9zoSIQkQjvlC8TeS7gOUAQtdpMdKmDSbZnBDwUgTGYp5Q0MvT98OElXWcX117Fg66z0BrexjIKi2+ikDjnX+7cITk+3RzivXAK/rFT4Fw+87EHzl6sKBwHaqwIvbEz8MvpSg2hknFlcdQ6tzDd0pV51XAUvGOTLRMACrefwNazX0FjcU2++1ob7zuAXJX528o61gLAzAP3oHBy/kC72veDFWYWyyHTXrSuCjkZ9twIkmHd7QeB9HPiwvpgNZUqcBRISYdSuF1B8dQCSnecwvz3PNDSnRkP620/EAHG/iIl5JITe5p0sXsYYeMLL8jNnguV96D9oGeTQVr8efNTCHeq0CZqREolAkU3AoQrW1DjIwi3xHyVXAeqVEgifu1F/OmOSBBJl30v00lTrD/o9X3u+AycUgG11y/tv9aJVBIxVa4LrWsI18viZRavjUyxu6lDUiN56XrLINqqNE/cffiVxbDWyXDnvtOYSap8yJScQkv9X5wmT8QMM9zttaZz/vJbyK9eggq6dEgeaw7x9hdOQcd1oa4MmqduafGe66XdF1udMKn/gYm0+Kg5RrDG0fQ+t8WNAMe+45uTSDnDPNeT4d890/eADGcvFRFVanuPyJruyahcRX5hJumsRM4FGqFcwJiLEhDBGS0CQKvnWQ/BtZdZw4eFFWaWG4qD9vrq5zXig0g6DE+ukxzwsmgvdBdPHgKN5MG1BgDjis4AdFN49VvzFYsl7QfiOxWE2UXnqeNo0m2opGg/8oPkZK5rDSw9+lRLR1T8Omnxx0CLrQOHEYKNMrypMbFnYJZh3Obkz6FGtFmBNy+1HmnByo2gZX39jDPK2q++0IzS+96Byldf7++5vR6jI7AfyTBy4/2Fggfs1JOnNqctMLyZCemKw3ZHcZaIskgn0cikuL/TiTgtxPt9T7pt77AxthBqchSoN+R75TqgnCv1hLFYVARnawO5S6+bujBxzu/YIZkvonH8FOqzN6M+LynJqH2Qd4rEW6sRNgd8p+bH9kU8NaKv56RCsFlNGx0XmvqszAVWv+SOz0DXfJTuOIW1p5+X8oDY204zEPTXpDL1rXejcHIeS48+JSnztBgdIMsaR7tql1fk4ggSUVcjBbC5AAUz3KmxlhKR/MJMz1KLYcMKM8sNw6A2Fenn9Svm+mnP7kcQZgms+KTL+RyinZpElJSCOzvVsq1+rvzilGCzfq3rw1sx9WvNv8OcJ1gO3gDqr11KHPbj2iduhLtPJuYEF5arcFVJ6uXCqNnAEDvim9quWLAG5Ur3A3q3A34cheqVHmxj69mvSPq0H5TZfqcxQfHaEusHDe7gIA8Golo98WzriYmYTd3/AWw8/ULnE3h7hOxa8LQ0a6Qwwq2/8IMA5De39ttPwb3wKvKX3kjmSLqVTh2SOfizNyWF+fWF0wgnZkVc9fseMDfT5ZolUtfvc9tSkrnjMwjrPvTmzu7vbDoinLx28p/exN/1uNGmV4o/RbhThTNSwFuferzpE2ci3P26/DtTo8mFWuH0QuIlGNNY3uj/gip+H6qp36DpmPamxqBLGtHmjhxDOpSIXCtYYWa5YWgvws+ynegUWepXzPXTnt0vWc77K088Cx3PdjNXw6Pvu32wNwLNlGAv9+u+SV2Nb/zxi/BmxhE1guZ2u50QIi0H0kiDci6csZGm8HQduBMlGXANeU/qF9+dpFQz6VVbRHLgTroA3FigdT/RtHR4doPEwXygCF4PdMWH7mciQKRBOQ+Uc1A4OS8n5k7+VtdooT8FPry/fB2bH/skRqsryL34Im5Zz558wMqBP3Mc/vxJ1OfFsLUxvZDdIbmf38Agz22zJ0k31Sw9+pRciBiRyHrAKFwbMpFCRJkzWmyaqfYRqdJbVRk31TLgW0v9YpzS7PjCAJRCtFXBW596HAxGVK4mJtMItYxrG/Q7mFwIUmv5QrkKd6IENT/VUoeWZZ1z1PVj/WCFmeWGIV2fFNV8M9Ox1XaiXXB1GwOU9cNuL/QHdrdn74X4wKKrdYnaMICcC1XMt/j29LONdl+v9NgbEMEZK0rt2F6d5COd2E50RVEiMGND2s2zLyPcrrT4FelGAHe8lOxD+YVX5Q7XyRZ85nVVMYf8iblkf+PPjtsFlo5tO7rPc+w/moL+IhN7taboYSQraZ0IS48+Nfi2j5rkhAsj9kPkVy8nfmH5KxeR21ju0iF5DPX5W6Qw//it8GeOH16HJNDzs+iH1TPPNbuix4qItqsyAcJ1AO6hoOIJFPFvru0+jqJkLFYU1/+nv8u9osZZ3/l+9peU+Z9CY3kdAMGZLImwq/ry+cY1rYM2EpgMfTK6iwDEk04e+sbOZRthCK4FCDd3UD+/tKvsYpiwwsxy3dHp6ihdnxTt1ADIfD+4blJ83i640kIr7agfrpex9vTzu9KT+3Gn77Y/cdRORzq52nfHxKzUX9/C4qfPAABU3sPEve9vcb7ePPtyMhLJKRXgjBahoygxg3RGi3DGR+TfriP/76UXehzQw3JVxE6ji7iLOzNJtTQOpGvrop0aokodUbWOS488iahSl4Jr1WWUkoGDKEljrJ55rqNrea95jmq02LkGL/MJ1F+maRBRlj6Z9iMQ485ax+n/NY6auENy6QIKyxdQWH4L3uplqCg78hiMT4tX2MIpsamYO7m7QzJO5e23i7BTF+8BNEAEi+vAsUkxYA5CcDEP8hyxVelnoL1meNPjCLYrQBjBnRyVxpiwdbxX8v3NOSBI/aZ045rXiGvH2qYrdKNzQ4pEpBkS/WOGNPykuqi98RKYGeHGjjy+1+8hrVGJoMaKchHSPmmkjc2zL0OHoRk2L/WAcdlFPxe0R4EVZpbrim6px3RBfRzRYAY843GTFdmKhRZrbjrqm1TYxhdegDM2IikC8zrx7LZ2v5391Dm0RO0i3TIoXPtBs+bCdaAbYZLmK5ycb5rUNiKA5TnKc+GNlRAApjNUITc3CT03Af+1y/0tKu6A6nAwjcVoSydp1jYAlD7wruTgmK6tayyvQ9caUKW8dFdtVxCsbkGNFPoSNRxGWPqdL8Ap5EXM7RFd8+WkmVUjl/mEHo8p5IB+a9UMqlQA+w2J6g2Q2qI+NWL3DRxCyjPukFw6L8O8ly8iv/p25w7J0jj8OWNTcfw0/PlboAulzMe24Ln7niFKrnQgchy96kfkDWgdJhGvQC78Blmv+R2qQg6eIpDjiD1OHAWP15peix+CR3JAyGZYvFlsn2IsxhkfSZovGACiSJpyfGnKcadGEW7uSCdniwUPEPsXNruOCXCMgM6a+0mp/5uuSye+YOoxEzhY3wbXgmYjRFwfBz2Q8fbVxAozy3VFt9Sj1HiZdNl6GUyANzGamHqGO1WgEeL8z34miYDFYi62YOC48NZ0Rul6Q0xNU7VkcUruoOoZ0lE7cp2k647DSMQCILUWcSej1th69iuon5hL3guOopZ6jFwhB3d0pGUA+Bs/8avNF+3Dh6vrAVxL0X5v/y0F//wSKucutIiz0h2nWgaPA0BY9aUDdKf/+XVc8REyIz/ducOuJ5GGrtQldZxzxX5grxDglgoIBxRmHISgQh4c1gYSSpxOC/a5vnRUgjy3R9Szv207lS3kly6knPO7d0gGJ29DbeZm1OdPwT9xGtH49N5S6/sd7E4AlfIm2oKmcMj6DNK/iUG0rCJE5uKP4ijyIM/XjKBcgXLd5nSKHilCxQCKOXAjNObC/S+aTAmFOzYCf3FN6uE0g3IecnOT8K9sAGEEp5iX/epWImB0IZGIS+Rc6Eo9qS8lz5Xi/tmJ5EJX1xoSqetgNdSONz0uUbmWBgr5u6RZhw8rzCzXFb1qvOKTfhxZg5IOo3CnCl2uycDqVKRt7uF7MffwvabVW4wLndGi1KeZWY/tr5Mu2o9TiSuf+9LAIi1+brRdRVSuwRkfaRbrwxT2RoH5eyoiRATtB7sEHYc6sboAdqdYdXwSy7LAGqSDL1X4mzs2hWCjDO4kRLSGDsPkyjWdho62q8k4lWBzZyBB1kK1gUa0ubfnxpguPL1Xz6pkOzC1jX2QEgDpVCrlXOPP1XsTTqmAqOZLd6i5mIg7XzutT14EyC1MQ/sNhBtBl9farSJUvSoibOm8mLau9OiQTA/yXjiFcGJWjIYLeZl0ASA3OyGdgVejYUERKOeicPMxFG4/gZ2vviZpOG7eD271cVPFHCbufb9EqwcZb2UiRmwMhfca4tRVH+5sEY3ldZDrdk+xkqT5lWkMkIunPr7XroOp+z+Awsl5XPnsF+EvGzNqI1Y5Yvhx9yaRZCZ6XUSYJhwqSUTacfNwU/WlvqlPS/saUsGDWyrixI99V+81w4xcMvYaLV9XRQN1qV5NrDCzHDkH2THTb41Xux0FGqEMwo3Tmm2RtvZW72inZiIJJFeN5oCRn5tq2a+92HO0P9eZKCHcKCPc2IEzWYIzWpRaq5wjnU0AWgxFTTF9+r2IxaQciAj+5VWQUhi9813J6zWfn7Gg9hNM+2NSBzx3ehyqkIOu+Zh58INYfvyZrucavVOHH61lzBStIFzbRngQ8xsPwqn8oNzO+95O3IGG5v47CmQiHX291Ha1WSwNEXXxdzzYKDfX0q6vzIl17J73YOOPnu+4fWrUkb/yNvLGOb9w5SK87bXsvXFc+NML8BduMYatp9GYms/skOQgAus6qJADGZsQSeEf3onUmSghNzfZ0j0dN5uo8ZFmh2KcxgeaWUAjmo//wINY/r2zYn0Rf2YjOaARtdZEmouXpHAf5u3v53vuOhJZA6Rzk02q0DQMcBT1KOgHQCRd01oDYa/aLoIqeEkdaOXchcTChuPfJnPrdlxlxpm12XS0RxuJ4E5K1iLc2gFHuqUMBEFkBJQRf6HYyvhR9ncsi9Idp1pSrACandv7KHE4TKwwsxwp+xEvWbQbs3ar8UpHts7/7Ge6Rtp2bdcxV7YKSeSMyyEKf/u9yfMH7ehMs+u5RAi2dqC3q2Lt8R13No0fv/CCGXTeNBOduPf9SY2ZbgSSJsi7Uo9GLA0PpqMTALafe6X7SaFXrZFyRBs6qmUMVLwfPYl08liONML1jeZV/wFESY7UoivWzIOuIRW9IsfU8TCD+3Fbz9oO0GLom1uYRri+LaKi/T3WjHC93GpLknRIGhG2/Ba8zS4zJKeONbsjT96G6LZ3ItioDtDdykAjxPz3fxQAsPzY04cT4SAkdhLtNabxd9IrlhC5bjM1l5Gy3PjCCyh9wzuhlIIzN4lgc0cEkh/Kd9l1mvNIlSORq0iLK3613hRuCia12IGUh1gSkTLHCm+8lETUu+GMjyDcKPf522I4k6Mt74kzkheTXwD+5ZXW9SoCNMBgOBMlRC0R4tTrOQru5GhyvMgvzGDyvjuxdubLCJY35DGx/o2bFIwI1FW/pfyh18V94eQx+Csb4HrQEnlLX0gPE1aYWY6U/YiXLOJIWPrH7c71ri/qFWlrj7ApBlDKyxVc/EN3Fbae/QrKz38N3vQ4GkvrcCZKzW7OMAIc1ZdJaHtKVhVyyOWnoGt+yxX9zAP3oLGyicqf/3VyJV/6hndi5oF7UDl3ASrnyWy7eOxOKvXm0wAAIABJREFU6mAIiBXF5p+8LBGYjNoWNTUKCiI4EyU0Flc7nzDMScKdKLWMgbry+DNy0umGObnUzy/J1f5Biyi3rc4tjnYMKvj2K7DibQz6fA0pjG6PPnQjIzIR+7qRMfRVQU5EBmUsKt0hufQm8ktvIb+22GWG5Azq8yfhz7d1SBKkMzTSoO064CmJHvW13ww2TaXLjz+z/zRyDxqLa1B5r6XbOp1Od4p5qZuq+Sk/MEkNx7WdlT//68SHD42w2XkMSiJV0kAg7wHlXIx/6L3Yfu4VGVkUF8Ij4z0iaQLRdbFDSb7HkQZIQdcbzfFtXaKhNFqQiFu/338z1SC+YN5VLpL6acUDxVkzgqUN7CriT6eD8y6icg3hRrkleq8bAdzpMZDnonFZ0teMqHW9jGQ9AHpe3McX1jSRO7CmrMPECjPLkXJYvl/pHzcHYc8oXD+RtqwIW5xS0PVGsmbXiDxdb4BZQ9fjjiAAUYgoCLH29PNdPXT6TclWzl2Af36ppTjWP7+EtaefR/mFV+UkrlMHx0jLlTLkRCPF3eaE136cVoTbfur7kiJ88SbKmKVJBG9+EgRCWK7ISdhxpD7Ob2Sf+NvQtcbeREs/tNsc7DUCdwBrU6Mj0OXsoveuL23Mapl1f+toj0qlrDbi+ZhRpKFKeXC5Bndrtf8ZkqVx1I+lRFi3DslYEJpaTjT0YJ9zEElqsOpnPok8I1T3+dlwqi5s4wsvQI0VoVwXHEWSTjffc/LcpFmoJaUIuR+RRlSuSkE8ofm7BxIxFr8OQKCch8pXX4cq5qDyXvMCDpC0tRHicUQPzJj/zm/Byue+hHA9FRkzXePe1JiIs5nxJE0XrkhntDc3mXRIhluV3jVwJAPMWesWO6GsY1Oy/813FMmIMLO+ZGpDzsXkN9+JjWdeku+i6yTR+52vvtZ2oW5SmmljWTNYnRyFzbMvy809Lu77HVU3LFhhZjkSsgrb0/PN9uP7tZco3KA/3PaDkwzUNgcMkgMulfLQW9XdJyJGUrfTSZz1EoprTz8vI4KMWaozPgI354G1DDXfePp5kzrh3SdpzYi2K3CMb1JHzMEwudpUCmy835gZ3tSYHCQdB06psMsrLTS+Svvq7rze2G9O9QDeK6e8icLq21Kcv3IRubffhFPv1CE5Av/YzWJTsXAr/IVbEJUG6HCNx3e1+LBJsXxfkxQI0BudmyVYKYAHTG8SJJWozXeTJZXpjo0kv2Ou+gh1vfndZYioDeTCSsxfeVdtp2yfTCStS3RTM9RYEU4xh2BlE978FIgIOSP64s7GTkbL4Xa1Oaw+NpdVQLBdgWfq1tJmq+1+hugnMu3I9AFyJWypwwj180tSP1pvgIyNTdJ5HUfw0vM5427xZBgHg8MI9dcuwZseaxnPpBsBwpUtePPN9GLSaAU277l8GM5oseUCvp+L+2EaUt4LK8wsV51Ohe3MDOU6+w4x7zUKN8gPN0s4xf46Me7oCBpbVXQKEWwag0MAHQRhtlCM68rSJ4VoW660k85KRqv7ftsSOIjgL67tep86vS/AvWLSurwBVgruxCigCLrWMOOUol1eaaqQk4Npt3b5tvREX8QzDY+wcEyV8mZo9mBr2HNn6R5p6ZBcvoD88ltwq9k1SHGHZH3+FPzjp1G/ycyQHDjlm1GP2PZv7QfSxNBJnJnIiPi7dCm4arPDIM8Rs/z2dGmblQW5CuTlks+D/QChluJzKJV0SXL7vjCgxouAUtBblWZtZ1z/BEghfuxI3wVdq8Mdl0YMDkIZEWdGkSWPybgw2zz7MqAlKg1ACv7jC6AwgjtearmoTB9v3YlRhE5VukyB1BqpVUx5Ei1kiM9jVPMRbVYAhyS16yhElTrCSMM7Nolocwc6jCTF6iipm6uLvU1WY1KnY3T8XsQXvE4xL+aw5Zrss+eKh1mqjhXAgZt6HzVWmFmuOt0K23MdZlYOwkG773cuLG0aoQKQNIY50MfRKFXMiVjKOLdxpLF65jnxEgojqV3ZKKP22iUg76F48ljme7H17Ffk4KlU0tEFSMu8pA4oVasSv1jGjkVarpw7pZZSRftpm5G1M19GsCL2E0yAM1Lo7JU2XmrW4xwQZK7k+y4Ed0zR9QEKOR1Eh94lOCgU+EmHZHHpAvJdOyQdRLfejsrInAixhVPNDsn4a6PMd8nUO5EnF01x9KgjroI3MWrScro1hZdeQyOUhhQ/K2rLSOqyBoCB7Bq2WCgp1Zwb2Xah1vTbSjnhp8WKSevF/n8T33q3GWwfyCuP5EREtpcPtBP/3kItImSs2GoGa9KmKu8lNanp487K577UjIbHoseR0VDF227aNZM3fbyNar5pHmn+6Ml1kxpRVfCgG2Gzs9NR0Fob7z6GNzEGIko6e6NqHVzfAmst2YK8HHOZZdxbuF6WV2lrTKq/din7GD03Cd0IWgSpcl1MfOvdKL/wKshR4m2WqmMF0FfD17U0L/NIhBkR/V0APw3gPQDuYeYXU/f9OIAfgBwNfpSZnz6KNVoOj34L2/fKIJ2Zveina3TliWehtIau+HLl7QcIR3Jwi4Wmt1EWzAiubIr9RbnaGpnwA/grG5m1cXE9VlqUJcRO4KVC7yYDQud0EgHescldB7PC7Sdai3MX1xCVq1Ce2+qVFoTwl9a6Rzv6gQBnakxEr6mLYT3AfD0CknqXgyQIwb1CIt1oaySgvDeg4/seOiSP3SI1YTfdCn/+ZrhTE9D1jOHoqXrElpuDKKmr6poCD3X3iQ9AM8XZ6XNkJF25NFoA7/RoIInpZWYaaXDelfqsTl8JM5aI015gipK0XnyRN/PAPZh54J4WI2Rdb5iuyFj0ZKQzU68bVf3WOrX4fkVAzoVbKmLywQ8lXoibZ8eh8jk45iJQ+grM2pTKPMbFx9vmfGC0pJU5CIGcC6dYkC7RQh6qmJPu6O0Koo1yopPDcjURDdGWMd12xH+NgxAcENR4Ee7oSPPCNBSRlx4XVzl5IfMYPfvQNwLIziAUTs53EVbdy1AOuvv/sKGeBnCH8aJE74Fclvx7AP84FmZEdAeAxwHcA+AmAM8AeBdz9yKCu+66i1988cVuD7EMEe2O7kCzfuIghBlwcFdHvdZ66ZEn0VjZTCJlSfcjAVOmfqzFdLIdYzHRUcCM5KBYaii86XGoiRIqL/1V90W7CvmFmeaBeI/+W5T3TDt/IRl/EqyXZdZexLuKctVoEbpaR9z9d1DENS5UzIkD/yAGnnFX4EHaLPSaZtBrPfGSU+tXo8XOaU6tkdtYTkRYfvkt5NeXQB1nSMYdkqdRP36q8wxJR3UXMlkoE6ltfz8Pq3FDEVDwZITVAdnI9fze5D3kpseT4dvpGjlnbETqw0YLYD9o6b5uaQSKhWlWWjfeZM6FNzMBjiKJQLcvyVEgz4FTKiaRIg7CpphTJObBYQQoham2odzxMbD2xuXsKGcyZUBqtnLz04gqdXAUJce7pKmJIdFGU19KipIIY5KCDMX0mPJeUhvX7bh+GBGsTtu8GuecQSGil5j5rqz7jiRixsxfA7D7SgF4CMBnmdkH8CYRvQYRaf/v1V2h5TA5yIhWJ/Za6Nn+w44PumnS9WrB+jaimp+MQ4oH5EJr7Hz1NemI6taVSNQ9qlRtQAOgYh61Nxd7jDdqWiIwiy2COzmKsbvf3dIo0DfmYN5SMxaKUeauvWGGrtRAhRy4DzuQQUh31xIosRVIhqR3E16m7ubAUCRjmSItdggDQK7THOkV1ySZtGwiyuIZkpfflA7JK28hv3q5c4fkyDj8+ZOo99MhmUazFL8PirGwUGNFMVyNT/a9agn3CBVy4KpvCsszfkODNI8o1azN8ki+O/FTje0FE5ISgtUzzyFc2Wp2bBIlF2CskMxv1fWG2NCY9J4q5JpCNSvw4TpwCnkc+8RHsPK5L5nsQazWWneTGyFovLWRCYC8XqnYUdSsPf08Np55qft3P55TqTVy89M48cMf2+XnGDdDgDUANvNCU2lflTqHx0G4jGkoWRx0MX63qNhhdf8fFsNWY3YCwJ+l/v22uW0XRPSDAH4QAG655ZbDX5nlwNir19hhk/XDbj/oAq31at70uESl4kJcwBQXu+agrjOdzRP6sJIAgGi9t2lkXHNGrrOrLqVwcl68oAaZMxk0h3YHa9tQqcaG7CcAxAwqFSQ9dkDR+PaTEocypUHlPDRWNiV9GpMVoXAPLmKm8l6rIWufkSLKeXDG4g4zSureclEd7utfM+OL3kL+ykU4fvZnFOWL8OekQ9JfOI36iVsRFa9egbM7Mw7tN5BfmEGwvg13YRoMBvsBVD4nI5NiDiKCFl+0pLcV2yXEEZu4zqqP75qYlAKsNbyJMQRrqXSrsRFxSkUUbj+RHAe8+amWcW1RzZfZqTt1aNcVy5lSXiJNYHAtAAfdRlgBudlJzDz4QZTuOPX/s/duQZId55nYl5nnnLp3V9+m54LBACRAQhBlcIeXWBKSSZiQxqtFxIZIhWKpYIRW4RdHrP3gB+vBDj3R+2I7HOEL7QitaBobXIG7XpKWBEECOdAQssBdY4QRIVJDSByQM8Bcuqdv1V1dVeea6Yc/M8+lTl26pweYAeqPGAymu+rUOVnnZH75/9//fehcmNNSNPoa7XXCcrJMRspeh+sQ7WOEJVHv8jV0zr+GrBBt+Xhw8ud0UoBS5OcapxDjHmKbEzRfL8djNdjSSefCabm9R5E9G9eNf9S847sddw2YMcbOAzhe8qv/Vin1h3d6fKXU7wH4PYBKmXd6vFm883FQrbG7HTnl+d1dW6pLdntI+j6cuYb9vcnutZ86i8HVtYzyPgAosJoL1QvAHKecC5YJsdBEMkYSYNqgCZPBWZrDmcKk3Xj8DOZ/8Rew892/mr4MVzD9nai/xaCJ1XWE03KCJgSrefl/Gy6btm7hjSp1i+nPL12EclY4eqESghbqeDrPSRNSKpJBkCO030aECiOozR4at99C5a0rqNz8GSq3r0/nIXniIfjHH0LcXgY4ZUHjnX3Ny5/iu2T6P9mx0dmjqUObY1eOLw2VfqzvbEES407BmWgREIDrkDYepwVfKQUlVVr+NZ9psmclWTTKVlKGknGutb7mEXW6FvyJ+QZEtUKghjGIuTq4x4gszxht0kz3oyJnBCzq7ms/os2IoTKMCs4gGtVh4VMhSETV6J6ZDLzhoR5ATqhz4VK6IVSjv2OleX6s5trjFasZ4AxIlO2ENN2QEBxJdwDZD/RHZJokqi59R1NWQo6K/zUuK7byhc/e9SrNUcZdA2ZKqacP8bYbAE5n/v2A/tl7Lu6nDpG7EUet+D9NTBrzYG2Lyn1li11EQpNGHDErXLjw9MfQ0WKJzHHAai6444Cv1BD3B1DdMVkqKakEdCe8JRMamJisWPF6k54Pd2kOySA8lMjpxJCKMgeZHfNUMaocVTAZln6IaHcfTAFus47YD2hsDU9vmvFTipwApISKpkANeiEHaEFkUpGdzYROUxYFqKy9heraz1BdfwuV29dHd0hygWDphDbyJgujUg9JnY0QtQqUUpB7fahx111xNSjVCClRufLVgUKpkQuZfZYb1XxG9k62y1WX9LL6AXitQqAoSTc/zBEQ9QqBt84+yW+4js1oqijWGWQCUsZ1g3sOIAQt0NpPViUSrU88RoLMSaI3WdwS5c2GJ8ep1GMSd/bBm1VwziDmSZcruL4x8rKy2SmA5g//7cfQ+fNLaedoxaU5QWnw2fMPJCcUbe+lG0IDlg1IztwvTHA7V5njFWV6vOU24m6fNqQZsLWiSfqm3AswuMeX0Hjig9Y1Ydp17ajWgnFZsZnA7J3FHwH4A8bY/wQi/z8KYLSD7n0a91uHyN2IO6n5HwbUThrz3uVrWnhxxILFQKKUCuhefAPV06v2Mw3hllrnQ6g4hnId8EWXFsNxoYAkjKhN3Xz+QbMZgNYdkoCSSLoDXPmv/jf6heaZxXs9RJu7cBZa2nz9LoVSkLu96bIlOsMGhVR2wljc6IU+6ezb1njj7accgXBtmxacugdvYU7bTjGyLprQCcqrldKSLm/VqXkhm/VIpE5gaG6NlBC1St5YPYlR2byO6k2tnH/7+oQOyVWwT/9DBA98ADu7BMrguEOvLQujk8cdYaVlNr71MuKBDwyiNHvkCrjzDcg4gewObIl76o5W8/3pUjvjHCufL5+fzLPstl1EGK/Vxps1yCAcyUdjNY+AUBgDgqP99MfIRLzqUeey/h5Y1c0BhI1vvWwlZwwZvv7EBzH4u7ehgog2TZwDQmD+F39hCDxks+XUEUrnF+/up52VBWBjzkX1AvAqdTGGWkZm5LBmslNAapLutJu2CxIBZaTchTkCpxXvQHJC7uIcZJLkO1n1bSGataHmheLxityvcfNt2Xn0TqevN8r84873qPhfk7jLM4HZCcEY+zUA/yuAFQB/whj7gVLqnFLqbxlj/xbAZQAxgH8+qSPzfoxpdgjv9YzaNDX/7BjwigcFhaTbT0nsSiHu9hF+4yUc+6efGzs+k8a8c+ESRKNqW8CHQpdmlJRggmPz+VfsubGKC7nv07UEVPZQcYK4P0gbXMYBlURCJpImTc6QdAcH7kAbKV+QSMQ7+3AXW2BC0MRvSOd3mqEbFybbU+Y8YMJUvWSGR6T1lNxWnYj2qwtwGjX4V9cAMFIQz5Kq+yFkTQu9cj4RDzqLLbKjAWw2zIAV2dVq6rwwNlKSwjxn1Pjw+t9g7uablBG7/Ra8rbWxHpLBsQc0Of9hBCcehBIekee7A6A64kQZSpXjk+4AMo5zWQ7uuWC7PQKzrZoFMUm3D+YIVM+sovrIKez+5Q+hxnEMhUg1xzgHr1epBBvGUFJi/bnvWqPp7LOWfZbddhPBmM9QfojaQ8cR96gMJv0wlQkRHJAKldVFojk0alg690lUT69i6/nvU1lTUwZEvYrlZ5605+G//RiVIDNZ6/7rb4I3qjkleRlG8K/cGCrHbnzze6SmYayKzIYqllCeA0SaAMZ45tmhkjivuFS+X98m8DcqA+yJ3PcGDM9LolZBcHOTvkvtAnBQOSELUCoOgXUdzHPgrbQPvJYcBNAcJulwVPyv+y0rNi7era7MbwP49ojf/QsA/+KdPaN3NibtEKa5ue934DZpd5MdAzCWb103k57gYApIegNsPf/9O9qVRdt7EFruQZXt5jMlFBknSDZ3gWUJXqsgut2BShIqDXBjaKyg/AhivmHJ6tG2FpEsztnaWDrpDaYDS0bqwFixTAopScCyyMW5G2FBE2WzsgtD6cuNiXYGDDHGCPByypgsnfskrn75WST71MpfzCYm+wOrL6XGZCiZ5+Ch3/0tvPlf/x9QmRIls5209F7mCCjOgDDWHpI/Q23jbXi3rqKycRM8HtMhaUDYyYcRHH8IspJpmDAgXSkt2DluYDRgNd+VJr2rOIbqScw//REAyJHUk/0BEq1G78w37TNVfeQUZXMn6KQxBlLN16VO2e2nnb6MXB7KtPWGeEljgtc82/0nmjU4rTqCW1sw1j0GiBYzJjKM4C7NpXNFoSPWv3JDG3yHdAwfUIlEMghyjTujMjHu4hz8a+sAqLEAjNkyKFdIxWR1yVS0m5Zv5cw1EPcGABjd+obblX3eXKdUMLp0XnIc4j5m4iBAxZRHd86/RlOmq5sUHHHX14nDlCWPskv/fsqKjYt7rZT5vohJO4RJN/d7oRRqJg8z2RnxQXP+2TEINzp68UQhk6H5QoxZJXoTReDKK17O6gPAcHflXg9irpGKMA6BJCLBJtqnznw/hvivslwxbVMktQGxMiCqKO2geWFKqelAmeCklu5HJN5YFAcdFZrwDpmUg7K7oUMVJtMdVFE6klXpOyoaG1dPr9L3s7Nfmn1TQQTmismGzI0qrn75WetQkP89h9jfQqO3jspbV+BeexOVjesTOySD1QcxOP4wgpMPkYekXZTLzgEHA8SayM5cB2KuDsYYqelHMXZf/gF67VZunpA+GcYrPwJrUSdd1O3RAm3I4DLNiFHpLsltdHitAjnwgdikM1Ums6igegESFmLtay+gmiurpZZd48IAr+wcaIWJkfoyHmQ+BIBwbRtJ3wfjGnDrZxDRdACn/dRZ3Prq88g5ZuhGCyhlM3dm3i2qz29883sQ7QZkzyfTcc8Bb1TBAKx84bMjS3tlawE1DskDAZVSPmmJF+Xd5PAChytLvpcyXUcVM2D2LsSkHcKkm/vdIM4fdRhuhWjV4SzSGGS5W9kxUHGisxuZRS3XgceGjl0ErlmF7eyYVx85hRtf+XbegHu+QbwcQ8a15ThmeU5wOKQfglc9m60BMASukk4P7moby888ifWvv0hZi2L3WvZ9k0qMUlEWijOrsj/9Yq9LmCarlX0f4+T/aDrPjiB4owI1CIeyG6UhJdyFVk7cEkgXk/ZTZzF4c3Qf0ER7JsEgXIcyOp0eeG8P1fW3iBOm7YtGeki6HoKlk0TOP/kwdUjOLQ2DO2A0KAMOl6VkDLxVoyziTlcLi3LIIEK4vg1noZV+tCGpZ8ZCDSLrMYhEps0CUlJ2THAwDgIRjkg3JfYAyNyrkjKSQgBK5jaEAKDCGM5ii7hSZc0RJtOL/BxoOmuVUnDmG0N2O9Ms9hZsW+oASxPsUwCcxuNn4K0uItzsWHshU043xuHjAISRvXAKpuNMiLGbaMsR7PZz/LjGEx+E3O1NBVTK5jvDJx03ZncjDluWfK9kuo4qZsDsXYhJO4RJN/f9JpZXFpPAZXFHbUuABb0fpUGTc6w99tgAhkQZq4+csv5r1ty354PXPMvL6V58g0jFvUFKKudU1ox2unAXtNzHqDKRlFBBhMbjZ7D6pXO0GMUxiXNalwCWdgtOsjCy3n2kvj72szPBHEGG8Z19+jxNBgdjlK1TCqJegdTirUehQaZ6wXR+lkJQ9SwI7X0t/RDx7j5UlCC63aFS0TiHhGIYzKQAFvqovv0Wqq++ZWUq3L3t8nN2XYTtVVLOP/UBxI8+jkFtIa9yrlQKXg0AkAWgDWhbHa1aD+T11KbNUCYSyc4+EsFSEWOpta2koiyvHjNLUmfQ+m7a79AhHT4D7JQB80pBNHUmrrOfB2HZkLqeZ0q9DIDjkAWRfmYB5J65xBU5SgBzBVi9gsoK8b2G5sDVNqQfWo6nqwFO7/I1SO1gwTSoUzqT6C2nzzyyvzNjyzngCDhzjakAztIzn85lxMqA3CgAMWqzbWRGRs1ztiuzwI8Lrq6NbLYoRtl8Z/ikIrNOvBO6Xe+EePj7IWbA7F2KcTuESTf3uyWWd1heW9n7JoHL7BiIZo0yVaByVK7byPjpgaF3+dpQti0ZBFYUkTGWIwzf+Mq3cxOa22pAVryc3ZKKE51F0gR1Yx5uhFf3emDjFlhOi97Wi6/Cv3KDQFRCnoOckyaXt7qIYGsX8iBaZtq3j1dcJOOAWdbkGJnFO/s7zZ2L+z6MDltpHKRhgE2RxTKhgXWyPyBtqJKIbpUDqfQYICAUhqjcfhvVW1dRXb+GysZ1uJ2N0R2SS8cRn3kE4umnUPm1XwX76Eex+fsv5Oxb1K2tNDNpys6Zcx9ZtmRcN4MgBT0c1NhxENyrFBBTN6rxmBTNGpRStmuVaWeGZLenwXbme9K8O3ehRUruUoLXPMx/5qPpxmShlc9yFYCjygBK25yB/DObfZ4tJUApeCeWhjLUxTnEZH2yuoY2w6zHLmcYL6msa575yvElBBs7UH5Ez7ojwKouKisLU1vu3ElJbdR7U2X/zNAWNtH+lRtw7qDsWDaXciMj8g4DpFlZ8mhiBszuwZh0c78bu5LD8tp6l69h/bnztmU96Q6w/tx5iFbNcr4seIpi8IprJ9ucns7qou3KhOdoVXpQqaHdhEoSez4GuMb9INe6rzjLnXOwtgUVJkTcdwREkzrazKSZ5a3QAUALBCSchRaS7oBIupzDWZqjayiCJN00sHP+NbiLLWoGiGLwROZ2xFe//OzBGjETSQtzGSjLdIKKVh1Jt09dop19sIpLvBtr0kwrsGjWRoIiG9NKeByYr6ZIoWASIb4YSQJv8yap5msQNr5DclEr5z8E/+RDiB58BA//j/8lvMLris+X0cMSc3Uyhh+XtdMZNCaEzURCCDCH0xh39nFo08c4Aau4VuxThpHtWo229+CttBEJrsEXAXdWr0L2fES7+/COLcDhDZKZ+PxnhjItiTFSN3ZXuuRJ16WvTXC4802ScbA+ivrL3u3B0aR4UatAxjEQxtaFIpuhLs4hxXNRUqXd14KXyM5Qw4wBL1aodd6bOCf2Ll8jPtztjuXeucfadtN2WBBR9l5T4hy3ib7TCkjZRp07IndvvJMAaVaWvPOYAbN7NMbd3O/GruSwvLbN51+B7AeW/6GkguoHVNrgHFG3R2U9Hcxzc+CpqKez8a2XwepVxJ0e8UpAXXzZskr7qbO49a/+jLIVhZBxbEsv0o9sx5kKY8oYMAZeJXCY460UeGFm4WEhgwwixKMmUV3OgJRjmznig2TLGLQn5SjvS7om0arDadXBXceSxplSaP/KJ9B7/U1q7xccvFWnMpFSeQHS4bXw4DENSKu6iCdlxKSEu7OuM2FvobLxNrzNW2M6JFuWnO8ffwj+iYcha3kPSVEvt5gqPl/O8hzkvk8ZKX+832jOyN2W3pW1synyIQ8arOoiCUIC0UqBeQ6aTzyCU+coK3T1y8/CO7aQ8yGOXQG51x+y6Spmc5xWHVGwm2YFNRDjzSoqKwsW/BjzbJthM36JiUS83UXSCIEghkoSeKuL1n6omKHOPgdFcBJnBZBLuHlMCCSDwIKXaedEs1GUvYzPZyIRre1g/bnzWP3i00c6j06ziR5VAWEVtzS7OO1nrPyTX3pXANL9rhhwL8QMmN2ncbd2JaMequzEKf3QLvTxdjeT4RoOY+LNeJrFUZKyI8d/+1ex/vUXYfzgnFadduIjAF8WHBqI35ZeAAAgAElEQVTQxECTuFAKSXeAaHOX+EgjdL3UILLdUaJRTbWRLOhSFhxKU7oqHkspavFPJFhdLyajwAcnPhe8Yb+7bDPH1KiHsXTxtz/TfzmCvO8YA696qRhp1YNX9UgtfhBg6dwnsXTuk7nv2tGlJ5VI24F3YCTGGXjFhYq0evqoMl8x+gWwoxTE3jZqt36Gyvo1VG9fh7d5Y2yHZHj8QfhLp+CfOAN/9WEkcwulr819TJyMvHdHimxu7uZfmOGyAYDyQyvoCykh2k2oiKRUhkq7B80sCk5duOY4nEElEjvfuQiAhI5HZU+8h44PlfSKr+VVjxpA+kGO72S0t7Lgx7+6lssOAoBipAen9n3AFZRV7vu49bUXwKsulB+Bz9VzJTvzHJR7NJqxLQyS2SjFSS7zNM2c2LlwibKClquJNBMepHy5owIW0wDGMmAV7faAOEGkdsAcBzJTESiey93cqB8UZL0XFAPuhZgBs1nYGPdQmYlTSZV2hzGSqigq6Gcf5JSPk80UUCqh8fgZ8FoFzuJcboc/Ko2fBYe2xZ4zqDBC3NETuSMQb+4VOg71R0oFFVMZweiWcdchja9MJPsDS/Af2Uln7E7CGCONyA3PCEmOhGushZBI/PS/+T2duSv/mKEwlks8M546M6OUgrs0B2eugaTnazV8Kmk5usNs3EK29eKr2PnOxRRUHSQ4w4n/7Bl0LlyiLthpbZ+UAu/torZ2zXZHVjZvjO6QdFyEyycRHDuNweqDCB58FHj0UcSbe9qCRgOFOJl4DTKRQ4vG1ouv5jS/jACtkXMBAP/aeh6smzXeEVBJgmS3Ry5R7SakBsOyN4BVjjfZ1+LpcTbM9TKhOYJIklS+wkiwKIWd71xE9fTqgWgOZa/l1Qrmf+mJkbY65p65+uVnSag3+9yac+KMRGL9ELGmEqgwodL7dhfJThfMc+G06kiiCAjjfFe0FloeycXThuMAkPR8XP3ys1ODkWh7z763mLxUUiJY2zpyYFEGGIvzZOsTj9kxZ9ZKC4AeU7XvA83qyApF2UZimmzbuDgMyHovKAbcCzEDZu+BOKrU8biHyrZ171HXlNIkcaGNvc1Os/ggAyBApFLzXwDgC00AB2tkyL7W8HUos5POsO5cA9FOYVHPYjTOrQVLvNcjdW2utYvMwp5RgzcWQSpJwQpzhf3csQR3PUZ8oQnG+ZC1EDiDDOOJAIIZSY4gos9NkmHOjQIQSyT9AM2zH8LuX/6QXqPlE6LtPYhGDW1tYVOM3uVr8K/coAV6GnmL3AlSQ8TGN783nqfGGVivi9raW6isXbUgzO2Wa18pLhAuriI4dhr+sQfhn3gY4fJJkmvQxwMAV6YLNaQiM+isevuoCGPEA98uGgaYms5HAEQ4Z4AMY+x85yIa/+BRsIqbAjPzEZxBeQIIMSwZwVkqoGtMtoug3+iV1SpICg0a5FMIMl3X92SO/6Wve+NbL2Pl85+x/LHsfABgxEJd/lr/Sl6apDjHsIqbZlZt1lBfj9Yii7t96gIF8oKpijJi0SZl08VcnZ5n3RUNKeEtt0lUepT2m1KUnU2SAwEod3GOuKHZLm8dRv+sOAfG3T7Wv/4i2U4dQTaqDPB0L75hOac3vvJtypSZ+1xXGUy2/zDHPwy4PAzIei8oBtwLMQNm93BMA7iOMnU87qEyk/ja116g+UyTmY2hsikPFh9k3qxC7vXzfGfGgFhi68VXEfeo/AjB4WiQN2qHX33kVCqW6QjKIpgmAAmgQpNornOw0EnYfvpjukV9PT1WBjCmxtGmm1FrL5mFUtBilOtuHBOMMaz++lMAUCgBKdthNylUEJG/pVFhHxNOq06LqmDUAZg5b96s2nvC3Fvh2jaSQGuXOYI8/4qgY+IJKsAVeVCmFBD6qN5+m4j56xqEjeuQbK8QOf/YgwhOnIG/8iDgFan5mdDWUvFuLzWANued7UocF/3QLhq7L/8g7brN3kMGRCmF3l//BAu/8gns/n+XbRctcwRYo0KeiY2qFUXOSrsYBwtj6WWkTnirRpIY3T75PypFx9rrA2AE+BRIdsUM25BAMSyA61y4hFP//NeGsidlDTiGT1XK48zMJ+vPnafyeM2zP5ODkGQ3EqmHWsGI0ZrssNUflMqOgULGrUK7GRhl/mJX9E9/9/fT5hzOrDsD4xzuSjuneTdtZsbyT7PfrT4XVnEpyZ1xL5B+SA1HABy9MbzTDNokwBNt79H8ZhwfAAJn8XSd91nfz3h3134Pm8+/cqBzPgzIercUA95rMQNm90gUQdi4Dqbsw3WUqeNJD1Xj8TOoPnQ8JyWQfU3pgyxEPmPlCjjzTcgoRuf8a3AWW1Ty6Q4Q73ThrS5iWZNWzZgMrq0Nmx7rrA5vVCCjhACarxeLjOiq0W3K2vtsvfgqdr77V+XSD1JanSTj3ecdb2tdKEnzpNC6UNt7Ew3Hec3LlYF++ru/T6T9aUBPRqIBZhyVzINNI7yrzzna6CDc5sMisSZTh3TxVXGCpO+nC6XUVkH6uqcOzqB2u/C2blJJcv0tVDZuwNtZH90h2VpEsHKKsmHHz8A/fgaq2hg67sTzkBIqZgUArsjWJoqnkviIu33qih2E+RJxNlQ6RjvfuQhvdRGN//TxXMkvTLYtr8+aXmffqxdZ0azl1ODdlTaqn/p5e6zKygKqn/oIeq+/iWijo4n40CBO5U3C9aFFqzZy0cw14GjOpIpi3Pq/XsCJf/arE+eTeGcfEiT+an5mrkNBId7YpYyeI6AYQ9LT/EeRBbgaZDAOVuHwVtrE0yyA9Ow1VI4vWW/XuNune1pwuMvtnOZd2XvHhfBcJEbjTQdvN7D660/ZTLq5xlgbpzNHgDF2oPl1Gr5u2bm7i3NkJ7U/oL2G/t5Mtn9SRNt7qe8n0qaraH1nLB+4GIcBWTMds6OJGTC7B6Jsl9o5/xp4o5qKR46YEA5Lyi+LaR6qca8pTmrJIEDS0eVMR9DmXirIMCJbIwDxbg9Oqw5ndYE0yxrVnK5RvN8fBmWZkINASxOYH+QnehUnVrPJEN5HgjIgLT/WqoBgkL2gVJ0cnEE0auDNKuKdLpSvO0Cz3Zu6jJj7HsznTiPimjkOAwgAoQCaCuUsBTkMynRWRQWRXSyY4DTxc57qQ5njTtIqUwnc7TXUbuly5O3r8DZvgsflempxvYVgmUBYcPIhBKcfQezUcvykXBzEB5Rz3VjC7HhDIe/EMAmcRUmqeC8VkdjHBWMINzuQmfITQKVCo6U19HnmuxQc7uJcOVH9XP6fS+c+aY+b3QxFjKX8PcYgWjU4c6SYX7ZomgYcC+Az113c7JWBhjLOIXMdyEGAh373t3LzF3MdxPtaqFmX/FmjQhk2PSaiWSOVe73pCDc6tvEnu/C3nzqL2994icSdjVVSQiDNadVzFmuGt8kUjdeocmPnwiXwmmdBJgDrd2leX5zfwJgF3ObaJwHAafi6owBP+6mzWH/uPP080+jR/uWPTzWfD/l+0pGgOD/Qhv0wIGumY3Y0MQNm90CU7VKVnM6Ad1pS/jQxzUM16TXZB5nAl9KcLNhSnAFlAKDCCNHmLpgrwE0WKjMmCCbwnSTIWmZUaC0vY/fUuXApA44wMnMlBwGcdhPzT3/EZjL4fB2q5yPe6VoyuFk8t158lUqjmYkUwJD8B2UQo7GfnQ4OHYc3MhIME0HTmJ8p4Nbv/zHAabEY0lwzEgnZRTiO4OxtZTJh1+Ft3RrfIbl0Ev6xBxCsnoF/QtsXcQ4IjsZHHwGurgHbeyOv3/qiTtJNsyR6lQd5TP8nI4cwMUx5WU1+veEgZnW0ACq1D356s/Q9KlNSDta2xoKHYoRr20jCyLo1OK06mNtC0tmHuzwPlUgE69sWhJZvyDKgLHPvFa/BXZwbEmq1TQvZo43xssyWJM2GLVzfhhyEBNKCKK8vGESIwj3yA9VG2wDNNbypjcmltPQJKokqqETmeZtg4O3G2HLjpGxVcX7jFRfwnAMr6E/D1x0HeJgu80JRNlhUK6ieXh37mSaGfD+1/Ikz3zwQ1+uwIGumY3bnMQNm90CUThaOkyfMonxCmIaUf5CHZJqHatRrig8ylAKvVyH9gLgoZYkvZa4tsb6SQPmYjAoiRY/8LZUF9vpY+9oLUx0PAJX+tvaw82evAq5A4z/6IIKra2Dtpp1Ms96exuTYqJWPkv/wji8i3OjQYjNOsZ/r8knN0wudm3aPGkJ4GcdtYhaOri1XDrPXHEP091KtsNukFeYMxnRILp3ImHmfQbSwCjhu/oV6UXeX5iB3e1j5/Gdy46SSJBVtNX6mhls14nJ4zaMSeD+gsbQgQpehp7VusheTKX+OCWPJxBwB5joI17ctqV4OAjKWL8p/ZM+7WYXTrB9IoFn6oS1lIZGIdroQzRrc1QUwMNrYCAHebgIlnabuiibSF/xZmSuGNnsWXBrdwTgBlAQT3qG8fbNzRe/yNWw9/32Et7aGL1R3rx7/rX+UGw8VRHCPtXNd20b2xZSD/atrYEJQE4GpHowoN05Tniue8+1vvJQDvqJaGdlEY2Iavu4owDMqqzftXN54fLLv57QxA1nvTsyA2T0QZZMFq7lQPTkxjTwNKT8bd1v8L/sgX/vv/wDReseSfItdaMOlKgVdtLNjcsehlC5TsZSflX7cdBEl6L329+CNCtwFmsBNt9bas39qr8NZmQcTAt6J0fIfBkg78w1EnX3tAapspx7jHM7yHM78zm/acogMI2qhZyCXgXZz2Gz6oJHE4H5fq+brTNjmzfEdkguriB58GIP5E/CPn0G4cgqKO6NLkoDmwDEwh+cWJuMbygSHjBMkpnGApzt8Mdcg5wUwAm9608EcB6LdxPIzT9qxtPpPm7tw5prlgr8mUyQE/X+ZVpYQgEzgrrRJtNgPqctXZ9Fst66UCNdIFDfe61G5ynwnjDZWdFjDESTen9tKeVrTLLadC5eoGWDfz3VAJj0fx37jP0HnwiW4y/Nj7XyWnvk0lQSz8iWcQcw1LCgx80JWn8zaflVrEPUqRKN6KG9fE43Hz9jubft9AOlzKNWBgFRWuoPXKlNJ7hymPKcUzUuKMfp7CimZafi6d7OzcRrfz1ncuzEDZvdAlOoJOU6ujDYORE0i5Zt4p8X/mF4JKS0vAK5oB27Akeatm1KUs9CCDMLcmKDijC5nckNsnZAdyZamxhpbll6EXThkLwC0bqn0QyrJmkUXTINQ2OYAE/F+Hwhjq7dkNIvkIKDyTrMKJgRkd0AdaBnfz1FllWR/kO8cHHv9MVjok4fk+ltWsNXd3RzfIbl8EsEKkfODYw9AeTV4p1YQbu+BJdIaZlPpHIBUEO0GkY5NA4XmNolmbWhh8t9+LNUMcwTJgCgFJThErWq9QJ35ZmnGxIzP5vOvIFonQMkcgbjbKwfdlkSt75lCOVmZRgtOi5nhbOaykFqnC4zT+YKumzGSu1BxkjZsaDsu5gjiQzmjRYZHRbS9B6dZh3Sc1PNVCDBPoPH4sHp/2XEbj5/BsX/6OcpWrW9Tdq1Vs5171UdO2XmBxoVcIIy9khnvB3/ni6XneBCwc1DZhIMq54+2d0vH4iDluc6FSxD1CmUjdUzb/TnNmJRtlI+is3HG9bq/YwbM7oEY+xCdm/h2ANNNBEXeg8yU+KoPHT/yB1cGIal/mwXFEVTq6flE2JdKrwEK7kIrl2rPjklZV6Z3YgmNJz6IvVd+hMQPgCn9so1WmTW9nlad3lyTabDIlCFTsU8ternXg4KiktV+H7I7gGjVSzWLrG/f+g4BuoVWzvezWFYx3zFvVMt9MuMILApR2bqJ6vrbZF20cXN8h+TcIsLlk0g+/HNwnzmH9Te2EbMKAc7C2ESbu0CS6OyssNkykhDh8Jbm0f71pzKaZgTEVZyQ7ZXguPrlZ8EqLuS+T+NSl9rwGpZHJ+pVLD3z6aGGEmB4kVJhbM2vo50u0A9GfHkKzmLLloKLmTrGGVjFI+HT/QE1RzBG96pWtU/N4HXTBCdvSk87LVDWTOuqZQ3kAwUVRghubOY4ccb+a9RzZxZp4z8JpGT17O9zDTd6w5DlsZk/RbcHwwFTcaJdMBTA6LqS/QEBswmg4CAgwF2cozGSw8+dszJ/qGObuW+SvVv2mNPOc4fNXk1z3qM2yq1PPIbuxTfuuLNxVoa8f2MGzO6RuNOHaJqJIDvJJIMgV+K70+zZuJ2ft9K2r5NhRIDFD6B29mluZkC0tQcmOJpnP5S7pmyHZjYtL8MI4UaHOrbKuvfKyPUZXSmAABVrVEgiYlQHYBGYbO8Nle5UHA+9TvYCxAkt5sazEhguYdnyzrIcW44y45Hn8CVgQQCvcxvVtWu2O9LbvjW2QzJcOolgheyLgpMfQFxvAY6LhV/+OLYvvoGk1SZwUxwSk1HJiq+a7BFUrnkDjIHP12mhTCRl0TiD4oDTrCO63dG2WkCy7+eJ/opkCvy315H0/JRD1aqBa3Nts0gVNxuTiPsyjDH/i7+QZqJPLIKBQQZhTmD1luYjKiB/bwiOyjFKmxoJFcP1yxp3G507GcdQgwxQzFh/AQB4eZNOVmdO+kSad5r1oUU6uyGTcaK7oBU5CJQ802XzzO3nzlPJWDdoQN+3SilLrp8ECqadv9pPnUW4vpMvqwJAxcXyM09OfP+ozwY+cyB7t7I46uzVpDEZ1SDgX7lRKhI8A1nvn5gBs/dQTJoIcil/bajMGADHyZmAH3QCOOjOr3n2Q+hefAOqXoGyAICyDDvfuYj9169g+ZknLSgrI9TH3T56l/5el53EMDjiJRIJBaChlCKrk1GWSmWhz7Voaj4UcQLZo8yDU6/mflXccU+1Kw9DwPfRiHfRqGwh+tuXEb/y7+Ft3JzYIRmsnERw7EH4x88gnluCchyAcer+jWOr8dZ7/c3UlaAYnJEmXLHhwGRYGIPsDuAsz6ULDhzSFRa6TCkV5L4P6Tg2o5R0B8MDyBhkP8DO+dcgGlUCdFGMZLsLtdDE6q8/NVLeYZLor+z72H35B2SvdEWXChfnrNG2vdyqa8VNwagsrwAgjJEMAspgNWtkPi+Id2QoCCu/8Tl779762gvl9yKgM4nD3Z3Z50nMNwDBkfR8xIlE5fjSkEVSzr9SMLjzLXK0wHRlN+M7C8asUr/hPpqs2lGBgmxZNdroAKBMmXneizEt/aLx+MHs3ab9nKPKXpXFtE0Ts3j/xQyYvY8iu7s2C5hSoI4dTJ7ERjUOHHTnZ6UwEgkIQRjHeBty8rrc+NbL8N/Wk2IQ2cUt2unCXWiRDpKC7vYcXvS45wBVj1wHRmRRrKVMkqQ2OaOIvdaEXWeH6hWSsCi1i8n8rbs7DUuOuQK8Xs1lEVnFpQyS7qASVRdcJaiqAPjX/xp47TXgb/4G+OEPgdu3AQCu/mNCOh51SGofSf/4GUTtY1CuS/y+4uVoFfdslmjnOxfHZg5Hctr0uCkZI+nsI+n24cw3Ee/uwmgppV2zjEqExuvUKPRnFOzJ5V4BUotkmkyplFDdPAg1mw2pBTkny4koyEFI3bZ1D6JagX9tHbe++jy81UUL0Iy4qUqozKoA27AS7+xDKQXuCPB6hUqfez3Ln8waYUNKKoUmw5w2xlMHgOxzV3yenFaduHZaEb8YhyHB50KXZ3P2SsDUe5WDxkFAx0EEtO8ku3UU2auDNlbNVPJnMSpmwOx9FNnddbzdhWKAO9+0u+txk8K4natRmo53eymXrFFFsLZVOlEZwjKRx1m64CvoyiplEXZf/gFEq65J1US6ZtBq3GP8HJkjUDm1QhZO37k44kXQXB/zb058N71QGs4UAPpsUIcalXhAnn5DmZ7hHxVDRQmSvR6qn/p5Gtcf/ARqawd8e5M4Ydq6yNu6BXdvu/wYwkG0fALRyQfhr56Gv3gKwfwxSMcFXG8qYdbVL53Lc9xulX9W+qFTrNKcUWZTk93N9wsgM840xk67Sdkme/zM5xQ/KpGUYdP6YdlF2YhxWmX7Sd9B9nf9EMkgJOCqRWPNPW02MYm2RiIePwOve5D9gLJ3Wri4enoVG996mUCR69hnQ5mmBmOtkx1D04igxyr73B2W13TYhb5yfCnVLotia2/FXPeuNwhNioOMxZ2ozt9p9uowjVUzlfxZjIoZMHufRZG3Be1Bl+wPkPR8JH2/VPxy3M6VVVzEazt24VGJJGK64KmUQJnytc2aGNJX2sXGXAcyiOAsOhnDctDCO0Fris/VLcnedsoV/TO1JMPQvx3Do5JAki+NGa++9DhaN8sVZPPSG4wHMHEElsTgcQj1//wh8B/+FPzbf4ZT16/C2V4f2SEZr5wAe+IJOL/0KeDjH8fbF/4erN0mEKa9PR1FliusUdEEaJZ2DZaELRM/d75c0+wwoUD3k85i2oykLf3CSlQke33AFXAaDQJoBiSPGj6dfWSOGOo4dFp1hEFI3ZGeO14fruS4xjkgKxpLmSmSoYGSgONAVFyyG9IZJiNcvP/6lVLj60SLAis9Lrlr0xsQ0aiO7TK0pzkFwDrsQm+V5mX+/hat2h1RHI4iDjIWd9KJeKfZq8NY4806J2cxKmbA7H0czHO0zx1Nxkb8MtjYwdrXXgCvevCOL6L91NnJO9cyQKLUWOVrVnWJ42UPCABE3o1udwClEN3uQMzV4bSbuTZ4Et0svy7D6ZJhBMYZnKU5cN1Kb7WmHEGyEz0fvOpSZg4MyX5fe/2x4UsqZKKMNpcKIgJlmetGEoMnMVgUwtu6SZmwrVtEzs90SNaQj3hhGeHKA/DbxxA/8mFEZx5F4lURhxJOZQ7yr25DOjXIXgAW9jOWLRx8vg7OOdCsQvWCsYkj8oYMIMdkHg8chEDAGLDy+VTGQnEO3qjmOuZIPJmBL3pYOPeJ1BcyTgCHD4EE+z4phxZLGYTwji3YEl5wczN97xRemebczYYgqwKflaEJNzrEwVL03RvQEm/swl1dSM/HGF8byZAioHc4uOuAOQLeSntkl+FBAdakhd5kR+ONXQAkPLv0zKcBAIwxyFyd9eA8rbsRBx2Lw3Kz7jR7dSfdmzMgNotizIDZPRR3W/w1+zkm7e6uLiC8tQ1ICdkdIOoFRAbmHEkY2UwXq7g5bzog3VGSKCWGgVIRyGRKA0bDiuQrdFlHCKDiUFkKCrxZg+z5iHf2IdoNOPMNqETmlOOHeGGFBYXpLj4ZRuBVD1yDFl5xaVH8jfzC1blwCYM3b2pwNZ5IzlyHeGZJAh6HYHEEd2tdK+bfRGXrJrytMR2SjTmEyycRLJ1A8vCjCD/wIcReA9HuAEo4YFUPok7QTXb3EW52IFp1um6p8sMtJdQgROuzH0Xv9TcRdsdnweLd3nSAxYQxdc9mOMtCSjjHF3KZ2a3nv49wbUtn1ACqkxFXr+g5aXwhyeVguCkAwNBiWcx2WI9DReczqbxp1f6lRHhrK6d/leNlRrE9b+OdyFzHHqNofA2HFTT0AN6oYfWLT499ru8kkzJqobfZUVPyhUK4vo3b33gJolmzSvPhRseW6xOdSS2T37hbUTYHvhMdineavZrxxWZxlDEDZvdIvJPir9m0O5kJ68VDqtTQWpeOTFZA+iEJoEoJ5jhgNRfccciX7f/8k6mIwlmV8e7FN0hGYnGOOu765AsabXRynWWy4iHa3Yfc68PLaK3Nf+ajxB8zcg06c8Qb1SGRybknU3mEysrCEBi78ZVvW1kC5YnRwCObCYsjOGtXUbl9nQDYJv0Z2yGpQViwfArB8TOIW4tQjgMlXMB1SLF+p2stjVQQIQ60ryYjmyEr3loMnRnyr9yAaFTBW7XxMiAHAWWAzmBNIRanFJpPPJJ/axjR+QvzPSlAqFLPSSsszBlgDNu1MwITAs7y3NDzUMx2sKreRNQ8KD+cXk5Fv25Y/yrlZYKRYr7RFFNRDHelTc9IwfiagUFxYY2klZQQ9cpUZcGjzqR0LlyiEi9jtnQLpZD4AeQgsBk/p1UnLTh9bcQDHC2/cZQxag5c+fxnSpsejjruZMxnfLFZHGXMgNk9EofhKBw2cnpmo/hFUlJJCSB9pJ19WlglCWWqMAJfbGHjm98bu8iXTVRl1woAolGFDOq5zjJe9eBVFiAHQW5yNubhRjmeeQ4UY4BgObsi5rk5QVcTvcvXcPvfXaDryoYpDRZAmOjvobL+NpUlN29O5yG5fArh8gkExx5E1F6BdFwoxwVEyWOnjZiZEFBI8mAimxUcNdaSCPKmdKIGkc7uTKu8e4fBSfmeVz34V25YYWTzXTPXoUyMeb0m9JeVD4HPpCr1Tl6/rEzrqpjtcOo1xJxDFr/bXGhkVuyUdMkkvKg1V9TTM/IYKpFY1r6JRYcGaaVYUFoqzcbdzpZH23t50VuA/l9nx03Gj1c9uAstRLv7lB11+IHlNw4b7+QceNQx44vN4ihjBszukTgoR+FOJvJs2l3FyQjfSgBSUfapYzwrme4yIzmDeLubS92XRdLtE5dmdXGoK7PsWg9SElg690kL0MyYTCMyaYyJrchlAYRxv2+9IyubN+FtTfCQXFxFsHzSCreGSyeg3AqU40KJjJck53kh1ZLx5u0aZLefZi6nDdM/UXHhNLQCPefD3YBHFZnjMl0WBki42L+6Zu2nwrVtiPkGZWK2C0BW6UaR/QFEvWrNwF2tKwakYAeCgwuBjW9+D50LqcRH8RkAgI1vvQzhag01E0Njn204ScfHdAiXPXuTFt+iDpnKND8opeC26qX38mGy5YeRZki6g7wkhrYTc5bnocLYisnGez1LMRD6GTJxN/lmR+ER+W7Ge5Uv9k5RbGaRxgyY3SNxEEBSNpHf/sZLxJ8KookPTy7tLgRxyspqkYwTv0RKa1kD5Nf5SX6NzKNONiOdUXat0g8R7e6DKVrk5YD8Mg9aEmg8foZ4ag6pscfdPhxonbBMk0LnO/8BamcHIgjIQ1KXIU1JcpKHZLh0EuGxU/BXTiFYPAFVqywRhvEAACAASURBVENxhwy9OR96X+NjH0Lv9TenAkhJEbwcJLQQavups/CvrlFTB2dAcgBgxhk5IrjCfg+l4C7zb8O3kn5os37mvpR+aL1DmWBWtsyGVEh2e0j8EG6SlJawbAdx4X5XSpGPYeY93HPzTgCZ8zVq/PaaQLxGpZL0esxfYzr/pilDZj08Fedw5pu2Y7X91NncYicHAZjnknOAsfyKYqx//UUra5KNw0ozrD93Hqof6O+ASsSiUbNZyK3nv5+6LLSbSLp9JJ0eGGP50u1d4k3NeFr3XrzT/sqzoJgBs3skDsJRKKb8lVRIegNIP4R7rD3x4cnu/JO+D+VrgrQQumymjZrjJF1IpYIC8YGyi3JePLQQgpOyu5SQ+wkG19YQfuMlzD35EaumrXQJD2Dg7Ya1gmFCEPdlih2aWeSCtS3SF9P+hogTxBvbEFUHlfk68NOfAj/+MWp/9G8wd/Mt3SF5e7SHZGuRSpFLJ4kftvIAkloDyvMAtwLFOZVf/RCIEipxcQCRtPIPjbMfwokv/Qq2Vl5F5/xrh9PsnJRpA2wWxKipt5/+GHbOvzb5fbnPYdYFwL9yA4M3b1C1T3tdjgoVJ1BKUfkLDGKuTh6TngvW0J2vFZdAvHEByJ63AhAlUIkE99hQCausxBXtdMHArLm0eQ+VPx2r2J/VR6OmUQ53tY2k24cchGkGKfO6cTZE02YPsuXPojclgPxi19kHgog4Xz2fyvicQwZR6XN8WGmG1S8+nenKZHCPLeQcDzoXLsFdnrfH5Zwj2t5DstcHr3p3nTc142nde3E/l5fv55gBs3skDsJRKKb8Y12SU1GMcE3zcqrexIk6W3rJ2h6JJhkkG7sZKEV8Eymtt2UOYZRJEhil/AwwYApIegP0Xn/Tdlr5V9fAhICYq9tdOUB8swd/54u5Q5YtioBe5DgD+j643weLYzAVw93dgnf7OiqbN9FAD/jv/gug38diyXhYD8nlDAhrzEEJB8rzUP/4z4Hd2obU3YXMEXDnCRQkg4A6XFfaUFClWculc59E9fQqbv3LPy79PsbGUJqpEBpQKQWAMZttOvHbv2rHeJJVkbs8bwn23YtvEC+sUYXa9ye+V4UR5IBbYdK4s0/lyWYNTrOO0I9S+QhmjMB1BlYpK0RrTLOBfAmrrMSFRBKnMBMyJm5e1mKouIlgFQ/LzzxJQN6IqsZKm5IrklcZYUN0mOxBWYbtxle+nV/stNZe0h3QxocRtYC5zpBd06jxOApphuJxedWDs9BCstubepN0JzHjad17cb+Xl+/XmAGzeyjGtbpnJyte8XLt+Tm1bm1dlHT7CKfMljQeP4PVL53LGYVHtzsAFNz5FgAQP8gIrxogpsEXYwyK64UwC9ByUgHM/ok2Oge2kckuijKM4L/xM6z/6Cck2OpxVFUA9saPqRy5Qcr5kzskTxJJf+UU4rlFKOGmXZLZkqTg6P3tVbjzDYiFFpJOT4vohtoBgLJ9KqGsz8oXPjs6U+loyYmDxKQ0W6abVimGZK+PzedfwZnf+U00Hj+DrRdfJQuiMRFt70E0auDNqgUNnuciAqNrLJYyjcq+Q2XLlS98lnwhlQIYg4rJyggVh3xDuVHlV1Ra5QxQRKJnroCSKi/mmylhlZW4CLxIBLe2wBxN2O8OrPgrAzRw0+ctOJzluZwn48a3Xgab93LZmWKTSDY2n38FyV4/tc5q1kqBEzD8zFYfOWU7g5O9Pnlg6jACylAqY5pOkhxlz8LdKvmVHZcJjupDx9+RrkjgvcvTul9jVl5+d2IGzO5SHBVhsmyXnvQDC2SY66TEfabBhAZAkzId2SjuVqGoRd4Qf93FFqK9HhAnqD18Any+gd7rb2rNM2YXyvTzCx2BFnjlsxwTH3ylAN/H7p/8vxD9PaDXB7+9QWXIaTokXQ/xyQfhfe4/RnDsAWxe7yHyWlCOBykcKMej8tq4SCT5dG50qHOtUYXyQ8j9AZjj5LJ9Moyw+fwrI7977jqQyWhx3ANFMVPJmbYtIheA3uVrAEAZMGMYPyqkQhJGSLYjMIWceTcy8gokt5A6JQjtt9m5cAmiUSUfTH0uSiqgH9JxmACMeXmivTBdbn1ao+09zfdSQyWsYokr2afyuEnfqjjR9yzgLLbAGENsugr1ubhLc1AZMd2DZmd6l68hWt+h+zoDPMV8Y+wmgtcqCDc6VBZmnG5/qRBv7YEtz4NXPeKWxbGWN5E6a12jn4fR0CJ4t0p+s1LiLIoxuyfenZgBs7sQR0mYHCUtAcHhNGq2Yw26FV5lvQbFMBF9XGR3q0bo0wSvenB1qQsAgp/dgrsyT1pbnX0t86BDSuvAkx5AL9RKwTmWGnjnHnxHQA0GYEGAhU9/GLh6FdjZAS5fRv2PnkNl8yacG9em6JA8hfDYKUQPnEFQXQCba8I9uYpwb4B4JdSE+CmzVrmyLb1P9n3t9diFe6wN6YcIjWo9I24ejrVLGzOM0j5zhC21HQRAZ8cToMYGY0HELMBUUDw102aCw1ucQ+BnFPGHrpMRzwn5702ZzxIc3CGbLJUk2jmhCuYI+g6/+T0SKnUdIq9rQ2/KrHILzI12GRTgzDfsZG+ydWUlsyKIUmEEPlcHdwikqTiha2dIn5UuB3MwpNKfzW4dJDvTuXCJzNR1uZgslQDZHaB6ZnXotdlnVvb9lLvpCKrpKwKj3okl0ttzHMz/yifSMrLrjOS63a2S36yUOItizO6JdydmwOwuxFESJkfV+OUgwKnf+U0ABKJSvgyZiLOqi8rKwqEyd73L1xD3Bog2dwkAzjWohDgIKaOhu+dUFCPe64O3anBbDSorcQ4FWsjddpOOAVBXHOeW4wOlgCBA4+Q82C/9HPb+4hLi65uoBbtoeSG8/+U85GuXwN66BqYU2oVzzHZIWl7Y8gkox0tLko4L1qiRLlMUI94PUj7WQQVW9TWQcCis12d4aytv/6NBliGyFxszWEaywOp4CX4wf0eAOEgOdTtGwW7uHJVScOabNpPDM7wtJLIcCI5V81dgAoDnwGu3IBrVofupc4Eyn7zqwctoXlEzQpolVYm0yC8npfJPfmmiGr75/dUvP0v6xwaUOYKymBrIjFPpD9e3raCwSgg8Vo4vTXwuDHk/7uzT1egyaRlwKj6zKkrHmzEGGK06pYaAaPX06oGaC446ZqXEWRRjdk+88zEDZnchpiFMTguYpqnxW+/JAl+m+sipQ+kjmfeIdhOyO0C804W3ugjerFo3AEBn76QkMdOWzgIl1OGp4oTKNPMNqCAEgwQLfKC/h62v/AG2kxg1+GjVItTXr6P+wx9CvfF3YBn7omy+L5pfQrh4woKwcPE4ZKUG5bhpSdKUdQWnDEqSQAURVBClWky6u3SqKGlqoBIfp2NrwV0bSVo6M0R2Y8+jpCTZgbk64p19KADe8UX7XVU+8jAGl69au6Vpwsph6MyoAXpuqw5oEjsAe/9kVd1zkc0KMsq8FcGbkoDa9xEncqgpAxhd8uDtJuRun/oXlEyvzeEQrboFNgeZ+FnFRbzeyZTsJZJOD+5q2xL7jUo/q1aQ7A9S0WGlMPjZrfS7YkCwsTPxuTDPobvQSjOCnMFbJsX8rAZbkQOannhe3JVxjod+97dyL5ktgrOYxSxmwOwuxCQwdZBSZ/ups7j9jZdoQU2IeC+qFbS12jgwOt08KXNXBg6HCM5zdQJpOksy1B3nCG1Ire1ctveIkK8ksLUBJwzRfOw0/L/8K7jXfwbvFvlIetvDHpJm2UpabQSLxxEsnUD84AcQHX8AYcytVtiQcCsA3qpTxsRmrJI0u9XtUxbHIQmNkRISWt7CW2mT1ERZZkkqgCvNqSs/TJbfp2KtkaVgiepwBRBG1pdx/jMftUK5vcvXsPa1F+j8R+EzBioPKgVnroHm2Q/lSmBFHogFTBUXolkjjlYGROaAIGPD2URt46OkGlkCzt6DwdqWfZ1KpC2z26wcZ3DbrdLy4jTBNJJkpqFEC7gysJxMxe1vvETm8kxz5KxMR+Z6FSB7PoTmyU3S/mOCw12et2PceOKDkzmgBuBnhV2VgnssNT6fiXjOYhazMDEDZnchJhEmD1rqNIuOMv57JWWnsp32OIX9MnC4/tx5yN4A4KKU4DwEOJWC43KoQR/Y2oTDJHjYA9vcQKWzhtr+Fmr9LbD//TIWBv3SsUqqdcSnHkJ08kEEi8cRP/AQAbPtHtkXVUhBH4Y6Zxb5DEDgrTrceSqlAgxMW0mpMKb3xAmZM3uiHGwx4tBlxTyrp1dJQsTXRH3BU29HxjTGyEgyFLSwDJEdgO6YzTRkaN6Vd4IyZt2Lb6B6ejXV7GpUoPb9DMHdnCcR8Z12E0yXmE233PgSWCp2CgDesQU0nvggeq+/iWijQwKrnINXXG0gPzw+BkwwZ3SjRLbbUfoBZC9zLDMWDidQpjOY2UzytOBEBiHJOGRKmc58A3G3l8tcKYcyp7TJ4FpIOXNN0N9ZLCdKABxk8wMgxwH1ji0g2unqrl0qn4pGzbobzEQ8ZzGLWWRjBszuQkwiTOa8Ko3hdpwg3u6id/nakJikqFeAqmdLKCoIsfX89ydO2uMyd6WinVvU2QajA6W78WR3AGephaSzh+TWBpSSEFUBDgXe28dcLQb7969DXL0C9/YNOP1RHpKe9pA8iXD5BMKlk4gXlsHnW8QHazUArwIIB1J10nKaJH6asYKCYIUDJzmVe9GsEUk9w9tScQJEijw1ASCRVmaB3AaC3Hg2Hj8DXquQyXoQWTV2SJWXYbAfkP5vlsjOBPHZjD6VAQeMMyvCGnV7WP/6i+C1ipVS4O0m3RdhZI9vfCPNMbPcpnElMP/tdcQbu9aAPu4Pcv6hBhjEe71yey7dQSkaVWu9NCo6Fy5BxUkelBXGKWvxkzW2nxacmPvaadXtMxHvUOky3uulrgO7PYh2E069CgAIrm/kziPbIDyNBMBBNj9ZDigwHnTORDxnMYtZZGMGzO5SjFsozcIiE631pFcIxTC0GEXbe7TgdPZpIddZm3B9ewjEFWNc5q64oCSDIM1CKQUWR2BJDJZEYEkC3tuBEBLV9etw3vopKhs3UNlZg9PZKv1s0yEZHj+N+IGHMKgtIGotkWCr61FJ0vWgHAe1D5wCQFworg2+bVlUCCimS2KmHFQop8legNCP4Mw3IMOYgEsYpyCDMyu6q8KISmh+aG2beOQNeTW2nzprvyde9eAAVE4WLLWxGlHWm3vyI7Y0efXLz8KIp1JZE9ShqjNIySAgs2ul4Gg/w3inC3dxzoKgYHsXGBChPdnpQrWbWP31p6ZatLdefBU7L75qgaMxoJecWXBvNhJrX3uBsrIVx4ILgBHwlaSNF9crY++7aHuP7qVRocn5o4ztVSIR7+5SJoxzbD7/ysjyfq5MKSV1O0plAS8EJwkKDcxylkxArnv5sBIA0+o8jZsPZiKes5jFLLIxA2bvQhjAlOz1ATBbDXO1n152p+wuzmFwbS3DpwG9Z4SwZTbGZe5MFx1zHSCOINdvQwShBmMxkMTwdm6Th+T2LVS21+Bsr5d6SIJzRMsn4LePIVomI+9o4RikcAHXg3NsEUGnD8V4qrUGWN2tIS6U6wCcpZmn/QF1hAKjeVdaS23+F3+BhDw3dwFHwJ1r2AyNUgrRVgipCfmmtJjs9awMRDZb0/rEY+hefANxt49kN5UOYfUqnEo97TjNnANv1eBfuQGcg/3+4r2eBVlGVsOUBJN9EsFlgiPa3CW+niIQ6B1fRLizR1pgnGnLLAW524P/9vpU3bU7518rHzOpEK5vY+vFV63wKXMFuG4SAICk4mrhU6T2R4kcW2ZzF+dSov2I78mZawzdjxvf/B4la3d7MCXirB7bUDazSVZYtkypqMRt+YQAdVHudO09xRoVqL1+anGls2busXZOePYgcRQ6TzMRz1nMYhbZmAGzdyGyGQrSNnLgtuqU0VEqt1NuP3UWg68+T6DGEq0UuM4oTfNZdsHREhXodND+hdPY/qO/AFeUwai+dS1n5O3trIONIMnnPCRPPIi5f/YFbL50CdJPqEvScUk93yw0TgXtX/0oeUUarS/A+jKa8/Pffgy7L/8AMohKSfHrX3+RjLVLKomIEiR7fey/fgXLzzyJ4MYGZBCR0OguiLiuy4e8VctJi6iImgWKpST/yg20PvEYOudfo89gABiD7PsQFTc9D8GtEjyvekPfX3bh5lWPZCKqrhVTJT9pRSbujkPgLJFI9nqAMRKXCtbDFMDOdy6i++qPx3KxOhcu6UxSyXiBrqVz/jU4iy3wWgUyScg6CbCq9mAMfL4Ot5Uq1Y8rs7WfOovB1TVghP+ou7pQqiLvLs7Bv7YOGKsmAFk9tuJnqSAi+RF9LxHgzUuBMMHhrS7axpXKygKqn/qIBaJHQbI/Cp2nacDdrDlgFrN4/8QMmL1L0Xj8DKoPHadS2ZidcuPxM3BXFxBv7g1ZwRg5hNJQCr0f/D12z19EvLkNr1nB3Mc/DEiJ/p/+BfB3P8b82tvWvqjYIWkirs8hXDmJYOUkwoUTCJdOkEwFF7Y7cvDX15FU24BXWP11qY9XPOsVOWpx6V2+hu7FNyBadTiLJBy6c/417P7l31idqdUvnaNymyrvDlRSIVrbxvpz5wHPAYIo1ZDiDEgAJRPwZg3uSjp2wa2toePZUtIVUpOPd3tQsbT+jnG3DzgCDAzeatpdV1RqLy7c3kob1U/9vAUHvOJS+TWbEeUCjDPwZo1M4DPfKZJ0jMdxsXqXr8G/ujZRekPJVP7EbTUQAdb70l2cQ9L34TTr5WNTEo3Hz2Dh6Y9h57t/NfwdVVzSsCuJ9lNnceurz6elyRI9tmwUs0yiWbPerln3gOUyfbRzY4fkwHGnEheTwN2sOWAWs3h/xQyYvYsxbRlk+Zkncz6WQ6/TtkUIAvt3//LPsPPiqxCDPTQ3bsG5eRXsX74F7/YN1KfxkFwm4VbZaIHNNZD0Iy1VUeIl2Qv0v8tBQNzt23LUKE9B/+oaoHW+ICNb4lNhYheilc9/Bu2nP0bluUKY0qBSlE3xVhcQ9PwUmCjAWWySnEGnB9nz05KiznplwwBkw/8xfoZKgjJQWq1eKTXx+ytduM+l13/rq8+TKG8hIxpv7KbZrmwXIUASFppLVcxg9S5fw/pz58eK6PJmDbLvgzn5KcBp1iEHgdXXMg4QBymzGRC+9fz3tcAs4KzMjy0XNh4/A291EeFmZ6Qem4ne5WtIej6izV0wQQ0R3BHg9Qp5Zr4DhttHHePA3aw5YBazeH/FDJi9izFtGST3us0O3Lka2v/wcTQWK2RbFOpyV6cD/OhHwA9/CP7CSzhx4ypEb0yH5LLukFw6gXDlFOJmm7CBcFLhVq8CMdeEWuSQOyO4QwqEiMo6+gBImdiuw+w1ZjMBSkqAceInMVJIVwBUFFG2Koqx/vUXsfqlc1h4+mPo/PmlnPdh0QDbZsG0jZSSkrwHgwhyfwAVI5WvUBJMeJBhBBknkN0BVEI2P6zikmWQJmdbD0ZGWZrGEx+8o9LYuIyoBMAbNcj9wTDm5QzJIICoVYYyWJvPv1Iue6GDNasQ9QpJgTg8z3sTHEwpXP3ys9Z8u3vxjQNzqA6TRVp65tPjNyDIZ4+chZYG2vvgqwtY/eLTU3/m/VQanDUHzGIW76+YAbN3ObKCmJ0Ll7Dxze+hc0EvFI+dtlmwxoKHxj/+BykI6/Xg/6tvIPruX0C89VN4Gzfg7Gza41Yzn6GEQLh4HMHiCVLNXzmJeOEYwDkk41CMQ3kV3THp5splzBWUtahWEIp+aQmReQ6VF0d5PvZDSM7g6PKTKcNkMwHWLkhpr0nXob8VoGLS/ZJBhNvfeIlKXMbuKQsEs8DQlAWlgmIEeKQfkk6b/jmY0ryvGkS9CgWFxNhQLbSgksTaUAFaaV/S55jfZ2Unpo0iKGg+8UipQKy70rZCubJb1IFjlmTPBM9lsCjTxmyXo9EgAwD3xCJUEMGZa8A7fQy9v/5J2ggRRkT0b1Rsyax78Q20PvHYkfKyRsU0G5Vi9sgYfTuN2oFA2f1UGpw1B8xiFu+vmAGzeyB6l69h499dAFcJBFNQ129g56s/BfvcWdQfOYX+j3+GwR+/BP7m36O6s4ZKZx3s7bdQlTIHwABAcQ726KMY1BbhL59AuHwKvjcHCHJ0ljobpjwP8KpQWpCVVV2wMIbyNdfMGJYrRYRwKbHwyx/Pc4d05+Tckx/B3is/ssTxsmCuk9MDW//6i2BCQMxTmapoF0RG15qwr3ldENx+BnkhFljtGZDG9FhAkswGq1cow6DlKhjnBPAyOmbu4hywLK2chsnUMUcArRrkNslluPOpQOpBS0ploGAU+AGoU1XUPLKWsm4ASnfyMtI9m6uXZLCo/smydk2M4UxGW+vGV76da4QgpV0CwtkyqX/lRilh/27EpEzbUWSP7rfS4FF0fs5iFrO4f2IGzN6NkDLlgv3NFWz9m++C+T7gOGBVD5XeNpzrV4GX/xDJ3m3U3ryC+ogut3hhBdGJ0wiPn0a4cgry4Uew+tv/GOrKDez/+V8jGcRIuAO4ru7s1GDGghgFVnXBHQcrv/E56nwMYxJ0BXKyEqZDMts5aTS7qqdXsfbsn+bKi1mvSV5xEe10ieSus1+Mkwq6oztS3YUWot19AJxKmfq1UIq6KrMgzOiajQrBAZWkl9sdpKK5jOfsmhzeyPHJpB+m5wpyEIjWdwDG4Mw3cwKpRwUKRoMfU8JO5T+gzxtRDCg+lLFzV9oI17dhTNdhmiU8x5Yo20+dJWPuZh2sRdcZ3NrK2Ukd5vrudhxF9uh+Kw0eRefnLGYxi/snZsDsbkeS5Ej58H0goqxU/yfXsft/v4ja1Z+gsnmLZCrGdUg25xGffBDBsVPwGyuQH/4wUKOOOcUFpONCxgo4fRr1Rx+FeugD1MUoyXLG1fpU0V4PiBJwz4GUCghjqEShc+ES/RtaXiKbkBLcdk7Cc8ASBRlEVkpi6dwncfy3/hE2vvUyaYMNAipFMoDXidtlOw8llRBZ1UXS82mY7OsZUHUpc2fKo64AEwxQDMoA1KwhdPbfGox4K20kg4A69Rxt4cQ4SU7IBArCkvizIqfxXg9xt29BGcw4MMq+xRqwWW20uwwKTAbJkPANoPOqxIlz5hpD3ZiK9De0NAksuOa1Sq50Z/hzBuQYAdas7dK9VjLLZo+KfMBJgssm7sfS4MzcfBazeP/EDJgdZYwBYQCA9XXghz+kPz/6EaqvXUJ9jIdkuHQSwTIR88Plk0hqTQI5YQwpGZBUwN0GeKsJCGEXatRqAIYlOaQfUqYlTsCrpBOW5TbFez0CMBUCXmaRZlUXol5NdcQAykjpcuDO+des12NxZ2/I4/FOVwt7UubLaH6FfgTZI19IxjmBiV6gwQRSjhkUeXjqsqYqNhkY7ask5YORgK+CO9+i604kFDhp3AoOFcXgFTeXcdr41stUJuU85cwxrrsiFQCOaHcfXmXhHRETNXy0YG0L0o8gGlWIZm0iMV4stFLQ4giyl9LA3GTpGBhkRomfVV2obmz19O7Fkpm5xzaff2WIDzgtT2xWGrx/4n5q0pjFLI4qDgzMGGMcQFMpdW/m/e9ClE4OH34gBV8GiGVB2M6O7ZC0fzY2csc1Ag3SJQ9Jkqg4hXD5OOLWInijAhXEkIoDngfJBSJwYK5CpT4pkfRjCC8CdyRUIlF95FTOWsgCo26f+Fkma+U56Jx/DbxRtR2HzHMhGlXIng9nsWUXraRPtkEyiNIsmvaaBCdzaMPPKdvZW0PwICJCugIR17Xgq7PYAqQir04TirJqxKvSMhJSAzTBc8k85gooqSyIhFRkJ6QUnIVW3lIJxmWhAZXIHCgzi745V/qSuO4aVWCeC96oQu71DyTJkL1/eMVDojsmJ4GCXAfifBOx6FsQ660ujiXGc88F6lXIMEK83YVo1nLHNpZLK1/4rD23uyHAejfCmL0bPqCJaXlis9Lg/RH3W5PGLGZxVDEVMGOM/QGA/xxAAuAigDnG2P+slPof7ubJ3QthJwcl4agY6vp17Pz+m2BPfwz1R07pF/WAy5fzIOztt8sP6HnAz/0c8JGP/P/t3X90ZHd55/n3c2/9kLoktfqXu0lj2mzsDNtAQowhIQzHcfDihMPEgyEETlgCwxk255BMZnZ2krAkm0w4nLMzmUlOOPFkw4QkJGRg2IB3HcMEYqZxzpIh+Ac/BnqZjSFuTONut7tbrd9Vde999o/vvaWqUkkqtVSqkvR5naPTUlVJ9ZXK0n38fZ7v83Btzlg+dJzshmeRNVPShWWyNMMOjOPVMTg8TZY4ST66iXSl9ic+WMPMaF6bJ5tdpHLTiVYQ1quw/NpDXwJotWOIx6vU55ZIl+qtnRQILSDIso6xOcVsyKzRYzB4ZFCK163PqZ0+xfE337V6vmHquGfhQECxE9emVeDvrOygWRRSmu5QLRNXykTjlY4gpwi2ivQf0FHDZh7G9XRfjIsAyuIYi1Kc0BbD23b5LI6o3HSi72L47ouLN/NmsnG0YXDXXY9WnqyRVSuUpmo9n3+tNGnxs+y1S7dej7VR1m9KeK0dF6UGR99uO6Qhsl363TE77e6zZvZTwH8Cfgl4FNjzgVnxxyFOmsSLc5AkxBefJPmdh2E8CUHYN76R7+Z0iWO4+WZ44QtX3m65JQRnQPkb32H2M1+EchWmxvEjBkQcvef2Vr1TXCuTNdOwU5KLDqzsclWqh8iW6px852s5f+99Pf+QLXz5G6EDfq+6rEbo+dXeP6ty/HDHhf+J93yQKO+X1R6YAaFerBRvWJ/Ta75hq2lrj6CspZjNGRnlQyEl6Y18DQlEhydDSq5HkNOdsiqalfZqb9GRBjxYCydA55fCzmC5RDR5oNV+YjMpr14XF4BSbZzp17x8dYuUtnVtth6tO02aLtVJZxfxLKN56IhKngAAIABJREFUZW7dNOhu009KWDsu12dU0oe77ZCGyHbpNzArm1kZ+IfA77h708x6t3nfY5pXZjnwd1/jwFcfpvLkNyg//R1sjROS3HQTvOAFK0HY6dOtei8AymUYGwu3jY2FAv1Tz13zj+DFDz9I85nZzqAvCrMas2o51AK1XYx6/SHzNAsn+uKoVa+VzMyHVF1bnZYnGcnVeaIDVY7e/YqOr1FcBMMOFp3NTqMQ3PUz1697vmG6VF//ZGWXaKxC7E4yk7d28HAyM0szjr3uh9dvzLvBRWbmzGNkSYLPr8zQjCbGKB0Yb81a7LXLtpbiZ7D0ze9gpVIotG/kbSnyth8bBQ2brUfrLoxPZxaAkM7NkmTdNGi/38+wL9aFfurEtOOyeaMUzO7GQxoi26HfwOz3gCeALwN/ZWangH3xvy3lw1OM//kjTDz82Y7b06lp4h94yUoQ9vznw8GDKw+IohCEtQVixDHd1kupmOXBB6wKiJqzC5Qj67gY9fpDlswuYHFM6WAtbwER+l9lC8uhe/3kAbJ6ETAYpckDq9ZTXAS9qDFrV4qJquW+5vq1ry9dqrcapK6nqB8rds7CqCYLm3+lUjjUsM7Ftt+UVf3C5fxgQ9EeJMPnl0nSjOf8wps2/PzCwtlzPPPA50J7jTiCyPAkCbt8xRSCNCPLU4vt9X3d38dGwUevYOlYvtu6/MSFjp5rMdV106AbfU/tp22TmXmWnrjAoTtf3GqhstP6CbobF66QNpqtesiiZ512XNY2SsGsDmnIftVXYObu7wPe13bTOTO7YzBLGi3Td9zK4kPPo3TlaZIbvovGDSepH3s206/9kZUaMzOoVlcCsbGxVrpys7pnR5LXI1nej8pxLIrxJKE0VWPs5pOtdFholBrSgsUfMtKMaHqiVWO10v/Kw7zE+soOUTwxTlZfnVasnT7F8pPP4+pffKGjfQZANF6hcmxliPd6f9jb/9B2DOfu3oXLlY5MEY9XSeZC0XtW7DiR95utlsM4oWZCcmWu73YJPeU7d1ac7ixqyzaxo1cEMOnsIliEef41WvM6206TOqvq+7rTNOsFH2sFwMfuuZ2T73ztSvq5LX19vWmgmTOPhaBsfimvjwsjrmY6TuPuvPagu31yRnHoJVtuhEMkUein17waDkFUjk0PZb27wSilD3VIQ/arfov/fx74Q2AO+H3g+wl1Zp8e3NJGQ+30Kfi1X+TqJ15G9u3vUD44wfTf/z4OvPC7V3bDqtXV9VvXodfsyHBRz8JuW94DrDRda6XVugvL3R2L45VO9u1NXscqrf5Xycw82cIyFkWtC1dydY7K8cM917b8+Hnig7WVi3N+KtQX6ky/YeX/YNf7w9458zM0TI1rY6GXWTE2qC1AS+YWW0Hj9J0vZvnx8yRX5nALo3jSheWVJrBpylMfeIDy8UM9h2VvlIoLUw6anU1Z3Tt6em2kCErDaxd+RhZFK73XnFZtXTq3hCdJx+f3StN07/gtnD3H+Xvv6xj6HlVWDzPfzjRQ88os6VJ9pQ8dtF7/UUgL9gpSrz74KFRiqCcrPfmAdGG5479X6TRq6UMd0pD9qN9U5j9y9982s7uAQ8D/CPwJ+yAwg/yPw3e/AZJkzZTkdug5OzIPxtzyzvdt6cu1Csvj2lgr/VZctLrTAVFtjPTaYp4hLAIiC81J27TXShWB1ErqM+pIY8LGf9h7NUyNKuWVon4DG69CkuF5XdR0kTK7a+X7SWYXIMtaZwPCEznNizOramLWS68CXH7gr8NpUQf3cEjCyiXi2ti6uyvdwV79wmVKByfyRq3ZSnNXCLuepbj19bIkwReyTaVp1hz6DquGmW9nGqh8eCo8T/t/9w5WGo1C7J6/B1mGJRHx9ATp/FII8OMYq8S60K9D6UOR4es3MCu2g14N/Im7f83s+reIzOw3gH8ANIBvAG9z95n8vncBbye05vgn7v6p632ebVWthrcBat9tas2OzAdzWx6QVY4e4shrfoja6VNc+thnN0w7rNX0debBR8OhgrwNhZVLRLWxjlOX7YGAlUJPsXRhmXLeG6zV0LZNv3/Yx24+GXY1siwEfONV0jQjqlUpT658zWJcUdHCofh+nvrAAz3Tn2QZWZJ07OSslV69/MBfk84vhaCskAeq0Vgl7NStcajBqmWy+WWi8Uor2MuWmyTx4spp0yz/gnEYK2Vj5Vbj1qhU4uCdm+sZttbQ93R+iTjfMW0PgLcrDTR9x60sPXFhZScw/xnZeHkkCrF77dJSCun+eLzaquPr9d+rdFL6UGT4+g3MHjWzTwPPBd5lZpNA/8U3q/0l8C53T8zsXwHvAn7RzE4DbwSeD3wX8KCZfY+7r3EMcvfqlVpr323q6LtlMWOnjq/6A7nW7pRVyx1NZqfvuLVV8F0EW+S1QiFrF4Z5F+0kCq3UXJqFdFyeEm0+cy0EjFHExK3fs+p78nqTLE1DWjWvkZs58xhAqz5q7uGvE9WqZPPL0EhIG6FnmXXtRvaqb6mdPkXUVk/XzZeaHZ+zZnr14lXcCKlcC4EvWRZ2zhpNbnjDj6y569Z8egZPU6JquTXwu2jOa4crxAdreef9cAqy9n3f3TsI20TPsJ6BO6GfXDK3SLqwTLq4zPl77+vo17VVtdOnOHTni5l58NG81UkJGw/zVUdhJ6XX70E8Xm3VJWrnZ3OUPhQZrn4Ds7cDLwK+6e6LZnYEeNv1Pqm7t6dAPw+8Pn//buAj7l4H/s7MHgdeCvyX632uUbRWam3yJc9j7uGv99V3C3rvTqWLoRYoSbOex91bfdmmDoRdHQ8bn81r8626tULzymxo8n9tge7jmBZFWK3K3MNfZ+zG40Bo7+H1ZthZgXAa7uABShMHOtbR2vmhFKL7OCZUw2ekMwuYWWuXY636lu4Arp0nnZ+zVgBbrLFI0Vkc4fnIp2i8umZXfaC1e5TMLVLJ52Z2N+dtD6YXzp4LO39bsFbgTuZkC8tEteqqn/V2tcQoBtWP4k5Kr9+D9rrEUVuviMh6+g3MHDgNvAb4daAGjG3TGv4R8B/z908SArXCt/PbVjGzdwDvAHjOc56zTUvZGWul1pYfP99qd9DPxaRX2sHimHRxmeTawko/rrFKK7VX7LpElbyXWFF/46wKAMuHp1g+dxGwkErN8qJ4A+IodKJvNEN7iGeuQTPf2MzTr0DYQZqsdRSnF2tIrl1rfW3Iu/kTZlwWPdrW2uWonDjM0t891fPUpEVRx+eslV4tHTsY1l0U/EOonYqiVcFg965bUUfmSdqaQVrM3hy7+SQ8Hj5n5sxjLD95cdVEhusJnNZqmGuVkNbcSouDfvpX7eROymb6pq2bftsFUwxERNr1G5j9O0Lq8kcIgdkc8DHgJWt9gpk9CJzocde73f3/zh/zbiAB/nQTawbA3d8PvB/gtttu21XNbouLfOuCnhfSZ0v1TV/8uh//jV/6vZU6MbOwi9ZMaOS7WOXDU9QvXcWXOxupVo8d6tm/7KkPPLAyQqmotHfwepN0qR6GhT9zraNZbcf7yUrgVKQlWw1ri9YXSdYKjqKJMXypseG4ouk7bqV+4UGyxXpYUPGcccT0nS9e1UYhqzda/ayKBqtAjzFRKU5E48KVjpRg965bPDFOcmUuHDh45lp47shwM65++mGiyfHW7lWvmaTX0xtqrQCkn1rDjYxS/6rraXKq9JuI7BX9BmY/4O63mtkXAdz9qpmt26jL3e9c734zeythB+6V7q2zdeeBG9se9uz8tj2hCBLS2UWSawv57kzeUiHNyJYaW+rFtXD2XOfIpKL9hNEKgsZuPhlOWBYtL5IUn0sYe9kLVn292ulTVI4fpvHMzKrWDpAPIndCcXvREqJHT7J0qR525tp2lOYe/np+Z9dUg4VlKscPb9jUtXb6FMffdCfPPPA5kkvXIILysenWwYji59E+BLx9B654zA1vfCWXH/hrmpdmQnoyDu0s4onxjoBg1a5bktJxJNTyn3c+39OXm9hkqD3zLNuwZ1m/egUgM2e23uJglPpXjVKQKCKy0/oNzJpmlhcCgZkdYwvF/2b2o8AvALe7+2LbXfcD/8HMfpNQ/H8L8IXrfZ5R0rELMHWA9EpeuG1RK5CxWnVLF5+ZM4/1btZaBE/k/cgmD4SZlW2pzvaTj+2OvOaHWk1TPU07dqaAUFN1aIp0diHM4+x+7sg6OvxbpdwarH71M4+Gs7f544o6tu6WHWvZaJeknwt8+9f41r/+MI1nZkjnl8iWG6FTfH5wIRyeWNmt8kaT6OCBcHjBbKUBcDPNTwSunFexUqmvnmXXaztaHIxS/6pRChJFRHZav4HZ+4D7gBvM7L2EYv1f3sLz/g5QBf4y77rxeXf/mbwNx0eBs4QU5zv3yonM9iAhqpRJr86FICbNsGqZeGKcaKyy4cWnu/Zm7OaTrQLndHaxNROTtjFGmFE9cQQIF714Yrxj98bd13zeIn124Q8/Gb5UORTKe+at4CwcJqiRXJ3rSGNG4xWyJG0NAi9NHmi12Vh+/DylyQNhqQvLeZAYrWrZ0Y+16pE2c4FfOHuOxsUrraawRaf40vRE6/HtQVzRWb+53Fzds6yrMa2Nlzfds2wztqPFwSj1rxqlIFFEZKf1O5LpT83sUeCVhEvQP3T3//d6n9Tdb17nvvcC773erz2qVhWPV8rhgo5TOTZNttyg8fRVzOmobWrXXXvTuDTD0je/06pnSueWIEnDOKA4anVnN7N152ludNGrnT7F2E0nWg1hC1mjGaYMNJohOJueyFtEpFSOHw67bR/7LFjotdW8Otca/dRea1Zqa+K6Vq+ptYKvfmdzbvS9hsA5XhmZZIYRZo2On1pdKll87UH1LNusrdZYjVL/qlEKEkVEdlq/O2YAf0sYXF4CMLPnuPu3BrKqPag7SLBKGa+HLG79wuVQa2UR0XRtVWf64mKZLdU7Bl9ny42OeqZ46gDJ1flQUxZZCNKizmL44qLXnFvAl5p4kmBd/ch6WetiefTuV3Sssbvf2uUHKjQuXuk5+qnfC/B6wVe/szk3usA3r8wSTY6TXlsIQVaREs56P759HNZWe5Zt5gTiII1KAf0oBYkiIjut31mZPwf8KnCRUBVUXLa+d3BL21vagwRPM7Ki23wpDgEUQBR6hmWlGBsr88wDn8MbyUpAMjMP9SZRuRTaSSRpq4AfQlNNdyebDd3nuy9oRQCQzC9BPYw/olwiGq8y+7mvMv/lx/F6s+eFcKOL5VoXTc/HPbXXXGFh9NOaUwnahlF3j55qb01x8UOfwuKY+GDnDlvP2ZwbXOBbgXP7CJ8oonR09WnVXj+PVQ2A+2zTcD0nEPeDUQkSRUR2Wr87Zj8P/D13vzzIxexl7Rfy5ScuhIDiUKjzSi7nNU9pFlouJBk+v0w2t0T56MGV3aD8NGDR1NTyIvP2eqaoFFO56USr03+hY7ySg+f1YeU8bdi8Mku23KB8w/SawcFGF8teOz/p3CK9TiOE2zu/5lpBitebYVdquRHSoRamDmT1JhaFViMdNXM9ZnNupH0HrHz04MqO4GtevubndK+9O6Ds53l1AlFERNpFfT7uSeDaIBeyH9ROn+LkO19LPHWA8g2hrqr9xCKQF88X/cI8NBLNxRPj4eRfvUn9/KVQJJ9meDMlWVxu7cb1Sr21BwCepq2ThMncIsncYkc9WlQpt04j9qt9uHh7UJXVmxCFAd7tTVy9sbr9RscsyLZ1eJrizYRkbjEEZfm8RiuXsFqVNB+94+7r/gzWUzt9imP33E5pqka2VF934kK/3/vC2XMbfm7zyixZktK4NEP9qcs0Ls2QJalOIIqI7FP97ph9E/ismX0CqBc3uvtvDmRVe1yRNkvnl+gedQSsDBePojBepthNsZWO+h2bUAbpzDx+sEZprMqlj32WmTOduzbthw+KrvVhdy5tfRErrcTpm21P8MwDnwstNbKsVeBvcRTWmznund1VvJmu6tm21ilKinmdzQSiqBW8FidZk3RlDNJW6pGuN322lV0vq5ZJLs609ZULY6nKx6fX/TwREdmb+g3MvpW/VfI32YIibdYKNIqKveJfh3jqAPGBMbJGs1W83rw2Hx4fAZ6PMvJwEtDGyqEAPa8Z605Hth8+WDlJuHKKkDQEOpA3hJ1dBPc1T4i2Wzh7jubFq2BRK7hIZuaJD9YwMzwib9/R9knuPPVHn6Q0eaDnEPfWw5oJ1RNHmL7jVi5+6FMhfVkuhSaw41WyRpPqiSOrUrc7aSt9tyx/0Vs7gXgY/t4rYBcRkT2v33YZ/3LQC9lPinqzItCg2FmyCHCIDCvFHHnNDwErJx7NIZquhaHixXW7KP5fArK15yW2Hz6Ixiph9NFCnahaJp44ENKEcUSyuEw6swA4pUOT6xajF3VVy09cCOuPHbMQaHpGqJE7Nh36g/XqfNtMcVhziHt3p/7jb76Lix9+kGypTnJ5lgQgsg1PlA7aVvpuZfUGpUOTKwcOSjGlg7UwQkpERPaddQMzM/tzVldut7j7j2/7ivaJItAoCs6zJF1puXD0UMdooeLf8/feRzIbTm22mprmzUy9mYQTnm3ad21qp0+x/OTzuPbQl8jqTaJqmek7X8yRu14KdAVZsVE+OEk0FjZHe6Xl2gv13UMwSZqFjb8oBJieZhx5zQ+FIecXruaLapu5SWguWzo23f8Q9zTtHOPkcO3/+a+M3Xh8aMXyW+m7VQR1lT56uYmIyN630Y7Zv8n/vYcwkPxD+cdvIrTOkB426kvVfn9UreA4lqSMnTre6uTfq06sdXJwrIzPL4dUpDtxbYwszVal09p3bRbOnmPu4a8TTx6gdDgED3MPf70V0BRvRUd7s5VUWq+0XEehfhEoxnk9GaF+rdLWaqI1DL2jNm6lxq29xcVaAdbMmcfIilOo+fo8C4chhnmKcSt9t9RMVURE2q0bmLn7QwBm9m/d/ba2u/7czB4Z6Mp2qY36UnXfX1yIj73uhwFaqTrSjOTKHEvf/A6HXvUSjtz10o4AoJ6GprRWiqkcm2bsZSfXTANC/wXq/ablirqqdKkeTnkWu1gG5SMHW7tlEAKX0vQEST4fdOULe7671l/qr3llNjxPHIfTqWmW/0ueLh28tYLu6z04oGaqIiLSrt/i/5qZ/Xfu/k0AM3suoFxLDxsFQOvd37h8jWx+qfMLZs7VTz+8amerl7Ebj695ge9VoJ4lKctPXOCJ93yw9fh+d3DKh6eoX7oahnhjIZWZF/hbHHP07ld0rNOq5fygQ1GAFrbOPOu/xUX58FRoLptlnelMIFtqrDrlud0G1QxWzVRFRKTQb2D2zwjtMr5JqGw6BfxPA1vVLrbRCb217m9cvBJmXfaSeV+puvUu8N07YelSPRT5x9YRZBy75/aN67wIKbjWYPPIwCPcVk52djdb9XqTeLqWDyx3rJTXprlTmqr1tUs0fcetND7ymVZz2pUfIFitOvB05m5rBjsqo55ERKR//Z7K/AszuwV4Xn7T1929vt7n7FcbpQLXur9jZFEPG7VeKC7CjQtXQmoxjlptJrpPZVq5FNph4JQPTmJmHUHGyXe+dsOO9rXTp4jGKqT5bpeVYsqTB3B3GhevhO75wPK5izz1gQewUoyNV3oWuffb6qJ2+hQ3vPGVPPUHn1jZMStFlA5OEI1VBt6UdSttMXaaRj3JoCjgFxmsvjr/m9lbgJ8Evi9/+8n8NukyfcetYRbmGp3o17qfOFp1qrIljtatvyouwo1LM6SLy2SNhGypQf3S1VYH+u7O9nhoh1GcvITVQcZGHe0rJw5Tnp6g+qwjVI5Nh2avswtYHONplg8E91Dkn2Zkc0thePoWO/SPP/dZlG+YpvrsY1RPHAkzQvtsT7EV5cNT4fRrm5143uux1hSFzUxzEOm2lSkXItKffkcyvaTt7RXArwFqldHDRqN91rq/euIIUa26MraoTTReXTeAKS7C2XIDi6K8oN7w5WbHxbgYCXXTr/w0YzedCJ3523QHGRtd3HsFmaQZ0eR4a6qBRdYq8I8nD0Aj2fTIo24bBb+D0v686VKd+sUrNJ+5RrKwNHIXpuaV2Y5xXjC6u3uyeyjgFxm8flOZP9f+sZlNAx8ZyIp2qc1s769VC3bp4w/B1Di+UG+lNqNDExx//R3rBjBFis2TtBUEYYSP17gYF6nNZG6RdKkOSQpR1NGsdaPUXa8ThcQRpBlpkrbNxvTWmKZsKeKmX/npNb+XfgzrJGPxvJcf+Guaz1zD4phoegLSbOTShFtpeiuylt2UzhfZrfot/u+2ADx3Oxeym221nqcI6sJQ8hQbKzN24kTfwUbrIlyKQ+1VMeQ7bzzb62JcNJydefBRyDKsVMLGyx29zfq5uHcHma2fRRSFNGY+Yqg8eWBbA4PNnmTcrrqY4mRt+ejB1iEA6N2Ed5jUH237qKZqhQJ+kcHrt8bsz83s/vztE8B/A+4b7NJ2j61s77fXbMQHa8STB4iqlU398S9SbNFYBc+y0E4CD41o17kYLz9+ntLhSarfdZTKDdOUJ2sbpio3uri3UrVHp8Az3KA0PREGpg8pMNjuupjdkCbcKKUu/VFNVadhlRGI7Cf97pj9m7b3E+Ccu397AOvZlbayvb8dLRjaU3uNLAtp0DiieuzQugHe9aQq+wkYi92s9p2GfltiDMJ2t7nYLbsG6o+2dbutRcqgqSGyyOD1W2P2kJkdJxT/A/zt4Ja0+2x0oV4vFbKVoG6rKZbrSVVuxqgEBttdF6M04f6hmqrVRuX3WmSv6jeV+QbgC8BPAG8A/sbMXj/Ihe0m623vb5QKKR+eIp1fonFphvpTl0PLi/mlDXdftiPFsl/SEtvd5qJIExJHNC9eJbky11FvJnvHbmqRIiJ7Q7/tMt4NvMTdf9rd3wK8FPiVwS1rd1mvnmej+rOxm0+Szi2G9GM+1DudW2Ts5pPrPud2HFvfL3VIgwpAvZFQOjxJ+fghPE33de3RXrVf/udFREZHvzVmkbs/3fbxZfoP6vaFtbb3N0qFLD9+nmhyHF9u5u0uDE+dmQcfZfnx82umJ68nxbLeAO69bBB1Mao92h9UUyUiO63fwOwvzOxTwIfzj38S+ORglrS3bFTH1bwyS2niADZpZMsNmlfnws6Z+7ptNzZbgL7fR/RsdwCq2qP9Yz/8z4uIjI6+dr3c/V8A7we+N397v7v/4iAXtldslAppr2FJ5hYxM8CwUrxuenKzKZbd1rF74ew5zt97H0+854Ocv/e+kUsRqvZIREQGoe8Gs+7+MeBjA1zLnrReKmTh7DnSheVWF3lvJhDHgBNPjAPgacbyExd44j0f7JF+7D/Fspt2eAa9u7cdDUN1MlNERAZh3cDMzOYA73UX4O6u7YE+9EqFtAcfpUOTJLML4Q53SocmiMerZMsNkqtzYfTPeJX6patc+MNPEo1VqJw4zPQdt3Lyna/taw27pfcWDLZ+a7uCPtUeiYjIIKwbmLn75E4tZL/pDj7i8SrJ3CLZwjIWR7g7zWvzgBFPHSBbbpDNLwOQNpqbDih20w7PIHf3tjPoU+2RiIhsN52sHJJeY33iiXGi8UqrfYU5xNM14vEq6fwSYGFIeZptukZsN7XGGGT91m4YpyQiIvvX9Q4xly1aK7VYOX64lZ48f+99rRRn0ecM9zCsnM0HFLtlh2eQu3u7KaUrIiL7j3bMdlhx2rB+4TLNK3Mkc4trnqpsP3lpcQzuuDulyQPA3g0oBrm7p4ahIiIyyrRjNiC9Tv4BXPzwg3i9iScJOKTXFkjnl6jccIijd7+iI/hoLzBPF5fx5Yy4NoZVy3s+oBjk7p5VSiSXrgFQPja96ucuIiIyLArMBqDXyb+LH36QbLkBSdrzc7JGs+ft7QHKdrR52M/aX5fy8UN4M1nz5y4iIjIMCsy2SXvQlC3VsUqZOD9ZmKUZ2WIdsqz3J6dZq5B/vUBrt9SIjSqNURIRkVGnGrNtUOzEJLMLRONVsnqTdG4x7JBBOFFptu7XaF6eZfmJCyPX4X4v0YlMEREZdQrMtkH3uCMrl8CMZG4RyE9U4qEt7zrc4NLHH1JwNiAaoyQiIqNOgdk26N6JaY1Taia4e+g95k48eQCiHj/yONxWPjgx0vMrdzudyBQRkVGnGrNt0N0bKx6vkiUJNJLQ7uHoFNn8MtFYBSuXQm+yJA3DrgysFFOaPEA0Vgkd/4ecWturhww0RklEREadArNt0KshalQqcewNr+x5onL81Amm77iVmTOPhSAt89DP7OocREbl6PTQvpdBDxAfNh2gEBGRUabAbBv0sxPTHRAsnD1HsrBE89JM2DmLDCyCNARpC2fPDSWA0MlFERGR4VFgtk02sxPTvitFPvuSzLEyxFMTfbXOGJRBDhAXERGR9an4fwi6d6UoxWH+ZRQRj1eHGgjp5KKIiMjwKDAbgvZTnFaK80MAlrfVGG4gpJOLIiIiw6NU5nXY6qnF9lOc8cQ4ycw8njnE0dADIZ1cFBERGR4FZpvUfWqxcWmGp/7wk0RjZaonjvQVxLSf4ozGKkQTY/hCnahapjRVG3ogpJOLIiIiw6HAbJPa68Oy5UYYtwR4I+27tUT3rlT12CGm36BdKRERkf1OgdkmtZ9aTOYWMTM8y/BGk+blWSyKeOaBz20YZGlXSmR9e7XRsYjIelT8v0lWLdN8eob6U5fxejMU7Gee32l45jQvXtW8S5EtKEoGktmFjkbH+r0Skb1OgdkmLJw9Rza/jKfp6jvjKAwwt/C+5l2KXL/2kgEzC//q90pE9gGlMjdh5sxjROMVomo5jFByb+2WFYPK3Z3SwYkN+5Bd/tQXuPbQl8jqTaJqmYO3v4gjd710J74NkZGnRscisl8pMNuE4mJhZlTGKgA0LlzBkxTPMqwUU548AJFRmqqt+XUuf+oLXP30w2AGUUTWSMLHMBLBmWp7ZNjaW8oU1OhYRPYDpTIpL0eLAAAP7klEQVQ3oVdXfKtVoRRTPjJF+ehBiGzDPmTXHvoSmGFRnv6MIjALtw+ZantkFKjRsYjsVwrMNqHXxSIqlTh054spTdXIluqUpmocu2f9dhlZvRl2y9qZhduHTLU9Mgpqp09x7J7bN/V7JSKyFyiVuQnrdsW/q/+vE1XLZI2kMzhzJ6qW1/6kHaLaHhkVaikjIvuRArNN2o6LxcHbX8TVTz+MZ1kIztwhzYjGqzzxng8Ota5LtT0iIiLDo1TmEBy566UcetVLiColyDKIjGi8gpXiodd1qbZHRERkeMzdh72GLbvtttv8kUceGfYyrtv5e+8Lxfb5mKdkbhFvJkTVMsfffNeO75zpVKaIiMjgmNmj7n5br/uGkso0s/cAdwMZ8DTwVnf/jpkZ8NvAq4HF/PY9X3Ve1HVlyw2aV+ewoo1GvdnX7M3tptoeERGR4RhWKvM33P173f1FwAPA/5bf/mPALfnbO4DfHdL6dlTRhqOYvRnqzkLRvU5EioiI7B9DCczcvf2IXw0o8ql3A3/sweeBaTN71o4vcIcVdV3eTHDAMweceGJcJyJFRET2kaEV/5vZe83sSeCnWNkxOwk82fawb+e39fr8d5jZI2b2yKVLlwa72AErejZF1TJkGVaKKE1PEI9XdSJSRERkHxlYYGZmD5rZV3u83Q3g7u929xuBPwV+drNf393f7+63ufttx44d2+7l77ja6VMcf/NdlA5NUjpYIxqr6ETkiFo4e47z997HE+/5IOfvvU9TEUREZNsMrPjf3e/s86F/CnwS+FXgPHBj233Pzm/bF9ZtYCsjoRhZZXHU0dpkpw9oiIjI3jSsU5m3uPvf5h/eDXw9f/9+4GfN7CPADwDX3P2pYaxxPYNsJ6ETkaOtfWQVgFXKZI0mM2ce0+smIiJbNqzO//+7mf09QruMc8DP5Ld/ktAq43FCu4y3DWd5a9OOyf6mkVUiIjJIQwnM3P11a9zuwDt3eDmboh2T/U0jq0REZJA0kmmTmldmsXJnPKsdk/1DI6tERGSQFJhtUtEMtp12TPaPorVJaapGtlSnNFXj2D1KY4uIyPYYVo3ZrjV9x61c+vhDZI0mVi6FprDaMdlXdEBDREQGRYHZJqmlhYiIiAyKArProB0TERERGQQFZtK3QfZvExERERX/S5+K/m3J7EJH/zaNIxIREdk+CsykL+3928ws/BtHzJx5bNhLExER2TMUmElf1L9NRERk8BSYSV/Uv01ERGTwFJhJX9TxXkREZPB0KnOL9stJRfVvExERGTwFZltQnFS0OOo4qQh7c0SP+reJiIgMlgKz67Rw9hwXP/QpsnoYzRRPjBOPV8kaTWbOPNZXALNfdttERESkPwrM+tAdQI3dfJK5h79OVm9CFOFJRjIzD0A0VunrpOJ+220TERGRjan4fwO9GqvOPPgonqRYuYQBFhlgpPNLfZ9UVF8wERER6abAbAO9AijPMtKlOqXJA7g7uIOF9hH9nlRUXzARERHppsBsAz0DqFIJkpRorEL50CTEEWQZUbXMsXv6S0WqL5iIiIh0U2C2gV4BlI2XIYrIGk2sWqZ0sEbp0CTH33xX3/Vh6gsmIiIi3RSYbaBXABWVShy688WUpmpkS3VKU7W+d8oKtdOnOHbP7Vv6GiIiIrK36FTmBtZtrHrX1r+2AjEREREpKDDrgwIoERER2QlKZYqIiIiMCAVmIiIiIiNCqcwt0lglERER2S7aMduCXlMBLn38IRbOnhv20kRERGQXUmC2BRqrJCIiIttJgdkWaKySiIiIbCcFZlugsUoiIiKynRSYbUH7VIBkcZnGxas0n7lGurCsOjMRERHZNAVmW1CMVSKOSGfmcZzSoUk8TXUIQERERDZNgdkW1U6folQbp3z0INXjh4nHqzoEICIiItdFgdk20CEAERER2Q4KzLaBDgGIiIjIdlBgtg3aDwG4e/g3zZi+49ZhL01ERER2EY1k2gZhBNPtGs0kIiIiW6LAbJvUTp9SICYiIiJbosBsB2nguYiIiKxHNWY7RAPPRUREZCMKzHaIBp6LiIjIRpTKvA7Xk5JsXpklGq923KZeZyIiItJOO2abdL0pSfU6ExERkY0oMNuk601JqteZiIiIbESpzE263pSkep2JiIjIRhSYbVL58BTJ7AJWKbdu6zclqV5nIiIish6lMjdJKUkREREZFO2YbZJSkiIiIjIoCsyug1KSIiIiMghKZYqIiIiMCAVmIiIiIiNCgZmIiIjIiFBgJiIiIjIiFJiJiIiIjAgFZiIiIiIjQoGZiIiIyIhQYCYiIiIyIhSYiYiIiIyIoQZmZvbPzczN7Gj+sZnZ+8zscTP7iplpAKWIiIjsG0MLzMzsRuBVwLfabv4x4Jb87R3A7w5haSIiIiJDMcwds98CfgHwttvuBv7Yg88D02b2rKGsTkRERGSHDSUwM7O7gfPu/uWuu04CT7Z9/O38tl5f4x1m9oiZPXLp0qUBrVRERERk55QG9YXN7EHgRI+73g38r4Q05nVz9/cD7we47bbbfIOHi4iIiIy8gQVm7n5nr9vN7IXAc4EvmxnAs4HHzOylwHngxraHPzu/TURERGTP2/FUprv/V3e/wd1vcvebCOnKW939AnA/8Jb8dOYPAtfc/amdXqOIiIjIMAxsx+w6fRJ4NfA4sAi8bbjLEREREdk5Qw/M8l2z4n0H3jm81YiIiIgMjzr/i4iIiIwIBWYiIiIiI0KBmYiIiMiIUGAmIiIiMiIUmImIiIiMCAVmIiIiIiNCgZmIiIjIiFBgJiIiIjIiFJiJiIiIjAgFZiIiIiIjQoGZiIiIyIhQYCYiIiIyIhSYiYiIiIwIBWYiIiIiI0KBmYiIiMiIUGAmIiIiMiJKw17AbrFw9hwzZx6jeWWW8uEppu+4ldrpU8NeloiIiOwh2jHrw8LZc1z6+EMkswtE41WS2QUuffwhFs6eG/bSREREZA9RYNaHmTOPYXFEVCljZuHfOGLmzGPDXpqIiIjsIQrM+tC8MouVO7O+Vi7RvDI7pBWJiIjIXqTArA/lw1N4M+m4zZsJ5cNTQ1qRiIiI7EUKzPowfceteJqRNZq4e/g3zZi+49ZhL01ERET2EJ3K7EM4fXm7TmWKiIjIQCkw61Pt9CkFYiIiIjJQSmWKiIiIjAgFZiIiIiIjQoGZiIiIyIhQYCYiIiIyIhSYiYiIiIwIBWYiIiIiI0KBmYiIiMiIUGAmIiIiMiIUmImIiIiMCAVmIiIiIiPC3H3Ya9gyM7sEnNuBpzoKPLMDzyP902symvS6jB69JqNJr8vo2YnX5JS7H+t1x54IzHaKmT3i7rcNex2yQq/JaNLrMnr0mowmvS6jZ9iviVKZIiIiIiNCgZmIiIjIiFBgtjnvH/YCZBW9JqNJr8vo0WsymvS6jJ6hviaqMRMREREZEdoxExERERkRCsy6mNmPmtl/M7PHzeyXetxfNbP/mN//N2Z2086vcv/p43X5n83srJl9xcw+Y2anhrHO/WSj16Ttca8zMzcznTzbAf28Lmb2hvz35Wtm9h92eo37UR9/w55jZmfM7Iv537FXD2Od+4mZ/YGZPW1mX13jfjOz9+Wv2VfM7NadWJcCszZmFgP3Aj8GnAbeZGanux72duCqu98M/Bbwr3Z2lftPn6/LF4Hb3P17gT8D/vXOrnJ/6fM1wcwmgZ8H/mZnV7g/9fO6mNktwLuAl7v784F/uuML3Wf6/H35ZeCj7v79wBuBf7ezq9yX/gj40XXu/zHglvztHcDv7sCaFJh1eSnwuLt/090bwEeAu7seczfwwfz9PwNeaWa2g2vcjzZ8Xdz9jLsv5h9+Hnj2Dq9xv+nndwXgPYT/eVneycXtY/28Lv8YuNfdrwK4+9M7vMb9qJ/XxYGp/P2DwHd2cH37krv/FXBlnYfcDfyxB58Hps3sWYNelwKzTieBJ9s+/nZ+W8/HuHsCXAOO7Mjq9q9+Xpd2bwf+00BXJBu+Jvm2/43u/omdXNg+18/vyvcA32NmnzOzz5vZejsGsj36eV1+DXizmX0b+CTwczuzNFnHZq8926I06CcQ2Ulm9mbgNuD2Ya9lPzOzCPhN4K1DXoqsViKkZn6YsLP8V2b2QnefGeqq5E3AH7n7vzWzlwF/YmYvcPds2AuTnaUds07ngRvbPn52flvPx5hZibDlfHlHVrd/9fO6YGZ3Au8Gftzd6zu0tv1qo9dkEngB8FkzewL4QeB+HQAYuH5+V74N3O/uTXf/O+D/IwRqMjj9vC5vBz4K4O7/BRgjzGyU4enr2rPdFJh1ehi4xcyea2YVQgHm/V2PuR/46fz91wP/2dUMbtA2fF3M7PuB3yMEZaqZGbx1XxN3v+buR939Jne/iVD39+Pu/shwlrtv9PM37P8i7JZhZkcJqc1v7uQi96F+XpdvAa8EMLP/nhCYXdrRVUq3+4G35KczfxC45u5PDfpJlcps4+6Jmf0s8CkgBv7A3b9mZr8OPOLu9wMfIGwxP04oGnzj8Fa8P/T5uvwGMAH8n/lZjG+5+48PbdF7XJ+vieywPl+XTwGvMrOzQAr8C3fXrv8A9fm6/HPg35vZPyMcBHir/qd/sMzsw4T/STma1/b9KlAGcPf/g1Dr92rgcWAReNuOrEuvu4iIiMhoUCpTREREZEQoMBMREREZEQrMREREREaEAjMRERGREaHATERERGREKDATERERGREKzERE+pRP+xARGRgFZiKyZ5nZm83sC2b2JTP7PTOLzWzezN5rZl/Oh3gfzx97zMw+ZmYP528vz2//NTP7EzP7HKG59DEz+0sz+5qZ/b6ZnTOzo2b262b2T9ue+71m9vND+tZFZJdSYCYie1I+1uYngZe7+4sIXe5/CqgBn3f37wP+CvjH+af8NvBb7v4S4HXA77d9udPAne7+JkJ38P/s7s8H/gx4Tv6YPwDekj93RJgK8qHBfYcishdpW15E9qpXAi8GHs7HdI0DTwMN4IH8MY8C/0P+/p3A6fyxAFNmNpG/f7+7L+Xv/33gtQDu/hdmdjV//wkzu5zPbT0OfFGjjkRksxSYicheZcAH3f1dHTea/S9tMwhTVv4ORsAPuvty1+MBFvp8zt8H3gqcIOygiYhsilKZIrJXfQZ4vZndAGBmh83s1DqP/zTwc8UHZvaiNR73OeAN+WNeBRxqu+8+4EeBlxAGVouIbIoCMxHZk9z9LPDLwKfN7CvAXwLPWudT/glwm5l9xczOAj+zxuP+JfAqM/sq8BPABWAuf84GcAb4qLun2/OdiMh+Yis7+iIishEzqwKpuydm9jLgd/PDBUXR/2PAT7j73w5znSKyO6nGTERkc54DfDQPwhrkpzrN7DThUMF9CspE5Hppx0xERERkRKjGTERERGREKDATERERGREKzERERERGhAIzERERkRGhwExERERkRCgwExERERkR/z+EelABMwCrxwAAAABJRU5ErkJggg==\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# creating the regression plot between popularity and acoustic\n",
        "plt.figure(figsize=(10,6))\n",
        "sns.regplot(data=filtered_data,y='popularity',x='acousticness', line_kws={\"color\": \"red\"}).set(title='Popularity Vs Acoustic Correlation')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 421
        },
        "id": "SlWlJLivWkg7",
        "outputId": "acb41076-e776-4431-d5fe-82e51c6314b9"
      },
      "execution_count": 55,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "[Text(0.5, 1.0, 'Popularity Vs Acoustic Correlation')]"
            ]
          },
          "metadata": {},
          "execution_count": 55
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 720x432 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# we are creating a new column year from the release date\n",
        "spotify_tracks['dates']=spotify_tracks.index.get_level_values('release_date')\n",
        "spotify_tracks.dates=pd.to_datetime(spotify_tracks.dates)\n",
        "years=spotify_tracks.dates.dt.year"
      ],
      "metadata": {
        "id": "45qjnAucjPiv"
      },
      "execution_count": 65,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "sns.displot(years,discrete=True,aspect=2,height=5,kind='hist').set(title='Number of songs per year')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 402
        },
        "id": "wguwfSxvkcmw",
        "outputId": "b73b3d98-725c-412d-be7b-6f24a0a0ee50"
      },
      "execution_count": 70,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<seaborn.axisgrid.FacetGrid at 0x7f81c7e856d0>"
            ]
          },
          "metadata": {},
          "execution_count": 70
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 720x360 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# duration over the years\n",
        "total_duration = spotify_tracks.duration\n",
        "fig_dims = (18,7)\n",
        "fig,ax = plt.subplots(figsize = fig_dims)\n",
        "fig = sns.barplot(x=years,y=total_duration,ax=ax,errwidth=False).set(title='Year Vs Duration')\n",
        "plt.xticks(rotation=90)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 630
        },
        "id": "1LWQLzM9ltQ_",
        "outputId": "a7ef9247-f69d-4e05-b8a4-3894fc719d68"
      },
      "execution_count": 72,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(array([  0,   1,   2,   3,   4,   5,   6,   7,   8,   9,  10,  11,  12,\n",
              "         13,  14,  15,  16,  17,  18,  19,  20,  21,  22,  23,  24,  25,\n",
              "         26,  27,  28,  29,  30,  31,  32,  33,  34,  35,  36,  37,  38,\n",
              "         39,  40,  41,  42,  43,  44,  45,  46,  47,  48,  49,  50,  51,\n",
              "         52,  53,  54,  55,  56,  57,  58,  59,  60,  61,  62,  63,  64,\n",
              "         65,  66,  67,  68,  69,  70,  71,  72,  73,  74,  75,  76,  77,\n",
              "         78,  79,  80,  81,  82,  83,  84,  85,  86,  87,  88,  89,  90,\n",
              "         91,  92,  93,  94,  95,  96,  97,  98,  99, 100]),\n",
              " <a list of 101 Text major ticklabel objects>)"
            ]
          },
          "metadata": {},
          "execution_count": 72
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1296x504 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "spotify_genre =pd.read_csv('/content/SpotifyFeatures.csv')"
      ],
      "metadata": {
        "id": "NbLgcIO6pJ6_"
      },
      "execution_count": 79,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "spotify_genre.head()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 461
        },
        "id": "kklFO6odqC1C",
        "outputId": "d0e26618-172e-47cf-c3fd-7668f15d4c2d"
      },
      "execution_count": 80,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "   genre        artist_name                        track_name  \\\n",
              "0  Movie     Henri Salvador       C'est beau de faire un Show   \n",
              "1  Movie  Martin & les fées  Perdu d'avance (par Gad Elmaleh)   \n",
              "2  Movie    Joseph Williams    Don't Let Me Be Lonely Tonight   \n",
              "3  Movie     Henri Salvador    Dis-moi Monsieur Gordon Cooper   \n",
              "4  Movie       Fabien Nataf                         Ouverture   \n",
              "\n",
              "                 track_id  popularity  acousticness  danceability  \\\n",
              "0  0BRjO6ga9RKCKjfDqeFgWV           0         0.611         0.389   \n",
              "1  0BjC1NfoEOOusryehmNudP           1         0.246         0.590   \n",
              "2  0CoSDzoNIKCRs124s9uTVy           3         0.952         0.663   \n",
              "3  0Gc6TVm52BwZD07Ki6tIvf           0         0.703         0.240   \n",
              "4  0IuslXpMROHdEPvSl1fTQK           4         0.950         0.331   \n",
              "\n",
              "   duration_ms  energy  instrumentalness key  liveness  loudness   mode  \\\n",
              "0        99373   0.910             0.000  C#    0.3460    -1.828  Major   \n",
              "1       137373   0.737             0.000  F#    0.1510    -5.559  Minor   \n",
              "2       170267   0.131             0.000   C    0.1030   -13.879  Minor   \n",
              "3       152427   0.326             0.000  C#    0.0985   -12.178  Major   \n",
              "4        82625   0.225             0.123   F    0.2020   -21.150  Major   \n",
              "\n",
              "   speechiness    tempo time_signature  valence  \n",
              "0       0.0525  166.969            4/4    0.814  \n",
              "1       0.0868  174.003            4/4    0.816  \n",
              "2       0.0362   99.488            5/4    0.368  \n",
              "3       0.0395  171.758            4/4    0.227  \n",
              "4       0.0456  140.576            4/4    0.390  "
            ],
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              "      <th>genre</th>\n",
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              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>Movie</td>\n",
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              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>Movie</td>\n",
              "      <td>Joseph Williams</td>\n",
              "      <td>Don't Let Me Be Lonely Tonight</td>\n",
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              "      <td>0.0362</td>\n",
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              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>Movie</td>\n",
              "      <td>Henri Salvador</td>\n",
              "      <td>Dis-moi Monsieur Gordon Cooper</td>\n",
              "      <td>0Gc6TVm52BwZD07Ki6tIvf</td>\n",
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              "      <td>0.0985</td>\n",
              "      <td>-12.178</td>\n",
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              "      <td>4</td>\n",
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              "      <td>-21.150</td>\n",
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              "      <td>140.576</td>\n",
              "      <td>4/4</td>\n",
              "      <td>0.390</td>\n",
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              "                                                     [key], {});\n",
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              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
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              "  "
            ]
          },
          "metadata": {},
          "execution_count": 80
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "plt.title('Duration of the Songs in  Different Genre')\n",
        "sns.color_palette('rocket',as_cmap=True)\n",
        "sns.barplot(y='genre',x = 'duration_ms',data=spotify_genre)\n",
        "plt.ylabel('Genres')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 313
        },
        "id": "JttDeda1qy31",
        "outputId": "ef07819f-eca3-4dd7-d585-cf1a324d5b48"
      },
      "execution_count": 83,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "Text(0, 0.5, 'Genres')"
            ]
          },
          "metadata": {},
          "execution_count": 83
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 432x288 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# top five genres by popularity\n",
        "sns.set_style(style = 'darkgrid')\n",
        "plt.figure(figsize = (10,5))\n",
        "famous = spotify_genre.sort_values('popularity',ascending = False).head(10)\n",
        "sns.barplot(y='genre',x = 'popularity',data = famous).set(title='Top 5 Genre by Popularity')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 367
        },
        "id": "Yun_QXgQsRg0",
        "outputId": "a532de6e-4de3-4e8e-acdd-bac031e4921e"
      },
      "execution_count": 86,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "[Text(0.5, 1.0, 'Top 5 Genre by Popularity')]"
            ]
          },
          "metadata": {},
          "execution_count": 86
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 720x360 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    }
  ]
}