finland_disturbances.ipynb

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    "tags": []
   },
   "source": [
    "# Satellite navigation disturbances in Finland"
   ]
  },
  {
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     "text": [
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      "Successfully installed geopandas-1.0.1 pyogrio-0.10.0 pyproj-3.7.0 shapely-2.0.6\n",
      "Note: you may need to restart the kernel to use updated packages.\n"
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   "source": [
    "%pip install geopandas"
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  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "159a8df7-1812-44d6-98c0-809906c05a81",
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    "editable": true,
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   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "import datetime as dt\n",
    "import geopandas\n",
    "import matplotlib.pyplot as plt\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "139f8ca0-9826-4364-ab56-1b8288c36c07",
   "metadata": {
    "editable": true,
    "slideshow": {
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   "outputs": [],
   "source": [
    "url='situational-picture-disturbances-satellite-navigation-finland-2024'\n",
    "(pd\n",
    " .read_html('https://www.traficom.fi/en/news/'+url)\n",
    " [0]\n",
    " .to_csv('finland_disturbance.csv',index=False)\n",
    ")"
   ]
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    "tags": []
   },
   "source": [
    "Save data locally to avoid webscraping everytime I rerun the notebook."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "593afdba-b997-4055-8e6a-1cb2013c1c2f",
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   "outputs": [],
   "source": [
    "fi_data=pd.read_csv('finland_disturbance.csv',header=1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "9554b6ed-01db-43ea-96ca-ff0ddcb6bcb0",
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    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Year</th>\n",
       "      <th>Finland</th>\n",
       "      <th>Finnish operators’ notifications outside of Finland</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>2018</td>\n",
       "      <td>0</td>\n",
       "      <td>6</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2019</td>\n",
       "      <td>8</td>\n",
       "      <td>137</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2020</td>\n",
       "      <td>27</td>\n",
       "      <td>34</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2021</td>\n",
       "      <td>8</td>\n",
       "      <td>71</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2022</td>\n",
       "      <td>65</td>\n",
       "      <td>1331</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>2023</td>\n",
       "      <td>239</td>\n",
       "      <td>7370</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>2024 (by 30 April)</td>\n",
       "      <td>Around 1200</td>\n",
       "      <td>Around 2100</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                 Year      Finland  \\\n",
       "0                2018            0   \n",
       "1                2019            8   \n",
       "2                2020           27   \n",
       "3                2021            8   \n",
       "4                2022           65   \n",
       "5                2023          239   \n",
       "6  2024 (by 30 April)  Around 1200   \n",
       "\n",
       "  Finnish operators’ notifications outside of Finland  \n",
       "0                                                  6   \n",
       "1                                                137   \n",
       "2                                                 34   \n",
       "3                                                 71   \n",
       "4                                               1331   \n",
       "5                                               7370   \n",
       "6                                        Around 2100   "
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "fi_data"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "19a51bb6-4be1-440f-9ea0-40789787261f",
   "metadata": {
    "editable": true,
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     "slide_type": ""
    },
    "tags": []
   },
   "source": [
    "Unfortunately the last line is not purely numeric and needs some cleanup."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "473b3108-d3ad-48ce-aae3-eefc68979865",
   "metadata": {
    "editable": true,
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     "slide_type": ""
    },
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   },
   "outputs": [],
   "source": [
    "def parse_date(input_str):\n",
    "    return dt.datetime.strptime(input_str,'%d %B %Y')\n",
    "def clean_table(df):\n",
    "    return df.assign(\n",
    "        disturbance_year=fi_data\n",
    "        .Year.str.split(' ',expand=True)[0].astype('int32'),\n",
    "        end_date =(fi_data\n",
    "        .Year.str.split('by ',expand=True)[1].str.rstrip(')').fillna('31 December')+' '+fi_data\n",
    "        .Year.str.split(' ',expand=True)[0]).apply(parse_date).dt.dayofyear,\n",
    "        disturbances_Finland=fi_data\n",
    "        .Finland.str.replace('Around ','').astype('int32'),\n",
    "        disturbances_Outside=fi_data\n",
    "        ['Finnish operators’ notifications outside of Finland']\n",
    "        .str.replace('Around ','').astype('int32'),\n",
    "        disturbances_Outside_weighted=fi_data\n",
    "        ['Finnish operators’ notifications outside of Finland']\n",
    "        .str.replace('Around ','').astype('int32')*365/(fi_data\n",
    "        .Year.str.split('by ',expand=True)[1].str.rstrip(')').fillna('31 December')+' '+fi_data\n",
    "        .Year.str.split(' ',expand=True)[0]).apply(parse_date).dt.dayofyear,\n",
    "        disturbances_Finland_weighted=fi_data\n",
    "        .Finland.str.replace('Around ','').astype('int32')*365/(fi_data\n",
    "        .Year.str.split('by ',expand=True)[1].str.rstrip(')').fillna('31 December')+' '+fi_data\n",
    "        .Year.str.split(' ',expand=True)[0]).apply(parse_date).dt.dayofyear\n",
    "        )"
   ]
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   "cell_type": "code",
   "execution_count": 5,
   "id": "0c0bfb5f-8c0e-45b4-afaa-61d1d9a05ae2",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2024-04-30 00:00:00\n"
     ]
    }
   ],
   "source": [
    "print(dt.datetime.strptime('30 April 2024','%d %B %Y'))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "f22cca76-63df-474a-a266-adb260bf8a3b",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2024-04-30 00:00:00\n"
     ]
    }
   ],
   "source": [
    "print(parse_date('30 April 2024'))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "0aabaea1-0f44-4149-9271-6e03d99689ab",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": "slide"
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   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([<Axes: xlabel='disturbance_year'>,\n",
       "       <Axes: xlabel='disturbance_year'>], dtype=object)"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "(fi_data\n",
    " .pipe(clean_table)\n",
    " .set_index('disturbance_year')\n",
    " [['disturbances_Finland','disturbances_Outside']]\n",
    " .plot(subplots=True)\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "ac0174c2-026d-48d9-b2da-501fa3670e49",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>disturbances_Finland</th>\n",
       "      <th>disturbances_Outside</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>disturbances_Finland</th>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.272785</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>disturbances_Outside</th>\n",
       "      <td>0.272785</td>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                      disturbances_Finland  disturbances_Outside\n",
       "disturbances_Finland              1.000000              0.272785\n",
       "disturbances_Outside              0.272785              1.000000"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "(fi_data\n",
    " .pipe(clean_table)\n",
    " .set_index('disturbance_year')[['disturbances_Finland','disturbances_Outside']]\n",
    " .corr(numeric_only=True)\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "d67d36b1-961c-4e45-89c8-d0d6c24f10c5",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": "slide"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([<Axes: xlabel='disturbance_year'>,\n",
       "       <Axes: xlabel='disturbance_year'>], dtype=object)"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "(fi_data\n",
    " .pipe(clean_table)\n",
    " .set_index('disturbance_year')\n",
    " [['disturbances_Finland_weighted','disturbances_Outside_weighted']]\n",
    " .plot(subplots=True)\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "9ca1d515-b85b-47f0-8acf-8788e518d135",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": "slide"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>disturbances_Finland_weighted</th>\n",
       "      <th>disturbances_Outside_weighted</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>disturbances_Finland_weighted</th>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.615289</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>disturbances_Outside_weighted</th>\n",
       "      <td>0.615289</td>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                               disturbances_Finland_weighted  \\\n",
       "disturbances_Finland_weighted                       1.000000   \n",
       "disturbances_Outside_weighted                       0.615289   \n",
       "\n",
       "                               disturbances_Outside_weighted  \n",
       "disturbances_Finland_weighted                       0.615289  \n",
       "disturbances_Outside_weighted                       1.000000  "
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "(fi_data\n",
    " .pipe(clean_table)\n",
    " .set_index('disturbance_year')\n",
    " [['disturbances_Finland_weighted','disturbances_Outside_weighted']]\n",
    " .corr(numeric_only=True)\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "9121e7cb-90ce-4c24-b087-a216c8150615",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Year</th>\n",
       "      <th>Finland</th>\n",
       "      <th>Finnish operators’ notifications outside of Finland</th>\n",
       "      <th>disturbance_year</th>\n",
       "      <th>end_date</th>\n",
       "      <th>disturbances_Finland</th>\n",
       "      <th>disturbances_Outside</th>\n",
       "      <th>disturbances_Outside_weighted</th>\n",
       "      <th>disturbances_Finland_weighted</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>2018</td>\n",
       "      <td>0</td>\n",
       "      <td>6</td>\n",
       "      <td>2018</td>\n",
       "      <td>365</td>\n",
       "      <td>0</td>\n",
       "      <td>6</td>\n",
       "      <td>6.000000</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2019</td>\n",
       "      <td>8</td>\n",
       "      <td>137</td>\n",
       "      <td>2019</td>\n",
       "      <td>365</td>\n",
       "      <td>8</td>\n",
       "      <td>137</td>\n",
       "      <td>137.000000</td>\n",
       "      <td>8.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2020</td>\n",
       "      <td>27</td>\n",
       "      <td>34</td>\n",
       "      <td>2020</td>\n",
       "      <td>366</td>\n",
       "      <td>27</td>\n",
       "      <td>34</td>\n",
       "      <td>33.907104</td>\n",
       "      <td>26.926230</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2021</td>\n",
       "      <td>8</td>\n",
       "      <td>71</td>\n",
       "      <td>2021</td>\n",
       "      <td>365</td>\n",
       "      <td>8</td>\n",
       "      <td>71</td>\n",
       "      <td>71.000000</td>\n",
       "      <td>8.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2022</td>\n",
       "      <td>65</td>\n",
       "      <td>1331</td>\n",
       "      <td>2022</td>\n",
       "      <td>365</td>\n",
       "      <td>65</td>\n",
       "      <td>1331</td>\n",
       "      <td>1331.000000</td>\n",
       "      <td>65.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>2023</td>\n",
       "      <td>239</td>\n",
       "      <td>7370</td>\n",
       "      <td>2023</td>\n",
       "      <td>365</td>\n",
       "      <td>239</td>\n",
       "      <td>7370</td>\n",
       "      <td>7370.000000</td>\n",
       "      <td>239.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>2024 (by 30 April)</td>\n",
       "      <td>Around 1200</td>\n",
       "      <td>Around 2100</td>\n",
       "      <td>2024</td>\n",
       "      <td>121</td>\n",
       "      <td>1200</td>\n",
       "      <td>2100</td>\n",
       "      <td>6334.710744</td>\n",
       "      <td>3619.834711</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                 Year      Finland  \\\n",
       "0                2018            0   \n",
       "1                2019            8   \n",
       "2                2020           27   \n",
       "3                2021            8   \n",
       "4                2022           65   \n",
       "5                2023          239   \n",
       "6  2024 (by 30 April)  Around 1200   \n",
       "\n",
       "  Finnish operators’ notifications outside of Finland  disturbance_year  \\\n",
       "0                                                  6               2018   \n",
       "1                                                137               2019   \n",
       "2                                                 34               2020   \n",
       "3                                                 71               2021   \n",
       "4                                               1331               2022   \n",
       "5                                               7370               2023   \n",
       "6                                        Around 2100               2024   \n",
       "\n",
       "   end_date  disturbances_Finland  disturbances_Outside  \\\n",
       "0       365                     0                     6   \n",
       "1       365                     8                   137   \n",
       "2       366                    27                    34   \n",
       "3       365                     8                    71   \n",
       "4       365                    65                  1331   \n",
       "5       365                   239                  7370   \n",
       "6       121                  1200                  2100   \n",
       "\n",
       "   disturbances_Outside_weighted  disturbances_Finland_weighted  \n",
       "0                       6.000000                       0.000000  \n",
       "1                     137.000000                       8.000000  \n",
       "2                      33.907104                      26.926230  \n",
       "3                      71.000000                       8.000000  \n",
       "4                    1331.000000                      65.000000  \n",
       "5                    7370.000000                     239.000000  \n",
       "6                    6334.710744                    3619.834711  "
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "(fi_data\n",
    " .pipe(clean_table)\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "81e9f23a-9301-4a86-8ff3-75ffcf6e721b",
   "metadata": {},
   "source": [
    "Note we do want to normalise leap years! But it won't make a big difference, unlike the incomplete 2024."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "07817172-3684-4606-b955-47479366eb0b",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([<Axes: xlabel='disturbance_year'>,\n",
       "       <Axes: xlabel='disturbance_year'>], dtype=object)"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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SEhJw8OBBjB49ulxiDAAtWrRAYGAgxo0bh9OnT+P8+fMYN24clEpllYamGzVqBJlMhr179+LmzZvIycmBnZ0d3n77bUyfPh1btmxBQkKC9HOxZcsWAMD48eMRHx+PWbNmITY2Ftu2bUNISIje2yWqT5Ye1FzdOKh9QzR3s3tEa8NgAmNili1bhueeew4DBw5EYGAgnn32Wem/2bIcHBzw+eefo1u3bmjbti0OHz6MPXv2SE/gXrRoEZKSktC0aVPp/jH+/v7YsGED1q9fj3bt2uH06dM6VwA9ysyZM3H27Fl06NABixcvxsqVKxEUpDk9165dO6xcuRIff/wxWrdujW+//RZLliypch+MGjUKq1evxoYNG9CqVSsMGDAA8fGa53PIZDL88ssv6N69O0aPHg0/Pz8MHToU165dg6urK8zMzHD79m2MHDkSfn5+ePXVV9GvXz8sXLiwynFUJ2dnZ4SEhGDHjh1o2bIlPvroIyxfvrzK63nttdfw3//+F7Nnz0anTp1w7do1TJgwoUrr6NGjB4qLi6UERi6Xo3v37pDJZFL9CwB4eHjgxIkTKC4uRp8+fdCmTRtMmzYNDg4OlSbVX3/9NVxdXdG9e3cMHjwYb731Fuzs7GBlZaV3fA0bNsTChQsxZ84cuLq6SpfQv//++/jvf/+LJUuWwN/fH3379sW+ffvQuLHmgXPe3t748ccfsWvXLrRr1w6bNm3SKUAmIo3frt7G0bibMJfLMD3Q79ELGIhMVPU6XhORlZUFe3t7ZGZm6tx0DADy8vKQmJiIxo0bV+kPJxFVr7/++gteXl5Scbex4d8Kqm+EEBiy8STOJWdgRNdGeH9Q61qP4WHHb23GX/hBRHXGkSNHkJOTgzZt2iA1NRWzZ8+Gj48PunfvbujQiAhA2OV0nEvOgJWFHJOf9330AgbEU0hEJUrvKFvRq66caqhs/2xtbXHs2LEa335hYSH+7//+D61atcLgwYPh7OyM8PDwGrmRIBFVjVotsPyQpvbljX80hovKuEcdOQJDVOKLL75Abm5uhfPqyjN9HnZFWdnLj2tC6aXiRGR89vyegitp2bCzMseEHk0fvYCBMYEhKlEbB3BD037kAhFRqcJiNVaGxgEAxvdoCntr4x8VrdIppI0bN6Jt27ZQqVRQqVQICAjQucQ2Ly8PwcHB0l1QhwwZghs3buisIzk5Gf3794e1tTVcXFwwa9ascneHDQ8PR8eOHaFQKODr61tjlzrW0fplIqom/BtB9cX3Z67j2u37eMpWgdHdfAwdjl6qlMB4enrio48+QlRUFM6ePYvnn38eL774onSfienTp2PPnj3YsWMHIiIikJKSgpdeeklavri4GP3790dBQQFOnjyJLVu2ICQkBPPmzZPaJCYmon///ujVqxcuXLiAadOmYezYsTh4sPqeVVR6vl379vVERGWV/o1gjQ7VZbkFxVgbprkVxeTnfU3ixq5ANVxG7ejoiGXLluHll1+Gs7Mztm3bhpdffhmA5u6i/v7+iIyMRNeuXbF//34MGDAAKSkpcHV1BQBs2rQJ77zzDm7evAlLS0u888472LdvH2JiYqRtDB06FBkZGThw4IDecT3qMqzU1FRkZGTAxcUF1tbWRveMByIyHCEE7t+/j/T0dDg4ODzxoxGIjNmmiAR8tP8KPBsocWRmT1iaG/b6nhq/jLq4uBg7duzAvXv3EBAQgKioKBQWFiIwMFBq06JFC3h7e0sJTGRkJNq0aSMlL4CmqG/ChAm4dOkSOnTogMjISJ11lLbRfopxdSh9AvPDHhBHRPWbg4PDYz2tnchUZOYWYmO45oGn0wP9DJ68VEWVE5jo6GgEBAQgLy8Ptra22LlzJ1q2bIkLFy7A0tKy3EPuXF1dkZaWBgBIS0vTSV5K55fOe1ibrKws5ObmVvowv/z8fOTn50ufs7KyHrofMpkM7u7ucHFxqfBhhURUv1lYWMDMrOYetkpkDD4/ehWZuYVo5mKLQR1M60KGKicwzZs3x4ULF5CZmYkffvgBo0aNQkRERE3EViVLlix5rNvBm5mZ8Y8UERHVOzez8/HViUQAwMw+zWEmN61SiiqPFVlaWsLX1xedOnXCkiVL0K5dO6xZswZubm4oKChARkaGTvsbN25IQ7Bubm7lrkoq/fyoNiqVqtLRFwCYO3cuMjMzpdf169erumtERET1xvpf/8T9gmK083JAUCvXRy9gZJ74ZJdarUZ+fj46deoECwsLhIWFSfNiY2ORnJyMgIAAAEBAQACio6N16k5CQ0OhUqnQsmVLqY32OkrblK6jMgqFQrq8u/RFRERE5f119z62nUoGAMwOam6SF7JU6RTS3Llz0a9fP3h7eyM7Oxvbtm1DeHg4Dh48CHt7e4wZMwYzZsyAo6MjVCoVJk+ejICAAHTt2hUA0KdPH7Rs2RIjRozA0qVLkZaWhvfeew/BwcFQKBQANI+8X7duHWbPno0333wTR44cwfbt27Fv377q33siIqJ6aPXheBQUq9HN1wndfJ8ydDiPpUoJTHp6OkaOHInU1FTY29ujbdu2OHjwIF544QUAwKpVqyCXyzFkyBDk5+cjKCgIGzZskJY3MzPD3r17MWHCBAQEBMDGxgajRo3CokWLpDaNGzfGvn37MH36dKxZswaenp744osvePtxIiKiahB/Ixs/nfsLADArqIWBo3l8T3wfGGOl73XkRERE9cn4rVE4cCkNQa1c8emIzoYOpxx9j9+mc8E3ERERPZGL1zNw4FIaZDLg7T7NDR3OE2ECQ0REVE8sOxgLABjcoSGaudoZOJonwwSGiIioHjj55y0c//MWLMxkmB7oZ+hwnhgTGCIiojpOCIGlJaMvrz/jDS9HawNH9OSYwBAREdVxoX/cwIXrGVBamGHS880MHU61YAJDRERUhxWrBZYf0oy+vPmsD5ztFAaOqHowgSEiIqrDfr7wN+Ju5MBeaYFx3ZsaOpxqwwSGiIiojiooUmPV4TgAwPgeTWGvtDBwRNWHCQwREVEd9d2ZZFy/kwtnOwXe+IePocOpVkxgiIiI6qD7BUVYG/YnAGDK875QWpoZOKLqxQSGiIioDgo5mYRbOfnwclTitae9DR1OtWMCQ0REVMdk3i/EpvAEAMCMF/xgaV73Dvd1b4+IiIjquU+PJiArrwjNXe3wr3YNDR1OjWACQ0REVIekZ+dh84kkAMDbQc1hJpcZNqAawgSGiIioDll35E/kFhajo7cDAv1dDB1OjWECQ0REVEdcv3Mf/zudDACYFdQCMlndHH0BmMAQERHVGatC41BYLPBcs6cQ0NTJ0OHUKCYwREREdUBsWjZ2XvgbADArqLmBo6l5TGCIiIjqgBWHYiEE0K+1G9p6Ohg6nBrHBIaIiMjEnU++i0N/3IBcBszs42focGoFExgiIiITt+xgLABgSEdP+LrYGTia2sEEhoiIyIQdj7+Fkwm3YWkmx7QX6sfoC8AEhoiIyGQJIbDs4BUAwPCu3mjooDRwRLWHCQwREZGJOngpDRf/yoS1pRmCe/kaOpxaxQSGiIjIBBWrBZYfigMAjH22MZ6yVRg4otrFBIaIiMgE/XTuL/yZngMHawuM7d7E0OHUOiYwREREJia/qBirD8cDACb0aAqVlYWBI6p9TGCIiIhMzP9OJePvjFy4qhQY9Q8fQ4djEExgiIiITMi9/CKs+/VPAMCU3s1gZWFm4IgMgwkMERGRCdl8IhG3cgrg42SNVzt7GTocg2ECQ0REZCIy7hfg06NXAQDTX/CDhVn9PYxXac+XLFmCp59+GnZ2dnBxccGgQYMQGxur0yYvLw/BwcFwcnKCra0thgwZghs3bui0SU5ORv/+/WFtbQ0XFxfMmjULRUVFOm3Cw8PRsWNHKBQK+Pr6IiQk5PH2kIiIqI7YGJGA7Lwi+LurMLCth6HDMagqJTAREREIDg7Gb7/9htDQUBQWFqJPnz64d++e1Gb69OnYs2cPduzYgYiICKSkpOCll16S5hcXF6N///4oKCjAyZMnsWXLFoSEhGDevHlSm8TERPTv3x+9evXChQsXMG3aNIwdOxYHDx6shl0mIiIyPTey8hByIgkAMCvID3K5zLABGZhMCCEed+GbN2/CxcUFERER6N69OzIzM+Hs7Ixt27bh5ZdfBgBcuXIF/v7+iIyMRNeuXbF//34MGDAAKSkpcHV1BQBs2rQJ77zzDm7evAlLS0u888472LdvH2JiYqRtDR06FBkZGThw4IBesWVlZcHe3h6ZmZlQqVSPu4tERERG4d2d0fj2VDI6NWqAH8YHQCarmwmMvsfvJzp5lpmZCQBwdHQEAERFRaGwsBCBgYFSmxYtWsDb2xuRkZEAgMjISLRp00ZKXgAgKCgIWVlZuHTpktRGex2lbUrXQUREVJ9cu30P35+5DgCYHdS8ziYvVWH+uAuq1WpMmzYN3bp1Q+vWrQEAaWlpsLS0hIODg05bV1dXpKWlSW20k5fS+aXzHtYmKysLubm5UCrLP6wqPz8f+fn50uesrKzH3TUiIiKjsio0DkVqgR5+zujSxMnQ4RiFxx6BCQ4ORkxMDL777rvqjOexLVmyBPb29tLLy6v+XlpGRER1x5W0LPx8MQUAMCuouYGjMR6PlcBMmjQJe/fuxa+//gpPT09pupubGwoKCpCRkaHT/saNG3Bzc5PalL0qqfTzo9qoVKoKR18AYO7cucjMzJRe169ff5xdIyIiMirLD8ZCCKB/W3e0bmhv6HCMRpUSGCEEJk2ahJ07d+LIkSNo3LixzvxOnTrBwsICYWFh0rTY2FgkJycjICAAABAQEIDo6Gikp6dLbUJDQ6FSqdCyZUupjfY6StuUrqMiCoUCKpVK50VERGTKoq7dweHL6TCTyzDzBT9Dh2NUqlQDExwcjG3btuHnn3+GnZ2dVLNib28PpVIJe3t7jBkzBjNmzICjoyNUKhUmT56MgIAAdO3aFQDQp08ftGzZEiNGjMDSpUuRlpaG9957D8HBwVAoNI8CHz9+PNatW4fZs2fjzTffxJEjR7B9+3bs27evmnefiIjIOAkhsPSA5l5rr3TyRBNnWwNHZGREFQCo8LV582apTW5urpg4caJo0KCBsLa2FoMHDxapqak660lKShL9+vUTSqVSPPXUU2LmzJmisLBQp82vv/4q2rdvLywtLUWTJk10tqGPzMxMAUBkZmZWaTkiIiJjEB6bLhq9s1c0e/cX8ffd+4YOp9boe/x+ovvAGDPeB4aIiEyVWi3wr/XHEfN3FsY82xj/HdDS0CHVmlq5DwwRERFVvwOX0hDzdxZsLM0wsWdTQ4djlJjAEBERGZGiYjWWH9LUvox9rgmcbBUGjsg4MYEhIiIyIj+d+xtXb95DA2sLjH2u8aMXqKeYwBARERmJvMJirD4cBwAI7uULOysLA0dkvJjAEBERGYlvTyUjJTMP7vZW+HfXRoYOx6gxgSEiIjICOflFWP/rnwCAqb2bwcrCzMARGTcmMEREREbgy2OJuHOvAI2fssHLnTwfvUA9xwSGiIjIwO7cK8Dnx64CAGa84AdzMx6eH4U9REREZGCbIhKQk1+Elu4q9G/jbuhwTAITGCIiIgNKy8zDlpNJAIBZfZtDLpcZNiATwQSGiIjIgNaExSO/SI1nfBzR08/Z0OGYDCYwREREBpJ46x62n70OAJjdtzlkMo6+6IsJDBERkYGsDI1DsVrg+RYu6OzjaOhwTAoTGCIiIgO4lJKJPRdTAABv92lu4GhMDxMYIiIiA1h+UPPAxn+180BLD5WBozE9TGCIiIhq2ZmkO/g19ibM5DJMf8HP0OGYJCYwREREtUgIgWUHNKMvr3b2QuOnbAwckWliAkNERFSLwuNu4nTSHSjM5Zjau5mhwzFZTGCIiIhqiVr9YPRl1D984GZvZeCITBcTGCIiolqyLzoVf6RmwU5hjgk9mho6HJPGBIaIiKgWFBarsTI0DgDwVvcmaGBjaeCITBsTGCIiolrwQ9RfSLx1D042lnjz2caGDsfkMYEhIiKqYXmFxVhzOB4AENzLF7YKcwNHZPqYwBAREdWwb367hrSsPHjYW+H1Lt6GDqdOYAJDRERUg7LzCrH+1z8BANMC/WBlYWbgiOoGJjBEREQ16Itjibh7vxBNnW3wUseGhg6nzmACQ0REVENu5+Tji2NXAQAz+zSHuRkPu9WFPUlERFRDNoQn4F5BMdo0tEe/1m6GDqdOYQJDRERUA1IycrH1t2sAgFlBzSGTyQwcUd3CBIaIiKgGrDkcj4IiNbo2ccRzzZ4ydDh1DhMYIiKiapZwMwc7oq4DAGYFteDoSw1gAkNERFTNVobGQS2AQH8XdGrUwNDh1ElVTmCOHj2KgQMHwsPDAzKZDLt27dKZL4TAvHnz4O7uDqVSicDAQMTHx+u0uXPnDoYPHw6VSgUHBweMGTMGOTk5Om1+//13PPfcc7CysoKXlxeWLl1a9b0jIiKqZTF/Z2Lf76mQyYC3g5obOpw6q8oJzL1799CuXTusX7++wvlLly7F2rVrsWnTJpw6dQo2NjYICgpCXl6e1Gb48OG4dOkSQkNDsXfvXhw9ehTjxo2T5mdlZaFPnz5o1KgRoqKisGzZMixYsACfffbZY+wiERFR7Vl2MBYA8GI7D7RwUxk4mjpMPAEAYufOndJntVot3NzcxLJly6RpGRkZQqFQiP/9739CCCH++OMPAUCcOXNGarN//34hk8nE33//LYQQYsOGDaJBgwYiPz9favPOO++I5s2b6x1bZmamACAyMzMfd/eIiIiq5LeEW6LRO3tF07n7RNKtHEOHY5L0PX5Xaw1MYmIi0tLSEBgYKE2zt7dHly5dEBkZCQCIjIyEg4MDOnfuLLUJDAyEXC7HqVOnpDbdu3eHpeWDR40HBQUhNjYWd+/erXDb+fn5yMrK0nkRERHVFiEElpaMvgx9xguNnGwMHFHdVq0JTFpaGgDA1dVVZ7qrq6s0Ly0tDS4uLjrzzc3N4ejoqNOmonVob6OsJUuWwN7eXnp5eXk9+Q4RERHp6ciVdERduwsrCzmmPN/M0OHUeXXmKqS5c+ciMzNTel2/ft3QIRERUT2hVgup9uWNfzSGi8rKwBHVfdWawLi5aW6TfOPGDZ3pN27ckOa5ubkhPT1dZ35RURHu3Lmj06aidWhvoyyFQgGVSqXzIiIiqg17fk/BlbRs2FmZY3yPJoYOp16o1gSmcePGcHNzQ1hYmDQtKysLp06dQkBAAAAgICAAGRkZiIqKktocOXIEarUaXbp0kdocPXoUhYWFUpvQ0FA0b94cDRrwenoiIjIehcVqrAyNAwD8p3sTOFhbPmIJqg5VTmBycnJw4cIFXLhwAYCmcPfChQtITk6GTCbDtGnTsHjxYuzevRvR0dEYOXIkPDw8MGjQIACAv78/+vbti7feegunT5/GiRMnMGnSJAwdOhQeHh4AgNdffx2WlpYYM2YMLl26hO+//x5r1qzBjBkzqm3HiYiIqsP2s9dx7fZ9PGVridHdGhs6nHrDvKoLnD17Fr169ZI+lyYVo0aNQkhICGbPno179+5h3LhxyMjIwLPPPosDBw7AyurB+cBvv/0WkyZNQu/evSGXyzFkyBCsXbtWmm9vb49Dhw4hODgYnTp1wlNPPYV58+bp3CuGiIjI0PIKi7E2THOz1km9fGGjqPJhlR6TTAghDB1ETcjKyoK9vT0yMzNZD0NERDXi04gELNl/BQ0dlDjydg8ozM0MHZLJ0/f4XWeuQiIiIqpNWXmF2BiRAACY/oIfk5daxgSGiIjoMXx+9Coy7heimYstBndoaOhw6h0mMERERFV0MzsfXx5PBADM7NMcZnKZgSOqf5jAEBERVdH6X//E/YJitPO0R1Ar10cvQNWOCQwREVEV/HX3PradSgYAzApqAZmMoy+GwASGiIioCtYcjkdBsRr/aOqEZ5s9Zehw6i0mMERERHr6Mz0bP577CwAwK6i5gaOp35jAEBER6WnFoTioBdCnpSs6ePPRNobEBIaIiEgPv/+Vgf0xaZDJgLc5+mJwTGCIiIj0sOxgLABgcIeG8HO1M3A0xASGiIjoEU4m3MKx+FuwMJNheqCfocMhMIEhIiJ6KCEElh7QjL68/ow3vBytDRwRAUxgiIiIHurw5XRcuJ4BpYUZgp/3NXQ4VIIJDBERUSWK1QLLS2pfRnfzgYudlYEjolJMYIiIiCqx++LfiL2RDZWVOf7TvamhwyEtTGCIiIgqUFCkxsrQOADA+J5NYW9tYeCISBsTGCIiogp8fyYZ1+/kwtlOgdH/aGzocKgMJjBERERl3C8owtojfwIApjzvC6WlmYEjorKYwBAREZURcjIJN7Pz4eWoxGtPexs6HKoAExgiIiItmfcLsSk8AQAw4wU/WJrzUGmM+F0hIiLS8tmxBGTlFcHP1Rb/atfQ0OFQJZjAEBERlUjPzsNXx5MAAG/3aQ4zucywAVGlmMAQERGVWH/kT+QWFqODtwNeaOlq6HDoIZjAEBERAbh+5z62nU4GAMwKag6ZjKMvxszc0AEQERHVlvsFRUjPykd6dj7Ss/N03kf/lYnCYoHnmj2FfzR9ytCh0iMwgSEiIpMmhEBWbpEmISmXmOQjPSsPN0ve5+QXPXRdcplm9IWMHxMYIiIySmq1wO17BVJicjMr/0GSovX+ZnY+8ovUeq9XaWEGF5UCLnYKuNhZwdlOUfLZCv7udmjlYV+De0XVhQkMERHVqsJitTQikp6VJ42U3CxzSudWTgGK1ULv9aqszOGisipJTBTSe+eSRKU0abFVmLO+pQ5gAkNERNUit6C4whGS0velScudewV6r1MmA5xsLOFsp52YlCQkWu+d7RSwsuDt/usTJjBERFQpIQSy8orKjY7ovC85vZP9iPoSbeZyWcnIiEKTnGid0tFOTJxsLWFhxgtmqTwmMERE9ZBaLXD3foFOoWtpPUl6dh5uaI2a5BXqX1+iMJfrjpBoncrRPr3TwNoSct4kjp6AUScw69evx7Jly5CWloZ27drhk08+wTPPPGPosIiIDKJYLZBfVIz8QjXyi9TILypGXqHma36RumR62WnFyMgtlE7l3NQqfC2qQn2JncIczpWMkpS+d7azgsqK9SVUO4w2gfn+++8xY8YMbNq0CV26dMHq1asRFBSE2NhYuLi4GDo8IqqHhBAoUgspMcgvUiOv5Kv2NN3pDxIOnWklCUeeNL+C9Wivu6gYhcX6Jxz6crSxrLDQtex7pSXrS8i4yIQQ1f8bUQ26dOmCp59+GuvWrQMAqNVqeHl5YfLkyZgzZ84jl8/KyoK9vT0yMzOhUqlqOtx6SwgBIQBR+h6AEIC65Meq9H2xEFCrBYrVAurSaWoBtRBQq4Hiks+ipK3mveY/ztJl1SWf1ULoLF+sRsl6StoKSNsqFiXrLNmGKFnuwXpK1lm6fp31lMaMctssjVldGoPWNnXbPthXaZ/K7Suk9chkgFwmg5lcBrlMBrlcBjMZYCaXQSaTwaxknqxkmllJG3nJZ7lMprO8mRxa69G0K30vrVMOmMlK32ttW2edJe+l9ZS8L12/rILldNpCK1aZFLu0HyX7UH7fNcvKZQ/2tbRtkVpUMuJQwbSHJAW6ScSDZaRko1B3WhUGLWqUuVwGhbkcCgszKMzlsCr5qnmZQWHx4KvKyrxMEazm/VO2Cj5pmYyOvsdvoxyBKSgoQFRUFObOnStNk8vlCAwMRGRkZIXL5OfnIz8/X/qclZVVI7F9djQBp67egYDmwKR98AZQ8llzgBN4MB+l04XugV6ULKQWWu3LrLPsdkrXp9ZZz4NldZfRXlZ726KCaWVj046n4kSFqD6zNCtJGCzKJA2liYSFGay0kozS5MJKp32ZaVrrq2yapZkc5ixspXrOKBOYW7duobi4GK6uug/ScnV1xZUrVypcZsmSJVi4cGGNxxb9dxbCrqTX+HbqOu3/7iv8j1/+8NEGfUYppJGJCkYpdEcrKhnhqGQ9uiMJZUYgKmyLMqMOpSMdKLdN6IzQoMJRJGnUp+wIlPaoj1rojvSUGzEqP6pVdtmyo0u626z66JLO6JYaFa5Hty2kkbCHJcs6yULZBKIKyYLOKEZF07TWYWVhBkszOYtQiQzIKBOYxzF37lzMmDFD+pyVlQUvL69q386wZ7zwrK8TZDIZZIDW15IXZCXvtaaXTittr/3+SZaV3qPieKT1VfL+YfFot3/UOsvti+50nVMFJQd2oqoQFSQ75mYyWJrJWTBKVE8ZZQLz1FNPwczMDDdu3NCZfuPGDbi5uVW4jEKhgEKhqPHY/tH0KaBpjW+GiLTIZDKYmzFRIaIHjPIkqqWlJTp16oSwsDBpmlqtRlhYGAICAgwYGRERERkDoxyBAYAZM2Zg1KhR6Ny5M5555hmsXr0a9+7dw+jRow0dGhERERmY0SYwr732Gm7evIl58+YhLS0N7du3x4EDB8oV9hIREVH9Y7T3gXlSvA8MERGR6THp+8BUh9K8rKbuB0NERETVr/S4/ajxlTqbwGRnZwNAjVxKTURERDUrOzsb9vb2lc6vs6eQ1Go1UlJSYGdnV633iSi9v8z169d5akoP7C/9sa/0x77SH/tKf+wr/dVkXwkhkJ2dDQ8PD8jllV8sXWdHYORyOTw9PWts/SqVij/gVcD+0h/7Sn/sK/2xr/THvtJfTfXVw0ZeShnlfWCIiIiIHoYJDBEREZkcJjBVpFAoMH/+/Fp5bEFdwP7SH/tKf+wr/bGv9Me+0p8x9FWdLeIlIiKiuosjMERERGRymMAQERGRyWECQ0RERCaHCQwRERGZHCYwREREZHKYwBAREZHJYQJDREREJocJDBEREZkcJjBERERkcpjAEBERkclhAkNEREQmhwkMERERmRwmMERERGRymMAQERGRyWECQ0RERCaHCQwRERGZHCYwREREZHKYwBAREZHJYQJDREREJocJDBEREZkcJjBERERkcpjAEBERkclhAkNEREQmhwkMERERmRwmMERERGRymMAQERGRyTE3dAA1Ra1WIyUlBXZ2dpDJZIYOh4iIiPQghEB2djY8PDwgl1c+zlJnE5iUlBR4eXkZOgwiIiJ6DNevX4enp2el8+tsAmNnZwdA0wEqlcrA0RAREZE+srKy4OXlJR3HK1NnE5jS00YqlYoJDBERkYl5VPkHi3iJiIjI5DCBISIiIpPDBIaIiIiqpihf8zKgOlsDow8hBIqKilBcXGzoUIioBpmZmcHc3Jy3VCCqLifWAhe3AQNWAU16GiSEepvAFBQUIDU1Fffv3zd0KERUC6ytreHu7g5LS0tDh0Jk2u5eA44tB4rygHu3DBZGvUxg1Go1EhMTYWZmBg8PD1haWvI/M6I6SgiBgoIC3Lx5E4mJiWjWrNlDb45FRI9w8P80yYvPc0DrIQYLo14mMAUFBVCr1fDy8oK1tbWhwyGiGqZUKmFhYYFr166hoKAAVlZWhg6JyDTFhwJX9gJyc+CfywAD/vNfr/8N4X9hRPUHf9+JnlBhHvDLLM37rhMAF3+DhsPfaCIiInq0k58AdxMBO3egxzuGjoYJTF3Qs2dPTJs2DQDg4+OD1atXGyQOQ267PkhKSoJMJsOFCxcqbRMeHg6ZTIaMjIwaj0f7564yMpkMu3btkj5fuXIFXbt2hZWVFdq3b1+t8YSEhMDBwaFa10lEJUoLdwGgz2JA8fDb/NcGJjB1zJkzZzBu3Di92jLhqLri4mKsWrUKbdq0gZWVFRo0aIB+/frhxIkTVV6XPgmANi8vL6SmpqJ169ZV3pahpKamol+/ftLn+fPnw8bGBrGxsQgLC2PSQWQqjKRwVxsTmDrG2dm51guTCwoKanV7hiKEwNChQ7Fo0SJMnToVly9fRnh4OLy8vNCzZ0+dkYaaYGZmBjc3N5ibm07tvZubGxQKhfQ5ISEBzz77LBo1agQnJycDRkZEejOiwl1tTGBMzL179zBy5EjY2trC3d0dK1as0JmvPaoihMCCBQvg7e0NhUIBDw8PTJkyBYDmv/9r165h+vTpkMlk0mXkCxYsKDe0v3r1avj4+Eif33jjDQwaNAgffPABPDw80Lx5c2lednY2hg0bBhsbGzRs2BDr16/XWdfKlSvRpk0b2NjYwMvLCxMnTkROTo40v/Q/8oMHD8Lf3x+2trbo27cvUlNTddbz1VdfoVWrVlAoFHB3d8ekSZOkeRkZGRg7diycnZ2hUqnw/PPP4+LFi9L8ixcvolevXrCzs4NKpUKnTp1w9uzZR/b99u3b8cMPP+Drr7/G2LFj0bhxY7Rr1w6fffYZ/vWvf2Hs2LG4d++eTh9pmzZtGnr27CnNj4iIwJo1a6T+T0pKwt27dzF8+HA4OztDqVSiWbNm2Lx5M4CKTyH98ssv8PPzg1KpRK9evZCUlFQu7uPHj+O5556DUqmEl5cXpkyZIsX5KBs2bECzZs1gZWUFV1dXvPzyyzrz1Wo1Zs+eDUdHR7i5uWHBggU687VPIclkMkRFRWHRokWQyWTo2bMnRo8ejczMTKkPSpfPz8/H22+/jYYNG8LGxgZdunRBeHi4zrpDQkLg7e0Na2trDB48GLdv39Zrn4ioCoyscFcbExgAEAIouGeYlxBVCnXWrFmIiIjAzz//jEOHDiE8PBznzp2rsO2PP/6IVatW4dNPP0V8fDx27dqFNm3aAAB++ukneHp6YtGiRUhNTS2XIDxKWFgYYmNjERoair1790rTly1bhnbt2uH8+fOYM2cOpk6ditDQUGm+XC7H2rVrcenSJWzZsgVHjhzB7NmzddZ9//59LF++HFu3bsXRo0eRnJyMt99+W5q/ceNGBAcHY9y4cYiOjsbu3bvh6+srzX/llVeQnp6O/fv3IyoqCh07dkTv3r1x584dAMDw4cPh6emJM2fOICoqCnPmzIGFhcUj93nbtm3w8/PDwIEDy82bOXMmbt++rbOvD7NmzRoEBATgrbfekvrfy8sL//3vf/HHH39g//79uHz5MjZu3IinnnqqwnVcv34dL730EgYOHIgLFy5g7NixmDNnjk6bhIQE9O3bF0OGDMHvv/+O77//HsePH9dJ+Cpz9uxZTJkyBYsWLUJsbCwOHDiA7t2767TZsmULbGxscOrUKSxduhSLFi2qtA9SU1PRqlUrzJw5E6mpqdi9ezdWr14NlUol9UHp93nSpEmIjIzEd999h99//x2vvPIK+vbti/j4eADAqVOnMGbMGEyaNAkXLlxAr169sHjx4kfuExFVkZEV7moznbHomlR4H/jQwzDb/r8UwNJGr6Y5OTn48ssv8c0336B3794ANAcQT0/PCtsnJyfDzc0NgYGBsLCwgLe3N5555hkAgKOjI8zMzGBnZwc3N7cqh21jY4Mvvvii3F1Nu3XrJh1E/fz8cOLECaxatQovvPACAOjUfPj4+GDx4sUYP348NmzYIE0vLCzEpk2b0LRpUwCag9miRYuk+YsXL8bMmTMxdepUadrTTz8NQDPacPr0aaSnp0unLpYvX45du3bhhx9+wLhx45CcnIxZs2ahRYsWAIBmzZrptc9xcXHw96/4v4/S6XFxcXqty97eHpaWlrC2ttbp/+TkZHTo0AGdO3cGAJ2Rr7I2btyIpk2bSqNwzZs3R3R0ND7++GOpzZIlSzB8+HCp35s1a4a1a9eiR48e2Lhx40Pvh5KcnAwbGxsMGDAAdnZ2aNSoETp06KDTpm3btpg/f7607nXr1iEsLEz6fmsrPf1la2sr7bO9vT1kMlm5Pti8eTOSk5Ph4aH5vXz77bdx4MABbN68GR9++CHWrFmDvn37Ssmvn58fTp48iQMHDlS6P0RURUZYuKuNIzAmJCEhAQUFBejSpYs0zdHRUecUjrZXXnkFubm5aNKkCd566y3s3LkTRUVF1RJLmzZtKrwle0BAQLnPly9flj4fPnwYvXv3RsOGDWFnZ4cRI0bg9u3bOo90sLa2lpIXAHB3d0d6ejoAID09HSkpKVICV9bFixeRk5MDJycn2NraSq/ExEQkJCQAAGbMmIGxY8ciMDAQH330kTRdH6KKI2ZVNWHCBHz33Xdo3749Zs+ejZMnT1ba9vLlyzo/C0D5/r948SJCQkJ0+iIoKEi6G/XDvPDCC2jUqBGaNGmCESNG4Ntvvy336I22bdvqfNb+Xj2u6OhoFBcXw8/PTyfuiIgI6Xulz74T0RMywsJdbRyBAQALa81IiKG2XUO8vLwQGxuLw4cPIzQ0FBMnTsSyZcsQERFR6SkTuVxe7iBdWFhYrp2NjX6jRtqSkpIwYMAATJgwAR988AEcHR1x/PhxjBkzBgUFBVLxcdnYZDKZFJNSqXzoNnJycuDu7l6uXgKAdLXLggUL8Prrr2Pfvn3Yv38/5s+fj++++w6DBw9+6Lr9/Px0kjFtpdP9/PwA6N+PZfXr1w/Xrl3DL7/8gtDQUPTu3RvBwcFYvnz5I5etSE5ODv7zn/9ItU/avL29H7qsnZ0dzp07h/DwcBw6dAjz5s3DggULcObMGakvK/peqdXqx4pVO2YzMzNERUXBzMxMZ56tre0TrZuI9GSkhbvaOAIDaL4xljaGeVXhh6Jp06awsLDAqVOnpGl379596GkLpVKJgQMHYu3atQgPD0dkZCSio6MBAJaWluWexO3s7Iy0tDSdg+/D7jtS1m+//Vbuc+nplaioKKjVaqxYsQJdu3aFn58fUlKqljja2dnBx8cHYWFhFc7v2LEj0tLSYG5uDl9fX52Xdi2Jn58fpk+fjkOHDuGll16SCmUfZujQoYiPj8eePXvKzVuxYgWcnJykUyfOzs7l6orK9mNF/V+67KhRo/DNN99g9erV+OyzzyqMx9/fH6dPn9aZVrb/O3bsiD/++KNcX/j6+ur1UENzc3MEBgZi6dKl+P3335GUlIQjR448cjl9VdQHHTp0QHFxMdLT08vFXHqqyd/fX+f3ACi/70T0mIy4cFcbExgTYmtrizFjxmDWrFk4cuQIYmJi8MYbb1R6i/SQkBB8+eWXiImJwdWrV/HNN99AqVSiUaNGADT1FUePHsXff/+NW7c0TxTt2bMnbt68iaVLlyIhIQHr16/H/v379Y7xxIkTWLp0KeLi4rB+/Xrs2LFDqlXx9fVFYWEhPvnkE1y9ehVbt27Fpk2bqtwPCxYswIoVK7B27VrEx8fj3Llz+OSTTwAAgYGBCAgIwKBBg3Do0CEkJSXh5MmTePfdd3H27Fnk5uZi0qRJCA8Px7Vr13DixAmcOXOm0toWbUOHDsXgwYMxatQofPnll0hKSsLvv/+O//znP9i9eze++OILaWTq+eefx9mzZ/H1118jPj4e8+fPR0xMjM76fHx8cOrUKSQlJeHWrVtQq9WYN28efv75Z/z555+4dOkS9u7dW2ls48ePR3x8PGbNmoXY2Fhs27YNISEhOm3eeecdnDx5Uip2jY+Px88//6xXEe/evXuxdu1aXLhwAdeuXcPXX38NtVpd6SnLx+Hj44OcnByEhYXh1q1buH//Pvz8/DB8+HCMHDkSP/30ExITE3H69GksWbIE+/btAwBMmTIFBw4cwPLlyxEfH49169ax/oWouhhx4a4OUUdlZmYKACIzM7PcvNzcXPHHH3+I3NxcA0T2ZLKzs8W///1vYW1tLVxdXcXSpUtFjx49xNSpU4UQQjRq1EisWrVKCCHEzp07RZcuXYRKpRI2Njaia9eu4vDhw9K6IiMjRdu2bYVCoRDaPwobN24UXl5ewsbGRowcOVJ88MEHolGjRtL8UaNGiRdffLFcbI0aNRILFy4Ur7zyirC2thZubm5izZo1Om1Wrlwp3N3dhVKpFEFBQeLrr78WAMTdu3eFEEJs3rxZ2Nvb6yyzc+dOUfZHddOmTaJ58+bCwsJCuLu7i8mTJ0vzsrKyxOTJk4WHh4ewsLAQXl5eYvjw4SI5OVnk5+eLoUOHCi8vL2FpaSk8PDzEpEmT9P5ZKCwsFMuWLROtWrUSlpaWQqVSiaCgIHH8+PFybefNmydcXV2Fvb29mD59upg0aZLo0aOHND82NlZ07dpVKJVKAUAkJiaK999/X/j7+wulUikcHR3Fiy++KK5evSqEECIxMVEAEOfPn5fWsWfPHuHr6ysUCoV47rnnxFdffaXTn0IIcfr0afHCCy8IW1tbYWNjI9q2bSs++OCDR+7rsWPHRI8ePUSDBg2EUqkUbdu2Fd9//700X/vnrtSLL74oRo0aJX0GIHbu3Cl9bteunZg/f77OMuPHjxdOTk4CgDSvoKBAzJs3T/j4+Ejf48GDB4vff/9dWu7LL78Unp6eQqlUioEDB4rly5eX+9nRZsq/90S15k6SEO+7CDFfJcTvOwwSwsOO39pkQtRwVaKBZGVlwd7eHpmZmVCpVDrz8vLykJiYiMaNG/OptET1BH/vifTw3XBN7YvPc8CoPQapfXnY8VsbTyERERGRSRTuamMCQ1SiX79+Opftar8+/PBDQ4dX7Y4dO1bp/vJqH6J6xkQKd7XxMmqiEl988QVyc3MrnOfo6FjL0dS8zp07V+kKMyKqw0ylcFcLExiiEg0bNjR0CLVKqVTqPIKBiOopI7/jbmV4ComIiKg+M/I77lamXicwdfQCLCKqAH/fiSpgYoW72uplAlN6+/Oyz3Uhorqr9PddnyePE9ULJli4q63KNTB///033nnnHezfvx/379+Hr68vNm/eLD09VwiB+fPn4/PPP0dGRga6deuGjRs36jzx986dO5g8eTL27NkDuVyOIUOGYM2aNTpXPvz+++8IDg7GmTNn4OzsjMmTJ0tPnn1SZmZmcHBwkB46Z21tDZkJZZ1EpD8hBO7fv4/09HQ4ODiUe74SUb1lgoW72qqUwNy9exfdunVDr169sH//fjg7OyM+Ph4NGjSQ2ixduhRr167Fli1b0LhxY/z3v/9FUFAQ/vjjD+nmUcOHD0dqaipCQ0NRWFiI0aNHY9y4cdi2bRsAzU1s+vTpg8DAQGzatAnR0dF488034eDggHHjxlXLjpc+U+VJn5xLRKbBwcFB+r0nqvdMtHBXW5XuxDtnzhycOHECx44dq3C+EAIeHh6YOXMm3n77bQBAZmYmXF1dERISgqFDh+Ly5cto2bIlzpw5I43aHDhwAP/85z/x119/wcPDAxs3bsS7776LtLQ06YFzc+bMwa5du3DlyhW9YtX3Tn7FxcV6PSWYiEyXhYUFR16ItBnBHXcro+/xu0ojMLt370ZQUBBeeeUVREREoGHDhpg4cSLeeustAEBiYiLS0tIQGBgoLWNvb48uXbogMjISQ4cORWRkJBwcHKTkBdA8gE8ul+PUqVMYPHgwIiMj0b17d52n5QYFBeHjjz/G3bt3dUZ8npSZmRn/sBERUf1hwoW72qpUxHv16lWpnuXgwYOYMGECpkyZgi1btgAA0tLSAACurq46y7m6ukrz0tLS4OLiojPf3Nwcjo6OOm0qWof2NsrKz89HVlaWzouIiIi0mHjhrrYqjcCo1Wp07txZuq16hw4dEBMTg02bNmHUqFE1EqC+lixZgoULFxo0BiIiIqNm4oW72qo0AuPu7o6WLVvqTPP390dycjKAB4WxN27c0Glz48YNaZ6bm1u5wtmioiLcuXNHp01F69DeRllz585FZmam9Lp+/XpVdo2IiKhuqwOFu9qqlMB069YNsbGxOtPi4uLQqFEjAEDjxo3h5uaGsLAwaX5WVhZOnTqFgIAAAEBAQAAyMjIQFRUltTly5AjUajW6dOkitTl69KhOcW1oaCiaN29eaf2LQqGASqXSeREREVEJE73jbmWqlMBMnz4dv/32Gz788EP8+eef2LZtGz777DMEBwcDAGQyGaZNm4bFixdj9+7diI6OxsiRI+Hh4YFBgwYB0IzY9O3bF2+99RZOnz6NEydOYNKkSRg6dCg8PDwAAK+//josLS0xZswYXLp0Cd9//z3WrFmDGTNmVO/eExER1Qc6hbvLTbZwV4eooj179ojWrVsLhUIhWrRoIT777DOd+Wq1Wvz3v/8Vrq6uQqFQiN69e4vY2FidNrdv3xbDhg0Ttra2QqVSidGjR4vs7GydNhcvXhTPPvusUCgUomHDhuKjjz6qUpyZmZkCgMjMzKzqLhIREdUdBblCrG4nxHyVEAffNXQ0j6Tv8btK94ExJfpeR05ERFSnRSwDfl2sKdyddMboa1/0PX7Xy2chERER1Qt1rHBXGxMYIiKiuqqOFe5qYwJDRERUF9XFwl0tTGCIiIjqmnJ33G1h2HhqABMYIiKiuqYO3XG3MkxgiIiI6pI6XLirjQkMERFRXVKHC3e1MYEhIiKqK+IO1enCXW1MYIiIiOqCwjxg/2zN+zpauKuNCQwREVFdUA8Kd7UxgSEiIjJ19aRwVxsTGCIiIlNXTwp3tTGBISIiMmX1qHBXGxMYIiIiU1XPCne1MYEhIiIyVfWscFcbExgiIiJTVA8Ld7UxgSEiIjJF9bBwVxsTGCIiIlNTTwt3tTGBISIiMiX1uHBXGxMYIiIiU1KPC3e1MYEhIiIyFfW8cFcbExgiIiJTUc8Ld7UxgSEiIjIFLNzVwQSGiIjI2LFwtxwmMERERMaOhbvlMIEhIiIyZizcrRATGCIiImPGwt0KMYEhIiIyVizcrRQTGCIiImPEwt2HYgJDRERkjFi4+1BMYIiIiIwNC3cf6YkSmI8++ggymQzTpk2TpuXl5SE4OBhOTk6wtbXFkCFDcOPGDZ3lkpOT0b9/f1hbW8PFxQWzZs1CUVGRTpvw8HB07NgRCoUCvr6+CAkJeZJQiYiITAcLdx/psROYM2fO4NNPP0Xbtm11pk+fPh179uzBjh07EBERgZSUFLz00kvS/OLiYvTv3x8FBQU4efIktmzZgpCQEMybN09qk5iYiP79+6NXr164cOECpk2bhrFjx+LgwYOPGy4REZFpYOGufsRjyM7OFs2aNROhoaGiR48eYurUqUIIITIyMoSFhYXYsWOH1Pby5csCgIiMjBRCCPHLL78IuVwu0tLSpDYbN24UKpVK5OfnCyGEmD17tmjVqpXONl977TURFBSkd4yZmZkCgMjMzHycXSQiIqp9BblCrG4nxHyVEAffNXQ0BqHv8fuxRmCCg4PRv39/BAYG6kyPiopCYWGhzvQWLVrA29sbkZGRAIDIyEi0adMGrq6uUpugoCBkZWXh0qVLUpuy6w4KCpLWUZH8/HxkZWXpvIiIiEwKC3f1Zl7VBb777jucO3cOZ86cKTcvLS0NlpaWcHBw0Jnu6uqKtLQ0qY128lI6v3Tew9pkZWUhNzcXSqWy3LaXLFmChQsXVnV3iIiIjAMLd6ukSiMw169fx9SpU/Htt9/CysqqpmJ6LHPnzkVmZqb0un79uqFDIiIi0h8Ld6ukSglMVFQU0tPT0bFjR5ibm8Pc3BwRERFYu3YtzM3N4erqioKCAmRkZOgsd+PGDbi5uQEA3Nzcyl2VVPr5UW1UKlWFoy8AoFAooFKpdF5EREQmgYW7VValBKZ3796Ijo7GhQsXpFfnzp0xfPhw6b2FhQXCwsKkZWJjY5GcnIyAgAAAQEBAAKKjo5Geni61CQ0NhUqlQsuWLaU22usobVO6DiIiojqDd9x9LFWqgbGzs0Pr1q11ptnY2MDJyUmaPmbMGMyYMQOOjo5QqVSYPHkyAgIC0LVrVwBAnz590LJlS4wYMQJLly5FWloa3nvvPQQHB0OhUAAAxo8fj3Xr1mH27Nl48803ceTIEWzfvh379u2rjn0mIiIyHizcfSxVLuJ9lFWrVkEul2PIkCHIz89HUFAQNmzYIM03MzPD3r17MWHCBAQEBMDGxgajRo3CokWLpDaNGzfGvn37MH36dKxZswaenp744osvEBQUVN3hEhERGQ4Ldx+bTAghDB1ETcjKyoK9vT0yMzNZD0NERMbpu+Ga2hef54BRe1j7Av2P33wWEhERkSGwcPeJMIEhIiKqbSzcfWJMYIiIiGobC3efGBMYIiKi2sTC3WrBBIaIiKg28Y671YIJDBERUW1h4W61YQJDRERUG1i4W62YwBAREdUGFu5WKyYwRERENY2Fu9WOCQwREVFNOzCXhbvVjAkMERFRTYo7BMTuY+FuNWMCQ0REVFNYuFtjmMAQERHVFBbu1hgmMERERDWBhbs1igkMERFRTWDhbo1iAkNERFTdWLhb45jAEBERVScW7tYKJjBERETViYW7tYIJDBERUXVh4W6tYQJDRERUXVi4W2uYwBAREVUHFu7WKiYwRERET4qFu7WOCQwREdGTYuFurWMCQ0RE9CRYuGsQTGCIiIieBAt3DYIJDBER0eNi4a7BMIEhIiJ6HCzcNSgmMERERI+DhbsGxQSGiIioqli4a3BMYIiIiKqKhbsGV6UEZsmSJXj66adhZ2cHFxcXDBo0CLGxsTpt8vLyEBwcDCcnJ9ja2mLIkCG4ceOGTpvk5GT0798f1tbWcHFxwaxZs1BUVKTTJjw8HB07doRCoYCvry9CQkIebw+JiIiqEwt3jUKVEpiIiAgEBwfjt99+Q2hoKAoLC9GnTx/cu3dPajN9+nTs2bMHO3bsQEREBFJSUvDSSy9J84uLi9G/f38UFBTg5MmT2LJlC0JCQjBv3jypTWJiIvr3749evXrhwoULmDZtGsaOHYuDBw9Wwy4TERE9JhbuGg2ZEEI87sI3b96Ei4sLIiIi0L17d2RmZsLZ2Rnbtm3Dyy+/DAC4cuUK/P39ERkZia5du2L//v0YMGAAUlJS4OrqCgDYtGkT3nnnHdy8eROWlpZ45513sG/fPsTExEjbGjp0KDIyMnDgwAG9YsvKyoK9vT0yMzOhUqkedxeJiIgeiFgG/LpYU7g76QxrX2qAvsfvJ6qByczMBAA4OjoCAKKiolBYWIjAwECpTYsWLeDt7Y3IyEgAQGRkJNq0aSMlLwAQFBSErKwsXLp0SWqjvY7SNqXrICIiqnUs3DUq5o+7oFqtxrRp09CtWze0bt0aAJCWlgZLS0s4ODjotHV1dUVaWprURjt5KZ1fOu9hbbKyspCbmwulUlkunvz8fOTn50ufs7KyHnfXiIiIymPhrlF57BGY4OBgxMTE4LvvvqvOeB7bkiVLYG9vL728vLwMHRIREdUVLNw1Oo+VwEyaNAl79+7Fr7/+Ck9PT2m6m5sbCgoKkJGRodP+xo0bcHNzk9qUvSqp9POj2qhUqgpHXwBg7ty5yMzMlF7Xr19/nF0jIiLSxcJdo1SlBEYIgUmTJmHnzp04cuQIGjdurDO/U6dOsLCwQFhYmDQtNjYWycnJCAgIAAAEBAQgOjoa6enpUpvQ0FCoVCq0bNlSaqO9jtI2peuoiEKhgEql0nkRERE9Md5x1yhVqQYmODgY27Ztw88//ww7OzupZsXe3h5KpRL29vYYM2YMZsyYAUdHR6hUKkyePBkBAQHo2rUrAKBPnz5o2bIlRowYgaVLlyItLQ3vvfcegoODoVAoAADjx4/HunXrMHv2bLz55ps4cuQItm/fjn379lXz7hMRET0EC3eNl6gCABW+Nm/eLLXJzc0VEydOFA0aNBDW1tZi8ODBIjU1VWc9SUlJol+/fkKpVIqnnnpKzJw5UxQWFuq0+fXXX0X79u2FpaWlaNKkic429JGZmSkAiMzMzCotR0REJNk2TIj5KiE29xdCrTZ0NPWCvsfvJ7oPjDHjfWCIiOiJxB0Ctr2iKdwdf4K1L7WkVu4DQ0REVCexcNfoMYEhIiIqi4W7Ro8JDBERkTYW7poEJjBERETaeMddk8AEhoiIqBTvuGsymMAQEREBLNw1MY/9MEciIqI6494tIHwJC3dNCBMYIiKqn/KygCt7gegfgKvhgCjWTGfhrklgAkNERPVHYS4QdxCI+UFT71Kc/2CeRweg85ss3DURTGCIiKhuKy7UjLBE/wBc2QcUZD+Y91RzoM3LmqTFqanBQqSqYwJDRER1j1oNJEdqRlou7QJy7zyYZ+8NtH5Jk7i4tuaVRiaKCQwREdUNQgCpFzQjLZd2All/P5hn4wy0Ggy0fhnwfBqQ8yJcU8cEhoiITNvNOM1IS/QPwJ2EB9MV9oD/QKDNEMCnO2DGQ15dwu8mERGZnozrQMyPmsQlLfrBdHMl0LyvZqTFNxCwsDJcjFSjmMAQEZFpyLkJ/LFLM9Jy/bcH0+XmQNPngTavAM378RLoeoIJDBERGa+8TODyXs1Iy9WIB/dqgQxo1E1zeqjlIMDa0ZBRkgEwgSEiIuNSmAvEHdCMtMSHlrlXS0fNJc+tXwJUHoaLkQyOCQwRERlecSGQ8KtmpOXKPqAg58E83quFKsAEhoiIDEOtBpJPakZa/viZ92qhKmECQ0REtUcIIOV8yRVEPwHZKQ/mad+rxesZJi30UExgiIio5t2M1Yy0xPzIe7VQteBPChER1YyMZE3CEv0jcKOSe7U0ewEwVxguRjJZTGCIiKj6PPReLb01NS3N/wkobA0WItUNTGCIiOjJPOxeLT7Paq4eavki79VC1YoJDBERVZ3OvVoOAcUFD+Z5dNSMtLQazHu1UI1hAkNERPp52L1anFtoalpav8R7tVCtYAJDRESVe9i9Why8S+6K+zLg2oqXPVOtYgJDRES6HnqvFhfNqaE2LwOeTzNpIYNhAkNERBrSvVp+AO5cfTBdYQ+0HKgZafF5jvdqIaPAn0Iiovrsofdq6acZafEN5L1ayOgwgSEiqm9y0oFLuzQjLddPPZguN9ckK61f1iQvvFcLGTGjTmDWr1+PZcuWIS0tDe3atcMnn3yCZ555xtBhUX1XXAQU5QKFeSVfS15FeVrvy87PezCt8P6DtkUlnwvzNO/lZoCZQvPfrrkCMLMseW+l9V5R0say5KuV1nvLkrba7y211mWl+97MgjUM9UVuBnBlr+YUUWIEINQlM0ru1dLmZcD/X7xXC5kMo01gvv/+e8yYMQObNm1Cly5dsHr1agQFBSE2NhYuLi6GDo+MiVqtOfg/NIGopgSjMBdQFxp6j6uXTsKknRgpKkl8yrTVTpj0Tr6016u1nKkkU0JoEgB1searKNZ6r9aaV1zmvahkGe15ZZdRa37GH3cZdRGQHFn+Xi0NO2lGWloNBlTuhutLosckE0IIQwdRkS5duuDpp5/GunXrAABqtRpeXl6YPHky5syZ88jls7KyYG9vj8zMTKhUqpoOlypScB/Iz9JKAEoThGpOMIryDLeP5laAhVJTL2BhVfK15GVupZlmYa3VruRzRW3NrTQHn6J8zYGmKE/rfX7J+/wy70valbYpt1yepo12W2NOwMzKjiRVNnqkAGTyakwSKlumkmQERvln89GcW2hGWloPARybGDoaogrpe/w2yhGYgoICREVFYe7cudI0uVyOwMBAREZGVrhMfn4+8vPzpc9ZWVk1Hic9wrHlwLEVtbtNuUWZBEJZSYJh9WDaQxOMiuZrrd9URgy0qdUPkpuKkqNyic9DEqYKk6eKlsuvOBnTHhEANJ+LC4CCikM3LTJNkiU3A2RmWu9lms/ykmnSe1mZdqXv5WWmV7CM9vSKlnHwBlq9xHu1UJ1ilAnMrVu3UFxcDFdXV53prq6uuHLlSoXLLFmyBAsXLqyN8Ehf5krNH9Aqj0o8alSjsqREqfljTQ8nlwPyku+DoZUmU6XJ0UMTnzIjUhCVHNjlZQ7yDzmwP9Yy+iQjciYKRDXMKBOYxzF37lzMmDFD+pyVlQUvLy8DRkR4bibQ/W3+IafKGVMyRUQmxSgTmKeeegpmZma4ceOGzvQbN27Azc2twmUUCgUUCt6nwKjI5YaOgIiI6iijPMJYWlqiU6dOCAsLk6ap1WqEhYUhICDAgJERERGRMTDKERgAmDFjBkaNGoXOnTvjmWeewerVq3Hv3j2MHj3a0KERERGRgRltAvPaa6/h5s2bmDdvHtLS0tC+fXscOHCgXGEvERER1T9Gex+YJ8X7wBAREZkek74PTHUozct4PxgiIiLTUXrcftT4Sp1NYLKzswGAl1ITERGZoOzsbNjb21c6v86eQlKr1UhJSYGdnR1k1XgfktL7y1y/fp2npvTA/tIf+0p/7Cv9sa/0x77SX032lRAC2dnZ8PDwgPwht+OosyMwcrkcnp6eNbZ+lUrFH/AqYH/pj32lP/aV/thX+mNf6a+m+uphIy+ljPI+MEREREQPwwSGiIiITA4TmCpSKBSYP38+H1ugJ/aX/thX+mNf6Y99pT/2lf6Moa/qbBEvERER1V0cgSEiIiKTwwSGiIiITA4TGCIiIjI59TKBWbJkCZ5++mnY2dnBxcUFgwYNQmxsrE6bvLw8BAcHw8nJCba2thgyZAhu3Lih02bKlCno1KkTFAoF2rdvX+G2Dh48iK5du8LOzg7Ozs4YMmQIkpKSamjPql9t9tX27dvRvn17WFtbo1GjRli2bFlN7VaNqI6+unjxIoYNGwYvLy8olUr4+/tjzZo15bYVHh6Ojh07QqFQwNfXFyEhITW9e9WqtvoqNTUVr7/+Ovz8/CCXyzFt2rTa2L1qVVt99dNPP+GFF16As7MzVCoVAgICcPDgwVrZx+pUW/11/PhxdOvWDU5OTlAqlWjRogVWrVpVK/tYXWrzb1apEydOwNzcvNLjQJWIeigoKEhs3rxZxMTEiAsXLoh//vOfwtvbW+Tk5Ehtxo8fL7y8vERYWJg4e/as6Nq1q/jHP/6hs57JkyeLdevWiREjRoh27dqV287Vq1eFQqEQc+fOFX/++aeIiooS3bt3Fx06dKjpXaw2tdVXv/zyizA3NxcbN24UCQkJYu/evcLd3V188sknNb2L1aY6+urLL78UU6ZMEeHh4SIhIUFs3bpVKJVKnX64evWqsLa2FjNmzBB//PGH+OSTT4SZmZk4cOBAre7vk6itvkpMTBRTpkwRW7ZsEe3btxdTp06tzd2sFrXVV1OnThUff/yxOH36tIiLixNz584VFhYW4ty5c7W6v0+qtvrr3LlzYtu2bSImJkYkJiaKrVu3Cmtra/Hpp5/W6v4+idrqq1J3794VTZo0EX369KnwOFBV9TKBKSs9PV0AEBEREUIIITIyMoSFhYXYsWOH1Oby5csCgIiMjCy3/Pz58yv8ZuzYsUOYm5uL4uJiadru3buFTCYTBQUF1b8jtaCm+mrYsGHi5Zdf1pm2du1a4enpKdRqdfXuRC150r4qNXHiRNGrVy/p8+zZs0WrVq102rz22msiKCiomveg9tRUX2nr0aOHSSYwZdVGX5Vq2bKlWLhwYfUEbiC12V+DBw8W//73v6sncAOo6b567bXXxHvvvVfpcaCq6uUppLIyMzMBAI6OjgCAqKgoFBYWIjAwUGrTokULeHt7IzIyUu/1durUCXK5HJs3b0ZxcTEyMzOxdetWBAYGwsLConp3opbUVF/l5+fDyspKZ5pSqcRff/2Fa9euVUPkta+6+iozM1NaBwBERkbqrAMAgoKCqtTfxqam+qouqq2+UqvVyM7ONvn+rK3+On/+PE6ePIkePXpUU+S1ryb7avPmzbh69Srmz59fbfHW+wRGrVZj2rRp6NatG1q3bg0ASEtLg6WlJRwcHHTaurq6Ii0tTe91N27cGIcOHcL//d//QaFQwMHBAX/99Re2b99enbtQa2qyr4KCgvDTTz8hLCwMarUacXFxWLFiBQBNHYOpqa6+OnnyJL7//nuMGzdOmpaWlgZXV9dy68jKykJubm717kgtqMm+qmtqs6+WL1+OnJwcvPrqq9UWf22rjf7y9PSEQqFA586dERwcjLFjx1b7ftSGmuyr+Ph4zJkzB9988w3MzavvEYx19mGO+goODkZMTAyOHz9e7etOS0vDW2+9hVGjRmHYsGHIzs7GvHnz8PLLLyM0NLRan5JdG2qyr9566y0kJCRgwIABKCwshEqlwtSpU7FgwYKHPo3UWFVHX8XExODFF1/E/Pnz0adPn2qMzriwr/RXW321bds2LFy4ED///DNcXFwee1uGVhv9dezYMeTk5OC3337DnDlz4Ovri2HDhj1J2AZRU31VXFyM119/HQsXLoSfn191havxxCehTFhwcLDw9PQUV69e1ZkeFhYmAIi7d+/qTPf29hYrV64st57Kzue99957onPnzjrTrl+//sjzh8aopvuqVFFRkfjrr79Efn6++OWXXwQAkZ6eXh27UGuqo68uXbokXFxcxP/93/+VW/9zzz1Xrpbjq6++EiqVqlrir0013VfaTL0Gprb66n//+59QKpVi79691Ra7IdTmz1ap999/X/j5+T1R3IZQk3119+5dAUCYmZlJL5lMJk0LCwt77LjrZQKjVqtFcHCw8PDwEHFxceXmlxYu/fDDD9K0K1euVLkwdcaMGeKZZ57RmZaSkiIAiBMnTjz5jtSC2uqriowYMUIEBAQ8duy1rbr6KiYmRri4uIhZs2ZVuJ3Zs2eL1q1b60wbNmyYSRXx1lZfaTPVBKY2+2rbtm3CyspK7Nq1q3p3ohYZ4mer1MKFC0WjRo2eKP7aVBt9VVxcLKKjo3VeEyZMEM2bNxfR0dE6VzxVVb1MYCZMmCDs7e1FeHi4SE1NlV7379+X2owfP154e3uLI0eOiLNnz4qAgIByB9P4+Hhx/vx58Z///Ef4+fmJ8+fPi/Pnz4v8/HwhhCZ7lclkYuHChSIuLk5ERUWJoKAg0ahRI51tGbPa6qubN2+KjRs3isuXL4vz58+LKVOmCCsrK3Hq1Kla3d8nUR19FR0dLZydncW///1vnXVoj0KVXkY9a9YscfnyZbF+/XqTu4y6tvpKCCH9rHXq1Em8/vrr4vz58+LSpUu1tq9Pqrb66ttvvxXm5uZi/fr1Om0yMjJqdX+fVG3117p168Tu3btFXFyciIuLE1988YWws7MT7777bq3u75Oozd9DbdV1FVK9TGAAVPjavHmz1CY3N1dMnDhRNGjQQFhbW4vBgweL1NRUnfX06NGjwvUkJiZKbf73v/+JDh06CBsbG+Hs7Cz+9a9/icuXL9fSnj652uqrmzdviq5duwobGxthbW0tevfuLX777bda3NMnVx19NX/+/ArXUfa/ul9//VW0b99eWFpaiiZNmuhswxTUZl/p08aY1VZfVfY7OmrUqNrb2WpQW/21du1a0apVK2FtbS1UKpXo0KGD2LBhg85tM4xdbf4eaquuBIZPoyYiIiKTY3qXdxAREVG9xwSGiIiITA4TGCIiIjI5TGCIiIjI5DCBISIiIpPDBIaIiIhMDhMYIiIiMjlMYIiIiMjkMIEhquN69uyJadOmAQB8fHywevVqg8RhyG0TUd3DBIaoHjlz5gzGjRunV1smHERkzJjAENUjzs7OsLa2rtVtFhQU1Or26qLCwkJDh0BkdJjAENUh9+7dw8iRI2Frawt3d3esWLFCZ772qIoQAgsWLIC3tzcUCgU8PDwwZcoUAJrTTteuXcP06dMhk8kgk8kAAAsWLED79u111rl69Wr4+PhIn9944w0MGjQIH3zwATw8PNC8eXNpXnZ2NoYNGwYbGxs0bNgQ69ev11nXypUr0aZNG9jY2MDLywsTJ05ETk6OND8kJAQODg44ePAg/P39YWtri759+yI1NVVnPV999RVatWoFhUIBd3d3TJo0SZqXkZGBsWPHwtnZGSqVCs8//zwuXrz4yL5NSkqCXC7H2bNny+1/o0aNoFarAQAxMTHo168fbG1t4erqihEjRuDWrVtS+wMHDuDZZ5+Fg4MDnJycMGDAACQkJOhsRyaT4fvvv0ePHj1gZWWFb7/99pHxEdU3TGCI6pBZs2YhIiICP//8Mw4dOoTw8HCcO3euwrY//vgjVq1ahU8//RTx8fHYtWsX2rRpAwD46aef4OnpiUWLFiE1NbVcgvAoYWFhiI2NRWhoKPbu3StNX7ZsGdq1a4fz589jzpw5mDp1KkJDQ6X5crkca9euxaVLl7BlyxYcOXIEs2fP1ln3/fv3sXz5cmzduhVHjx5FcnIy3n77bWn+xo0bERwcjHHjxiE6Ohq7d++Gr6+vNP+VV15Beno69u/fj6ioKHTs2BG9e/fGnTt3HrpPPj4+CAwMxObNm3Wmb968GW+88QbkcjkyMjLw/PPPo0OHDjh79iwOHDiAGzdu4NVXX5Xa37t3DzNmzMDZs2cRFhYGuVyOwYMHSwlQqdL+uXz5MoKCgvTodaJ65omfZ01ERiE7O1tYWlqK7du3S9Nu374tlEqlmDp1qhBCiEaNGolVq1YJIYRYsWKF8PPzEwUFBRWuT7ttqfnz54t27drpTFu1apVo1KiR9HnUqFHC1dVV5Ofnl1tf3759daa99tprol+/fpXu044dO4STk5P0efPmzQKA+PPPP6Vp69evF66urtJnDw8P8e6771a4vmPHjgmVSiXy8vJ0pjdt2lR8+umnlcZR6vvvvxcNGjSQlo+KihIymUwkJiYKIYR4//33RZ8+fXSWuX79ugAgYmNjK1znzZs3BQARHR0thBAiMTFRABCrV69+ZDxE9RlHYIjqiISEBBQUFKBLly7SNEdHR51TONpeeeUV5ObmokmTJnjrrbewc+dOFBUVVUssbdq0gaWlZbnpAQEB5T5fvnxZ+nz48GH07t0bDRs2hJ2dHUaMGIHbt2/j/v37Uhtra2s0bdpU+uzu7o709HQAQHp6OlJSUtC7d+8K47p48SJycnLg5OQEW1tb6ZWYmKhzGqcygwYNgpmZGXbu3AlAc0qrV69e0im0ixcv4tdff9VZd4sWLQBAWn98fDyGDRuGJk2aQKVSScsmJyfrbKtz586PjIeoPjM3dABEZBheXl6IjY3F4cOHERoaiokTJ2LZsmWIiIiAhYVFhcvI5XIIIXSmVVRgamNjU+V4kpKSMGDAAEyYMAEffPABHB0dcfz4cYwZMwYFBQVS8XHZ2GQymRSTUql86DZycnLg7u6O8PDwcvMcHBweGaOlpSVGjhyJzZs346WXXsK2bduwZs0anfUPHDgQH3/8cbll3d3dAQADBw5Eo0aN8Pnnn8PDwwNqtRqtW7cuV+z8OH1IVJ8wgSGqI5o2bQoLCwucOnUK3t7eAIC7d+8iLi4OPXr0qHAZpVKJgQMHYuDAgQgODkaLFi0QHR2Njh07wtLSEsXFxTrtnZ2dkZaWBiGEVNh74cIFvWP87bffyn329/cHAERFRUGtVmPFihWQyzWDw9u3b9d73QBgZ2cHHx8fhIWFoVevXuXmd+zYEWlpaTA3N9cpPK6KsWPHonXr1tiwYQOKiorw0ksv6az/xx9/hI+PD8zNy/95vX37NmJjY/H555/jueeeAwAcP378seIgqu94ComojrC1tcWYMWMwa9YsHDlyBDExMVJxaUVCQkLw5ZdfIiYmBlevXsU333wDpVKJRo0aAdAUrR49ehR///23dBVNz549cfPmTSxduhQJCQlYv3499u/fr3eMJ06cwNKlSxEXF4f169djx44dmDp1KgDA19cXhYWF+OSTT3D16lVs3boVmzZtqnI/LFiwACtWrMDatWsRHx+Pc+fO4ZNPPgEABAYGIiAgAIMGDcKhQ4eQlJSEkydP4t133y13dVFl/P390bVrV7zzzjsYNmyYzqhPcHAw7ty5g2HDhuHMmTNISEjAwYMHMXr0aBQXF6NBgwZwcnLCZ599hj///BNHjhzBjBkzqryPRMQEhqhOWbZsGZ577jkMHDgQgYGBePbZZ9GpU6cK2zo4OODzzz9Ht27d0LZtWxw+fBh79uyBk5MTAGDRokVISkpC06ZN4ezsDEBz8N6wYQPWr1+Pdu3a4fTp0zpXAD3KzJkzcfbsWXTo0AGLFy/GypUrpSts2rVrh5UrV+Ljjz9G69at8e2332LJkiVV7oNRo0Zh9erV2LBhA1q1aoUBAwYgPj4egOZ00y+//ILu3btj9OjR8PPzw9ChQ3Ht2jW4urrqvY3S01pvvvmmznQPDw+cOHECxcXF6NOnD9q0aYNp06bBwcEBcrkccrkc3333HaKiotC6dWtMnz4dy5Ytq/I+EhEgE2VPaBMR0UO9//772LFjB37//XdDh0JUb3EEhohITzk5OYiJicG6deswefJkQ4dDVK9xBIaIqESrVq1w7dq1Cud9+umnCA0Nxf/+9z8MGjQI27Ztg5mZWS1HSESlmMAQEZW4du1apc8dcnV1hZ2dXS1HRESVYQJDREREJoc1MERERGRymMAQERGRyWECQ0RERCaHCQwRERGZHCYwREREZHKYwBAREZHJYQJDREREJocJDBEREZmc/wd41nqKETdc8gAAAABJRU5ErkJggg==",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "(fi_data\n",
    " .pipe(clean_table)\n",
    " .set_index('disturbance_year')\n",
    " [['disturbances_Finland_weighted']]\n",
    " .assign(disturbances_Outside_shifted=fi_data\n",
    "         .pipe(clean_table)\n",
    "         .set_index('disturbance_year')\n",
    "         [['disturbances_Outside_weighted']]\n",
    "         .shift(periods=1)\n",
    "        )\n",
    " .plot(subplots=True)\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "9738d85b-a80a-449a-aedf-3486a3251c4a",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>disturbances_Finland_weighted</th>\n",
       "      <th>disturbances_Outside_shifted</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>disturbances_Finland_weighted</th>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.993154</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>disturbances_Outside_shifted</th>\n",
       "      <td>0.993154</td>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                               disturbances_Finland_weighted  \\\n",
       "disturbances_Finland_weighted                       1.000000   \n",
       "disturbances_Outside_shifted                        0.993154   \n",
       "\n",
       "                               disturbances_Outside_shifted  \n",
       "disturbances_Finland_weighted                      0.993154  \n",
       "disturbances_Outside_shifted                       1.000000  "
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "(fi_data\n",
    " .pipe(clean_table)\n",
    " .set_index('disturbance_year')\n",
    " [['disturbances_Finland_weighted']]\n",
    " .assign(disturbances_Outside_shifted=fi_data\n",
    "         .pipe(clean_table)\n",
    "         .set_index('disturbance_year')\n",
    "         [['disturbances_Outside_weighted']]\n",
    "         .shift(periods=1)\n",
    "        )\n",
    " .corr()\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "3fe482df-476e-4328-9e3d-b5278f038ccd",
   "metadata": {},
   "outputs": [],
   "source": [
    "world = geopandas.read_file(\"https://naciscdn.org/naturalearth/10m/cultural/ne_10m_admin_0_countries.zip\").clip([3, 53, 42, 72]).dropna(axis='columns',how='all')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "e3a90768-ab97-4bae-8910-35d14c53d7e2",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax = (world\n",
    " .assign(\n",
    "     colour= world.SOVEREIGNT.where(world.SOVEREIGNT.str.match('Finland') | world.SOVEREIGNT.str.match('Russia'),'other')\n",
    " )\n",
    ").plot(column='colour',legend=True)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1d4d0e31-d702-48ce-80d5-327990498db3",
   "metadata": {},
   "source": [
    "Theory: what happened in Kaliningrad in 2023 is happening in St Petersburg , Karelia and Arctic in 2024?"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b9957fd7-d2e5-480b-b692-8d4c02438269",
   "metadata": {},
   "source": [
    "Events affecting data:  \n",
    " - 2020 Covid.\n",
    " - 2021 EU sanctions on Belarus.\n",
    " - 2022 Ukraine war and sanctions on Russia."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "bcc1daab-0d87-4f3f-b3f1-c70aea9a9525",
   "metadata": {},
   "outputs": [],
   "source": [
    "#https://raw.githubusercontent.com/jpatokal/openflights/master/data/routes.dat\n",
    "\n",
    "#https://raw.githubusercontent.com/jpatokal/openflights/master/data/airports.dat"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.12.1"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}