Sugarcane_Production_Analysis.ipynb

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   "source": [
    "## Importing the Cleaned Data"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bc827b23",
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   "source": [
    "#### Importing the Required Modules"
   ]
  },
  {
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   "execution_count": 1,
   "id": "f6edec4b",
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   "source": [
    "import warnings\n",
    "\n",
    "import pandas as pd\n",
    "\n",
    "import numpy as np\n",
    "\n",
    "import seaborn as sbn\n",
    "\n",
    "import matplotlib.pylab as mat  #importing matplotlib for visualization of our data analysis\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "04508e10",
   "metadata": {
    "id": "04508e10"
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   "outputs": [],
   "source": [
    "df = pd.read_csv(\"cleaned_sugarcane_data.csv\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
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      "text/plain": [
       "    Country      Continent  Production(Tons)  Production_per_person(Kg)  \\\n",
       "0    Brazil  South America       768678382.0                   3668.531   \n",
       "1     India           Asia       348448000.0                 260721.000   \n",
       "2     China           Asia       123059739.0                  88287.000   \n",
       "3  Thailand           Asia        87468496.0                   1264.303   \n",
       "4  Pakistan           Asia        65450704.0                 324219.000   \n",
       "\n",
       "   Acreage(Hectare)  Yield(Kg/Hectare)  \n",
       "0        10226205.0            75167.5  \n",
       "1         4950000.0            70393.5  \n",
       "2         1675215.0            73459.1  \n",
       "3         1336575.0            65442.2  \n",
       "4         1130820.0            57879.0  "
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2ca1bae1",
   "metadata": {
    "id": "2ca1bae1"
   },
   "source": [
    "_________________________________________________________________________________________________________________________"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2eed2e99",
   "metadata": {
    "id": "2eed2e99"
   },
   "source": [
    "# Univariate Analysis"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "451fa0f4",
   "metadata": {
    "id": "451fa0f4"
   },
   "source": [
    "#### How many countries produce sugarcane from each continent ?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "09531913",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "09531913",
    "outputId": "c91ee33e-3ed8-478f-cd44-b92e0ef374c6"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Continent\n",
       "Africa           38\n",
       "Asia             25\n",
       "North America    22\n",
       "South America    11\n",
       "Oceania           4\n",
       "Europe            2\n",
       "Name: count, dtype: int64"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df[\"Continent\"].value_counts()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "704f161f",
   "metadata": {
    "id": "704f161f"
   },
   "source": [
    "#### Creating a Bar chart for the above analysis"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "4484d543",
   "metadata": {
    "id": "4484d543",
    "outputId": "ee3f1ce0-2a00-4a37-864b-5f04a0c631e3"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: xlabel='Continent'>"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "df[\"Continent\"].value_counts().plot(kind = \"bar\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "66c7e7df",
   "metadata": {
    "id": "66c7e7df"
   },
   "source": [
    "As we can see, Africa has the maximum number of countries which produces sugarcane."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5b4365f4",
   "metadata": {
    "id": "5b4365f4"
   },
   "source": [
    "#### Defining the Central Tendencies, min-max and quartiles of the Dataset"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "47ab42e4",
   "metadata": {
    "id": "47ab42e4",
    "outputId": "19dad7ce-e5ed-40bf-ba82-112a1a6b0655"
   },
   "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>Production(Tons)</th>\n",
       "      <th>Production_per_person(Kg)</th>\n",
       "      <th>Acreage(Hectare)</th>\n",
       "      <th>Yield(Kg/Hectare)</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>count</th>\n",
       "      <td>1.020000e+02</td>\n",
       "      <td>102.000000</td>\n",
       "      <td>1.020000e+02</td>\n",
       "      <td>102.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>mean</th>\n",
       "      <td>1.850372e+07</td>\n",
       "      <td>112952.435755</td>\n",
       "      <td>2.498981e+05</td>\n",
       "      <td>52628.078431</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>std</th>\n",
       "      <td>8.419149e+07</td>\n",
       "      <td>176651.341929</td>\n",
       "      <td>1.137003e+06</td>\n",
       "      <td>30504.676683</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>min</th>\n",
       "      <td>1.000000e+00</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>10.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25%</th>\n",
       "      <td>6.251875e+04</td>\n",
       "      <td>3671.910000</td>\n",
       "      <td>1.104000e+03</td>\n",
       "      <td>29072.025000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>50%</th>\n",
       "      <td>1.440044e+06</td>\n",
       "      <td>25572.500000</td>\n",
       "      <td>1.655800e+04</td>\n",
       "      <td>54108.950000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>75%</th>\n",
       "      <td>6.426824e+06</td>\n",
       "      <td>146384.750000</td>\n",
       "      <td>8.047400e+04</td>\n",
       "      <td>73282.700000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>max</th>\n",
       "      <td>7.686784e+08</td>\n",
       "      <td>951087.000000</td>\n",
       "      <td>1.022620e+07</td>\n",
       "      <td>129049.300000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "       Production(Tons)  Production_per_person(Kg)  Acreage(Hectare)  \\\n",
       "count      1.020000e+02                 102.000000      1.020000e+02   \n",
       "mean       1.850372e+07              112952.435755      2.498981e+05   \n",
       "std        8.419149e+07              176651.341929      1.137003e+06   \n",
       "min        1.000000e+00                   0.000000      0.000000e+00   \n",
       "25%        6.251875e+04                3671.910000      1.104000e+03   \n",
       "50%        1.440044e+06               25572.500000      1.655800e+04   \n",
       "75%        6.426824e+06              146384.750000      8.047400e+04   \n",
       "max        7.686784e+08              951087.000000      1.022620e+07   \n",
       "\n",
       "       Yield(Kg/Hectare)  \n",
       "count         102.000000  \n",
       "mean        52628.078431  \n",
       "std         30504.676683  \n",
       "min            10.000000  \n",
       "25%         29072.025000  \n",
       "50%         54108.950000  \n",
       "75%         73282.700000  \n",
       "max        129049.300000  "
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.describe()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "582a6884",
   "metadata": {
    "id": "582a6884"
   },
   "source": [
    "### Checking and defining the Outliers"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "2794ed5a",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 680
    },
    "id": "2794ed5a",
    "outputId": "df510e6e-ea74-49da-df2a-550c5efd78bb"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1000x800 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "mat.figure(figsize=(10,8))  # defining the size of the plots\n",
    "\n",
    "\n",
    "mat.subplot(2,2,1)\n",
    "\n",
    "sbn.boxplot(df[\"Production(Tons)\"])  # Box-plot for the \"Production\" column\n",
    "\n",
    "mat.title(\"Production(Tons)\")\n",
    "\n",
    "\n",
    "mat.subplot(2,2,2)\n",
    "\n",
    "sbn.boxplot(df[\"Production_per_person(Kg)\"])  # Box-plot for the \"Production per person\" column\n",
    "\n",
    "mat.title(\"Production_per_person(Kg)\")\n",
    "\n",
    "\n",
    "mat.subplot(2,2,3)\n",
    "\n",
    "sbn.boxplot(df[\"Acreage(Hectare)\"])  # Box-plot for the \"Acreage\" column\n",
    "\n",
    "mat.title(\"Acreage(Hectare)\")\n",
    "\n",
    "\n",
    "mat.subplot(2,2,4)\n",
    "\n",
    "sbn.boxplot(df[\"Yield(Kg/Hectare)\"])  # Box-plot for the \"Yield\" column\n",
    "\n",
    "mat.title(\"Yield(Kg/Hectare)\")\n",
    "\n",
    "\n",
    "mat.show()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9c5e11b8",
   "metadata": {
    "id": "9c5e11b8"
   },
   "source": [
    "We have Outliers in the data but Outliers are required here as it shows the countries which has maximum production. And then we can see what are the reasons for outliers."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3c09e0a5",
   "metadata": {
    "id": "3c09e0a5"
   },
   "source": [
    "### Distribution of the Columns"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "7d801a6b",
   "metadata": {
    "id": "7d801a6b",
    "outputId": "aba66868-99f2-4dd1-bfad-a041d15b6f84"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x1000 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "mat.figure(figsize = (10,10))\n",
    "\n",
    "\n",
    "\n",
    "mat.subplot(2,2,1)\n",
    "\n",
    "with warnings.catch_warnings():\n",
    "    warnings.simplefilter(action='ignore', category=UserWarning)  # Ignoring unwanted Warnings to make the analysis clear\n",
    "    warnings.simplefilter(action='ignore', category=FutureWarning)  # Ignoring unwanted Warnings to make the analysis clear\n",
    "    sbn.distplot(df[\"Production(Tons)\"])  # distplot for the \"Productions\" column\n",
    "mat.title(\"Production(Tons)\")\n",
    "\n",
    "\n",
    "\n",
    "mat.subplot(2,2,2)\n",
    "\n",
    "with warnings.catch_warnings():\n",
    "    warnings.simplefilter(action='ignore', category=UserWarning)  # Ignoring unwanted Warnings to make the analysis clear\n",
    "    warnings.simplefilter(action='ignore', category=FutureWarning)  # Ignoring unwanted Warnings to make the analysis clear\n",
    "    sbn.distplot(df[\"Production_per_person(Kg)\"])  # distplot for the \"Productions per person\" column\n",
    "mat.title(\"Production_per_person(Kg)\")\n",
    "\n",
    "\n",
    "\n",
    "mat.subplot(2,2,3)\n",
    "\n",
    "with warnings.catch_warnings():\n",
    "    warnings.simplefilter(action='ignore', category=UserWarning)  # Ignoring unwanted Warnings to make the analysis clear\n",
    "    warnings.simplefilter(action='ignore', category=FutureWarning)  # Ignoring unwanted Warnings to make the analysis clear\n",
    "    sbn.distplot(df[\"Acreage(Hectare)\"])  # distplot for the \"Acreage\" column\n",
    "mat.title(\"Acreage(Hectare)\")\n",
    "\n",
    "\n",
    "\n",
    "mat.subplot(2,2,4)\n",
    "\n",
    "with warnings.catch_warnings():\n",
    "    warnings.simplefilter(action='ignore', category=UserWarning)  # Ignoring unwanted Warnings to make the analysis clear\n",
    "    warnings.simplefilter(action='ignore', category=FutureWarning)  # Ignoring unwanted Warnings to make the analysis clear\n",
    "    sbn.distplot(df[\"Yield(Kg/Hectare)\"])  # distplot for the \"Yield\" column\n",
    "mat.title(\"Yield(Kg/Hectare)\")\n",
    "\n",
    "\n",
    "\n",
    "mat.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "09e7fbe5",
   "metadata": {
    "id": "09e7fbe5"
   },
   "source": [
    "#### Creating a Violin Plot for the \"Productions of Sugarcane\""
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "0c51d91f",
   "metadata": {
    "id": "0c51d91f",
    "outputId": "7df2f837-9451-4fdb-e1fd-198fcaa97ae9"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: >"
      ]
     },
     "execution_count": 42,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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FyMiIbr75Zj366KNqaGhwe0wA5qDh4eGS2wD85azC4vbbb9c111yjT3/606d9bSqVUjweL3oAmH8K/27z9xzwr9BU3/DMM89ox44d2rZt2xm9fuPGjbr33nunPDAAc8vQ0FDJbQD+MqUZi0OHDumOO+7Qk08+qYqKijN6zz333KOhoSHncejQobMaKIDZbXBwsOQ2AH+Z0ozF9u3b1dPTo3Xr1jn7TNPUa6+9pgceeECpVErBYLDoPdFoVNFo1J3RApi1jh8/7mwPDAzINM0Jvw8AzH9TCovf+Z3f0TvvvFO079Zbb9WqVat0991380sE8LGBgQFn27IsxeNxTu4GfGhKYVFTU6M1a9YU7YvFYmpqapqwH4B/WJZVFBaS1N/fT1gAPsTKmwDKNjg4KNM0ZUsyK+sl5cICgP9M+aqQk73yyisuDAPAXNbX1ydJssOVsiPV0tggYQH4FDMWAMp2IiyqZIWrivYB8BfCAkDZ8leE2OEq2eHKon0A/IWwAFC2/GEPK1wpO8KMBeBnhAWAsuXDwo6cmLHgHAvAnwgLAGXLr7RphyqccyxYfRPwJ8ICQNny9waxwxWyQ9GifQD8hbAAUDYnLEIVskO5+wiNjo4qnU57OSwAHiAsAJQtf5t0OxSVghHZ4/uHh4e9GxQATxAWAMo2NjYmSbIDYckwpECoaD8A/yAsAJTFtm2lUqncF+NBYY8/O/sB+AZhAaAs6XRalmVJOhEUCuaek8mkV8MC4BHCAkBZ8lEhKXcYRFL+V4tpmjM/IACeIiwAlMVwYmJq3wMwPxEWAADANYQFgLIEg8ETX9hW0XPR9wD4AmEBoCzhcFihUO5kTcPK5naOP1dWVno1LAAeISwAlC0fEIaZKXomLAD/ISwAlM0JCDMj2ZYM2yzeD8A3CAsAZaupqZEkGWZKRja3KJZhGKqurvZyWAA8QFgAKFt9fb0kycgkZWRyi2LV1NRw8ibgQ4QFgLI5YZFNysgmi/YB8BfCAkDZTsxYjMnI5G481tDQ4OGIAHgl5PUAAMx9zc3NkqRAZlR2JnfCZlNTk5dDAuARwgJA2fIRYWRGFRgPi3xsAPAXwgJA2ZywSI/JCOUOhTQ2Nno5JAAeISwAlK3UoZCWlhYvhwTAI5y8CaBs+dkJw0wrkIoX7QPgL4QFgLJVV1crGo1KkgLphCRO3gT8irAAUDbDMCbMUBAWgD8RFgBcUbhuRSQSUVVVlYejAeAVwgKAKwrDoqGhQYZheDgaAF4hLAC4ojAsWM4b8C/CAoAramtrS24D8BfCAoArCmOirq7Ow5EA8BJhAcAVhWFRXV3t4UgAeImwAOCKwqtACAvAvwgLAK4oDIvKykoPRwLAS4QFAFcUhgVrWAD+RVgAcEVFRUXJbQD+QlgAcEX+XiEnbwPwF8ICgCsikUjJbQD+QlgAcEVhTITDYQ9HAsBLhAUAV4RCIWeb+4QA/kVYAHBFMBj0eggAZgHCAoArCmcsAPgXYQHAFYUzFhwKAfyLsADgikCAXycACAsALmGWAoBEWACYBrZtez0EAB4hLAC4jtkLwL8ICwAA4BrCAoDrOBQC+BdhAcB1HAoB/IuwAAAAriEsALiOQyGAfxEWAFzHoRDAvwgLAADgGsICAAC4hrAA4DrOsQD8i7AAAACuISwAAIBrCAsAruNQCOBfhAUAV1iW5WxzuSngX1MKi40bN+qSSy5RTU2NWltbdf3112vXrl3TNTYAc0hhWADwrymFxauvvqrbb79dv/rVr7R161Zls1lt2LBBiURiusYHYI4wTdPZZsYC8K/QVF784x//uOjrxx57TK2trdq+fbs++clPujowAHNLYVhwjgXgX1MKi5MNDQ1JkhobGyd9TSqVUiqVcr6Ox+Pl/EgAs1Q6nfZ6CABmgbM+edO2bd111126/PLLtWbNmklft3HjRtXV1TmPjo6Os/2RAGaxTCbjbGezWQ9HAsBLZx0Wf/VXf6W3335bTz/99Clfd88992hoaMh5HDp06Gx/JIBZrDAsmL0A/OusDoV85Stf0QsvvKDXXntN55577ilfG41GFY1Gz2pwAOaOZDLpbBce/gTgL1MKC9u29ZWvfEXPPfecXnnlFZ133nnTNS4Ac8zY2JizXRgZAPxlSmFx++2366mnntLzzz+vmpoadXd3S5Lq6upUWVk5LQMEMDcUhkXhNgB/mdI5Fg899JCGhoZ05ZVXauHChc7j2Wefna7xAZgjCtezYW0bwL+mfCgEAEoZHh4uuQ3AX7hXCABXFK5Rw3o1gH8RFgBcURgT+cXzAPgPYQHAFf39/c728ePHPRwJAC8RFgBcURgWhdsA/IWwAOCKwlmKeDzOIlmATxEWAMpm27azrk1eT0+PR6MB4CXCAkDZBgYGlEwmZcuQWVEnSTp69KjHowLgBcICQNm6urokSXYkJouwAHyNsABQts7OTkmSFa2RHa2VJB0+fNjLIQHwCGEBoGwffPCBJMmqbJBZWS9JOnDggHcDAuAZwgJA2U6ERb2s8bDI7wPgL4QFgLLt379fUj4sGiTlLj8dHBz0cFQAvEBYACjL8ePH1dvbK1uSWdUkBcOyxs+z2L17t7eDAzDjCAsAZdm1a5ckyaqol4JhSZIZay76HgD/ICwAlOX999+XJFmxJmdfPizy3wPgH4QFgLK88847kiQz1uLsM6tbJUm//e1vZdu2J+MC4A3CAsBZy2QyevfddyVJZs1CZ79V1SQ7ENTQ0BBXhwA+Q1gAOGu7du1SKpWSFYo6l5lKkgJBZ9biN7/5jTeDA+AJwgLAWdu2bZskyaxZIBlG0ffyMxj51wDwB8ICwFn75S9/KUnK1i+a8L1sfYck6c0331QymZzRcQHwDmEB4Kx0d3dr7969uTua1nVM+L5V2SgrUq1UKqU333zTgxEC8AJhAeCsvPrqq5Iks6ZNdrhi4gsMQ9mG3EzGK6+8MoMjA+AlwgLAlFmWpeeff16SlG1cOunrMk3nS8pFyMDAwIyMDYC3CAsAU7Zt2zYdPXpUdjCiTNOySV9nxZplxpqVyWT04osvzuAIAXiFsAAwZd///vclSZnm5c4y3pNJt35IkvT8888rlUpN+9gAeIuwADAlP//5z7Vt2zbZhqF06+rTvj7beJ6scKV6e3v11FNPzcAIAXiJsABwxhKJhP793/9dkpRecKHsitrTvykQVGrRpZKk7373u6zECcxzhAWAM/boo4+qr69PVrRW6faLzvh92YYlytZ1KJvN6t/+7d9kmub0DRKApwgLAGfkmWee0Q9+8ANJUnLJJ6RA6MzfbBhKLl4vOxDSO++8o02bNhEXwDxFWAA4raefflrf+c53JEmp9rUya9un/Bl2tFrJ8z4pW4Z+8pOf6J//+Z+JC2AeIiwAnNLTTz+thx9+WFIuKtLnrD3rz8o2LlFy2VWyDUNbt27Vxo0biQtgnpnCXCYAP+nv79dDDz2kn/70p5LKj4q8bOMSJXWVKvb/TD/96U917Ngx3XXXXTrvvPPK/mwA3jNs27Zn8gfG43HV1dVpaGhItbVncEY5gBllmqZ+9KMf6ZFHHlEikZAtKX3OOqXbP+LqzwkNfKCK/a/JsLIKBoO66aab9KUvfUkVFSWWBwfguTP995uwAODYs2eP7r//fv3f//2fJMmsalJyyWWyYs3T8vOM1Iiinb9SeLBTkrRgwQLdcccdWr9+/bT8PABnj7AAcEZs29auXbv0wgsv6Mc//rEsy5IdCCt17jplWldJxvSfihUaOKho568USCckSZdeeqluuOEGrVu3TsFgcNp/PoDTIywAnNLw8LC2bt2qF198Ufv27XP2ZxrOU2rRx2VHqmZ2QGZG0aM7Fe7+rQzlfi21tbXp6quv1tVXX622traZHQ+AIoQFgAls29bOnTv14osv6tVXX1Umk8ntN4LKNixWpnWVzJoFno4xMDaocM/7CvfvlWGmJUmGYeiSSy7RNddco0984hMKh099fxIA7iMsAEjKxURnZ6d+8YtfaMuWLTpy5IjzPbOyQZmWlbk7lIaiHo6yBCur0MBBhXt3KzTc5eyur6/Xhg0bdNVVV2n58uUKhbi4DZgJhAXgY11dXXrrrbe0Y8cO7dixQ8ePH3e+ZwfCyjQtVaZlpayqJskwPBzpmTGScYX7divct0eBzJizPxaL6aKLLtLatWv10Y9+VEuWLFEgwPI8wHQgLAAf6e/vd0LirbfeUldXV9H3bSMos6ZNmaZlyjYsOe2tzmct21Jw6LDCfXsVih91DpXk1dfXO5Gxdu1anXPOOTLmQDgBcwFhAcxjw8PD2rlzpxMSJ98x1DYMmbEWmbXtMmsWyqxumdq9PeYC21Jg9LhC8aMKxrsUHDkmw8oWvaS1tVVr167VunXrtHbtWrW0tHg0WGDuIyyAecC2bfX29mrfvn3OY+/evTp8+LAK/+rakqyqJpm1C5WtWZg7AXOuzkqcLctUMNGbi4zhLgVHemTYVtFL2tratGzZMudx/vnnq729ncMnwBkgLIA5Jp1O6+DBg9q7d29RSMTj8ZKvNyvqZdYulFmzUNnaBVKIFSuLmFkFR44pGD+q0HCXAol+5zLWQhUVFVq6dKkTGsuWLdPSpUtVVTXDl9sCsxxhAcxi/f39RfGwb98+dXZ2lrwhly1DVmWdrMpGWVWNMqsaZVU1yQ5XejDyOSybVnDsuAKjuUdw9LgCYwMy7NI3QWtvb58wu7FgwQLO2YBvERaAx0zTVE9Pj44cOeI89u/fr3379mlgYKDke+xgZDwcGmWOh4RVWT//zo+YLWxLgWT8RGzkwyMzWvLlsVjMmd0499xzdc455+icc87RwoULWVsD8x5hAcyAbDar7u7uonjIP7q6upTNZku+z5ZkV9Q68WBWNcqqbJQdic2Jyz/nOyOTVGCsYGZj9LgCycEJ52zkBQIBtba2OqFR+Ghvb1c0OsvWCAHOAmEBuCSdTqu7u1uHDx+eEA/d3d2yrNL/2EiSbQRkRWtkR2tlVdTIqqgfj4gG/51cOddZpgLJoVxkjA0okBrOzXak4hOuRjlZS0uLzjnnnKJZjnx0VFZySAtzw5n++838KiBpdHRU3d3dOnr06IR46OnpOU08BGVV1OYCoqJWVrR2/Ova3P02ZuAmXpgBgWDu0FRVY/F+25aRHVMgGZdREBtOdJgZ9fb2qre3Vzt37pzwsU1NTSVnORYsWKDa2lrO6cCcQ1hg3rMsS/39/erp6dGxY8ecR+HXIyMjp/wMOxByYsGK1o4HRI2silrZ4SoOX/iZYcgOV8kMV0kn32fFtmVkUzIKQiOQHHbCwzBT6u/vV39/v95+++0JH11RUaG2tja1trY6zwsWLHC+bmlpYUlzzDr8PxJz3tjYmHp6eopCoaenR93d3erp6VFvb++k5zoUsoOR8dmGGmfWwc4/hyqIB0ydYcgOV8gOV8iqbp34/WzqRHAUHlpJDiuQHVMymdTBgwd18ODBST7eUFNTk9ra2pxHPjry2zU1NdP8hwSKERaY1Wzb1sDAQFEonDzjMDQ0dPrPkSE7EpMVicmOVMuKjj9HYrKj1bIi1ZzzgJkXisqqbpFVXWJFUCsrI51QIJ2QkRpRID2S206PKJDKPcu21NfXp76+Pr377rslf0QsFpsQG4Uh0tjYyKwHXMX/m+AZ27Y1PDys3t5eZ2Yh/9zb2+vEQ/7W3qf8rEBYVrR6PB6qZUfHn/PxwLkOmGsCIdkVdTIr6kp/37ZlZJNOdBjphAKpkVx45AMkm1IikdCBAwd04MCB0j8mEFBLS4taW1udR0tLi/NobW1VfX09q5PijBEWmBa2bWtkZKRkNBTGQzKZPP1nSbLDVc5MQy4YYuMhkQuHWXfLb2C6GYbscKXscKUsTXIPFDNzIjIKZj5yMyG5Z8uynFnAyYTDYTU3N5eMjvy++vp6TjSFJMICZ8G2bSUSiaJAKBUPZxINkmSFKmRHqk4cqgjnD1mMx0O4SgoEp/lPBcxDwXBugbXKepVcX9S2ZGTGTsx2ZMYPvaRPPBuZMWUyGXV1dU24a26hcDg8aXTkn+vq6ogPHyAsMEEqlZpwLkNhQPT09GhsbOyMPssKRWWHYwXnN8RkRaqKD1GwqiTgDSMgO//3stTJpZJkWTIyo+MzHKNF0RHIFMfH0aNHdfTo0Ul/XD4+To6O/HkfCxYs4B4t8wC/0X0okUjo2LFj6u7uLrr8Mv/18ePHz+hz7GCkIBZKPIdjUpD/iwFzWiAgO1otM1o9+Wssczw+Cmc7RgvO9xhVIHtm8VFbW1t0cumCBQuKvmbWY/bjt/48Y9u2hoaGnEgojIf89unWbJDG120oOgmyIBrC4zMNXEUBQJICQdnRGpnRU1zaWjI+Es5hmEB6RIaZVjweVzwe1549e0p+TH5tj8LwKIyPpqYmTjT1GGExx5imqf7+/klnG8703AY7GJUVLb7cMndyZO7ZDkVZtwGAe84kPsz0iStbUiefcDqiQOb0a3uEQqEJl9QWhkdrays3jJtmhMUslclkdPjwYR08eFAffPCB83z48OEzuvzSClc6oZCbeSiOB2YbAMw6wUhuyfSqxtInm+bX9sjHxoRLbRPKZrOnPNwSCAS0cOFCLVmyRIsXL3aeFy1axH1bXMJNyDyWSqV06NChkgEx2f0pbMM4sV5DyXiIcRUFAP+xrdz5HEXRkVtQLJAelpFKyLBLJoskacGCBROCY/HixYrFYjP4h5i9uLvpLDM2NqbOzs4JAdHV1TV5QARyl4pZlfUyK+qd7dyttTmGiFnGtqX8XT4DIQ6lYfaxbRmZMQWSgwqMjT/y29nJDyG3tLRMCI4lS5b4brl0wsJjR44c0csvv6z33ntPH3zwgbq7uyd9rR2MyByPBqui4URAcHMrzAW2JSOdkMysqt99TpI0csEfSMEQEYw5IxccQwXBMZB7zkx+aX1jY6OWLFmi888/X5/61Ke0cuXKeX3FCmHhgXg8rp/97GfaunWrfvvb3074vhWqGI+HE7MPVmW97FAlAYE5y0gNq/rt/1fyeyMfvlH2qU7WA2a7bEqBsUEFT57lSCcmvHTRokXasGGDfvd3f1dtbW0eDHZ6ERYzJJPJ6Ne//rV+8pOf6I033nBOrLRlyKxtV7ZhkazKBlkVdbLDnBiE+YewgC+ZaQXGhhQYG1AofkShgc6i8zcuuugifeYzn9EnP/nJeXOOxrSGxYMPPqh/+Zd/UVdXly644AJt3rxZV1xxhasDm+12796tLVu26H//938Vj8ed/WZlgzLN5yvbuCy31gMwzxEWgKRsWqGBDxTu36vQ8IlD39FoVJdffrk+85nP6JJLLpnTh0rO9N/vKV9u+uyzz+rOO+/Ugw8+qMsuu0wPP/ywrr76ar333ntatGhRWYOeK95//339xV/8hfJNZoUrlW1apkzT+blLpQAA/hKKKNuyQtmWFTJSIwr371Oof69SySG9/PLLevnll/W1r31N11xzjdcjnXZTPqvq/vvv15/92Z/py1/+slavXq3Nmzero6NDDz300HSMb1ZqaWlRQ0ODJMk2Akqed4VSHR8jKuB71157rZ544glde+21MgxDRnrU6yEBM86OVivd/hElz/8dWeOHwCORiG/+43tKYZFOp7V9+3Zt2LChaP+GDRv0+uuvl3xPKpVylmjNP+a6pqYmPfzww1q9erUM21Ll7q0Kd/82d7kd4GOf//zntWjRIn3+85+XbdsKpE+/fDwwHwUHO1X1fz9UIDOm1tZWffvb39aFF17o9bBmxJTCoq+vT6ZpTjjbta2tbdLLKTdu3Ki6ujrn0dHRcfajnUVaWlq0efNmffazn5UhWxWH/j9Vvr9FkUNvKnT8gIzUMKEB3/ne976nzs5Ofe9735NhGLIip7hxFTCPGJkxBQcPKXJ0pyr3bFXVnp/KMDP68Ic/rIcfflgrV670eogz5qyW9D755BPbtic9IeWee+7RXXfd5Xwdj8fnTVxEo1HdfffdWrFihR544AGFRo4pNHLM+b4djMqMNcmsapIVa5ZZ1ZQ7kW0On7wDnMqLL76oH/3oRzIMQ7ZtcwIz5iUjParAaJ+CiX4FRvsVTPQpkJl42O/666/X7bff7rt7k0wpLJqbmxUMBifMTvT09Ex6zW40GlU0Gj37Ec5yhmHohhtu0Mc+9jHt2LFDu3fv1u7du7V//35lsymF4kcVip9Ys94ORopCw4w1ExuYN/InNM/wVezAtDkREfmQ6Cu5aJZhGOro6NCKFSu0cuVKXXjhhVq1apUHI/belMIiEolo3bp12rp1q/7gD/7A2b9161Zdd911rg9uLjn33HN17rnnOl+n02kdOHDACY18bGQyaYWGu6ThLue1J2KjSWZlg+xozfg9P6pYtRCznh2JaeTDN076PWDWs20Z2aSM1HDuBmfJwVNGRCAQ0KJFi7RixQrncf7556uqihk66SwOhdx111364he/qIsvvljr16/XI488os7OTt12223TMb45KxKJaOXKlUXH1TKZjD744APt2rXLiY19+/aVjA0pf7Ox/E3GanI3GctHR7Qmt+AWMx3wmhFgrQrMbrYtmalcNKSGx29QlouI/LZhlb45WT4iVq5cWRQR3Al1clMOi5tuukn9/f2677771NXVpTVr1mjLli1avHjxdIxvXgmHw1q+fLmWL1/u7Mtms0UzG4cOHVJ3d7eOHTsm0zTHC3pYUteEz7ONoKxo/g6n+fA4ESF2qILwAOAP2XRxLKSGx+9sOr7Pypzy7YZhqLm5WQsXLlR7e7sTEcuWLSMipoglvWcp0zTV39+vrq4udXd3q6ury9nu7u5Wb2/vpHdFzbMDofHwqMkFR7TGiRArWi0FI4QHgLnBzJy4Hfr4f3DlwmE8Isz0aT+isbFRCxcu1IIFC5zn/KOtrc13J1lO1bStvImZEQwG1draqtbWVn3kIx+Z8P1sNquenh4nOgqfu7u71dfXJ8PKKjg2KI0NlvwZdiAkKxKTHa6SHYnJiow/h2Oyx7eZ9QAwrWw7d9+NdEJGOqFAZlRGOpE7aTIz/pxOnFE41NXVFUXDyfEwny8kmE0IizkqFAqpvb1d7e3tJb+fSqXU09NTMjq6u7s1MDCQC4/kkJQcmvTn2EZAdrgqFx3jwWFFxsMjHBsPk0opEJyuPyqAucq2ZGSS48GQiwQjnVAgPSojc+J5svMbThaLxbRw4cJJw4GTJ2cHwmKeikaj6ujomHTNkGQyqb6+PvX29hY98vv6+vp0/Pjx3C+G9MgpV1C0JdmhyhLRUTwDoiDTjMC8YZmnnmFIj8rIjMrQmR1tr62tVUtLS9GjubnZeW5ublZNDScJzwWEhU9VVFRMuET2ZNlsVsePHz9lfPT19SmTycjIjknZMQVH+yf9PDsYcWY+8tGRmw05MROiYJRDL4DXzHRuNuGkwxPODEN6VIFs8ow+KhAIqLGx8bTRwGGK+YOwwKRCoZBznsdkbNvW0NDQKeOjt7dXo6OjMsy0gmPpSc/5kHJXujgzH+ESh10iVeOX2bK+BzBl+fUaCg9FFM06jO87zRUUeZFIpCgSSkVDQ0ODQiH+qfET/tdGWQzDUH19verr64suoz1ZIpGYcOjl5PgYHByUYRdeYluaLUN2uHL8hNOTAiQSkxWuyh16CfB/b/iIbTmHH/KHIgLpxIkZhvw5DvaprybLq66unjQY8tu1tbWT3s4B/sVvXsyIWCymWCx2yvVO0um0+vv7T3voxbIsGZlRKTOqYKJ30s+zQhUlrngZPwQTieUuuSU+MBdY+XOdEhNPhMzPNmTGdCb/xOf/Y2CyQxP5bdZuwNnitypmjUgk4pzxPRnTNDUwMHDaE09TqVTuGHA2KY0dn/TzrFBFbmGxSLXzXLj2ByecYkZY2VwkpEbG12oYViCVcNZpONOTIIPB4GlnGZqamlivAdOKsMCckv/F2dzcPOkNfmzb1vDwcFFsnPw4duyYxsbGnPgIJvpKf1YwMr6Memw8PGpkR2OyIiwyhikoXNwpHwtORIwokJ14P4qThcNhtbW1qbW1dcJ5DPlwqK+vVyDA+UfwFmGBeccwDNXW1qq2tlbLli0r+Zp8fBw7dqxofY9jx445+4aHc6v5BUf7J73aJbe6aU3BPV2qnfBgWXWfcBZ4KhEM+X1m6rQfU1FRUbQK5MnPDQ0NRAPmBMICvlQYH5OddJpIJJzIKPXsLDI2NiCNDZT8DDsQzB1eqajLPSrrnW2FuLxuTjGzCqSGFBgbUiA5qEByfDs9LMM8/VUU1dXVTigUBkR+HydCYr4gLIBJxGIxLV26VEuXLi35/WQyWTTDcfJzf3+/ZJkKJodyK5yexApVyqocD46KelkVtbIq62VHqpnl8Ipty8iM5aIhOTgeEePb6cQp31pfX18UCifHQ3V19Qz9IQBvERbAWaqoqNDixYsnvdIlk8mop6dHR48e1aFDh9TZ2ek8+vr6FMiOKTA8Jg13F73PNoK5yKionxAenEzqEstUIBUvCIcTsxCnmn2ora3VokWLih7t7e1qa2vjKgpgHHc3BTyQSCQmxEZnZ6eOHDmiTGbyf9isSOxEaFTWy6xukVXZwIJhk7FtGalhBUd6FBwbcGYhjNTwpFdZBAIBLViwYEJALFq0SPX19TM7fmAW4e6mwCwWi8W0atWqCVe2ZLNZdXd3q7Ozc0J4DA0NKZBO5Kbk40ed99iBkMxYs8xYq6zqFpnVLbLDPr0ZUzatYKI39xjpVSDRo0C29ImTlZWVJePhnHPOUSQSmeGBA/MHYQHMIqFQaNJ7uAwODjqxcfDgQe3du1fvv/++RkdHFRruVqjgkIoVqZZZ3SIz1pqb1ahqmn93oLUtBcYGFUz0KjDSkwuJ5OCERaLC4bCWL1+uFStWaMmSJero6NCiRYvU3NzMyZLANCAsgDkiv3T6hRde6OwzTVOdnZ167733nMcHH3yQu8zx+IjCxw9IkmwjIKuq6URsxJplz7GrUgzLVGC0L3dYYyQ3K2FY2QmvW7hwoT70oQ85j2XLljEDAcwgzrEA5plEIqH333+/KDaGhiZelTIfVFZWavXq1U5ErF69Wg0NDV4PC5iXOMcC8KlYLKZ169Zp3bp1knKLgXV1dRWFxp49e2SapscjnRrDMLR48eKi2YjFixcrGJxnh3iAOY4ZC8CHTNPUDP/VdwW33wa8w4wFgEnxX/kApgsXvwMAANcQFgAAwDWEBQAAcA1hAQAAXENYAAAA1xAWAADANYQFAABwDWEBAABcQ1gAAADXEBYAAMA1hAUAAHANYQEAAFwz4zchy99RMR6Pz/SPBgAAZyn/7/bp7ow842ExPDwsSero6JjpHw0AAMo0PDysurq6Sb9v2KdLD5dZlqWjR4+qpqZGhmHM5I8GMM3i8bg6Ojp06NAh1dbWej0cAC6ybVvDw8Nqb29XIDD5mRQzHhYA5q94PK66ujoNDQ0RFoBPcfImAABwDWEBAABcQ1gAcE00GtU//MM/KBqNej0UAB7hHAsAAOAaZiwAAIBrCAsAAOAawgIAALiGsAAAAK4hLAC44sEHH9R5552niooKrVu3Tj//+c+9HhIADxAWAMr27LPP6s4779Tf/u3f6q233tIVV1yhq6++Wp2dnV4PDcAM43JTAGX7+Mc/ro9+9KN66KGHnH2rV6/W9ddfr40bN3o4MgAzjRkLAGVJp9Pavn27NmzYULR/w4YNev311z0aFQCvEBYAytLX1yfTNNXW1la0v62tTd3d3R6NCoBXCAsArjAMo+hr27Yn7AMw/xEWAMrS3NysYDA4YXaip6dnwiwGgPmPsABQlkgkonXr1mnr1q1F+7du3apPfOITHo0KgFdCXg8AwNx311136Ytf/KIuvvhirV+/Xo888og6Ozt12223eT00ADOMsABQtptuukn9/f2677771NXVpTVr1mjLli1avHix10MDMMNYxwIAALiGcywAAIBrCAsAAOAawgIAALiGsAAAAK4hLAAAgGsICwAA4BrCAgAAuIawAAAAriEsAACAawgLAADgGsICAAC4hrAAAACu+f8Bkw0M5DD57ZQAAAAASUVORK5CYII=",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sbn.violinplot(df[\"Production(Tons)\"])"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d71818dd",
   "metadata": {
    "id": "d71818dd"
   },
   "source": [
    "#### _________________________________________________________________________________________________________________________"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "000db3f5",
   "metadata": {
    "id": "000db3f5"
   },
   "source": [
    "# Bivariate Analysis"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "da9757b5",
   "metadata": {
    "id": "da9757b5",
    "outputId": "e2edb4ea-3103-4c13-8f14-2d8db01be9f8"
   },
   "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>Country</th>\n",
       "      <th>Continent</th>\n",
       "      <th>Production(Tons)</th>\n",
       "      <th>Production_per_person(Kg)</th>\n",
       "      <th>Acreage(Hectare)</th>\n",
       "      <th>Yield(Kg/Hectare)</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Brazil</td>\n",
       "      <td>South America</td>\n",
       "      <td>768678382.0</td>\n",
       "      <td>3668.531</td>\n",
       "      <td>10226205.0</td>\n",
       "      <td>75167.5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>India</td>\n",
       "      <td>Asia</td>\n",
       "      <td>348448000.0</td>\n",
       "      <td>260721.000</td>\n",
       "      <td>4950000.0</td>\n",
       "      <td>70393.5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>China</td>\n",
       "      <td>Asia</td>\n",
       "      <td>123059739.0</td>\n",
       "      <td>88287.000</td>\n",
       "      <td>1675215.0</td>\n",
       "      <td>73459.1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>Thailand</td>\n",
       "      <td>Asia</td>\n",
       "      <td>87468496.0</td>\n",
       "      <td>1264.303</td>\n",
       "      <td>1336575.0</td>\n",
       "      <td>65442.2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>Pakistan</td>\n",
       "      <td>Asia</td>\n",
       "      <td>65450704.0</td>\n",
       "      <td>324219.000</td>\n",
       "      <td>1130820.0</td>\n",
       "      <td>57879.0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "    Country      Continent  Production(Tons)  Production_per_person(Kg)  \\\n",
       "0    Brazil  South America       768678382.0                   3668.531   \n",
       "1     India           Asia       348448000.0                 260721.000   \n",
       "2     China           Asia       123059739.0                  88287.000   \n",
       "3  Thailand           Asia        87468496.0                   1264.303   \n",
       "4  Pakistan           Asia        65450704.0                 324219.000   \n",
       "\n",
       "   Acreage(Hectare)  Yield(Kg/Hectare)  \n",
       "0        10226205.0            75167.5  \n",
       "1         4950000.0            70393.5  \n",
       "2         1675215.0            73459.1  \n",
       "3         1336575.0            65442.2  \n",
       "4         1130820.0            57879.0  "
      ]
     },
     "execution_count": 43,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4175c41f",
   "metadata": {
    "id": "4175c41f"
   },
   "source": [
    "### Which country produces maximum sugarcane ?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "f7d27cd9",
   "metadata": {
    "id": "f7d27cd9"
   },
   "outputs": [],
   "source": [
    "new_df = df[[\"Country\",\"Production(Tons)\"]].set_index(\"Country\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "07f70732",
   "metadata": {
    "id": "07f70732",
    "outputId": "15535ac8-09da-4c71-9c99-8e699bf7bcf6"
   },
   "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>Production(Tons)</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Country</th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Brazil</th>\n",
       "      <td>768678382.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>India</th>\n",
       "      <td>348448000.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>China</th>\n",
       "      <td>123059739.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Thailand</th>\n",
       "      <td>87468496.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Pakistan</th>\n",
       "      <td>65450704.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Spain</th>\n",
       "      <td>394.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Lebanon</th>\n",
       "      <td>97.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Singapore</th>\n",
       "      <td>50.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Samoa</th>\n",
       "      <td>12.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Syria</th>\n",
       "      <td>1.0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>102 rows × 1 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "           Production(Tons)\n",
       "Country                    \n",
       "Brazil          768678382.0\n",
       "India           348448000.0\n",
       "China           123059739.0\n",
       "Thailand         87468496.0\n",
       "Pakistan         65450704.0\n",
       "...                     ...\n",
       "Spain                 394.0\n",
       "Lebanon                97.0\n",
       "Singapore              50.0\n",
       "Samoa                  12.0\n",
       "Syria                   1.0\n",
       "\n",
       "[102 rows x 1 columns]"
      ]
     },
     "execution_count": 51,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "new_df"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "fc021253",
   "metadata": {
    "id": "fc021253"
   },
   "source": [
    "### Creating new column for the \"Production Percentage\" in the new Dataframe"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "c8ac36a7",
   "metadata": {
    "id": "c8ac36a7"
   },
   "outputs": [],
   "source": [
    "new_df[\"Production(Tons)_percent\"] = new_df[\"Production(Tons)\"]*100/new_df[\"Production(Tons)\"].sum()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "226f6753",
   "metadata": {
    "id": "226f6753",
    "outputId": "8af30c62-db08-4eb3-a582-8a4d1e82a965"
   },
   "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>Production(Tons)</th>\n",
       "      <th>Production(Tons)_percent</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Country</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Brazil</th>\n",
       "      <td>768678382.0</td>\n",
       "      <td>4.072729e+01</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>India</th>\n",
       "      <td>348448000.0</td>\n",
       "      <td>1.846200e+01</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>China</th>\n",
       "      <td>123059739.0</td>\n",
       "      <td>6.520138e+00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Thailand</th>\n",
       "      <td>87468496.0</td>\n",
       "      <td>4.634389e+00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Pakistan</th>\n",
       "      <td>65450704.0</td>\n",
       "      <td>3.467809e+00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Spain</th>\n",
       "      <td>394.0</td>\n",
       "      <td>2.087551e-05</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Lebanon</th>\n",
       "      <td>97.0</td>\n",
       "      <td>5.139401e-06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Singapore</th>\n",
       "      <td>50.0</td>\n",
       "      <td>2.649176e-06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Samoa</th>\n",
       "      <td>12.0</td>\n",
       "      <td>6.358022e-07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Syria</th>\n",
       "      <td>1.0</td>\n",
       "      <td>5.298352e-08</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>102 rows × 2 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "           Production(Tons)  Production(Tons)_percent\n",
       "Country                                              \n",
       "Brazil          768678382.0              4.072729e+01\n",
       "India           348448000.0              1.846200e+01\n",
       "China           123059739.0              6.520138e+00\n",
       "Thailand         87468496.0              4.634389e+00\n",
       "Pakistan         65450704.0              3.467809e+00\n",
       "...                     ...                       ...\n",
       "Spain                 394.0              2.087551e-05\n",
       "Lebanon                97.0              5.139401e-06\n",
       "Singapore              50.0              2.649176e-06\n",
       "Samoa                  12.0              6.358022e-07\n",
       "Syria                   1.0              5.298352e-08\n",
       "\n",
       "[102 rows x 2 columns]"
      ]
     },
     "execution_count": 54,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "new_df"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2c8b5e17",
   "metadata": {
    "id": "2c8b5e17"
   },
   "source": [
    "### Creating a Pie Chart for the new Dataframe"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "236e9602",
   "metadata": {
    "id": "236e9602",
    "outputId": "214394d3-e091-4972-a917-c2b9f6ee3dde"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: ylabel='Production(Tons)_percent'>"
      ]
     },
     "execution_count": 58,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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BzfbH19iWfkHiuXejj0/HtuQLvAUbSB/9DrIp4qDnUtwOUAL7fG+neNIdJJxzJ5GdBwNQu/1PJElGH5cOgHP9bOx/fkPaqNcPGwaFoD4t4/l0dB90shTuUgRBOMmILtEwen32NhHWTmKqz03FD6+QMOwOZHNk6HJN03Cs+I6YviOIaHsaxqQWJJ53D6rfi2vT/EOeT2eJQhcZF/ry7F6NZDAR0bZ/6JiI1r2xtOqFIT4DQ3wGcQOuRzaa8RZtOa6P9UTxx84qJs7eFu4yBEE4CYnAFibztpSJP/wnuapZb2Np1QtLi271Lg/YSlFc1Viyu4cuk/QGzFmd8BZu+sfnd66dibX9AGTjwbvwNFXBtXE+qt+DKaNdgx7DyejNudtZtqsq3GUIgnCS0Ye7gJNRpdPLvV+uETsZnMRcG+fjK9lB2sjXDrhOcVYDIEfE1rtcZ40lYCv7R+f3Fm3BX5FLwjl3HnCdr3w3JZ/chxbwIRktJF/8CMbEZkf+IE5Siqpx1+er+OW/A4iJMIS7HEEQThKihS0MHp2xXiyOexIL2Mupmv0+iRfci6Q3HvpAab9xUpp24GWH4Fw7C0Nic0zpbQ+4zhCfQdoNE0m9bjxR3c+h4qfX8FWIJWWORJHNw4PfrA13GYIgnEQaHNieeuopamsPnNnodrt56qmnjqqoE9mMVYX8sr4k3GUIYeQr2Y5aW0Px5LvIfelCcl+6EG/+ehwrfyD3pQvRWWMBUF3V9W6n1NpC1x2O6vfg2rSAyK5nH/R6SWfAEJeOKS2HuDNGYUzOxrHi+6N9WCedX9aX8PkyEXQFQfh3NDiwPfnkkzidzgMur62t5cknnzyqok5UpXYPT3y/IdxlCGFmbt6VtBvfJO2GiaEvY2oO1o4DSbthIvrYVHTWONy7V4Vuoyl+PPnrMWW0/9vz125ehKb4sXYc9A8r0tAUfwMfzcnt2Z82USr2GxUE4V/Q4MCmaRrSQbpn1qxZQ3x8/FEVdaJ64tvV2NzijfFkJ5siMCa1qPclGUzI5qjgvyWJqJ4XYVv6FbVbl+Ar303FTxOQDSas7c8Inafix/FUz598wPmda2cSkdMHnSX6gOuq50/Bk7+egK0UX/luqhd8jCdvPdYOA4/jIz5xObwBxokPYYIg/AuOeNJBXFwckiQhSRJt2rSpF9oURcHpdDJmzJhjWuQJYfU0Jtgm8GDKGGaUJoe7GqGRi+59KVrAS9XMt1E8TkzpbUm+4ql6a7AF7OUg1f/M5a8qxFuwkeQrnj7oeRVXDRU/voriqkI2WTEmtSD58ifrzUgVjswv60v4fWMpgzukhLsUQRBOYEe8cO6UKVOCC77eeCMTJkwgJiYmdJ3RaKRFixb07dv3mBfapDnL4X+9wF2NJulYlXUd1+08C1dAF+7KBEE4BjJiLcy6ZwARRjHxXhCE46PBOx3Mnz+f0047DYNBTGv/W1/fCOun17vIF5fDY4zli+LUMBUlCMKxNLp/No+e3yHcZQiCcII6qq2pVFVl+/btlJWVoapqvesGDBhw1MWdELb+Bp9dcdCrNElmfdbVXLvrbGx+8clcEJoynSzx3W396JQR8/cHC4IgHKEGB7Y//viDq6++mtzcXPY/hSRJKIpyTAps0vxueLMX2PIPf1hMS57W3crHRen/UmGCIBwPXTJjmHFrP2Sx16ggCMdYg2eJjhkzhp49e7J+/Xqqqqqorq4OfVVViW1bAFjy5t+GNQCDbSdPVt3PLznfk2AUs0gFoalaW2BjytLd4S5DEIQTUINb2KxWK2vWrKF169bHuqYTg6MU3ugBvgPXqjucQHQzXjDexgcFWcepMEEQjqdIk55Z9wwgLcYS7lIEQTiBNLiFrXfv3mzfvv1Y1nJimfvsEYc1AL09j0cqHmRWzjekmsT2VYLQ1DjF2myCIBwHDR7pfscdd3DvvfdSUlJC586dD5gt2qVLl6Murskq3Qirpjb45hIaOflfsyh6Ka+Zb+N/+S2OXW2CIBx3v20oZfnuKnq1EIuIC4JwbDS4S1SWD2yckyQptAPCST3p4JOLYcecY3a6XZnDubbgIgo9pmN2TkEQjq9Ts+P58j9iTUpBEI6NBge23Nzcw17fvHnzBhXU5G37HT699JifVrGm8lbkbYzPbXXMzy0IwvHx8Y2nMqBNUrjLEAThBHBU67AJ+1EVeLsflG86bneRn3ke1xVeym63+bjdhyAIx0bXzBi+u71/uMsQBOEE0OBJBwCffPIJ/fr1Iz09PdTiNmHCBL777rtjUlyT89fHxzWsAWQV/MQcywM83GLrcb0fQRCO3poCG79tKAl3GYIgnAAaHNjefvtt7rnnHs4991xqampCY9ZiY2OZMGHCsaqv6fA6Ye5z/8pdybXl3FIyjqWtppBjdf8r9ykIQsO8OnMrqio6MgRBODoNDmxvvPEG77//Po888gg63d5NzHv27Mm6deuOSXFNyspJ4Cr7V+8yrfA3fjP+H+Oyj2+rniAIDbel1MEPa4vCXYYgCE1cgwPbrl276N69+wGXm0wmXC7XURXV5AR8sPStsNy17K5kVPHTLGv5Ie0ja8NSgyAIh/farK0EFPXvDxQEQTiEBge27OxsVq9efcDlv/zyCx06dDiampqetV+AI7yfoJOLZvOT/j6eb3kStm4KQiO3u7KWr1cWhLsMQRCasAYvnHv//fdz22234fF40DSNZcuWMW3aNJ5//nk++OCDY1lj46aqsGRiuKsAQPbUcFXR85ydfQY3VF7DWntkuEsSBGGPibO3cXGPDEx63d8fLAiCsJ+jWtbj/fff55lnniE/P7jBeUZGBuPGjeOmm246ZgU2ehu/hy+vC3cVB9BMUXybOIZ7dhzYbS0IQng8PbwT1/U5SdeoFAThqByTddgqKipQVZXk5ORjUVPT8v6ZULgy3FUcUnVqP26uvp4VtqhwlyIIJ72c5Ehm3XNGuMsQBKEJOqpJB9u2bQMgMTExFNa2bdvG7t27j0lxjd6uBY06rAHElSzmK+0e3my9AkkSSwsIQjhtK3OyZHtFuMsQBKEJanBgGzVqFEuWLDng8j///JNRo0YdTU1Nx6IJ4a7gH5F8Ls4veJU1zSbSN84W7nIE4aQ2ZenucJcgCEIT1ODAtmrVKvr163fA5X369Dno7NETTvFa2DE73FUckejSP/kscC/vtf4DnSSWGBCEcPh9UxlFNWLBa0EQjkyDA5skSTgcjgMut9lsoV0PTmhL3gh3BQ0i+Ws5u2Aia7Je44yE6nCXIwgnHUXVmPpHbrjLEAShiWlwYDv99NN5/vnn64UzRVF4/vnn6d//BN/s2F0Nm74PdxVHJbJsJZO99zIpZzEGWYxtE4R/0xfL8/EGToIPtoIgHDMNniW6YcMGzjjjDGJjYzn99NMBWLhwIXa7nTlz5tCpU6djWmijsux9+Pm+cFdxzNQmduUuz83MrIgPdymCcNIYf3lXLj0lM9xlCILQRDS4ha1jx46sXbuWK664grKyMhwOB9dffz2bN28+scMawKpPwl3BMRVRsYZ33ffwac58TLIY2yYI/4aPxeQDQRCOQINa2Px+P2effTbvvvsubdq0OR51NV4l6+CdE7fL153Qkft9/+HH8sRwlyIIJ7wZt/WjW1ZsuMsQBKEJaFALm8FgYP369UiSdKzrafxWfRruCo4rS+UG3nDdw5c5s7HqRGubIBxPHy/ZHe4SBEFoIhrcJXr99dfz4YcfHstaGr+AD9Z9Ge4qjjtJDXBq/of8lfI0l6aUhrscQThh/biuGIfHH+4yBEFoAhq8+bvP5+ODDz5g1qxZ9OzZE6vVWu/6V1999aiLa3S2/Ay1leGu4l9jqtrCK9J9XNvmWq7feRaOQINfLoIgHIQvoDJ7UxnDu2eEuxRBEBq5Bs8SHTRo0KFPKknMmTOnwUU1WlMvg+2zwl1FWPhiW/G4dCufF6eFuxRBOKEM6ZDC+9f3DHcZgiA0csdk8/eTgr0IXusE2sm7dpImyWzIvIrrdg+l2i9a2wThWDDpZVY+NoRIk/idEgTh0Bo8hq3O9u3b+e2333C7g1utnLD5b+2XJ3VYA5A0lU75n7Is/nFGpReEuxxBOCF4AyqzN4mxooIgHF6DA1tlZSVnnXUWbdq04dxzz6W4uBiA0aNHc++99x6zAhuNLT+Hu4JGw2DbzRNVD/BrznckGcWAaUE4Wj+vKw53CYIgNHINDmx33303BoOBvLw8IiIiQpePGDGCX3/99ZgU12i4KqBgebiraFQkNNrlf8HS2Ef5T2ZeuMsRhCZt3pZyXN5AuMsQBKERa3BgmzlzJi+++CKZmfW3VsnJySE39wTb2Hjrb6CJNckORm/P56GKB/k9ZzqpJl+4yxGEJskbUJm9uSzcZQiC0Ig1OLC5XK56LWt1KioqMJlMR1VUo7P1l3BX0Oi1zp/O4qiHuaPZrnCXIghN0s9rRbeoIAiH1uDANmDAAD7++OPQ95IkoaoqL7/88mGX/GhyAl7YMTfcVTQJOmcR95Y9wrzWn5Np9oa7HEFoUuZtLaPWJ7pFBUE4uAYv67Fx40YGDhzIKaecwpw5c7jwwgvZsGEDVVVVLF68mFatWh3rWsNj++8w9dJwV9HkKNYU3o68jVdyW4e7FEFoMt68ujvnd0kPdxmCIDRCDW5h69ChA2vXruXUU09lyJAhuFwuLrnkElatWnXihDWALSfYBIp/ic5Vyu2lj7Oo1VRaRnjCXY4gNAkzN4jlPQRBODixcO7fea0T2PLDXUWTpkYk8lH0bTyzu224SxGERi05ysSyRwaHuwxBEBqhowps1dXVfPjhh2zatAlJkmjfvj033HAD8fHxx7LG8ClZD+/0C3cVJ4ySjLO5vmQEW12WcJciCI3W3PsGkp1o/fsDBUE4qTS4S3T+/PlkZ2czceJEqqurqaqqYuLEiWRnZzN//vxjWWP4bBXdocdSauFMfjXez9PZG8JdiiA0Wst2VYa7BEEQGqEGt7B16tSJ0047jbfffhudTgeAoijceuutLF68mPXr1x/TQsPik4thxwm4iX0jUJ5+JqPKr2KDQ7QkCMK+LumewasjuoW7DEEQGpkGBzaLxcLq1atp27b+uKQtW7bQrVu30N6iTZamwQvNwWsLdyUnLM0Uw5cJY3lgZ5dwlyIIjUZGrIXFD54Z7jIEQWhkGtwl2qNHDzZt2nTA5Zs2baJbt25HU1PjUL5ZhLXjTPLaGFH0An9lv023aGe4yxGERqGwxk1+VW24yxAEoZHRN/SGd955J//973/Zvn07ffr0AeCPP/7gf//7Hy+88AJr164NHdulSxNsQcn/M9wVnDTiixfyrXEV37Uew907uqNpUrhLEoSwWrariqz4A3eSEQTh5NXgLlFZPnzjnCRJaJqGJEkoitKg4sJqxm2wemq4qzjp1KT25ZaakSyriQ53KYIQNlf0zOSly7qGuwxBEBqRBrew7dp1gu8ZWbAs3BWclGJLlvKFYS2/tL6F23b0FK1twknpz11V4S5BEIRG5rgvnHveeefxwQcfkJaWdjzv5tiqrYKXWgJiTeFwsif34lbnjSyqigl3KYLwr/vz4bNIiTaHuwxBEBqJBk86+KcWLFjQ9GaMFqxAhLXwiy5bzie+e/ggZyk6SQ13OYLwr/pjp1iPTRCEvY57YGuSRHdooyEF3AzOf4M1meM5M6E63OUIwr9mU7Ej3CUIgtCIiMB2MGKGaKMTWb6KDz33MCVnIQZZtH4KJ77tZSKwCYKwlwhsB1O89u+PEf51kuLljPy3WZP+AsOSRHeRcGLbXibWJhQEYS8R2PbnqgBPTbirEA4jomIdb7vuYVrOPCy6JrhkjCD8A/nVbjx+8foWBCFIBLb9VW4PdwXCPyCpfvrmv8eq1Oe5KKUs3OUIwjGnqBq7KlzhLkMQhEbiuAe2hx9+mPj4+ON9N8eOCGxNirlyIxMc9/F1m9+x6sRMUuHEsk10iwqCsEeDF871er0sW7aM3bt3U1tbS1JSEt27dyc7O7vecQ899NBRF/mvqtgW7gqEIySpAXrmfcRfyYt4RBvL1yUp4S5JEI4JMY5NEIQ6RxzYlixZwhtvvMGMGTPw+XzExsZisVioqqrC6/XSsmVLbrnlFsaMGUNUVNTxqPn4Ei1sTZapeisvS/dxXZuruXbnEByBBn8eEYRGYYcIbIIg7HFEXaIXXXQRl112GRkZGfz22284HA4qKyspKCigtraWbdu28eijjzJ79mzatGnDrFmzjlfdx0/ljnBXIBwFSVPomvcJKxPHcU1aUbjLEYSjsk0s7SEIwh5HtDXV//73P26++WaMRuPfHrthwwaKiooYMmTIURX4r1JVeC4NAp5wVyIcA5okszFzBNfuPodqv2htE5oeo05m09PD0MliT11BONkd971Em5TqXHi9S7irEI4xf3RznjfcykeFWeEuRRCO2Ox7z6BVUmS4yxAEIcwaPEs0Pz+fgoKC0PfLli3jrrvu4r333jsmhYWFGL92QjLYc3ms8kF+y5lBktEf7nIE4YjsKhdLewiCcBSB7eqrr2bu3LkAlJSUMGTIEJYtW8bDDz/MU089dcwK/FdV7Qx3BcJxIqHRNv9LlsY8wtis3eEuRxD+sUqXN9wlCILQCDQ4sK1fv55TTz0VgC+//JJOnTqxZMkSPvvsMyZPnnys6vt3OUvDXYFwnOkdBTxQ/jBzcr4mzewLdzmC8LcqXeJ1KgjCUQQ2v9+PyWQC4Pfff+fCCy8EoF27dhQXFx+b6v5ttWJ/ypNFy/xvWBT5EHc1E62qQuNW5RSBTRCEowhsHTt25J133mHhwoXMmjWLYcOGAVBUVERCQsIxK/BfVVsV7gqEf5HOWcxdZY8yv/XnZJpFt5PQOFXVisAmCMJRBLYXX3yRd999l4EDB3LVVVfRtWtXAL7//vtQV2mT4xaB7WTUvOB75lsf4IHmYpcLofGpEl2igiBwlMt6KIqC3W4nLi4udNnu3buJiIggOTn5mBT4r3q7H5SuD3cVQhgVZpzDdcWXs7PWHO5SBAGALpkxfH97/3CXIQhCmB3V5u86na5eWANo0aJF0wxrILpEBTIKf+F30//xePamcJciCIBoYRMEIajBga20tJTrrruO9PR09Ho9Op2u3leTJLpEBUB2V3Bj8dP80XISbazucJcjnOREYBMEARqw+XudUaNGkZeXx2OPPUZaWhqS1MS3TvG5xJZUQj2pRbP41byCaS3H8sjOTuEuRzhJ1foUPH4Fs6GJfhAWBOGYaPAYtqioKBYuXEi3bt2OcUlhUpMPE8SbsnBwFekDuaH8GtY5rOEuRTgJLXnwTNJjLeEuQxCEMGpwl2hWVhbHYxtSSZKYMWMGEJzAIEkSq1evPub3cwDRHSocRmLRPL6X7+WVlmvCXYpwEhLdooIgNDiwTZgwgQcffJDdu3eHLhs1ahTDhw8/BmUFZWVlUVxcTKdO/0LLl7vm+N+H0KRJXjuXFb3Iqhb/o0eMI9zlCCcRu/v47oG7cOFCJEkKfb322muh6wYOHMhdd93FgAEDkCSJzz//HEmSWLhwIS1atAjdZsaMGcTGxpKRkXHA+ff9IL6/yZMnExsbC8C8efOQJInMzEwiIyORJAmz2Ry6j+zs7APq+jvjxo1DkiSuvPJKUlJSQueqqak56PEtWrRgwoQJ9S47Vo0H+z4P48aNO6IeqoPVdbjLD6fu8QwaNCj0nB/q+dj353Mo+z+WY50F/g37P84j/fn8Gxoc2EaMGMG8efNo1aoVUVFRxMfHM23aNH7++Wfi4+OPSXE6nY7U1FT0+gYPtfvnlMa/KfiC3AAXTKslfbwD6Uk7MzbXr9np07j9ZzeZrzqwPGun/f+cvL38n38y/3y9H+lJO8M/rz3gukK7yrXfuEl4yUHEs3a6veNkZZFy1I+pKYorWcx07V4mtl6JJB37VuaTVe6L5x/wdTTH50685ojP2VgpR9GbsW8QO9TXgAEDgOAbLQSXbKqzevVq5s+fz7Rp0xg1ahRjx44F4OWXX6aoqCi0KkDfvn0566yzqK2tDQUpnU4XGt988cUXI0kSrVq14ptvvgmd//bbb8dms9G9e/fQZTNnzqRnz54AeL17F7XevXt3KFgsXbqU119/PfQY9Hp96N+333576Db33Xcf33//PV988QXvvvsu06dPP+zztXz5cm655ZZDXr9q1SpGjBhBWloaRqMRSZI4/fTT6dy5c+j+ZVkmJSWFyy+/nNzc3IOe57777mP27Nn1Lhs1ahSSJDF48OB654qPjyc3N5fq6urD1n4whwtPx2Pfb5/PR6tWrdi1axdWq5WYmBi6du3Ko48+SlFR0TG/v+PlYD+fcDuqFrb33nuPjz76iDfffJPXXnuNXr160alTJ1577TUGDhzInXfeyf/93/8RHx9Pamoq48aNq3eObdu2MWDAAMxmMx06dGDWrFn1rt//U42iKNx0001kZ2djsVho27Ytr7/+ekMfQn1q4Nic5zhy+TS6psi8ee7B1wi7+1cPv24PMPUSC5tui+TuPkbu+MXDd5v/Pozm1qjcN9PD6c0OHNhc7dbo95ELgw5+uSaCjbdFMv5sM7HmJj7R5ChIPicXFoxndbM36B1rD3c5Td6hgtRRXe62HdFtG7OA+u98MKjbB3rfmf4dOnSgb9++ZGRk0Lx5cwwGA0AoiEVGRpKTk8Po0aOJioo66CoBer0ek8nE119/zc6dO7niiivYsGEDAKeffjoAdvve36MpU6awaNGiA87zyy+/EBMTU++ytLQ0iouLufvuu4mOjgZg9uzZ+Hy+UH11tV500UWHbFCoOz4pKYmIiIiDHjN37lz69OmD0+lkypQpofesQYMGsWvXLkaOHElxcTGFhYV899135Ofnc+211x70XJGRkQfdFchsNrN48eLQNo87d+7kvvvuCz0vx1JUVNQxPZ/X62XIkCG8+uqr3HTTTSxYsICVK1fy0ksvUVlZyRtvvHHI29Y9/43FoX4+4XRUC+fub9SoUdTU1DBjxgwGDhzIqlWruOeee7j66qtZunQpo0aN4rfffmPIkCGoqkrXrl1JTEzktddew263c9ddd7Fq1Sq+/fZbhg8fzu7du8nOzmbVqlV069YNv9/PM888w/nnn09iYiJLlizhlltuYdKkSVxxxRVHV/zmn+Dzq4/NE/EvkJ608+0IC8PbGUKXdXrLyYiOBh47wxS67JT3nJzbWs/TZx56IVhF1Thjci03dDOwME+hxqMx48q9f7Ae/N3D4nyFhTeIAfcHoxki+C3lZm7b0QtFO6qlDU9ahwtRzR/4sUHHH+k5G7MPR/bkrPYpDbrt999/z0UXXXSMKzp5yLKMpmkHjNlOSEigsvLA/aeNRiOtW7cmNzeXjIwMtm7dislkIiYmhrKystA5AQwGAy+++CIXXXQR2dnZmEwmJEnC4wmuWKDX60lPT+eiiy4KhR2r1YrL5QqdR1VVIBgwnE4nQ4YMYenSpbhcroOOM+/UqRNOpzO0yH1tbbBHJSsrC4PBQEFBAT6fL9R6qGkaPp+PhIQEAoEAbrebAQMG8NFHH5GVlQUEuw9nzJjBlVdeySOPPMK5556LTqcLdf+qqsrLL7/Me++9R0FBASkpKeh0Os477zyMRiMff/wxHTt2ZP78+WzcuJH77ruPBQsWYLVaOfvss3nttddITEwEgl3hXbp0wWw288EHH2A0GhkzZky9BqFXX32VSZMmsXPnTuLj47ngggt46aWXiIyMDB0zefJkHn/8cSoqKhg6dCj9+/fn6aefDrXg1j2mugajunzTv39/xo8fj8/n48orr2TChAmhDzE+n49HH32UTz/9lJqaGjp16sSLL77IwIEDAcjNzeX2229n0aJF+Hw+WrRowcsvv8y55557uJdgyFG9uyiKwvTp03nmmWd49tlnycvLq/cC6dKlC0888QQ5OTlcf/319OzZM9TE+Pvvv7Np0yY++eQTunXrxoABA3juuecOe38Gg4Enn3ySXr16kZ2dzTXXXMOoUaP48ssvj+ZhBDWBFra/07+Zju+3+im0q2iaxtxdAbZWqgxtffgu5afme0myStzUw3jQ67/fEqBnmo7Lv6ol+WUH3d918v7KxvVpKJwkfy3DCl5nddYEBsTXhLucJid3xoRje75f3z+m52sMlKNoYTvYmLKTQV0o+qfM5vofauta8lRVPWjwsdvtoZa7uv/r9Xr8fj9ZWVm4XC4qKyuRZTm0KxBA165d64Wshx9+mD/++AOTyYTX6yUQCIRqDwQCdOnSJRTQINiKNWbMmHph7eKLLw61BjkcDiZNmlSv5rS0ND755BMA1q9fH+p+9vv39r7k5+dTXV3Nu+++C8Dw4cPR6XR07tw5VGtKSgpDhw7Fbrdz5ZVXHvCcTJs2jSFDhhzQMvXQQw/x4osv8vjjj7Nx40Y+++wzjEYjU6ZMQa/Xs3jxYt59912Ki4s544wz6NatGytWrODXX3+ltLT0gAaZKVOmYLVa+fPPP3nppZd46qmn6vXQybLMxIkTWb9+PVOmTGHOnDn83//9X+j6P//8kxtvvJFbb72V1atXM2jQIJ555pkDHs/+5s6dy44dO5g7dy5Tpkxh8uTJoVZpgBtuuIHFixfz+eefs3btWi6//HKGDRvGtm3BbQ9vu+02vF4vCxYsYN26dbz44ov1QuTfafDgsO3bt3PuuedSWFhI27Zt0TSNdevWYbFY2LFjBxAMbPtKS0sLfcLYtGkTzZo1IzMzM3R93759//Z+33nnHT744ANyc3Nxu934fL5jMzBQbfrjsSaeY+bmHzxkvuZEL4MswQcXmOnf7NA/5sV5AT5c5Wf1mEO3nu2sVnl7hY97+hp5uL+JZYUKd/7qwaSH67sePOSdjKLKVjBFv565OaP5z46++NWTt8v4iGz5vf73kg5Jb0Dz//N1ESVzFJpnz0SQNd/BsJuPYYHhdzSBrW4s2MkkJiYGm+3gXeJ16lqP4ODhzmazodPpUBSF1q1bs3379nrXGwwGunTpwsqVK0PnCQSCH/x/++03gFALnKqqWK1WPB4P48aN47nnniM/Px+3282oUaP4+uuvQ6EvNTWVioqKUCvbTz/9VC98ffvtt3z55ZckJycTHR3N1q1bsdvtvPzyy1xxxRVs27aNyy67jC5durB27drQY924cSNpaWlUV1djsQSXiGnevHm9x1VdXR0Kqn6/n2uvvZa+fftyww030K9fP8aOHcsZZ5zBX3/9Rbdu3Vi2bFm9vcO3bt3KwIED6z33F1xwAT/++CMmk4l3332XkSNH0qpVK9LS0oiIiOCll14KHfv444/To0ePeo03dS15W7dupU2bNsDexiCAnJwc3nzzTWbPns2QIUMA6k1Gyc7O5umnn2bs2LG89dZbALz++usMHTqUBx98EIA2bdqwZMkSfv311wNeB/uKi4vjzTffRKfT0a5dO8477zxmz57NzTffzI4dO5g2bRoFBQWkp6cDwXFwv/76K5MmTeK5554jLy+PSy+9NBSCW7Zsedj721+DA9udd95Jq1at+OOPP0JjAq666irmzJnDnXfeCRBqJqwjSVLoE8HBPrH83eK7X375JXfffTfjx4+nb9++REVF8fLLL/Pnn3829GHso+kPHp/4p48/ChS+v9JC81iZBbkKt/7sIS1KZnDLA3/UDq/Gtd+6ef8CM4kRh/40qmrQM13Hc2cFP4F2T9OxoVzl7RV+Edj2IwU8ZPl+55W2aZT6LOhlUHUqsqIHvQ5JU9GrCiogyXo0WUOVJBQ0NJ2GTpVRNQ09GpKqBpvAJQ0kHRqgqjoMEmjIoIEiy8h6GTQVVQJN0lBR0TQVnSwT/BiiBF/dkoqqAZKETPDNSpIlUGU0DdBUQELWQEZD0oGqKMhIyJoKGkiALngwmiQhawqaBJokIwGaDBoSmiahIgESGhKSpgXvV5UI/qcBwUHV1+z/JGoKmn/vB6inu1aj1nUGSBpbNm3h+f1v4qk/a7fFX69x8KHeQY/0LEcKloC65zHveVTokFC04N8iDRWdFHwsew5HQ93z10JCUiVAZs/h1P1ZC/4pk0AFTdrzeLU9x6kqEnV/66Q991rX3aEFL9lTjySBrEGa0QakHeYRHdr48eO59957G3TbpurvwhrUfw9SVTUUkPZVN/li/7AGUFtby6pVq4Bgy1pdWINgt6jP5+PUU09l+fLlaJpG9+7dmTdvHldddVW9+3r//fdp3749Ho8HWZaRJIm4uDiKi4sBiIiIoHPnzvzxxx9AcMKf2+1G0zRKSkqA4Ji9ut6ryspKOnXqxM6dO0P34fV6mTZtGomJicTFxYUaVfYdq3faaaexZMmSUEvTTz/9hM/n47333gPgiy++YMaMGaiqitFoJDY2lk2bNtULbHDg+/jYsWP58ccfufLKKw+YZbv/h4mVK1cyd+7cg7Y67dixo15g29e+jUEQbAl77rnn2LhxI3a7nUAggMfjweVyYbVa2bRpExdffHG9c/Tt2/dvA1vHjh3rjdFMS0tj3bp1APz1119omhaqsY7X6w21ON55552MHTuWmTNnMnjwYC699NIDHsvhNDiwzZ8/v15YAzCZTHTo0IH58+f/7ae6Dh06kJeXR1FRUSiNLl269LC3WbhwIaeddhq33npr6LK6F95Rk5r2KuJuv8bDs718O8LCeW2CQblLio7VJQqvLPEeNLDtqFbZXaNxwTQ3ENyCqe6DvP4pO1tuj6RVvExalESHpPqBrn2izPRNjX9m7b/JrzPyfuchmLfpaWlIxhNTidVvJaBXkRQfek1F0oNbZ0Sn+pEIBEOTJoGmoVf1aBqYJR/oNPySCbdkQtNkDLKErFNR5ACKLkBA8qFpCiZVQ6f4URUFTQMJGVmVQdODX0ZT9BiR0akaOk1GUhV0aEiyhk7TkCQl2BQrgSZLqEBA0qFJEqh6VMmIJMto6FA1CQ0ZRZbRJJmAJKNKwe+lujQnqciSioSKTlZBU5FR0SQ1ONNRVoJxRwoGTJV/0LJtrUZWVXQSSJrKB+/8r/7VVgsu194txPQ6+GP+wsOeMtmjIMmAoiJpIEvBoBR8GNqe5KUFszIgaxoa0p7jgtcha8ha8EayrO2NYJKGhLJP2A4GYCRtz2klQkMd68LgnhAeDIbynu8lVElGA2Klhu/CMmjQoAbf9mSz75iufVvg9mU0GvH7/Wiahk6nQ1VVhgwZwi+//BKarVo3gP7ZZ59lyJAhGI1G5s+fD4DH4wndDoLdaAsX7n29VldXh7pAjUYjXq+XXr16hQJbixYt2LhxIxAcz1ZbW8vgwYNZtWoVFRUVmM1mysvL6wXIyspKampqGDJkCHl5eaHZpnUtcACffvop2dnZofv2+/1ccMEFtG3blldeeYWBAwfyzjvvANCsWbPQc7SvnJwcNm/eTGpqauiyunFu+08Wqat/X6qqcsEFF/Diiy8ecGxa2t4PLIdrDMrNzeXcc89lzJgxPP3008THx7No0SJuuummUBdwQ4fuH+5+VVVFp9OxcuXKAybe1AXQ0aNHM3ToUH766SdmzpzJ888/z/jx47njjjv+0f03OLCZTCYcjgPXolIUBaPx71tdBg8eTNu2bbn++usZP348drudRx555LC3ad26NR9//DG//fYb2dnZfPLJJyxfvrze2jwNJjXtweJ+Nfgl79dIqZP2hrD9tUuUWTe2/i/Mo3O8OHwarw8zkxUTPFm/LB1bKtV6x22tVGke07Sfs2NpXWYXHo+LQq0s4ImNPXB2g8rWCejzNpPsbE1ZhgVPbSWJNj36SAm7NRKfXIHBrmByycSqBgKyDkOEQkVUAk6dHjQNs2zHLTtRVC8mp4LBCSa/HksA9JofWQVJikCnRWHAiKTpUGU9mkkFo4Jk8RPQq3j0enwGPR7ZSEDW40eHW5PwaTKS5kMneTBqAUyaD4PmR8KPf09bkl/T8KMRQEHTFAwBP/pAAH1AwegPYAgoGFQFfUDBoATQBZvckDUZCT0KBjTNgIoRFT2qpkfVdGiaAZfbW+951MvBvYi9/r1jJDtsaw7IwUCpk6koq7+0gV4yEm3VYXc5ARjaZzA/Lz78dHyvu4qUtLTgOSVQJAlVJhhAJVAkGU0GBZmABIosEdCCwUoBlD2ZTiEYchUNVIK/ayqgBiMamrYnhGl7Wu80DRkNWVKRNTUYnveEWkmruzwYEGU0JDUYIDPNDd/lICcnp8G3PdnUhTUITiqoqKg44BhFUdA0rd6kg6effppffvkFvV5PZGQkNpsNVVVDrVz7hr82bdoQFRXFypUrkWW5XqND3Zt/SkoKJSUloeC3bwtfp06dKCkpwel04vP50DSNc889lyuvvJKbbroJj8fD7bffzujRo2nXrl3odgMHDqR79+7MnTs3tFRK586dQy1EX3/9NbB3XJvJZGLTpk2hJUH8fj+tW7cGYMuWLdTU1NQ7PwR72R599NHQpAMIvv4sFgu7du362+e/R48eTJ8+nRYtWjR4Oa8VK1YQCAQYP358qKt7/3HuHTp0CAXgOvt/f6S6d++OoiiUlZWFZj4fTFZWFmPGjGHMmDE89NBDvP/++8cvsC1YsIC+ffty/vnnc8stt/Dhhx+GmkTLy8tZvXo1l1xySb0FdQ9GlmW+/fZbbrrpJk499VRatGjBxIkTGTZs2CFvM2bMGFavXs2IESOQJImrrrqKW2+9lV9++eVIH8ZBCmr8LWxOn8b2qr3BaVe1yuoShXiLRLMYmTOa67h/lheLQaJ5jMz83AAfr/Xz6tl7B9Ne/62bjCiJ5webMeslOiXXf9x1S3Xse/ndfUyc9pGL5xZ6uaKjgWWFCu/95eO988VWOR6DhTc7ncVU2wYUZw1TFnfAltkXl7OIDrU6ZiX0pXvFDyRs7oklNYnNLUFzlZBe7MXkjUeKisKV7mWLIZIIrYxaXy1J5YWkeI0ofgMWoomQUqi16NBFOgjEeamxxlCmM1GtyKgBlVjNQZTfgxcbPtWN3u8iutZNpNuD2QaSZkEvRaMoEVhUCZ0qIQc0TBgx6MzIhgj0ughUnYwqSyiSgioraLIf2ehFZ1CQDQEkgx+/XsJt0uPRGXDrZGr1emzIeFSJADoCqo6ApiOgyvgVCUnVMGoKJjUY6oxqAKPqw6AGsKhedmys/0c8oCoE9htPuqblHG66JLh8z8df3rKnA3Evm7N+91fnVgqz/pDwKYf+FL1j0ToSWilIGJDRI2t6JE0H6EDTAXrQdGiaDJKMrDcgyXqQZWRJhyTrgt9LErJOjyTJgBS8nD2hTQ7+HwlUWUOStD0tayqqpO1pfdPQUEHW0NBQJRVJUpF1CkgqkqwgyQrx/ob/ro0ePbrBtz3Z7DuQ/2BhDfZ2k+67DEnd+5bf76+3VtqYMWOAvUEMIC8vLzTBQVVVli9fXm9iSFxcXOjfiYmJVFRU8Pvve8d5fvnll/XqBLj33nvrjcOrG1+2rw4dOlBZWYnX6yUpKYny8nL8fn/oXE8//TQApaWloceSm5vLo48+CgTX43v55ZdZuXIleXl59OnT54Du0LvvvjvUetSmTRv++usv4uLiuPTSS5k2bRqZmZns2LGD8vJyiouLDxh/ftttt/H+++9z1VVXcf/995OYmMj27dv5/PPPef/99w+6ZMz+WrVqRSAQ4I033uCCCy5g8eLFoZbBOnfeeSennXYaL730EsOHD2fmzJl/2x36d9q0acM111wTaoTq3r07FRUVzJkzh86dO3Puuedy1113cc4559CmTRuqq6uZM2cO7du3/8f3ccSBbdCgQRQXFzNx4kRGjhxJ3759Q82EgUCACy+8kNdff/2gzZ/7r3Tdpk2bek3BUL+pskWLFvW+N5lMTJo0iUmTJtW7zfPP7z+ipQGaQAvbiiKFQVP2fgK8Z6YX8DKyq4HJwy18fpmFh2Z7ueYbN1VujeYxMs+eaWJMz73NuHk2FfkIH2uvDB3fjgie+6n5XrLjZCYMNXNNF8Pf3/gEtrx5T8ZF6sirCXYr3FreBcuSv9h6+W14q5ZgKRlESpfd5FX1wpE0jxa7+5BTHQMZ8axobyTCbiOl9C+MO1Jp41eQI1MgvpKK7ETWSpFEeVwYfDYkbx7plTUYymNx+xOx+n0kSBEYI+JRDTI+nQU5AvSRKrURkZSaEymWzdRqJmp9Rnw+PdF+N3F+J4mBaiQc+KjFr3NjULxEevxY3H50bglFsaBo0ShaJDotCr1qRlJBVjRUScav09BkDbNewqozYpT1GGQ9BkkGKRg4FCmAqguOr1N0GrIugGT0Iun9SHoPGL1oejdeHSy1F//t87w7+SwgGNhWxl0NvHfY41NPv4zkOVsoKDj0Ip0dTo9AiSxAlVX8koIqKQQkFb8UwE/wMq8EHkkCRUZSJeSAjKSAHAiOxZMDICsE/x/Q0Pk15ICGUZEwBjSMAQmDX8MQAJ0iIUnBcChhQL/n/xJ6NE0Pkh4JHVpdUESHqjOg6Y2osgF9u4bPyt73zV44vH1DUJ39w1GdfWdYHirc1b1/+f1+DAYDfr+fQCBQb1eBa6+9lrlz54bua191Y8zqznP22Wczc+bMA+qp+95gMKCqKtdee+0BLVR1y4LExsaGWu6Ki4t54IEHeP7550MB1O0ODi/Q6XRERkaGHqfT6eTRRx9FURTOOOMMPvroowMer9lsZvbs2Zx22mls376d/v37o6oq2dnZ9O7dm9zcXNq3b09aWtpBw1d6ejqLFy/mgQceYOjQoXi9Xpo3b86wYcP+8azfbt268eqrr/Liiy/y0EMPMWDAAJ5//nmuv/760DF9+vThgw8+4IknnmDcuHEMHjyYRx99NBRaG2rSpEk888wz3HvvvRQWFpKQkEDfvn1Dy3YoisJtt91GQUEB0dHRDBs2rN6uIn/niNdhk2WZkpKS0OrW27ZtY/PmzWiaRocOHUJNpk3OjjnwycV/f5xw0nOao3m1w+l8Xb0+1NrTPBDLKx8E8EcksiDnbmTlI/r2uJHqDt/ytnYjo3Z9xyb9Lvps6kFNrJWsmGaUZW1nZWwyEWU+4nxrSS5RkNxtkHQmrNYYvFYvuqRydkVbKNTiUB0GmtWWIFEMShVJFS6ojUXVMjH5I1BRUQxGIkwxWHR6AjoFr1FCNfnQW22oEdVUG3RUGaOoMUbjVC3Uek24PFY8Hj2xfgcZgUrSlAri/ZVoci1+oxev3kut7EP2+dB7dOg9evRuCV2tiuQ3oScGA9HIWJFUK6pqRNXJKAaJgKyiSCoBzY+iBTDo9Jh1eow6PQZJx4+LZvPC9A8O+VxHmC38+OaXnDn6AgDmfDWJMy+/4bA/n8+WvMI1/e9HO8zMytvm/46GCX9Ah6Lo8AdklICELyAH+zcVDbPiI1LzEIEXq+bBonmwql7MqhuL5sW857IIyUcEXiySB7PmRZICBGQt+LhlFUVW8UkKAVR8soYfBZ8k4dHp8MgyHknGI0l4JHBL4EXDiwYBDVmR0AVg9IAHyMnofsjHczgzZsw4YIB1U5Kenk5JSclBQxMQ2g3gjjvuYPLkyfXCUHR0NH6/H51Oh9PppGXLluzcuROz2YzH40GSJC688EKmTZtGjx492Lx5M59++ik+n48bbriBMWPG8PbbbzNnzhzOOussLBYLl19+OWeeeWZo1mFUVBRXXnklXq83FCruvfdeXn31VRYsWMDpp5/OxRdfjMfjYfbs2axatYquXbvy0UcfMXLkSPLy8lAUhezsbC688EK+++475s2bx6BBg5g6dSqjRo3i3Xff5Z577sFgMHD22Wezdu1a2rRpw3/+8x+GDh0aWqt0+PDhJCQk8OGHH4aemwcffJAXXniB6upqYmNj6d69OxdffDGPP/546HmaMWMGV1xxBW63+x+1Ygnh0aBO4n0HGubk5JwYYyTMseGuQGgCFrQ6jadMHkqr19W7fNwfmWjVq7H3HwUO8LicxLnNrM9L4bQOi5kccQFPuicwtf1SLl6Ww3bFQqYrjjOiI6nOXsUKa292G/S0CyxFZy9HKWuGvrI5zpII2pqjaWmVUWKq8MaXkWtNp0DpysqoGFq7imju306pcRdawIG1QkKpNuLTMtEpqSg6HR6DgiJLRBsyyNJZaK7T4Tfq8eg0fHo7WPOQLJUoVhsOUww1xljy9DnUqFG4vJHUeizUug34/JBmqCZNV0maqYKkqAqSpGo0fTUeQxm1Oh922U+1LKEoegy1egweGaNLw+RUia7VMCkWdMSgIxJNisDgOfz6h2OGX0t58d7xO4Ed3j1zTA8exgZ07E3HNd1CYe1gA8dPO7U751VsAp0XSe9Fkj1IOg96UwCdzociS3h1ZryyKfglGfHIJrwYcUtGaojBQwS1mPGqRgKKAVXR4Vd0qIqOQEBCUSQCgeCAN52iISsaWkBDU1TUgIasBLBqHiLqQp8WDHvRqhcLHiJlL1bZT6TkJULyEi/FHezh/iN1b95Ho65r7nDqWpCOlbqf3aG2MzKbzVgsFqqrq9E0jfHjxzN16tR6t50yZUooiMDe7r66FiadTsfkyZPZvHkzW7duRZIkbrjhBuLi4pAkKdRl9+STT5Kenk5xcTFTp05l9uzZ3H///Vx33XWsW7fugC64zz77rF6tHTp04OuvvyYlJYVrrrmGFi1a4HQ6iYqKIiMjg7y8PIDQeLI6K1asICcnJ7SWm81m44UXXmDjxo2cf/75odf2zp072bJlC2VlZfVmh8KBE/M6dOhwwC4SS5YsoU2bNiKsNXINCmyPPfbYIbfuqPPqq682qKCwsTT8D6Jw4quJiOeFdn34qXp93YTakFsqOmFduBqA8qgc9F4FjxJA0yv4nKn08HzNt5n9eXDZ1bwe+Sov9/Jy8+wyduRcgGxbQRf3GejiCgg038AiYz/chREMMc+mzDiP6J0GvJWdqHUm4yl3k2psQffIGFqavWjxK/EmV7MrogV5vlOpqI4jWy6mR9QmVH0JZebtuPwBIir0xJSCrKTh0dLxGBPwmjQ8uEFzEW20YJWbEamLRjUZ8ejBJflw6VwQUYhsqUJvqkGKVrEZ46jUx1Igx7Ca1ri8kXg8JtxuPXg0cAeID9hIUypJUSpIlqtIj6kiPqYKv86HU+fCoSuhyqCjTG9kM7nw06Gf96tiVG5888XgBFRJwlqhkRydQKn94OHhtqtuZUvl3jeog3UgPHT2DaTuTsWos2CUTeg1I7IqE5DBv6clzC8p+HQqPp2CX1bwSgF8+PDjRzK4kfQ1yHpvMPTpPMg6HwZDAIMhgE7vQzb5kGUvAUnCK5vwSCa8e2b9ejDhlSLxyJF4sOIhAicJVGCmVjPgUfUoiowS2POlSLwRmUxDN8mZPHlyaJX4hto/rAUCAaxWa719PvcdrL7v5Q1xsPC3/9IZHo+HVq1aUV1djaqq3HHHHaE6637uzZs3JzIyEo/Hg9/vR5IkkpOTcblcKIrC0KFDiY2NZc2aNaEWPJ/PFwp2Y8aMoXXr1ixYsCB0v5qmUVhYyFNPPcUNN9xw0C64+++/v95SKrfeeisTJkygbdu2ob1In3jiCe655556XX0lJSXcc889oaD43nvvhd5LZVnGaDTyxhtvMGbMGB555JHQbMqRI0fSoUMHhg8fzhNPPMEDDzzATTfdBMCcOXOAvQ0t9957L7169eLpp59mxIgRLF26lDfffDO0RpnQeDWoS7Rv376HnQkqSVLoRdJkuGvgxebhrkJohH5tewbPSzVUeQ/ceDkzEMNrH6poVdWo1mgWnvYiJkstVblvcX6//7LT6kTffBHr41oys7w/OZtWcWvkhzxniOT+H6PY3uVmfOoKcqJbYdQlsS1lA8bmeczWDcGeH8nFjt/xRu6gokamzY5IZN0p1Fit+NUiko1RxEamU2UK4Iwoxhi/A3eUji2mVuR5W1JVGUWSs5pe3o3kaNtxWOzkGb3UePREl8tklGrEumJAzsRjzcRtisQre/BjA8VGpM5ElM5KrDkRoz4Kr07DJQew69zYcSJZatCZqzFHOLBYnHiMOqp18VTq4qiQUikjiRq/FY/bgM+jw+jVkD0KSm0Ai89OmlpJ+arZfPz+obtEv/7iEq68dgaBgMp/v7kCgwc2/LydXz7564Bjr2+Xw73dT0WTIuj3xWRcyoGtPQadkamP/Igq+VE1LzqdD0n2Ikke0NyoihslUIvid2NAj0HSY5BNWIyRWExRmA2RmPUWDLIZg2ZEp+nRKTq0gIZfqgt6Cn6Dil+v4JUV/DoFL358BPBqfnyqD2Qfst6zp4XPh97gx2hUMBgVDHo/er0/VJsse+nRYwIWc1KDXr9er/eAVfyPVEZGBoWFhUd0m32XyNhfXXg41NvPvoFt/zFk+36flpaGJEn4fL5QWJMkiSFDhjBz5kwsFksoPGqaxujRo3n11VdDQ3eGDRsW2k5xwoQJPPjgg4wePRqj0ch7771HbW0tFosFi8VCYmIi27Ztw2Qycemll9bbLml/+2+rCMGlsO6//37WrFlDfHw8I0eO5JlnngmNNRs4cCAdO3ZEVVU+++wzdDod//nPf3juuedCz9e0adN4+OGHKS4upkePHjz00ENceOGF9e7n+++/59577yU/P5++ffsyYsQIxo4di9vtDr0Opk+fzuOPP862bdtIS0vjjjvuCO1XKjReRz2G7YShafBUAmhNf8cD4dgoj07lmdbdmFO98ZDHfLSkM5Hzg4tnOgddwzLtNGISHZRue5+z+tyAaohhsbaE9p2m8aj5C9I2u7kuMIsM4zxeUlSe+tZKfq+x2HVlSDVb6ZN6PjtiqqmJX4WUUcEvXIKtIILzbQtoaV7FYiM026IjuzQVW/yp2AwKirKLRH0kadGtsZugRF8JsbuIiS+mzBLNZn1n8jzNsFVbiLS56O7dSk91E1H6EgrMHjaajdS6JBJKoXWpjoQqGeR03DEtcUSk4dGpBCQnUIXircAiGYg2xhJvTSVSF4eKjEvnx6H3YdPVYledqPoaDBE1REV5iIhwodPbsOsjqNTFUSlnUCFlUKbFs+HPjSy9bewhn9+bxn/G5AeuRw0EmP/B/5FMJbu3beOy1xbh9O19E2/bJp4zL+1AWp8sylF466qvUWoPPuZp2S1XYbZ70NtrUVQTijEGJSaZQHQi/oh4/KZofHorPsmMVzXg8csoig8NHzqDD73Bi6zzIeEB3KgBN2qgFr/Phd/jQlI0jLKRCFM0EZYYIszRmI2RmHQRGHVmDJIJvWZAp+iQAzL4NBR/MNj5TRo+g4rfGAx8PlnBKwcYeN05GIwNm+RTVVUVWrizbr9JIDSOa38HW92/biHYOgaDIRSU2rZty65duw67ebcsy1x55ZWhrsK6Ddvrzls3uN3r9WKxWIiPj6e2tpbq6mratm1LREREaJHatLQ0ampq0DSNiIgItmzZEgpOl112GUajkc8++4za2lpycnLo06cPTz75JGVlZYwePZoBAwaEthPad/9rCIamlStXMnbsWOLi4njuuefYunUrXbp04eabb+b666/H7XbzwAMPEAgEmkTDxLPPPss777xDfn5+uEsRjtIRd4n+3W4ETZYkgTkG3FXhrkRoBL7tMJiXA0U4DhPWbqjqGAprAJVpPaAIdIbgG5fDU0VWdRLVerCYOnKFcREfNOvHuEW9+CFjCzdFOrj/4krGf/sG5V2uIc/Uh99yp9Cn1Xlklg1gdXU+wzN+xp5Zyw+ZV+MpHESfyhV0zpjHgg55VJfnMWC9AT3tKU1sybqaKlTfVuJ0kbRw9MRToqfWWEMbQwG9klcTEVvK7uRMNut6MdEzAm+VHmONh7aOXfRmCx2jt1OTUM3mCBPrjLvw27bRosxAmzIdSUVeNC0Rd1JbnDHNqAlEUWqrRdblA5X43WUYFIk4SxLtozKIMmRhrDHjlgI4DF7sJi8+yUXA5yBSriHJupq+sX46+bdwuOWy8/q1B7MF3G5eTLuayvmz2DZjRb2wBrBlaxVbX1jM7PcfIJUq3jhEWANYOUyjXGemHAPlihu7t5hIVyFp/gjSPRaSPSbia2ViXBqpDj9mmwd9jROtxoFijEJJSEOJScEflUjAGofPmIJfH4HXYMFr0eP1yXi84PZ5scs+9Jofvd+HrHciUQGaB00NtuQF9oQ8r9tJwOMlwhxNlDWOCEssEeZoLMZIok3RDQ5rUH8Nr7qwBhw0rMHeZSuqqvb+Ldw/jAUCgVDr2LZt20ItXvt3W0Kwi/S0006rtxZW3ar0Pp8vFBDrzjds2DB27tzJjBkzuPHGG1myZEm9FrbWrVuzdOlSEhMTcTqdoeE569atY/r06UycOBEIbnNUVFTEDTfcwKhRo9i4cSPNmzfnk08+4cUXXyQlJYWqqiqWLFlCVFRUaNxbeno6L730EpMnT0an03HffffhdruZOHEif/31F5MmTQptl/T111/z7rvvsmrVKvx+P926deO1116jR48eoXrHjRvHRx99RGlpKQkJCVx22WWhGqdOncqECRPYsmULVquVM888kwkTJhxVg8hbb71Fr169SEhIYPHixbz88svcfvvtDT6f0HgccWBr6ArBTYIlTgS2k1xhfDOebN6WpTVbDntcqhLJedPzqXsb0SSJYnskEBy4DlDjLCVbaUdKcjLVVW3oYn2dKEt/MrqnMHz5ZfyR9CxlmS3578V5TPj+c0xZA1hvupy1FQuw+CT66s+hzJ1CgWEjo9tNJS/DxIyMq1ha1JPsks3cYvqNrafZmSX/Rd+tG2m/GWyZAykxNWONoxi/azPRUgRdU05BZ+tGocWOrJbSLWYVQ1NnocSXsT21CxvlXrxbexFSjYyhxkdieRGnyVvprd9GVFQu25N1LO4byzrK0FUV0LEykrZlOpLzHGgeC+6MjrgSuuIwJVLu1yi32TEYd6MpFXicJeAJkBSbSVZMMzoZW2AORKDWaDjKfXw753AbSMFj/jdZrvfi0qlcF/86zyxeguauOeix+uhY3kgaQc3a1Rxu6Y+Wla3pJ1WSoFYS7XNg9pQi1ZZTbYmhIiqJsoQYKkxWNhmMVOgkyjQj5aqFcn8At9tGpl8h01dDmi+fZLeB+FqZ6BqVBEcAk60WfY0LqmpQPV7U+DSUxHQCMSkEohLwR8ThNyXj01nx6c14ZQOSLAW3KJMVAnoFl96PT/LjVH1Ifi9mQy3dDvssHd6+sybryLKMpmlYLJZQt2Vda1ddl+O+gS09PZ2KiorQ9QMGDGDevHlIkoTRaAyFv/3DGgSXnGjfvj0PPPAAI0aMwGazoSgKJpOJyMhIampqkCSJ7777jnPOOYfHH38cv9/PzTffzNq1azGZTLRr1y60rtjOnTs577zz+OSTT2jWrBnff/89V155ZWgdrbo1QHNzg6+tZ555hvHjx5OUlMTo0aNRVZUtW7aQkpLCwoULiYyMZNGiReh0OoYPH07btm1DtdfW1vLbb7/h9XoxGAzMnDmTZs2aYTKZgGBYHTlyZCiAjR8/nnPPPZdt27YRFRXF119/zWuvvcbnn39Ox44dKSkpYc2aNaHz+3w+nn76adq2bUtZWRl33303o0aN4ueff27Qz7qupmeeeYaqqiqaNWvGvffey0MPPdTg8wmNxxEHtkmTJh10jbUTgph4cNJSJZlpHYfwunc37r8JawDPrGyJWrF3HJW325nUOoNvVtKebYQqqwshGjIikli/vpTefYyMMC3m5cg+dE1N4D+uO5m0+f8o7TSIOy7cycSfFtHDlM+q9MsxxG3m2/WvMbjnDZxd0J3N+uZ4lPXc03ECmzJbMj3tYh4sbU9U7m7utv6OlLGFL7okIRf+zHnrTZiro6loM5QSn5X1jgLc9vVEEkGPjD5YXe0ornGSp6tAUgoYmjWPmJg8quNr2Z42iA10ZZLrbL52nI2pxodWWUVf+3ZuMO8gx7+B6qhy1jVLZcnpFtb7HcRULqFnzUZySnW0yrVBpRdP867UprXDEdkFmzGCUq8Lm8uOzrOdgK8ct60YpdbNt3O/O+zzXLN1GD7vNJRAgN3zWyDZF2H0H7zrTXHUcGb6HMb9d/xhz/lu1AVIAQlfbQCH10eFw0Ot10dbyU0HnYPWqp3m3hr6SFUkapVE+yqJ8JSic5WiqX6qrQmUR+4NdgWhYKdSoUKZX6HSo2BRTLQIKGT6a0j1eEj2FBNXKxFtV4lx+DDZPOiqHVBVg+Z2o+qNqAlpqPFpBOJSCUTG47fEoY9oeGtLdXU18+bNC30/cuRIpkyZwrx58/j444/rrWlZ14pW15p1yimnsHLlSgCKiopCvSuqqrJy5UokSeLKK6/kiy++OOB+JUmiR48eaJrGqlWrWLhwIT/99BPR0dGhfT79fj8PPfQQ2dnZXHrppaG1qrp37853333HyJEjeeqpp3j66adD65RBsFt3+vTp6HQ6LrvsMj777DOuvPJKvvsu+Fq67LLL6tXy7LPPcsYZZwDBhV2XLl0aeqxOp5Ps7OzQiv1JSUmhbZfqauzYsSOJiYm8+OKLTJ06lTfffDO0Kn5aWlq97ZXeffdd4uLimD9/Pueffz55eXmkpqYyePBgDAYDzZo1q7fY7I033hj6d8uWLZk4cSKnnnoqTqfzoPtp/hOvvfbaEa3tJTQdRxTYli5dysiRI//RsS6Xi927d9OxY8cGFRYWIrCdlHYmt2ZcejNW2Tb9o+OvrelA9Oz6g95rcgZAaO/hYGCrqiqEWIkUTzQrPBoGfS8621+nmbkfNW2j2DkvgUlZ93D/qmcp6z6Usefv5K1fZXqte521Pe8iPjuRuRs+o3lyR7qWnUFzKZY/16djjc7l0WYPsyZjEF8mD+XJ8tEoO4r5r7qQjtpcvh3cgvm1uxm+8xu6r6uiNqM3xennUOUKsNGRh7PyVyKw0KFZf2IDp1O5w01+RDW7nQUkJVZydcZ0jIYtFMclsC1tCOvUdnzpPJ15tf0x1/ixlTro6tnFkMhdjFY3EenawpZEN2tbJ/HdGWY21jrItq2jV00hOSUSzXNrkAvK8bToijurM87orthjBlCheql2TT7sc93aYSUrNpVKRzVXOwfxi/8XahQXcOAEkKioSFJ311CVe+gFcwFat8ijUp9CsWKlxm+l0qcSoUKNKrHBD7v8eydHuJw+qh1eKhxeNDRaWTx0kB3k7Al1zX3VnKJVEusvw+Itw+AqQfLXoiFRFZlIeaSB8igD5Yky5QaJ3bJEGQoVqocyv51KTw0BLUCsGkmLQCyZPjOpXg9J7kLiaouIcipYvc2BC//Ra3N/N954Y73Wmm+++YaEhATee+89vvzyy1D3J+wdu1Y3tq1upuS+rFYrLpcr1H1osVgO6A5NT0/H7XazatUqBg8eTIsWLdi2bRspKSn1lujQ6/WMGzeO/v37Ex8fj8PhwO/3Yzabufrqq4HgZIebb76ZsWPHcuGFwedgy5YtvPDCCzzyyCNcc801nH322WzYsCEUoiyW4K4QzZsHJ5G1atUqdJ91m6XX7SbQsWNHVq9ezeDBgxk8eHBo+Y86ERER9O/fP7RdUteuXamqqgpNWigrK+Pee+9lzpw5lJaWoigKtbW1oWU6Lr/8ciZMmEDLli0ZNmwY5557LhdccEFoosGqVasYN24cq1evpqqqKvRc5uXl0aFDh3/6YxZOEkcU2K6//npatGjBzTffzLnnnnvQTwAbN25k6tSpTJo0iZdeekkENqHRCsh6Jnc+m7edW/HZtv/9DYBkJZKLphcdsApYiZoKBFvYNDX4R1/TVCSrjoSyYPdJYWEWiUl+RpgW85K3L6d3TeGplSqn5VzO82tmcEvn/ow5J5+3Zzaj2+8Ps+Xcp6m1Xk2lfw4ztkxkaI/RnLmrNYUt0ln8RxRt21UyLmosf2VcyxcJ/ZhYfQWuLWdyU/kK3vd9x8LWRl7opCez6C+Gb9hMyy1V1PS8jALr5Xj8Dja7dmMr+QGLFEHH7DPorvXGUeSlwGNnu7cDtf5SOrfeyumxc/BLmyiKP5UtqYNYk5PNTOcpbHKfgqXGT6XLRVpFEecHcrlNt5Vmzh1UaqWsy9KxvF00azU9250a3Z0F9KqppVXxn2TurqJwc/31oWQp2E1Xt8aahMQ6+wZcfjveQC3j5v8f6ws34PIcfMkIo2Zk6+97Nljfx/5rsQ2rnYvRVIOmleL3F+NHwm7uSI2xLVVyc8qlNEq1WIoCERT6LFQHVPSaRrImgx/y/BrFXhXNreB2+bA7fFTYvbj9wfCTYfbQKdJFG4udFroaMnzVdPNWEhsox+otw1hbjOQN7sOsIVFlTaA8KpJyq47yGJlyA+yUA5RLCuWKh67JBjr/o1fngb799luGDBkS2u3A5/Nx1llnMXfu3APGpe0/lqxun8w6Z511Fhs3bsTlcoVWxd93tXuLxYLD4eCMM85g2rRpAMycOTN0vaqqpKamhmab1u1HPXPmTHQ6XWhWqMfjwWw2k5ycjNfrZdy4caENySG4GO6jjz7K888/z3//+9/Q2maZmZnk5uby6aef0q1bNwYPHsz48eM55ZRTcDgcpKWlhbp/V65cySmnnEJqaipr1qzhzDPPZM6cOSxfvhyTyYQkSbz88ssYDAZuu+023nrrLdLS0kJrvg0fPpzo6GjKy8upqKhgwoQJNG/eHJPJRN++fUPPbVZWFlu2bGHWrFn8/vvv3Hrrrbz88svMnz8fn8/H2Wefzdlnn83UqVNJSkoiLy+PoUOHHnYCh3DyOqLAtnHjRt59910ef/xxrrnmGtq0aUN6ejpms5nq6mo2b96My+XikksuYdasWXTq1Ol41X18RMSHuwLhX7I5rQOPJyWwyb7+iG73zKpWaGUr613mb9aWqoq9Y3fUwN6lDDQLGB0SyemJbN5cwaD0JDrbJ9Lc1I8/E6B5QgSX7ryAZelbmLhlBSNbd+KWs3fzzpyWtP3qv+Rf8Tw7ioaS3Hoj3y15jW4dhtCuohcX+3uxvqSMZRss9Oq1hS7SByxP/y/TYrsxreYc3tncm4uq1/Om9CMFRhefDWvGqlNdjMpfQLclX+K1ZFDe5UIcps5o5hq2OnfwR+F3mOUIOsuDaCd3xudqT3Ghi7zCcnIr25KZ6Wdg5iKGmibhpIiCxPPYnHoa1a3SWemKpcbbgW9qBlPlcKE5KrnYVMCZ7u3c4i3BXFPAtkQda1tH8EsHA2t9Af761AZb9z6PmqbWC8Lx1misWheQokFSWF6gojdYkX0HX2xX1QIU5NYPgQdbOHfXxm7YvU5sDjuaphIfL5OYqJEW66VVxFoMhvlAGYFAMYrixCcnYrd0pEqfQ6XcjHKSKVVjKAqYKPAaqd2zSG+cBkkBiegAVHpV/vAoLKwN4HT6qLJ7qXLtfRNONvnpaHXQNsJBttFGpq6aVF8l7WvLifQWYawtQfbsaUU8rcvfvSwPaf9JYl6v94AtAuvUhYS6ZTD2b21yOByhsVt16vakrLseCIU1qN+tCnDJJZeEtkjKyspi48aNaJp2wJprLVu2ZMuWLVx77bVERkbyww8/hFqtHA4Hbdq0Yfv27bzyyisMHDiQmTNncuedd4bGkgGhpacURUGW5dBYuYO59dZbefjhh0lOTj5g4dnKykp8Ph9ZWVm4XC7cbje//vorrVq1Ijc3l7fffjvUnZufn3/AmnUWi4ULL7yQCy+8kNtuu4127dqxbt06NE2joqKCF154gaysLCC4UK4gHMoRBTaDwcDtt9/O7bffzl9//cXChQvZvXs3brebrl27cvfddzNo0CDi45to8IlOD3cFwnHm05l4p/NgJtk3EXAcfsD7/q60tSN21soDLnd0Pxf22X884N8b2PwGPwYk0q3JlFVVoKq9kLWfucK0hJe9fTB1iad2Xi3X2cfytfQgb+fnck1aMqPP3M57unY0/+xeIi55iHWFHcnokMKm3d+wQ/6LIV1upPu2FFomJbB441Z8Wjynd59Lj8BElqQ/yOfRbZjjHMAPW7rQjZ3cx68Y7aV83SmD29p46VNRw4Xrv6LPn1txnXoBJemnoem7YUyoZrtrO3/kfotJF0EX85n017eivzubMruH/J1V7KzOQpKd5OT4aBv/Fecr63DqItiddAEbU04hr3kiVZ4YfvG2YoGtH9VOF+UeG+e5Sxhi28lZymYSqreSMTvYPaXTSSiKBgYJ/HvD1YAWSbT841Us9kLcikIng4e4jn1o2+50/vv+3kVJ66hAfGJwNqVOllBVjUiTCcc+syElJAaXtEP2g6LXcMWqOAw+7G4PtloXRV47Vc4a3O6WAERHSyQlacTG+km0lmIybkWSKwgEigkEgoHKrW+GzdSRKl0rKuRMykikRImmyG+kyGfArwXXvjJrkKxKxAXA6tNwelSWuwPMd/mwVfsot3vw77NhfYwhQKdIJzfFduTMI3ql7rVp0ybOOOOM0KzMI5GWlobT6QwFsXXr1oVaqCwWC263u1442XdttbPPPpvc3Nx6Ex40TcPlcoUmNdx8883cfffdREZG4vV68fl8TJgwgbvuuotdu3YxYMAAli5dSmVlJbfeeitPP/00MTEx9O/fH71ez+jRo3nggQdYv349mqaxe/fueoGtLiguXrw41NPzv//9LzRj0u12h7pP8/Ly2LBhA9HR0Zx++umhZT8AXn75Za699lrefffd0DZfv//+O2eccQadO3fmk08+oWfPntjtdu6///7QOSG4aLGiKPTu3ZuIiAg++eQTLBYLzZs3R1XVegvhrl+//qj3shRObA3a6QCgR48e9aYunxDiW/39MUKTtTqrG0/ERrDTtu7vD95PghrBpd+UHXRDpPKIHLDtvcbv2dt949FqMWAlJRCcqLN9WxLZLaGL/XWamU5jPSr92yexYiO83uxe7ip7jLdNkYyKMXPzGVt4R9+NpG+ep9dZ17OqvC8RCdcja7/xzeKX6N1tONnODpxT0Z5dLbNYtNBERkYLzm71Mb21SuanPsTXkc2wOHtw/bZWJPgLGVc1jxvLFjG7RQxvnO2irJeBmwu203nJIrIdAWr6X02BsQ+SqQeRqVXsdG7lj13fYtZb6Rx5Jj0Crehly6Qm3kdBmY11u4soq2pOdrZE+8wiupkXcIlnM3ZTB3bGnMu65E5syozF7YtmlbcZ22w9qClzsau6ihJHcH/Lum2k5IDGvqsgem/P4uqIUgrXSmDXkdYjjoWL/mDKkh8O+jOS0FNUHvzQpew5p2O/pSs6ZiTz1dYXiY/PJCOlDYlyJvGBBNI9iciORLTaYAU+i4ozVsFu8WL3eagpcZBXa6fKXo2iBMdGRURIJCdDbKyflMhampk3IMsLUJRi/P4KQEOT9DgNbakxtqdK14IKKZ1SLZ4SJZJCv55Sn4xGsCVI1jQSNZkEBaL8YPKqeN0B1PiMf/AKPbiHHnrogK5Ng8GAoigH7M1Zt+9mXctaXFxcaIIABLsq67pNhw4dyowZM+q1Xu7777qu0H1btAoKCpg+fTo5OTls2bKFxx57DAi2mLVt25YtW7Zw//33A8ENynNzcyktLaVLly6hIJOZmcnmzZvxeDysWLECWZYpKipi7NixvPPOO/UeT90s0YyMvc9fly57Wyt1Ol2oa7dXr14kJiZyySWXcO2119YLbCtXrmT79u18+umnoVmwQ4cORVVVHnvsMV544QW6d+9Os2bNeO655+otQBsbG8sLL7zAPffcg6IodO7cmR9++CG0Lt7kyZN5+OGHmThxIj169OCVV14JjdUThP0d8cK5J7SyTfBWn3BXIRxjtUYrEzsOZJptA6p26PW5Duftv7qR8NuB3RVqZCwL+zyHEtj7a6SXP8FZGewmGnjq9aSUp+GJVJkaCM50GzLkDzzebayO+T9etvcmRpOwLi6jyuXj6za/0zPvI5a16MUYXRWaovDunx2JmrsKT/ezWJVxBR63j8SUVeRvmE98fAZntbseuVjFG6HxV3ohGwu30L2Hn7jYedRg4XfrA8ywJ9PBA+p2O97KMp7L/IM+Fd+wKT6Nz1Ka8attC8Nszblog5noxRvwtupBeZcLyXMl4PN4iU8tJ+DdTNmudRj0Frq2PZNMa1sM5TK1Fj9FybXsVkrJKyvAYlHJaeMnIb4YVVuHz19FpeV0tpkGs0Ztw1+1RnwFhRRcc17oOZNMFiQlgBrYs7o9EHgygf+b7WHaJgXNbMThDuCsdqMpB/+Tla430M1i5uc9LUL7i7UmMu66d0hO0dAbalADFXgcJdjKC/DvCXYx0cmkp7YlKSaLGFMSZiUCnVNG2zMDWJM0aqNVnNEB7CYPNqmWGr+DKpcNu8Meui+jEZKSJeLjA0RFeTCb7eh0lahqGX5fCXXRVJEisJs6UmNoS6WuORWkUqrFURSwUOCTqQmozOzZhi5Rh98K8FAuuOACZs+ejdfrDQWqiIiIemPCIBheOnbsyNq1aw95rgsvvJABAwZw3333ERcXR3V1NRaLhcsuu4xPPvkEWZaRZfmgS3sAJCQk4Ha7CQQC+Hw++vXrx+LFi4G9ExY6duzIhg0bMBqNWK1Wqqv3Ti6RJIm4uDj8fj/NmjVj0qRJ3H///cyfPz90jNVq5ZlnnuGuu+7i+eef5/nnn8disWCz2WjdujWPP/44I0aM4OOPP+bnn3/m999/p6Kigvbt2/PYY49x1VVXsXz5ck499VR69+5Nz549mTZtGrW1tXTu3PmAPUKbNWt22F1/BOFYanALW2lpKffddx+zZ8+mrKzsgHEi+84+ajLisgEJDrGxtND0LM0+lScjNAprjrxVrc5l9rYkzDywKxTA1fuCemENwOvaGxgcnkpSSMPslIlLiaXaVoPL1QWdfhtd7BNoZvqCPK9Ku+7JVC0q4KrtZ7EiayOn7v6DZ9sN5AF1F7f0Wc/bulOI/X02vSoLWdfrbsqLTiGrczol277lqyXPc3qvq8mwN6fv9kxy0pNZtHMj611D6N3HznD7PQw0tOSXqHv5yRRNR28Mz+xModDZn6fi1zJux3TuUZx81crEQ0lFGHpFMrpApdOSt0grKKO23yWUqP0oqErDmtif2KRidts3smzt9xh0Jjq3P5Nm7g60rmyLX21FaaKHvLJKlmyKptadSYsWMllZNjK1rzjNs5GAZOD9RXF8vc9zpmkKWmCfcUzWOHr4P6Ro2634vTVc0TmBbGMV7/zhZnfNgT+HmD4xxHZO4pcPd6CTQdkvl8vA66cNolVUJQ4pE5s3mZrq1gT8KrJFIyHVi9nqQKerwuYtozh/AfbyYtQ9f8ciImLISGtHcmwLYs1JJAaiSLVHotn9oKUBoBg0nLEKDqsfu8FNjeaiosjONkcNHq8VCB6n00FSkkRCgkpUtIcknYM0tqL5FuLzFaFpe58Hr5xIG/Pvh319Hs5NN93Ejz/+iCzLmEwmfD4fiYmJeDye0CQAu92Oy+Vi/fr19cb8vfLKKzz99NOhVraePXtyzjnncN9994Vapi655JLQhuv7hrW6bj+Xy0VJSQl+vx+/34/H4wkFnLp11SDYCpabmxta2Nfn89G7d292795NUlISf/0VnJVts9m4+uqrsdvtzJ8/n7/++ovmzZvTsmVL5s6dG9q8XFVVPv74YxwOB++99x6nnnoqGzduZPXq1aHzn3LKKVx++eVceumlDB8+nOuuu46WLVvWC61TpkwhKyuLmJgYJk2aFJodKgjh0ODANmrUKPLy8njsscdC+7k1eQYzRGeAvSDclQhHyWGO4ZUO/fmmeh0cfDvDfyRGNTPi28pDLhhdmdId9llFQtKpodYagGpHCRCcfJMRlUK1rYYNG6x07apD1nxcYfqDV7yn8qdVo2eLONbvrubyipv5xbqLczbPo6zLMF5xbOQ/Pdfwlr4nCb+uoGvNw2w972mKCtKITR+F3/UjC5d/Rmpqa85oPoLEIrhQ15UtLWv4Y+k6IiMvp8cpuYyw3cgQc2++j76d302RdGgdzfs7k7inrBv3N9vOtUXfcVPlen7P6cennW082byE4Y4cLli/hZyvv6FlZDw1p19NgbcttuosotPPJCY+n9zq9axc+xM6nZFO7QbSItCZzLLm9PFkUJUaIF+pZuO6QiprorFau5OTE+Cv396s9zzKAT/7ZqyIswaT2K8FO6dY8Ghuvo+7mpqVP+KxHbwFqJ+ix5ersivSgNt+4Ay7hGgr2akKCcs+Jb4kOJ5L0+nx53TH3bw7LktzbGoy1bY0PK7gwqmmOJWoWDcmiw2JShzuUop2zsZVvXfcltEYQUZ6O1LiWhBnSSFSiibWZkGzRYC6dyyv16riiAngMAe377IpTkoKbWzebENRLEAy0BZJgoQEicRElZgYL1GRfsyGqIM+5n8iKip4W1VVQ4vb1nUVQrCbs+7yui5Sq9VKdHQ0HTt2JCkpCZvNhsFgYPPmzaH9KlVV5bzzzsNoNNKyZUt27NhBIBAIBT63201hYSHNmjWjuroav98fCnl19+f3+zn77LOZOXNmaJ03gyE4BtFisbBw4UK6du3K+PHjGTRoEK1bt2bbtm1MnTqVqKgofv7559B2VvvOPAX4/fff2bx5MwaDgWuuuSa0Ftr69cFJRgkJCdx00034/X6ysrLYvn07/fr148UXX2Tjxr27m7Ru3ZopU6bQp08f3njjDW6++WasViubNm1i1qxZoQkUgvBvaHCXaFRUFAsXLgz9Ap8wplwAuxaEuwrhKMzJOZ1n9U7KPJV/f/Df+N+a7iT9vPyg12myjj/OeQu3a28XkNnqo6ZgbxiJiUlhWPwoAHa3dPF7UXCtqCFnb8LjWYEqGXnY9AX5XpUMRaJ2fjFuv8LI9ELGVT+IpCm82P18ptYEg8ob67qT8uNyVL2RgiueZXtRBDqDQmz8HxRu/hNJkjmzzygSK5IhoFEbo7AsIZftRbto0UIip80qPJ51lEYMYbruJhY7DbTzy0Tnuli7o4rr0gu5w/wrSUVz2JjRKdRdmuwzM7qgFR2XFKPlFuBr35uKrheS50yk1hnAGuPBGp2LvWwtNSX5yLKO9m1Op1ViNyJsVjRnAFecQmGCk23ufMbceSsQ3BFO0/b+v84TPzxOcfqZfHz5aLzVVVg690DdvAFPWfFBfxbnndoKzVXFzxsOXJ+tTuJ5iaRenkozJZb+zjQ6lVvIKPAQsaMIrWxvCAukt8Kb0wtnUg4OYzI1tUbstkCo4d1oDmCNdmIw2UK7OdjLC/DW7u1m1OmMZKS1ISWhJfHWNKxSDEavAc2mwD4tsqqs4Y5RcUT6sZu82CQX1T4H1c4aHC4n6enp3HLLLYd8TH/H5/ORlJSE3W6nU6dObN68mbFjxzJ37lzWr18f2qBdr9czaNAg5syZg6IoB2wxZTQaee211/joo4/qzfrcX+/evVm9ejU+nw9N0w7Y5P3qq6/mu+++w+VyodfrUVUVVVVDQa158+Zs3749NKkhNjYWs9kcWj8NIDs7m127diFJErIsk5GRgSzLoda4hx9+GJ/Px3PPPcc777zD+PHjWb16NZqmMXLkSD766COmT5/Opk2b+OKLL9i9ezdOpxNN00hMTOTtt9/m8ssvp3fv3nTu3Jn333+f5cuX88gjj7B06VI0TaNVq1aMGDGChx9+uME/G0E4Ug0ObB06dODTTz+le/fux7qm8PrhLlg56W8PExqfKmsiz7ftxa/VG47J+S5y5nDNm5s5YGGvPTw9hrAkeni9y6LiXZTveLfeZSNyHoRAsLvsc888ALr3CBAZGVz+YFXMg7xi7wVA/yqNFcuDTXaTchYxKP8tNCTu7zGM3/Y8rlc39iDzu2B3UsXFD7CuphmaBslZuync9AOK30+zzE70TRsOFcHutaLmHhbVrsPusNO1q0Ji0nx8vkIKIi/hC67mL5dETkAmIa+WNdsrOSOumscS5tCy6EeqLNF81aoXX/mKKfNUcrE9hwvWm4lcsh5N1XD1v5TSjH4UlOlRAhpR8S4s1l1UF67GUVkGkkTbVn3JSelJpDOK4sISer11Sej5adeuHTt27Agt7WCx6Pntt1N56+2NzJ/nJC4ljrPuG8tv321g61fTD/qziO4yGOe2Zahu+0GvB7jznFTOHNmXdRYzawN2tjkLCWjBUNIyEEd/Rxody82kF7gxby9Eq9y7NZManYC3XW9q09rjtGZQ47dSU63U6w63RHmJiHSg01ej+MqptRdjLy9C2WfJCkmSSUtpTUpSKxIi04nSxWH0mZBsKtp++6MGjBq6nvFkXdjw5ZHqNjN3Op383//9H//73/+IjY0NtUi1atWKgoICvF4vlZWVpKSkhNZiS09Pp7y8HL/fT1RUFMXFxQwbNoxFixaFzv3TTz/RvHlzKioqkCSJnj17UlRUFDq/Xq/n+eef59tvv2XJkiWMGDEitDOC0WjE7/eHFuAdOnQo69evZ/v27aFtsiRJCrWsjRkzJjSx4MILL+Tyyy/nvvvuw+Fw4PV6URSFvn37cscdd/Cf//yHuLg4cnNzKSws5J577uH777/H7/ejKAoXX3wxCxYsYMKECXTu3Bmr1cpdd92FXq+vtxF8t27dmDBhQoOff0E4lhoc2GbOnMn48eN59913adGixTEuK4yWvAEzHw13FcIR+rHdIF7SKqj22f7+4H8gSjXx0WcxaPmHXjW/eMTTbCqtv4RNXEo1xZvrB/4ruz+KVhN80/4i4U8cLidGI5zW71sUxYkimXnENI18b3CB1pw1dnaVOpEkjWXZH5JUNAefzsR/OvdnhW0bAC9t7UGL6cHQ5jjzWlbp+xHwqcQkOnBVzcBZWY5OZ2RI75uIKY0GNRgA1jcv56/CDciySu/eTgzGWSiKk+1Ro5imXMhmt0bLgERKgYc1WytoY63lmfQl9Cj7BsXnCnaXmiXW2HeQGYjh5vxWdFhSiJZXiBKfQk3/qyk0t6OiLBiEYpNtGAw7qcxbRa29BoDI+NaMeef10POjk2SQJBR1z8KzGRmMHj2a999/m9paJ88+14u3/vcnGzd6DpqdTWcOI+mR5ykYcgqoKnvHoe4dj9o8PYkl4waRUrMKnSu4gr/bGMHG1HasjU1mnV5ijbuUMs/elrY2/gT62VPpUGEiLd+FaXshWnVN6HrVaMLf+hQ8zbvgjGmOjViqbRJe997xu5KkYY11Y7HakaRK/O4ynNVFwSC774ORJJISmpOekkNCZAZRhnjMfguR3dOIHdTikK/BvzNw4EDKysooLS2lbdu2bNiwAZfLFRpjvG9LWt0M0Lpuzb59+1JVVcWWLVswGo0MHDiQyspK1qxZg8lkwuPxcPPNNx8wO3Pf4TGaptGjRw/y8vKora3FaDRSU1NDREQE1113HT///DP5+fmYzWZiYmIoLS3FYDCENpd///33GT9+fKh7c9/12upCXd3/61x//fXk5+czb948unbtyrp160KtcZGRkVRVVWEymbjqqqtCW3PV7Xfavn17EdiERqvBgS0uLo7a2loCgQARERGhJu06+24c3KRs/hk+vyrcVQj/UElsBs9kd2J+zT/bVuqfmriuO6k/HrwrtM6qS9+lurL+jLjEjFIK1n9a77Ir+jyMVBp8g1zUKpfNhcFdFc4aXIDPF5w5um8rW1u/TP7cfFQNMs1e5kU/gd6eh90Sw8jWndjuzAfg2R09yPkyGNo83QaxOutKah0BjOYAEdb5lGwPbjKd06o3p8QMQasOvtnZEwMsidhGQVkRMTEyPXsW4vfPRUVlY/RtfOY/i90eleaKRGahlzVbKojT+3i62V8Mtk1H7yhgQ0bnUHepT/VxqaMt5681YF26Afx+fO16UdF1OHm1idQ6AiBpxKdUI0vb+OLHz/l2xVqMOh0ZCYmU2ey4vG50kg5FUxh95lVcfvUInnjvBYpLixk6dCg2WwUrVixlx44Du0RPO68TfR97ivF9gq12clwCqtMRXO/Lu2f2Z9chxA77LwCnxtq5KD6PU3XbaOZci7F6K9KeYFcSk866lNastUaxVnOzyVmAW9k7JrGDL4l+9hTalxtJyXdi3FaAZq/fqudv1g5Pq1OoTWyN3ZBEtcuA01b/daIzKETGujCZbWhqBV5XKY6KAtyO+ue64J6HaNO73wGP+Z9KTU2ltLSUhIQE7HY7mqYRFRWFLMsHLPdhMplCm5z7/X4yMzOx2Ww4HA6aNWtGQUEBMTExVFdXI0kSycnJ6PX6UGva/pKSkoiNjSUvLw+v14terw91jdYtZjt06FB++eUXdDodVquVjIwMNm3a+7scExPDueeey7Rp00hMTKSiooLTTz+dTZs2YbfbkSSJ9PR0qqqqsNlsxMXFkZiYyPDhw3n55ZeJjo7GbDbz2WefMXnyZL755htqa2uRZZmEhARmzJhBXFwcr776Kl9++SWDBg0SgU1otBoc2KZMmXLY6//pnqONTtlmeKt3uKsQ/oaGxNcdB/OqvwCn3/X3NzgC5zlbM/J/W/e01hxcoHkHFmTfdsDlyVl55K39ut5lF/e/D2NhcPba9tZ25hUEg2CbNpCS+gkAimTmYdM0CrzB+zy9OMDytcGWoOEpZbzmfABJ8VISm8G16SmUuoMtQU/k9qDjZ8HQFshqy/re91BVEUBDIyVrG/nrf0ZTVYzGCIaeejMRRWbQgstT7G7pYknVWtxuN5lZEu3br8PjWYUqGVkdfQ+feXpT7AuOrcsu9rFmczmypvBI881c7vsWS+UGKiOT6nWXNlNiGZ3XkvaLC9Dyi9B0elz9LqE0s3+oy/Thjy/D7t471mxQu1asySuiutaNBix9eDqZShIvzH+XtRVbqdac7C7Jw1VbW2/yR1JSFB98OBBJ2sLPP1Xwzjv1PyTq4+JQ/AE0p4PEiZPp2LY7SU4FT7mbXUUOnN5giMo0e7k0qZAB5h3keNcTVbUOKRAMaQFZz9aUNqxLyGStUc9aXxW5ruLQ9lkAXb0p9HUk07ZMT0qeE8P2fDSHs14tSlwy3ja9cae3x25Jw+aLoKZaQd1viRKT1Y81yoHeUI0aqGDILaOIT0s7+IvwH0hNTQ0FM0mS0Ov1xMTEcPrpp/PVV18RERER6k588803sVqt3HnnnTgcDsxmM7/++isDBw6kVatWeDweZs2axZo1a7j22mtRFIXo6GiuvvrqUCtbdHQ0b7zxBt999x0//vgjPp+PyMhILr74YqZOnYosy6Snp1NcXFxvGyyAiy++mN27d7NmzRpGjhzJpEmTSElJCe1p2rlzZ9atC872joyM5JVXXuGBBx4IrRvn8/l44oknePLJJ7n//vv58ssvsVgsbN68ud5zUrcfapcuXdi5cycRERHccsst5OXlYbPZRGATGi2xDtv+Al54Lh3Ug68lJIRffkILxmW1Zplt698ffIQiNSOTpsWj5R5+pnDl8PtYU5N9wOXJWVvJW/tjvcvOOW0s0cXRQLB160tn3bpRGmcNno3PF2w1+iv2IcbbegJg1SDhjwrK7MFtgl5vtZKLCscDsC2lLSNjdDj8wVDwcH53un26AjQNNSqebec/Q2Hxnu2SUqqxFX0b6o7s1H4gnQz90BzB17fPorIqs5h1+cE3tU6dNVJTF+L15qJIESyLeZBptZ2p9KukKhKtS32s3VSBL6Dyn8w8/qP/kfiSRfhlA7+36cenpmB3qaTBpY62nLdub6ubEp/Cl/EtefqnYDeUJEkkx2RQWrP3udZJ8OLl5zF3ezFrcguJs8RyS48RFNvKeG5+/a63Ot26dWHr1i3U1tbfY1SvB0UJ9jzeuGIhy93RlPmDgViHRquATLJDxVfpYVehHYcn+JxYdSoXJJcyJHI3nZSNJFWvRnbvbY2yWWJZl9aOtVHxrJUDrKstxO7bu5SLpEEPXxp9bIn8P3vnHR5F2fXhe7an956QkEIIJZAAoffeEQWRooCg2GgqdkRBRXwBC3ZfRERREEGlSq/SE0oaIb33nmy2zffHkg1rGiC+li/3deWCfeaZ2Wdm25lTfic4V4ZLWhmy6+mIVeblyqJCRU3bblT7hFJp04pS0Y7iUtCojd5YqVzCI+/1RyK58wr82n6ctWHQ2nDnyJEj2bNnDwMGDODIkSMArFq1iu+++46rV6+i0WiwtbXl4sWLDB48mLZt23L9+nUSExMpLi5mwIABXL58GS8vLzIyMvDz8yMlJQUfHx9KSkp44YUXWLVqFSUlJTg5OVFZWYlUKqWyspKgoCASEhLM1qlSqUz5Zb9ff3h4OAcPHsRgMDB48GAiIyMpKChgxYoVvP766wQFBXHt2jU0Gg0eHh5otVq++OIL7rvvPlNIeNy4caxbtw69Xm+SCHFxccHOzu6Or20LLfyv+UMGm16vZ8eOHcTGxiIIAu3atWPcuHEmLZx/LJ/0hZzGBSRb+GswCBK+7jicD6sSzcJUd5O1MeF4/XS22XmxD3xEdnb9j46L9yXSrxw0G+vXbSoeBcZegaIg8q3db1SrjV6Bfv2LEUWjgacXVLyg2EzmjeTzrtUCV4/VGTPHA7/FJ8M495xfNx6VFqE1GMOcz2Z1ptvGCyCKiFIZGZPfJCHbCjBWrsplB8hPMRpllpZ2DA+biyKr7nNa6KHlpBBDXlEBUilEdK9GpdqPTleKRuLMCdvn2VIRQLnegKtBIDhXy5XYfNRaA6NcCnjebj8+WXsQDLp64VKT1+1EBvecOElcTZ1hJZXI0Bt0KGUW1OiqcbJzYM2js/hgyxaKKqsY2SGYfTFJJOfno2/A42mpssDKxtrUz/L3SCSgVMIvO42tpoosenNNOZQrhjZcqLKg/IZgm0QUCdBLcavQoy1Qk5xVRll13U1bf8diRjuk0U2Ix6viMoqSun6TIgIpLv5ccfbjskrFZb15QQOAFIFuak8iSp0JypXgklqKNDENsdr8fSwKAjq/9qj9u0BQByIWjmnwvG6FlJQUAgICkEgkADg7O5OTk0ObNm1ISUlBo9Ewfvx4du7ciV6vR6UyttCyt7cnLy8Pa2trfH19KSsrw9/fnwsXLlBWVoaNjQ2VlZUYDAaTB+zs2bNERESY2k4plUqGDx/Orl278PHxISUlpd76lEolffv25cCBA/Tp08dUzADg6OhoSqupNTKnTp1q6lNaK6JbWFjI008/zdSpU+nSpQtt2rQhKCiInTt3smTJEj766CNTf+u+ffuybNkyU7ssPz8/Fi5cyMKFC+/4GrfQwv+SOzbYrl+/zqhRo8jMzCQ4OBhRFLl27Ro+Pj7s2rWLgIB/cJunnYvh/H//6lW0cBPX3YJ51d2Dy2VJzU++Q4ZX+fPwukSjW6YJDDaOHItYUS+cBeDkfprM2FNmY53bDyO4qq6a+oh/EtezkgHw8JAQGFSXXnDB/gXW3PCyAXRPrObSdeMPl5NCyymnN1AWGz2Le4MHsESTbArPLcjtRO+vokzrL7xnCZdLfI257YKIi9dV0q8eMCW7dwkdTZC+M2KV0bAwSEQSAko5nXMZrVaLtbVAt4hc9PqDiKIOtcybQ9bPs63cE7VBxEkUaJenIzomnyqNns62FSx3P0aHnB0Imop64VJRayB6rlHjykYiocJgoLuVFWcrq1AolKg1avq0G8eUvgvYHfkJFZp0Brb35XpiPCVVavZciSfA1ZWE3FzkEhn9/LsRm5uIv6MPF7NjqNaqEQQBGxsbSktLTaGviIi2vL1qEDJZHDU1KXWvo6Agx3IY8fL+ROn8uFwlRXPj2giiiL9OgkeVAV1hDSmZZZRU1SW8B1hWc69LBr0V1wlQX8Wq8CqCoW67Wm5BtEcIV+zduCwTuVSdZ1bQACATJXRXexJR4kRgroBTSonRiLuRQG8/aRIey1+v/wa8Rby9vevll/Xo0YOnnnqKBx98EJVKRd++fdm/fz96vR5LS0ukUilt27bl0qVLBAUFER0dzQ8//MD06dNN+mlt2rRh5cqV3H///fWattcWLixcuJBt27aRnp5uCrsqFAqqq6t59913+fLLL0lNTaW0tNRUmFBaWkpiYiJgbP4eGhrKvn37TN6+NWvWMG/ePGpqapg+fTqbN29Gr9fz5ZdfsnXrVvbu3YvBYCAgIIB9+/YREBDA8ePHGTFihKk4oX379sydO5erV6+ybds2nnnmmRaDrYV/DHdssI0aNQpRFPnmm29Mzd4LCwuZPn06EomEXbt23dWF/k+J2gw75v3Vq2gB0ErkfBE6jM/L40zepD8DS4OcDVtdICmt2bnlQ2ZyTtetwW32zofISYgyG/P1CaWHbKTpcXxQCcfT67Sshg67gFptNGR+72VzMwjoj+WY8q0GORXzX80ShBt5e191HMF/KuqEPh/PD2XAhstwo/KvYuA0Lsr7oLtxPCfPfAqSfzRphtnZuTG0w0ykNxXDVtsaOOecyrUso3Hs4SHQoUMs6hpj7l2lvA37rJ7l5zIntKKIgwgdC/TERBdQUaPDS1XDCp/z9Cv6AWllLlqJnP1tevNFpZrtc4w9JmsLOK2lUipuGJgCsHXuG+jde7Nw3SxKK/Nxd/AltzSNSnXD7aYC3L0pqaigsKKk3rZajbFZs2bRqlUrAJydBQICqrG1S0eruYzeUBem1Ap2pFuPJVbak0iNB3HVdZlqgijSWi/Bo1JEX6gmNauc4sq6ykQ7uY4JLrkMtkqivS4Gx6IohBrziuVcO08uuwVw2cq2wYIGAKUopafam24lDvTqMYnAAXfWV7KoqAgnJyeTAdUYFhYW1NTUYDAY2LRpExs3buTgwYOmogCDwUCrVq1IT0/H0dGRwsJCvvzySzw8PBgxYoSpEKDWw9a1a1cuXryIwWDAxsYGjUbDs88+y5tvvolUKsXBwQGpVEpOTg6iKDJ8+HD27dtHSkoK48eP59KlS8jlcr777jtmzZpFWVkZEomEwYMHM3XqVJPB9t5777FgwQLCwsKIjIzE3d0dDw8PIiMjWb58OZMmTSI4OJhDhw4RExPDgQMHOHbsmEm8d8aMGRw8eJDFixe3GGwt/GO4Y4PNysqK06dP07FjR7PxS5cu0bt3b1OLkX8kBddhXZe/ehX/74n26shSRzuuVTRvRP1RVseF47O9+VAoQPLUtSRnNdw/0NrmFwrSzPNzrKwcGONaJ35a5Kblx9I6ceYePaqRK+oKFc7bvcjasrr3X+9SuHC6zlPyeusYHsxeYXq8KmwMX5fUhfDnFHZg2PqrJqOtJrQfkb7TjNWagJWdGlG7h6LMZNM+vcLvo1VVG8Sauh/37FZqTqivUlpmNDxCQkS8vE9RU2M05EqVYexULWRvmTUGwFYU6FSkJz46n7JqHVZSA0t9rzKh+keUxddYd6aGp/bWoLKSo+pghbZUS2VcXcHIaDs73nE3Jtg/V6khTg8Dw6fhYunHydidXEg8THl1CQByqRS5RML4sHZsPnsJuVSCnZUtk7uP4aP9xlZJAgI2KiuOvL2DDOtikkozKS6tK3aQSiEwEDw8CpHJ46mpSTR73aplrUi2HEuMJJzzakfSa8xDsn46Aa8qowGXllVOUUWdAScIIkOdihlll0K4EI9n2SVkZebv4+YKGr4f8z3tnNpxJ3z88cc8/vjjjW4XBIHvv/+ehQsXkpWVdeN6SPH09CQsLIyff/4ZX19fUlNTEQQBR0dHysvL0Wg09O/fH61WS2RkJH379uXXX39l3Lhx/Pzzz1hYWGAwGKipqWHq1Kns2rWLd999l8cee8zUluqJJ55g69atFBcXm3qazp49m7Nnz5raY0mlUjPhXnd3d5555hleeuklampqiIyMpHPnzkyaNMnUhL62CvXgwYP06dMHgGXLlrF+/XpTpezEiRPZuHEj3377LU8++SSPPPII169fZ+vWrTg4OPDyyy//IaHiFlr4M7ljg83R0ZGdO3fSq1cvs/GTJ08yduzYf66sRy1v+8FNlWwt/O+okan4sONgNpbGoBf//J60g6r8mPdhisnAaQpRKuO3ER+irmx4rlL+HaV59bXbpgS/YBJGNUhENlmfMGlHWVsLhHfZbOoh+Xsvm0QUaX+1nISsOi/TvqDtBKdvNa4JgSXhI8wEgx8sbs/Y9bGm8JrOO4irPZ6hqMC4bonUgKPbRTKi6wxHF2c/BgZNRcipu+Z6uUi0XyHnM69gMBgQBJGIiBosrQ6g0xk/HwUW/dgun8eRcmNbICsRwosNXI8ppLhSgyCILPBJZtWLz5BdqqE2hX7oPW05diKFmrIaxBqRQW93ZX5lO3Z9dYSY/AKqDCJJWg2Vhhut0kURERGV3JIabTXj+kwkLu0819JSTZ4wZ2srCioqsbeypqSygqcHPMzC7nUV6+WOOjKcykmtySEzP9usStHJSYJ/QDX2dhlodVfQ6829eiXKziRZjOSK2I7zVdYU6cwNOF+9gFelCEU1pGeVk19uXgTR3qaSiU7p9JQn0LrqCqqiWITfvb9rCxqu2LsxZ8x/kUvM5ZJulRMnTtC3b18cHBwIDg5GpVJx5coVU8Xok08+yQcffGDqJTpz5kw+/vhjwNgz9PLly7i4uJCZmWny0tV2H5BIJIwfP56LFy/i6urKuXPn8PLyIjMzkwceeICtW7ei0+nw8vIiKysLhUJBzY28xQ8//JC1a9eSmJiIo6MjS5Ys4bnnniMwMJDi4mIKCwvp378/Z86cQa02hrjHjRtHUlIS6enpVFRUoNPpiIyMJDc3lzFjxtC9e3c2btxIYmIiY8eOpVOnTpw5c4YffviBWbNm0bdvX+Li4sjLyzM1nl+3bh2rVq2ivLyc5cuXM2zYMH744QdeeukloqOjadu27R1d9xZa+DOR3OmOY8aM4ZFHHuHMmTOIoogoipw+fZp58+YxbtydufH/Vnh1bX5OC3edC626cG/bznxZcuV/YqwpRSnzduluyVgDUHcZ1qixBlBT1XDoDqu6BH+JQcDT0d30uKJCRKmo86hJRTX3q+o04AyCQFWIHbKbqgUnJo+jyjkUAAGRNy4doptdkGn7Rodots1pg3AjkVyWkUDo3ufw8rxxTL2Egqyu+ITej0xhNLTyC1LYcvotcl2yQW78apBqBUITnJlk0ZdWbl6IosCZMypOnx6LVDIKQZDjXH2MuWVTecfyS7pb66kU4LijhOLeLnTt7omjlZIVe1LJLjUaj31CXOnvJ2X/9jg0BWrEGhGZhZQ8NzUv+19kq3cZyY4K7u3RiY1+rXnU0QEniWDyPKm1VchlSuzkQSSkZyAIUmwtbZkxbCQFFUaPTaW6CqVMiqdbPrEW51F7aRGsZNgUyQhJcGBEWgjThYEM8exOGy9/FAoFhYUGzp1Vsn9/AMeOTiAnewYSyRhUyiBAwL4mivCSt3iodAbvayeyVvURj9vF0dtai4VEIFUqcsoWTvkpSe/ljOsQH8J7eRHe1hlXWyXR5VYsT2nLqISxhGS+SIR+PW86v8VvPo9Q7N4bUWGNXXUJfZJO81hB3h0ba2DsRANQXFzMuXPnOHfunMlYmz59Oh988AF6vR6NRoNarWb9+vVIJBK8vb2prq5Gp9OZmr6LosgTTzxhKl4wGAxcuHCB8PBwzp8/DxglMERRZNiwYabiBYPBQLt27cw8Zb169SIhIYFRo0ZRWFjIiBEjyM/P57nnnjOt78yZMyiVStq0aWPynG3fvh1/f3+zY73yyivY29tja2uLVCpFFEVTz1OAtLQ0DAYDeXl5rFu3jjNnznD16lWcnJxMN0ujRo3i8ccfJzAwkOeeew5nZ2dT1WwLLfzduGOD7f333ycgIICePXuiUqlQqVT07t2bwMBA3nvvveYP8HfHu+EcpRb+HCqVNqwIH80saQGplY13F7jbLE/oBNdTbnl+sX9TIqYiNZUNa8LpVebGp4fcyexxbp6/2ePOZWvxUtR9PBNlImGd3EyPK3VSHix/AoPKHgCFvob34s4TaO1jmvOdXRzfzQlAsLAAQFJRQpvvF9DGoy5dIT/dCwefmdi53rDkRJEjZzdyomI7uMhM82wKZQxLbctQjx5YWlhSXSVy5IgTcbFTUSmNXnbPyp3ML5/MG1ZbCbUEtQAn7AUKe7lQeepr07GOx+aR4zsKL2cbPKyN5xjuKPKdxg6bX/QICDiu8Oa7mRUs8q/iw8JCCm7kYbnLZCgEAQV69kd+iUQixSDqKasq4+tf9xivhUyBhcqCwe3bIIp6Lscc5KcTa/g++i2uKH6jylONYCNDWSXgl2RNv8TWTKvqwxiX3nTyCcHG2gaDARIS4OgRB/bv78GVyw9SXXU/SmUfZFJbBERcqw/Su+QlHi+fwqeGaay02sxMuzQ6W4lIgTSpgVM2cMpXSVpPZ5yGeBPW24suIS642anI18j5LMOXBxIGEJbyBG0qPuUp2/fY7b2QjMCpDb6PbpXFixcDxtBnv379OHbsGD4+Pjg5ObFp0yYuX76MwWBAIpEgiiISiQSJREJGRgbR0dEYDAYefvjhG28Jo6F84cIFnn/+ecBoDEVGRjJ69Gjje+2770hPTzebX1paymuvvcbrr9cVTtRWaNam0nTq1AkXFxeeeKJO0/C3337D2tqahIQERo4cyfbt2+nUqRNSqRSFoi4V4erVqxQWFrJnzx78/PwYMWIE1dXVlJWVUVVVxaRJk6iuriYpKYnt27dz7do1pFIpBQV1xR+hoaGm/wuCgLu7O3l5eX/o2rfQwp/FHRts9vb2/PTTT8THx/PDDz+wdetW4uPj2b59+79D28a7xcP2v+JEQE/uCWjD98VXzARJ/2z6V/vi99PF29onR+vS6Da5hQ5RbFhsVyMxD4+5VlqbPY6JliKT1X1upGI1ky3Om8055yLF08HC9Ph8qQ0f2j2NeCPIaKMu5eP0FNwsnE1zttnE89UcXwRro8SHoNfhvfk5OtklU9tBqLzICj2T8Gxbd5OSmRXH1vMrKXYvMoqj3cA32Yr7qnvQyScEgLw8A/v3B5CbMwOVsg0AfhXf8VzlvSy13kuQhUDxwV2oi4w/glbu3shtnIg7+gsZhRVkVUmQSgQGBtnQPvMKba5fJyS7midsO+BosCPltxwERd3z5+p0BCiVqAx62mgrEPTGEGun1p2xtTQWP2l1Wjzsgxnbdw0+oZNx82+PIJEgigZi4o/xy8n3+O7Km1yUHKHcsxLBTo5UJ+CerqJbgif3F0Rwn20/evh0xt3ZaCSXlBg4f17Bgf2tOXJkHFmZMxCEsahUbQEBqViNT8UPDC1ZxLMV9/G58CjLbHZzv10+gRbG9WdKRX6zhpOtFKT2cMJxqDedbxhw7vYqtAaBX/JcePx6BHHOwxt8H90OtXIYWVlZzJkzB4VCwbPPPgvAoEGDuHDhAsXFxbi7uyOVSlGpVKa2Uu3atTP12RQEgYkTJ6JSqRgzZgwSiQSpVEpycjL33nsvYMx/27NnD5MnT+boUaPOoEqlIiwszCR8C7Bjxw5SU1NZs2YNYGxxGB8fz7Rp0wCYN28enTt3xtnZmcDAQIKDg3Fzc2PZsmVMmzYNpVJpOpYoirzyyis4ODgwbNgwtm3bxt69e3nnnXdITU3Fx8eHjh074uvrS3V1NXPmzKFTp05YWNR9hn7foUcQBAxNCGb/L/Hz82tWtFcQBJPQb0pKCoIgEBUV9aevrYW/hhbh3MZQl8JKX/gfGhD/3yi1dGBV2178XHzlf/7cClHKph894Vpy85NvoPUP5XirRxvdbmVfTWHyxw1uG97rUeyz7U2PdTKRr5VHzSr4Bg3OQavdb3qsFyx4XvEtWTc1Be+slhB3NN3s2D8G7SM8vU4a5PfCumCULJmzPhuxvC5kWzHgASKV/dDelEzv6pNMZswv6G8KPbX2C6O702jEIvMq3WJ3LSekceQWGo0xQYAuXTXY2h5CqzXqohmQMumBfErzSoxz7B0Qy8tQ2jogs3SkMicJDAbaPvEJb3fK5sTmdeQUlLDxHgsGbazicHLdOhyHOqIt1FIeWc6E7u2wSC/h+8wsbv559bJ35p4Bj/DpztWsnr0TiWC8J1VaabFzyqCq6AoF6df5Pa19OxPs3RN7tVO986y21ZPlUkmqIY/UvIx6VZe2tgKBQRocHbPQ66+YcvtuplIeSJLFWKKFUM6p7cnR1DcK3PUCftUismIN/70vDDvLOwuJzpw506wTTa3hJpVKsbOzo6ioiEmTJtG9e3eWL1+OVqul6iZRX0EQyM7Oxs3NDblcjsFgQKVSmVo6KRQKZDIZ5eXllJeXY2dnZ/Kq2djYMHLkSLZs2YKlpSV6vR5vb2+TXMfYsWN56KGHuP/++9Hr9RQXF2Nvb8/SpUtZvny5SXGgtLQUg8HAfffdZ+o20K9fP3799VfKy8uJjIzkiSeeoG3btixYsIBnn32WEydOIJVK6dy5Mxs2bMDf35/IyEgeeeQRrly5gru7O6mpqXh4eLBkyRLefffdejpsN/dBtbKyIiAggEWLFjFz5sw7ei3+CLeiEycIAtu3b2fChAno9Xry8/NxdnZGJpM1uk8L/1xu61VdvHgxy5cvx8rKyuRyb4zaO6h/LCo7cG4DBfF/9Ur+lexv0483JKUU/gXGGsCypE5w7daqQmsp6zQCmqhDkSs0jW6rqCnBHnvTY5lOwMPTjYybChRSU9zx9KrbRypWc7/FBdZq6jTcolQGerV15mJcXVjn/sRhXPCJwzb3DABBufG8p+rKPJkGjcG4pn2WSWge9uPxDRLEEmNukvWRzUR0zCCq9XQqy4yGUV56a1wCZlKRv4OKIuNzJKdEkpEZy9CIOdhkW5nuYRxy5IyWdOC6fxmn8y6j0Wg4f06BUjmC7j1KEIT9HPi1zlhz9HalUmlHTUUFNdWV1BQbj+8SNphqK0/mX/ekMK8jnjWprI2FU2mJtLaHtFLQi1C0vwiJpQSJpYS9OUkISgFREFAIAj0sLDhWWUlVWREJBz5AYtDR1rWQzBoPKst01FTKyatsDbTGyU+NlW0aZXmXKMkxGr/JqVEkp0YB4O3Vjnat+uCgc4UCLRZlUgLKbAnAFp0igFwPNenyQpIK06mqrqKsTOTiBTngiyD44ucHPj5lKFUJqNVxgAEr7XU6atfSEZgCFKm6k6gazmVDMBeqLCnVG8iRiuRYQwd3uzs21mrx9DSGuKVSKenp6YwdO5aDBw+a8tAef/xxNmzYQGlpKREREcyaNYszZ86YDD03N6Nnsdbj9MorrzBx4kT27dvH/PnzsbS0BIwGWvfu3Tl37hwPPPAAAwcOZP78+QCMHj2aLVu2sGHDBmbPnk379u1xdnYmICDAZPSmpKRw5coVUxrNm2++SY8ePbh27RqTJ08mOjqaFStWYGtryyuvvGIK4QIsXbqUMWPG4OPjw5o1a5BIJFy+fJkrV67g7+/Phg0bTDptlpaWrF+/njVr1nDlyhWcnJwa9V6NHz+eTz75hMrKSr7//ntmzZqFh4cHw4f/ca/nn4lUKsXd3b35iS38Y7ktD9vAgQPZvn079vb2DBw4sMm5hw8f/sOL+8vZ9Qyc+/yvXsW/igIbN94ICuNAcUzzk/8keql9WLguA7S3p+sW+8DHZGc3Hi5x8swnM/rrBrd1CBlIe3WE2djloALOpl8yGxsy5Ag1mjoPWkNeNkeDgPxELqXVdetva13FLuWLSCvr8m/2BvdniSbFLMzcR+3Dgq9KEIvqLE+dpz/RvZ+jML/Om6VQ6bCwPExuorlBHdKmD50sByCWml87tY2Bc65pxGfWSWM4OQksX/42+fnGrg729hLKyw1Y2NujdfakJikB9HpcNv1MD1tvzrzyNHmR5l0iAOyV4G4tEOIiZUecDpWVnOoqLQggUUowVBvw6enK0vDenP75POvT0xlmbcNaLy9EiZTqnuPI8R1ARr4Cndb89bNxrMTCKpnizCjKC+vnLrm7BdDevz/Oeg8o0Jk53EVBpMhdR7p1MSkVWRQUF9bb39paIKiNFifHbAziFbTa+nNEQUau5VDi5QO4pG9NhIMrLwX61Jt3q8ycOZNDhw6h0WjMwpG1unRgDCe2bduW9PR0U+WkTCZDLpdTXV1NdXU1KpUKqVSKwWDgv//9L8uWLaOoqIiamhpEUeTNN99kzZo16HQ6UyN2Ozs7U9eJDh06cOXKFf7zn//w7LPPYmVlhZubG9nZ2VhYWFBUVISFhQX9+vUjJiaG9PR0k8fNYDDg5ORkEtaVy+UEBweTnp5OSUkJmzZt4t133yU6Ohq9Xo/BYMDS0pKQkBDmzJlDUFAQAwcOpG3btly7dg2DwYC1tTUffPCByVvWkAdLEATuv/9+vvvuO9OYk5MTM2fOZPVqY2u40tJSnn32WXbs2IFaraZr166sXbuWTp06AUYpkR07dvDYY4+xYsUKCgsLGT16NJ9//jn29vZAw31KJ0yYgL29PRs2bDCt7+GHHyY2Npaff/4ZW1tbXnjhBZ566imz9dZ62FJSUmjdurVJ8gQgOjqaJUuWcPz4cURRNHkf/9HC9v+Pua0ctsOHD5vecIcPH27y719BmxF/9Qr+VfwUMpjxns5/qbEmEyUs2Cu5bWPNYOdMbl7T9zYSaeMetuLS7HpjrmrremM1mnCzx8ZcNvM8uyKJiH+4q9lYXIUlb6ieRhTqqlFHxB/lWesQs3knVOm8M9MWwaUuz02WlUTHPUvw9qybp1HLKCkaQqvQ0QhC3ddE7LUT7Ih/H7WX+fVTlUvom+jHGJc+ONjZA3D48CWTseblZYmDgxRBAF1lKTXxMaDVYj1oBBJ3L85aipRIjcaE0s4ZiY0Tdn2mIbGwoaQGrhWJnM7QI5eAn4WOEYFyrFQyDGqjAZZxPp9HPtvBhuIskMCSMQNBKkUw6LE8uR3/bxfQ58zLhFnH4epWd43Ki6zIS++A1jAd9+CH8ekwEEtbe9P2nNxEDv62nu/PvsGB0m/Jc81GdJOCBARRwClbTucEVyZkd+YBiwH08+6Kj5uXyZNVUSESeVHGgQM+HDo4kvS0B0Ecj0rVEQHjOgRRh3vlHvqXPMf88sk8al8/ZHs7nDhxgry8PMrKyhg1ahQ//vgjEomEN9980zQnPz+fkpISqqqq0Gq1ptyw2kbqycnGVAGpVIogCOzZs4e9e/eyefNmU6VmRkYGR48eZfbs2Wi1WuRyuVloNSUlhe3bt5uS+Kurq1m+fDlRUVF06NABMBYv7N27l5CQEARBICYmhtjYWEaOHElJSQlt2rQhJibG5MGrLVrQaDQsX76c6Ohojh07Rrdu3ejTpw9nzpxh7ty5pjXY2dlx6NAhoqOjCQsL4/PPPzdbX0PhxilTpgDG1otbtmyhqKjIlOsmiiKjR48mJyeH3bt3m6plBw8ebCZldf36dbZs2cIvv/zC3r17iYqKMiusuFXeeecdQkNDuXjxIi+88AKLFi1i//79ze8IZGZm0q9fP1QqFYcOHeLChQvMnj3brNK2hX8Wd5zDNnv2bN577z1sbGzMxisrK3nqqadYv379XVngX4quBt5uDdqGK/9auDWyHXx4zS+EkyVxf/VSeD05nLbf3V4oFKBs2GzOa5oWU3b1SSTt8k8NblMoLLnH6ymzMa1SZKPksJkWmIuLQNuQr7nZlaMXLHhO8S3Zv8t7CoupIDbdXE1/Y9Bx+qWb59G9EzaajSXmnrIwjQcvbqpBzK3zKokSKZn3v8G1bPPPtKNHEcXpP1JdXmY23qn9MEIk3RArzH8AdDKR2NZFzH75MXJychAEge7du3P+/Fls7aQ4OQmkJGvQ6+GzzT25EriML1d/j/paDJrzp40HEQRAgN8VcYzoEUzy9URSinWEOEu4VmSgSguCVMC+hz2VCZWo/FS0erwVQVonZqf6Eng8BTHH3HumDehMYZeJpKrdTOFgE4KIo1sxEiGB/JQoU1eIm7G3d6dj0EDcZX5I8kVjzPYmNCqRHI8qUiUFpBSkm3TIbsbKSiAoSIeTczaieBWtNh+JREG/vheRSi3qzb9VAgMDSUtLq9c26mZ8fX3R6/VkZGRgbW2NRCJhzJgxaLVatm7dysmTJ+nVqxcKhcIk8VH7XW9paYlarUan05Genk6bNm3QarWEhYUxd+5cHnvsMQBmzZpFTEwM58+fR6/X8/TTT/Of//wHgA0bNpjCsBEREaxbt45FixahUqmwtLRELpejUCgIDQ01JdU3xblz54iIiKC8vBxra2uOHDnCwIEDOXDgAIMHDwZg9+7djB492uQ9bAhBEEyeRbVajV6vx9HRkTNnzhAYGMihQ4e45557yMvLMyuACAwMZMmSJTzyyCMsW7aMFStWkJKSgre3NwB79+5l9OjRZGZm4u7ufssetpCQEPbs2WOaM2XKFMrKyti9e7dpvY152F588UW+++474uPj6xVXtPDP5I6rRL/66ivT3djNVFdXs3Hjxj+0qL8NMiX49/+rV/GPRURgc4fhTHC2+lsYaxE1XoRsv9T8xAYocO50C7Pqfx5q0WiqECykZmPyGgE3J3NPWX6+iErVwWysIS8bQFGwDQqZ+Uf4oet9KPAcYDb2TORuRjqYHzNSkc3r02UInnU5L4JBj/fm5+lsl8hNTjWKsh1R2j+Ii28bs2Nciv6VXcmfoPU0N1ZkOoGzmw+Tk5NjXL9USnFxMcOGjaCyQiDhmgatFgYMtMbPORefIzMp+3Z9nbEGxn6nMpmxezuAxHjt9p6OJ75AR40eonINPNHthsyDXqT0VDE9wlsR+qjxXBPkhbwQeJEps4r5ZV5H1D1Dje0NAHliFO5blhKx83G6a/bj56lFViujIgoU5ThSkN0dqeVcvNtPxzO4G7KbJCVKSnI4fm4zW397i905n5PumITeQwCZMWldoRZolWxF30RfplX0ZpxzH8J82mNnW1cJXFkpEhUl5eABbw4dHEFKykNYqB77Q8ZaLVKplPHjx5s0Mi9fvmzy+oHRu6RQKBAEAY1Gg4ODA+Hh4WzZsgV7e3uuX7+On58fUqkUiUSCra0t3t7efPbZZ7i5ueHs7IxEImHz5s1oNBpEUSQyMtJUhQowePBg5s2bZzIW7r//fsBYKTpr1iwA1Go1y5YtY9WqVcjlclxcXMjPz6eoqIgJEyZQUFCAvb09Tk5OjBkzxlS8EBkZydixY7GxsUEikRARYUw3ePnll82uw82yHR4exi4azcl2rF27lqioKPbv30/nzp1Zu3YtgYGBgFHapKKiAicnJ6ytrU1/ycnJprUBtGrVymSsAfTs2RODwUB8/O3lRPfs2bPe49jY2FvaNyoqir59+7YYa/8ibttgKysrM+UVlJeXU1ZWZvorLi5m9+7duLq6Nn+gfwpt/t6Jpn9XUlwCmNl5IG9WxlKlq2p+hz8ZKQKL9ykQG/B0NIdBpiC7WNn8vN/1hfw9oqVQb8zTor5MSGlJ/XZEXUpX46Ew/7imSkU6dXYzGxNFgYnZD6KzqfuxMArrHiDCztzguqLI45WpIPh4mY07/rSGbrqjyJV1z6euUFBRPhqfjoPN5pZXFPLjyVUk28WbDNKfYw+y4tCHAEgEAX+PVsTHx6PVauncOcwUZps3bxQgYfcuo+du6VLjtRAkEqOhptNCrcSCQY9ErsL7ia9ReAaj8ArBa8rrHK1pi1QC44NlGET42D+bQxnxvK30p5OtMU9Hj8jXDrE8OCCGlxY7kzQpAsHN+B0lGPRYndqB/7cL6XP6ZcKsY81CpkaBYVeK8vqisn8Mn4734x4YikR6U1i1opBTF7byw6mV/JTxESl28eg8QbghPizRC7hmKOmS4M6kvK5Msu5PL58wPF3ME8TT0wwYDH9MTigvL4/8/HzUajU///wz7u7uDB8+nIqKCpOnCYyGR1JSEqIoct999zF79mxeeuklFixYQFVVlalaUq1Wm2QuJkyYwLx580hNTSUwMJDKykpWrVoFgI+PD4MGDTKTzPg9DRkOtcfOzc1Fq9Wybds2oqKiTD1OFy9ezLlz50wFE/fccw/l5eUMGzaMzMxMLC0t2bhxo8lJUFss0dBz1p5Tc7Id7u7uBAYGMnDgQLZu3coTTzxBTEyMaV8PDw+ioqLM/uLj482M1d9T+9y1/95cPFFLUx7Rho7VHE29Fi38M7nt2l97e3sEQUAQBNq0aVNvuyAIvPbaa3dlcX8LgoZj6lTdQrPoBSkbOg7j46rr1JT+sVycu8nLqWFIom8/FApQ02UYNdXNd10wNGOY6hV6pL8bc9PY1pt39aqSbhFKDIY641IqVnG/RSTvasw9fWccJfg5W5JWUPfcadUqnrN9mv9In0PQG/Pq5HoN78ad46GgjiTc1Js1Tl7A81McWbnVBzGlrtjB+tgWItpnEBXwkClkKIoC+Rmd8O7gQV7ij2iq657zbNQOrjueY3DbB/l84xbGtRvMj9G/EuDoS3fnUIqKijl54gTVajWiKNKhQweir4bg69uOioqPgEo6h1nw+RdGQ7NI2Z0Dsvs4uHAxhoJ8JHZ2GNRqAsd1RJUYQdKJ3WR+t5TaDqs74o1rfHyXmiMzpYyKO8IojP1ov3HzYW9pPFqDlgRZIc8HFiILkDC1JJShUSLKczGg1yMpK8Rh5zocAE1AKIVd7iW9xp2KUuOxdVop+RlegBfWrgOwd8mkuuwq+anXjB5BQF1dxpmoHZzBGAbv2HYgrWzboSyQm/q02hXIsCtwpB2OqK1DyHKtJI18UvLSG/xOvR3uvfdeU/hVIpFQVlbGkSNHGDRokFnu0po1awgPDycqKor09HR+/vlnDAYDn3zyCRqNhpAQY+6jXC7H2tqa4uJivvzySwRBwMfHB1dXV7755hsEQWDlypUsXbqU7Oxs2rRpYyo6qK20rGXOnDn06dOHAQMG1Fu3Xq/HysqKsDBjRXRoaCilpaVMnDjRNOe///0vrq6u7N69m4KCAsaMGYODgwPTpk3jm2++AWDkyJEsW7aMTZs2/aHrWEtgYCD33nsvL7zwAj/99BPh4eHk5OQgk8nw8/NrdL+0tDSysrJM1bq//fYbEonE9Pq6uLiQnV2X16rX67l69Wq9Yr7Tp0/Xe3yrbbNCQ0P56quvTPmFLfzzuW2D7fBhY87NoEGD2LZtm0k3B0ChUODr62t6k/4rsPUAj1DIvrNQ2v8n4t1DWOrqQkx5dPOT/4d00XjQ4cfLd2xyF7XuBTnNz9Npms511EjUWGDuqXPOr59LU1UlIpd3pabmpNl4eOl/cFd8Y6bhpRFA0dER4UgVN9+wb8t1Y2Dgk4zJqJPXsVGX8nFaEtO9PMipzjeNJ8qKeGaSPe/86AuJqaZxZfQpuhZlc7XP82YVpAWZrti4PYRBs5virLr5RUWZzN8wl6jsWK7kXAOgrUtrvru0k+4+nSirqaDGQce17CSTt2flym9JSSkB4L5705DJBIKDlTz00CmeC4sk3VtGfAGIggBVlRwZ1QUsLKGyAkEixXncEpApKNz9HrZdxtJh/GDS7fbhnbUPwaCjfeYV3sy8wmJrV34I6MoWTRb56iJ0goGNDjFsHAjBfVyYndIK/+PJiLnG66JIvIxH4mXcBYHqnuPJ9RtAeoES3Y1rr1HLyEv3BXxx8BmCjX06FYWXKcpMqXttNFVcuLyLC+xCJlPQIXgAvvYdsShWIt64AVBVSPCvsMEfGwS3djg71xWD3C4lJSWcOHECS0tL0021UqnEz8+Ptm3bsn37dnQ6HYcPH2bx4sWMGzcOnU7H8ePH+fTTTyktLeW5556jQ4cOTJ061dT4vdYTlJmZSf/+/TEYDJw/f54DBw5QXV3Npk2bCAgIYNiwYcyaNctUoWhpaYlKpUKtNnqea5vMN4STk5NZnt+rr77K4MGDuXTpEsXFxRQXF5s8UAaDAYVCYWqR5eXl1WB6zt3i6aefplOnTpw/f54hQ4bQs2dPJkyYwNtvv01wcDBZWVns3r2bCRMm0LWr0UOqUql46KGH+M9//kNZWRnz589n8uTJJtmNQYMGsXjxYnbt2kVAQABr1641FVTczMmTJ1m1ahUTJkxg//79bN26lV27dt3Sumv7xU6ZMoUXXngBOzs7Tp8+TUREBMHBwXft+rTwv+O2Q6L9+/dnwIABJCcnM2HCBPr372/669mz57/LWKulpVq0SbRSBes6j2aKVQ0x5Sl/9XLMEER4Zr8lorrpcGVT5Ghu7UdUq27aYKvSV9QbU1YJONk71hvPyfarN1brZfs9VxUi4e3qpyE8eb0rGd6jzMbcSrP4uLACG7l5hWqqrIRF95YjBpu3yJJmJ9Nx97P4/C5PrbLUghrtPXi3q2vVFZWWxS+XjPk1jwwdgouNI3uuHWNB75lczonnck48KbnpjA8ZzIQOQ8nOzubatWuoVCoGDRrEuHFjcXS0IT9fz7PPZnP5cjXFGVmIeh19+/vR+vEFWIybBJUVgIAoGijY+R8qj36BXddx2Pa4j535zvS9Po175R9x1WcaosLY4cG5Io95l3azLz6at5X+hNrWnWe8vIDngi7ywKxSds0LpaZHR1PunCCKWJ7aQetvF9Lnt5cIs4rBzc3cT1pdriQvPZCqqok4+z9Gq9CRda2+bqDTaYiK/pWfTq5mS9zbXFWeodqrBsG67p7ZKvjOjTUAa2trU7K8KIrodDrKy8tJSEggLi7OJGdR23dTIpGYPFELFizg1VdfNV6P+HhGjRqFp6cnMpmMsrK6YpNaXTZ7e3vGjx9PREQEjzzyCLGxsaacxVqOHz+OtbW1SbMtOzub1NTUBkN/Nyfwg1H2wsPDg9TUVFOCf//+xnxiCwsLNmzYwLFjx1Cr1VhbW9Otm7FLxzPPPPOHrmFDdOzYkSFDhrB06VIEQWD37t3069eP2bNn06ZNG6ZMmUJKSopZODYwMJCJEycyatQohg0bRocOHfjoo49M22fPns1DDz3Egw8+SP/+/WndunWDUllPP/00Fy5cICwsjOXLl7N69epb1oNzcnLi0KFDVFRU0L9/f7p06cLnn3/e4m37B3PHVaJffvkl1tbWTJo0yWx869atVFVV8dBDD92VBf4tyLgAXwz6q1fxt+SydydedbDmekV685P/Al5ODyN007nmJzaCNjCM495zbmmuVNxAZUlRo9t7hE3EtySo3vjZoCwup5snEksk0H/ALnQ68+PpBUueVXxD7u8qRm1FAetTeRRVmEuLuCi0nHRcjqLEPDx93rcLj8pKTcK6tbgarHj/FxckMebzRYmUrMkriM+pH8J18ckgO24Hq3cfxtXGkgupWTw5qBcl1Wo2/XaRgQE9aG3vxbarv6I16Dj48Fd427kzacsCorJiee755wBjuCcvL4+EhGsEBNqQn1dIVpaWgAAFn37mjYjAuh1t+WndbmTtQhErypG364j1w0/iJ7fCp0jCpWuF6A11X2leqhre9DlLn6JtZhp1UD9cejNttc7MTm5F6+NJiHkF/B6tfyiFXSeSVuNhCpn+HlunclQWyRRmRFLZgEYbAIJAcEBPgty64jshAlUr+4bn3QIlJSU4ODggk8kwGAz06NGD/v37M2XKFEJDQxk9ejS7d+/m2LFjfPLJJ5w/f55r14ye0MOHD7N7927WrFmDi4sLWVlZeHl5mcKbOp2OXr16UVBQwAMPPMCyZcvqdVS4mS5dupCeno6/vz9nzpyhvLwcDw8P2rRpw/Dhw3nzzTf5+uuveffdd7l8+TKiKDJp0iTeffddXF1dKSwsNHkbDxw4wHPPPceVK1fQaDSsW7fOTCJj5cqVrF27lrKyMtRqNfPnz+fo0aN/WYumWh22lhZRLdxt7rhKdOXKlQ26711dXc30fv4VeIWD1b+okOIuUK2w5J2wMcxQlP5tjbVQjRudtl39Q8coDb31ohN1ZX0PmtmxKvMbHHfX1e+9azAAYrd640YvW1S98TJBxKdz/fdovkbOE7qFiHJLs/GuqRd4U+aFgHkCc56kkifG5qHvaB4yEQx6vL57gc62CUgk5vvkp3tj6zWdzOJSQjzckAgC5eoaOvt4EODiyImUc2y4uB2tQcdXk97G284YFrIQFNTU1OCYK8fB1p6qqiquXLlCZWUV0VcLyM8XsbNXMHSY0RsoIHJ6yz4QRXTRl9CnJqHe8xMF9w0ldttXnPJV4jjIiy7tXJDdWGOmWslDCX0JLV3ND57PobEPNK27feYV3ry4m19zy3nCtgMuqjpPZ5y8gCVtLvLA7DJ2z+tETUSHuopVQJ50Gfcty+j28zx61PxKa09NXZVp7WtSaENeRig6HsS97Sx82vdDZf07g1cUib9+iiOx36D0+WM9mGsrFgMDA4mIiGD48OEcOXKE8PBwNmzYQLt2xmIWg8HA008/zbVr10yJ6Xv37uWDDz5Ar9fTq1cvkyft/vvvZ+3atQD4+/uTlJSEWq3mjTfe4OzZswiCgFQqRSqV1guzOTg44ODggKWlJS+++CJSqZScnByTbEWtltpjjz1G69atSU5ONnkBHRwcsLU1Xqunn36aadOmmfK/PvjgA8BYzblgwQKWLl3KU089xZgxY7Cysvp3SEq10EID3LHBlpqaSuvWreuN+/r6kpaW1sAe/2AEAULG/NWr+Ntw1q8b9wZ1YGPJZQyNNDv/qxFEeP6QLeIfzG3JVfje0jypXI9e27hwLkBRScM5PC6FDVdzJSe7NTjetfQd3BT1P7pnrEQ6tHaoN76/wJFvXBbVGx8ef5QlvxPWBSiUVDFvVCa6sPrbHH9+l27aQyhU5mHB7Yd2YRBFNp+9hFQicD4lA4A2bi7YW6pwsbHigX6j6eFrTCrfHv0rOeUFyCRSFn7yMoueXszx48cJDAzkpZdeIigoCC8vb8rLdCQnBzBkcBJLX8nhm29b8cKLrshk0CbYgvBx/Wh3/BLWM+cBkC4VOemjwHawF107uCK/0bi+UiflmaROBOe+xgduyylzrTOGmwqX6gQDGxyimTE4jmWL3Ui5NwLBte5GVRBFLH/7idbfLqLPqRcIt4zGzV3CzXawgEBJrgP5WV0RFA/j1e5BvNr2QH6TFlib7r1vufqvIWbOnIlcLqeiooK4uDhOnz7Np59+Su/evRk3bhyvvvqqyWCLj48nLCwMa2trrKyMIeMNGzYwceJElEoldnZGw1GlUtG1a1d8fIxdF959910MBgN79+5l7dq1vPjii3z11VcEBQWZJCtmzJhhWlNt39FNmzaxe/duSkpKKC0tZdmyZYAxLDhy5EiTUff++++zZ88eKioqkEgkLF26FICYmBg2bNjAunXrTOuvDYV+8cUXiKLIO++8Q3FxMcePH6d9+/Z3fB1baOHvzB0bbK6urly+fLne+KVLl3BycvpDi/pb0mnqX72Cv5wKlS2vhY9mjpBHetUtZOH/hTyXFYYs8tb0ihpD7+hGfjPdDWpRqJovyS8oTIcGfpMtyiTY2dQPNaakiCiV/vXGpWIVky0aLoLJCrTCQv77WlR4Oak9CT731RuffmUvD9l3rDdeKlHz6LA0tF3r//hZHf+BiNQNWNsZ868uXD/MrvPG0NiMAc/T3r8d0Vm5HI5LpFytpkJdQ3FVFW6qQi6Kh1jw6xvM37mCQf49sFXZ0MWrA86WDrR3DaI6v4INX24gNjbWpK119MgV7OzsKC62Iy9PRW6OFr0eEq9XM3v4dVbrHmaOXRK20rqvsyyJyAkvOVaDvOgW6obyhl6dKAqsTg0gNG0Rz9qvIcdrGOIN0Tm5QcuouCN8c+kImzV2jHXoiFxSl+8TI883ed32PFrf6yapKMF+90e0/+4x+qZ8TDuXfKztzPOFRFGgMNuZwtxeKGwexbvDVDzahBPcq1+Dr+ftMGLECFNe4PPPP09eXh5ff/01O3bsoKioyKTgf/bsWa5cuYKFhQWffvopAOvXr8fa2prWrVtz+vRpdDodZ8+eJS4uzqSZ1qpVK0RRRK/XM378eKZPn86MGTM4deoUcrkcb29vNm7ciCiKWFvX5UhOmDCBhIQEnJyc8PHxYe7cuSbdtvHjx/Pll1+SmJhoqh6tveHv0sUoVJ2ZmcmlS5fo378/Fy8a9Qjz8vKYO3cuCoWC//73v5SWlnLgwAHCwsLqaZf9r1m2bFlLOLSFP4U7NtimTJnC/PnzOXz4MHq9Hr1ez6FDh1iwYIHpi+FfhU83YzP4/6ccC+jFBP9Afii+Ytab8u9IO60LXbb98fZXFd3GYTDc2rnKlc0bbHq9BsGy4cJsL7uGmzZXVzcs2Nu19D+4yut/fLMkIu3DGvbMTUgeT7Vzh3rjTzcgrAtQLqlh7uAkYxL+71DEnib87Fs4u8o4dOUHerQdgUSQIJcpmTPoPeys7DgYm8jJxFT0osjDfbvhaGVJQtJZzqWeRSlTkF2RTw+fTgwL6oNe1BOdl0BheREZmRm8OvNZuoZ3QRAE/P39kcvlJCTkM2N6PJs3VyCXC6xd60nbtirkhiIGljzLWvFJZthlobopZJsjETnuIUM+0JNundywUNQZs1tz3OmROJPpqg+J95mMKKvzdHbIvMKbF3fxa245j/8uXKoTDHzpaPS6vbbIndSJEUiczW9S5clXcd+6jG4/P0oP9T78GwiZ6nVSCjLd0Ysj8Gxza1INTSEIAlOnTuXMmTM88MADJokPmUxGZWUllpaWSCQSvv76a9avX0+7du14++23AWOj9l27dlFWVkZsbCwPPPAAY8aM4euvvzZVL/r6+mJra4ujoyP79+/n1KlTHD58GA8PDzQaDYWFhXz77bf4+fmRkWH0sNZqut1swJSUlCAIAgMHDsTa2pqvvvqKYcOGmTopjBw50tQMHowGplwuN3XNgLqwbkVF02kILbTwb+KODbYVK1bQvXt3Bg8ejIWFBRYWFgwbNoxBgwb9+3LYaun8/8/LVmzlxHPho3jCkEFudf3k678jLx1xRKz84+3ECpzqGzGNIZPdmuilaNnwuIdYP5QJEBtjQ0MfU5lYwf2WDXvZTtuDv1v9PqWVOikzK55EVJrnSjUmrAtQJdEyZ8A1qnvXNxxl2SkE//I06QXXaO8TgY9LG+IyLgAQ1noQrVzb4uHoRJ9APwJc6gya8Z3bojPoiC2NR5BLuK/DCIKc/ZjeeRybJhtbF42x7En67hjsbGzRaDR4eXkREBDAyy+/jJeXL6Gh7QnvYt6FRKXPZETJU7wvWcJ9doXIbwoxFkhEjrvLYIA7EWHuWCnrDLeTxXYMT5jAEMM6TvvMxWBRt1bnijweayRcChCtyOPZ4ItMnVPB3kc6o+lm7nUTRBHL0z/jVxsytbhaL2TaJqJhY/1WqU3+T05Opnv37qxdu5Z+/frxww8/UFJSQmBgIFZWVpw5c4ZFixah0Wh47733SExMZMWKFabjZGZm8tprr/HZZ59x4cIFzp07h42NjUlXs2/fvpSWltK9e3fCw8MZPnw4Q4YMQavVMmjQICIiIvjss8+a7SRQS2lpKStXrqR379506NCBxx9/HIBHH32UF1980dSTunfv3vj7+/P111+b9tXpdGzatAlfX98GtcpaaOHfyB0bbAqFgu+//564uDi++eYbfvzxRxITE1m/fj2Km1q4/KsInQJC/XDTv5W9wQOY4OPF7uI/lrj/v+SZ7M7Iz/9xHTiDQkl2UfPdDWqRym6tg4JO3nBFoUtJw3lsRUUiKtXtedl0goC+vQOSBsKvZ0ps+dD+6XrjtcK6baxb1dtWI+iZ2zeOiv5hZuObi4sZeTUKg8HAnguf0s4nglNxu/ktbg8gkJ6fTEFpJfeOfghBkLD++Dle2b6PT4+eQS6VEJeRys6rhwhfNwGZRMa4kCG89OtanC0dGLr+IT449hVKnZSkxCSKi4qoqanhxIkTJCUl0alTd/b/2ob8vOkolYFm67LSXueekkd4T76c0bYVZl9yxQIcc5Wi6+9Bt3APbFR1Hs/EKgumJAykS8VafvF+Gq2dX931aSZcqhH0rHe6yvQhcby+2IO0BrxukooS7Pd8bAyZJn9EO5d8bOzlBHf/YwYbGPPFEhISOHnyJIsWLeLDDz809cssKipi8uTJRERE8Morr5haVP34448MHTqU5cuXA8ZG6XPmzGHu3LkkJSXRuXNnQkNDue+++zh9+jSxsbEIgkBiYiI7duzghRdewGAw8M4777Bp0yY2bdrEW2+9RXV1NU8++aQppF1Lhw4dGDZsWN01lcv54IMPSE9Pp0uXLibx21GjRjFz5kyOHDlimvvwww/z5Zdfmh4fOnSIqqoqXnnlFdavX8/69eu5du0ar776KtHRfy8dyBZauFvcsazH/1s23QvXD/zVq/hTybPzYEVAJw4X//Gw4v+SYK0zKz4pR6z44961ql4TOK0YesvzXX2SSbu8vdl5Y/rMxyqzYeNss+NvVFbV75bQpYsGS6vvG9zntP1rfFDasCewb7aOc5dzG9z2U9AeOqV/XW88186znrBuLVIEPjnbEbuDF9lTVsZz2VksdHbhPwX5jLCx4ahaw5DOUzkZu5uSynwkEilPjlpFoGco+ZqTvPblUpysLJkY3oFvzkQiEQRUchk6g0hplRqlTIFKpiTYuTXJxRk83/8RfB28iMyK4b2TX1GhrcLZ2ZmBAwealPjBWBPUrVsNVtYH6smgABRY9GWH/DEOl9c3wK0NEFZsICGmgJIqcy+pXCLyXKtrTNXtwLKgvjezwNqVrQFd2XpDjPf3KEQpM4pDGHhRi+J8DDTwVWvRuTN+322uN347zJw5k4MHD5KRkWFqeVSrs2YwGJgzZ44pb83KyoqqqioMBgPvv/8+X331FZcuXUKn0+Hm5mbSUtu0aRPLly8nISHBJJyrUCjQaDQMHDiQpUuXNqgbBkbjsbZBvKWlJWVlZURGRrJw4UI6d+7MvHnzCAkJMbUoqxXntbOzo7Cw0CS26+fnR0pKCsXFxeTn59OmTRuef/55Vq5cyeDBg00N7jMyMhBFEZlMxpQpU3Bzc2Pfvn0teWQt/Ou4Yw/b7Nmzm/z71/IvD4v+2G4IE9wc/nHGGsArx5zvirEGUOzb4zb3uDVh3ipdWaPbvBw8Ghy/elWBRNJwLLVr6Tu4NOBlA7jgLsPNtn4nBYDJicPNKiVrcSvN4pOCcmwVNvW26RF5pNtlioZ1ZUNxEffa2TPd0REpMMrGFg9BxKkmjpUPf0+/9uPxcw0h0NPYfPtSbCYudu6snjeXC2mZBLo6MaRdIFq9gZfHDOLxgT1Q62qwsrDglUFPkFdZyLN7VjH52wW8deRTKjRVIEJRYSG9O5m/NqIIZ88qOX16DBLJKATB3MPvXH2cOWVTWW35BT2szVuMVUjguJOEsj6udIvwxNG6bl+tQWBFSjDtMp5jmeMqCjwHIN4Uy2wuXKoR9PzX8SrTh8SzfLEH6fdEIHE2F0m2u3cidwNBEAgNDUUmk3Hq1Ck0Gg3btm0DjM3WLS0tsbS05Ny5c+zZsweAhQsXMnr0aLp37w7A3LlzAaNobW31p4+PD2+99RahoaH06NGDTp06mTVUBxgyZAhDhgyhoKCAqKgoVCoVjz32GDExMTz44IOAscvBkSNHePfdd3n00UcBeP/99zlz5gyBgYHodDoGDBjAxYsXTetTKBSIooi9vT0uLsY+s1evXiU3N5ejR4/Su3dvtmzZwrVr1/jqq6+QSqWMGjWKt99+u8VYa+FfyR0bbLXtQmr/8vLyOHToED/++GODLTb+NbQdAyr7v3oVd50Mx1bMDRvKq9XXKNf+8xJ5F+Z0QnH27oVus9X1uw80hWi4NYOtorpxYV0PoeE8tpoakMvqG1dQm8t2pcFtVQI4hzWsnl9jkPBA8SMYLOtvD8i7xvvVKhSS+qkNogCPhl4kpqaG3lZWKASBdioVp6oq6WVpxdWEKCJSv+Ra9kVau9VVmPq7tae4vJAzsS7ILB3QG0QuZ+QQ4nGjCfuNfDMHC/g45mvsLWzxtnPnwfAJ7H7oc4YG9aaXbxh7Z65nTHEnxjv1rdchorpK5OgRJ2JjpqBS9ub3uFfu4anyybxptYVOv7N/qwQ47iBQ1MuFrt09cbEx98ZtyPKma9IjzLH6gGSfCYjSumvTXLgU4Ioij6fbXmTaw5Xsn9sZbdf2SKytsRtl3onidqnNX0tPT+fy5cvo9Xruu+8+YmPrKqQLCgq47777kMlktG3b1pRjNnz4cF577TVTRefTTxtD5T/++CM//vgjqampzJkzh+eff54vvviCY8eOkZKSUm8NL7/8Mlu3bsXJycnkwfP09CQoKMjUHP6XX34BIC4ujmPHjgHQrl07wsPDTe2c+vTpQ1hYWJM9Og8fPsynn35KQEAAX375Jd26daN169ZMmzaNmTNnsmXLlj90PVto4e/MHRts27dvN/vbuXMnSUlJTJkyhR49btc78Q9CpoQO9/7Vq7hrGAQJmzqOYKKTBadL4v/q5dwRATpHem9LuGvH0wR3o6z41ooIammu8XstJRWNJ2S7lFo1ui0z06fRbd2a8rKpRDoHNSyzE11uxZuWz5pkLW6mS9oF3pJ5IrmxrTK+ktS1qcQtjCN6bgx6UYQBxurRmQ6O/FBSQo5OS5ZWx5qjP1NcnEGIfxve3jaPpz4byrpdzxHRZhjr97/BubhoorNyqdbqcLO1ZsXOQ6w7dAqAmOw88guTWTh6GM+OfYTt0fv59foJbJXWWCksaevij0IqxyVTwbj8zvT2CUcmM6+8zc8X2b/fn5zsB1Gp6ldf+lZ8z5LKe3nVZg9tLMwT/dQCnLAXyOvpTJeeXrjZmXsoDxY6MjBhMmMkH3LRZyai0lyOpanqUoAaiZ7Pna8ybWg8v665F4lV46/5reLp6YmnpyfDhw/n008/JSsry6x9kUKh4ODBgxgMBn7++WdTzlqtZ+33ODo6cv36dQoKCli+fDmWlpb062eUHbm5gTwYCxEWL17MtWvXiIyM5OGHH0Ymk7Fy5Uozz9jOnTuJiYnhxx9/rPd8tfIdcXFxXLt2jdWrVzd6rlZWVqxYsYJZs2bxySef0LVrV1xcXLC2tubzzz//92mAttDCTdyxwdbgwSQSFi1aZFLG/tfSedpfvYK7QpJrIA+F9uftihiqdX9e8+Q/m1dPuCOWNR5qvF1KO9x67lotOu2tGWyFxRmNbrMrkNbrqVhLXJyAXN5wtw2ZWN6olw0gyc8Ca2XDciJfZPhw0ntug9uGxR9jiZXR4DHUGFC1UuExvS5s+67/NdImRjDS1pYXXN04U1VFlk7L+aoqlru68vmO5XQO7EBH355Yq2w5FbeLUL/ePH/vp/RpN5a8sip+ioqhWqOhnYcrKrkMgyjSrbUP1pJq1JpzzBw2nq+jfmpwfVK9QEiCA5NkffH38Ku3PSFBZP+vXamumtLgtWtT9gWvVE3iedsTtFKafxXWCHDSFrK6OxHeywtPB/O8w+hyKyYmDKO7+gP2e89HZ+Nltt08XBpQL1wKMLj9uAbP63ap7TSgUql4+OGH6d69Ozk5OZSWlgLw+uuvc+DAAcrLy7n33nub9GCB0Qjr3bs3ERERODo6olarTZIbbdsa3w+1aS+fffYZubm59OzZk3vuucfUlB1Ar9cjk8mwsrKipqaGrl278sUXX5iKHmqZN28eCoWCr776iu7duzcYoantPzp8+HD0ej329vYsWrSI2bNn8+uvvxIVFcWsWbPQaJoWr26hhX8yd9VgA0hMTKx3F/avw7sLuIc2P+9vik4i47NOo5hkA1Flibe0j7ZYS/qn6cQ+EUv0I9Fcf+U61SmNG3kVsRVcnXm13l9NVl01ZdGRIpLeTCLm8RhiHo8heVUyVUm3ZvjU8kReKKrf6gs4/xHyZPUrJZtDV3NruXNFxVkgbVjRXhAFvBwbrhgURTDouzZ63Ka8bHkSkeBGtNkAZlzvR6FHw8Kt067sZaZ9R2xCbXC71w27rjckQQTQlep4JvgiiZMieMDBgfG2dnS1sOAHv9bEamrwkMlYWRLH2gcXEeDREScbD/JLM/FyCmBK34UEuBuLJdbOf4bZfbvhaW+LpULOyYRU00mXF8eRV1HI29Nf4L8TG5YLsiqRMCg5gJFuvbCx/n3uncD583JOnhiBwFgkEnPDS4KejqVrWVHzAIvsIut1kNAKcMoGUiMc6NzbCx8n81hqXo2cudd70LFoJd94voja0bw7hDFcerheuDTUJZR2Tu0ae0maZebMmUyYMMH0ODw8nOnTp6NUKqm8IWlz9aoxReD9998nNDQUGxsb9u3bR0JCAu7u7iQkGL3S7u7ujB8/Hnt7e8ConVZdXc26des4cOAAoijy3HPGfq9ffPEFc+fOJTk52bTvkCFDGDt2LCkpKaSnp2MwGJg3bx4XL15k9+7d1NTUYDAYqKioYPfu3RgMBs6fP28Syk1PT0ej0fDWW29RXFzMZ599BmB241+bk1ZUVMSoUaO4evUqvXr14vHHHycsLIzAwEASE2/tu6yFFv6pNHzbfQssXrzY7LEoimRnZ7Nr165/V+P3xui9ALY9/Fev4raJ9WjHUhcn4spuPd9LX6knaUUSViFW+D7ti8xGhiZfg8SyeXs/aGUQElXdPJlt3VuuMq4Su+52eEzzQCKXkL8nn5R3Ugh6Mwi5g7yhw5nhp7NnwLbEuyrjq3fyIC9f3/zE36FR35rBJooGBCspYlnDNzUeMieSSG1wW0KCM/4BDR9XJpYz2fIqH5Y2bAT8ZivSwdOWa1n1PZGiKHBvzkwO2CQiK8+st31x5G7ywkeaybsoXBVURFdg28WWFwIv8vqUCE699R2DbuRDRVVX08vSCkEU8fj+ZSxRYmflSEpeHHq9DqlURnax8TyL8sJp07Et/tEJZJeUk1xQl+dXUF6JrUrJT1GrGdJjNg55TqBv+BX3SrXgXkU3rvjmE5kZbfL0ANTUiBw7Zo+T02TCwlKo0RyDm945UlFN15IVdBZsOG33PJsr21Giq9tfj8Bpa5B0sadrtSNlccWk5Ne95tV6KS8ldeAlOvCETwpzpTuxzzlltr4OmVd4M/MKi61dKeo5g7tFRkYGmZmZ/PST0RNZUFDA6NGjTa2cqqurmTt3Ls899xyDBg1i3bp1jBkzhs2bNxMQEEBJSQllZWWsWrWKJUuWoFQqkUqlfPDBB8ybNw9fX1/eeust0/N98803BAcHEx8fz7Fjx0hLS0MqlXLq1Cny8/NRKBSMHj2aqqoqVq5ciUqlorCwkJiYGDp06MCQIUN45JFH+Pjjj5HL5Tz99NNYWFiY8hgtLCzo0aMHK1euxM/Pj4KCAp5//nnA2Aj+l19+ISYmho0bN7Jv3z5at27N119/zblz5xpsl9hCC/8W7tjDFhkZafZX26Zq9erVvPvuu3drfX9f2k0A+9v3xPxVaKRK3gsbzVQLNXHlDRsEjZG/Kx+5kxzvOd5Y+luicFFg3c4apWvzOmUyGxlye7npT7hJHMxnng9Og52w8LVA6anEa5YXiFARc2tFD8t+80IsKb2tc2mOiohx3El71JrK8lueKzZcuAmAa0V9wdtaMjNFlMqgRrdHlK5q1MtmEAQqQ2xNTdF/T0q1ihekTyPeSJY/lqpj7OYqPFeXI3mtlG7f7aL7TcK6Np1tKD5aTPGxYtRZah4+8gspOi17y8ppHx/HlepqzlfXeUuHleeSlBONwaBnwRfDefLTwZRXFwOw+dga8jJaMXrQs+gMBsqq1eSXVxCTlcvB2Ov0CvTFYNDz66nPOavbh+DYuDEv0wiEJbhyn1VfvFw9620vLDRw4EArMtJnoFLVb7slE8vpU/ISa/RzmWWXhtXvvKEGQeCspUh8mB0d+3k3KFD8YbofnVOe5Cnb98jwHo0oMb8vdhaktGk9uNFzuF2sra0RRZEPPviAM2fOMGzYMI4fP05NjdGbXVVVxQ8//GCa37t3b0RRZODAgaxbt46ffvqJw4cP89133wHGnDc7Ozs++eQT2rVrhyiKJk23bt268eWXXzJkyBDAWGl6+PBhDhw4wKBBgwgNDaV9+/b07NmTLl268Ouvv1J1Q6qmNr9s48aNuLm50a9fP+655x7mzp2LjY2N6TnA2CpLq9XStWtXFixYYIrajB07lqFDhzJv3jwmTpzI/fffT/fu3SksLDQJ77bQwr+VO/aw1apQ/79FKoMeT8De5/7qlTRLpE8YS+1UpJQ0nufUFOVR5Vh3sCZtXRqV8ZXIHeQ4DnLEcUDzlZTXX72OqBVReipxGeeCdUjjBomhxoCoF5FaNS9O/GhBRyxPRN7WedwK+Q4d4DbT+QSJAU31rYdytTIN8kbulezzZMgsZI2mFVRVhiKVNVxgYfSyRfNhaf2m7QCJMpF+ndw4G9lwH9itOe4MCnyCkRnvUqkR6eQmYVZnOfduqUZm0PFu3FkeCgrlKlexamOFwlVB3k956Ep1KNwUWIfbMNqvA0d/ucD1mhrK9XWW7z129lyuVvN9aQlyqQKVwory6hJAJMzfGI6Va/wZ3vUBdp3ZxOp9x7GzUNE3qDUD29a5FZNTIknPiGZY90ewybaiMfeqbb6MEUJbUvx9OFV4mWq1+YuanCySnBxOWFgojk5H0GiyzbYrDQUMKVlEb1krDtg9z/Yyd2pu0lETBYFzFiJ0tiNcbY82oZSELHOj/Zc8F37Jm0a43TiWux6lXc5PCNpK6DYHpM17kG+FCxcuUFVVxa+//moyomqLCYYOHYqXlxeXL1+msLCQe+65x2zfs2fPsnLlSg4cOEB8fDyXLl0iLi4OgIiICM6cOUN+fj75+fm0atWKZ555hk2bNpGfn09QUBAWFhZ8+OGHfPHFFxQUFKDRaLCwsCA3N5fBgwezZMkSPD09MRgMdOjQwZRf5uHhwe7du03ryMjIIC8vj8DAOgHkkJAQfvvtN2bOnElJSQk7duwwW7tSqeTLL780E9MFzDyBLbTwb+OODbYWgPAH4ejb0IRUw19JlcKK9zoM5LuSqxgq78BtdANNnoaiQ0U4jXDCZawL1UnVZH+TjSAXcOjdsBSF3F6O50xPLPwsEHUiJadKSFmVQuvnW2MV3HBlXO7WXOQOcqzbNW7UAXjr7BjyQ/Jd72gqKlRkF8qA27tWCgv9bdl4aqqR0/A1kOoFPJ3cScttuDghOtqKTp1liGLDBp0xl20D+dqGz+GsixRPBwuyihte8WPXIzgVMIKR7GVkUK1RYZxrrS7j47REauv8nAY74TTYvAL1JGWIF+xwTC9ioLX569jbyoptpSWc6dGPhMEvM3PlGLS6GsL861pMKSQ22Fu78unzy8mI3oVBXz88rdNp2H1yHW2DetPZaiBiacMVvYIo0DrRGi/LHlz0zuJqRv0q6MhIGXL5ELp3L0cm349ebx7attClMbbkcQYoQthj+Qw7S+35/YouqkToaEvnIHtILCUuwzzsfLHUhtGlY/BWDeUdv/P07HrnOpW1Mh6/5z//+Y/JYANjIULHjh1p27YtP/30E99//z0jRozg448/ZteuXYCx4nPRokVIJBJsbGyws7MzdRcIDAzk7Nmz/PTTT0yePJl+/frx1Vdf4evrS6dOnbCzs0OhUDBy5Ei+//579Ho9L730kqm7waeffkrfvn0BOHHihNlaDx06REVFBR07diQ7O5slS5bg5+dnqkRtoYUWGua2DLawsDBTnkFzXLx48Y4W9I9CYWm8Wz626q9eST1Ote7O65YGMovvQkK+CKrWKtzvMybEW/haoM5UU3SoqFGDTemhROlRFzK1DLREW6ilYE9BgwZb/u58Ss+U0vr51kgUTUfql5/xQSyOuvPzaYTqbqPQ1ty+YXsrjd9vpkpXik0jBhuAp8KZNBo22EpLRZTKMNTqcw2vRSxt0sumFsC2kzNZR9Ibff4JGQ9wwuEaipKkettcS42eKAtZw90aANIVFTi72XIq39z4OVlZSXuVClVBBu1/ehpBMGBtYY9SXnesuIzz+Lu1Jy89ELeghyjN3k5VaXGDzxOXcJIU1SWGdZ2LRWbj7fAUVRJ6XPcm0NOVk2Is+cXmPXG1WjhxwgY7u3vp2jUDjfYIvzfabTSxTNY8zFBVN35RzufXMst6NwxRKgO0t6FjoB3ypDJi0szD9RlqJfscp9HT8vY0/n7PiBEjsLW1JT4+noSEBORyOStWrCAnJ4fiYuO10uv1fPTRR0gkEqqrqxk5ciQGg4HvvvuOxx57DIlEwowZM3jxxRd54oknSEpKorq62qTRJpVKmT59OuvXrzcZbEePHkWv15tClHq9nvHjx3Pw4EHUajX79+8HwN7ens8++wwPDw/S0tJM+Wd111vLiy++SFJSEjY2NvTq1YtvvvkGufzueB1vRhRFU7VqCy3807mtHLYJEyYwfvx4xo8fz/Dhw0lMTESpVDJgwAAGDBiASqUiMTHRTAPoX0/3R6GJH6//NWUWdrwSPppHySazquG2RLeLzF6GytM88UrpqURbeHuGikWABZrc+mX3BXsKyP8lH79n/FD5NJHgBTxc1AGrY1G39by3SlGrhnWpmkMuvz0pgbLqwia3u1Y37WEsyA9scnu30ndwbiSXDSBKaSC8bZ1grjr9Knk/vEbGhw+S+vYYUq6c50ndYkR5XUVktVYkKkdPVM4N/9K2TOKfjufqzKtkf5NNztYcMj6rMzJL/fSk6jREJFyjU3wcgxKv80NpCbMcjcbK1eICqmqqKKsqZH/UZnKK09gftZm4zIsM7GjUOSzOtUduMx3X1o1XU6rVFfx8Yi1xlpEI1k3/KDtnKRibF0ofny4NGgelpSIHD3qRkjIdlapzg8dwUJ/jwdIZrFF9SF+bht//V5QGLoZYEzDIhw5+dTc0cqnA3H715T1uF6VSiYWFBX5+fowaNYrS0lK6deuGh4eHKRwaHh7OlStXuHTpEr/88gvdunVDqVSyePFi1Go1Tk5OhISE4Ovri7OzM23atMHOzs5UqFFb4blv3z48PDzYtm0bEokEtVrNhAkTqKmpobKyEmtra8LDw9Hr9bz//vuAMSx54cIFQkJCGDFihEk8d926dbRu3ZoJEyag1Wp56623yM3NZfv27fj6+qLX61m8eDH29vY4OTmxZMkSft85saamhvnz5+Pq6opKpaJPnz6cO1d383LkyBEEQWDfvn107doVpVLJ8ePH//A1b6GFvwO3ZbC9+uqrpr/8/Hzmz5/Pb7/9xpo1a1izZg2nTp1i4cKF5ObeHUPhH4GV89+mXdXBoL5M8GvNjuI7y1VrDMsgS2pyzJuba3I0yJ1v745YnaZGZv87kdPd+eT9nIff035YtG7a8PXQ2zDihz9PGDOrqmFvYXNIpbdnsJWUNf35cMxT1NOqupmrV2VIpfVbR9VS62VrijgfFfaWxtdP1KiRu/rjOGSeafuvBY5857LA9Dix2EDYp5WEfWr0msWnVaAt1CKxMq5TV6JDU1h3HWoya8BSgtLBAgQBtcGAAHjLjZ6wbaWlBCmUrPZwJ/Laz7z1w1xOx//K7MGv4OdW5x2sqZRTVjqcVh2HGZuGNsKl6F/ZlfwJWs+mPaQSvUDbBHsmSfoQ6NlwRWF6msj+XztSUjINhaJhwWLX6kPMK5vC25Zf08Wq4eeMlhs4H2yJ7yAfQgMcuSfMCy/7O7+5mzlzJocOHTIb27p1K+np6QQGBtKjRw8yMoxGs1arJTAwkMDAQEaPHs1vv/2GWq0mLy8Pa2tr1Gq1KU9yw4YNZjliR44cYeLEiXz22Wd06tSJoUOHEh8fz6BBg0xGWnZ2NqIosnLlSo4dO0aXLl1M3Qx69OhBTEwMnTp14plnnmHAgAFoNBpTK6mYmBiWLl3Kiy++aNaZYPXq1axfv57//ve/nDhxgqKiIrZvN+/Pu2TJErZt28ZXX33FxYsXCQwMZPjw4RQVFdWb99ZbbxEbG1uvlVYLLfxTuePm73Z2dpw/f56gIPOqtYSEBLp27WoSbfx/QVESfNAVxNuXg7gbFFq78FabruwrbvpH+k6pSqoi6Y0kXCe4YhdhR3VSNZlfZuI10wv7XvYA5GzNQVesw/sRbwAK9hWgcFag9FIi6o05bAW7CvB50sek5ZW/O5+8H/PwftQby6A6b45EJUGqql948MXpUGwP/zmhdk1ID0643ZnUgqtPOmmXt97yfDtbV0Y4zWpyzi7vaLILGi4OABg8OBON9lCj27WCHc/IN1DQSC4bQM9yiDxlLuOR+vYYXO55Ccs2PQE4GPgDgXM3sP1+Cya0rW+gh2xVku9lwGNanaBu0ltJVCdX4z7ZHachTkwtDeGe/17jiaRELAUJr7m70z/xOk85OzPDwehxq+o5jkj7UdRUN/4ZcvIsoCDlR2oqm64ijug8Hn9Ne8QmjlVLdis1x6uvUFbesPCyTAYR3atQKPaj1zcuzpxsM4PNhglEN1J7IhXgeLe2+Fs17UFuilqDLSsry9Qwvbay8pFHHmHnzp04Ojpy5swZFAoFc+bMYe7cuVhZWREbG8v+/fv54IMP2LZtG5MnT0YikRAREUH//v2ZMmUKDz74IBMmTGDZsmWm5/z888958sknkcvlKJVKCguN3uH333+fBQsW8OyzzzJv3jzeeOMNvv76a7RaLZGRkVhaWhIcHEx0dDTt2jXsIX3iiSfIzc01VbB6enqyYMECk+abTqejdevWdOnShR07dlBZWYmDgwMbNmxg6lTjTbJWq8XPz4+FCxfy7LPPcuTIEQYOHMiOHTsYP378HV/rFlr4O3LHsh4WFhb1kknBmGB6c3n2/wsc/aHd3VEtv11+CRnEBC/3P81YA7D0t6TVU60oPVPK9Zeuk/9zPh5TPUzGGtT3sIh6kZzvc7j+ynWS30ymKqEK30W+dcKrQNHBIkSdSPqH6cQvjDf9FewxzzECeLC4/Z9mrAGUtB/S/KRGub2y0tKyPGgiZAngZeHS5Pb0dK8mt8vFUiZZxjQ55zcbaNfKrsk5E1ImNLndrbKIdsoGWl8ZQJAbPWLf2sXy/ZxAVDIZF6ur2FtehkYUGWtb99yWv/1Mt+ufYWPfuNe2MMsZK6eHcPJuOqx4Nuonfs3egMGj+a83jzQV95Z0patPxwa9mjodnDppyYULE5DLhyEIDYddW5d/zQuV9/GyzUECVPWPc4+rwx8y1m5m4MCB2Nvb4+HhweTJk5HL5Zw+fZqjR4+SlGTMOzQYDPz3v/8lIiKCsLAwXnnlFTw8PNiwYQMPP/wwzs7OWFtbc+7cOT7++GPCw8PNvFSHDx9m6NChLF26FI1Gg1qtpqioyCTKa2tri4WFBVu3bqVdu3ZcunQJ/U0FIt988w2dO3c2M9aaaiVVWlpKdnY2PXv2NM2XyWSmPqNgFGXXarX07l3XJ1YulxMREWHWOxUw26+FFv4t3HEm5sKFC3nssce4cOGCqXfo6dOnWb9+PUuXLr1rC/zH0P95iPn5f+Zly7H34vXWHTheEtv85LuAbWdbbDvbNrrde6632WOXUS64jGra6AheHXxLz+1qsGLstsy7XhV6M7lSb6hX/3driOKtNX6/GcFKiljSuPfLTdP4tQa4dk3Ep5UnGk1Wo3O6l65ii3wDhU142Qra2KDIKkejM59j0FSjK86mNtsuqVxBVI4ORwuBVnYSXjigJrPc+IqE5adg4TCRH6KMuUSGGgMyOxn5O/OR2cuw6WjDhrQLZFSWI+gNbCstZbC1NfZScy+qIuEi4cWvETv4FfJyG34tqsqVCNJx+LSPJD36aKPnVVScxdZTb9Gn6wN4l/shahq/BlKtQOcEV/ydnfjNMoH0vPriweVlIocOuuHlNY127aNRq8/XmyMgElL2Ea8Jn3HJdjHfqnuSqTEgFWCxX8MdLO4EKysr2rdvz4ULF3B2dub06dOIooiHhwcvvvgiixYtYt26dQQFBfH4448zaNAgPvroI8AY/qyqqqJbt2689dZbSCQSpk+fjpOTE1qtlmXLlpGamsqoUaOYN28eTz75JBMnTuSll17i9ddfN7WIAqMg79q1a00dF4YOHUpISAidO3dm8uTJPProo6a5W7ZsYdGiRaxevZqePXtiY2PDO++8w5kzZ275vGuDQb8vfBNFsd6Y1V3o0dpCC3837tjD9vzzz7Nx40YiIyOZP38+8+fPJzIykg0bNtSrCvp/gWtbCL976uWNISKwpf1Q7nG1/Z8Za381Ky4EIubX97rdLfQu3hTk3bmhLepvvw+rQdV0rpVTbnOixAJabXiTM4xetrr3iObSBYpfXED+pKHkDgpDfeIwaVKRTp3rt63S5CSQvWE+2RvmA/D07lLCPq2k8yfGcGR2hUhaqeHGSmB51H4SX00k8dVE1ClqtIVatPla0tamET0nmqxNWdj2tcMgFbhYXc29dvYNrllakEn7HYvw82y8vZ2ol5Cf1QWfjg8gVzbttTpxfjOHi7eAW/P3prYFUoalBzPEsweWFpYNzsnMNLD/1xCKCqejVDacAyeIOjqXruItzTSesrvCo162+Fs2LzLdGDNnzkQQBL766ivS09P56aefOHr0KIIgsGrVKoKDg009PhcuXAiAm5sbgwYNYvny5WZ5YmAMI9Z6u8LDw3nyySfJzc01ec/Onz+PVqtlwYIFfP/99/To0eOWKjinTZvG999/z2+//UZiYiJTpkwxbTt+/HiTraTs7Ozw8PDg9OnTpjGdTseFCxdMjwMDA1EoFGaRHa1Wy/nz5wkJabgquoUW/k38oVrnyZMnM3ny5Lu1ln8+A16EKz+A5taU+m+XNOfWLPP251xpfT2pfytTS0OwP3Ch+Yl/gPJu4xBvr4WpGfpbbPx+MxqpBiWNCwQr1AIuns7kFzVuqF6LdySoTaObAehR9g5b5esp1BoQ1dXIA9pgMWIcpcueMc054yjBz9mStIK681C1CsX3uZ0AGGoqyd6wgAgvOZUFRu/ThgnG5PkBG4w/8llFNXjaStF42VGj0uK7wNe4r8aAvlKPzF5G7tZcZK5ynnxlKL2/zEMsbTgnTKippvXmhVhOWkZMnnODcwDyMzyw85qJrnInJY3o1gHk5iWyJf8tBnV/COdCN9A17qsVRAG/JCs8LboT5ZPN5fS4BudFRwvExvYhIqIrFpYH0OnqS49IxSp6lb1Jz3YHG32+W6VWyuPEiRMEBwdTVlZG69atyckx5jnKZDKcnZ1NguazZ89mxowZ6HQ61Go1lZWVWFlZUVFRgUQi4bfffqOyshIbGxuSk5OpqKgwfZcHBASg1+tp3bo1rVu3Zs6cOSYPXVNMnDiRxx57jMcee4yBAwfi5VUXtg8MDGy2ldSCBQtYuXIlQUFBhISEsGbNGrNG8FZWVjz22GM8++yzODo60qpVK1atWkVVVRUPP/zPaxPYQgu3yx9u/n7hwgU2bdrEN998Q2Tk3Vee/0dh4wa95t/1w+oFKV+FjuBeexnnShtWuf834myw4p5tf37Fcb79nTfhBtBpbq2P6M2oxeb38bJybXJ7To6IStW0Z0FuKGbyDS+bsnsfrB9+AlU/87ZIGgHkHZ0aLcIs3LsOq5D+xDn0xiCr73kSRZFpP1bzen85g610qKR13iSJQmLsC6uHsvNl2ITbcNAihXWzXBAc7BtdtyCKuG95lS4WV5BIG68OrSi2RCvei1fbpiVZRNHAwdNf8lv1ToRbqG5WVEuISPDiHod+uDo2HNo3GOD0aRVnz4xFJh2JINQ/rrfXDFSq+i2ybpdaKQ+pVMrhw4e5cOECP/zwAx4eHnh4eBAYGIizszODBg0CYNy4cVy4cIFhw4YBmEKZSqUSQRB4+OGH6devHx06dDAJ8e7YsQM7OzsWLFjA4sWL8fDwICcnh2PHjrFggbFi2M3NjXbt2hEdXT9nNjU1FRsbGy5dusTp06d55JFHqKgw3rzOmzcPFxcXxowZQ6dOnVizZk29/Z9++mkefPBBZs6caQqb/r47w8qVK7n33nuZMWMG4eHhXL9+nX379uHgcGcV3i208E/ijg22vLw8Bg0aRLdu3Zg/fz5PPvkkXbp0YfDgweTn59/NNf6z6PUkWN+9fJUEt2BmhPblP+UxqPU1ze/wL2JFVBBibt6f+hyi0oLsguZbYTXFrTZ+v5lKTUmzc9x0TRcEAJSV1e+H+Xu6l72Do6zxj7qhuoqotFgCrIxeIl1pLprcJHRleVRc3o86/Sra0lz0okCq3gmDhbNJk61CI3IoWY9cCj19pKi01XTSaBHSoPR8KZo8DZXxlaSsTkEURVxGGo2foxaprJlpj8S5aRFZuz2f0L1iN0rLxl8jvVZKYW5vWoXei7SZ0F1axlW2XlxJqUcpNNJX9WacsuWMyelIP++uKBQNi/NWVoocPuzMtfipqJQ9TOMymR1+fne3v2V4eDiiKNK/f38WLFiAXq+nR48eeHt78/jjjyOTyfjpp5+4//77adOmDeXl5u2y5HI5crkcDw8PSkpKqKys5MknnwSMBWOnT58mKCiIb775hvj4eKqqqti9ezcbN25kwIABnDlzhk8++YSDB829hlVVVYwYMYK+ffty5coVfv75Zw4cOGA6tlKppE+fPqhUKiZNmsTZs2c5efIkUVFRN10vGe+++y6lpaUUFxezevVqvvrqKzPJEZVKxfvvv09+fj5qtZoTJ07QrVs30/YBAwYgiiL29vZ39bq30MLfgTsOiT711FOUlZURHR1tyh+IiYnhoYceYv78+WzevPmuLfIfhcIKBr4Iv/wxT5tWIueL0GF8Xh6Htqy+4vy/nUllwTjuq5/YfbepihiDromE9FtBU3X7IfCyqkI8adXkHJf85qsKo69aEt5FjigaPSiXL1ez5ftSEhJqKCzU89prbvTuA5Nt4/iktH78VBN1nuLFcwGo/QkuPvQFABZBPanJjEXpGUxNRgzViecQayrxet+LnKzfGan5MOqbKgb4ybCqqeSpChnzf8ynJq8GiUqCTagN3o94m/WJ/U2VwcoHPXlukwQxr/HQr8WZnUQEZnKp42OUFTcu1pyX7otz65lUFu6gorDxm0a9XsfeU58Q2LobXR2GIzZxTACJQaDNdTt8bHtxziuNa5kNfx5zcgzk5AQRHBxEq1an8fGZhFxu3+Sxb5WdO3eapDysra2prq6mpqaGAwcOcPbsWWJjY6mqqmL58uUkJyczduxYvv76a86fb/4zVKtTVvs9/umnn+Lg4MDRo0cZM2YMBw4cIDY2lpSUFLy9jcVFb775JiNHjjQd45tvvqG6upqNGzeaEv7XrVvH2LFjefvtt3FzM+ZJWllZ8cUXXzRq/LbQQguNc8cetr179/Lxxx+bJXu2a9eODz/8kD179tyVxf1jCZsBrnceZov26sj97bvzUekVtIbb6ybwb8DBYMHk7U13A7hbFHl3a35SE4iI1NyBwVZc2nh1Zy2qCgkOdk2HeioqRJSKLqbH6moR/wAFTz5lnvvVoxkvm9NXO3D+YT9Dvz6A9xNf4/P0j+jLC7DvMxW5kzcYdFj4d0Xm5IOmw3gUchnHZ1riZy+we6oF4qu2pCysE/Oda5HEL+8MpuN/OxKyLgTvR7yNodHfcV6ZxfIZSgSP+oUPNyO/HknYsVdxc2/aG1qab4NE8QDugZ2anAdwPfkcP15ZTaWn2lg50QwWZVL6JbZmjGtv7G0b937Gx8PFi6Pw8nqw+YM2wc3FBgaDAYVCgZeXF6dOnaJr16506tSJqKgovL29adOmDZ07d2bNmjW8/fbbdOjQgW+++YbBgwc3+zy1eWK13Q7s7OyoqKgwSW7ExsbSqlUrk7EGmMlv1M7p1KmTWXVm7969MRgMxMfX5dx27NixxVhroYU75I4NNoPB0GDlkFwuN7U3+X+LRAJDX7/t3dRyC1aHjWGasoKEij9P0f/vzhuXgxGzGheNvZtkVzUfdmwKpUrfYIPy5igoaryX58142TSdxwaQm1unSxbR3ZLZsx3p29dc1kBuKGKSVcMJ9AASB0ekjs5c9nKic0d/0GnQ5CRQtP8Tys5sQ19ZTFXsMXSF6RTt/wTBNZDXzlmRUiIydnM1stfLkL1exsZLWn6O1yF7vYzWp4/ynFXz0i2XFbm8Ok2C4N10rpe0MJt2Py5ssoIUQKOWUVw4iFahYxCa6BgBoNFWs/Pke1xVnEGwvbWAg3uainuKu9DdpxNSacMG5NChw5BK/3hvzBEjRjB58mSGDh3K559/Tn5+Ph9//LEpNGlhYd45YdGiRWRlZVFVVcXevXsJCwsjNDQUOzs7dDodM2fO5PXXzb+btmzZQteuXXn33Xc5deoUUVFRODk5odEYdRUb0la/FWmNhua2yG200MKdc8cG26BBg1iwYAFZWXWegszMTBYtWnRLd3X/eoKGgv+AW55+3rcL9wV3YkPJZfR/UceEvwMTy9vgvPcCnxUW0i4+jrfymi460BgMvJufz+DE63S6Fs/wpES2lZaYtu8vL2dSSgrdE67R5Vo896Qk8/ONLhw1HfpQUdr0j39zyJR3tn9VVSmCsvmPn7uh+WTqmBgpMlnzhmfPsndwaMTLVvjIFPLvG0rx048SVxGDpY0NHrPX4THrfQSFJba9pmIdNhKZozces95HYu3E8QyRqKdbEzXPyvQ3LljGwNZSouZZ4WMnMPXKPmbZd2z+HOT5vDhFj+Dr3eQ8QaPG/9sFtHNpOk9WQCAvvQ0ewQ9hYWvf7PNHxx3h54R11Hjd2usp1Qp0THDmPmVfWrmZrzkgIMAks/FHqS02sLCwYOrUqUybNo0dO3YgiiKrVq3izTffJC0tjbZt25o6BkBdT838/HxiYmJQKBQcP36cmTNnmnp+1nLgwAEqKioYNWoU7du3R6lUUlBQF6Ju164daWlpZt/1v/32m9kx2rVrR1RUlEkaBODkyZNIJBLatGmmlLmFFlq4Je44h23dunWMHz8ePz8/fHx8EASBtLQ0OnbsyKZNm+7mGv+5DHsDPusPhsZ/BCqVNqxp34+txVcRK/9Madi/P3aiigd2lHC5qoqtpSUEK5vXrlqUnUWhTsdydw98FXIKdXr0N0ns2kklPOrkRGuFArkgcLSygpdysnGUSQkKGQh/sD5Grri9PqJmWEmhpmlvtHOReR5bamoqp06dIisri4qKCu6//37atm2LQDfgQL39t28v5dVXa43eJKAuVKjPzgR3L6zmzMdQWkz1zh/RRJ7leuRZvHoOQd7rcQSZAouAblTHHUfpG4ogk6OvKEadeB5R1LPZ5y3eKn0e4Ubo3l5l9KZ0cK3zPC2K3E1++Eh2Fl9t8lwT5IU8O9meVdtaQVLTHmb3rcuwGPEIkdrOGPSNf26KchxQ2U7H2nE/+SlNy+FUVZWy48RqwjqOJFgMR6xs3nizKZIyrCiYNH9vTpZcRl1TY5bbdbeoqakhJycHg8FATU0NCxcuZPfu3WzYsIFXX32VjIwMpk6dik6nw87OjitXjP2Ef/31V/R6Pc888ww2NjbExcWRm5uLp2edN9Pe3p7c3FxiY2MpKyvj2WefNfPcDRkyhODgYB588EFWr15NWVkZL730ktn6pk2bxquvvspDDz3EsmXLyM/P56mnnmLGjBmm/LUWWmjhj3HHHjYfHx8uXrzIrl27WLhwIfPnz2f37t1cuHDBLNfh/zXuHaDnE41uPh7QkwkBbdhSfAXxT9Xx/2ew4koIFWkZLMnO4jU3d2ybCWcdr6zgfFUVn3j70MvKCi+5glALC8JuEj2NsLRiiI0NAUolrRQKZjg40kap5GJ1NbnCH3+fymR3brDplc17Uq1LpNhY1+WGaTQa3NzcGDVqlNm8lBSP3+8KwIiRNmzZ2ootW1vx6jLz8GrFx6spfXUxmjPHqd7xPfKgYGQhHZGFdCDz/DEM574FwHHII8gcPam4uBNtXjJFBz7BquMQBEHKd9ke/OrZdCWkgMjrUfvpYd98eDRFVsLieyshqGFR2pux2/sZ3ct3omqighRAXamgvGwUrToObbKBfC2RV/awJ+1zdLehxtEqyYp7q3owcdBYnJ0b145rjtq8tXnz5pmN7927Fw8PD9avX09xcTHvv/8+Go2G4cOHs3v3boYNG2bqWrBkyRJTm6hVq1bx0Ucf8d133zFgwAAKCgoIDAw0O/aQIUPQ6XSEhYUxY8YM5s+fj6tr3XtFIpGwfft2ampqiIiIYM6cObzxxhtmx7C0tGTfvn0UFRXRrVs37rvvPgYPHsy6devu+Fq00EIL5txR83edTodKpSIqKooOHTr8Gev696Ctho96QnGyaajU0oG32/bil+Irf+HC/l6MqQjkwQ+v8UJmBnZSKc+7uvFQWiptVSpecG34Dv313BxSNBo6qFT8XFaGhSAw0NqG+c7OqBow9kRR5HRVFU9mZvBuxy5oe73NH7WTXXwySb/8/R3tO77PYlSZzec5nQhMJS7jer3x1157zeRhAxgy5Cg1mjrP1JDBSTeqROvyhk6eqOTVZXk4f7MTqbvRIil7byX6tGQcVn8KQMWmL6ja+jU2rQJwHrcCvcF4kUSdBn11GVJrJ0qObqD6+jk85xgFVU8HbMA989cmz6NSacPM4M7Elac2e87uemve+8UJITax2bmagFCudHqS0qLmC3ScPPMpSP6Rmqpbk2LpGX4vvtXBiOrmjWupkwr3hV0QmukT2xS1Dd7LysoYO3YsmzdvRqVSodPpqKmpwcLCgoEDB7J79+56+WAajYawsDDOnDljaoKekZFhJmA7c+ZMSkpKzKQyFi5cSFRUFEeOHLnjdd8NtFrtLXVUaKGF/6/c0TeLTCbD19fXrNlvC40gt4Axa00P9wX3Z1yrVi3G2k3YGJQ89FM5u0tKiFHXsMi56R6ktWRotFysriahpob3Pb143tWNX8vLWJ5rnvdWrtfT5Vo8na7F81hmBi+6udFh6Kw/bKwBCNx+H9Fa1IZbqy5159ZEQWs0Yc3O2bOnnLAuNjjf5AVXdOyM9loM2lhjyFJ7JRJRo8HQsw/hHeo8LYJMgczGGQx6quJPYRFUJ1Y7IWMqWrumm7Jb1ZTzUUoCnhbNF1LkSCt4YlwBhg7N5z8pEi8TdmQpbu7Nf50VZrlg7foQjl7Ne/AAfru4jQP5mzA0U50K4DAh8A8Za7WEh4fTqlUrUlNTGThwIFFRUabKz1ohXDB6vs6ePUtUVBRRUVHExMTg6OjIgw/WVafOnTsXNzc3rK2t6datGzk5OWZFBH5+fpw+fZr4+HhsbGxo1aoVn332mWl7SkoKgiCwZcsW+vbti4WFBd26dePatWucO3eOrl27Ym1tzYgRI8z0N8+dO8fQoUNxdnbGzs6O/v37c/HiRbPzFASBTz75hPHjx2NlZcWKFSv+8LVroYV/M3f87fLyyy/zwgsvUFRUdDfX8+8kYCBF3R9hYfgIntEkU1RTv43N/2eWx7YnKzGFt/JyedvDA2UzodBaDIgIwCoPT0ItLOhvbc1zrm7sKCtFfVOlspVEwo9+rfne148Fzs6sysvjUOGdG1rm3PlxKmpKTP8/nR7FrB+ep8uH9+Dzdj/2Xjtu2uZa0nBfSzCGyt544w1Wr17NSy8eJidHx/XrNVy/bhRZ/vjjQsaOSWbc2GQWLszi9OkqdDUaJlldA6Dyh29AocTynikUzZ9J7uBwNOdOoegYhtXU2Vxwl2FVmkxV/Cm0JTmo06+St3UpiAbsut9rWkdOjYIFhoWIMosG11mLS1kOHxeUYKdourk9QIGkksdGZ6Pv1HwCv6Qoh3Y/LqK1Z/NetspSFeqa8Xi379vsXICCgjS2nn6LHJcsaMQgs+zihiro7qntz5o1i+vXr2NlZUVgYCC//PKLqf2Svb09SqUSnU5HdHQ0gYGBBAYGYm9vz6FDh5g1a5bpOEOHDuXAgQNERkYyfPhwDhw4QGqquYfzwoUL2NjYEBkZyeOPP85jjz1GXJx5RfGrr77Kyy+/zMWLF5HJZDzwwAMsWbKE9957j+PHj5OYmMjSpUtN88vLy3nooYc4fvy4SYx31KhR9YR8X331VcaPH8+VK1eYPXv2Xbt+LbTwb+SODbb333+f48eP4+npSXBwMOHh4WZ/LZgjHfQyUdV/fpulfxojKgPw3HmeaLWaQr2eSakpdIyPo2N8HOeqq9lUXEzH+Dj0DUTuXWQyXGUybG6SVvBXKBCBHF1dwrhEEPBVKAhRqZjl6MRQewc2H7o7ws530vi9ltKqui4O1Ro1Ia4BrBiysN48m0IpFipzQ6hWI8vf35/HH3+cSZMmkZSUydtvVzDv0UzmPWrs+ZmTo6O6WiQszIIatdGI1WpFepa9g71MAjot5e+9ReWmL0AuRxYYjOW0OejSkqn4+jOqBLDxs6Dk+NdkffEY+dvfRGrthNu0VUhU1mZr2p3vzFbX5gWj/fOus65KjlLafFFJsaSaeSMz0HZpXtdQ0Khp/e1C2rs0/zkz6CUUZHXDp+P9yBS30JhdFDl69mtOVPwIrua1WhIbBfajb81jd6vMmDGD3NxcqqqqSE1N5eTJk0yfPh0wSic988wziKLI8uXLSUxMJDIyknnz5mFnZ8eAAQNMx5k1axYdO3YkKCiIFStW4OXlxeXLl9m4cSMJCQmUlJQgCAKenp4EBgby3HPP4ezsXC88+swzzzB8+HBCQkJYsGABFy9e5JVXXqF3796EhYXx8MMPm/qYglFFYPr06YSEhBASEsKnn35KVVUVR48eNTvu1KlTmT17Nv7+/vj6+t7Va9hCC/827rhKdMKECSbl7Raax05pxys9X2Hh4YV/9VL+Nlga5Dz8cxWiwUBPK0t+8jP/0XspJ5vWCgVzHJ2QNpAsHmZhyb7ycioNBqxueOVSNBokgLvM+Nb+rriY70pKyNQZPS+BCgUqJ0802uY9MYk5V3nv50V4OLbmhfvqwkTv/ryY69mX6s1v6+HCnL4R5sfIL+RIXBKZxaWUqWuY2bsLHbyMrcuKS7Phhq0wMKAHAwPq2hq9sn8tT/7yGl62bjzVcwZe49pwPasuDzI52fj/2NhYLl++jIODA76+vqSmXuPAwfqhSVEUeejBdGQyGDfeFoWhgMm2CXw2ZSY1vx1DNXgkNvMWmebLWvlRtmYFVtPmkBLRhVFvbyEqoXkx4yVJnegWNIHW6TuanNc5PZK3g/qyWEjHIDZdKVsqqHl0aAofSzugPNt0pSmA29bXsRg+h0h9OPomGr0D5Gd44eAzE035L5TmNS9mnJkVz9aclQzuPgvHfGfQizhMCERieXdzr5ydnfH29iYtLY0vv/yS0aNHmxUzLF++HI1GwzvvvENISAj29vao1WomTZpkpnu2dOlSDhw4QFZWFjqdjurqanr06MGSJUuoqKigsrKSiIi696wgCLi7u5OXZ94SrrYbAmCq+uzYsaPZ2M37nDx5kokTJ5Kfn48g/F975x1f0/3G8fe9N7nZO2SQITIkiCSCxt5Jo0rNEiM1WrWqRalRu1W1KfprSRRFtahW7dWgRhEziK2EiITIXuf3R5orV9a9GaTt9/163Rf3nO86557cPHm+z/N5ZBgYGJCSkqL6QyOPlJQUzM3N1Yq8CwSCwtHaYEtJSWHs2LFs3bqVzMxM2rRpw5IlS8qUGfVfoY1jG153fp0dt/7jlSD+ZsbVuki3TgBgJFfgpqceJ2Qgk2GuUOD2t7zH/EexxGZlMdsuN1i+g6kpKx7HMTEmhuHW1jzJzmbuo1i6mJmpkg4iU1MJMjGhnoE+WRKEJcRz7N4NgusXr0Kfmp7EmgOzca/mx7PUBHad+Z6zNw/z8MkddBS6eFZvQJBfCDUcr3An+iLzd0dQr3rBTM3I2/e5/TiBtL89ftdiH6sMtkdxd8m0zeKrY2vZdGEnD5/FYWGQu1X4pmcb+vm9ReT9KMbtmsP4GqPBKvf+ZGdnc+FCruHi7u5Oy5YtiY2N5dChQ9Ss6Y5cnkJOjnrd2bNn07h/PwsdHTA1yb03ryXO4Qedb3iclpYr9pwfuRwkKfcF3HA2wPiODknpJUtddL7VheNVrqAfH1VsuzbREYyvE8hnycW3A0iSZTC49TW+1vHG4Oi5Etub7vqWhg2COFP1LdJKkOd4Fm+EjrI79h5HuX/lZIlj5+Rks+ePb6nh6EPTJr0wqG1VYp+iiI2NZfLkyezYsYOHDx8il8sxMTHhjz/+YNmyZQwfPpzVq1fz1VdfqfWTyWTMmTOHffv20a1bNwIDA2nQoAFTp04Fcmtqvv/++2zfvp25c+cya9Ys6tSpQ2RkJA0bNuTo0aOqxITOnTvzySefqI39ovh5/mSAPINwzJgxrF27lnXr1hXo061bN1JTU1m1ahVubm7Y2NgQEBCgEuPNo3Xr1syYMaPU908g+C+h9ZbolClTCA8Pp0OHDvTq1Yu9e/fy/vvvV8Ta/pVMfG0iNoZCl6htSg0ctp3Sqk9cVhYx+TxjRnI531Z34FlONj1u3+LjmPu0NDZmQr6sUjtdXbYmPmXovXuMjblPWo6Enq4+5sbFJzasj1iAv2sbatjkbsVdu3+O5rXfZEznpYx4Yy5yuZzw/Z+hI2Vx9WEcugoF3g7qBtvRa7c5fec+XfzqMC6oJQDHrt/h4v3cLbuMjBS+/GMlayO3MaPtB+wb9B3Kv9XxbYytcTK3p5NXG96u24HN27f+3SeDgwcPkp6ea5BdvHiRJUuWsGHDBkxNTVEo9PhitrqxBrBzxzMsLBRUraqDX/3c7VW9nDi6G0WjF9Cc1G2bSNu/k+yYe6T/eYzksOXoNW6B7O/t5li5hLtvyckCAE8zdRiUNhJJz6TEtr0u7GKgBsK6AGmyLAY3v0Jycx+N2huc3EmDqK8wsyzZ+5WVoSA+thmO9d5CoaPZ37Fxyfcwa++sUdui6Nq1K2fPnmX16tVcvXqVNm3aYG1tTXx8PEFBQWRkZKjkOwpj0KBBhIWFsWrVKtq2bYuDg4PqXJ5Q7ltvvYWx+ThljQAAXR1JREFUsTGGhobcunWrTOvNz5YtWxg7diwrV64scC42NpY2bdoQGhpKkyZNCojx5qGnp6cmISIQCIpGa4Nt8+bNrFy5kv/9738sWrSI7du3s3XrVpExqiFmembMbjYbuazs2WT/VPQlHd79JQNKeGZWOzqpSXp8ZmfPakf1OBcXPT1WOjhy2t2D/TVdGVfVRk3S44MqVdjpUpMz7h4ccXWjZ70AsrOzVYZYYfxxeSdxiTG8ns8LN6zDbF7zCMLO0pnqVjXp0/JjEpJiuXbnDidu3sXH0Q69F37Rn7r9F6/VdMTH0R4r49zEATcbKw5cfi5V8dP5XQwP6EPrmgE4mdtjpp9r5OyOPvz8funqceH2ZRQKBffv3+fw4cOq4O3s7GwkScLCwoKEhASioqK4e1f9viYl5XDgQBIpKTlMnWqDUvn8/gQkzsE+9F0Mu/cladUy4t7pSuLcaSgbBGD60ST1+2IK7tVKThYAOBxvxjcWozVq+8GZ3+hooZnRliHLZnDjSyS20ixOVvfGOXwOTsZWgwxSgNg7NahSMxRjy+J3DGQyOUFDP0TPsPSllp48ecLhw4f54osvaNWqFU5OTlhbW+Pu7k6HDh1QKBRERUWxe/duunTpgrGxMdu3b+fgwYM8/DsTOiQkhJs3b7J8+XK1oP1Ro0YRExPD5s2befPNNzl06BDLly/n6dOnLFq0SM1wu3v3Lv7+/hgaGtK4cWPVHwMl4eHhwSeffMKRI0fUjLE8b9vWrVuRyWQMGjSIrl1zE1TOnDlDy5Yt0dfPFYTev38/5ubmauNu27YNf39/9PX1sba2pkuXLqpza9euxd/fHxMTE2xtbendu3eB7VuB4N+K1lbD3bt3adbseXZVw4YN0dHRUStbIigef1t/Btcd/KqX8cqYEe0NN0rW4iovrqanUf/qFXyuXmFm5DEGB07DzsK50LaxT/9i24lv6N/6ExTyoqUc0jJydbwexT/mwdNnNKrhWKBNVk4Oui9sNerIFdyNf0L239tHGVkZ6CueF8NuXiM3nujyoxtIksTZmMtsPPcbmTlZmCiNcHZ2xsrKCplMhpmZGYMHD6Zr166kpaVhb29PQkICwcFd0dV9vk3322+J6OvLmb/AHpea6gH2ejlx9DC7hXH/97Beuw2bnceosmEHph98gtxY3UMmyWQk1TJFV6FBpXTgs1vuXHDoXWI7GRLTIncToIGwLkCWLIf3XjvPk3b1S24MKOIfUmvzKFzsNRM5fhJrilyvNzY1izYi/d/sgmMd7yLPa4KxsTHGxsZs3bq1SCPJxMSEvn37Eh8fz6FDh2jcuDHPnj2jZ8+eAJiamuLo6IhCoaBz585qfV1dXbGwsGDv3r0olUoaN25MQEAAgwYNUvPEbd++nXnz5vHnn3+io6NTIM6sKHr06IGZmRnBwcFERDzPao6JicHFxQUbGxv09PQ4ePAgoaGhAPzyyy+MHDmSqKjCt8G3b99Oly5d6NChA2fOnGHfvn34+/urzmdkZDBjxgzOnj3L1q1buXnzpmpsgeDfjtYGW3Z2NkqlUu2Yjo4OWVllq8n4X+P9eu/jV/W/l03bMtUJp59Pl9ywHHFW6rHZuQbrnZxoU/8t1hz4gpiEWwXa5eRkE77vM4L9Q7Exdyg40N9IksRPfyynpl0domNisTUzwdHKvEA7D5sqHL95l7/in6qSc6IfxpGdI5Gcnms8NPWszzcnf+BmfG7wvb99rhD10/Rn1PiyNQM3T6B73SAA7JRWqvkVCgXVqlXD3t6eOnXq0KxZM65cufL3dYCU0wCAjRufsHZtAp/PtsXDo/BsyMaJX2BWRI3RF7mhI+HrrfmWfvcbr5NUpeTnXDcnkwWXjuFpolmmYDYS79U/S1yQf8mNAXlGOs7ff0gd6xjQwN7MSNPhaXxbHL2Dkb3gDbdz9aBJjz4azVscOjo6hIeHs3r1aszNzWnSpAn29vZqxdn37t3LuXPn+P7776lfvz6HDh0iIiKCQ4cOcfJkbrxdamoq1atXR++FUm76+vrs37+flJQUAgICaNCgAUePHuWbb75RK1q/atUqWrRogZeXF+PHjyclJYXx48cDuTptkiTh4+Ojal+tWjV0dXVV8iF9+vThzJkzKoknW1tbTExMGDJkCGlpaVy7dk1VmWPKlCl06dKFGjVqIElSAUWBWbNm8fbbbzNt2jQ8PT2pV68eEyZMUJ0fMGAAr7/+Oi4uLrz22mssXryYHTt2kJSkmaahQPBPRmuDTZIkQkND6dKli+qVlpbGkCFD1I4JikchVzC72WxMNdCj+regJykYuj0HXrJxr/xb1qNWzbq09x5ANauaHDy/uUC7tMxU7jy6wqbDixn5v3aM/F87dp5aw73H1xn5v3ZcuXcGgB8OL+b+4xsMeH0kkXfv06hG4cZdOy83atlWYfG+I4z7MTfRpGbVXKMrL3D7o879cLasTotv+lBjTmsm7c0VWVbIFKzuNpvNIUupbmaHrlyH777PrdFrYmKCubk5ly9f5uTJkyQkJCBJEqmpqdjb22NiYsKNG1XZuOEJ4WHxjBlTBVtbHeLjs4iPzyI1VT2gXC8njm5GJVcUyONEFQX2FsXrreWRmq2gz9Mh5BiUHJhvlP6Mr25FU03DGE9JBkN9I3n4RgON2gNU/XEm/rqnUGgkcCsj9m4t7Gr1w8Ak9+dUz9CIDh+M1TjOrSS6du3K/fv32bZtG4GBgRw8eBA/Pz/Cw8OB3CxgBwcHNY+Yl5cX5ubmnDx5kg0bNvDgwQNq1Ci9rEj+DFA7u9w4zOK2GVeuXElgYKAq0Sw4OJjk5GT27i1Yy/ZF8nvLCiMyMpI2bdoUef7MmTN06tQJJycnTExMVBImmnoFBYJ/Mlp/6/Tv37/AsTx9IIF22BnbMbXxVD46+NGrXspLYer1ehB94pXNn+j3BjzL/aMjK7ugrIe+0pAJ3b9VOxZxcRtX759hYLspWJnY8sPhJZy//Qej3lzArdgTZGXn4OdUrcBYALo6Cno2rEc3/7o8S0tn5q/7MdHXQ09HByO9XC+1UieHlV0+49DNE/T5YQz3EnNjk7KlbPpsGku3OkHcfRqDrUkVHsfGoVAocHBw4Pz587Rv356TJ0+ye/duFAoFOjo6qq2y27clfvklhcxMmD5N/Zdv337m9O9vqXas6bM5/KjzNU+zipfYAEiTgUk9Kzj4V4ltASITjZnnMJoxaZOQlSDhUSXxActjjehnacaTjKcajT+i7hnm6zSk+lbNni3T3atoVP8vTtt2LTGDFCD+gSX65v0wttxNQLdumFW11WgeTdHX16ddu3a0a9eOTz/9lEGDBjFlyhRCQ0ORJElNpiMPSZKYMmUKGRkZ1K9fH2NjdU28TA1ka/IoLAP0xSzRPLKzs/nuu+948OABOvmM1uzsbFauXKlWiaEwXiyn9SL5i86/SHJyMu3bt6d9+/asXbuWKlWqcOfOHQIDAwtknwoE/0a0NtjCwsIqYh3/Wdo5tSPEM4R1Uete9VIqlCZpDtTceualz7vg0SOaGRlhp6vDxRQFv51YSXTMWYYGfw7Az8e/5WlyHP1aj0cuk2Nvqe6pMDYwR0ehxM7CmU1HlnD25mE+eHM+1qZ2rD+ymzrVbFTGV2GkZ2YRl/S8buXVh3E4W1vwNCUNCyMDFv3yHTlP9Vn4xkTujvudK49u0nPDKILcmtHTO5hvTv7AlUc3+S30GxzM7NhpFYW/vz8nTpzg8ePH9OzZk8ePH7Nt2zYaN26Mqelzj+133w1Drtii0X1SZsfS3eQ63z7VzFNzVk+isac1p6MKZv4Vxld3nWnuNpBGd78psW2NR9dZou/LYD090rI1C4D/yPM0cxQNcf5JM6NN/9RuGjjf43z9D3jyuGTjJi1JiUfb93Fr6KbR+EURGhrK6tWrCxwPDAxk586dQK4HLa/Wp5eXF3fu3OHu3bsqL9ulS5d4+vSpqjTUuHHj1ERrIddTld8QUyqVaolhMpmsVHIav/32G8+ePePMmTNq26qXL18mJCSEx48fY2VVepkTb29v9u3bp1atIf8ccXFxzJ49W3Uv/vzzz1LPJRD80/jvpipWIsb4j6GhbcOSG/5D0ZHkjNwhBy3+6i8vHmdnMT7mPsE3bzIpbCy3Yy8zNPhzPKvnbs0kpjwmPqnkLLMfDi/mZPReQttMRF/XkOsx57ly5zJ+js+9a7+du8z645Gq94+eJbHv8jUW7DnMgj25WZ/xySlcefCIXRdzS0NdvXeL8w+ucPvJfY7fPcvYnbNJTHvGTxd3EbJxNOnZGWztswwHs9ytKnu93NqMffr04f79+yxfvpydO3fSqFEjmjZtqrbmqCgTtPkRb/JsDmYKzdtHOehhroVgbO9rLUiwbaJRW5+7Z5gts9Uqm/pj99NE99T850j31kXq7Z+EnV3Jc9i5mtH4rZoaj10cQUFBxMTEcPHiRZo0acKSJUuYNGkSN2/eZNOmTcyZM4dOnToB0LZtW7y9vQkJCeH06dOcOHGCfv360aJFC9X2YuvWrfnzzz9V1QumTJmi0unLw9nZmePHj3Pr1q1C5TU0ZeXKlXTo0IF69epRp04d1atr165UqVKFtWvXlv7GkBvjtn79eqZMmUJUVBTnz59nzpw5ADg6OqJUKlmyZAk3btxg27ZtQsNN8J+ifAIxBGVCR67D3BZz6bW9F/eS7r3q5ZQ7U2/6ILv8arZCZ9rmGjpJrUI4ITUucL5vq3HF9u/g358O/v0Z/nVuXM2iX9S3r5PzbcUkpqWTkPK8VFWOJHE55hG6CjkKuZyaVazo4F2LqqbPt6+aulZnd+RftPm2H4ZKA1q7vMb/Os/C1qRwWYmqabkeNAcHBwYNGlTs2uPjJfT165GWpplnU5kdSzfz66zU0MuWIIMAXxvOHNFsazRbktMtdgC7jW+gSIopsX2b6Ag+qdOeWcmXS2ybx0SX00zp3ZDa32v2vCkSYvH4aRSG3T7j+n39QtsYW+gR9G5d5FoYs8Whp6eHra0tFhYWNGvWjLCwMK5fv05mZiY2Njbo6uqydu1a/vjjDxYvXsyZM2do0KABzZs3Jy0tDWdnZ7Zv364az9/fH5lMxqhRo8jJySEnJwcvLy+ioqIwNjbG1NSUgQMHolAo8PLyIjU19xmdPHkykOvV0iQG7OHDh2zfvp3vv/++wDmZTEaXLl1YuXIlH3zwQanvTcuWLdm0aRMzZsxg9uzZmJqa0rx5cwCqVKlCeHg4EyZMYPHixfj5+TF37lzefPPNUs8nEPyTkEmitlSl4Ur8Ffru6EtqVunrU1Y2GqVXY8zSGKRXHGNyu/e8In8hl5aqDpe5c+63Mo/zdt2JSEmaJWJk6kl8Jz+gcUm4+vUzMTTaoPFaMhRVGSX7mqfZJcey5eEXlcSlO5rFmwGE2N1n5tPxyHI0u+ZFvh349sl5jccH+OQvX3zX/qmq1KAJj7pO5Hy8PeTrotCV02WMH1Wdyic5KDQ0lCdPnqi2PPOTZ2g5Ojry5Zdf8uzZM0aPHs2JEyfYsmULnTt35vvvv2f48OHExMSoskIXL17MggULuHHjBjKZDGdnZ+Lj45kwYQJdunRh165dfPjhh+zYsYN27drx6NEjqlatSlhYGEFBQSgUCqpUKV5IWiAQvHrElmglwsPSg+lNppfc8B+CAhkf7lK+cmNNksmISTQuuaG24+aklc84miVcAqCbLsPGUvNfrhcu6CKXG2rcXpkdS1fjG5ovCIhzN0VPQ1kQgHUx9uy117w6ygdntvOmhsK6eXxe/Qwn+9cvWHKrGKr8NIsGipPo5MsgbdWnVrkZa3n8+uuvKg22vNeMGTPYvXs3169f57vvvqNevXo0bdqUWbNmqfXt2rUrMpmMn3/+WXUsLCyM0NBQteSEJk2aMH78eNzd3RkxYgTdunVjwYLcDOQ848zc3BxbW1thrAkE/xCEwVbJCHIOYmCdga96GeXCpzd9kV+MftXLIL1eK1I09GBpQ052SrmMk6Wr3drsDTUv5ZOeDjo6msteQG7GqKkW2393FDnU89Gu3NrgawE8sG+ncfupkbtprKGwbh5f2kVyONQXFEULIL+Iyd5wGj7+CQNjHeq/7oRHo/LNCAVo1aoVkZGRaq9hw4Zx5coVHBwcsLV9Pmf+wuyQu53ap08fVq1aBeQmF5w9e7aAeGxAQECB90WJ1QoEgn8GwmCrhIz0G0k7J81/mVVG/NPt8dpy9lUvA4An7i0qZNzszPIx2NLRbgvcJkM7j8+9v4oWAS4MveyHdDO+qVWfPyzlOFprV6bprfshZJo5a9Q2V1j3DzxNNGufx2Kbsxx4px5ooZumf3ovrU2P0+hNF63m0hQjIyPWrl1Lt27dcHV1xdXVFUtLyyIlPF5k0KBB7Nmzh7/++otVq1bRpk0bnJxKFhzWZGyBQFB5EQZbJUQukzO72Wz8bTRTca9sKJAxZo8+koY1CSuaBznl7yUByExPLrmRBqRkJ2rV3vqRdrF4V67I0NXVrsB202dfaOVly5SBrrcl2tgEMWlKPsz5CElHs+sxTE9i2c0rGgvr5rG8yjl2DqgDuppltBr4+uI4bmSpDZyOHTvStm3bQs89evSIn3/+mdatW7Nv3z61c7Vq1eLOnTuqOqGAqppBbGwsMpmMyMhI6tati7+/P9988w3ff/+9Wg3RPI4dO1bgfa1atVTvdXV1Rf1ngeAfhjDYKilKhZJFrRfhau76qpeiNRPu+CI/f/VVLwOATEcP4uMqprJCZlr5GGzPUh9r1V4vRYaVuWXJDf9GkiAnWzvjvzRetou6OdSvrZ1h+OsjazbbjNC4vfWzhyyPjcdcaabVPKusLvDLIE9kyqI18wCUNWpQfdlXyPUKL+OlCQMHDmT//v3cvl2wXm50dDQmJia4u7uTmZnJgwcPePDgAXFxcbRr146aNWvSv39/zp07x5EjR5g4cWKhcwwaNIjZs2eTnZ3NW2+9VeD8kSNHmDNnDlevXuWrr75i06ZNatmbzs7O7Nu3jwcPHpCQkFDqaxUIBC8PYbBVYkyVpqxouwJbo4rxEFUEPhm2eG8+96qXoeKZb3CFjZ2eUj71C59ooAP3ItVMtPMyRUcXLhNSHE2efamVlw3gnL0SK+PijaIXGX3dl1vVO2ncvsaj6yxJUaCv0M6oWmN+iR8HuSPTL9yjp1O1Ko7ffoOOhYVW477IG2+8QdWqVVXlpfJISUnh5s2bPHv2DDs7O7VX06ZN+e6778jIyGD37t34+PjQtWtXJk2aBMB7770HgK+vLzKZjO+++w4dHR1sbGx4++23mTt3LnZ2dlhZWREfH8+oUaM4deoUvr6+TJw4ETs7O7p164atrS29e/dm8uTJ7NmzBwcHBzw9PZHJZOzatQtfX18MDAxo3bo1sbGx7NixA09PT0xNTenVqxcpKeUTBiAQCLRHGGyVHBsjG1a0XfGPqDkqk2DcXmOk1PLJniwPHhmWTZm+SGQS6Snl42F7nKCZjll+bLO08zDduyehr+euVR/97Bi6Gt/Sqk+iTKKar3ZeNoC3bncl3VLzpAKfu5F8IbNFIdM8oQBgo9llvh/kgsxQPXNWbmaGw7ffoFut8DJj2qCjo0O/fv0IDw9Xk1/ZtGkTCoWC+Ph4pkyZQr169ZAkCUmSGD16NBMnTmTu3Llcv36dH3/8kczMTNXW5ubNubVv9+7dS0xMDMuWLSMtLQ03NzcOHDjA9evXOXDgAKtXryYpKYnLly+zceNGkpOTmT9/Pv/73/84e/YsW7du5ebNm6xfv57o6GgyMzPZsCFX9mXq1KksXbqUo0ePcvfuXXr06MHChQv5/vvv2b59O3v27GHJkiVlvj8CgaB0CIPtH0BN85osbbMUfUX56oiVN+Pv+aI4q7nIaUWTY2zOg0cVM7aeQZZWGl/FEZ9wHxTaxUtVeayFFsjfJCVrJ40BuRmjJlp62U4YStR10c5LlZCpw+C0D5CUmsuvtI6OYEIpDPItJlcJH+iIzDg3SUJmaIjDiuXou2tn0BbHgAEDuHXrFgcPHlQdW7VqFV26dMGiEA/ejBkzmDdvHjKZjGvXruHn58ebb77J/PnzadKkCb6+vgCYmpqSkZHB559/zmuvvYaVlRUWFhYsXbqUWrVq8cYbb2BgYMDVq89DEgYMGMDrr7+Oi4sLr732GosXL2bHjh0kJal7iGfOnKmaa+DAgRw6dIjly5fj6+tLs2bN6NatW4ESWAKB4OUhDLZ/CL5VfVnUehF6Wm4DvSzqZNrg99PFV70MNZIbdSQ7q2J0oZV65VhmS5KQGWvnKTJIlGNmop3X9dJFY2Qy7YqblMbLBvBXTSMMlNpd0+/x5qyy+qjkhvnocWE3g820N0S3G1/jmwHVkFexxmHZVxj+bRCVF7Vq1aJx48Yq+Y3r168TERFRaILAo0ePuHv3LgMHDuTtt98mMDCQGjVqqDx0+TXXzp49i5OTE6dOnWLFihUA1K5dW62up0KhUDPGzpw5Q6dOnXBycsLExISWLVsCFKhu4O3trfq/jY0NhoaGuLi4qB2LjdV++14gEJQPwmD7B9HYvjELWi5AV655/caXxScHzJAqWXzLY5vy/SWcHx3d8q2LKpXCeVrNTLvYxqdPc9DT89N6nmal8LLFyCVq+2oXZwcw42YtLjn00qrPyEjthXUBDpr8ReLa2Ri99prWfTVh4MCB/PTTTyQmJhIWFoaTkxNt2rQp0C4iIgKAhQsXcvHiRa5evUp0dDTR0dFcunRJrZi6v78/kiRx5coV6tbNvWbdF7JfBwwYQLW/t3aTk5Np3749xsbGrF27lpMnT7JlyxYAMl4QtM4/jkwmKzCuTCYjJ0fzChgCgaB8EQbbP4xm1Zsxv+X8SmW0jb3vg+6pS696GWpIcgUxT7XTBdMGuU75Vm/IVGg/np2kfXB83CPtC5iX1sv2hznUtNW+wkT3Gx1IruKjVZ9pkbtoYl6r5IZ/oyvXZX7L+TRw0qwYfXE8ePCAESNG4OLigp6eHg4ODnTs2JGqVauiUCj4/vvvWb16Ne+8806hUiGWlrkZv7dv31bpsuW9atTIreuq/Du7VVspjsuXLxMXF8fs2bNp1qwZtWrVEl4ygeAfijDY/oG0dGjJgpYLUMq1y8arCGplWtPwp8qnoJ7u05rU5IqR8wCQK8pXYy4N7b2TVZ5oH8d24YIOCoWJ1v2aPZuLsZZxdtnIyKxtjkKuXb/kbDl9E4eSo6+5QaqTk8X8S0c1EtZVypUsaLmAFg5lF1S+desW9evXZ//+/cyZM4fz58+zc+dOWrVqxZgxY+jZsycTJkzg/v37BaoRvMiCBQtYtGgRV69e5fz584SFhTF//nwAqlatioGBATt37uThw4c8fapZ7VZHR0eUSiVLlizhxo0bbNu2jRkzZpT1sgUCwStAGGz/UFo4tGBBq1dvtE06ZI2UVD7ZkuVJglvzCh1fRvlmwiZnaieeC2D8WIGRoeZ1QgEyM0Eh165UFYB+9j26Gt8pueELXNWR8Kurfdbo6afGLDAdg4Tmxp5hehLLblwuVlhXX6HPktZLysVYAxg6dCgymYwTJ07QrVs33N3dqV27Nh999BHHjh0jODiYhIQEGjVqhKOjIwBPnjxh2rRpBYL+hw0bxvjx4/Hw8MDX15evvvpK5WF7+vQpderUYcqUKdja2mJvb8/69etLXF+VKlUIDw9n06ZNeHl5MXv2bObOnVsu1y4QCF4uMkkqp1Q3wSvheMxxPjjwAcmZL99o+uiBD6+F/fnS59WEM12/JuFxxXnYqlY/z53ze8ptPN+6r+Oe5F1ywxf4veYtrt67rlUfNzewtVuj9Vxpimp8IFtCUrZ2XxkGElQ9/piHT7U3cje57aXB3VVa9blVpSZ9LQ15kqHuhTLSNWJJ6yU0sNXeYC2M+Ph4rK2tmTVrFp988knha7l1ixo1anDmzBl8fHyAXIPNwsKCAwcO0LJlSw4ePEirVq3w9PRk0aJF2NraMmHCBC5cuMDVq1fR1dXl3r17rF+/nrZt22Jqasr27dv58MMPOXLkCI0aNSqX6xEIBJUb4WErAplMxtatW4s8f/DgQWQyGU+ePHlpayqMRnaNWBW4Ckt9zZXvywO3TCsCfrzyUufUlCwnrwo11gBysrWr/1kST549KFU/O5n2cWzR0RJKpfZ6Y7letrta90uVgZWP9sK9AG9fa80T24CSG+bD+dF1lqbI1YR1zfTM+Lb9t+VmrAFcu3YNSZLUSj6VhSlTptCuXTvq1q3L6tWrefjwoSpBoFq1aowZMwYfHx9cXFwYMWIEgYGBbNq0qVzmFggElZ//rMFWVKDwi/X9iqJx48bExMRgZqadgGlF4GXlxZrX11DNuOyin5ry6eGqSM+evbT5tOFpBVY3yCM7q3wzYuPitRfPBahSqsQKGZkZ2meLAjRP+lLrWDaA0/oSPm5WJTd8gWxJTo9Hg8jWstpHvbtnmSOzQSFTYGdkx3evf0cd6zpaz18ceZsT5VVUPSDguWFqaWmJh4cHUVG58aHZ2dnMmjULb29vrKysMDY2Zvfu3QWkOQQCwb+X/6TBVlyg8LBhwzQaQ6lUYmtrW25f1mXF0dSRtcFr8bDQXC2+tIyIrYfesfMVPk9piTVwKblRGcnKKN8t6GeJj0BX+x9HszgFeqWoe3n1auk8svpZf5XKywZw3VkfE33tdOAAriYbME1vDJJcu76tog8z27oxa15fg4tZ+T8Tbm5uyGQylVFVGHJ57meaP/IkM1NzSZi875d58+axYMECPv74Y/bv309kZCSBgYEFpDkEAsG/l/+kwVZSoHAecXFxvPXWWxgaGuLm5sa2bdtU517cEg0PD8fc3Jxdu3bh6emJsbExQUFBxMTEqPqcPHmSdu3aYW1tjZmZGS1atOD06dPldl3WBtaEB4WX67bPi7hkWdD8x+gKG7+s5JhY8vAlqBaUV+H3/Ggrngsgk2RUs7TTut+DBzno63tp3Q9yvWxGpfCyPZKDWym02QC+u2/PgWrvadepRnOCWn+OjVHp5iwJS0tLAgMD+eqrr0hOLvg8PHnyhCpVqgCofQ9ERkYWOl7+756EhASuXr2q2m6NiIigU6dO9OnTh3r16uHi4kJ0dOE/h7du3UImkxU5j0Ag+GfynzPY4uPj2blzJ8OGDcPIqOB2krm5uer/06ZNo0ePHpw7d47g4GBCQkKIj48vcuyUlBTmzp3LmjVr+P3337lz5w5jxoxRnX/27Bn9+/cnIiKCY8eO4ebmRnBwMM/KcWvRWGnMirYreLPmm+U2Zn6mHLVHeqp9RuPLIrnRm+RoGRRfGjLKqfB7fnL0SidKaqdTOm9ZYmLtUvXL9bKVbgv3DxMJj2qlq4s78FpjYu0LCs8WSr1e0Gcz6JdPyMLRo0dRKBQEBQWpHV+2bBnZ2dk0bNiQn376iejoaKKioli8eDEBAQEYGBjw2muvMXv2bC5dusTvv/+uKuj+ItOnT2ffvn1cuHCB0NBQrK2t6dy5MwCurq7s2bOHo0ePEhUVxXvvvceDBw84ffq0qk0eDg4OxMTEUKdO+W4BCwSCV8t/zmDTJlA4NDSUXr164erqymeffUZycjInTpwosn1mZiYrVqzA398fPz8/hg8frhYT17p1a/r06YOnpyeenp58/fXXpKSkcOjQoXK5tjyUCiWzms5ijP8YrYtjF8f7j7wxOHK23MarCOKq1nsp86Qll7/BllFKbbeqSaUTCL54wQCZrHQCzC2S5pTKyybJZCR6mqFbmr6SjLfu9yHL1LHoRjI5tJ0Kb60ARfmJS69atYoRI0Zw+PBhtbixGjVqcPr0aVq1asXo0aOpU6cO7dq1Y9++fSxfvlzVNzMzE39/fz744ANmzpxZ6ByzZ8/mgw8+oH79+sTExLBt2zaVYO7kyZPx8/MjMDCQli1bYmtrW8BQy0OhUGBra4uOjvbbzwKBoPLynzPYtAkUzl9bz8jICBMTk2JVwg0NDalZ87mSvJ2dnVr72NhYhgwZgru7O2ZmZpiZmZGUlFRhgcP9a/dnaZulmCi1F0p9Ecdsc1r/dKMcVlVx5FY30E6XrDToKrPIyS7/LNS0nNIlMljE6pbql3NSkoRS6V+qOfWz/qJLKb1sNxU5+HqXbpvyXpoeo2UfIRVWU1dpAj3XQdMPSzV2USQnJ/PDDz/w/vvv88YbbxAeHq46d/DgQezt7enYsSPW1tZIksSaNWtYu3Yt33zzDUZGRrRu3ZoePXrQsGFDWrRoQbt27ZAkicaNG/Pxxx8TEhKCoaEhM2bMYOnSpaSnp3PixAnOnDmjCrNo0qQJe/fupUmTJkRGRjJjxgxq1KjB3bt3+fnnn5HJZMhkMg4ePFhgSzQvfGPfvn34+/tjaGhI48aNuXLleZb39evX6dSpEzY2NhgbG9OgQQP27t1brvdRIBCUjf+cwaZJoHAe2tbSK6x9/mDj0NBQTp06xcKFCzl69CiRkZFYWVlVaOBw02pNWRe8DmdT5zKNM+1YdaSEJ+WypooirX470iqwukEeSoOKmSM580mp+smzZdhbaZdFmcfDhzVK1Q+gRdJcDLWsYpDHiSoKqllqX6kB4OeHVfnZboT6QYsaMGgP1Cr/DOGNGzfi4eGBh4cHffr0ISwsjBflKz/++GM+//xzoqKi8Pb25qOPPuLIkSNs27aNPXv2EBERUSBe9Z133uHIkSNs2LCBc+fO0b17d4KCgtRi04oLsxgzZgw9evRQxcrGxMTQuHHjIq9j4sSJzJs3jz///BMdHR21QvRJSUkEBwezd+9ezpw5Q2BgIB07dhRZqAJBJeI/Z7BpEihcUURERDBy5EiCg4OpXbs2enp6xMXFVdh8edQwq8H3Hb6nabWmpeo/6HEdjH6PLN9FVQAJLqW7Pm3RUZZv4fc8ElNK/yzYK0unc3bpogIdHfNS9TXIukMXk3ul6psmAyNv7WU+8hh1zY871TvmvnEPgncPQFXPUo9XHCtXrqRPnz4ABAUFkZSUVED+Z/r06bRr146aNWuiVCpZvXo1c+fOpU2bNtSpU4ewsDC1OqDXr19n/fr1bNq0iWbNmlGzZk3GjBlD06ZNCQsLU7UrLszC2NgYAwMD9PT0sLW1xdbWVrWFWhizZs2iRYsWeHl5MX78eI4ePUpaWq6Ycb169XjvvfeoW7cubm5uzJw5ExcXF7VEK4FA8Gr5zxlsUHKgcEXh6urKmjVriIqK4vjx44SEhGBgUDovg7aYKE34qs1XDPcZrlVcW7VsUwJ/+mf8lf0gS/sSSKVBp5wLv+eR8DSm5EZFUDVV+yLrANnZIJOVPqu4ZdKXpfayndOTqO9ZpdRzd7vbndR2c6DXBjDQXkBYE65cucKJEyd4++23AdDR0aFnz56sWqVefcHf//nW8o0bN8jMzKRhw4aqY2ZmZnh4PJfcOX36NJIk4e7ujrGxsep16NAhrl9/XrmipDALbcgf4mFnl5tZnDdWcnIyH3/8MV5eXpibm2NsbMzly5eFh00gqET8J6NS8wKFZ82axejRo4mJiaFKlSrUr19fFShcEaxatYp3330XX19fHB0d+eyzz9SySCsauUzOe/Xeo4FtAz7+/WMepjwssc/0E05Ij8+8hNWVjUwXb548rhjP14uUd+H3POLi70ApFSisHiqR68qL3bIvils37ahWvXTzGmTdoav5PdY8tS9V/0sOSsxu6/I0RbvPrqqJHovefg2DmqX30mnCypUrycrKolq156LUkiShq6tLQkKC6lj+jPOi4mTzb6Pm5OSgUCg4deoUCoX6H1DGxs+N75LCLLQh/1h5a8t7XsaOHcuuXbuYO3curq6uGBgY0K1bN6HzJhBUIv6TBhvk/oW5dOlSli5dWuj5wr4U82+XtmzZskB8WmhoqFr7zp07q7Xx9fXl5MmTam26detWitWXDT8bP3568ycmHZnEwbsHi2wXmlAbk4OV31gDSKwXBAkltysPZPKKMdhSUhKR6SuQ0rJLbvwCikwZtrZVuf9I+xJXN25IuLg4kp5ROm9Ki6Qv+Um+kJQc7Q2JBBm85luVyCOab602c7NmQU8frI21FwzWlLz6nlWrVmXevHm0b99e7XzXrl0JCQnh6tWrqmOhoaE8efKENWvWoKurS1BQEO3atWPhwoUkJiYSHR1Nixa5Red9fX3Jzs4mNjaWZs2aabyuPI9YZGQkPj4+KJVKta3W0hIREUFoaChvvfUWkBvTduvWrTKPKxAIyo//5JaoILe24pLWSxjfcDy68oLyB7bZxrzxY+myAF8FsfqlD57XGql864iqYVj6H0l7/dJvL6an+5a6b1li2QCOGUNtJ/MS2yl15Ezq4Ml3AxqWi7EWGhqqyq7U1dXFxcWFMWPGqMW2PnnyhIEDB1KnTh21V7du3bh37x7z5s0rMK6JiQn9+/cnOTmZdu3acfHiRQYMGIBcLld5ttzd3QkJCaFfv35s3ryZmzdvcvLkSb744gt+++23ItdsbZ0bq5insebs7My5c+e4cuUKcXFxWlVRyI+rqyubN28mMjKSs2fP0rt371J5awUCQcUhDLb/OCGeIawNXlugdM+MUy7kxD1+RavSjhwzax7GVrxYbh5STsUZbNl6pfeW2KSXTpAWICrKDCh9mbWyxLIBxLoZo6dT9NdRLVsTfh7WhEHNXMq1HFxehuWNGzeYOXMmy5YtUwtTaNGiRaH1grt27cq5c+fU4s3yM3/+fJo0aUKPHj1o27YtTZo0wdPTE319fVWbsLAw+vXrx+jRo/Hw8ODNN9/k+PHjODg4FLnevFJXeTIugwcPxsPDA39/f6pUqcKRI0dKdR8WLFiAhYUFjRs3pmPHjgQGBuLnV7p6swKBoGIQBpsALysvNnXcxDu130Euk9PniRdm+8qvZFZFk/SSqhvkkZNVcQZbRhm2W61iS+91iouT0Nf3LrlhERhk3eEtk/ul7n9XIeHtUzCATy6DIS1qsm14UzztSm+QFkVehqWDgwO9e/cmJCSErVu3qs6PGzeuUO0yPz8/pkyZwnfffYckSWoVUiDXy3bv3j0GDx5MTEwM7777LidPniQqKorevXtjbGyMk5MT1tbW3Lx5k4yMDGJiYtiyZQuHDx/m9ddf5/3338fCwoJNmzapxvXx8QGel7e6ePEie/bsYevWrdSvX5/g4GB69+7N5cuXVW1btmzJtm3baNOmDfr6+ri4uPDzzz+TmZmJs7MzkFta79q1a2RnZ5OVlcWVK1c4ePAgCxcuLPd7LhAISocw2ARAbnWEj/w/YnXQarqcLj+F+JdBnPXLqW6QR1ZG6QRuNSE1u/QVFJRpMqpYlk7eA+DJE4+SGxVDy6S5GJTBy3bMUo5TlefB+y5VjPjhvQDGv14LZTHet/LEwMBAbVuxOO2y4jhz5gyxsbE8efKE06dPExISAsDevXvx9vbm9OnTfPLJJ3z44Yfs2bNHre/kyZPp2rUrZ8+epU+fPvTq1atE3cji1rlr1y769OnDyJEjuXTpEl9//TXh4eHMmjULgB9//JEFCxbw9ddfEx0dzdatW6lbt65G1ykQCF4ewmATqOFT1Yea36zC6v0hoFv5DTdJoUPMk4oLPi+MzPTyL/yeR1JG2TInqhmVXtrkwgV95HL9khsWgWHWLd4yKb00SaYMFHUsUerIGdHalR0fNMPfuXR1UkvDiRMn+P7772nT5nm90uK0y0ri7t27fP/997Rt25bk5GRsbW1p1qwZ48ePx93dnREjRtCtWzcWLFig1q979+4MGjQId3d3ZsyYgb+/P0uWLCl2ruLWOWvWLMaPH0///v1xcXGhXbt2zJgxg6+//hqAO3fuYGtrS9u2bXF0dKRhw4YMHjxYm1snEAheAsJgExRArlRS9YMPqPHjj+h7l36b7GWQVj+Q9JSyZ8lpQ0Zq+dcRzeNp8qMy9bfNKn2x89QUCV3d0muyAbRK+rJMXjYjawN++bA5o9t7oKdTfnVwi+LXX3/F2NgYfX19AgICaN68uZpxVJx2WXH4+vpSv359hg4dSnx8PHv27EGpVBbQeQwICCjgPdOkzYsUt85Tp04xffp0Nb23vK3alJQUunfvTmpqKi4uLgwePJgtW7aQlVXxFUMEAoF2CINNUCT6Hu44b1iPzYRPkJuWf/xQeRBfo8lLnzM95VmFjZ3wtPRxYADWj0rvIQOIuV9MYXUNKK2XzVxHwVwPB7b5ueJhVbpi9qWhVatWREZGcuXKFdLS0ti8eTNVqz73UhanXVZeaJJEUVKb4taZk5PDtGnTiIyMVL3Onz9PdHQ0+vr6ODg4cOXKFb766isMDAwYOnQozZs3L3XGqUAgqBiEwSYoFplcjmW/frju3oVF376Vbpv0QWbpY7ZKg1yRQ6aGW2KlIS7ublmSNdFPkmNhVnrV/0uXZOjqlk2MtlWy5rFsciDEzpKIRrXoY29VrhmgmmBkZISrqytOTk5qRk+rVq0qZL5jx44VeF+rVq0S25iYmCCTyUhMTNR6Tj8/P65cuYKrq2uBV17WqYGBAW+++SaLFy/m4MGD/PHHH5w/f17ruQQCQcXxnxXOFWiHwtwc24kTsAzpzcMv55L0Qi3FV0Gmqy9P41+uF0BPP5OKSzmAjMxUZAY6SCml35KqZlKVhKeli4WTJBlSTgNgZ6nnN8y8yVvmD/j+afFlGwLMjZjhWo06Joalnqsw8gRs82d7VhaOHDnCnDlz6Ny5M3v27GHTpk1s375drc2mTZvw9/enadOmrFu3jhMnTnD69Gm+/vprUlO1z1D+9NNPeeONN3BwcKB79+7I5XLOnTvH+fPnmTlzJuHh4WRnZ9OoUSMMDQ1Zs2YNBgYGODk5lddlCwSCckB42ARaoXR2xuGrpTh+txp9L69Xupan3oEvfU5d/ZdgIBqWzctkm2Nepv43bpS9Jmur5C/RL8LLVtNAj7A6zmzxdSt3Y62yM3r0aE6dOoWvry8zZsxg3rx5BAaqP8fTpk1jw4YNeHt7s3r1atatW0e9evWwtbUtlQcyMDCQX3/9lT179tCgQQNee+015s+frzLIzM3N+eabb2jSpAne3t7s27ePX375BSurii37JRAItEN42ASlwqhhQ5x/+pGnP//MowULyXpYcl3S8uah0gl4uWrsOroVb7BlKbMoS7h9lfiyGUG3b0u4udckPb1wUVhNyPOyrc/nZbPW1WF0DVv62lmhU4bEBG1o2bIl3t7e6Ovr8+2336JUKhkyZAhTp04lPDwcgOjoaAYOHMiJEydwcXFh0aJFAGzZskWlr3b+/Hk++ugj9PX1qV+/Pl27dmX+/PlMnToVeO7Va9q0KXZ2dmRkZPD222/z5Zdfqq3n4MGDKi03Jycn6tV7Lklz+/ZtILeuJ0DNmjX58ssvCQ4OVpXKSkhIQJIkHj9+TK9evYiIiMDAwIBmzZoxYcIEevXqhY+PT4HSeoGBgQUMwzw6d+5M586dS32PBQLBy0F42ASlRiaTYd65MzV37sB65Ajk+YpWVzTZljY8eonVDfJQKCq+GHa6rGwxckZP5JgYm5RpjNSUsmcHt/7by2apq2Ciix3HAzx5p5r1SzPW8li9ejVGRkYcP36cOXPmMH36dJX2WU5ODl26dEGhUHDs2DFWrFjBuHHj1PqnpKQQFBSEhYUFJ0+eZNOmTezdu5fhw4ertTtw4ADXr1/nwIEDrF69mvDwcJVRCBAXF8fNmzfZsGED586do3v37gQFBREdHQ3AsGHDAPjss884f/48X3zxhVoh+PykpaVRv359fv31Vy5cuMC7775L3759OX78eHndNoFAUMkQBpugzMgNDKgydCiu+/dhPXIEihdU3yuCpAZvklOKYuNlpaIKv+cnNUv7wPIXqWZWfPxYSVy6ZEpZvx7MeMKymhInXvNihJMNRoqKl+koDG9vb6ZMmYKbmxv9+vXD39+ffX/HYO7du5eoqCjWrFmDj48PzZs357PPPlPrv27dOlJTU/nuu++oU6cOrVu3ZunSpaxZs4aH+TzLFhYWLF26lFq1avHGG2/QoUMH1TzXr18nOTmZ0NBQmjVrRs2aNRkzZgxNmzYlLCwMyNVDg1zPm4uLC2+88QbNmzcv9JqqVavGmDFj8PHxwcXFhREjRhAYGKhWFUEgEPy7EAaboNxQmJrmGm779lJ17BgU1hWXwRlnVafCxi6eCiz8/jfP0ssmngtgJyub4GxCQg76+j6l6qura4VrzXE0DjhEcHUfjF+CnlpxeL+gJWhnZ6fSKIuKisLR0ZHq1aurzr+ogxYVFUW9evUwMnouN9KkSRNycnJU25sAtWvXRpHPKM0/z+nTuaXevvzySzU9tEOHDqnqkY4cORIdHR2+/PJLpkyZwrlz54q8puzsbGbNmoW3tzdWVlYYGxuze/duldEnEAj+fYgYNkG5IzcywmrgQCz69OHplq3Eh4eTcetWuY2fo6MkJkEPeLmCuQBIFSfpkcfTpFjAvUxjVHliUOZ1xD92x9BI85qyBgZOODiEYm/XA4WibHpw5YnuC1I0MplMpVH2YqxX3vn8SJJUZLB//uPFzZOTk4NCoeDUqVNqRh2g2vYcNGgQgYGBbN++nd27d/P5558zb948RowYUWDeefPmsWDBAhYuXEjdunUxMjJi1KhRZGRU/Ja9QCB4NQgPm6DCkOvpYfF2T1x+2071pUsw8PMrl3HTGrxORuorMNaAnKyKFPXI5fGTe2Uew+SxAgODshltFy7oopCXnMBgbt4I77pfE/DaXhyq96tUxlpJeHl5cefOHe7ffy5Y/McffxRoExkZSXLy85JkR44cQS6X4+6umWHt6+tLdnY2sbGxBbTQbG1tVe0cHBwYMmQImzdvZvTo0XzzzTeFjhcREUGnTp3o06cP9erVw8XFRRULJxAI/p0Ig01Q4cjkckzatsX5+3U4b9yAWdcuyA1Ln8mY4BxQcqMKIiuz4g22+Pi/yvyTKZNkVLewLblhMaSng45Ow0LPKRSG2Nu/TcOG26nv9z1VqrRFJqu8XyctW7Zk1KhRBY63bdsWDw8P+vXrx9mzZ4mIiGDixIlqbUJCQtDX16d///5cuHCBAwcOMGLECPr27YuNjQ3Ozs5cunSp2Pnd3d0JCQmhX79+bN68mZs3b3Ly5Em++OILfvvtNwBGjRrFrl27uHnzJqdPn2b//v14enoWOp6rqyt79uzh6NGjREVF8d577/HgwYPS3ZxyQJIk3n33XSwtLZHJZERGRr6ytWjDrVu3/lHrFfy3qbzfsIJ/JQb16mE/axZuEb9jN2sWBvXraz1GTNrLKwj+IlkZFW+wZWdnITMqe7SCrbzs9+mvv6qrvTcycsPNbRJNmxzFs9YsTIxrFdGz7BRlZG3dulVrPbLNmzczY8YM1fsff/yRhQsXIpfL2bJlC+np6TRs2JBBgwYxa9Ystb6Ghobs2rWL+Ph4GjRoQLdu3WjTpg1Lly7VaO7k5GTGjRvHkSNHuHv3Lt27d6dmzZoEBgZy/PhxHBwccHZ25tSpUwwbNgxPT0+CgoLw8PBg2bJlhY45efJk/Pz8aN68OfXr18fW1vaVSnPs3LmT8PBwfv31V2JiYqhTp/gYUw8PD5RKJffuld2bXBYcHBw0Wq9AUBkQMWyCV4LcyAjzrl0w79qFjFu3ePLTZp7+/DNZJRTWzvBoQGLCq6txmJlWcYXf8yMZAGUsWVr1Wdlrcl65IsPRyQ0ry9ews+uCqWnZ5T4qmvxSGgcPHixwfuvWrTg7O6veu7u7ExERodbmxdi2unXrsn///iLn7N27dwHjcuHChQD07duXEydO8NVXX+Hl5cXjx485evQopqam9O/fX9W+a9euhRqokGu85l+TpaUlW7dupWXLlvj4+KgZo6+C69evY2dnR+PGjUtse/jwYdLS0ujevTvh4eEFPJovi4yMDJRKpdqWtEBQmREeNsErR+nsTNXRH+F6YD/VVyzHpF27ImuWPq3T7iWvTp30lJdjsGXplL40VR5mj3RQKpWl6qtQKPD09KRHj540bPArHh5TK62xNnXqVHx8fFizZg3Ozs6YmZnx9ttv8+zZc4s3v7euZcuW3L59mw8//BCZTKbmrTt69CjNmzfHwMAABwcHRo4cqRa7FhsbS8eOHTEwMKBGjRqsW7euxPX98ssvTJgwgeDgYJydnalfvz4jRoxQGWtFrSdPHLd69eoYGhpSt25d1q9frxo3NDSUQ4cOsWjRIlW/W38n91y6dIng4GCMjY2xsbGhb9++xMXFqfr++OOP1K1bFwMDA6ysrGjbtq3adb7IoUOHaNiwIXp6etjZ2TF+/HiysrJU6xgxYgR37txBJpOpGcOFsXLlSnr37k3fvn1ZtWpVAePY2dmZmTNn0q9fP4yNjXFycuLnn3/m0aNHdOrUCWNjY+rWrcuff/6p1q+kzy5v3NDQUMzMzBg8eHChW6IXL16kQ4cOmJqaYmJiQrNmzVSZvCdPnqRdu3ZYW1tjZmZGixYtVBnAAkFFIww2QaVBplBg0rIl1Zcsxu33Q9jNnIFxy5bI9PRUbWJ1HF/hCiXSi/mlVp6kl0PFUnmODHtLzb0HCoUCNzc3OnXqxNixY+nZsyeenp7o6FR+R/z169fZunUrv/76K7/++iuHDh1i9uzZhbbdvHkz1atXZ/r06cTExBATEwPkVjMIDAykS5cunDt3jo0bN3L48GE1gdzQ0FBu3brF/v37+fHHH1m2bJlKuqMobG1t+e2339QMSE3WU5I47qJFiwgICGDw4MGqfnlbfC1atMDHx4c///yTnTt38vDhQ3r06AFATEwMvXr1YsCAAURFRXHw4EG6dOlSaMYswL179wgODqZBgwacPXuW5cuXs3LlSmbOnKlax/Tp06levToxMTGcPHmyyHvx7NkzNm3aRJ8+fWjXrh3JycmFekEXLFhAkyZNOHPmDB06dKBv377069ePPn36cPr0aVxdXenXr59qzZp8dpArq1KnTh1OnTrF5MmTC73W5s2bo6+vz/79+zl16hQDBgxQGafPnj2jf//+REREcOzYMdzc3AgODi7ysxUIypPK/038L+bWrVvUqFGDM2fO4OPjU+px8rZF8rZgnJ2dGTVqVJHbK+VFRRbZ1rGwwLxbN8y7dSMnOZmkiMMkHj5KYrKcVyLnASj1s0mTXk4prJSsRIwoe51Ne10rblG0NpeBgQGurq7UqlULV1dX9PIZx/8kcnJyCA8Px8Qkt8JD37592bdvX4F4NMjdTlQoFJiYmKhth3355ZdqW5tubm4sXryYFi1asHz5cu7cucOOHTs4duwYjRo1AnK9RUUlBuTxv//9j5CQEKysrKhXrx5NmzalW7duNGnSpNj15Inj5jFixAh27tzJpk2baNSoEWZmZiiVSgwNDdX6LV++HD8/PzUB4FWrVuHg4MDVq1dJSkoiKyuLLl26qOqJ1q1bt8j1L1u2DAcHB5YuXYpMJqNWrVrcv3+fcePG8emnn2JmZoaJiQkKhaLE7cUNGzbg5uZG7dq1AXj77bdZuXIlrVq1UmsXHBzMe++9B+QWr1++fDkNGjSge/fuAIwbN46AgAAePnyIra1tiZ+dvn5u5nLr1q3V7umtF+SGvvrqK8zMzNiwYYNKpiV/JnDr1q3V2n/99ddYWFhw6NAh3njjjWKvXSAoK8JgqyBKCoru37+/qg5hWdm8eXMBDah/E3IjI0yDAjENCiQ0R+LhjafcuvCY2xce8/heErykggdKg5cXO/csLZ4qlD22pkpywdJGNjY2uLm54e7uTvXq1ZHL//mOdmdnZ5WxBuqitZpy6tQprl27prbNKUkSOTk53Lx5k6tXr6Kjo4O/v7/qfK1atVT1RouiefPm3Lhxg2PHjnHkyBH279/PokWLmDZtWqFenjyys7OZPXs2Gzdu5N69e6Snp5Oenq4m4FvUdRw4cKDQslbXr1+nffv2tGnThrp16xIYGEj79u3p1q0bFhYWhY4XFRVFQECA2ndakyZNSEpK4q+//sLRUXOv98qVK+nTp4/qfZ8+fWjevDlPnjxRu4/5xY5tbHKrduQ3KvOOxcbGYmtrW+Jnl2dU5//sCiMyMpJmzZoV+X0aGxvLp59+yv79+3n48CHZ2dmkpKQIwWLBS0EYbBVE3rYGwMaNG/n000/VVNENDAxISCi7oj3k/oX+X0Eul2Hnao6dqzkBnWuSlpTJ/WtPuB+d+4r7KwmpgkpW6ei+PFHSJ88eAl5lHsfykS629rY4OOZmIjo7O5f4C7+yYGpqytOnTwscf/LkCaampmrHihOt1ZScnBzee+89Ro4cWeCco6Oj6udXmwzVqVOnsnXrVpUh0KxZM8aPH8/MmTOZPn0648aNKzLOsLTiuDk5OXTs2JEvvviiwDk7OzsUCoVKEmT37t0sWbKEiRMncvz4cWrUqFGgT2HCwXlbkdrci0uXLnH8+HFOnjypVq81Ozub9evX8/7776uO5f888+Yo7Fh+YeLiPrs8Snr2S9IuDA0N5dGjRyxcuBAnJyf09PQICAgQgsWCl8I//0/rSoqtra3qZWZmhkwmK3Asjxs3btCqVSsMDQ2pV6+emnBnSYHHULT8QR7z589XfeE7ODgwdOhQkpKeB8+Hh4djbm7Orl278PT0xNjYmKCgIDWjMzs7m48++ghzc3OsrKz4+OOPi4x5eZnoG+vi4lOFpt3d6DGhAYPmNeON4fXwC3TCrqYZOsrye8R1dF7el3Jc/N3SddSRo3Q2xaRldaz6e1F9fABD3h9Chw4dqF279isz1h48eMAHH3yAq6sr+vr62NjY0LRpU1asWEFKSuHxerVq1SoQWA65gd8eHh6F9gkNDdVI3kKpVJKdrb617ufnx8WLFwsI27q6uqJUKvH09CQrK0ttTVeuXOHJkyclzvciXl5eZGVlkZaWVuR6NBHHLe46nJ2dC1xH3ucvk8lo0qQJ06ZN48yZMyiVSrZs2VLkWo8ePar283706FFMTEyoVq2axte8cuVKmjdvztmzZ4mMjFS9Pv74Y1auXKnxOIVR0menKd7e3kRERJCZWbg3PSIigpEjRxIcHEzt2rXR09NTS+YQCCoSYbBVAiZOnMiYMWOIjIzE3d2dXr16qYJcSwo81gS5XM7ixYu5cOECq1evZv/+/Xz88cdqbVJSUpg7dy5r1qzh999/586dO2qxHvPmzWPVqlWsXLmSw4cPEx8fX+QX/KtEaaCDUx0rAt6qSZex9Xl3YQt6fdqItu944dPWAQdPCwxNS5c5KX8Jhd/zSHj6ABTFey/kJrrouZpj3Lwalj09sPnQj2rTG1N1SD3Mgmpg4GmFwujVb5XfuHEDX19fdu/ezWeffcaZM2fYu3cvH374Ib/88gt79+4ttN/QoUO5fv06w4YN4+zZs1y9epWvvvqKlStXMnbs2DKtydnZmd9//5179+6pfuGOGzeOP/74g2HDhhEZGUl0dDTbtm1TlYby8PAgKCiIwYMHc/z4cU6dOsWgQYNK9Mpcu3aNr7/+mlOnTnHr1i1+++03JkyYQKtWrVSewsLWo4k4rrOzM8ePH+fWrVvExcWRk5PDsGHDiI+Pp1evXpw4cYIbN26we/duBgwYQHZ2NsePH+ezzz7jzz//5M6dO2zevJlHjx4VGYs3dOhQ7t69y4gRI7h8+TI///wzU6ZM4aOPPtJ4Oz0zM5M1a9bQq1cv6tSpo/YaNGgQp06d4uzZsxqNVRglfXaaMnz4cBITE3n77bf5888/iY6OZs2aNSrvqqurK2vWrCEqKorjx48TEhJS5ooiAoGmiC3RSsCYMWPo0KEDANOmTaN27dpcu3aNWrVqlRh4rAn5vW81atRgxowZvP/++2qinJmZmaxYsYKaNWsCuV9c06dPV51fuHAhn3zyCV27dgVgxYoV7Nq1q9TX/LKQyWVY2hthaW+ER6PnMWGpSRnE30vmaVwqiXGpJMal5f77OI3UxCI8aS/RYEOSkBnrQIaEjoUeCgt9dCz00aligK6NIbpVDZEbvnpjTBOGDh2Kjo4Of/75p5qHr27dunTt2hVJkgpNwDE3Nyc1NZWTJ0/y448/kpaWhlKpxMTEhH79+jFp0iSGDh2qGm/q1KmsXr0agJ9//hnI1WFr2bIl6enp/Pbbb6xevRq5XI6Xlxd3796lZs2apKen079/f548eUJoaCjffPMNy5YtQ1dXl1q1amFmZoalpSWGhoaMHj2affv20aJFC2xsbKhbty6ZmZl8/PHHLF68mJCQED799FO17TsTExNWr17NhAkTSE5ORi6XI0kS9+7do0WLFixYsIDp06fz3nvvqdYjSRKTJ0/m5s2bBAYGYmhoyLvvvkvnzp3VtonHjBlD//798fLyIjU1lZs3b+Ls7MyRI0cYN24cgYGBpKen4+TkRFBQEHK5HFNTU37//XcWLlxIYmIiTk5OzJs3j9dff73Qz69atWr89ttvjB07lnr16mFpacnAgQOZNGmSxs/Atm3bePz4MW+99VaBc25ubtStW5eVK1eyePFijcfMj7e3N4cOHWLixIk0a9YMSZKoWbMmPXv21GocKysr9u/fz9ixY2nRogUKhQIfHx9VgsiqVat499138fX1xdHRkc8++0zt+1kgqEiEwVYJyB9ga2dnB+QGt9aqVavUgcf5OXDgAJ999hmXLl0iMTFRtRWTnJysGsfQ0FBlrOWtIy9o++nTp8TExBAQ8LwkVF7wdWXYFi0NBsZKqnkoqeZRMNA6MyObZ3FpJD5OJfVZBqnPMklNyoTsdHR1XyMjJZn0lBTSU3P/zUhJJie7+MxVha4uOkolOkq93H91c/+vNDDAyNwi92VhifHf/xqZW2JmVRUdg39m1mYejx8/VnnWinpmS4qDmjNnDi1btiQzM5OZM2fyxhtvYG1tzdGjR3n33XcJCwtj6tSpJCUlERUVRWJiImFhYUBufGdKSgqPHz+mWbNmjBo1Ch0dHWbOnMmjR49ITExEqVQSGhrK/v376devH+fPn+fIkSMMHDgQe3t7mjdvzqpVq9i4cSPjxo3j+vXrODg4ADBz5kwmTJiAvb0958+fZ/DgwZiYmKh5sG1sbDh69CgA+/fv5/79+9T/u8LHvHnzCA4OJjo6uoCHKU8ctzjc3d0L1D6FXCNo8+bNhfbx9PRk586dxY77Ii1atODEiRNFni8pK71r164Ftm7zc+7cOdX/X8zchIJCxs7OzgWONWjQgN27dxc5R2HjFjaOt7d3kX+M+vr6FpAt6datW5FzCgTliTDYKgHFBdOWNvA4j9u3bxMcHMyQIUOYMWMGlpaWHD58mIEDB6rFaRQWtP1PNcbKiq5SofLKqeMKFO6FyMr7PGQycj/CvwVQZSCTybUupfRv4dq1a0iSVCDmzNraWhW/NWzYMLWA86LQ1dVl2rRpqvc1atTg6NGj/PDDD/To0QNjY2MMDAxIT09Xk5dYu3Ytcrmcb7/9VvU5hIWFYW5uzsGDB2nfvj2QayAtXrwYuVyOh4cHc+bMISUlhQkTJgDwySefMHv2bI4cOcLbb78NoOZlcnZ2ZvTo0WzcuLFAyEEeQhZCIBCUFmGwVXLyBx5DriEXHR1dovZTHn/++SdZWVnMmzdPFW/yww8/aLUGMzMz7OzsOHbsGM2bNwcgKyuLU6dO4efnp9VY/1Z0SllR4L/CiwbriRMnyMnJISQkhPR0zbeaV6xYwbfffsvt27dJTU0lIyNDtYU6depUtm3bpnpG83QCq1WrxrVr19RkPyA3PjRPwR6gdu3aajFZNjY2ajUmFQoFVlZWanIheTVJr127ptI3ezGDNT9CFkIgEJQWkXRQydEk8Lg4atasSVZWFkuWLOHGjRusWbOGFStWaL2ODz74gNmzZ7NlyxYuX77M0KFDS5UdJ/jncfToURQKBUFBQVr3dXV1RSaTcfnyZbXjLi4uHD58mFOnTgGoDKX8Xt0XM/V++OEHPvzwQwYMGMDu3buJjIzknXfeKdLbvGjRIsLDw8nJyaF+/fpqmYmRkZFcvXqV3r17q9oX5mUuTi7k2LFjvP3227z++uv8+uuvnDlzhokTJxbr/Q4NDeXUqVMsXLiQo0ePEhkZiZWVlZCFEAgEJSIMtkrO5MmT8fPzIzAwkJYtW2Jra6uRbEEePj4+zJ8/ny+++II6deqwbt06Pv/8c63XMXr0aPr160doaCgBAQGYmJgUGkAs+PexatUqRowYweHDh7X2BFlZWdGuXTuWLl1abK3KKlWqAOr6hXn1HfMMt4iICBo3bszQoUPx9fXF1dVVzUMGuQZVXqyUmZkZ5ubm+Pn5ER0dTdWqVQtIPuSX19GWI0eO4OTkxMSJE/H398fNzY3bt28X20fIQggEglIjCQQCQREkJSVJJiYm0uXLl6WePXtK06ZNU50LCwuTzMzM1Npv2bJFyv+1EhkZKTVq1EiSyWSSXC6XnJ2dpR9++EFavXq1RG6NCtWrevXqUrNmzSQ7Oztp4MCBkrW1tQRI7du3lyRJklq3bi3J5XJJqVRK1atXl5o2bSqZmppK9erVkyRJkqZMmSLZ2tpKjo6OqvV27NhRSk5Oltzc3CRvb2+pTp06komJiWRiYiI5OztLERERkiRJUv/+/aVOnTqpXUuLFi2kDz74QO2Yk5OTtGDBAkmSJGnr1q2Sjo6OtH79eunatWvSokWLJEtLS7V7MmXKFNX6JEmSfHx8pHbt2kmXLl2Sjh07JjVr1kwyMDBQjSkQCARFITxsAoGgSDZu3IiHhwceHh706dOHsLAwrZJRQkJCcHNz4+DBg/Tu3ZuUlBR69+7NsGHDcHR0RE9Pj+vXrxMTE8OWLVvIzMzkwYMHhIWFqTy4/fr1A6BZs2YEBQWhp6dHQkJCoTGUVlZWeHh44O/vz8aNG4mPj8fQ0JDff/8dCwsL7ty5Q3p6OmZmZip1fG0rIuTRqVMnPvzwQ4YPH46Pjw9Hjx4tttQU5HorExIS8PX1pW/fvowcOZKqVauWan6BQPAf41VbjIJ/LgcOHJAAKSEhodDzN2/elADpzJkzL3VdgrKT5xlq3LixtHDhQkmSJCkzM1OytraW9uzZI0mSZh42ExMTKTw8vNA5wsLCJF1d3QKeLScnJ6lz586q94V5uiRJkubMmSPVr1+/wJrzKMxrlp/Y2FgJkM6fP19kG4FAIKgsCA/bf5zQ0FBkMpkqwNrFxYUxY8YUG2+kKQ4ODsTExKhl2hXFrVu3kMlkqrglQdl48OABI0aMwMXFBT09PRwcHOjYsSP79u3TeIy0tDROnDihkrDQ0dGhZ8+erFq1SuMxPvroIwYNGkTbtm2ZPXt2gZizoshfpHvz5s3MmDGDH3/8kaZNm2Jra4uxsTGTJ0/WKqbu+vXr9O7dGxcXF0xNTVV1M0WGpkAg+CcgZD0EBAUFERYWRmZmJhEREQwaNIjk5GSWL19epnEVCoWaHpbg5XDr1i0aNGhAXFwc4eHhBAQEkJmZya5duxg2bFiBjM2iiI+PJysrS61epCRJ6OrqkpCQoFLsz8+LmZ1Tp06ld+/ebN++nR07djBlyhQ2bNhQYsJKfpFdS0tLVUbmtGnTCAwMxMzMjA0bNjBv3jyNrgWgY8eOODg48M0332Bvb09OTg516tQRGZoCgeAfgfCwCdDT08PW1hYHBwd69+5NSEgIW7duZe3atfj7+2NiYoKtrS29e/dW06B6kdTUVDp06MBrr71GfHx8Aa9ZQkICISEhVKlSBQMDA9zc3FSK9HneDl9fX2QyGS1btgRyC323a9cOa2trzMzMaNGiBadPn1abVyaT8e233/LWW29haGiIm5sb27ZtK/8bVUbyvJlDhgwpcG7o0KHIZDJCQ0PLPM/QoUNVsWH9+vXD3d2d2rVr89FHH3Hs2DEg16vUqVMnjI2NMTU1pUePHjx8+FA1Rk5ODgkJCcybN4/IyEhOnz7Ne++9h7W1Nenp6dStW5fbt2/z7NkzkpOTVZ/1+vXrATAwMKBBgwZcvXqVp0+fsm7dOo4ePYqlpSVff/01kFu4PM/gmzZtGlWrVsXU1JTHjx+raukCtGzZko8//liVkXn58mV69erF9OnTSUxMLPG5hNyKC1FRUUyaNIk2bdrg6elJQkJCme+1QCAQvCyEwSYogIGBAZmZmWRkZDBjxgzOnj3L1q1buXnzZpEGxdOnT2nfvj0ZGRns27cPS0vLAm0mT57MpUuX2LFjB1FRUSxfvhxra2sAVdmbvXv3EhMToyqr8+zZM/r3709ERATHjh3Dzc2N4OBgnj17pjb2tGnT6NGjB+fOnSM4OJiQkBDi4+PL8a6UDw4ODmzYsIHU1FTVsbS0NNavX4+jo2OZx4+Pj2fnzp0MGzYMFxeXAoK15ubmSJJE586diY+P59ChQ+zZs4fr16+r1V28evUq2dnZDBw4kDp16rBv3z7Wrl3LokWLeO+998jMzGT69OkYGBgwYcIEVdmfX375BYDTp08jl8tp2rQpgwcP5pNPPmHJkiU8fvxYZRg6OzuTlZXFrl27iIyM5LfffmP9+vWkpKQUKA1kZmbGnTt32LBhA3/99Rf+/v4YGxtjZGRU7HOZh4WFBVZWVvzvf//j2rVr7N+/n48++qiMd1sgEAheIq82hE7wqnkxMPv48eOSlZWV1KNHjwJtT5w4IQHSs2fPJEl6nnRw+fJlqV69elKXLl2k9PR0VfsXkw46duwovfPOO4WuQ9MEhaysLMnExET65ZdfVMcAadKkSar3SUlJkkwmk3bs2FHS5b9U8u513bp1pbVr16qOr1u3Tqpbt67UqVMnqX///pIkSVJOTo70xRdfSDVq1JD09fUlb29vadOmTapzbdq0kQIDA6WcnBxJkiQpISFBcnBwkEJDQyVAmj59eoGEkMOHD0vNmzeXlEqlBEjNmzeX4uPjJUmSpDNnzkiAZG5uLunp6Un6+vqSoaGhqq+9vb00a9YsSZIk6dSpUxIgeXl5SUFBQZKrq6ukp6cnAVK/fv1USQdr1qyRAKlq1aqSUqmU7O3tpYCAAMnNzU01rru7uySTySRAmjJliiRJkmRpaSkplUopOztbkqTnSQdjx46VrKysJGNjY6lnz57SggULJDMzM9Vz+cknnxSbdLBnzx7J09NT0tPTk7y9vaWDBw9KgLRly5bSf6gCgUDwkhAeNgG//vorxsbG6OvrExAQQPPmzVmyZAlnzpyhU6dOODk5YWJiotqmfDFIu23btri4uPDDDz+gLKZE0/vvv8+GDRvw8fHh448/VhXELo7Y2FiGDBmCu7s7ZmZmmJmZkZSUVGAN3t7eqv8bGRlhYmJS4jbZq+Kdd95RbQVDrtTDgAED1NpMmjSJsLAwli9fzsWLF/nwww/p06cPhw4dQiaTsXr1ak6cOMHixYsBGDJkCDY2NgwaNAgoWAoqMjKSNm3aULt2bUaNGkW1atXo3r27SmQ2LCwMmUzGwIEDOX36NB4eHqSnpxMfH09iYiL379+nSZMmAPj5+SFJEu3btyc9PZ3o6GhVXNzw4cNV25x5sW8XLlwgPT2de/fuMXjwYDWh2ICAAFq2bIkkSUydOhXILZCekZHB3bt31a5hzpw5xMXF8fvvv5OamsqCBQvIzs5WPZd9+vRRS1oJDw9XK57etm1bLl26RFpaGmfPnqVFixYqb6NAIBBUdoTBJqBVq1ZERkZy5coV0tLS2Lx5M0ZGRrRv3x5jY2PWrl3LyZMn2bJlC0CBIO0OHToQERHBpUuXip3n9ddf5/bt24waNYr79+/Tpk0bxowZU2wfTUv5FFdCqLLRt29fDh8+zK1bt7h9+zZHjhxR1YoFSE5OZv78+axatYrAwEBcXFwIDQ2lT58+qvivatWq8fXXXzNu3DgmTJjAL7/8wrp16/D09EQmkxVQ3J8zZw7+/v4sW7YMe3t7lEolw4cPx9raWpVgYmBgQL169fDy8qJjx47IZDJWrlypGuNFI1CSpALH8n8OeedePKbp5/Li2Hn3RtPnUiAQCP5NiCxRAUZGRri6uqodu3z5MnFxccyePRsHBwcgt5B8YcyePRtjY2PatGnDwYMH8fLyKnKuKlWqEBoaSmhoKM2aNWPs2LHMnTtX5ZnL8/jkERERwbJlywgODgbg7t27//hSPtbW1nTo0IHVq1cjSRIdOnRQxfIBKi9Qu3bt1PplZGTg6+uret+9e3e2bNnC559/zvLly3F3dwcgMDBQzbMEuR627t278+TJE7y8vLhz5w53797FwcGB69evk5mZSWZmJp6enkBuhq+hoSFRUVGYmppib2/P4cOHVYXVIbfGaMOGDct8P86ePUtqaioGBgZAbo1OY2NjqlevXqCtNs+lQCAQ/JsQBpugUBwdHVEqlSxZsoQhQ4Zw4cIFZsyYUWT7uXPnkp2dTevWrTl48CC1atUq0ObTTz+lfv361K5dm/T0dH799VeVgVC1alUMDAzYuXMn1atXR19fHzMzM1xdXVmzZg3+/v4kJiYyduxY1S/2fzIDBgxg+PDhAHz11Vdq5/I8UNu3b1eT1IDcjN48UlJSOHXqFAqFgujoaNXxZcuWqXTMtm3bRkBAAADHjx8nICCAS5cu4e3tTUhICAsXLlR5Rl977TU1/TN47uUaO3YsU6ZMoWbNmvj4+BAWFkZkZCTr1q0r873IyMhg4MCBTJo0idu3bzNlyhSGDx+uKgifH22fS4FAIPi3ILZEBYVSpUoVwsPD2bRpE15eXsyePZu5c+cW22fBggX06NGD1q1bc/Xq1QLnlUoln3zyCd7e3jRv3hyFQsGGDRuAXFHWxYsX8/XXX2Nvb0+nTp2Af28pn6CgIDIyMsjIyCAwMFDtnJeXF3p6ety5c6dAsfI8rxLA6NGjkcvl7Nixg8WLF7N//34gVyLlf//7H5AbC1enTh1u377NyZMnWb58OTKZjK1bt2JhYUHz5s0ZOnQocrlcVQIKcj2dqampKoN65MiRjB49mtGjR1O3bl127tzJtm3bcHNzK/O9aNOmDW5ubjRv3pwePXrQsWNHVTzbi5TmuRQIBIJ/AzJJ0qIwoEAgKDWhoaE8efJEtV2ZmJgIgKmpKQCdO3fG3Nyc8PBwJk2axIoVK5g3bx5NmzYlMTGRo0ePYmxsTP/+/dm+fTtdunThjz/+wM/Pj8mTJxMeHs65c+ewsLDg4MGDtGrVioSEBMzNzbl69Sp169Zl4MCBDBkyBKVSyYEDB+jevTvW1taMGjWKTZs2sXLlShwdHZkzZw7btm3j+vXrWFhYvKpbJhAIBIK/EVuiAsErIs9QK4wZM2ZQtWpVPv/8c27cuIG5uTl+fn5MmDCBR48eMXDgQKZOnaoqfj5lyhR2797NkCFD2LhxY4Hx3N3d2b17NxMmTKBhw4YYGBjQqFEjevXqBeTGIebk5NC3b1+ePXuGv78/u3btEsaaQCAQVBKEh00gEAgEAoGgkiNi2AQCgUAgEAgqOcJgEwgEAoFAIKjkCINNIBAIBAKBoJIjDDaBQCAQCASCSo4w2AQCgUAgEAgqOcJgEwgEAoFAIKjkCINNIBAIBAKBoJIjDDaBQCAQCASCSo4w2AQCgUAgEAgqOcJgEwgEAoFAIKjkCINNIBAIBAKBoJIjDDaBQCAQCASCSo4w2AQCgUAgEAgqOcJgEwgEAoFAIKjkCINNIBAIBAKBoJIjDDaBQCAQCASCSo4w2AQCgUAgEAgqOcJgEwgEAoFAIKjkCINNIBAIBAKBoJIjDDaBQCAQCASCSo4w2AQCgUAgEAgqOcJgEwgEAoFAIKjkCINNIBAIBAKBoJIjDDaBQCAQCASCSo4w2AQCgUAgEAgqOcJgEwgEAoFAIKjkCINNIBAIBAKBoJLzfwQ1Nc93pWZGAAAAAElFTkSuQmCC",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "new_df[\"Production(Tons)_percent\"].plot(kind = \"pie\", autopct = \"%.2f\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c1cc85b2",
   "metadata": {
    "id": "c1cc85b2"
   },
   "source": [
    "Brazil, India and China contribute to almost 65% of production of sugarcane"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "50ca8fb3",
   "metadata": {
    "id": "50ca8fb3"
   },
   "source": [
    "### Bar Chart for the above Analysis"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "77035254",
   "metadata": {
    "id": "77035254",
    "outputId": "c3198b5f-eb56-460b-e6ec-7397b0702ab4"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: xlabel='Country'>"
      ]
     },
     "execution_count": 59,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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ERCQZBgsiIiKSDIMFERERSYbBgoiIiCTDYEFERESSYbAgIiIiyTBYEBERkWQYLIiIiEgyDBZEREQkGQYLIiIikgyDBREREUkmV8HCxcUFGo0myzF48GC56iMiIqICJFebkAUFBenswBceHo5GjRqhXbt2khdGREREBU+ugkXRokV1bs+ZMwfu7u6oW7dujs9JTk5GcnKy9nZCQkIuSyQiIqKCIs9jLF6/fo3169ejd+/e79y7ffbs2bCxsdEeTk5OeW2SiIiI9Fyeg8WuXbvw7Nkz9OzZ852PGz9+POLj47VHbGxsXpskIiIiPZerrpDMVqxYgWbNmsHR0fGdjzM1NYWpqWlemyEiIqICJE/B4vbt2/j333+xY8cOqeshIiKiAixPXSGrVq2Cg4MDWrRoIXU9REREVIDlOlikpaVh1apV6NGjB4yM8tyTQkRERB+hXAeLf//9FzExMejdu7cc9RAREVEBlutLDo0bN4YQQo5aiIiIqIDjXiFEREQkGQYLIiIikgyDBREREUmGwYKIiIgkw2BBREREkmGwICIiIskwWBAREZFkGCyIiIhIMgwWREREJBkGCyIiIpIMgwURERFJhsGCiIiIJMNgQURERJJhsCAiIiLJMFgQERGRZBgsiIiISDIMFkRERCQZBgsiIiKSDIMFERERSYbBgoiIiCTDYEFERESSYbAgIiIiyTBYEBERkWQYLIiIiEgyDBZEREQkGQYLIiIikgyDBREREUmGwYKIiIgkw2BBREREkmGwICIiIskwWBAREZFkGCyIiIhIMgwWREREJBkGCyIiIpIMgwURERFJJtfB4s6dO+jatSvs7e1hbm6OKlWqIDg4WI7aiIiIqIAxys2Dnz59Cj8/P/j7++Off/6Bg4MDoqOjYWtrK1N5REREVJDkKljMnTsXTk5OWLVqlfaci4vLO5+TnJyM5ORk7e2EhITcVUhEREQFRq66Qnbv3g1fX1+0a9cODg4O8PHxwW+//fbO58yePRs2Njbaw8nJKV8FExERkf7KVbC4ceMGlixZgrJly2Lfvn0YMGAAhg0bhrVr1+b4nPHjxyM+Pl57xMbG5rtoIiIi0k+56gpJS0uDr68vZs2aBQDw8fHB5cuXsWTJEnTv3j3b55iamsLU1DT/lRIREZHey9UVixIlSsDT01PnXIUKFRATEyNpUURERFQw5SpY+Pn54erVqzrnrl27BmdnZ0mLIiIiooIpV8Fi5MiROHPmDGbNmoWoqChs3LgRy5Ytw+DBg+Wqj4iIiAqQXAWLatWqYefOndi0aRMqVaqE6dOnY/78+ejSpYtc9REREVEBkqvBmwDQsmVLtGzZUo5aiIiIqIDjXiFEREQkGQYLIiIikgyDBREREUmGwYKIiIgkw2BBREREkmGwICIiIskwWBAREZFkGCyIiIhIMgwWREREJBkGCyIiIpIMgwURERFJhsGCiIiIJMNgQURERJJhsCAiIiLJMFgQERGRZBgsiIiISDIMFkRERCQZBgsiIiKSDIMFERERSYbBgoiIiCTDYEFERESSYbAgIiIiyTBYEBERkWQYLIiIiEgyDBZEREQkGQYLIiIikgyDBREREUmGwYKIiIgkw2BBREREkmGwICIiIskwWBAREZFkGCyIiIhIMgwWREREJBkGCyIiIpJMroLFlClToNFodI7ixYvLVRsREREVMEa5fULFihXx77//am8bGhpKWhAREREVXLkOFkZGRrxKQURERNnK9RiL69evw9HREa6urujYsSNu3LjxzscnJycjISFB5yAiIqKPU66CRY0aNbB27Vrs27cPv/32G+7fv4/atWvjyZMnOT5n9uzZsLGx0R5OTk75LpqIiIj0k0YIIfL65MTERLi7u2PMmDEIDAzM9jHJyclITk7W3k5ISICTkxPi4+NhbW2d7XNcxv2d15IAALfmtMjX84mIiEhXQkICbGxs3vn5DeRhjEVmFhYW8PLywvXr13N8jKmpKUxNTfPTDBERERUQ+VrHIjk5GZGRkShRooRU9RAREVEBlqtgMXr0aBw9ehQ3b97E2bNn8fXXXyMhIQE9evSQqz4iIiIqQHLVFfLff/+hU6dOePz4MYoWLYqaNWvizJkzcHZ2lqs+IiIiKkByFSw2b94sVx1ERET0EeBeIURERCQZBgsiIiKSDIMFERERSYbBgoiIiCTDYEFERESSYbAgIiIiyTBYEBERkWQYLIiIiEgyDBZEREQkGQYLIiIikgyDBREREUmGwYKIiIgkw2BBREREkmGwICIiIskwWBAREZFkGCyIiIhIMgwWREREJBkGCyIiIpIMgwURERFJhsGCiIiIJMNgQURERJJhsCAiIiLJMFgQERGRZBgsiIiISDIMFkRERCQZBgsiIiKSDIMFERERSYbBgoiIiCTDYEFERESSYbAgIiIiyTBYEBERkWQYLIiIiEgyDBZEREQkGQYLIiIikgyDBREREUkmX8Fi9uzZ0Gg0GDFihETlEBERUUGW52ARFBSEZcuWwdvbW8p6iIiIqADLU7B48eIFunTpgt9++w12dnZS10REREQFVJ6CxeDBg9GiRQs0bNjwvY9NTk5GQkKCzkFEREQfJ6PcPmHz5s0ICQlBUFDQBz1+9uzZmDp1aq4LIyIiooInV1csYmNjMXz4cKxfvx5mZmYf9Jzx48cjPj5ee8TGxuapUCIiItJ/ubpiERwcjIcPH+Kzzz7TnktNTcWxY8ewePFiJCcnw9DQUOc5pqamMDU1laZaIiIi0mu5ChYNGjTApUuXdM716tUL5cuXx9ixY7OECiIiIvq05CpYWFlZoVKlSjrnLCwsYG9vn+U8ERERfXq48iYRERFJJtezQt525MgRCcogIiKijwGvWBAREZFkGCyIiIhIMgwWREREJBkGCyIiIpIMgwURERFJhsGCiIiIJMNgQURERJJhsCAiIiLJMFgQERGRZBgsiIiISDIMFkRERCQZBgsiIiKSDIMFERERSYbBgoiIiCTDYEFERESSYbAgIiIiyRipXYC+chn3d76ef2tOC4kqISIiKjh4xYKIiIgkw2BBREREkmGwICIiIskwWBAREZFkGCyIiIhIMgwWREREJBkGCyIiIpIMgwURERFJhsGCiIiIJMNgQURERJJhsCAiIiLJMFgQERGRZBgsiIiISDIMFkRERCQZBgsiIiKSDIMFERERSYbBgoiIiCTDYEFERESSyVWwWLJkCby9vWFtbQ1ra2vUqlUL//zzj1y1ERERUQGTq2BRqlQpzJkzB+fPn8f58+dRv359BAQE4PLly3LVR0RERAWIUW4e3KpVK53bM2fOxJIlS3DmzBlUrFhR0sKIiIio4MlVsMgsNTUV27ZtQ2JiImrVqpXj45KTk5GcnKy9nZCQkNcmiYiISM/levDmpUuXYGlpCVNTUwwYMAA7d+6Ep6dnjo+fPXs2bGxstIeTk1O+CiYiIiL9letg4eHhgQsXLuDMmTMYOHAgevTogYiIiBwfP378eMTHx2uP2NjYfBVMRERE+ivXXSEmJiYoU6YMAMDX1xdBQUFYsGABfv3112wfb2pqClNT0/xVSURERAVCvtexEELojKEgIiKiT1eurlh8++23aNasGZycnPD8+XNs3rwZR44cwd69e+Wqj4iIiAqQXAWLBw8eoFu3brh37x5sbGzg7e2NvXv3olGjRnLVR0RERAVIroLFihUr5KqDiIiIPgLcK4SIiIgkw2BBREREkmGwICIiIskwWBAREZFkGCyIiIhIMgwWREREJBkGCyIiIpIMgwURERFJhsGCiIiIJMNgQURERJJhsCAiIiLJMFgQERGRZBgsiIiISDIMFkRERCQZBgsiIiKSDIMFERERSYbBgoiIiCTDYEFERESSYbAgIiIiyTBYEBERkWQYLIiIiEgyDBZEREQkGQYLIiIikgyDBREREUmGwYKIiIgkw2BBREREkmGwICIiIskwWBAREZFkGCyIiIhIMgwWREREJBkGCyIiIpIMgwURERFJhsGCiIiIJMNgQURERJJhsCAiIiLJ5CpYzJ49G9WqVYOVlRUcHBzQunVrXL16Va7aiIiIqIDJVbA4evQoBg8ejDNnzuDAgQN48+YNGjdujMTERLnqIyIiogLEKDcP3rt3r87tVatWwcHBAcHBwahTp062z0lOTkZycrL2dkJCQh7KJCIiooIgX2Ms4uPjAQCFCxfO8TGzZ8+GjY2N9nBycspPk0RERKTH8hwshBAIDAzE559/jkqVKuX4uPHjxyM+Pl57xMbG5rVJIiIi0nO56grJbMiQIQgLC8OJEyfe+ThTU1OYmprmtRkiIiIqQPIULIYOHYrdu3fj2LFjKFWqlNQ1ERERUQGVq2AhhMDQoUOxc+dOHDlyBK6urnLVRURERAVQroLF4MGDsXHjRvzxxx+wsrLC/fv3AQA2NjYoVKiQLAUSERFRwZGrwZtLlixBfHw86tWrhxIlSmiPLVu2yFUfERERFSC57gohIiIiygn3CiEiIiLJMFgQERGRZBgsiIiISDIMFkRERCQZBgsiIiKSDIMFERERSYbBgoiIiCTDYEFERESSYbAgIiIiyTBYEBERkWQYLIiIiEgyDBZEREQkGQYLIiIikgyDBREREUmGwYKIiIgkw2BBREREkmGwICIiIskwWBAREZFkGCyIiIhIMgwWREREJBkGCyIiIpIMgwURERFJhsGCiIiIJMNgQURERJJhsCAiIiLJMFgQERGRZBgsiIiISDIMFkRERCQZI7ULoJy5jPs73z/j1pwWElRCRET0YXjFgoiIiCTDYEFERESSYbAgIiIiyTBYEBERkWQYLIiIiEgyuQ4Wx44dQ6tWreDo6AiNRoNdu3bJUBYREREVRLkOFomJiahcuTIWL14sRz1ERERUgOV6HYtmzZqhWbNmctRCREREBZzsC2QlJycjOTlZezshIUHuJomIiEglsg/enD17NmxsbLSHk5OT3E0SERGRSmQPFuPHj0d8fLz2iI2NlbtJIiIiUonsXSGmpqYwNTWVuxkiIiLSA1zHgoiIiCST6ysWL168QFRUlPb2zZs3ceHCBRQuXBilS5eWtDgiIiIqWHIdLM6fPw9/f3/t7cDAQABAjx49sHr1askKIyIiooIn18GiXr16EELIUQvpIZdxf+f7Z9ya00KCSoiIqCDgGAsiIiKSDIMFERERSYbBgoiIiCTDYEFERESSYbAgIiIiyTBYEBERkWQYLIiIiEgyDBZEREQkGQYLIiIikozsu5sS5RdX/yQiKjh4xYKIiIgkw2BBREREkmGwICIiIslwjAXRB+A4DyKiD8MrFkRERCQZBgsiIiKSDIMFERERSYbBgoiIiCTDYEFERESSYbAgIiIiyTBYEBERkWQYLIiIiEgyXCCLqIDgIl1EVBAwWBDRB2O4IaL3YbAgogKF4YZIvzFYEBHlEsMNUc44eJOIiIgkwysWREQFVH6vnPCqCcmBVyyIiIhIMrxiQUREeaYPV030oQb6/xgsiIiI8onh5v9jVwgRERFJhlcsiIiIPgL6ctWEVyyIiIhIMgwWREREJJk8BYtffvkFrq6uMDMzw2effYbjx49LXRcREREVQLkOFlu2bMGIESMwYcIEhIaG4osvvkCzZs0QExMjR31ERERUgOQ6WMybNw99+vRB3759UaFCBcyfPx9OTk5YsmSJHPURERFRAZKrWSGvX79GcHAwxo0bp3O+cePGOHXqVLbPSU5ORnJysvZ2fHw8ACAhISHHdtKSk3JTVhbv+tkf6mOoQYo6WANrYA36WYMUdbAG1pCbGjLuF0K8+weJXLhz544AIE6ePKlzfubMmaJcuXLZPmfy5MkCAA8ePHjw4MHjIzhiY2PfmRXytI6FRqPRuS2EyHIuw/jx4xEYGKi9nZaWhri4ONjb2+f4nHdJSEiAk5MTYmNjYW1tnevnS4E1sAZ9q0Ff6mANrIE1fLw1CCHw/PlzODo6vvNxuQoWRYoUgaGhIe7fv69z/uHDhyhWrFi2zzE1NYWpqanOOVtb29w0my1ra2tV38RZA2vQxxr0pQ7WwBpYw8dZg42NzXsfk6vBmyYmJvjss89w4MABnfMHDhxA7dq1c1cdERERfXRy3RUSGBiIbt26wdfXF7Vq1cKyZcsQExODAQMGyFEfERERFSC5DhYdOnTAkydPMG3aNNy7dw+VKlXCnj174OzsLEd9WZiammLy5MlZuleUxBpYg77VoC91sAbWwBpYg0a8d94IERER0YfhXiFEREQkGQYLIiIikgyDBREREUmGwYKIiIgkw2BBREREksnTkt706fjqq68++LE7duyQsRIi/ZaYmIijR48iJiYGr1+/1rlv2LBhKlVFpDwGiwJG6TevzMu3CiGwc+dO2NjYwNfXFwAQHByMZ8+e5SqAkLSSkpKy/Xvw9vZWrIaIiIhsa/jyyy8VaV/tD/XQ0FA0b94cSUlJSExMROHChfH48WOYm5vDwcHhkw4WqampuHTpEpydnWFnZ6dIm//99x92796d7d/DvHnzFKkBAIKCgrBt27Zs65D7i9irV6+waNEiHD58GA8fPkRaWprO/SEhIbK1zWBRgKjx5rVq1Srtf48dOxbt27fH0qVLYWhoCCD9TWPQoEGqrH//7NkznDt3LtsXTffu3RWrYcWKFYiMjIRGo0GFChXQp0+fD1pPP78ePXqEXr164Z9//sn2/tTUVNlruHHjBtq0aYNLly5Bo9Fot1PO2GBQiRr04UN95MiRaNWqFZYsWQJbW1ucOXMGxsbG6Nq1K4YPHy57+5mp+WEGACNGjICXlxf69OmD1NRU1K1bF6dOnYK5uTn++usv1KtXT9b2Dx48iC+//BKurq64evUqKlWqhFu3bkEIgapVq8radmabN29G9+7d0bhxYxw4cACNGzfG9evXcf/+fbRp00b29nv37o0DBw7g66+/RvXq1fO06Wee5WbbdKVVqVJF+Pj4fNChlG3btol27dqJGjVqKF5D3bp1Rb9+/cSbN2+EpaWliI6OFjExMaJOnTpi+/btsrdfpEgRceXKlSznr1y5IgoXLix7+5nt3r1bWFlZCQMDA2FjYyNsbW21h52dnSI1BAUFicKFC4uSJUuKNm3aiNatW4tSpUoJe3t7ERwcLHv7nTt3FrVr1xbnzp0TFhYWYv/+/WLdunXCw8ND/PXXX7K3L4QQLVu2FAEBAeLhw4fC0tJSREREiOPHj4vq1auLY8eOKVKD2q8LIYSwsbHRvjZsbGxERESEEEKIM2fOCA8PD0VqEEKITZs2CWNjY9GiRQthYmIiWrZsKTw8PISNjY3o2bOnIjWULFlSBAUFCSGE2Llzp3B0dBRXr14VEyZMELVr15a9/WrVqomJEycKIYT27+H58+fiyy+/FL/88ovs7Wfw8vISixcv1qkjLS1N9OvXT0yaNEn29q2trcWJEydkbyc7eh0spkyZ8sGHEhYsWCAsLS3F4MGDhYmJiejfv79o2LChsLGxEd9++63s7av95mVrayt27tyZ5fzOnTuFra2t7O1nVrZsWTF8+HCRmJioaLuZff7556Jnz54iJSVFey4lJUX06NFDfPHFF7K3X7x4cXH27FkhhBBWVlbi6tWrQggh/vjjD+Hn5yd7+0IIYW9vLy5evCiESH8jy/j7PHjwoKhSpYoiNaj9uhAiPXRn/P7LlSsn9u7dK4QQIjIyUhQqVEiRGoRQ/8NMCCFMTU1FbGysEEKIfv36ieHDhwshhLhx44awsrKSvX1LS0sRFRUlhEh/zwoPDxdCCHHhwgXh7Owse/sZzM3Nxc2bN4UQ6a+TsLAwIYQQERERonjx4rK3X6FCBe1rU2l6HSz0jYeHh9i4caMQ4v+/aIUQYuLEiWLw4MGyt6/2m9fIkSOFnZ2d+P7778Xx48fF8ePHxffffy/s7e3FyJEjZW8/M3Nzc+3vXy1mZmYiMjIyy/nLly8r8u9hZWWlfeNydnbWfju5ceOGYh9mtra22n8HNzc3cejQISGEEFFRUYrVoPbrQgghGjVqJDZs2CCEEKJ///6ievXqYv369aJJkyaievXqitQghPofZkIIUbp0abFv3z7x5s0b4eTkJP78808hhBDh4eGKfAEpVqyYuHz5shBCCE9PT/HHH38IIdKDhYWFheztZyhVqpT29+/t7a397Dh16pSwtraWvf09e/aIpk2bilu3bsne1ts4xiIXYmJitNvDFypUCM+fPwcAdOvWDTVr1sTixYtlbd/Hxwfnz59HuXLl4O/vj0mTJuHx48dYt24dvLy8ZG0bAH744QcUL14cP/30E+7duwcAKFGiBMaMGYNRo0bJ3n5mTZo0wfnz5+Hm5qZou5lZW1sjJiYG5cuX1zkfGxsLKysr2dv38PDA1atX4eLigipVquDXX3+Fi4sLli5dihIlSsjePgBUqlQJYWFhcHNzQ40aNfDdd9/BxMQEy5YtU+zfRu3XBQDMmjVL+34wffp09OjRAwMHDkSZMmWwcuVKRWoAgMKFC2vrKFmyJMLDw+Hl5YVnz54hKSlJkRp69eqF9u3bo0SJEtBoNGjUqBEA4OzZs1leK3KoWbMmTp48CU9PT7Ro0QKjRo3CpUuXsGPHDtSsWVP29jN88cUXOHDgALy8vNC+fXsMHz4chw4dwoEDB9CgQQPZ2/f19cWrV6/g5uYGc3NzGBsb69wfFxcnX+OKR5lcsLOzE48ePRJCCG3feU6HElxdXbV9576+vmLp0qVCCCH27dunSA1BQUHab4QPHz4UzZo1E1ZWVsLHx0dcuHBB9vYzi4+PF/Hx8Yq2mdny5ctF6dKlxeTJk8Xvv/8u/vjjD51DCUOHDhWlSpUSmzdvFjExMSI2NlZs2rRJlCpVSnv5V07r168Xq1atEkIIERISIooWLSoMDAyEmZmZ2Lx5s+ztCyHE3r17teMYoqOjRYUKFYRGoxFFihQRBw8eVKQGfXpdqK1Tp07ixx9/FEIIMWPGDFG0aFHRt29f4ezsLNq0aaNYHdu2bRPz5s3TdokIIcTq1avFrl27ZG87Ojpa2wWQmJgoBg4cKLy8vESbNm0U/fb+5MkTcefOHSGEEKmpqWLu3LmiVatWYuTIkSIuLk729hs0aCDKli0r5syZI1atWiVWr16tc8hJr3c3XbNmDTp27AhTU1OsXr36naNae/ToIXs9ffv2hZOTEyZPnoylS5ciMDAQfn5+OH/+PL766iusWLFC9hoonYFBzmu7aTQaRWYjvH79Gt988w2WLl2KN2/eAACMjY0xcOBAzJkzR/EtkpOSknDlyhWULl0aRYoUUbTtzOLi4mBnZ6fsKHSV3bx5E2/evEHZsmV1zl+/fh3GxsZwcXFRpI64uDi8evUKjo6OSEtLww8//IATJ06gTJkymDhxomLTPTO8evUKZmZmirZJ6czNzXH69GlUrlxZ8bb1Oljom7S0NKSlpcHIKL0HaevWrdoX7YABA2BiYqJyhfJ68OABRo8ejYMHD+Lhw4d4+09HiQ9zfZSUlITo6GgIIVCmTBmYm5urXRIprG7duujdu3eWLzjr16/H8uXLceTIEXUKU0FqaipmzZqFpUuX4sGDB7h27Rrc3NwwceJEuLi4oE+fPorU8fr162ynopcuXVqR9oH038XOnTt1pqMHBARoP0PkVLVqVfzyyy+Kdv9kKDDBon79+qhbty4mT56sc/7p06do27YtDh06pFJlylH7g71Zs2aIiYnBkCFDtP2nmQUEBMjavr6Jj49HamoqChcurHM+Li4ORkZGsqztERgYiOnTp8PCwgKBgYHvfKxcCwF99dVXWL16Naytrd+7MJpc6yb4+Ph88BURORcCymBtbY2QkBCUKVNG53xUVBR8fX3x7Nkz2dpOSEjQ/q0lJCS887FKrDczbdo0rFmzBtOmTUO/fv0QHh4ONzc3bN26FT/99BNOnz4ta/vXrl1Dnz59cOrUKZ3zQgjFrmYCQHh4OAICAnD//n14eHhoaytatCh2794t+/if/fv3Y+rUqZg5cya8vLyyjLGQ82+hwAzePHLkCC5duoTQ0FBs2LABFhYWANJT6dGjR2VrNywsDJUqVYKBgQHCwsLe+Vi5Vzrs2bMnYmJiMHHixGw/2OV24sQJHD9+HFWqVFG03Zyovdpix44d0apVKwwaNEjn/NatW7F7927s2bNH8jZDQ0ORkpKi/e+cyPm3YWNjo/35SiwElp3WrVur0m5ONBqNdtBkZhnhU052dna4d+8eHBwcYGtrm+2/vZIfqmvXrsWyZcvQoEEDDBgwQHve29sbV65ckb39Xr16wcjICH/99Zcq75MZ+vbti4oVK+L8+fPaLqinT5+iZ8+e+N///id7wGratCkAZBkoqsTfQoG5YmFgYIDQ0FD0798fiYmJ+PPPP+Hi4oIHDx7A0dFRtl+SgYEB7t+/DwcHBxgYGOisLpiZEi9aKysrVT/YPT09sWHDBvj4+KjSfmbvW23xxo0bstdQuHBhnDx5EhUqVNA5f+XKFfj5+eHJkyey10D6oWXLljA3N8emTZt0VqXt0KEDEhMTc1wdVQpHjx6Fn58fjIyM3vslq27durLVkaFQoUK4cuUKnJ2dYWVlhYsXL8LNzQ0RERGoXr06Xrx4IWv7FhYWCA4OVmQGyrsUKlQI58+fR8WKFXXOh4eHo1q1anj58qWs7av5t1BgrlgA6VMbjx49it69e6NatWrYtm1bljd1qd28eRNFixbV/reanJycsg01Spk/fz7GjRunndaoJn1YQjk5OVk7aDOzlJQU2d803hYbGwuNRoNSpUop2i6l++6771CnTh14eHjgiy++AAAcP34cCQkJsnfTZv6AUCI4vE/FihVx/PhxODs765zftm2bIl9KPD098fjxY9nbeR8PDw88ePAgS7B4+PBhli4zOaj6tyDrnBMJGRgYiAcPHmhvT58+XZiamopJkyYJAwMDFStTzr59+0Tjxo21C+AozdbWVpiYmAgDAwNhaWmpypTfDPqw2mLdunXFkCFDspwfNGiQ+Pzzz2VvPyUlRfzf//2fsLa2FgYGBsLAwEBYW1uLCRMmiNevX8vWrr4ttf/mzRvx/fffi2rVqolixYqp9nd5584dMX78eNG8eXPRtm1bMXXqVPHkyRPF2hdCiH/++UccP35ce3vx4sWicuXKolOnTopMcRQifbl9GxsbMWfOHGFubi6+//570bdvX2FiYiL2798ve/sHDx4UtWrVEocPHxaPHz/WTo1XYop85nb+/vtvUbFiRbFt2zYRGxsrYmNjxbZt24SXl5f4+++/Za0js8TERBEZGSkuXryoc8ipQHWFZHRJZNi+fTt69OiBly9fytYNsXv37g9+rNw7OdrZ2SEpKQlv3rxRfsETpE//fRclpvxmKFq0KE6ePIly5crBw8MDCxcuRJMmTXDlyhVUrVpVkcWATp48iYYNG6JatWrafsyDBw8iKCgI+/fv135zlcuAAQOwc+dOTJs2DbVq1QIAnD59GlOmTEFAQACWLl0qS7tTp0794Me+PdhaDpMmTcLy5csRGBiIiRMnYsKECbh16xZ27dqFSZMmfVI7i3p5eWHu3Llo3rw5Ll26BF9fX4waNQqHDh1ChQoVdDYVlNO+ffswa9YsBAcHIy0tDVWrVsWkSZPQuHFj2dvOmIr+9tgKocDYgozu8sxtZq4l8225u87V3KSwwASL27dvo3Tp0ln+WMLDwxEcHCzbh9rb6yW8PcYicz1y/6Ho0we72ho3boyePXuic+fOGDBgAEJDQzFs2DCsW7cOT58+xdmzZxWp48KFC/j+++9x4cIFFCpUCN7e3hg/fnyW9QzkYGNjg82bN6NZs2Y65//55x907NgR8fHxstegD9zd3bFw4UK0aNECVlZWuHDhgvbcmTNnsHHjRlna1aeB3RksLS0RHh4OFxcXTJkyBeHh4fj9998REhKC5s2b4/79+4rUoSY1xxbkZiKB3F0VXbp0wa1btzB//nz4+/tj586dePDgAWbMmIEff/wRLVq0kK9xWa+HfGQOHDggqlatKvbu3Svi4+NFQkKC2Lt3r/D19VXkEp8+SUpKUvQS49vetdpiaGioorWoxcHBQdsFlFlERIQoUqSIChWpw9zcXNy+fVsIkb4xW8bquNHR0bLuyaDRaLTdsxqNRhgYGAiNRpPlULKr1s7OTrtPhp+fn/j111+FEELcvHlT0c3QhBAiOTlZxMbGitu3b+scpAw1NyksUIM3g4KCsG3btmynF8o1Xz6zESNGYOnSpfj888+155o0aQJzc3P873//Q2RkpORt6tMc9cTERIwdOxZbt27NdsaDkgtk+fr6av+7aNGiskztzI4+/XsMHjwY06dPx6pVq7SrfCYnJ2PmzJkYMmSIrG1nSE1NxU8//YStW7dm+7qUu3sOAEqVKoV79+6hdOnSKFOmDPbv34+qVasiKChI1tVP9Wlgd4bPP/9cuyLwuXPnsGXLFgDp6ycoNbD3+vXr6N27t6LrSOjj1aNjx4698/46derI2n5iYqJ26EDhwoXx6NEjlCtXDl5eXvKv7SJrbJHQpk2bhLGxsWjRooUwMTERLVu2FB4eHsLGxkb07NlTkRrMzMy0u9VldvHiRWFmZiZLm5kHrWZ8+3n7UOpb0aBBg0SFChXEtm3bRKFChcTKlSvF9OnTRalSpcT69etlbz8zf39/8fTp0yzn4+Pjhb+/v2ztqv3v0aZNG53DyspKFClSRDRo0EA0aNBAFClSRFhbWyu2L8TEiRNFiRIlxPfffy/MzMzE9OnTRZ8+fYS9vb1YsGCBIjWMHTtWzJw5UwiRvkeFkZGRKFOmjDAxMRFjx46Vvf3Xr1+Lnj17qr7brhBC3L59W7Ro0UJ4e3uL5cuXa8+PGDFCDB06VJEaateuLerUqSP27NkjQkNDxYULF3QOOejj1aOc2s845Obr66vd6TcgIEB069ZN/Pfff2LMmDHCzc1N1rYLzBgLb29v9O/fH4MHD9bOjXZ1dUX//v1RokSJXA0oy6s6derA2NgY69ev1+4eef/+fXTr1k22hbr0aY566dKlsXbtWtSrV09npcF169Zh06ZNil01ALIfzAukT+UqWbKkdhEpqWX+9zhy5Mg7F9+R49+jV69eH/xYJQbqqTW+4V3OnDmDU6dOoUyZMrIPqM5ga2uLkJAQVXfb1RdqrCOReQze7du33/nYt6fByuXtMU4pKSkIDQ3FxIkTMXPmTNl3ON2wYQNSUlLQs2dPhIaGokmTJnjy5AlMTEywevVqdOjQQb7GZY0tEjI3N9dOs7S3t9deOYiIiBDFixdXpIbr16+LSpUqCWNjY+Hu7i7c3d2FsbGxqFixorh+/boiNajJwsJCuztgyZIltf13N27cEBYWForUkDFVSqPRiMOHD+tMnwoJCRGzZs0Szs7OitRC6o1v0Dc9e/bU7iqqtqioKDFhwgTRsWNH7bf4f/75R4SHhyvSvq+vr86UV6UdPXpUpKSkZDmfkpIijh49qkJFuo4ePSqqVq2qeLuJiYkiODhYu2O4nArMGIvChQtrl8wtWbIkwsPD4eXlhWfPnikytRAAypQpg7CwMBw4cABXrlyBEAKenp5o2LChYsvGPnv2DOfOnct2c53u3bvL2rabmxtu3boFZ2dneHp6YuvWrahevTr+/PNP2Nraytp2hipVqkCj0UCj0aB+/fpZ7i9UqBAWLVqkSC0TJ07ElClTtCstZoiPj8eAAQOwadMmRepQk1rjG952584dnDx5MtvXhRLTTcuUKYPp06fj1KlT+Oyzz7RbDihZA5B+Ra1Zs2bw8/PDsWPHMHPmTDg4OCAsLAzLly/H77//LnsNc+fOxZgxYzBr1izF96gAAH9/f+0S55nFx8fD399f9c0SixYtiqtXryrerrm5OapWrapIWwWmK6Rz587w9fVFYGAgZs6ciQULFiAgIAAHDhxA1apVFRm8qbY///wTXbp0QWJiIqysrHTCjEajkX2g3E8//QRDQ0MMGzYMhw8fRosWLZCamoo3b95g3rx5iqx4efv2bQgh4ObmhnPnzmkHzwGAiYkJHBwcsnzQy8XZ2RklSpTAhg0b4O7uDiB9T5vu3bujZMmSsu8F8OTJE0yaNAmHDx/O9gNViYGT48aNg7W1Nb799lv8/vvv6NSpE1xcXBATE4ORI0dizpw5stewatUq7e7C9vb2WV4XSizv7urqmuN9StUAALVq1UK7du0QGBios5x2UFAQWrdujTt37sheg5rrSGS0/+DBA533BiB9AKuvr+97B11L5e1BpEII3Lt3D3PmzEFKSgpOnjwpa/upqalYvXq1dtPKt98f5FwRtsAEi7i4OLx69QqOjo5IS0vDDz/8oN2yfOLEidpNXuR28ODBHP+hVq5cKWvb5cqVQ/PmzTFr1iy92Jo7JiYG58+fh7u7OypXrqx2OYqLj49H//798ffff2PevHm4du0aFixYgHHjxmHy5MmyB5xmzZohOjoaffr0QbFixbK8kauxrsnZs2dx8uRJRcc3ODk5YcCAARg/fnyWdWc+NZaWlrh06RJcXV11gsWtW7dQvnx5vHr1SvYa1BoLlrHT7h9//IGmTZvqXDFLTU1FWFgYPDw8sHfvXlnaf1tOe0vVrFkTK1eulH0MypAhQ7B69Wq0aNEi283YfvrpJ9naLhDB4s2bN9iwYQOaNGmC4sWLq1bH1KlTMW3aNPj6+mb7D7Vz505Z27ewsMClS5c4QAzpi4UVKVJEu8jLmDFjsGzZMnh6emLTpk2KDdACgAkTJmD27NkwMjLCP//8I/ugrAxWVlY4ceKEaqEuJSUF//vf/zBx4kRV/ybt7e1x7tw57VUjNb1+/Ro3b96Eu7s7jIyU72kuVaoUtm7ditq1a+sEi507d2L06NGIjo5WvCalZAxsXrNmDdq3b49ChQpp7zMxMYGLiwv69euHIkWKKFLP24NIDQwMULRoUZiZmSnSfpEiRbB27Vo0b95ckfYyKxDBAkjvH4qMjFT0A+NtJUqUwHfffYdu3bqp0v5XX32Fjh07on379oq1uXDhwg9+rJJLJ3t4eGDJkiWoX78+Tp8+jQYNGmD+/Pn466+/YGRkpFjX2KJFizB27Fi0adMGwcHBMDQ0xMaNGxX5sK9WrRoWLVqEmjVryt5WTvRhNsSYMWNQuHBhjBs3TrUakpKSMHToUO3quNeuXYObmxuGDRsGR0dHxWobM2YMTp8+jW3btqFcuXIICQnBgwcP0L17d3Tv3l22Jdb1aR2JqVOnYvTo0VnGuSjl0KFDGDJkCM6cOZNlPEl8fDxq166NpUuXyr7kv6OjI44cOYJy5crJ2k52Ckyw8Pf3x/Dhw9G6dWvValDjm1HmvUoePXqEadOmoVevXtkOipLj0vO7+o4zU7IfGUgPmleuXEHp0qUxduxY3Lt3D2vXrsXly5dRr149PHr0SPYamjVrhqCgICxduhRff/01Xr58icDAQKxevRpTp07FmDFjZG0/KCgI48aNw6RJk1CpUiXFB8kB0P4tBgYGyt5WTlJTU9GyZUu8fPky29fFvHnzZK9h+PDhOHnyJObPn4+mTZsiLCwMbm5u2L17NyZPnozQ0FDZawCgnV64efNmCCFgZGSE1NRUdO7cGatXr5atey7z9O+cugAAZfbIUNuXX34Jf39/jBw5Mtv7Fy5ciMOHD8t+hfvHH3/EjRs3sHjxYsUmF2QoMLNCBg0ahFGjRuG///7LdtS1Equp9e3bFxs3bsTEiRNlbytDdkFq2rRpWc7J9YLVlxUF32ZpaYknT56gdOnS2L9/v/ZFbGZmptiW5W/evEFYWBgcHR0BpM9IWbJkCVq2bIm+ffvKHixsbW0RHx+fZXaMUoPkAP2YDTFr1izs27cPHh4eAJBl8KYSdu3ahS1btqBmzZo6bXp6eira/WBsbIwNGzZg2rRpCA0NRVpaGnx8fGTfu0afViF98OABRo8erR0L93bAkft1cfHiRcydOzfH+xs3bowffvhB1hoA4MSJEzh8+DD++ecfVKxYMUvglvOqboG5YvGuQVlKvYkOHz4ca9euhbe3N7y9vVX5ZkTpunTpgitXrsDHxwebNm1CTEwM7O3tsXv3bnz77bcIDw9Xtb7Hjx/L3pdbvXp1GBkZYfjw4dkO3pR7wTRAP2ZD2NnZ4aeffkLPnj1lbysn5ubmCA8Ph5ubm87YhosXL6JOnTqfzIZw+qBZs2aIiYnBkCFDsh0LFxAQIGv7ZmZmCA8PR5kyZbK9PyoqCl5eXrJ/AXrfYnpyLqBXYK5YqJ2CgfR+xCpVqgCAoh9cavbZBQYGYvr06bCwsHjv5W4lg9XPP/+M//u//0NsbCy2b98Oe3t7AEBwcDA6deqkWB3Hjx/Hr7/+iujoaPz+++8oWbIk1q1bB1dXV509ZeQQHh6O0NBQ7Td1NejD69LU1BR+fn6q1lCtWjX8/fffGDp0KID/f6Xkt99+025prwQ1pxhmdvXqVSxatAiRkZHQaDQoX748hg4dqsjf6okTJ3D8+HHte7XSSpYsiUuXLuUYLMLCwrQrN8tJiZV3c1JggoWlpaX2wyM2Nha//fYbXr58iS+//FL2QTAZDh8+rEg7b5s/fz769euXbZ+5jY0N+vfvj3nz5snyewgNDdUuj/2ufmKl+/BsbW2xePHiLOeVWNo9w/bt29GtWzd06dIFoaGhSE5OBgA8f/4cs2bNkn2Jc19fX8TGxqoaLKZNm4bRo0dnmf788uVLfP/995g0aZLsNQwfPhyLFi3K1UBjqc2ePRtNmzZFREQE3rx5gwULFuDy5cs4ffq0LEv952T48OHaKYaVKlVS/HUJQLueia+vrzZUnTlzBpUqVcLGjRvRrl07Wdt3cnLKdnyHUpo3b45JkyahWbNmWWaAvHz5EpMnT0bLli1lr6N+/frYsWNHlsULExIS0Lp16097HYtLly6hVatWiI2NRdmyZbF582Y0bdoUiYmJMDAwQGJiIn7//XdZB3VmzI9+F41Gg+3bt8vSvrOzM/bu3YsKFSpke/+VK1fQuHFjxMTEyNK+vtCnkecA4OPjg5EjR6J79+46l78vXLiApk2b4v79+7K2v23bNkyZMgXffPNNtoMWlfgdGBoaZrvK4ZMnT+Dg4KBIF2WbNm1w6NAh2NvbK96XnNmlS5fwww8/IDg4GGlpaahatSrGjh0LLy8vRdoH1J1imMHNzQ1du3bNMhZs8uTJWLdunezdY/v378ePP/6IX3/9FS4uLrK2lZ0HDx6gatWqMDQ0xJAhQ+Dh4QGNRoPIyEj8/PPPSE1NRUhICIoVKyZrHWrtpwQUgCsWY8aMgZeXF9avX4/169ejZcuWaN68OZYvXw4AGDp0KObMmSNrsLCxsZHtZ3+IBw8eZHmzzMzIyEiRWRBqq1KlivaFkrG0d+ZcnHFbqTE3V69ezXbrY2trazx79kz29jM2Eerdu7f2nNK/g4y23nbx4kUULlxY9vaB9KtXHxL+5ebl5aWdbqoWExOTHC/BK+X+/fvZbi/QtWtXfP/997K336FDByQlJcHd3R3m5uZZ3jvlXpG2WLFiOHXqFAYOHIjx48dr36M0Gg2aNGmCX375RdZQkflLV0REhM4XnNTUVOzduxclS5aUrX2gAASLoKAgHDp0CN7e3qhSpQqWLVuGQYMGaQdzDh06VPZ5/Gr2VQH602cHpP97bNu2DTExMXj9+rXOfXJ/M9SnkedA+romUVFRWb4VnThxQpF1HdT8HdjZ2Wn3bClXrpxOuEhNTcWLFy8wYMAARWpR+/WZ2cOHD7Md26DE1SMAGDVqFBYsWKDKFMMM9erVw/Hjx7O8X504cUKRbuv58+fL3sb7ODs7Y8+ePXj69CmioqIghEDZsmUVWSFaH/ZT0vtgERcXp11t09LSEhYWFjrfhOzs7LSbk32s9KXPbvPmzejevTsaN26MAwcOoHHjxrh+/Tru37+PNm3ayN5+5sXRbGxsctz4LCoqSvZaAKB///4YPnw4Vq5cCY1Gg7t37+L06dMYPXq0ImML1Fwsbv78+RBCoHfv3pg6darOVb2MVQ6VHLT45s0bHDlyBNHR0ejcuTOsrKxw9+5dWFtbw9LSUvb2g4OD0aNHD0RGRmbp31dy7QY1pxhm+PLLLzF27FgEBwdrv/SdOXMG27Ztw9SpU3XW5pFj7R01lrLPiZ2dHapVq6Zomzdv3lR9PyW9H2Px9oYyVlZWCAsL005ze/DgARwdHT/qRVf0pc/O29sb/fv3x+DBg7VjClxdXdG/f3+UKFFC0YGTtWvXxqFDh7IEratXr6JBgwb477//FKljwoQJ+Omnn7R7MJiammL06NGYPn26Iu1HR0dj/vz52tH3FSpUwPDhwxVbxO3o0aPw8/NTZfnqDLdv30bTpk0RExOD5ORk7aqXI0aMwKtXr7B06VLZa/D29kaZMmUwduzYbKf+KhUC1ZximOFD92uRM3BFR0dj1apViI6OxoIFC+Dg4IC9e/fCyckJFStWlKVNykTmbdnzTaPRiObNm4s2bdqINm3aCCMjI9G4cWPt7ebNmwsDAwO1y5TdrVu3RLNmzYSBgYHQaDRCo9EIAwMD0axZM3Hz5k1FajA3N9e2ZW9vL8LCwoQQQkRERIjixYsrUkOG5s2biyZNmoiUlBTtuYw6hg0bpmgtiYmJIigoSJw9e1Y8f/5csXb37t0rTExMRPXq1cXIkSPFiBEjRPXq1YWpqanYv3+/IjUEBwdr/w6EEGLXrl0iICBAjB8/XiQnJytSQ0BAgOjatatITk4WlpaWIjo6WgghxJEjR0SZMmUUqcHS0lJcv35dkbbo3Y4cOSIKFSokGjZsKExMTLR/D3PnzhVt27ZVuTplrV27VtSuXVuUKFFC3Lp1SwghxLx588SuXbtkbVfvu0LevqzVtWvXLI/JbqDQx0bNPrsMhQsX1nY7lSxZEuHh4fDy8sKzZ8+QlJSkWB1A+lTPRo0aoXPnztiyZQsuX76MBg0aoEuXLrKvp5F5sOS7yL3b7bhx47LdmnzcuHEYO3YsGjVqJGv7QHp30Lhx4+Dl5YUbN26gQ4cO+Oqrr7Bt2zYkJSUp0t994sQJnDx5EiYmJjrnnZ2dFdkmHAAaNGiAixcvqj5wMsOjR49w9epV7RiYt7cQ/5iNGzcOM2bM0G4dn8Hf3x8LFixQsTJlLVmyBJMmTcKIESMwc+ZM7dUhOzs7zJ8/X9aFwvS+K4T0R+fOneHr64vAwEDMnDkTCxYsQEBAAA4cOICqVasqNq0vQ3x8POrVqwd3d3ccP34c3bt3V2TUuYGBAZydneHj4/PO+fJy7wVgZmaGS5cuZVmu+dq1a/D29lZki2wbGxuEhITA3d0dc+fOxaFDh7Bv3z6cPHkSHTt2RGxsrOw1FC5cGCdOnICnp6fOtN8TJ06gbdu2ePDggew1PH78GD169ED16tWz3bdFqS3kExMTMXToUKxdu1Y7gNTQ0BDdu3fHokWLsqw3IpeDBw/ip59+0lkga8SIEWjYsKHsbevD1vH6wNPTE7NmzULr1q11fg/h4eGoV68eHj9+LF/jsl4PoY/KkydPxJ07d4QQQqSmpoq5c+eKVq1aiZEjR4q4uDjZ24+Pj89yXL16VTg5OYmBAwfqnJfTwIEDhZ2dnahcubJYsGCBePLkiazt5aRUqVJi69atWc5v2bJFODk5KVKDlZWVuHbtmhBCiIYNG4r58+cLIYS4ffu2MDMzU6SG9u3bi379+gkh0rskbty4IZ4/fy7q168vevbsqUgNf/zxh7C2ttZ2U2Y+lOyq/d///ifc3NzEnj17tK+Fv//+W7i7u4sBAwYoUsOiRYuEkZGR6Nixo1iwYIFYsGCB6NSpkzA2NhaLFi2Svf2SJUuKkydPCiGETtfYjh07hJubm+zt6wszMzNt90fm38O1a9dkf20yWFCBkfEm/faR+Q1cqTfyV69eiY0bN4qGDRsKc3Nz0a5dO7F3716RlpYme9sZpk6dKmxtbcWcOXPEsWPHxPHjx8Xs2bOFra2tmD59uiI1+Pv7i+7du4u1a9cKY2Nj7TiDI0eOCGdnZ0VquHPnjihXrpyoUKGCMDIyEjVr1hT29vbCw8NDPHjwQJEanJ2dxeDBg8X9+/cVaS8n9vb24vDhw1nOHzp0SBQpUkSRGhwdHbMNEIsXLxYlSpSQvf1vvvlGfP755+LevXvCyspKXL9+XZw4cUK4ubmJKVOmyN6+vqhQoYJ2LEXmYLFgwQJRtWpVWdtmVwjlSlpaGqKiorKdq5/dYlFSys3SyEpswJXh9u3bWL16NdauXYuUlBREREQoMsVRCIH58+fjxx9/xN27dwEAjo6O+OabbzBs2DBF1jEICwtDly5dEBMTg8DAQEyePBlA+voyT548wcaNG2WvAUifdr1582adVS+7dOmCQoUKKdK+lZUVLly4oNhsnJyYm5sjODg4yyq9ly9fRvXq1ZGYmCh7DVZWVggNDc0y3uT69evw8fHBixcvZG1fra3j9c2qVaswceJE/Pjjj+jTpw+WL1+O6OhozJ49G8uXL0fHjh1la5vBgj7YmTNn0LlzZ9y+fVvVufr6JiYmBqtXr8bq1avx+vVrXLlyRZFgkVnGoNrMg9XU9OrVKxgaGr5zxVipHDt2DLVr184y5fXNmzc4deqU7IEXSB9k/sUXX6Bv376yt/UuDRo0gL29PdauXaudiv3y5Uv06NEDcXFx+Pfff2WvoUuXLqhSpQq++eYbnfMZy51v2rRJ9hqA9CmnSm4dr49+++03zJgxQzvWqWTJkpgyZQr69Okja7sMFvTBqlSpgnLlymHq1KnZbkesxtLnSUlJ2a4CKvdKh8nJydixYwdWrlyJEydOoGXLlujVqxeaNm36wfP4SRr6sF/JzJkzMX/+fLRo0SLbfVuGDRsmew1A+o63TZs2xatXr1C5cmVoNBpcuHABZmZm2LdvnyJrOMyYMQM//PAD/Pz8dDYhO3nyJEaNGqWzmaJSv5dP3ePHj5GWlpblNSIXBgv6YBYWFnozpe7Ro0fo1asX/vnnn2zvl/PDZNCgQdi8eTNKly6NXr16oWvXrtqdd+Xm4+PzwV0cISEhMleTPkPmXfUo8aH+9iJ6Ga5duwZfX18kJCTIXkPGgn3Z0Wg0sm+8ldnLly+xfv16XLlyBUIIeHp6Ktot9K7fRWZy/V4CAwNzbM/MzAxlypRBQECAYnvZfIr0fh0L0h81atRAVFSUXgSLESNG4OnTpzhz5gz8/f2xc+dOPHjwADNmzMCPP/4oa9tLly5F6dKl4erqiqNHj+Y49kOO6bdybraXF29PqU1JSUFoaCjWrFkj+0qsGRuPaTQa9OzZE6amptr7UlNTERYWhtq1a8taQwZ92LsmQ6FChdCvXz/V2lf7dxEaGoqQkBCkpqbCw8MDQghcv34dhoaGKF++PH755ReMGjVKO0X5Y1K1alUcPHgQdnZ27/0SIucXDwYLeqfMO+UNHToUo0aNwv3791XbpjvDoUOH8Mcff6BatWradSUaNWoEa2trzJ49Gy1atJCt7e7du6u2wVPG4Eh9kd0iO19//TUqVqyILVu2yNqXm9H1JoSAlZWVzjdyExMT1KxZU9UPWCB9K/UVK1bIulBY5r033kep9TTUlHE1YtWqVdpul4SEBPTp0weff/45+vXrh86dO2PkyJHYt2+fytVKKyAgABEREfDz81P1Swi7QuidMi515/RnovQ23Rmsra0RFhYGFxcXuLi4YMOGDfDz88PNmzdRsWJFxVcCVVNwcLB2ISJPT0/4+PioXRKio6Ph7e2tyCyEqVOnYvTo0bCwsJC9rQ+RkJCATZs2YcWKFTh//jy8vb1x4cIF2dp7e0xPdq/XjCAs12s0MDAQ06dPh4WFRY5dERnkXhm3ZMmSOHDgQJarEZcvX0bjxo1x584dhISEoHHjxvIuEqUSAwMD+Pj4oE+fPujSpYsqY994xYLeSe3Lmjnx8PDA1atX4eLigipVquDXX3+Fi4sLli5dqtgW8mp7+PAhOnbsiCNHjsDW1hZCCMTHx8Pf3x+bN29WbRnnly9fYtGiRShVqpQi7enLVZyjR49ixYoV2L59O169eoVvvvkGGzdulL3rMPO073///Rdjx47FrFmzUKtWLWg0Gpw6dQr/93//h1mzZslWQ2hoKFJSUrT/nRMlrvTFx8fj4cOHWYLFo0ePtONtbG1tswz4/licPHkSK1euxPjx4zF69Gi0bdsWvXv3hr+/v3JFyLpKBn0UevXqJRISEtQuQ8f69evFqlWrhBBChISEiKJFiwoDAwNhZmYmNm/erG5xCmnfvr347LPPREREhPbc5cuXha+vr+jYsaMiNdja2go7OzvtYWtrKwwNDYWlpaX4448/FKlBCCG2bdsm2rVrJ2rUqCF8fHx0DjndvXtXzJw5U7i7u4vixYuLkSNHiqCgIGFkZCQuX74sa9vZqVixojh+/HiW88eOHRPly5dXvB41dO7cWbi6uoodO3aI2NhY8d9//2lX3ezatasQQohNmzaJzz77TOVK5ZWUlCRWr14t6tatKwwMDISbm5uYMWOGiI2Nlb1tBgt6LwMDA8VWMHyfxMREMWjQIOHo6CiKFi0qOnXqJB49eiQSExNFcHCwePTokdolKsba2lqcO3cuy/mzZ88KGxsbRWpYvXq1zrF27Vrxzz//iLi4OBEaGqpIDQsWLBCWlpZi8ODBwsTERPTv3180bNhQ2NjYiG+//VbWtk1NTUXXrl3F3r17RWpqqva8WsHCzMxMZ7fZDBcvXlRsiXW1PX/+XPTt21eYmJhoV+c1MTER/fr1Ey9evBBCCBEaGqrY36c+iIqKEhMmTBBOTk7CyMhINGvWTNb2OMaC3svAwAD3799XbA70u3zzzTf45ZdftNPnNm7ciHr16mHbtm1ql6Y4KysrHD9+HFWqVNE5Hxoairp16yoyzfJt8fHx2LBhA1asWIELFy4oMu6mfPnymDx5Mjp16qSz2dKkSZMQFxeHxYsXy9a2h4cHXr9+jc6dO6Nbt24oX748AMDY2BgXL15UfNZBnTp1YGxsjPXr12u7BO/fv49u3brh9evXuVq9NjcyZuh8CDk3K0xNTcWJEyfg5eUFExMT3LhxA0IIuLu7K75onb558eIFNmzYgG+//RbPnj2T9bXJMRb0QdSaBfG2HTt2YMWKFdrlaLt06QI/Pz+kpqZ+Mkv1Zqhfvz6GDx+OTZs2wdHREQBw584djBw5Eg0aNFC0lkOHDmHlypXYsWMHnJ2d0bZtWyxfvlyRtmNiYrTTSgsVKqRdhbRbt26oWbOmrMHi6tWrOHnyJFasWIFq1aqhXLly6Nq1KwB1XjMrV65EmzZt4OzsjNKlSwNI//2UK1cOu3btkq1dNQYIZsfQ0BBNmjRBZGQkXF1dFZ2ppq+OHj2KlStXYvv27TA0NET79u1lX3mTXSH0XhqNJktfenaHEoyNjcV///2nc87MzEzExMQo0r4+iYmJET4+PsLY2Fi4ubkJd3d3YWxsLKpWrapIP2psbKyYPn26cHV1FQ4ODmLIkCGqdAG4urqK4OBgIYQQvr6+YunSpUIIIfbt26fY36UQ6Zfgly1bJmrWrCk0Go2oV6+eWLZsmXj48KFiNQghRFpamti3b59YsGCBmD9/vti/f7+im+OpzdfXV/z7779ql6GqmJgYMW3aNOHm5iY0Go3w8/MTK1eu1HYFyY1dIfReBgYGmD9//nu/lfTo0UP2WgwNDXH//n2dGQ9WVlYICwv74BX/PjYHDhzQWWWxYcOGsrfZvHlz7VLmXbp0QdOmTbV7gyjdBdC3b184OTlh8uTJWLp0KQIDA+Hn54fz58/jq6++wooVKxSrJUNkZCRWrFiBdevWIS4uTjtjguS3f/9+jB07FtOnT8dnn32WZRpy5iXFP0aNGjXC4cOHUbRoUXTv3h29e/eGh4eHojUwWNB76dMYCwMDAzRr1kxnlcU///wT9evX13kDkbMfV22HDh3CkCFDcObMmSxvkvHx8ahduzaWLl2KL774QrYajIyMMGzYMAwcOFBncyc1gkVaWhrS0tK0m5Bt3boVJ06cQJkyZTBgwACYmJgoVsvb3rx5g927d+dqDEJ+HTx4EAcPHsx2B+KVK1fK0qa+rPgI6K7rkbkOocJ6O2r48ssv0adPH7Rs2VK17mGOsaD30pfxFUD2V0Uy+rQ/FfPnz0e/fv2y/eZlY2OD/v37Y968ebIGi+PHj2PlypXw9fVF+fLl0a1bN3To0EG29t7FwMBA58Okffv2aN++vSq1vM3IyEjRUDF16lRMmzYNvr6+2W4UKJeAgABt2Fd72fnDhw/neN+71tj4WORmJVa58IoFvZc+XbEgwNnZGXv37kWFChWyvf/KlSto3LgxYmJiZK8lKSkJmzdvxsqVK3Hu3DmkpqZi3rx56N27t2JbuB87duyd9yuxbbq+KFGiBL777jt069ZN7VL0RsZMpeXLl+PixYsf/RULfcBgQVTAmJmZITw8PMcVHaOiouDl5YWXL18qWtfVq1e14wqePXuGRo0aKfLtKbtt6jN/U/+UPkjs7e1x7tw5uLu7q10KXr9+nW13TMZsFbllN1Opbdu2erHk/ccu6yuSiPRayZIlcenSpRzvDwsLU2VZcw8PD3z33Xf477//sGnTJsXaffr0qc7x8OFD7N27F9WqVcP+/ftlazcsLCzLh6ba+vbti40bN6paw7Vr1/DFF1+gUKFCcHZ2hqurK1xdXeHi4iL7AOv//vsPM2bMgJubGzp16gQ7OzukpKRg+/btmDFjBkOFQnjFgqiAGTp0KI4cOYKgoCCYmZnp3Pfy5UtUr14d/v7+WLhwoUoV6odjx45h5MiRCA4OluXnGxoa4t69e3BwcICbmxuCgoJgb28vS1sfavjw4Vi7di28vb3h7e2dZQdiuTcAAwA/Pz8YGRlh3Lhx2Y7zqFy5sizt6tNMpU8dgwVRAfPgwQNUrVoVhoaGGDJkCDw8PKDRaBAZGYmff/4ZqampCAkJQbFixdQuVVWRkZGoVq0aXrx4IcvPt7e3x549e1CjRg0YGBjgwYMHqm38luF9G029a2CjVCwsLBAcHKxdhVQp+jRT6VPHWSFEBUyxYsVw6tQpDBw4EOPHj9duka3RaNCkSRP88ssvn1SoCAsL07kthMC9e/cwZ84c2b4dA0Dbtm1Rt25d7bdyX1/fHKf33bhxQ7Y6MlMiOLyPp6enKtuR69NMpU8dr1gQFWBPnz5FVFQUhBAoW7Ys7Ozs1C5JcQYGBtBoNHj7raxmzZpYuXKlrN+c9+7di6ioKAwbNgzTpk3LcSbM8OHDZasB+LC9OjQaDbZv3y5L+5n3pTl//rx2m3YvL68s3TFyL1ClDzOVPnUMFkRUoN2+fVvntoGBAYoWLZpl/ImcevXqhYULF6r2wdWrV68PetyqVatkaT8j3GXIfBUt8zmlF6hSa6bSp47BgogKpJcvX+LgwYNo2bIlAGD8+PFITk7W3m9kZIRp06YpGjCA9JkJGo0GJUuWVLRdNeVm19S6devKWEn2UlNT8eeff2LlypUMFgpgsCCiAunXX3/FX3/9hT///BNA+p4xFStWRKFChQCkLxQ2ZswYjBw5UvZa0tLSMGPGDPz444/awaJWVlYYNWoUJkyYkO1aGx+bpKQkfPPNN9i1axdSUlLQsGFDLFy4EEWKFFG7NFIYB28SUYG0YcOGLKFh48aNcHNzAwCsX78eP//8syLBYsKECVixYgXmzJkDPz8/CCFw8uRJTJkyBa9evcLMmTNlr0FtkydPxurVq9GlSxcUKlQIGzduxMCBA7Ft2za1SyOF8YoFERVIxYsXx8GDB1GxYkUAQNGiRREUFAQXFxcA6Qs1VatWDfHx8bLX4ujoiKVLl+LLL7/UOf/HH39g0KBBuHPnjuw1qM3d3R0zZ85Ex44dAQDnzp2Dn58fXr16pdpmWKQOXrEgogIpPj5eu6MpADx69Ejn/rS0NJ0xF3KKi4vLdvZJ+fLlERcXp0gNaouNjdXZ+K569eowMjLC3bt34eTkpGJlpLSPv+OPiD5KpUqVQnh4eI73h4WFoVSpUorUUrlyZSxevDjL+cWLF8u6loY+SU1NzbJFvZGREd68eaNSRaQWdoUQUYE0fPhw/PvvvwgODs52aXNfX180bNgQCxYskL2Wo0ePokWLFihdujRq1aoFjUaDU6dOITY2Fnv27JF1C3t9YWBggGbNmmm3TweAP//8E/Xr14eFhYX23I4dO9QojxTEYEFEBdKDBw9QpUoVmJiYYMiQIShXrhw0Gg2uXLmCxYsX482bNwgNDVVsFdK7d+/i559/xpUrVyCEgKenJwYNGgRHR0dF2leb2mtpkP5gsCCiAuvmzZsYOHAgDhw4oLMoU6NGjfDLL79oZ4gQkXIYLIiowIuLi0NUVBQAoEyZMihcuLDKFRF9uhgsiIiISDKcFUJERESSYbAgIiIiyTBYEBHl08uXL5GUlKS9ffv2bcyfPx/79+9XsSoidTBYEBHlU0BAANauXQsAePbsGWrUqIEff/wRAQEBWLJkicrVESmLwYKIKJ9CQkK0i2D9/vvvKFasGG7fvo21a9di4cKFKldHpCwGCyKifEpKSoKVlRUAYP/+/fjqq69gYGCAmjVr4vbt2ypXR6QsBgsionwqU6YMdu3ahdjYWOzbtw+NGzcGADx8+BDW1tYqV0ekLAYLIqJ8mjRpEkaPHg0XFxdUr14dtWrVApB+9cLHx0fl6oiUxQWyiIgkcP/+fdy7dw+VK1eGgUH6d7Zz587B2to62y3ViT5WDBZERBKJiopCdHQ06tSpg0KFCkEIAY1Go3ZZRIpiVwgRUT49efIEDRo0QLly5dC8eXPcu3cPANC3b1+MGjVK5eqIlMVgQUSUTyNHjoSxsTFiYmJgbm6uPd+hQwfs3btXxcqIlGekdgFERAXd/v37sW/fPpQqVUrnfNmyZTndlD45vGJBRJRPiYmJOlcqMjx+/BimpqYqVESkHgYLIqJ8qlOnjnZJbwDQaDRIS0vD999/D39/fxUrI1IeZ4UQEeVTREQE6tWrh88++wyHDh3Cl19+icuXLyMuLg4nT56Eu7u72iUSKYbBgohIAvfv38eSJUsQHByMtLQ0VK1aFYMHD0aJEiXULo1IUQwWRET5FBMTAycnp2zXrIiJiUHp0qVVqIpIHQwWRET5ZGhoiHv37sHBwUHn/JMnT+Dg4IDU1FSVKiNSHgdvEhHlU04rbL548QJmZmYqVESkHq5jQUSUR4GBgQDSZ4FMnDhRZ8ppamoqzp49iypVqqhUHZE6GCyIiPIoNDQUQPoVi0uXLsHExER7n4mJCSpXrozRo0erVR6RKjjGgogon3r16oUFCxbA2tpa7VKIVMdgQURERJJhVwgRkQSCgoKwbds2xMTE4PXr1zr37dixQ6WqiJTHWSFERPm0efNm+Pn5ISIiAjt37kRKSgoiIiJw6NAh2NjYqF0ekaIYLIiI8mnWrFn46aef8Ndff8HExAQLFixAZGQk2rdvz8Wx6JPDYEFElE/R0dFo0aIFAMDU1BSJiYnQaDQYOXIkli1bpnJ1RMpisCAiyqfChQvj+fPnAICSJUsiPDwcAPDs2TMkJSWpWRqR4jh4k4gon7744gscOHAAXl5eaN++PYYPH45Dhw7hwIEDaNCggdrlESmK002JiPIpLi4Or169gqOjI9LS0vDDDz/gxIkTKFOmDCZOnAg7Ozu1SyRSDIMFERERSYZjLIiI8snQ0BAPHz7Mcv7JkycwNDRUoSIi9TBYEBHlU04XfpOTk3X2DyH6FHDwJhFRHi1cuBBA+u6my5cvh6Wlpfa+1NRUHDt2DOXLl1erPCJVcIwFEVEeubq6AgBu376NUqVK6XR7mJiYwMXFBdOmTUONGjXUKpFIcQwWRET55O/vjx07dnD2BxEYLIiIJPfmzRu8evVKp2uE6FPBwZtERHm0Z88erFu3TufczJkzYWlpCVtbWzRu3BhPnz5VqToidTBYEBHl0Q8//ICEhATt7VOnTmHSpEmYOHEitm7ditjYWEyfPl3FComUx64QIqI8cnBwwL59++Dj4wMACAwMREREBPbu3Qsg/YrG8OHDcf36dTXLJFIUr1gQEeXR8+fPYW9vr7194sQJ1K9fX3u7YsWKuHv3rhqlEamGwYKIKI8cHR0RGRkJAHjx4gUuXrwIPz8/7f1PnjyBubm5WuURqYLBgogoj77++muMGDEC69atQ79+/VC8eHHUrFlTe//58+fh4eGhYoVEyuPKm0REeTR58mTcvXsXw4YNQ/HixbF+/XqdRbI2bdqEVq1aqVghkfI4eJOIiIgkw64QIiIikgyDBREREUmGwYKIiIgkw2BBREREkmGwICIiIslwuikRUR4sXLjwgx87bNgwGSsh0i+cbkpElAeurq46tx89eoSkpCTY2toCAJ49ewZzc3M4ODjgxo0bKlRIpA52hRAR5cHNmze1x8yZM1GlShVERkYiLi4OcXFxiIyMRNWqVbm7KX1yeMWCiCif3N3d8fvvv2t3Oc0QHByMr7/+Gjdv3lSpMiLl8YoFEVE+3bt3DykpKVnOp6am4sGDBypURKQeBgsionxq0KAB+vXrh/PnzyPjIvD58+fRv39/NGzYUOXqiJTFYEFElE8rV65EyZIlUb16dZiZmcHU1BQ1atRAiRIlsHz5crXLI1IUx1gQEUnk2rVruHLlCoQQqFChAsqVK6d2SUSK4zoWREQScXFxgRAC7u7uMDLi2yt9mtgVQkSUT0lJSejTpw/Mzc1RsWJFxMTEAEhfGGvOnDkqV0ekLAYLIqJ8Gj9+PC5evIgjR47AzMxMe75hw4bYsmWLipURKY/X6oiI8mnXrl3YsmULatasCY1Goz3v6emJ6OhoFSsjUh6vWBAR5dOjR4/g4OCQ5XxiYqJO0CD6FDBYEBHlU7Vq1fD3339rb2eEid9++w21atVSqywiVbArhIgon2bPno2mTZsiIiICb968wYIFC3D58mWcPn0aR48eVbs8IkXxigURUT7Vrl0bJ0+eRFJSEtzd3bF//34UK1YMp0+fxmeffaZ2eUSK4gJZREREJBlesSAiyidDQ0M8fPgwy/knT57A0NBQhYqI1MNgQUSUTzld+E1OToaJiYnC1RCpi4M3iYjyaOHChQDSZ4EsX74clpaW2vtSU1Nx7NgxlC9fXq3yiFTBMRZERHnk6uoKALh9+zZKlSql0+1hYmICFxcXTJs2DTVq1FCrRCLFMVgQEeWTv78/duzYATs7O7VLIVIdgwURERFJhmMsiIjyIDAwENOnT4eFhQUCAwPf+dh58+YpVBWR+hgsiIjyIDQ0FCkpKdr/zgn3CqFPDbtCiIiISDJcx4KIiIgkw64QIqJ8SkxMxJw5c3Dw4EE8fPgQaWlpOvffuHFDpcqIlMdgQUSUT3379sXRo0fRrVs3lChRguMq6JPGMRZERPlka2uLv//+G35+fmqXQqQ6jrEgIsonOzs7FC5cWO0yiPQCgwURUT5Nnz4dkyZNQlJSktqlEKmOXSFERPnk4+OD6OhoCCHg4uICY2NjnftDQkJUqoxIeRy8SUSUT61bt1a7BCK9wSsWREREJBmOsSAiIiLJMFgQEeWRgYEBDA0Nsxx2dnaoWbMmduzYoXaJRIrjGAsiojzauXNntuefPXuGc+fOoWvXrlizZg3atWuncGVE6uEYCyIimfz8889Yu3Ytzp49q3YpRIphVwgRkUwaN26Ma9euqV0GkaIYLIiIZPLy5UuYmZmpXQaRohgsiIhk8ttvv8HHx0ftMogUxcGbRER5FBgYmO35+Ph4nD9/HtHR0Th+/LjCVRGpi4M3iYjyyN/fP9vz1tbWKF++PAYNGgRnZ2eFqyJSF4MFERERSYZjLIiIiEgyDBZEREQkGQYLIiIikgyDBREREUmGwYKIiIgkw2BBREREkmGwIPqE3L9/H0OHDoWbmxtMTU3h5OSEVq1a4eDBg4rWodFosGvXLkXbJCJlcOVNok/ErVu34OfnB1tbW3z33Xfw9vZGSkoK9u3bh8GDB+PKlStql6gjJSUFxsbGapdBRLnEKxZEn4hBgwZBo9Hg3Llz+Prrr1GuXDlUrFgRgYGBOHPmDAAgJiYGAQEBsLS0hLW1Ndq3b48HDx5of0bPnj3RunVrnZ87YsQI1KtXT3u7Xr16GDZsGMaMGYPChQujePHimDJlivZ+FxcXAECbNm2g0Wi0t6dMmYIqVapg5cqV2isqa9asgb29PZKTk3XabNu2Lbp37y7Z74aIpMNgQfQJiIuLw969ezF48GBYWFhkud/W1hZCCLRu3RpxcXE4evQoDhw4gOjoaHTo0CHX7a1ZswYWFhY4e/YsvvvuO0ybNg0HDhwAAAQFBQEAVq1ahXv37mlvA0BUVBS2bt2K7du348KFC2jfvj1SU1Oxe/du7WMeP36Mv/76C7169cp1XUQkP3aFEH0CoqKiIIRA+fLlc3zMv//+i7CwMNy8eRNOTk4AgHXr1qFixYoICgpCtWrVPrg9b29vTJ48GQBQtmxZLF68GAcPHkSjRo1QtGhRAOlhpnjx4jrPe/36NdatW6d9DAB07twZq1atQrt27QAAGzZsQKlSpXSukhCR/uAVC6JPQMaWQBqNJsfHREZGwsnJSRsqAMDT0xO2traIjIzMVXve3t46t0uUKIGHDx++93nOzs46oQIA+vXrh/379+POnTsA0q909OzZ853/L0SkHgYLok9A2bJlodFo3hkQhBDZflhnPm9gYIC39y1MSUnJ8py3B11qNBqkpaW9t87suml8fHxQuXJlrF27FiEhIbh06RJ69uz53p9FROpgsCD6BBQuXBhNmjTBzz//jMTExCz3P3v2DJ6enoiJiUFsbKz2fEREBOLj41GhQgUAQNGiRXHv3j2d5164cCHX9RgbGyM1NfWDH9+3b1+sWrUKK1euRMOGDXWuqhCRfmGwIPpE/PLLL0hNTUX16tWxfft2XL9+HZGRkVi4cCFq1aqFhg0bwtvbG126dEFISAjOnTuH7t27o27duvD19QUA1K9fH+fPn8fatWtx/fp1TJ48GeHh4bmuxcXFBQcPHsT9+/fx9OnT9z6+S5cuuHPnDn777Tf07t071+0RkXIYLIg+Ea6urggJCYG/vz9GjRqFSpUqoVGjRjh48CCWLFmiXbTKzs4OderUQcOGDeHm5oYtW7Zof0aTJk0wceJEjBkzBtWqVcPz58/zNO3zxx9/xIEDB+Dk5AQfH5/3Pt7a2hpt27aFpaVllumuRKRfNOLtDlMiIj3UqFEjVKhQAQsXLlS7FCJ6BwYLItJrcXFx2L9/P7p06YKIiAh4eHioXRIRvQPXsSAivVa1alU8ffoUc+fOZaggKgB4xYKIiIgkw8GbREREJBkGCyIiIpIMgwURERFJhsGCiIiIJMNgQURERJJhsCAiIiLJMFgQERGRZBgsiIiISDL/D/N23gOZ/PfpAAAAAElFTkSuQmCC",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "df[[\"Country\",\"Production(Tons)\"]].set_index(\"Country\").sort_values(\"Production(Tons)\", ascending = False).head(15).plot(kind = \"bar\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bcc087f5",
   "metadata": {
    "id": "bcc087f5"
   },
   "source": [
    "#### Creating a Bar plot with top 15 rows of the original dataframe"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "748e024c",
   "metadata": {
    "id": "748e024c",
    "outputId": "631bc421-be3b-488b-e338-e594fb2e66fb"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax = sbn.barplot(data = df.head(15),  x= \"Country\", y = \"Production(Tons)\")\n",
    "\n",
    "ax.set_xticklabels(ax.get_xticklabels(),rotation =90)\n",
    "\n",
    "mat.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "231dd0ee",
   "metadata": {
    "id": "231dd0ee"
   },
   "source": [
    "The country \"Brazil\" produces maximum sugarcane out of all countries .   (Seleção Brazil)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "77a7cda1",
   "metadata": {
    "id": "77a7cda1"
   },
   "source": [
    "### Which country has highest land?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "3433bea2",
   "metadata": {
    "id": "3433bea2",
    "outputId": "6565e722-01c1-44f6-af67-88e5699f2561"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "df_acr = df.sort_values(\"Acreage(Hectare)\", ascending = False).head(15)  # Taking the top 15 values of the original dataset\n",
    "\n",
    "px = sbn.barplot(data = df_acr,  x= \"Country\", y = \"Acreage(Hectare)\")\n",
    "\n",
    "px.set_xticklabels(ax.get_xticklabels(),rotation =90)\n",
    "\n",
    "mat.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "56014e68",
   "metadata": {
    "id": "56014e68"
   },
   "source": [
    "\"Brazil\" has the largest amount of land dedicated for Sugarcane Production .   (Seleção Brazil)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "14c8fba6",
   "metadata": {
    "id": "14c8fba6"
   },
   "source": [
    "### Which country has highest yield per hectare?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "2698a8a1",
   "metadata": {
    "id": "2698a8a1",
    "outputId": "202388fe-9355-4f0e-ca5c-3a0dd8c5fdd6"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "df_yield = df.sort_values(\"Yield(Kg/Hectare)\", ascending = False).head(15)  # Taking the top 15 values of the original dataset\n",
    "\n",
    "dx = sbn.barplot(data = df_yield,  x= \"Country\", y = \"Yield(Kg/Hectare)\")\n",
    "\n",
    "dx.set_xticklabels(ax.get_xticklabels(),rotation =90)\n",
    "\n",
    "mat.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a1e89d05",
   "metadata": {
    "id": "a1e89d05"
   },
   "source": [
    "Guatemala has the highest yield(kg/hectare) for sugarcane . All hail the Latin America Countries."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ff8103be",
   "metadata": {
    "id": "ff8103be"
   },
   "source": [
    "### Which country has highest production?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "635ede63",
   "metadata": {
    "id": "635ede63",
    "outputId": "a83c2c11-16c5-4d08-c50a-df681fa2cb25"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "df_yield = df.sort_values(\"Production_per_person(Kg)\", ascending = False).head(15)  # Taking the top 15 values of the original dataset\n",
    "\n",
    "hx = sbn.barplot(data = df_yield,  x= \"Country\", y = \"Production_per_person(Kg)\")\n",
    "\n",
    "hx.set_xticklabels(ax.get_xticklabels(),rotation =90)\n",
    "\n",
    "mat.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "687d3ac5",
   "metadata": {
    "id": "687d3ac5"
   },
   "source": [
    "Production per Person is highest in Paraguay . (Told ya, latin American countries are the best in the world)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ae0aeafd",
   "metadata": {
    "id": "ae0aeafd"
   },
   "source": [
    "# Correlation"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "6ae50906",
   "metadata": {
    "id": "6ae50906",
    "outputId": "b03921db-90f7-455a-9559-69e7ca00cefd"
   },
   "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>Production(Tons)</th>\n",
       "      <th>Production_per_person(Kg)</th>\n",
       "      <th>Acreage(Hectare)</th>\n",
       "      <th>Yield(Kg/Hectare)</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Production(Tons)</th>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.015000</td>\n",
       "      <td>0.997550</td>\n",
       "      <td>0.132812</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Production_per_person(Kg)</th>\n",
       "      <td>0.015000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.012557</td>\n",
       "      <td>0.017999</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Acreage(Hectare)</th>\n",
       "      <td>0.997550</td>\n",
       "      <td>0.012557</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.113433</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Yield(Kg/Hectare)</th>\n",
       "      <td>0.132812</td>\n",
       "      <td>0.017999</td>\n",
       "      <td>0.113433</td>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                           Production(Tons)  Production_per_person(Kg)  \\\n",
       "Production(Tons)                   1.000000                   0.015000   \n",
       "Production_per_person(Kg)          0.015000                   1.000000   \n",
       "Acreage(Hectare)                   0.997550                   0.012557   \n",
       "Yield(Kg/Hectare)                  0.132812                   0.017999   \n",
       "\n",
       "                           Acreage(Hectare)  Yield(Kg/Hectare)  \n",
       "Production(Tons)                   0.997550           0.132812  \n",
       "Production_per_person(Kg)          0.012557           0.017999  \n",
       "Acreage(Hectare)                   1.000000           0.113433  \n",
       "Yield(Kg/Hectare)                  0.113433           1.000000  "
      ]
     },
     "execution_count": 73,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_corr = df.corr(numeric_only=True)\n",
    "df_corr"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8c4475d8",
   "metadata": {
    "id": "8c4475d8"
   },
   "source": [
    "### Heat-map for the above correlation"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "0389c34c",
   "metadata": {
    "id": "0389c34c",
    "outputId": "1c6ea058-62a4-47c9-b10f-7b541e699ea1"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: >"
      ]
     },
     "execution_count": 83,
     "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": [
    "sbn.heatmap(df_corr, annot = True, cmap=\"Greens\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f832ee8b",
   "metadata": {
    "id": "f832ee8b"
   },
   "source": [
    "# Do countries with highest land produce more sugarcane ?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "02fbea78",
   "metadata": {
    "id": "02fbea78",
    "outputId": "ed4d8f03-a128-4090-cd00-4fe21598337f"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: xlabel='Acreage(Hectare)', ylabel='Production(Tons)'>"
      ]
     },
     "execution_count": 80,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Creating a Scatter plot for the said analysis\n",
    "\n",
    "sbn.scatterplot(data = df, x = \"Acreage(Hectare)\", y = \"Production(Tons)\", hue = \"Continent\" )\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f2427833",
   "metadata": {
    "id": "f2427833"
   },
   "source": [
    "Conclusion - Overall increase in land increases the production"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "af6b2e6d",
   "metadata": {
    "id": "af6b2e6d"
   },
   "source": [
    "# Do countries which yield more sugarcane per hectare produces more sugarcane in total?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "1107dd24",
   "metadata": {
    "id": "1107dd24",
    "outputId": "ebf32358-dcdd-443e-8698-343f5518ea75"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: xlabel='Yield(Kg/Hectare)', ylabel='Production(Tons)'>"
      ]
     },
     "execution_count": 85,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Creating a Scatter plot for the said analysis\n",
    "\n",
    "sbn.scatterplot(data = df, x = \"Yield(Kg/Hectare)\" , y = \"Production(Tons)\", hue = \"Continent\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "80d18073",
   "metadata": {
    "id": "80d18073",
    "outputId": "39ce8e60-949d-4a35-d8bd-8292a8907266"
   },
   "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>Country</th>\n",
       "      <th>Continent</th>\n",
       "      <th>Production(Tons)</th>\n",
       "      <th>Production_per_person(Kg)</th>\n",
       "      <th>Acreage(Hectare)</th>\n",
       "      <th>Yield(Kg/Hectare)</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Brazil</td>\n",
       "      <td>South America</td>\n",
       "      <td>768678382.0</td>\n",
       "      <td>3668.531</td>\n",
       "      <td>10226205.0</td>\n",
       "      <td>75167.5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>India</td>\n",
       "      <td>Asia</td>\n",
       "      <td>348448000.0</td>\n",
       "      <td>260721.000</td>\n",
       "      <td>4950000.0</td>\n",
       "      <td>70393.5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>China</td>\n",
       "      <td>Asia</td>\n",
       "      <td>123059739.0</td>\n",
       "      <td>88287.000</td>\n",
       "      <td>1675215.0</td>\n",
       "      <td>73459.1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>Thailand</td>\n",
       "      <td>Asia</td>\n",
       "      <td>87468496.0</td>\n",
       "      <td>1264.303</td>\n",
       "      <td>1336575.0</td>\n",
       "      <td>65442.2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>Pakistan</td>\n",
       "      <td>Asia</td>\n",
       "      <td>65450704.0</td>\n",
       "      <td>324219.000</td>\n",
       "      <td>1130820.0</td>\n",
       "      <td>57879.0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "    Country      Continent  Production(Tons)  Production_per_person(Kg)  \\\n",
       "0    Brazil  South America       768678382.0                   3668.531   \n",
       "1     India           Asia       348448000.0                 260721.000   \n",
       "2     China           Asia       123059739.0                  88287.000   \n",
       "3  Thailand           Asia        87468496.0                   1264.303   \n",
       "4  Pakistan           Asia        65450704.0                 324219.000   \n",
       "\n",
       "   Acreage(Hectare)  Yield(Kg/Hectare)  \n",
       "0        10226205.0            75167.5  \n",
       "1         4950000.0            70393.5  \n",
       "2         1675215.0            73459.1  \n",
       "3         1336575.0            65442.2  \n",
       "4         1130820.0            57879.0  "
      ]
     },
     "execution_count": 86,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5510eaa0",
   "metadata": {
    "id": "5510eaa0"
   },
   "source": [
    "# Analysis for different Continents"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "75c899cf",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 269
    },
    "id": "75c899cf",
    "outputId": "626a829a-001e-4abf-ab7d-15cf1085c1dc"
   },
   "outputs": [
    {
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       "      buttonEl.style.display =\n",
       "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
       "\n",
       "      buttonEl.onclick = () => {\n",
       "        google.colab.notebook.generateWithVariable('df_continent');\n",
       "      }\n",
       "      })();\n",
       "    </script>\n",
       "  </div>\n",
       "\n",
       "    </div>\n",
       "  </div>\n"
      ],
      "text/plain": [
       "                                                         Country  \\\n",
       "Continent                                                          \n",
       "Africa         Egypt, South Africa, Kenya, Swaziland, Sudan, ...   \n",
       "Asia           India, China, Thailand, Pakistan, Indonesia, P...   \n",
       "Europe                                           Portugal, Spain   \n",
       "North America  Mexico, Guatemala, United States of America, C...   \n",
       "Oceania                 Australia, Fiji, Papua New Guinea, Samoa   \n",
       "South America  Brazil, Colombia, Argentina, Peru, Ecuador, Bo...   \n",
       "\n",
       "               Production(Tons)  Production_per_person(Kg)  Acreage(Hectare)  \\\n",
       "Continent                                                                      \n",
       "Africa               89681472.0                2332636.293         1439089.0   \n",
       "Asia                721930425.0                1857769.303        10608319.0   \n",
       "Europe                   5823.0                    536.000              71.0   \n",
       "North America       173995947.0                3796081.508         1581983.0   \n",
       "Oceania              36177574.0                  28593.605          490909.0   \n",
       "South America       865588126.0                3505531.738        11369236.0   \n",
       "\n",
       "               Yield(Kg/Hectare)  \n",
       "Continent                         \n",
       "Africa                 2142107.5  \n",
       "Asia                   1171871.4  \n",
       "Europe                  131870.9  \n",
       "North America          1082602.4  \n",
       "Oceania                 162419.1  \n",
       "South America           677192.7  "
      ]
     },
     "execution_count": 24,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "\n",
    "# Using the \"Groupby\" feature of Pandas Dataframe to rearrange the dataframe based on groups.\n",
    "\n",
    "df_continent = df.groupby(\"Continent\").sum()\n",
    "\n",
    "df_country_concat = pd.DataFrame(df.groupby('Continent')['Country'].agg(', '.join))  # Separating the country names to make them clearly visible\n",
    "\n",
    "df_continent[\"Country\"] = df_country_concat[\"Country\"]  # Adding the modified country names in the dataframe\n",
    "\n",
    "df_continent\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "2fb16f5f",
   "metadata": {
    "id": "2fb16f5f"
   },
   "outputs": [],
   "source": [
    "df_continent[\"number_of_countries\"] = df.groupby(\"Continent\")[\"Country\"].count()  #  Creating a new column to count number of countries in each row\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "254bcac6",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 269
    },
    "id": "254bcac6",
    "outputId": "4c7586ab-7173-447a-edaf-c5ad74c9903c"
   },
   "outputs": [
    {
     "data": {
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       "type": "dataframe",
       "variable_name": "df_continent"
      },
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       "    <script>\n",
       "      (() => {\n",
       "      const buttonEl =\n",
       "        document.querySelector('#id_fbf85269-ca76-4ba4-842c-f69f22045b40 button.colab-df-generate');\n",
       "      buttonEl.style.display =\n",
       "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
       "\n",
       "      buttonEl.onclick = () => {\n",
       "        google.colab.notebook.generateWithVariable('df_continent');\n",
       "      }\n",
       "      })();\n",
       "    </script>\n",
       "  </div>\n",
       "\n",
       "    </div>\n",
       "  </div>\n"
      ],
      "text/plain": [
       "                                                         Country  \\\n",
       "Continent                                                          \n",
       "Africa         Egypt, South Africa, Kenya, Swaziland, Sudan, ...   \n",
       "Asia           India, China, Thailand, Pakistan, Indonesia, P...   \n",
       "Europe                                           Portugal, Spain   \n",
       "North America  Mexico, Guatemala, United States of America, C...   \n",
       "Oceania                 Australia, Fiji, Papua New Guinea, Samoa   \n",
       "South America  Brazil, Colombia, Argentina, Peru, Ecuador, Bo...   \n",
       "\n",
       "               Production(Tons)  Production_per_person(Kg)  Acreage(Hectare)  \\\n",
       "Continent                                                                      \n",
       "Africa               89681472.0                2332636.293         1439089.0   \n",
       "Asia                721930425.0                1857769.303        10608319.0   \n",
       "Europe                   5823.0                    536.000              71.0   \n",
       "North America       173995947.0                3796081.508         1581983.0   \n",
       "Oceania              36177574.0                  28593.605          490909.0   \n",
       "South America       865588126.0                3505531.738        11369236.0   \n",
       "\n",
       "               Yield(Kg/Hectare)  number_of_countries  \n",
       "Continent                                              \n",
       "Africa                 2142107.5                   38  \n",
       "Asia                   1171871.4                   25  \n",
       "Europe                  131870.9                    2  \n",
       "North America          1082602.4                   22  \n",
       "Oceania                 162419.1                    4  \n",
       "South America           677192.7                   11  "
      ]
     },
     "execution_count": 22,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_continent\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "053cd2df",
   "metadata": {
    "id": "053cd2df"
   },
   "source": [
    "### Which continent produces maximum sugarcane?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "f80eafde",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 570
    },
    "id": "f80eafde",
    "outputId": "ad372fae-2a1d-4bb8-fa22-1f272b725803"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: xlabel='Continent'>"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "df_continent[\"Production(Tons)\"].sort_values(ascending =  False).plot(kind = \"bar\")  # Bar graph to describe max sugarcane production continent-wise\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "aSplKB_NyvkB",
   "metadata": {
    "id": "aSplKB_NyvkB"
   },
   "source": [
    "### Do number of countries in a Continent effects production of sugarcane?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "_sG1K2Gqy4rO",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 553
    },
    "id": "_sG1K2Gqy4rO",
    "outputId": "d071af50-0be4-4921-c60f-899175ebc93a"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "\n",
    "continent_names = df_continent.index.to_list()\n",
    "\n",
    "\n",
    "sbn.lineplot(data = df_continent,x = \"number_of_countries\", y= \"Production(Tons)\" )  # Creating a Line Plot for the groupby'ed data\n",
    "\n",
    "\n",
    "mat.xticks(df_continent[\"number_of_countries\"], continent_names, rotation =90)\n",
    "\n",
    "\n",
    "mat.show()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "HRLftFvxzhVo",
   "metadata": {
    "id": "HRLftFvxzhVo"
   },
   "source": [
    "### Do the Continent with highest land produces more sugarcane?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "qgrsoJ-tzlnE",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 482
    },
    "id": "qgrsoJ-tzlnE",
    "outputId": "43332b5e-21ab-425c-95c5-37532be28584"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: xlabel='Acreage(Hectare)', ylabel='Production(Tons)'>"
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sbn.lineplot(data = df_continent,x = \"Acreage(Hectare)\", y= \"Production(Tons)\" )  # Creating a Line Plot for the above analysis\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "D0X3hTXAz6EU",
   "metadata": {
    "id": "D0X3hTXAz6EU"
   },
   "source": [
    "### Production distribution by continent"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "qvx-P_YOz-V0",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 428
    },
    "id": "qvx-P_YOz-V0",
    "outputId": "28190071-fa4c-432d-f1b3-27ef80118aa7"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "\n",
    "df_continent[\"Production(Tons)\"].plot(kind = \"pie\", autopct = \"%.2f%%\")  # Pie Chart to visualize the distribution of production of Sugarcane across all Conntinents\n",
    "\n",
    "\n",
    "mat.title('Production Distribution by Continent')\n",
    "\n",
    "\n",
    "mat.show()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "E9mUweoe00zd",
   "metadata": {
    "id": "E9mUweoe00zd"
   },
   "source": [
    "# Correlation for the Continent"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "D3rvUVim0hGw",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 175
    },
    "id": "D3rvUVim0hGw",
    "outputId": "a08479d8-f1d7-444d-a75a-c9a724423718"
   },
   "outputs": [
    {
     "data": {
      "application/vnd.google.colaboratory.intrinsic+json": {
       "summary": "{\n  \"name\": \"df_continent\",\n  \"rows\": 4,\n  \"fields\": [\n    {\n      \"column\": \"Production(Tons)\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.43589873853159233,\n        \"min\": 0.09120063450041141,\n        \"max\": 1.0,\n        \"num_unique_values\": 4,\n        \"samples\": [\n          0.5222113575881326,\n          0.09120063450041141,\n          1.0\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Production_per_person(Kg)\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.24758412214565256,\n        \"min\": 0.4632153503317331,\n        \"max\": 1.0,\n        \"num_unique_values\": 4,\n        \"samples\": [\n          1.0,\n          0.5429610969980908,\n          0.5222113575881326\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Acreage(Hectare)\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.43452957981613766,\n        \"min\": 0.1111664510396405,\n        \"max\": 1.0,\n        \"num_unique_values\": 4,\n        \"samples\": [\n          0.4632153503317331,\n          0.1111664510396405,\n          0.9948966820142319\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    },\n    {\n      \"column\": \"Yield(Kg/Hectare)\",\n      \"properties\": {\n        \"dtype\": \"number\",\n        \"std\": 0.42970519825919506,\n        \"min\": 0.09120063450041141,\n        \"max\": 1.0,\n        \"num_unique_values\": 4,\n        \"samples\": [\n          0.5429610969980908,\n          1.0,\n          0.09120063450041141\n        ],\n        \"semantic_type\": \"\",\n        \"description\": \"\"\n      }\n    }\n  ]\n}",
       "type": "dataframe"
      },
      "text/html": [
       "\n",
       "  <div id=\"df-af4a9a52-b031-49e8-bd22-e427106f5b51\" class=\"colab-df-container\">\n",
       "    <div>\n",
       "<style scoped>\n",
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Production(Tons)</th>\n",
       "      <th>Production_per_person(Kg)</th>\n",
       "      <th>Acreage(Hectare)</th>\n",
       "      <th>Yield(Kg/Hectare)</th>\n",
       "    </tr>\n",
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       "      <th>Production(Tons)</th>\n",
       "      <td>1.000000</td>\n",
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       "      <td>0.994897</td>\n",
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       "    </tr>\n",
       "    <tr>\n",
       "      <th>Production_per_person(Kg)</th>\n",
       "      <td>0.522211</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.463215</td>\n",
       "      <td>0.542961</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Acreage(Hectare)</th>\n",
       "      <td>0.994897</td>\n",
       "      <td>0.463215</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.111166</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Yield(Kg/Hectare)</th>\n",
       "      <td>0.091201</td>\n",
       "      <td>0.542961</td>\n",
       "      <td>0.111166</td>\n",
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       "    <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-af4a9a52-b031-49e8-bd22-e427106f5b51')\"\n",
       "            title=\"Convert this dataframe to an interactive table.\"\n",
       "            style=\"display:none;\">\n",
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       "        document.querySelector('#df-af4a9a52-b031-49e8-bd22-e427106f5b51 button.colab-df-convert');\n",
       "      buttonEl.style.display =\n",
       "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
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       "      async function convertToInteractive(key) {\n",
       "        const element = document.querySelector('#df-af4a9a52-b031-49e8-bd22-e427106f5b51');\n",
       "        const dataTable =\n",
       "          await google.colab.kernel.invokeFunction('convertToInteractive',\n",
       "                                                    [key], {});\n",
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       "\n",
       "        const docLinkHtml = 'Like what you see? Visit the ' +\n",
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       "\n",
       "\n",
       "<div id=\"df-e587ac3a-4f44-4458-a8df-35ee741333a5\">\n",
       "  <button class=\"colab-df-quickchart\" onclick=\"quickchart('df-e587ac3a-4f44-4458-a8df-35ee741333a5')\"\n",
       "            title=\"Suggest charts\"\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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       "    <g>\n",
       "        <path d=\"M19 3H5c-1.1 0-2 .9-2 2v14c0 1.1.9 2 2 2h14c1.1 0 2-.9 2-2V5c0-1.1-.9-2-2-2zM9 17H7v-7h2v7zm4 0h-2V7h2v10zm4 0h-2v-4h2v4z\"/>\n",
       "    </g>\n",
       "</svg>\n",
       "  </button>\n",
       "\n",
       "<style>\n",
       "  .colab-df-quickchart {\n",
       "      --bg-color: #E8F0FE;\n",
       "      --fill-color: #1967D2;\n",
       "      --hover-bg-color: #E2EBFA;\n",
       "      --hover-fill-color: #174EA6;\n",
       "      --disabled-fill-color: #AAA;\n",
       "      --disabled-bg-color: #DDD;\n",
       "  }\n",
       "\n",
       "  [theme=dark] .colab-df-quickchart {\n",
       "      --bg-color: #3B4455;\n",
       "      --fill-color: #D2E3FC;\n",
       "      --hover-bg-color: #434B5C;\n",
       "      --hover-fill-color: #FFFFFF;\n",
       "      --disabled-bg-color: #3B4455;\n",
       "      --disabled-fill-color: #666;\n",
       "  }\n",
       "\n",
       "  .colab-df-quickchart {\n",
       "    background-color: var(--bg-color);\n",
       "    border: none;\n",
       "    border-radius: 50%;\n",
       "    cursor: pointer;\n",
       "    display: none;\n",
       "    fill: var(--fill-color);\n",
       "    height: 32px;\n",
       "    padding: 0;\n",
       "    width: 32px;\n",
       "  }\n",
       "\n",
       "  .colab-df-quickchart:hover {\n",
       "    background-color: var(--hover-bg-color);\n",
       "    box-shadow: 0 1px 2px rgba(60, 64, 67, 0.3), 0 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
       "    fill: var(--button-hover-fill-color);\n",
       "  }\n",
       "\n",
       "  .colab-df-quickchart-complete:disabled,\n",
       "  .colab-df-quickchart-complete:disabled:hover {\n",
       "    background-color: var(--disabled-bg-color);\n",
       "    fill: var(--disabled-fill-color);\n",
       "    box-shadow: none;\n",
       "  }\n",
       "\n",
       "  .colab-df-spinner {\n",
       "    border: 2px solid var(--fill-color);\n",
       "    border-color: transparent;\n",
       "    border-bottom-color: var(--fill-color);\n",
       "    animation:\n",
       "      spin 1s steps(1) infinite;\n",
       "  }\n",
       "\n",
       "  @keyframes spin {\n",
       "    0% {\n",
       "      border-color: transparent;\n",
       "      border-bottom-color: var(--fill-color);\n",
       "      border-left-color: var(--fill-color);\n",
       "    }\n",
       "    20% {\n",
       "      border-color: transparent;\n",
       "      border-left-color: var(--fill-color);\n",
       "      border-top-color: var(--fill-color);\n",
       "    }\n",
       "    30% {\n",
       "      border-color: transparent;\n",
       "      border-left-color: var(--fill-color);\n",
       "      border-top-color: var(--fill-color);\n",
       "      border-right-color: var(--fill-color);\n",
       "    }\n",
       "    40% {\n",
       "      border-color: transparent;\n",
       "      border-right-color: var(--fill-color);\n",
       "      border-top-color: var(--fill-color);\n",
       "    }\n",
       "    60% {\n",
       "      border-color: transparent;\n",
       "      border-right-color: var(--fill-color);\n",
       "    }\n",
       "    80% {\n",
       "      border-color: transparent;\n",
       "      border-right-color: var(--fill-color);\n",
       "      border-bottom-color: var(--fill-color);\n",
       "    }\n",
       "    90% {\n",
       "      border-color: transparent;\n",
       "      border-bottom-color: var(--fill-color);\n",
       "    }\n",
       "  }\n",
       "</style>\n",
       "\n",
       "  <script>\n",
       "    async function quickchart(key) {\n",
       "      const quickchartButtonEl =\n",
       "        document.querySelector('#' + key + ' button');\n",
       "      quickchartButtonEl.disabled = true;  // To prevent multiple clicks.\n",
       "      quickchartButtonEl.classList.add('colab-df-spinner');\n",
       "      try {\n",
       "        const charts = await google.colab.kernel.invokeFunction(\n",
       "            'suggestCharts', [key], {});\n",
       "      } catch (error) {\n",
       "        console.error('Error during call to suggestCharts:', error);\n",
       "      }\n",
       "      quickchartButtonEl.classList.remove('colab-df-spinner');\n",
       "      quickchartButtonEl.classList.add('colab-df-quickchart-complete');\n",
       "    }\n",
       "    (() => {\n",
       "      let quickchartButtonEl =\n",
       "        document.querySelector('#df-e587ac3a-4f44-4458-a8df-35ee741333a5 button');\n",
       "      quickchartButtonEl.style.display =\n",
       "        google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
       "    })();\n",
       "  </script>\n",
       "</div>\n",
       "\n",
       "    </div>\n",
       "  </div>\n"
      ],
      "text/plain": [
       "                           Production(Tons)  Production_per_person(Kg)  \\\n",
       "Production(Tons)                   1.000000                   0.522211   \n",
       "Production_per_person(Kg)          0.522211                   1.000000   \n",
       "Acreage(Hectare)                   0.994897                   0.463215   \n",
       "Yield(Kg/Hectare)                  0.091201                   0.542961   \n",
       "\n",
       "                           Acreage(Hectare)  Yield(Kg/Hectare)  \n",
       "Production(Tons)                   0.994897           0.091201  \n",
       "Production_per_person(Kg)          0.463215           0.542961  \n",
       "Acreage(Hectare)                   1.000000           0.111166  \n",
       "Yield(Kg/Hectare)                  0.111166           1.000000  "
      ]
     },
     "execution_count": 27,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_continent.corr(numeric_only=True)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "CQX1xwvg1dKN",
   "metadata": {
    "id": "CQX1xwvg1dKN"
   },
   "source": [
    "# _______________________________________________________________"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "vZeYUvYk1kIK",
   "metadata": {
    "id": "vZeYUvYk1kIK"
   },
   "source": [
    "# End of the Explanatory Sugarcane Production Data Analysis"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "nYmgSAx51vPE",
   "metadata": {
    "id": "nYmgSAx51vPE"
   },
   "source": [
    "#### Hope You liked it :)  Consider giving a star if you do :)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "h7OcDguz1tv8",
   "metadata": {
    "id": "h7OcDguz1tv8"
   },
   "outputs": [],
   "source": []
  }
 ],
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