Supply Chain Analysis(Python).ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "db3ead81-3f89-4380-b86f-9129969320ba",
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "import seaborn as sns \n",
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "import plotly.express as px\n",
    "import plotly.io as pio\n",
    "import plotly.graph_objects as go\n",
    "pio.templates.default = \"plotly_white\"\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "e699f7bd-7fe5-42df-ab59-416587c4ac25",
   "metadata": {},
   "outputs": [],
   "source": [
    "df = pd.read_csv(r\"C:\\Users\\WB96\\Desktop\\Projects\\Supply Chain Analysis\\supply_chain_data.csv\", encoding = \"unicode_escape\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "10f34416-99e1-4632-b46c-eb7f641416eb",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
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       "\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>Product type</th>\n",
       "      <th>SKU</th>\n",
       "      <th>Price</th>\n",
       "      <th>Availability</th>\n",
       "      <th>Number of products sold</th>\n",
       "      <th>Revenue generated</th>\n",
       "      <th>Customer demographics</th>\n",
       "      <th>Stock levels</th>\n",
       "      <th>Lead times</th>\n",
       "      <th>Order quantities</th>\n",
       "      <th>...</th>\n",
       "      <th>Location</th>\n",
       "      <th>Lead time</th>\n",
       "      <th>Production volumes</th>\n",
       "      <th>Manufacturing lead time</th>\n",
       "      <th>Manufacturing costs</th>\n",
       "      <th>Inspection results</th>\n",
       "      <th>Defect rates</th>\n",
       "      <th>Transportation modes</th>\n",
       "      <th>Routes</th>\n",
       "      <th>Costs</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>haircare</td>\n",
       "      <td>SKU0</td>\n",
       "      <td>69.808006</td>\n",
       "      <td>55</td>\n",
       "      <td>802</td>\n",
       "      <td>8661.996792</td>\n",
       "      <td>Non-binary</td>\n",
       "      <td>58</td>\n",
       "      <td>7</td>\n",
       "      <td>96</td>\n",
       "      <td>...</td>\n",
       "      <td>Mumbai</td>\n",
       "      <td>29</td>\n",
       "      <td>215</td>\n",
       "      <td>29</td>\n",
       "      <td>46.279879</td>\n",
       "      <td>Pending</td>\n",
       "      <td>0.226410</td>\n",
       "      <td>Road</td>\n",
       "      <td>Route B</td>\n",
       "      <td>187.752075</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>skincare</td>\n",
       "      <td>SKU1</td>\n",
       "      <td>14.843523</td>\n",
       "      <td>95</td>\n",
       "      <td>736</td>\n",
       "      <td>7460.900065</td>\n",
       "      <td>Female</td>\n",
       "      <td>53</td>\n",
       "      <td>30</td>\n",
       "      <td>37</td>\n",
       "      <td>...</td>\n",
       "      <td>Mumbai</td>\n",
       "      <td>23</td>\n",
       "      <td>517</td>\n",
       "      <td>30</td>\n",
       "      <td>33.616769</td>\n",
       "      <td>Pending</td>\n",
       "      <td>4.854068</td>\n",
       "      <td>Road</td>\n",
       "      <td>Route B</td>\n",
       "      <td>503.065579</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>haircare</td>\n",
       "      <td>SKU2</td>\n",
       "      <td>11.319683</td>\n",
       "      <td>34</td>\n",
       "      <td>8</td>\n",
       "      <td>9577.749626</td>\n",
       "      <td>Unknown</td>\n",
       "      <td>1</td>\n",
       "      <td>10</td>\n",
       "      <td>88</td>\n",
       "      <td>...</td>\n",
       "      <td>Mumbai</td>\n",
       "      <td>12</td>\n",
       "      <td>971</td>\n",
       "      <td>27</td>\n",
       "      <td>30.688019</td>\n",
       "      <td>Pending</td>\n",
       "      <td>4.580593</td>\n",
       "      <td>Air</td>\n",
       "      <td>Route C</td>\n",
       "      <td>141.920282</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>skincare</td>\n",
       "      <td>SKU3</td>\n",
       "      <td>61.163343</td>\n",
       "      <td>68</td>\n",
       "      <td>83</td>\n",
       "      <td>7766.836426</td>\n",
       "      <td>Non-binary</td>\n",
       "      <td>23</td>\n",
       "      <td>13</td>\n",
       "      <td>59</td>\n",
       "      <td>...</td>\n",
       "      <td>Kolkata</td>\n",
       "      <td>24</td>\n",
       "      <td>937</td>\n",
       "      <td>18</td>\n",
       "      <td>35.624741</td>\n",
       "      <td>Fail</td>\n",
       "      <td>4.746649</td>\n",
       "      <td>Rail</td>\n",
       "      <td>Route A</td>\n",
       "      <td>254.776159</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>skincare</td>\n",
       "      <td>SKU4</td>\n",
       "      <td>4.805496</td>\n",
       "      <td>26</td>\n",
       "      <td>871</td>\n",
       "      <td>2686.505152</td>\n",
       "      <td>Non-binary</td>\n",
       "      <td>5</td>\n",
       "      <td>3</td>\n",
       "      <td>56</td>\n",
       "      <td>...</td>\n",
       "      <td>Delhi</td>\n",
       "      <td>5</td>\n",
       "      <td>414</td>\n",
       "      <td>3</td>\n",
       "      <td>92.065161</td>\n",
       "      <td>Fail</td>\n",
       "      <td>3.145580</td>\n",
       "      <td>Air</td>\n",
       "      <td>Route A</td>\n",
       "      <td>923.440632</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>5 rows × 24 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "  Product type   SKU      Price  Availability  Number of products sold  \\\n",
       "0     haircare  SKU0  69.808006            55                      802   \n",
       "1     skincare  SKU1  14.843523            95                      736   \n",
       "2     haircare  SKU2  11.319683            34                        8   \n",
       "3     skincare  SKU3  61.163343            68                       83   \n",
       "4     skincare  SKU4   4.805496            26                      871   \n",
       "\n",
       "   Revenue generated Customer demographics  Stock levels  Lead times  \\\n",
       "0        8661.996792            Non-binary            58           7   \n",
       "1        7460.900065                Female            53          30   \n",
       "2        9577.749626               Unknown             1          10   \n",
       "3        7766.836426            Non-binary            23          13   \n",
       "4        2686.505152            Non-binary             5           3   \n",
       "\n",
       "   Order quantities  ...  Location Lead time  Production volumes  \\\n",
       "0                96  ...    Mumbai        29                 215   \n",
       "1                37  ...    Mumbai        23                 517   \n",
       "2                88  ...    Mumbai        12                 971   \n",
       "3                59  ...   Kolkata        24                 937   \n",
       "4                56  ...     Delhi         5                 414   \n",
       "\n",
       "  Manufacturing lead time Manufacturing costs  Inspection results  \\\n",
       "0                      29           46.279879             Pending   \n",
       "1                      30           33.616769             Pending   \n",
       "2                      27           30.688019             Pending   \n",
       "3                      18           35.624741                Fail   \n",
       "4                       3           92.065161                Fail   \n",
       "\n",
       "   Defect rates  Transportation modes   Routes       Costs  \n",
       "0      0.226410                  Road  Route B  187.752075  \n",
       "1      4.854068                  Road  Route B  503.065579  \n",
       "2      4.580593                   Air  Route C  141.920282  \n",
       "3      4.746649                  Rail  Route A  254.776159  \n",
       "4      3.145580                   Air  Route A  923.440632  \n",
       "\n",
       "[5 rows x 24 columns]"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "e78ca908-f56b-4305-8142-1d90e04b1fe7",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "  Product type   SKU      Price  Availability  Number of products sold  \\\n",
      "0     haircare  SKU0  69.808006            55                      802   \n",
      "1     skincare  SKU1  14.843523            95                      736   \n",
      "2     haircare  SKU2  11.319683            34                        8   \n",
      "3     skincare  SKU3  61.163343            68                       83   \n",
      "4     skincare  SKU4   4.805496            26                      871   \n",
      "\n",
      "   Revenue generated Customer demographics  Stock levels  Lead times  \\\n",
      "0        8661.996792            Non-binary            58           7   \n",
      "1        7460.900065                Female            53          30   \n",
      "2        9577.749626               Unknown             1          10   \n",
      "3        7766.836426            Non-binary            23          13   \n",
      "4        2686.505152            Non-binary             5           3   \n",
      "\n",
      "   Order quantities  ...  Location Lead time  Production volumes  \\\n",
      "0                96  ...    Mumbai        29                 215   \n",
      "1                37  ...    Mumbai        23                 517   \n",
      "2                88  ...    Mumbai        12                 971   \n",
      "3                59  ...   Kolkata        24                 937   \n",
      "4                56  ...     Delhi         5                 414   \n",
      "\n",
      "  Manufacturing lead time Manufacturing costs  Inspection results  \\\n",
      "0                      29           46.279879             Pending   \n",
      "1                      30           33.616769             Pending   \n",
      "2                      27           30.688019             Pending   \n",
      "3                      18           35.624741                Fail   \n",
      "4                       3           92.065161                Fail   \n",
      "\n",
      "   Defect rates  Transportation modes   Routes       Costs  \n",
      "0      0.226410                  Road  Route B  187.752075  \n",
      "1      4.854068                  Road  Route B  503.065579  \n",
      "2      4.580593                   Air  Route C  141.920282  \n",
      "3      4.746649                  Rail  Route A  254.776159  \n",
      "4      3.145580                   Air  Route A  923.440632  \n",
      "\n",
      "[5 rows x 24 columns]\n"
     ]
    }
   ],
   "source": [
    "print(df.head())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "176ff485-41dd-4244-8cf0-da0ff41c7f70",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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       "        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>Price</th>\n",
       "      <th>Availability</th>\n",
       "      <th>Number of products sold</th>\n",
       "      <th>Revenue generated</th>\n",
       "      <th>Stock levels</th>\n",
       "      <th>Lead times</th>\n",
       "      <th>Order quantities</th>\n",
       "      <th>Shipping times</th>\n",
       "      <th>Shipping costs</th>\n",
       "      <th>Lead time</th>\n",
       "      <th>Production volumes</th>\n",
       "      <th>Manufacturing lead time</th>\n",
       "      <th>Manufacturing costs</th>\n",
       "      <th>Defect rates</th>\n",
       "      <th>Costs</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>count</th>\n",
       "      <td>100.000000</td>\n",
       "      <td>100.000000</td>\n",
       "      <td>100.000000</td>\n",
       "      <td>100.000000</td>\n",
       "      <td>100.000000</td>\n",
       "      <td>100.000000</td>\n",
       "      <td>100.000000</td>\n",
       "      <td>100.000000</td>\n",
       "      <td>100.000000</td>\n",
       "      <td>100.000000</td>\n",
       "      <td>100.000000</td>\n",
       "      <td>100.00000</td>\n",
       "      <td>100.000000</td>\n",
       "      <td>100.000000</td>\n",
       "      <td>100.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>mean</th>\n",
       "      <td>49.462461</td>\n",
       "      <td>48.400000</td>\n",
       "      <td>460.990000</td>\n",
       "      <td>5776.048187</td>\n",
       "      <td>47.770000</td>\n",
       "      <td>15.960000</td>\n",
       "      <td>49.220000</td>\n",
       "      <td>5.750000</td>\n",
       "      <td>5.548149</td>\n",
       "      <td>17.080000</td>\n",
       "      <td>567.840000</td>\n",
       "      <td>14.77000</td>\n",
       "      <td>47.266693</td>\n",
       "      <td>2.277158</td>\n",
       "      <td>529.245782</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>std</th>\n",
       "      <td>31.168193</td>\n",
       "      <td>30.743317</td>\n",
       "      <td>303.780074</td>\n",
       "      <td>2732.841744</td>\n",
       "      <td>31.369372</td>\n",
       "      <td>8.785801</td>\n",
       "      <td>26.784429</td>\n",
       "      <td>2.724283</td>\n",
       "      <td>2.651376</td>\n",
       "      <td>8.846251</td>\n",
       "      <td>263.046861</td>\n",
       "      <td>8.91243</td>\n",
       "      <td>28.982841</td>\n",
       "      <td>1.461366</td>\n",
       "      <td>258.301696</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>min</th>\n",
       "      <td>1.699976</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>8.000000</td>\n",
       "      <td>1061.618523</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>1.013487</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>104.000000</td>\n",
       "      <td>1.00000</td>\n",
       "      <td>1.085069</td>\n",
       "      <td>0.018608</td>\n",
       "      <td>103.916248</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25%</th>\n",
       "      <td>19.597823</td>\n",
       "      <td>22.750000</td>\n",
       "      <td>184.250000</td>\n",
       "      <td>2812.847151</td>\n",
       "      <td>16.750000</td>\n",
       "      <td>8.000000</td>\n",
       "      <td>26.000000</td>\n",
       "      <td>3.750000</td>\n",
       "      <td>3.540248</td>\n",
       "      <td>10.000000</td>\n",
       "      <td>352.000000</td>\n",
       "      <td>7.00000</td>\n",
       "      <td>22.983299</td>\n",
       "      <td>1.009650</td>\n",
       "      <td>318.778455</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>50%</th>\n",
       "      <td>51.239831</td>\n",
       "      <td>43.500000</td>\n",
       "      <td>392.500000</td>\n",
       "      <td>6006.352023</td>\n",
       "      <td>47.500000</td>\n",
       "      <td>17.000000</td>\n",
       "      <td>52.000000</td>\n",
       "      <td>6.000000</td>\n",
       "      <td>5.320534</td>\n",
       "      <td>18.000000</td>\n",
       "      <td>568.500000</td>\n",
       "      <td>14.00000</td>\n",
       "      <td>45.905622</td>\n",
       "      <td>2.141863</td>\n",
       "      <td>520.430444</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>75%</th>\n",
       "      <td>77.198228</td>\n",
       "      <td>75.000000</td>\n",
       "      <td>704.250000</td>\n",
       "      <td>8253.976921</td>\n",
       "      <td>73.000000</td>\n",
       "      <td>24.000000</td>\n",
       "      <td>71.250000</td>\n",
       "      <td>8.000000</td>\n",
       "      <td>7.601695</td>\n",
       "      <td>25.000000</td>\n",
       "      <td>797.000000</td>\n",
       "      <td>23.00000</td>\n",
       "      <td>68.621026</td>\n",
       "      <td>3.563995</td>\n",
       "      <td>763.078231</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>max</th>\n",
       "      <td>99.171329</td>\n",
       "      <td>100.000000</td>\n",
       "      <td>996.000000</td>\n",
       "      <td>9866.465458</td>\n",
       "      <td>100.000000</td>\n",
       "      <td>30.000000</td>\n",
       "      <td>96.000000</td>\n",
       "      <td>10.000000</td>\n",
       "      <td>9.929816</td>\n",
       "      <td>30.000000</td>\n",
       "      <td>985.000000</td>\n",
       "      <td>30.00000</td>\n",
       "      <td>99.466109</td>\n",
       "      <td>4.939255</td>\n",
       "      <td>997.413450</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "            Price  Availability  Number of products sold  Revenue generated  \\\n",
       "count  100.000000    100.000000               100.000000         100.000000   \n",
       "mean    49.462461     48.400000               460.990000        5776.048187   \n",
       "std     31.168193     30.743317               303.780074        2732.841744   \n",
       "min      1.699976      1.000000                 8.000000        1061.618523   \n",
       "25%     19.597823     22.750000               184.250000        2812.847151   \n",
       "50%     51.239831     43.500000               392.500000        6006.352023   \n",
       "75%     77.198228     75.000000               704.250000        8253.976921   \n",
       "max     99.171329    100.000000               996.000000        9866.465458   \n",
       "\n",
       "       Stock levels  Lead times  Order quantities  Shipping times  \\\n",
       "count    100.000000  100.000000        100.000000      100.000000   \n",
       "mean      47.770000   15.960000         49.220000        5.750000   \n",
       "std       31.369372    8.785801         26.784429        2.724283   \n",
       "min        0.000000    1.000000          1.000000        1.000000   \n",
       "25%       16.750000    8.000000         26.000000        3.750000   \n",
       "50%       47.500000   17.000000         52.000000        6.000000   \n",
       "75%       73.000000   24.000000         71.250000        8.000000   \n",
       "max      100.000000   30.000000         96.000000       10.000000   \n",
       "\n",
       "       Shipping costs   Lead time  Production volumes  \\\n",
       "count      100.000000  100.000000          100.000000   \n",
       "mean         5.548149   17.080000          567.840000   \n",
       "std          2.651376    8.846251          263.046861   \n",
       "min          1.013487    1.000000          104.000000   \n",
       "25%          3.540248   10.000000          352.000000   \n",
       "50%          5.320534   18.000000          568.500000   \n",
       "75%          7.601695   25.000000          797.000000   \n",
       "max          9.929816   30.000000          985.000000   \n",
       "\n",
       "       Manufacturing lead time  Manufacturing costs  Defect rates       Costs  \n",
       "count                100.00000           100.000000    100.000000  100.000000  \n",
       "mean                  14.77000            47.266693      2.277158  529.245782  \n",
       "std                    8.91243            28.982841      1.461366  258.301696  \n",
       "min                    1.00000             1.085069      0.018608  103.916248  \n",
       "25%                    7.00000            22.983299      1.009650  318.778455  \n",
       "50%                   14.00000            45.905622      2.141863  520.430444  \n",
       "75%                   23.00000            68.621026      3.563995  763.078231  \n",
       "max                   30.00000            99.466109      4.939255  997.413450  "
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.describe()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "af3d6144-d29f-4407-abdd-21f2e00cf645",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "            Price  Availability  Number of products sold  Revenue generated  \\\n",
      "count  100.000000    100.000000               100.000000         100.000000   \n",
      "mean    49.462461     48.400000               460.990000        5776.048187   \n",
      "std     31.168193     30.743317               303.780074        2732.841744   \n",
      "min      1.699976      1.000000                 8.000000        1061.618523   \n",
      "25%     19.597823     22.750000               184.250000        2812.847151   \n",
      "50%     51.239831     43.500000               392.500000        6006.352023   \n",
      "75%     77.198228     75.000000               704.250000        8253.976921   \n",
      "max     99.171329    100.000000               996.000000        9866.465458   \n",
      "\n",
      "       Stock levels  Lead times  Order quantities  Shipping times  \\\n",
      "count    100.000000  100.000000        100.000000      100.000000   \n",
      "mean      47.770000   15.960000         49.220000        5.750000   \n",
      "std       31.369372    8.785801         26.784429        2.724283   \n",
      "min        0.000000    1.000000          1.000000        1.000000   \n",
      "25%       16.750000    8.000000         26.000000        3.750000   \n",
      "50%       47.500000   17.000000         52.000000        6.000000   \n",
      "75%       73.000000   24.000000         71.250000        8.000000   \n",
      "max      100.000000   30.000000         96.000000       10.000000   \n",
      "\n",
      "       Shipping costs   Lead time  Production volumes  \\\n",
      "count      100.000000  100.000000          100.000000   \n",
      "mean         5.548149   17.080000          567.840000   \n",
      "std          2.651376    8.846251          263.046861   \n",
      "min          1.013487    1.000000          104.000000   \n",
      "25%          3.540248   10.000000          352.000000   \n",
      "50%          5.320534   18.000000          568.500000   \n",
      "75%          7.601695   25.000000          797.000000   \n",
      "max          9.929816   30.000000          985.000000   \n",
      "\n",
      "       Manufacturing lead time  Manufacturing costs  Defect rates       Costs  \n",
      "count                100.00000           100.000000    100.000000  100.000000  \n",
      "mean                  14.77000            47.266693      2.277158  529.245782  \n",
      "std                    8.91243            28.982841      1.461366  258.301696  \n",
      "min                    1.00000             1.085069      0.018608  103.916248  \n",
      "25%                    7.00000            22.983299      1.009650  318.778455  \n",
      "50%                   14.00000            45.905622      2.141863  520.430444  \n",
      "75%                   23.00000            68.621026      3.563995  763.078231  \n",
      "max                   30.00000            99.466109      4.939255  997.413450  \n"
     ]
    }
   ],
   "source": [
    "#Let's have a look descriptive statistics of dataset\n",
    "print(df.describe())"
   ]
  },
  {
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7q9fqjjRpa2nKuY98PmVkixjb15OrQ60Yr2y7nB0dkk80yU7PyS5mW4nvH8eIJpWAW649GWlSLtLcpy8CdhNNotFkes72nRmrRSruNbO9GDaU1Uys+t1A0cQ8z0RXv4PwK88iseNLeEbth9pJ34aruVW14fpwFw5e9RB2xELp1/97wL74w57HmXcwi65M0cSijnHYsSiaOMzhFjWXoknxokl/hWBzFV+Vu9gou+/kKiYrrolcpzO7xor4mlwIVnws2iMri8Tmu2J9FWeVgxOyi93mEk2y7ZYLw0459vB0tImwXaTtnHvmZPQn5hj1LUHRxCiSFVyHokkF4RuxdSSM2IZP4W5pg2vgYCNWrMgadhNNBMT2DuClv8ewYWMCgwa4cNThbuyxOwWTilywAjelaFIgqCKHxda8j66fzVTNcg/fA8033Q+4M5FXczauwPzNb2lW/3Tcf2OPmr5/S1XkkSw/nKKJ5V3kiANSNHGEmy1vJEWT4kUT4dT+Wg5nt+K95eoL8LsHn8FlM6emO+EosylEU5NzvztJGqNsbpK9j7L5iXJ+vpbD4qzKs2RHlOTq0JM9R77EuWqVZNspxvZ1FjO+ISiamEG1zGtSNCkP8I5O4C9/jeH91clWKmNGJ9M0WppL3z/8t6cQ+N1tQLBXWsSz3zg0Xj5P89vb0nco30w7iiblo8edjCJA0cQokup1ehffjtCyhzSLN/1yETz7jkm/PumjJ/Fs5wbNuKf3ORGTmnc353AWXZWiiUUdY7NjRd78ByKvLUeiuwve0Qei9oTTgLr6tJUUTWzm8Co1x6miSZW6y/Bj5ysomy89x/ADGLAgRRMDIFZ6CYom5fHA3b+P4bU3U71nU1seerAbM88usb5FMID2H50GBAMqA2pPnYa6aeeXxygDd6FoYiBMLlUyAYomJaPrc2LPjbMR+fermjH1F8xFzcQp6dcZaZJBRNHEnLvIVTMEIv94AT23X61C4v3KYWi88haKJrwoliJA0cRS7ijrYXKlEckHoGhSVldwM4om5bkDl/4sgs4u9V51fuDOG3wlHSC27iN0zTpXM9d7wHg0Xv2rktas5CSKJpWkz71lAhRNzLkLoaeWovf+O9SLu1xoWfgIXAN2Sb/OmiYUTcy5gdZe9fNIN7ZGejGmbgBqXSX+IqUEE7uvuxTRt1/XzGz53dNwNSTT4ZwYaRL/bC1CL/4Vsc2fwzNiFGq/8S24B+9aAmFOMYoARROjSFbfOtk1SpQWUDSpPn9W9YkpmpTHfUaLJvGtX6DzwjM0h/cdeSwaLv5FeYwycBeKJgbC5FIlE6BoUjK6vidGwuiedzmi772ZHOerQd1ZM1F70nc189g9J4mEkSYm3UULLSvu+kkfLcM/ejZLp2p0e3HLiKMwY9ABZTll5wXfRnzbFs1eyrQ5p4km8S83o/MnZwHRSJqLKFjdcseDQH1DWfxip01iH72P3gfvQXTN+3C3tKLmqOPhP+MHgKc4cZCiiZ1uhTNtYXqODfxO0aQ8TjQ8PQdA15UzIf6HpHwa594E7/gJ5THKwF0omhgI0wZLCfHigzUJqYjuwDbgwLFu1JQWlFUUDYomReEqenCifTvionvO8D2Bmtqi5ztpAkUT+3v76k1v4Jov/q0ytMblxvbx09HoNv8fvN57b0Ho2UdU+7sam9Fy9xPpN7VOE01yRsUBaPjp9fAddrT9L6WRFkYj6DjvW0h0tqtWrf/RLNQcf0pRO1E0KQoXB1uQAEUTCzql2CNRNCmWWGnjzSgEKwq3hZ57VBJOXC1tqDnyOHgPPLS0A1Z4FkWTCjvAYtvfclcUqz5MpE/V2gJcNcuHpkZzD0rRxFy+XL1wAhRNCmdVrSNP++RpPN6+TnP8f40+HRMahphuVmL7VnQvmIPY2g+lvVz1jaifOQu+I45N7+000STw2wUIv/C4hr3/ezPhP+37pvvEThvk6pom7Ks5ZjLq//fKokylaFIULg62IAGKJhZ0SrFHomhSLDGON4MARRMzqFbnmmvXJ3D9LVHN4b99sgeTj3ebahRFE1PxcvEiCFA0KQJWlQ49Z91LuH97UrBQPh+MOQuj/a1ls0qkpCS6O+EZsSfgVUe4OE00ibz+Cnpumqth3zTvHnj2Gl02n9hho3y190pJI6doYocb4WwbKJrYwP8UTWzgRBuYQNHEBk40yIR/vBbH7/4U06x25GFuTJ9WXB50sUeiaFIsMY43iwBFE7PIWmfdZzo/w+SPnlIdSESYiEgTqzxOE00E9547rkHk1eeTLnC7UTtlKur+50KruKR6zhEOo+OC07XpOefNRs2xJxVlB0WTonBxsAUJUDSxoFOKPRJFk2KJcbwZBCiamEG1OtdkpEl1+o2nNpYARZMMz1gcWLU6gY1fJDB4FxcOHOOC11z91Fhn9rHaC52fY8nOj6TuORMah+L8XcagzWOdej9OFE2Eu0TkTXzzRnh2GwnU1ZftPthtIxaCtZtHaU+pBCialErOQvMomljIGQ4+CkUTBzs/h+msacL74HQCFE2SNyAeB+bdFsWn6zM1jnYZCFw71wev1+m3xHz7nSqamE+WOxRDgJEmxdAyf+wn6zfhynl347o5M7DXyGFFbXjLoqXS+EtnTi1qXrUPpmhS7R4EQNHEBk60gQkUTWzgRANNYPccA2FyqaokQNEk6bb3Pkjgtt9oaxyJVD2RssfHXAIUTczly9ULI0DRpDBO5RpF0aR40hRNimdmuRlWEE2+2CLai8alcNsD9nNj0EDLYeKBTCZA0cRkwHZbPhpB6KUnEX3vTalwoe+gI1Bz1PFS/rmehzVN9NDjXCMJUDRJ0lz2fByPPKmtcTTpODe+c4pNcnSMvDgGr0XRxGCgXK4kAhRNSsImTVq/IYHmJhfaDKwtrUc0Kd2S6p5J0aS6/SedvtKiySv/jOMPS2MQb1bEI97znD/di4PGuWxAlyYUSoCiSaGkOE4QyNUW0oiWkBRNeL+sQoCiSdITjDSp7I2kaFJZ/tw9SYCiSfE3Qby/evDRGELh5Ny993Thople1NcVv1b2DFk0OemEIzHvzgekL//grCnplBvx9ZmzbsYXW7ZrvqZMz8leZ9z+o7Bw/iXw19biqgX34akXV6jm97XuI8tewYo3V6GxsR4PPv5S+jxvrFyNcy6eL60jr9/W0qQfQpErUDQpEpgVh1daNLnimgi271CTGTXShbmXMlnZivfFrDNRNDGLrA3XjcfQfs4kINirMs4zcm80LVisy2CKJrrwcbKBBCiaJGGypomBl6qEpSialACNUwwnQNGkOKSBXuCi2RHNpJMnuXHqZP0RerJ4MeXYwyWhZGdHF86ffSsumzkVh44fjWeXv4699xwu1TuRx86bM0P6WrZoIsQVeR1x4N5gWBJMhg4ekBZhxHpHTxiPV1aszLuuEE1+fuN9WHzbbGkf8QjBZM68u7Hoxsuks4gx6zZsrkg9FYomxd1hS46upGgSCgEXXhFJR5nIgOr8wJ03+CzJi4cyhwBFE3O42nHV+NYv0HnhGVrT6hvQuvhZXSZTNNGFj5MNJEDRJAPTzt1zDLwypixF0cQUrFy0SAIUTYoD9uFHCSz4lbYW1PhxLlz4Q/2/lM5Oz5GFjjNOnpgWLOQTy1+bcMgBOH3K0RrRJLugbKGpP9nrypEm11w+HXX+Gmn77KKzYu0Fdy3BvLkzUO5oE4omxd1hS46upGgigMiRJmFvGBuGf45AfTfGeQfj7h+MABN0rHFlROu9yH/+hUTnTnj3GQPPfuMMPxhFE8OR2nrBzh9PRXzLJpWNvsOPQcNl1+mym6KJLnycbCABiiYGwuRSJROgaFIyOk40kABFk+JgfrYxgV/cqBVNjjnSje9/15hIE6XYkS2ayJ/L6TXi9NfOml6waJJP2Ohr3Xyiyb1/XqaCV6kUHYomxd1hS46utGgicu7ueqodj5/4OIK1wTSj77SNwkOjvmlJZk46VHzzRnTN/gESge602TXHnoT682YbioGiiaE4bb+YKADbc8cvkGhP5su6hw5H46x5cA/fU5ftFE104eNkAwlQNDEQJpcqmQBFk5LRcaKBBCiaFA/z+luiWKto1S5WuPg8L8bur/9X0n1FmowdPUqVXmNUpEl22k6hkSZ7jBgqiTWVfiiaVNoDBuxfadFEmPDjNSvwq663NNasHnMW9vMbWO7ZAF5OW6J38R0ILUv2VFc+Lb/9K1ytAwzDQdHEMJTOWSgeQ3zjZ4DXK4kmcOn/QYCiiXOuj9UtpWhidQ8543wUTZzhZ6tbSdGkeA/1BIDlr8axdl0cTU0uHHawGwfsp//nJHGSQkQTOR1Hrncy9eSJBUWa5BJHHn7qZUw57gjMv/OPyLdurkiT7Jom4uwPPPI8phw3gek5xV8pzrCCaHLaJ0/j8fZ1Gmc8utcknNaq7zfH9LA+At3XXYro269rFmmcexO84yfoW1wxm6KJYSi5kA4CFE10wONUQwlQNDEUJxcrkQBFkxLBcZqhBCiaGIpT92L91TRRdqzZdchADGprxtRTvl6QaCIOJwst736wVjqr3Jmnr3VziSZirnKOci3dEIpcgJEmRQKz4nAriCZzNq7A/M2MNLHi/WCkiRW9wjOZRYCiiVlkuW6xBCiaFEssOV58D2/emvx46GBDAtBKO4iJs6KJOH6/fQ2e69wg7fKN5hH4n4H7wutyG74rRRPDkXLBEghQNCkBGqdYigBFE0u5o7TDWEE0WR/uwlc/+Au2RVnTpDQvmjeLNU3MY8uVrUeAoon1fOLUE1E0Kd7za9clsGhxFNt3JucObAPOn+7FHrsbE5Je/InMmTF74wrckPWLpiuGHoT5uxkX/SmfnKKJOT6UV419/AF6l/wW0TXvw93Sipqjjof/O+cCXud0kIxv24LeP/waolaZsNt30ATU/fcFcDU2p+FTNDH3HnJ18wlQNDGfsek7WEE0EUZ2xsJY1vEZNka6cUj9YBzTNIzdc0z3fmEbsHtOYZw4qvoJUDSpfh/axQKKJsV7cv5tUXz8aUI1cd+9XJh1kf4Wm8WfxrwZQ99ejC3RXtUGI2sasW7c9w3flKKJ4UgzC8ZikDrBbdui2qTu3ItRO/k7Jm5sraW75/0U0bdWqA5Vc8JpqJ/xU4om1nIVT6ODAEUTHfCsMtUqoolVePAc5SWQ6GxH/MvNwK67ozPmRVtTsrc6HxKoBAGKJpWgzj1zEaBoUty9iMeBH18RQSisnlfnB+68wT6/tW+PhdC28j4NnFqXG8GDZxYHrYDRFE0KgFTikPjG9ei8ZJpmtu+rX0PDrPklrlpl0+IxtJ8zCQiqRUD3oCFovuthiiZV5k4eNz8BiiY2uB0UTWzgxGo0IRJGz63/h8i/X02e3uNB4pRz0HbWudVoDc9sEwJmiia98Sie7FgPkY74lbpBOK55N7gZT2eTm2O8GRRNimd66c8i6OxSzxMpOjdcbR/RRFg3YfXDeK0nVbglZe4xjcOwfL9Ti4fWzwyKJoYjTS9I0QSAEE3OnQz0BlSgKZqYd++4cmUIUDSpDHdDd6VoYihOLlYggfCLTyCw6Ab1aJcLzbcvgXvobgWuwmEkYCwBs0QTkX54wPtLsDHSkz7wCc3D8dw+JxtrAFezDQGKJsW78i9/jeGZF+OqiZOOc+M7p3iKX8zCM1b0bMGZa5/D+nC3dEqRmvOXvSbhq/W7GH5qiibFIRXRs6FnHkZs7YdwDdgFNUd/E97RB+ZehOk5Ehem5xR3xzi6OgkYLppktxjqC8u4/Udh4fxLyt5nuTpdlf/UFE3s5tHqsCfw2wUIv/C45rANP70evsOOrg4jeErbETBLNLl96zu4eMM/NLxWjD4dhzcMsR1HGqSfAEWT4hnG4sC/Xo/j/dXJuiZjRrtwxGFueIxvKlP84QyeEUcCa4Id0qr7+ltMi1qjaFKE4+IxdP70bMQ/X6ea1PTLRfDsOybnQiwEC6mmCwvBFnHPOLQqCRgummRTuGXRUuwxYqjT393uAAAgAElEQVTU11l+eoNhXLXgPpxx8kQcOn50VYKz0qEpmljJG845S+8DCxF6/AGNwY1X3QHvmIOrDkT0nTcQ/ueLSHTshGefMaj9xrfgamyqOjuKPnBvAJGVK6S6NJ499oF33FerusenWaLJeetfxqJtqzR4F+5+NM7bJfcP00X7ghNsRYCiia3cWbXGUDQp3HWxNe+j62faujK1U85A3Tk/KXwhjtQQYPccXopqJ2CqaCKiTuZcfzcuv+BM7DVymIrVGytX46EnluOay6ejzs/CkXouEkUTPfQ4t1QC8c8/lX4jA1G9T34GDkHrHX8GfNX1PR1duQLd12eqvAtzhHDSdN2iUvFUxTwRhix8mGjfnj6v9yuHofHKW6ri/LkOaZZowkiTqr0SFTt4uUST93p34O5tq/BxqANj/QNw/uCx2KPGAYJvxTxbXRtTNCncX+HlyxC463rNBEcVdi0cV1EjKZoUhYuDLUigYqLJJ+s3YcFdSzBv7gym5+i8GBRNdALk9JIJxD5ZjfDfnkJs22Z4dt8bwa+djLbd1QJpyYuXcWLg19ch/PLTmh2bb30A7t1GlvEk5d0q9Ngf0fun32g2FWKREI2q8TFLNGFNk2q8DZU9czlEE1GUeL/3/oRQIiNe7+L14+Ox09DsqS7xurLesu/uFE0K962IuOy88AxA/I9E8dRNvwS1k75d+EIcqSFA0aQ6LoVcZuOymVM12SDivfuV8+7GdXNmaIIhqsM6fac0VTSR03AmHHKAKj1HHFlEmty8aClrmujznzSbookBELmEbgKxeAKdPZGqbDncNfdHiH2sTb2oSH2WUBC9D96DyGvLEe/ulArQ1U07H57d99Lto+wF8olF9RfMRc3EKYbvV44FzRJNxNnZPaccHrTPHuUQTW7b+g4uyVFr5897noAzB+xtH5i0pGQCFE2KQxd68kH0/nkREEn2vvaOPQSNcxZUXQRtcVabP5qiifmMjdiBokl+iqaKJrI4Mmfe3Vh042VpVUp2yNSTJ2rEFCMc7rQ17CKaRBNx/H77GjzXuUFy4TeaR+B/Bu4Lr8uGFeBseEmrWTQJLr0Xwb/8Tu0Vrxet9y0D/PVl9VbwL4sRXHqPak/38D3QfMsfDT8HI00MR8oFSSBNoByiSb5aO1ft+lVcPexQeoMEQNGkhEsQDiH2+adwD9gFrtaBJSzAKdkEKJqUfidEJyd3SxtcAweXvkiBM/sSTQpcwrbDTBdNBLlcHXUW3za7KorAVsPlsYtoMnvjCtyw+S3VN9sVQw/C/N0m2PYb0E6GVbNokujpQvf8WYh9+G7SJf461P/Pj1Fz/Clld1G+qJeW3z0NV4OxdQpY06Ts7uWGDiJQDtHksfZP8a1PntFQfWP/75jSvtZB7rONqRRNbONKfYbEYlIacuSd16V1fAcehppjJgOe8rTzpmhSvPvCL/wVgd/fCQR7pcme/cahcfaNhv0sKJq13PvnZdLauw4ZKAU4DGhtwvmzb4WcniO/Dz5s/GicOulrqvQcMb87EER3dwBPvbgivYZcx1TOOBFfE88PzpqCS2dOhUjzmTnrZnyxJVlPT35dfPzIslew4s1VaGysx4OPv5T+mshQOefi+dL4SnXfLYtoUvw1Kf8M5cVROoOiSfl8MfTtxdgSTf7DID8jaxqxbtz3y3cI7lQygWoWTWSjE9u3Ii6654zYs2KhuN1XX4joqpUaP7T89nFzfuPF7jkl33lOJIG+CJRDNBH7T/v0Bfxpx0fJH6rhwsVDDsRNw4+kc0hAIkDRhBdBEMjV8bD21GlS+m85HoomxVEWv8zrOHeyZpL/O+fCP/UHxS2WY3R2QxbxuXj23nO3tGgydvQoVbfb7Jom4r3zspdeS2eTyIKHaPIiHtEpd+jgAZJQIp5nl7+OoyeMxysrVmLvPYdLGSiygDJvzgwpmEKs8fMb74MyuEKcTZm1Isas27A5va5uGAUuQNFEoWrJnXyUTg+GQirFrUCuZR1mh0iT9lgIbSvv03CrdbkRPFjb/q2sgLlZQQTsIJoUZKjJg4IP3QfxR/m4R+yJ5pv/YPLO9ljezJom9iBEK8pFoFyiibBnRyyET0IdGO1vQ5PbVy4TuU8VEKBoUgVOKsMROy/4NuLbtqh2crW0oeXuJ8qwO0DRpDjM0ff/g+5rLtJMMqqTk3ivu/SJ5ZraonKwwAVnn4onn/8XlHVJc4km4oCyKKIUYjZt2VZQ0djs+qfK9+Byd10hzij3qVQzGdNFE2Vojhz6M2zIIEl9ylUgtrgrZczobGcoi9SKHfKFKcmXxJhTlL6KHUQTYf3XVj+Kf/RsVoE4pnEYlu93aulwOLNsBCiaGIS6jIVgDTqxpZahaGIpdzj6MOUUTRwN2oHGv9y9CVdtfANvBrZiN18j/nvgvvjZrofkJEHRxIEXJIfJ7d/7OhCNaL5iRupvLuIUTYq7h7F1H6Fr1rmaSTXHn4r6H11e3GJ5RiuzLE48bgJE8IAcLPDuB2s1aTDFiib5uuRmp+2I4107a7pU5zSfaCKnEcmmVCJFx3TRRDhkjxFDMfnYCViwcAmmnX68FI6THRZkiPdLXEQODZpy7OGSWiafWThPmZ6THaZU4naGT7OLaLKiZwvOXPsc1oe7JUYiNecve01iXrbhN8acBSmamMOVqxZHgKJJcbw42jwCFE3MY+vklbviEQx/+350xtVvgJeO+gbOaNN2WaNo4uTbkrE9V+qvqJHRdO3CsgCiaFI85q4rZyL20fuqiY1zb4J3vLG1HpXRHl8/6iApWEA0axkxbDAeemK5JKaIqI9iRZNc7YnlveS0nUIjTYSWIN6XV/IxVTQRgsOc6+/G5RecCRFdohRNKhVakwu27LCOrh68+vq7KmWtrzAlsVYoEq+k/6S9A6EYYrE46ms98HiM7zTzbnA7Xun+Ao1uH45r2g3DfY2m2RxHAh8FO6T19/G3wA2XaXtxYWMJxBNAMBRDvb88RcWMPT1XsxOB7mAUjX6vnUyiLQYSEMLax58ksP5zoLUVGDPahTq/gRuklurujaKxjvfQeLLOXvG5rs9wyqdPayBcOGgsbhp2lOb1Svx7+F5wO362+XX8s/sLtHn9+FbLnrh66GHwu/jzQaVub3ztakRu/3k6Rcc9aAh8F14N9z5jynKkQDAGf60Hbov/WF/rM/59VKmAE91dCD33qCSciFSqmiOPg/dAY7qiifoicl2RXKKJXAhWGfmRnXKTK1NDFlmEzcqaJmKPh596GVOOOwLz7/xjOtsku6NurkiT7JomYu0HHnkeU46bgLYWYxsk9OWriokmVoo0UUaWCFjKPC/xuVDccoUpia91BbShbqV+c5Q6LxJNIJ5IwOdxwW3wv0Y3bV+Ja7f+G4nU4Wpcbjw8YhKOaRhW6nE5z6YEEokEwtE4an38ocimLq4Ks8Qb4nAkhtoa3sOqcFgFDrn4AeDt9zIbNzQAsy8GGg3+fUAwHIOf97ACHrb3ln/v+QInfvaUxsjpraNx265f07weCsdQ4/PAVaY3q+KXXxPWPozVoXbVWa4dchh+MuBAezvH6tbF48DmDclTDh0BuMsnEIQiMdR43XCV6yKW6IumemfUhFJ2oxGo5A42uRqgiPfJm7fuwNnfnYxrb1mM6+bMkLJG+hJNRGRKdvdceQ/l3qJ0x6C2Zkw95et503PE+fKdt0Q3lzTNVNFEFiBE66A5F03Dnfc9KqXnyO2MROhPpUNtZHXtjJMnplsgK8OPlGfNDlMqibgJk8xKz4khgZa37kFPPKo69aTmEXh6n5PSrwUfXozw359DfMeX8I7aD/7vzoB3/6+YYCmXtDIBpudY2TvOORvTc5zj61Is3bwV+Nl12l92nDLZg1MmGfsGguk5pXiIc/oj0BELY/d3fq9Jz/nLqG/i222jNNPLnZ6zLtyFPd/9o+Yc32wegWcUPzv2Zye/bi8CTM+xlz+daI3pokkudUi8pmwlVGnwsoKm7J4jVxQWZ1MWgs0VNlTp85slmuT7H5+yDXDkny+i57arVAhcza1ouXMpUFdfaTTcv4wEKJqUETa3ykuAogkvR18EXv9PHL+9P6YZcuhBbsw8x9jopD5Fk2gEoZeeRPS9NwGvD76DjkDNUceX9Te/vCnVS8DKhWApmlTvvTLz5BRNzKTLtctBoCyiSTkM0bNHdhVfZUXevsKUZJFFz95GzDVLNCkk0iTw6+sQflmbW9t41R3wjjnYCPO4RpUQsJposj7chR3REMbUDYBIK+PjDAIUTZzh51Kt/HxTAlffoI6eFGudfpIHU04w9t+JvkSTwG8XIPzC4yoz/N+bCf9p3y/VNM4jgZwEyh1pItJzxr3/IFYFd6rOc+PwI3D5kPH0kkMJUDRxqONtZLapoomyEKzIfVI+VqppUu3+NEs0EVyu3/wf/Gzja6qaJiI159im3SRsFE2q/fYYd36riCabIwGc9PEyvBn4UjKu1VODu3Y/GmcN2Mc4Y7mSZQlQNLGsayxzsIX3RfHm23KlLqCxAbh2rg9NBtc06Us0aT/nm0CgR8XEM3JvNC1YbBlOPIg9CJRbNBHU3u3djtkbV+DVri8wwOuX0oZ+udvhLARrjytVkhUUTUrCxkkWIlAx0cRK3XMs5I+SjmKmaCIO9E7vdizv2iR1z/lGy3BV9xym55TkMltOsopocvGGV3H71ndVjFs8Ndj2lXPhZcSJLe+e0iiKJrZ3sW4DxR1Z83EC6zYk0NYKjDvAbUr3nHyiSaJ9Ozp+dKrWjvoGtC5+Vrd9XIAElAQqIZrQAySQTYCiCe9EtROomGhixdog1epMs0WT/rhUbSHY3gBCzz+G6Op34Gpsgu/wifAdom3X15/9/HqSgFVEk4kfPg6R7539fDDmLIz2t9JdNidA0cTmDq4i8/qKNOm6/BzE1n+sssZ78BFonL2giizkUauBAEWTavCS/c9I0cT+Pra7haaIJiKKZOasm/HFlu15+YkWQ4tuvExqWcRHH4FKiyb6Tl+52d3XXYro26+rDtDwk6vhE8X4+BRNwCqiyWmfPI3H29dpzv/FgWdjqI/FiYt2bJVNoGhSZQ6z8XH7Ek2iq1ZKRdRF1Il43EOHo+GyX0Kk6Nj5EemTz3ZuwI5oEP/VNAxfrd/FzuZawjaKJpZwg+MPQdHE8Veg6gGYIprIVPqqaVL15CxkgNGiSXsshI9DnWjz1Er1IAZ6/Ray1pij5AuP9n31a2iYNd+YTYxapTeA2Mb1cA/dDa7GZqNWNXwdq4gmS3Z8jLM+fV5lH1sdGu5uyy5I0cSyrnHcwfptORyPIb7xM8DrlUQTuFy2ZvRGYCuOWf0YehOZ7kVXDj1YqnXBxzwCFE3MY8uVCydA0aRwVhxpTQKmiibWNNl+pzJaNHmm8zNM/uipNCjxY1yzp0YSUSQhxZv62Cs+90vCSpv0sRBZatMfi9fE51bsXBJ9/z/ovuYizWVwD9sdzbf9yTKXpPf3v0Jo2VIgHpfO5PvaCWi4SN3i2SqHtYpoIng82bEeD+/8ROqe87WmXXHeLmPQ5PZZBRXPYSIBiiYmwuXSRRHoVzQparXqH3zW2uexZKc6JUn8fNB90Az4WG/KNAdTNDENLRcuggBFkyJgcaglCVA0saRbijuU0aLJS10b8dMN/8TOWEj60xELF3egrNH1bm86akUWV2RBRRJiUuKKLMhIwkvqdVF81pQnFkP7D6ZouhfUTjkDdef8xJQti1009slqdM35oWZaw0+vh++wo4tdzvTxVhJNTDeWG1iWAEUTy7rGcQejaKJ2+ej3/owPQ+2ae2DXelMbv0jglX/GsXVbArvt6sLEr3kwaEBh3wbi37EP1iSwYWMCA9uAA8e6UVPij0MUTQpjzlHmEqBoYi5fO68uyn5cOe9uXDdnRkXLepgumvRV32Tc/qOwcP4laGtpsrOvTbfNaNEk+8BxJCThZGc0KaKI9B35Y/F3u/ha6jXV18TYaAjRdMPi4lGI3z5JkSyKCJZc0SwZ8SUT9SKiY9zIH+4cefV5BO65GYlAt3Qwz6j90Dj7RrhaBxZ/UBNmhJ97DIF7btKsXHvqNNRNO9+EHfUtSdFEHz/ONoYARRNjOHIV/QQomqgZfvuTZ/BI+6eqF+tcHnQdPAOePv5frd8T5V9h+w7gyl9GEM1kIkmtref9n6+gTk233BXFqg8zbbFbW5JtsetKyJamaFJ+/3NHLQGKJrwVhRK4ZdFSaeilM6dKfztCNOkNhnHVgvsw4ZAD8JUxe+OBR17A5eefiTp/DQSQ/zr8QBw6fnShDDkuDwGzRRO94LvjEUlkkQQVheAiiS2yEJP6O1uYUeY+F3sOtzKtSBHNkk4lEilFLi9a2jvQVt+MAQOGqtKMKh0uHHn9FfTcNFdjdt3ZF6H2xOQ/JFZ6KJpYyRvOPQtFE+f63mqWUzRRe8RJNU2eXx7Hg48qFJMUih+d7cFhB4ufTvI/a9cncP0tUc2AM0/34Phj+p6ba1WKJlb7l8GZ56FoUrrf/xP4EoN9dRjuayx9kSqamS2aWOXopkaaKAvBCoMX3LUE8+bOkCJL3li5Gg89sRzXXD5dElH4lE7A6qJJ6ZYBoUQsGckiiSrBlPiSiWyRIl9kwUX5cTSErnhER4wL0JBOK8qu0yKiWfw5a7zIqUUiJUn3E+hBx0XfRaJTEc7s9aH59j/DvctQ3csbvQBFE6OJcr1SCFA0KYUa55hBgKKJlqpTuucseSSGF15O1iJTPidPcuPUyZ4+r9vyf8Txx6VaweWYI934/nf7nkvRxIzvZK5pBAGKJsVTvHvbKly64R/ojidF1KMahuLJfaZI9SKNeMT79PNn34p3P1grLXftrOk4fcrRyH598W2z00EO2RkkPzhrihQR8siyV/Dcy/+W1vn7a+9If4t54uN7/7ws/bkyWELM+fmN90lfO/G4CZIm8N7qtTjn4kxDDvH62d+djGtvWaxKz1HOlTNXxDpKe+Q1jdIZyiaaDGhtwrw7HsCci6ZJoomArhRRjHC+U9ews2iix6ex7LQihbiSjnzpI+VIzC/1EcXtlLVZVAV0lXVcchTQFWlFclJRfOsXCD33KGIb1sIzdDhqjzsF7t1HlXosU+dRNDEVLxcvkABFkwJBcZjpBCiamI7Yshu89U4Cv75XGy0y9xIvRu3Rd5ckRppY1q08mA4CFE2Kgyei89tWJgUF5XPVrl/F1cMOLW6xHKNlYWTqyRMloURkh7yyYiWOnjA+nSUiXpdFknlzZmDs6FHS1844eaIkoog5Dz/1Mr594jF4+qUVuOv+x7HoxsukuiOyqCELLuLzFW+uSgdLiM+XPrE8XaZDRJfsMWKodJb+0nOy57734aeo89fi8WdeTa8hTH7gkecx5bgJhpUBMVU0UabnyBBkINnwdHvfwQtQNDHH+SJSJWdakSaVKBMJI0fFBBUtFYs9nQi+bVEUw1V2J0qKL5lCubk6FlUqN5yiSbGe5ngzCFA0MYNq7jXDiTie6liPj0MdGOsfgBOah8PLLihpWBRNyncXrbjT3b+P4bU3k9Emopv0CRPdmHpaYZEirGliRY/yTHoIUDQpjt7yrk34+prHNZNObd0Dj+01ubjFcowWGR83L1qqqS2aq36ILGKce+ZkKZJDFlqUy2a/r89eX/m5v7ZWJcyIdZQZKAvvf0xaOldNk2FDBmnmirGy5jB08ID0PN2QshYwVTTJPqwy3GfXIQPTapTRRjltPYom1vO4EE12RIOK1KJcBXSzarxERdpRMB2GV6pVorVurhbQKvFFrvEiCzApMcbvKuwHulxno2hSqsc4z0gCFE2MpJl/LZE6Oeb9Jfgk1JkedHjDYPxj9Om2K+pZKlGKJqWSs8+8ngCk7jm7DnHBX0REPbvn2OcOVMySeAzxjZ8BXi/cQ4cnlbsKPhRNioO/sncbDlr1kGbSzEEH4DcjjylusTyiSa4yGbkyQYQgsm7DZkmMyE7PyRdJUoho8tSLK1Qnk9NpChFN5GgX5QL50o10w0otUFbRxKhDcx01AYom9roR0URc25FIWUBXk2aUKajbEQtBm0VdOB8hmiRbQIuORX7Fx5m6LvkiXerhRWdPBG1NrFFUOHGONJoARROjieZe7/7tH+KcdS9pvvjMPifhm80jynMIi+9C0cTiDnLI8axYCFb8nHP1pjewZOfH2BrpxYTGIbhut8NxaP1gh3jFXDOj772Jnjt+gUT7dmkjIZo0zpoH9/A9zd24j9UpmhSP/ojVj2BFzxbVxKf3ORGTmncvfrGsGaVEmsiRH/JSyjX+9o+3VOk3hYgmuYQPsXZf6Tn5Ik2ygZjRccdU0URZCFbkN/ExhwBFE3O4VuOqogpLZ3YL6LztoLMK6sZCEOH2pT4iLajF7cMAX6pIblbHIlWr6Kw0oxZPDX87XSp4zlMRcLJoImx/74MENn6RwOBdXBi7vws1PnMuyOyNK3DD5rc0i8/b7XDMHnqwOZtW2aoUTarMYTY9rhVFk0Vfvo/zPntFRXxkTSPWjJ0GUROOjz4CnRd/D/FNn6kW8X31a2iYlSmwqW+H4mdTNCmBWSyEhV++jxXdm6XuOWe27YPjm4cXv1COGdk1TcTny15cgdOnHCOlv8hpLsqaJnvvuZs0ZtrpJ0grliqaiNqm2XVJsuujKOufZAsg2XOfXf46hg8bgrfeXSPVVxGFXymaGHJN7LcIRRP7+bRSFgXiUakttNQeOt0OOiWuSK+pU46UNV96UtW9Szm7CBpVpRVlpQ2J2i2ZlCPRvUjUdclEwtTqSCsq5bycY10CThVN4nFg/u1RrF2XKWA9aABw1RU+1PmN9xcjTfpnStGkf0YcYT4BK4omp33yNB5vX6cx/q0DzsD4ukHmQ7HxDomeLnScq6154R40BM13PVyw5YmuDiR6A0gEA4D4O/Wx9LfiY+lrwd7kOLcHDZdem3MPiiYFoy/bwOxUm/6658h1Q+S0GmWpjWJqmgjRRDzKDjji81z75+ueI6JR5K48cvec3y15Ov2aWE/Z9ccIqKZGmogDCqP+6/AD062KjDg011AToGjCG2EFAsFYDBu6epCoi+cUXNKtoXN0LBLRMaXHuAB16bSirCK5iqK5yZQjpfiS/LjRbdKv4q3gFAeewamiiYgwue032m4d35/qwTFHGf+bW9Y06f+bi6JJ/4w4wnwCFE3MZ1zxHRIJJHp7kuJGTze6rpyBRCgEqQlkqpSJp3UgfMeemBQ4cgofKTGkNwBEI6WZVOtH6x9eoGhSGj3OsjgB00UToWI98MgLuPz8M6VwGT7GE6BoYjxTrlg8AT2FYONIZKUVZeq0KKNecnYzioUR0ZFW5IUr05EoZztoObIlKbIoW0mLtCJ3ukF08cw4w3gCThVNnl8ex4OPxjRAjz/GjTNPL73Ac18eytU9B3E3/v6vOFavicPrdWHcAS4cfoi70jUIjb9oBaxI0aQASBxiOgEriiZMzxHtPvqL3khFcPT2qCM7JNEj9ZocCRIOG36PXPWNQF09XOKPvw4uf+pj6fN6xdcUrzc2wzv2EIomhnuDC1qBgKmiSXYV22yD5XAaOUzHCkCq8QwUTarRa/Y7sx7RRC+N7nztoUV9l3SaUVa3olQKUq/O9tDNiggWpaCiag8t1XDRRrr4mLut1/Wa+U4VTcodaZLPcX94MIaX/6mOGzv9JA+mnGB8tIvhl8fgBSmaGAyUy5VEwIqiSdUWgg30IBHoRjzQjUTq43R6So70lczXskSOYG9JvuxzkixqSAJHXTqiBD4f3IOHwbvnvnDVNxQkfqCmiFZPBVrC9JwCQXGYZQmYKppY1mqbHYyiic0cWqXmVFI00YNMpBm0p8WVoCSySJ/n6VikTDPqikek6NdSnwa3V0oZUhXJlbsXeVMFdbMEF1mYqXd7S93W1vOcKpqUu6ZJrkskzvDjKyIIZf3Sc/gwF66+wnn3laKJrf+pqRrjrCialB2eFNUhBI8eqfaG9Lcc6SFFbcif9wCBZB0P6es9ncmxPd0QtUIMfWpqkxEc6WiOXNEbQuRIjpGiPoQwIgkf6sgPiMgPiz8UTSzuIB6vXwIUTfpFZP0BFE2s7yMnnLBaRRM9vokhgY5c0Sw5OhZp04zCEPNLfUSHAW1kSyqaJWeaUaaei4iOSaU5l7q9Zec5VTQRDiln95xcF2DbDmD2NdpceFGI9s4bnFc7iKKJZf+ZcNTBqlY0CQVVYkZa5JAEj1T9DmWaikL4yIgjAUAUKDXqEUJHQxNcDY1wNzYDtf5U+kofqSv1jXD5/ekID0n8EKkvDnsomjjM4TY013TRRFlpV66yW2iPZRvyNsUkiiamYOWiRRJwomhSJCLNcBGpkrNOSyqlKJ1apIiEkaNigjrTilqEsJIWVxR1W7LaQWdHwoiCul4LpxU5WTTRex+NmD/nFxF8uV290sFfceGC6Yw0MYIv1yCBYgmUWzRJdLZrojiS9TvkSI/eVKSHIrojFES8p0uaBzntpVhD+xovxA45NUX8XSf+yEJHQ6o+R4NijBA2mpJjGholkcPV3GrkiRy3FkUTx7ncdgabLpqI7jl7jBiKycdOwIKFSzDt9OOx18hhUm/nh55Yjmsun84CsTqvFUUTnQA53RACFE0MwVjwIkI0SacK5YhsyU4zkiJdUuOEWKPnaZTSivw567TIraGzi+bK3YvqTE4romiix7P6536wJoF7/hBFR2dyrcG7ABf+0IthQ+0a25SfGSNN9N8nrqCfQL+iidx5pY+UlYScsqKJ8lCkuQR6Su+6kstMry8pYijEDSF2JIuTZgkcaRFELYggJZA4shK1/qtj6AoUTQzFycUqQMBU0UQUgp1z/d24/IIzIaJLlKKJ6Kqz4K4lmDd3BlgIVp/nKZro48fZxhCgaGIMx3KsItKClIJLe1TUcEnWcxHCSqbGS0gTCSPSkfSkFdW63Mk6Lpk/1rkAACAASURBVKp20FmtohWtoZPiSzLtqKmAtCKKJuW4QX3vIWqbbN6SgMfrwuBBcOz7FYomlb+Ltj6BVJsjVX8jJWYkU1jU9TqCHV2oiQYB8bo8R1nDIxQ0DpPbA1d9qruKKqIjW/xQCx9JcSMT+SGiO+A2p+uXccZypWIIUDQphhbHWpFAxUQTRpoYdx0omhjHkiuVToCiSensqmmmqMLSlSqU25e4khRfkqKL9HHq75CO9tAeuCDaPMvRLDkL6Hpq4Yt4MKKxMRMJkxJpxHw+JFAuAhRNykW6ivYJh1OiRiY1Ra6/IRUgVdblUIofqgKmPYDoviIUYiMelwuQio3KwkXfURzpNrQ50l2K7boiCrG/37sDg311GO5zXp0PI9xXLWtQNKkWT/Gc+QiYKpqITR9Z9gpWvLkKcy6ahjvve1RKzxnQ2oTzZ9+KqSdPxOlTjqZ3dBKgaKITIKcbQoCiiSEYbb9IIB5NRbMoBZVUtyJJZAnmjXTpiUdL5iPkkia3LyO4yJEuOWu4yMKMXxovIl1qXfytZ8nwHTqRoolNHB+PpdrLKguQZgkcfXRlSdfzEPU6YjHjoMh1OlSpKYo6HSlRI+CuRWNbcyqSQ5m+IsSRelSq88rvtq/GRZ/9Hd2pf9ePahiKx/aejEFev3GMuJJlCFA0sYwreJASCZgumohziaiScy6erzri4ttm49Dxo0s8NqcpCThONIlGEPnPPxHfvBGeEaPgPfBQwMM3NJX+rqBoUmkP2H//SCKejF5RRbBkBBcRzbIjGsLWYAA97qgq0qUzFkZcB6I6lycloGSlEqnSjFLdi1KvyZEwjW7ndY7Rgdo2UymaVNCVyjodBaaxSAVI0+1oMykuiGT10NZjllynQ2odmy+NRZGqkhXNkYnyaCw4763fmiZ67Clxbnc8gmFv34/s+lpXDj0Yv9zt8BJX5TQrE6BoYmXv8GyFECiLaFLIQTimdAKOEk0CPei84lzEt2xKA/PsfQCafrmQ+a+lXyFDZlI0MQQjF9FJIF9NkzgSEMKJLLgoU4u07aCzhJlYGEKwKfXxwpWp4ZKzHbSie5EU2ZIRZkQ6kptpRaWir+g8iiYl4A/2ampyZNrHJoWMTOSGMsVFXdsDRtfpSNXb0BYh1RYqTdbmaIBUp0MWR0Q0SIXqdFhRNFnZuw0HrXpIc0G+2TwCz+xzUgkXh1OsToCiidU9xPP1R4CiSX+EquDrThJNws8/hsDdN2m80jj3ZnjH87cTlbyuFE0qSZ97ywTMKgQrUoNEsdxk0VxFalGej5Xdi0RKUqmPSCtqThXCTRbQVUaz+JNFcrMiWzKtpGtRY+H20KUyqZZ5jhFNRJ0OTYRGVipLnigOZQ0PIYYYVqdDXBKlYCF3XFG2mk2JGnKHFXWXlkyh0mLrdFjtflpRNFkX7sKe7/5Rg+q7bXtjyagTrIaQ5zGAAEUTAyByiYoSMF00ER10RP2Sdz9YqzF03P6jsHD+Jeyeo/MKOEk06V18O0LLtL+dqDv7ItSeOFUnSU7XQ4CiiR56nGsUAbNEEz3nC8tpRaliuElBJRPNIkW9KLsXycJMLCRFx+gp91gvtYdOdSDK07FIGdmSEWb8aDC5PbQeptUw19KiSTyORKBbitwQwkUmNSVfMdKedKcWaayy+4rRdTo0LWWT0RzpKA9VwdJkikuyNW2mkKkYyydJwIqiiTjXEasfwYqeLSo3Pb3PiZjUvDtdZ0MCFE1s6FSHmWS6aHLLoqUS0ktn8g2tWXfLSaIJI03MukX616Voop8hV9BPwIqiiR6rRFqRaPOcaQediXJRRrOkhRhZmEl1LIrqkFx8Lne63XNf0SyZyJZM1IuIjnF6WpHhoom43OmWsoq2sn1EcSiLkEpCR2oswkbW6fCmBItMqkomNSWr8KiyrawmjaUBcLv1fLtwbg4CVhVNRMTewi/fx4ruzVL3nDPb9sHxzcPpQ5sSoGhiU8c6yCxTRRMRZTLn+rtx+QVnYq+RwxyEtbymOkk0Eb/hYk2T8t6vQnejaFIoKY4zk4DdRBO9rEShxezIFmUL6IwYIwszme5FwUTpnT7EW990WlFWnZZkNEuqbosm5Sj5utcGaUVp0UTU6Uinr4hIDjmaI1OTQ2o3mzPFJTNeajNr1ON2SxEaydSUTMcVddtZdRSHNtIjGeEBLwsdG+UWM9axqmhihq1c07oEKJpY1zc8WWEEKJoUxsnSoxwlmghPsHuOJe8jRRNLusVxh6JoYpzLhWgiOhJJNVxStVu0RXOVxXUz47K7YhR7qkYprcifVcMlVSQ3b5pRst5LnRFpRZFwStxICRxyhIYqNSVf21l5TgAIBYB46UWENdxEKooscmR1VlGKH9qCpakaHXJ0Ry3buhZ7J6t1PEWTavWcvc5N0cRe/nSiNaaKJgKoSM/ZY8RQnD7laCfyLYvNRoomvfEoVgV3YjdfA4b6mBNcFgfaZBOKJjZxZJWbQdHEGg6MIaESXJIFdIOKNKNMylF2JIxIRxLzS31q4UKby4cW0SY67kKr+BNNoDUSS/4JRtASDKG1N4iWngBauwNo6epCS0cnGjq7AFHjI1p68V7NuWtqstJXGpI1OKRIj9w1OVTRH/JYUafDJUoD8yGBwglQNCmcFUeaR4CiiXlsuXJ5CJgumnyyfhMeeOQFXH7+majz15THKgN3kQvZXjZzKg4dP9rAlY1byijR5M6t72LW5/+CHJJ9XNNueGSvSVKINR8S6I8ARZP+COn/uhAE1nycwLoNCbS1AuMOcKOOvzBWgaVoov+elXUFuU6HIjUl3htAZ283doa6sDPci53hAHZGgtgZD6MjFsEORNCOOHa6E+jwAjs9brTXeNBR40OHvwYhr6dkEzzxBJpDYbSGImgNR9ESiaM1DrTGgLaEEGO8aHUli+u2ef1o8/nRVtOAttoGtNU3wetP1vAQkR47Ij4MGtrGOh0le4MTjSBA0cQIipk1Et1dCD33KGIfvQ9XSxtqjjwO3gMPNXYTG65G0cSGTnWYSaaKJn11zhGcrdQ9pzcYxlUL7sNTL66QrsC1s6ZL0TFOEU22RHux+zu/h+jyoHwWDD8CPx0y3mHfFjS3FAIUTUqhVtychfdF8ebbmd/ANzYAP/+pDwMHFLeOnUdTNCmTd0NBVQeVRFZNDnUBUnWKi1SMVKrrEQCCAeMOnKrTEWxsREdrCzqaG9HR0ICOxnp01Neh3V+Ldn8N2n0eSWRp97rQ7nFhpyuODiSwExF066jjIgxpcvvSLaAbEj4M9tfl716kqutSC7+rdLHHOIhcyW4EKJoY69GuK2dKgonyaZx7E7zjJxi7kc1Wo2hiM4c60BxTRZNq4SkLJhMOOUCTRuQU0WR51yZ8fc3jGpd9t21vLBl1QrW4kuesIAGKJubC37wV+Nl1Ec0mk49349sn882WDIaiSR/3UFWnI1OMNC1wpLuw5Gs7G0i3pjW2Tkedol2suvaGKo1F2Wo2/XGq3axIdfHX6f4mjErtoXPXaVEV0E3XeMmkGXXEQtBTvUSIJqJLUatH1GbxKz4WUS3JArnpArry51LES60k1vAhgVwEKJoYdy/iW79A54VnaBb0HXksGi7+hXEb2XAliiY2dKrDTKJoAuCRZa9g3YbNOdsiZ4sm8ueHjR9tmTbKRqTnrOzdhoNWPaS5/jMHHYDfjDzGYd8WNLcUAhRNSqFW+Jy33kng1/dq6yyMH+fChT/0Fr6QzUfaTjSJxzNtYlVFSBUtZxWtZJNRHD2p1rRq8cPwOh2iKKnUfUXuwJJJTZFqcvRRqDRZsyOZxmKXOh0iBqxTIbis7+xG3B/PdC9StYPOCDOSGBMLaSI9i/lW9cCVFFvyFsnNCC/Z4ouY5/T20MWwrraxFE2M81j0/f+g+5qLNAt6Ru6NpgWLjdvIhitRNLGhUx1mkumiiTLtZdchA7HoxsswbMggKRUmV2RHJfiLYrX3/nlZemv5nKJNslI0GTt6lHTuM06emK5vIt4oVvrp6o0iGo2jqc4Lr1c0eiz+EUX3DvpgqVQEVvm8uu+3MKFhSPELckbRBP4d+BL3b1+N9ZFufMU/EOfvMgbDfA1Fr1OpCfF4Al2BCFoaWQPHDB+ISJOr5mlFk0nHufGtk0r7vjfjnJVeU4gm7d1htDVV+B6m2spKURzBHmTSVwJSoVGRmhLv7ZYEDlcqVSU9RhI9kmMQDhmH1ONJCxzwNyTbzfrr4KqvB1LCh7uuMTNGvCYVKq2Txoo5STGkkXU6CvCKeJNQzD3siUelYrmiEG6yW1HybxHBsiMaTH+cbBOdjHDpiCfHBOKlF64VpWXl9tCtbhHN4lNEtfhT9VuSnYvEnzZvDdqkccnPa2zQHroAd1btEHEPWxtr7KJNVtYPwQC6zvuWJq2w5pRpqP3eeZU9m8G7/3nnR7h169v4MNiO/fytuGTwV3BW2z4l79LRHUZTvQ9ut7WLWXssfr6SHcCJugmYLprI3XMmHzsBCxYuwbTTj4cQI95YuRoPPbEc11w+vaIFYmVRRymEiMiTpU8sx8L5l0iAz599Ky44+1Q8+fy/NELPjk4Df6At0Z2ybiO9bdLxb9G2WC/ubV+Nt0PbsKunHmc074UJdUNLPBWnFUPgw3A7/mv9o6qOESN8jXht5LdRWyV57kI+FG9Y+f+bYjxf3Ng/LHHh3fcz3+QN9cBF58XR1lbcOnYfLf5NLOUeuiIhICDqbPQAwd7U30LkSH4siRvia0LMkOtxiJoc8nhJ7OiFS7SZNepxuZCQUk+EsJH6W05FEcKHiNaQhI9G6e/MWPG6PK8BqK1DoqbCQpJRTKpknVLvYSnmiXpknfGwFLHSnvpb+jwuoliSr3dIHye/LoQZIbiIj7viYR29ioA6URzXXYMWd40U7dIiBBXxtxBZxGve2uRr0tfFx+JrNRACTb2LUXKl+LuYOeW8h8Wcq1rHul59Bq4lv0r+P0L83LP3WCT+9xqgqbVaTdKce024HV/L+plURLO9MvI0jK4p7QcOcQ9F8y8db1PKwndAc21Z9uEm1UfAVNFERGnMuf5uXH7BmVJ0iVI0EV11Fty1BPPmzkBbS1PFyOUSTZTRJXvvuZskmrz7wVpLFa5VAjMiPadiDuDGEoGrN72Ba774t4bG3/Y9FRObhlUFJabnmO8mds/JwTgeg+hmkJC6rwQQD/Sge0cHGl3hPguVJguRKtNYAkA8ZpwThZCRTl8RqShyrY5MKksh7WaNqNNhnFFcqRgC2zpCGNRi/R/A40gko1tS6UNCWJE/TraDzqrxokozCiGqQ3LxudypGi6Kui2pOi3JDkWp6Jb0x5kUJBEdw7Si/m8k03P6Z1T0iEgYsQ2fwt3SBtfAwUVPt/qE33z5Ps7/7BXNMW8dcRQuHnxgScdnek5J2DjJQgQqJppYJdJE+EKOhhHdcsSjFHsGtDZJosnUkydixLDBloiOyb4/FE0s9B1V4lHOXPs8Htz5sWb2wt2Pxnm7jClx1fJOo2hSXt5VvVsigURApKYkIzaEeCHV4ki3nU12VpFeT6WpSAJHjkKliGqL45bMxleTEjdSAkeqJoeUxqIsPKqs4ZGu25Gp0SHV6hC/UuPjaALVIprodVJ3PJKp26IQXCSxRRZiZKElS5jp1dGtSETXymlF2eKKqm6LVEBXFNdVCzNCsHHCQ9HECV421kaKJsby5Gr2IGCqaCIQiVSXFW+uwpyLpuHO+x6V0nOUQoQsVFQSpxBw5sy7W6q3IlKH5DOL1KFgKCSJJpfNnCrVMVF+rc5vjVDncogm8TiweUsCHq8Lgwfx/YC4r3//VxwvvhLH1i8T2G1XF6ac4MFBB5b2Rmnx/69lcu66v2m+DT4eOw171TZX8tuj4L0pmhSMqnoHpqI5lEJG5mMR6ZEUPiRxIy12ZHViCfSYUKdDLVhEfHWobRK1OfIVI01Ge4h0F0kMEcKHqNnhZhei6r2c1ju5U0QTPeRDiVgykkUSU4Ip8SWrSG5WZEuy3ksIXfGIjhgXoMHtTbWDVhTJlbsXeVO1XLIEF6mmi6cW9e7qSStKiybxGMIvP43IO69LLvMdeBhqjpkMePjvnp47bMe5HwR3Ytz7D6pSxkV6zttjpmKMf0BJJjPSpCRsnGQhAqaLJsJWIUqcc/F8ldmLb5udLqZqBR5CDPn5jfdJRxm3/yipnolIG8rVclhEpmzeuqPi9VhkbmaLJms+SWDR4ig6OpM7Dt4FuGC6F8OHlSYQWMHfes/wyacJzLtNXXjP6wF++TMfBpXw/xNRiPf0j5/BXzvWJX+Ycbnxs10Pwf/t+lW9Ry3bfIomZUNd3EbhUFYUh7rrSjrSIx3xIep2pAQQZZSHyN8W+UFGPCIKQwgWmu4rWe1m5Q4rUjHSPJ1asup02K57jhG8uUZFCFA0MRe7+P+mKq1IIa4k04oyaUa5Uo7E/FIfUfxWFlAy7aBT0SzKtKKs1tBCcBHRMeX86UkWTYJ/WojQ4w+oTK49dRrqpp1fKgbOszGBP+34CDdvWZkuBHvZkPH43oDSC8FSNLHxZXGIaWURTRzCsmJmmi2aXH1DFJ9vUv9wMWa0C5ecXz2/aTHaOY8/HcMTz8Q1y577PQ+OOrz0kN8vo71YH+7G/v426bdg1fRQNDHQW6JOR0+ys0oyTSUVvZFDzJC/rkxxSUZ6pOYZWaej1q9uL5slZqQjNySxQ53ikmxNm3xdKlBq0kPRxCSwXLZoAhRNikZW1gkiUiUtrigFFk0qUSYSRo6KCepMKxJFcjM1WxStoqXIlszXpDSjrBov4jf+xTyyaNL5o5OR6FB3SHQPGoLmux4uZjmOJYGSCFA0KQkbJ1mIAEUTCzmj1KOYKZqItJyZl0Y0v2Cu8wN33uAr9chVP88s0aSawTheNBF1OuS6G3IL2ayaHJm2s8n0lUyUhyL6Q6SvGFmnw+tLpp8ohQxRc0MjamRHeShEjlRNj2qo00HRpJr/FbHX2Sma2MufSmuEaCLaQKvqtmgK6IqUI0W0i9RCOohuHe2hxRma3D6pQG62oCI6Fsmvp2u8eGvh6nVhpNcFzwVnoDaaVeza60Prn7Spwfb1HC2rFAGKJpUiz32NImCqaCKntojOM309186aDivUNjEKarnXMVM0Ebb8+IoIeoNqq4YMBq670rmiidHpOeW+M2bsV7WiiVynQ47i0ERzKLusKAuWqmt1IJT1TaIHstsDVyqKQypC2l8ai6pgqSLKo6HRcXU6KJrouXicayQBiiZG0rTPWtFEXNuRKFekS+o1pTDTEQtBG+NaOBshmrQGw2gJhdDaG0FbTR0GjT5IXSQ3T6SLEGv4kEA+AqK4e/yLz+HedThc9Y2aYRRNeHeqnYCpoomAk92ZRrymbPM7dvQoXLXgPkw45AAKJyXeJrNFkz88GMPL/1T/b/r0kzyYckLpaSglmmqpaUYWgrWUYSUepqyiSVhuJytHaGTEDASyCo8qC5KqOrT0AEbX6RBtZvvorKJsO5uM9MhdqBQ11m9TWuI1MX0aRRPTEXODAglQNCkQFIcVTEAkSndmt4BOiyuKVtGxENqlyJYQtoWD6EyE0R4NIqyjjotIC8oZzZKjhouqe5G3Fi2eGhSbVlQwFA6sOIHAbxcg/MLj6XPUfOM01P/wp6pzUTSpuJt4AJ0ETBVNlK17RVca5SMKr67bsBmXzpwqFYp96InllimsqpNp2aebLZqIaE4hEKxeE4fX68K4A1w4/BB3NUTql90XTt6wX9FE1OkQokWqs0oyNUXbWSVf21llwVLEskKM9YCvqU2lr8jpKOpUFnWkhyKKQyWOmFunQ495Vpob3/w5ou/8WzqSd+zBcA/b3fDjUTQxHCkXLJEARZMSwXGaoQSULYcD0TC2f/EpOhIRtLcNwM64EFNS3Yok8UWdcqSs+dKjI61IVGFRpRXJ0Sw5a7jIaUZ+Kd1ICDW1Lnb4MfRSGLhYdOUKdF+vFkjE8o1X3QHvmIPTO1E0MRA6l6oIgYqJJkqhZNOWbVhw1xLMmztD6ljDpzgCZosmxZ2Go21FQK7T0U9nFSF+xAI9iHR1oybSm6P7SgCIhI1DI+p0pGtyJDurSOKGUshIf6yN5shEeTSyf7ZxXulzpcg/X0TPHb8A5MK0Lhfq//dK1Bw9ydATUDQxFCcX00GAookOeJxqGAGlaKJn0YiUVpSrTkvytXZNAd1M5IuIjtGTVlTn8qQElKwiuYpUIikKRlE0Vy6g28i0Ij1u73ducOm9CP7ld5pxdWdfhNoTp1I06ZcgB1QLAVNFE2UazqHjR6uYKEWT91avxc2Llqbb/FYLPKuck6KJVTxhoXMEe1WdV5SdVZKRHoEcRUjVxUhFxIeUvmLUI+p0yN1T+uiskhQ+MlEfmYKlqbazjU2Oq9NhlAsquU7XrHMQW/ex6ggi0qT5tj8ZeiyKJobi5GI6CFA00QGPUw0jYJRooudAcSSy0orkjkTq1tA5uxnFwhCCTamPV6QVKSJblEVyk8V0cxTQTYkvIq3IXWS3olLPWa3zws89hsA9N2mOX3/BXNRMnELRpFody3NrCJgqmojdhDgyZ97dWHTjZZBTdOQCsZfNnAohpohUnRVvrmJ6TokXlKJJieCsNk3U6cjZUlbushJIprbkKVQqp7qINBZNuyM9tkpFSPN3VpE6s/jrkahrQK+7Fo1tzZkoEIU4wjodepxQ/XPbz/kmRCtktWriRut9T0tRQkY9FE2MIsl19BKgaNI3wSefjeNf/46hvR0YOcKFU6d4sN/exbXT1esjJ8y3gmiil3N3vvbQor5LKsIlX6RLr4720OI2NssRLFIqkTKaxa8SXLJbQwtBxueyf+2/RGc7On48VfpFXPqpq0fLnUvham6laKL38nO+ZQiYLpoISz9ZvwkzZ92ML7ZsTxu++LbZkmDCRz8Biib6GZa8QjwOUTE8LVikRY18xUhFTY+AJHyIN5BSBEgq9cXwOh15ojnSkRtZNTm0HVqSbWkLffqtaVLoQhxXVgJCZHjtzTjeXZVANJrA6H3d+K8j3PAanELOSJOyupWbWYAARZP8Tvj3W3H8ZrG6NpW/FrjpWh/E33yMI2AH0UQPjVAipmgNHZREFqkjUZ6ORUrxpSse0VE6F2hwezWtoeU6LW1efzKdKEuMkcQXTy3q3V49Zpd1bnzTZwi98Dhimz6DZ9juqD3+VE3NMtY0KatLuJkJBMoimphwbi6pIKBHNLnjt1FEIsmyDm634o9Lfs2Vfl0aI17POS73XGlsam3VHjleS39d2iO1b565qnVz7uHKuW/ShgTcoQBcoZ7kn2AAnkhWFEc6miNPGktKHEHYyDod3lRaSqYQqaoIaT9tZ5VjJaeV+aFoUmbgBm237Pk4HnlS/eblmCPd+P53jVVNWNPEIIdxmaohQNEkv6tydeUToy+/0Iv99mG0iZGX3OmiiR6WMSTQkSuaJUfHIqnei6KuixBmxPxSnxqXG7KAIoQWlbiSo2ORMtJFRMdY7buIokmpN4HzrEKAoolVPKHjHHpEkx9fEUFvUMfmZZxaG+9FLXpRG++BPxGA9HlCfNyD2nhAes0f70Gt9DXxeepj8Xr6tQBq4r2Gdf6Ju9yIuOoR9NQj7KlHRPq7Qfo74hWfN0h/R8UfXwOiXvF5XfrjWI14vQ4xXwMS3pq00CMJWLJAJQtHOV7LjMuIROK1kgUueY+8IlpSHEuLVgqBC0igJxhFa6NPJcDJZ0nPU4hcZbw+3CoPgatviOLzTeof7Or8wJ03+Axnxu45hiPlghYmYFXR5MtoL9aHu7G/v036TXglHoom5aNO0aR8rLN3EpEqOeu0aIrmymlGme5FQR1pReLXZi2piJVMZEuqiG7OjkW1UqFducaL14S0IoomlbuH3NkYAhRNjOFY0VX0iCZrPhEh+UA8niyDERd/xMdx8XdC9Zp4PXtcemwiNT81RqyTEP+JhpNRHeFeeMI98IR64I4G4A31wBNORnh4Ij2pPwF4xdfCPfDGAvBFAvBFe+CL9cIXC8CloxCY0kHCzpC7HmF3HYKueoTcDQiiDkF3A0Iu8Ud+vRFB6eMGaUxIiCPuuuQYd700N+zyV9T3dtq8xqcQY2ThJxXVpIxCkiOiXK5MNJIc/SSP8+SarxSf3K60sKSMsFIKPEpxSB2JlWOuQuBKR2JliV59ClxZ580WzLLn9r9HUnSrqen/huQTTm++1oeW5v7nW20Ea5pYzSPOPY/VRBORpjD1k+fw1451klNEvYWrhx2KuUMzbUHL5S2m55SLNCBEk+b6Wry6Io7Va+Lwel0Yd4ALhx/iNuwXSOWzxjk7CdFkRzSY6kwUljoX5YpmkdOMlJ2NhFij52mU0or8Ug2X/91lLGbuMkbPctJciia6EXKBChOgaFJhBxixvR7RxIj95TV6//BrRN9+PVWnoweJ7i4jlwd8NckCo6nCo/Lf6lazWQVLG5vgqvGnC5lK9TzqG/s8V1oYEgJQSkRSviaJS0oBKT0ukRGVUq8lxafkOtLHeecmRaa0aNXHuOzz6Ra4+hHH0jZkCWtJBhlhLSY+j4qIBVfSXoUNOcW20qNWjb1XDlotHYWkiPYJR5Aqp5P0pXi8XqCtVZkil/xYnUKXSsnLIQ5li1xSul0/KXkZMSxr3RIErkAoiuYGL9z9zFWmGmYLZtlzVUJVViSWRmyzWly0g+64lUy1mmhyz7YPMGP9chUi8RvpNWOnYa/a8iukLARbntsqRJNlT3vx8j/VHWhOP8mDKSeUP5W3PFY7exeRFpSuzSK1gxY1XJL1XKT20IqUo+xIGJGOpEwrmrfb4ZhtgLBK0cTZd9IO1lM0sYEXrSKa9Nx0JSKvv6wm6vVKnVUkgaMuWVg02XY201JWJYKovi6Pb5DmV6JOhw2uR9lMKKWmiSyspAWWPkWlbPFJK1Jli1nmCFwJlQCWfw9FZFZam9bqeQAAIABJREFUOEueOZeIlv2aLLKpxbaksJZPgFMJVVnjynYRuJFEQJMiV0Btp0ytplQ0k1w/qg/BSVsrSju3/xpQcu0p9Vx57f7qUSUjo5LCmFJcyiWEqSK4FOJdWqRSvZYR6pRnyBblrHrlrCaanLf+ZSzatkqD69G9JuG01j2tipHn0klAiCZXX+fWpGIPH+bC1VdUJj1Lp0mcbjIBqY5LqkbLYF8ddvPp73BH0cRkp3F50wlQNDEdsfkbWEU0iW9cj0Q4pBJECsoPMB8RdygDgVJEkzIci1soCIhoIJUYkxJwYjHgy+1ANJLAwAHina9a8MkXBdVfZJQcBZVrXPZrSiFILaLlj+DKJbYJUSoYjsHn9SQjoRQRXqUIXKUIenLEDi9feQikBSpVCl6qLlS/9ZlSUVAFFDnX1mdKCUV59ghFYmio86RrQGWn+Ukik3JunjQ/VZRXWlTqR+ByJeDb/jnciSjiQ3aH2+vBDT2v4a7utzROeXzXU3F0wzDNWZT7CjFMpD3yqT4Cn24M4bobtc4zq3ZV9RHiictBgKJJOShzDzMJUDQxk26Z1raKaFImc7mNRQlQNLGoYxx2LKvUNJEjilTpdHKKm+Jv7ThtNJIyzS97PVUdqlQtqb7SAPtONcykCOZOA+wr1TD33MKEKkUElZJNIZFnTPPTfIfvGvkE/7PzauwS+1z6Wqd7IP7Y+nO8OXh3PHryI0i4M9AauxvxncfOgCdeeLesXIXKVQJLHiFIRBNlzy20PlMyQil3ml9/qX/JPfLP7T8Sq+/0wr4jsRQRWDkisfqaK75mxCMiTe5c6NEU/BZ1TX4yk5EmRjDmGv0ToGjSPyOOsDYB00WT3mAYVy24D0+9uAK7DhmIRTdehmFDBkmvTTjkAJw+5WhrE6qC01E0qQInOeCIFE0c4OQqMNEqokkVoLLNETVpaX3UU1LVmZLGpUQqOW1OKdTkeC2dXpc1Vy6krqwB1dUbRX2tN10DK3tuviio/iO4MsJaLhHtG+/NxsgdK1T+3Va3N/54wD34vHEbVg5bjXZ/DwZ3DMBB6/dHfaBBVY8rm6dyD9tcmioxRJOW1kc9JVVBdGlcUqSKJ+KIRd34clsiWb/KBfh8CYj0nDp/SshSFl1XzM3XjU9bAyqTkiil2inS7PJFU+WuY6UV1tLF2gvqKKgWqbL36OssVXIlqvaYFE2q1nU8eIqA6aLJLYuWYo8RQzH52AlYsHAJpp1+PPYaOQxvrFyNh55Yjmsun446fwEtHuiyvAQomvByWIEARRMreIFnoGjCO2AVApWqadIx42QkOnaqMbjdaP3T3wB34REl/XEMh4utz6SORiquPlPfc3PXgEqdrwCBK1fx8sxrqTS/XMJaApCKoCujyFQpgWpRLl/kmcxCFObmU1kCohB6vmiq7M52sjikjIIqPhIrE8mUa25mD7n2lPJ86rmaWlop8UqdGqhMXUwJXFnjRCrefvsYFOqUcidFk8rea+6un4CposnOji7Muf5uXH7BmVJ0iVI0+WT9Jiy4awnmzZ2BtpYm/ZY4eAWKJg52voVMp2hiIWc4+CgUTRzsfIuZXinRpPPi7yG+6TM1jfoGtC5+1mKEeJz+CKjS95Td+PrrTid340sA7V0RNPp9Unc0OSJKLpqe3dlOdze+HCmCSnGsr46CyXH9p/nlL6SuTvMrquA60/w0V/Ge2339Xc+ivk7RpChcHGxBAhUTTRhpYtxtoGhiHEuuVDqBvkST0JMPIvTSE4h/uRmekXuj7ozp8H7lsNI340wSyEOAogmvhlUIVEo0CT72BwT/tEiFoeb4U1H/o8utgobnKCMBUdNkQFOtVOiXT/8EIpFkhFJ5uvGphaLCakApIrxEsXNx1n5FNGXUlWxb/rnirlx6gbH1biia9H/3OMLaBEwVTYTpjyx7BSveXIU5F03Dnfc9KqXnDGhtwvmzb8XUkyeypokB94OiiQEQuYRuAvlEk8i/X0XPjbPV69fVo+VXD8HV1KJ7Xy5AAkoCFE14H6xCoFKiiXi3F/7HC4i89S/REgvesYeg9tiTAK+xvzm2Cmeeo28CFE14Q6xAgKKJFbzAM+ghYLpoIg4nokrOuXi+6pyLb5uNQ8eP1nN2zk0RoGjCq2AFAvlEk97FtyO07CHNERvn3gTv+AlWODrPYCMCFE1s5MwqN6ViokmVc+PxjSVA0cRYnlytNAIUTUrjxlnWIVAW0cQ65trzJBRN7OnXarOKokm1ecye56VoYk+/VqNVFE2q0Wv2OzNFE/v5tBotomhSjV7jmZUEKJrY4D5QNLGBE21gAtNzbOBEG5hA0cQGTrSJCRRNbOLIKjeDokmVO9Amx6doYhNHOtgMU0UT0T1H1C5594O1ORGP238UFs6/hN1zdF5AiiY6AXK6IQRYCNYQjFxEJwGKJjoBcrphBCia9I8yGAKWvxrHR2vjaKh34ZDxbnxlDCuW9k+u8BEUTQpnxZHmEaBoYh5brlweAqaKJvlM6A2GVe2Hy2OqfXehaGJf31aTZWw5XE3esu9ZKZrY17fVZhlFk/49duvCKN5fre73+qOzPTjsYHf/kzmiIAIUTQrCxEEmE6BoYjJgLm86gYqIJsIq0VVn3YbNuHTmVNONtPsGFE3s7uHqsI+iSXX4ye6npGhidw9Xj30UTfr2VUcncNnPI5pB48e5cOEPjW13Wj23xviTUjQxnilXLJ4ARZPimf2/9u4FzKq63v/4Z+89w8zIZbhfRRRQuZmkaRwtJbVEDS1L0j+dJDyKejqGGBzQDKm4JKmUJRGJ9pTGH/ujpqInrZSTSpKJSYApCF64yf02DDN77/+zNs04e++BWXvvtfb+rd967+fp6RHW5ft9fX/MwGfWhT3MEihZaLJ2w0bNvm+hZt56LbfnFLgmih2axBPSps1JVVRE1KVTgcWzuzUChCbWjDLQjRCaBHp8VhVPaHL0cb75VlKzf1KftVG3rtL02/x7PfL6d5N68S8JbduRVO9eEZ336ZjaV1u19NKaITSxd7ZB6ozQJEjTotbmBAhNLFgXxQxNXl+Z1AMP12vf/sNwPbtHdNN1ZepMeGLBSiqsBUKTwvzY2xsBQhNvHDlK4QKEJkc3dH4AM35KnWoOpm93wblRXXl5rPABNHOEjZuTmjqrXs7XiYZPpw7S9G+Xq8zSi1sITXxZShw0RwFCkxzB2Nw4gZKFJnfPW5TC4PacwtdEsUKTREKaOLVOziW1TT9nnRnV2NH+/AWncB2OUCwBQpNiSXOeowkQmrA+TBEgNGl5En95NaFfPxJXTc3hbfv0PvyDmOp2Le+bzxaPPx3XE88ksnYdf32Zhgy08wG0hCb5rBT28VqA0MRrUY5XbAFfQ5OjvT3nkvOHadrEsaqqbFXsnq07X7FCk207pMnTsu8/PrZnRHf8t6U/ovFgtcTfXq2ahT9X/T//oWh1e7U6+wJVfvnrUpl/lx97UHbOhyA0yZmMHXwQIDTxAZVD5iVAaOKOrT4ubdyUTL09p1NHd/vku9W8B+Na/lp2aPKVL8b02eF2PnyW0CTf1cJ+XgoQmnipybFKIeBraFKKhsJ4zmKFJs4ltDdNrku7rNXxPqlfRJNuIjRpdu3F49rzX6OU2LYl7bervj5eFRd92arlSmhi1TgD2wyhSWBHZ13hhCbmjdR5lskDD8ezCptxe7m6djavXi8qIjTxQpFjFCpAaFKoIPuXWoDQpNQT8OD8xQpNnFKb+ynNV0fFNPxsO39CU+h4Eh9s0J6bR2cdpvwTn1LrSbMKPbxR+xOaGDWO0BZDaBLa0RvXOKGJcSORc5vxT++vl/N8NucTi0qfvzCmkSPs/TsMoYl56zCMFRGahHHqdvXse2hytFt0ThnYV3Nn3Wz023Ma6r9l3CidMXSAkdMvZmhyqE5a+lJCb76dUGVFRKcOier0UyOK2HkrcMHzJjQpmJADIJCTAKFJTlxs7KMAoYmPuAUeeu8+afuOpHp0j6jC8rvECU0KXCzs7okAoYknjBykhAK+hyZBe+Dr8hVrNGb8LD04Z3IqJCE0KeHqtOHURbw9J7lnl+pW/EXJPTtVdtIQxU4aUlRBrjQpKjcnO4IAoQlLwxQBQhNTJhHuOghNwj1/U7onNDFlEtSRr4CvoYkTOEyZMV8Tb7xS/fr0zLfGou3XEJg4JyQ0KRq79ScqxoNgE++v157brpNqDjR6trrgUh1z3aSi+RKaFI2aEx1FgNCE5WGKAKGJKZMIdx2EJuGevyndE5qYMgnqyFeA0ORfcms3bNTs+xZq0n9epVtnzlfD7TiZV5o0/PeZQwcY87rkYt6ek+9CYz9/BQ7M/6EOPftY1kmqf/47Rdr7/DqCf52V0MTfGXN0dwKEJu6c2Mp/AUIT/405Q8sChCYtG7GF/wKEJv4bcwZ/BXwNTZzSndtzju/dXZdffI6/nRRwdCcwuW3mfE2fcq06tm+rGybf02xoMmRAX02dvUBXjBxu1PNNCE0KGL4lu+674xuqX7Uiq5s2U3+sssGnFaVLQpOiMHOSFgQITVgipggQmpgyiew6Nhzaqx31tRpc1VGtIvY+BNbpnNDE3HUYpsoITcI0bTt79T00cQKJhxY/p4k3XKmqSvOetpV5C9GRriy58erL9OSzL2vY6YPSAiDni0CpP4mklEwmFY1IEZ7IWupxlOb8v5qjyPO/yzp38u7fStXFudIkqWTqzQQxZyHyQaCEAk6Axzos4QA4dUqAdWjeQthSf0BXbXxWKw5uSxVXHWulH3Y5S19q18+8Yj2qiHXoESSHKUjAWYfRaESm/w2xQ1vz/q1aEDw7eybga2hytDfnOB2Y8PYcJ9QZN+kubdqyPQvVea5J/xN6pa48eWP1umbrrY8nPBtGvgfaVxOXU0ebqpjKnPfn8QmdgPNMkwPfuT7tmSZl549U5X9MLJqFE5jsq6lTu9blRTsnJ0IgU8C50sS5+q59G9Yhq6O0Arv2sQ5LO4Hss0/44EXd++HKtN9wgpP3h3xNlZGYaeV6Uo+zDqtbl/OWQ080OUi+Anv216lNVVkqODH5w7+jTJ5OaWvzNTQpbWv5nf1IV5qMGjlcvXt21SNPPK9pE8caddUMt+fkN2vb9uLtObZNlH7yEeD2nHzU2McPAW7P8UO1sGMOf/NxvbBvY9ZBXht0hYZWdS7s4Ibuze05hg4mZGVxe07IBm5hu4QmGUM9UmjS8GDYxUuWatmrq4wKTghNLPyTGcCWeKZJAIdmYcmEJhYONaAtEZqYN7gvrH1aj+9an1XYpo9dre7lx5hXsAcVEZp4gBiiQzjfQzdvPdxw967Obf/eNE9o4o0jRymdgO+hSc3BQ6mHpz71h2Xq0a2T5t15i3p265z6tczng5SO4aMztxSaOFs6D7fdvHWHMcEJoYkJK4caCE1YAyYIEJqYMAVqcAQITcxbBwt3vK2r3nk2rbAL2/XWMyd+3rxiPaqI0MQjyBAcZt36pOY9WK/tOw8326mDdMPYMh1/XOHJCaFJCBaQ5S36Hpo0vD3novOGafbchRp9+QXq16enlq9YY+StLkGcN6FJEKdmX82EJvbNNIgdEZoEcWp21kxoYuZcn9y9Qf9v59rU23M+1baHru8yWG2j9j4DidDEzHVoYlXT767XOxuSaaWd1C+iSTeVFVwuoUnBhBygxAK+hiZN30zjXF3SNDRxHsA6+76FmnnrtepQ3bbEDME+PaFJsOdnS/WEJrZMMth9EJoEe342VU9oYtM0g9sLoUlwZ1fMyp2H+Y+bUCfne2jTT1WldO8PCg8VCU2KOU3O5YdAyUITrjTxbpyEJt5ZcqT8BQhN8rdjT+e16dI/305q/XtJdWgvnTIoKucva7l+CE1yFWN7vwQITfyS5bi5CBCa5KIV7m0nfLtOe/amGzi36PzgDkKTcK8MuncEfA1NnBM0PDh1yk2jde+CR1O353Rs3zb1Gl/njTSXX3wOkyhQgNCkQEB290SA0MQTxtAeZO6Cer36+kc/4mrTWvrereVq2yY3EkKT3LzY2j8BQhP/bDmyewFCE/dWYd/yt7+L65k/JNIYRpwf1ZcvLfx13FxpEvbVFfz+fQ9NHCLnqpIx42elaT04Z7LOGDog+IIGdEBoYsAQKEGEJiyCfAWcJ/V/e3pd1u6XXhTTpSOiOR2W0CQnLjb2UYDQxEdcDu1agNDENVXoN4wnpJdfSegfaw7/AGPwgIj+7cyoYrl9G27WkdAk9Msr8ABFCU0Cr2R4A4Qmhg8oJOURmoRk0D60+crfEvr5L+NZRz7j41GNG5PbT7gITXwYEIfMS4DQJC82dvJYgNDEY1AOl5cAoUlebOxkkAChiUHDyLcUQpN85djPSwFCEy81w3UsrjQJ17zD0i2hSVgmbXafhCZmzycs1RGahGXS9vbpa2jivD3HeXbJmUMHaMK4UfYqlrgzQpMSD4DTpwQITVgIhQjwTJNC9NjXRAFCExOnEr6aCE3CN3MTOyY0MXEq1JSLgK+hiVNI5vNMLjl/mKZNHKuqyla51Mm2RxEgNGF5mCBAaGLCFIJbA2/PCe7sqLx5AUITVoYJAoQmJkyBGghNWANBF/A9NMkEct6mc/udC1K/fMrAvpo762Z1qG4bdMeS1k9oUlJ+Tv4vAUITloIJAjzTxIQpUIMjQGjCOjBBgNDEhClQA6EJayDoAkUPTe6et0j3/2YJoYmHK4fQxENMDpW3AKFJ3nTs6KEAoYmHmByqIAFCk4L42NkjAUITjyA5TEEChCYF8bGzAQK+hyZNryxx+uX2HO+nTmjivSlHzF2A0CR3M/bwXoDQxHtTjpifAKFJfm7s5a0AoYm3nhwtPwFCk/zc2MscAV9DEx4EW5xBE5oUx5mzHF2A0IQVYoIAoYkJU6AGR4DQhHVgggChiQlToAZCE9ZA0AV8DU2CjhOU+glNgjIpu+skNLF7vkHpjtAkKJOyv05CE/tnHIQOCU2CMCX7ayQ0sX/GtndIaGLBhAlNLBiiBS0QmlgwRAtaIDSxYIiWtEBoYskgA94GoUnAB2hJ+YQmlgwyxG0QmlgwfEITC4bodwsH9qvutZeV2PGhYn1PVtmgj0uRiKdnJTTxlJOD5SlAaJInHLt5LkBo4jkpB8xDgNAkDzR28VyA0MRzUg5YZAHfQ5Oag4c0dfYCPfWHZerRrZPm3XmLenbrnPq1YacP0uUXn1Pklu07HaGJfTP1sqPEh5u1d/I1Su7d3XjY8mHD1XrC9708jQhNPOXkYHkKEJrkCcdungsQmnhOygFdCrzwUkJ/+t+Etn6YVLeu0sgLy3Taqd7+oMRlKWyGQEqA0ISFEHQB30MT5xXDx/furovOG6bZcxdq9OUXqF+fnlq+Yo0eeeJ5TZs4VlWVrYLuWNL6CU1Kym/8yWse/plqH/t1Vp3t5jysaM/jPKuf0MQzSg5UgAChSQF47OqpAKGJp5zNHuzZ5xNa+lJc23dKvXtFdOmImAYPCHc48M+1Sd354/o0r7KYNP32cnXq4P9MOAMCzQkQmrAugi7ga2jivD1nyoz5mnjjlamrS5qGJms3bNTs+xZq5q3XqkN126A7lrT+XEOT/Qek3/4urr//I6F4XBpwUlRXXBbjm2lJp+jfyfffOVl1f/1z1glaf2uGys/07kovQhP/ZsiR3QsQmri3Ykt/BQhN/PVduTqpOT9LDwcqK6SZ3ylX2zb+ntvkozt/v3vmD4msEv/zmjJ9/GPhDpRMnpvttRGa2D5h+/srWWjClSbeLa5cQ5NfLYrrhRfTv6GeMiiib44r866oIh7prXVJLVue0M7dSfXpHdF5n46F+i9MmfRcaVLExcipSi5AaFLyEVDAvwQITfxdCgsXx/XcC4QDmcqPPx3XE89ku1x3dUxnnhb1dygcHYEjCBCasDSCLuBraOLgLF6yVMteXaUpN43WvQseTd2e07F9W90w+R6NGjmcZ5p4sIJyDU3++4661KWsTT/OT2d+PKtc0YB9P123PqkZ96T/pKlHN2na5OD14sFSaPYQPNPEL1mOa6IAoYmJUwlnTYQm/s6d0KR53zffTmr2vdm35zhX4HRo7+9MODoCRxIgNGFtBF3A99DEAXKuKhkzflaa1YNzJuuMoQOC7mdE/V6EJhWtpHt/4GHQUF+ng799QIdefE6J3btUdtJgVV15nWL9B3pq9qv/G5fzwLPMz3cmlem4XlyG2ujC23M8XXcczFwBQhNzZxO2yghN/J04t+cc2ZcHwfq79go5+j1bXtcvtq3WhkN7dWpVZ03t+Ql9rl3vQg4ZiH0JTQIxJoo8ikBRQhMm4K9ArqFJMW7PqX36t6p5YE5a49HO3dTu3kVSLOYZiPOwM+ehZ5kf7t31jNj1gXimiWsqNvRRgNDER1wOnZMAoUlOXHltzINgW2Zz+8rhlTU7NH/bKr1du1tDKjvqhq5DdHwrnjnoCD+3530t3PmWttbVaFib7rqhy2B1iFW0jJ+xxRO71+vSt59O+9V20XKtO+Wr6lRWmfPxgrQDoUmQpkWtzQmUNDRZuux1nTKwLw+CLXBt5hqaFONBsPumT1D9669kddbuJ48o2rVHgR1/tPuSZxNa/GQ87XhOJjN7Wrna8b3eM2c3ByI0caPENn4LEJr4Lczx3QoQmriVYjs/BdyEJs5VDyevfFi1yY+u3O1SVqm3h4xWu1i433D5zJ53ddFbT6WNaFjrbnp5wOU5j238e3/Wj7a+kbXf0ydeohHtvHubYc6FFWEHQpMiIHMKXwVKFpo4ryJ+ZcUazZ11M6FJgSPONTQp8HSudj/SG1va3fOQor36uDqGm41qDkr33V+v1f88fLVJWZlSbwI6/5yAPZzFTbOGb2N7aPLOu0k9+mRca9cn1a6NdObpUV16UUwxlppRK5PQxP9x1L2yVAcf+5Xi765TrPuxqhhxuVpdcJn/Jw7YGQhNAjYwS8t1E5rM2fp33fzei1kCj/YboS+0P8FSGXdtjVn/R/1y+5tZG68efJUGVOb2kBhCk3LFotw6727lsZVpAr6FJs7rhp2Hvb6xel2q5+9NGpt66GvNwUOaOnuB/rbyLc278xb169PTNJPA1WNiaFK7ZJFqHvxxmmXq9pyfPCI/nja7e4+0a3dSPbpH1Ko8cCO0omCbQ5P6uHTb97IfoPzvo2I692xSE5MWMKGJv9NIbNuiPTddKdXXpZ2ozbSfqmzgqf6e3Kejr383qbfWJtW6tTR4QFTV7bw5EaGJN44cpTABN6HJ9Rte0Lxtq7JONLPXJzW5+2mFFRDwvYe/+bhe2LfRk0CJ23MITQL+xyHU5fsWmjhXkjifCeNGNQYl/U/opT+++Frq17nCxLt1Z2Jo4vyFuhgPgvVOkSMVKlDM0CS+4W3V/+M1RSqrVH7qmYp06lpo+Ufd/90PkvrunelvI3B2GHpKRN/4j2C+qttXsBIenNDEX/y6F5/T/h/dkXWSyi9/XZWjrvH35D4c/dGn4nrq9x/dklBeLk26qUwnHFf4T0MJTXwYGIfMWcBNaPLYrnf0xbXPZB17+cAv6xPHdMn5nDbtcMfG5Zq26a9pLbWKRLXl1DFqn8dzTXgQbOFfW21aX/QSHAFfQhPnKpMpM+Zr4o1XNl5J0vAGnUvOH6ZpE8eqqjLc90h6uUSMDE28bJBjBUKgWKFJ7e8eVs2v7/vIpKxMbW69S2VDTvfN6WihyblnxfTBpqS6doloyECudPJtCC4PTGjiEirPzWwKTeJx6caJdXL+v+nnjNOiGnd14Q8sJzRpfpGt25DUY09xq2OefwRz3s1NaOIcdPQ7z+nhHW+ljh9TROO7fUw/PPasnM9n2w674rX6/FtL9OL+zanW2kTLdHfvs3Vt50G2teprPzzTxFdeDl4EgaKFJms3bNTs+xZq5q3X8gwTjwdLaOIxaJAOV3NA8Q82KNq9lyJtPLqmPM/+ixWa7B4zQskD+9KqLBv6yVRw4tfnSLfndO4Y0bYdH729qXNHaep/l6vK7ofg+8XsyXEJTTxhPOJBbLo9Z9MW6fYZ6bcZOY136ypNv63w+zwJTbKXkfO19Fu312nf/vTf+9pXYjrnLG519ONPr9vQxDn3jnit1tbu1oDKDmobLfzPgB/9lOqY79ftS709Z3BVR1VECg9VS9VHqc5LaFIqec7rlQChiVeSJTwOoUkJ8Ut46pqH5qr2id9IicOXlpd/6rNq/Y1vS9HSfDMvRmiS3LVdu6/LfuBkpLqDquc/4es0Mh8E269vVC8vTyjzQlOec+LrGFo8OKFJi0QFb2DLg2C50qTgpZDzAdatT2rGPdm3Op51ZlRjR5fme1fOTQRsh1xCk4C1RrkBEiA0CdCwKLVZAd9Ck6YPgT2SvfO6YZ5tUvjKJDQp3DBoR4ive1N7J2c/P6D1hO+pfNhnStJOMUITp7FSXGnSHOjzLyb060UZ1/VLOvesqP79K/zlvySLUBKhSankg3lenmlS3Lkd6VbHMz4e1bgxfN30YxqEJn6ocsxcBQhNchVje9MEfAlNTGvS9noITWyfcHZ/h37/mA784odZv1Fx2WhVjb6hJCDFCk1K8UyT5kDffDup2fdm/8SUK01KsvwaT0poUlr/IJ6dt+cUb2p1ddLEqdm351x9ZUyf/jduz/FjEoQmfqhyzFwFCE1yFWN70wQITUybSB71EJrkgRbwXZzL4/f/8NasLqquvkkVl4wqSXfFCk2c5or99pwjgTqXmTuXmzd8eKZJ8Zee8xDepS8ltHVbUr16RHTu2TFFy2vVqV1F8YvhjAg0EeCZJs0vBx4EW9w/JoQmxfXmbM0LEJqwMoIuQGjSwgSdNwE5txrdMm6Uzhg6wMh5E5oYORZ/izqwX7tv+oqSe3Z9dJ6ycrX70W8U7dLd33Mf4ejFDE1K0mAzJ3Wuali5Osnbc0o0kO07pNu+Xyfn4ZINnzatpYnjE+rVNVyhSVxJrTn2/cCUAAAcIElEQVS4U60iMfWvqM561k6JRhTq0xKahHr8xjRPaGLMKEJdCKFJqMdvRfOEJpIaXofcMNGmr0UmNLFinVvZRGLrJtX+/lHF31unWPdjVXH+pYoe17dkvYYxNCkZNidOCSx5NqHFT2Y/V+ZrVyV1zrDwvNZ+6b6NunLds9pUdyDlcmJFtX7b70J9rKoTK6WEAoQmJcTn1I0ChCYsBhMECE1MmAI1FCJAaCJp8ZKl6t2za+pKkpqDhzR19gJ179pRE8aNEqFJIcuLfcMkQGgSpmmb0euCh+J66ZXDb49q+hnx2aS+/PnwhCZDVy3S6zXb0wwuqe6jJ/tfbMagQlSFc/Vf3Yq/KLlnp/b1PEmdTjstRN3TqokChCZHn8qzzye09KW4tu+UeveK6NIRMQ0ekPlePBMnG6yaCE2CNS+qzRYgNGlmVTghyrJXV2naxLE6WFubdntOQ4hy5tABqVDFhA+355gwBWogNGENFFvgryuS+tkD2Q/j/a/rEzp1YDhuz3Fuy6l4dZ6c/2/66VZWpc2njin2SEJ9vsT767XntuukmsNX/DifihFfUtXYm0PtQvOlFSA0ObK/c3vtnJ+lfw+prJBmTS2Xc6snH+8ECE28s+RIpREgNGnG/e55i1K/mnmlyZABfVNXoVwxcrhRzzchNCnNH54wnjW5fasSu3cq1vsEqTz9J/mEJmFcEaXtOZGQ7v91XH959fDVJpGIdOF5UX1meH2oHgTbfsX92h0/lDaMkyvaa82Qq0o7oJCd/cD8H+rQs4+ldx2NqvoXTynSpm1OGhvr9uunW1emriDq06qNvt55oD5xTJecjsHGCDgChCZHXgcLF8f13AvZVyuOv75MQwZytYmXf4IITbzU5FilECA0yVB3nm9y17xFmjvrZnWobtt4e86NV1+mJ599WcNOH6TLLz6nca/9B7N/ylnsQdbWJZRIJFVRHlU0yhf5YvuH4XzJ/XsVv3uKkm+tPNxuZZViV92o6GdGNrafSCZ1qC6hylaxMJDQo0EC+w9I27ZL3bpKFa2kg4fiqqoIzzr85sb/1f0716RNZFq3M3RL56EGTcn+Uuqn3aDk2tVZjZbdfp8iJw5yDVCbjOvjby3Su3X7GveJKaJl/b+kgRUdXB+HDRFwBGpq46nvy06ozCddYPETSb3w52yV68dGNPD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    "#Now we can start analyzing the supply chain data by looking at the relationship between the price of products and the revenue generated by them.\n",
    "\n",
    "df = pd.read_csv(r\"C:\\Users\\WB96\\Desktop\\Projects\\Supply Chain Analysis\\supply_chain_data.csv\", encoding = \"unicode_escape\")\n",
    "fig = px.scatter(df, x='Price', \n",
    "                 y='Revenue generated', \n",
    "                 color='Product type', \n",
    "                 hover_data=['Number of products sold'], \n",
    "                 trendline=\"ols\")\n",
    "fig.show()\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "519818df-700d-4967-abea-e827afd4d30a",
   "metadata": {},
   "outputs": [],
   "source": [
    "#From the above scatter chart we can conclude that compnany derives more revenue from skincare products , \n",
    "and the higher the price of skincare products, more the revenue generated "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "8e09911f-35c1-4ea5-b3ea-fd2bf66f625e",
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   "outputs": [],
   "source": [
    " Now we will do analysis on sales by product type:"
   ]
  },
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mQGiSYBPOcBFAAAEEEEAAAQQQQAABBBBAwJoAoYk1J0ohgAACCCCAAAIIIIAAAggggECCCRCaJNiEM1wEEEAAAQQQQAABBBBAAAEEELAmQGhizYlSCCCAAAIIIIAAAggggAACCCCQYAKEJgk24QwXAQQQQAABBBBAAAEEEEAAAQSsCRCaWHOiFAIIIIAAAggggAACCCCAAAIIJJgAoUmCTTjDRQABBBBAAAEEEEAAAQQQQAABawKEJtacKIUAAggggAACCCCAAAIIIIAAAgkmQGiSYBPOcBFAAAEEEEAAAQQQQAABBBBAwJoAoYk1J0ohgAACCCCAAAIIIIAAAggggECCCRCaJNiEM1wEEEAAAQQQQAABBBBAAAEEELAmQGhizYlSCCCAAAIIIIAAAggggAACCCCQYAKEJgk24QwXAQQQQAABBBBAAAEEEEAAAQSsCRCaWHOiFAIIIIAAAggggAACCCCAAAIIJJgAoUmCTTjDRQABBBBAAAEEEEAAAQQQQAABawKEJtacKIUAAggggEB8CHja5evcI1/XAfm9HZK3W35f9z9+9bnl97ok41fz6126pvPLSrbb5bTb5DR/tSvJdvD3xtdzkp0qSU9VSVqqStPSzF+NsnwQQAABBBBAAIGxLkBoMtZnkP4jgAACCCAwiIDf3SRf1z75Ovcd+lWetqC9jNAk2E9BSrJK09NUmpaq8ow0VWSka3x6WrDVUB4BBBBAAAEEEIiqAKFJVPlpHAEEEEAAgdAJ+Nq2ytu2Wb7OvfJ17Ze8nSGpfCShyUANG6tPytPTVZmZrsqMg7+WpaeZq1b4IIAAAggggAACsShAaBKLs0KfEEAAAQQQsCLg7ZS35RN5WzfK27pJMrbThOETqtBksCBldm6OFhbmaV5+rlLs9jCMgCoRQAABBBBAAIGRCRCajMyNpxBAAAEEEIiKgN9VJW/LRjMsMc4mkfxh70c4Q5PenTdWnMzKzdbRhfk6Mj9HaQ5H2MdGAwgggAACCCCAwFAChCa8HwgggAACCMS6gNclT+M78tS/LX93bcR7G6nQpP/A5uTlaHFhvo4pyo/4mGkQAQQQQAABBBAwBAhNeA8QQAABBBCIUQFfxy556t+St3md5PdErZfRCk0CA852JunEkiLzvxynM2oONIwAAggggAACiSdAaJJ4c86IEUAAAQRiWcDXLU/jWjMs8buqY6Kn0Q5NAgjGaSdHFeTp5NJiTcvOjAkbOoEAAggggAAC8S1AaBLf88voEEAAAQTGiIBxPom5qqTpQ8nfE1O9jpXQpDdKWXqqlpYUa0lxAYfHxtTbQmcQQAABBIIVqHV16526BsuPFaemsnXVstboCxKajN6QGhBAAAEEEBixgLdxrXpqX42ZVSUDDSQWQ5NAPzOSHDqzvEwnlRZxdfGI30IeRAABBBCIpsAnza36+catlrswOzdbV8+aZrm8lYJNLW266nt36borl2vR/Bl9Htm+u0o/uOV+/fiGKzRlQpmV6uKqDKFJXE0ng0EAAQQQGCsCvo7dcu97VP6ufTHf5VgOTQJ4BSnJOmfCeC0qzJct5kXpIAIIIIAAAv8QIDSJ7beB0CS254feIYAAAgjEmYDf06qe/U/J2/TBmBnZWAhNApjl6Wm6cFKFjsjJGjO+dBQBBBBAILEFYj00SezZ4facRJ9/xo8AAgggECkBf488Na+op+aVmDuzZDiCsRSaBMayoCBPl0yuVJYzabjh8X0EEEAAAQSiKhDp0OTO+1boNw+tNMdcOq5A9912nfJzs/pszwls11k8f4a++PkT+mzPMZ5v73Spvb1Tz7685lAdga07XS63brr9AfN7xucrFy/Td65cLmObz5XX36EDNQfPbwl83fj9Yytf15r3NyozM11/efKVQ99bu26TLrvmVrP83JmT9atbr1VehP+HEVaaRPWvB40jgAACCCSCgLGqpKfqGfl7msfkcMdiaGJApzkcOn9iuU4YVzgm3ek0AggggEBiCEQyNDFCiEeeXqUfffdypaUmy/iz8Zk6afyh0GTOjMlm6HHBWUvN8036n2lihCYrX3nHDFuMoCQQeBh1Gh/j2ZLifDMoMT4vrHpXJy6Zr9fXrNPUSeXmM4EA5ZYbrjDbMOq48bYH9Lu7v3foTBWjbzfccn+fdnbtrT5Ub6TeDkKTSEnTDgIIIIBAwgn4OvcePLekc8+YHvtYDU0C6FOzMnXZtIkqSk0Z0/NA5xFAAAEE4lMgkqGJEU6seHrVYSs2AitLvn7pF/XM397WkoWzdO6yE03wgUIT4+uBUKR3EFNVU2/p0NjAapRAO72DFyPMMT5GONO7HaMft9/7sG75/hURXW1CaBKff+8YFQIIIIBAVAX86ql+QZ7qv/3//73FH9WehKLxsR6aGAZJNpvOqizT58aXyB4KFOpAAAEEEEAgRAKRDE0CYURge86Zpy4xV524urvNlSYbPt1x2DaYYEOTwYKN/tt2jL7cfP3lZjgzWGgS6GeAOhpbdAhNQvSiUw0CCCCAAAKGgN/TKffOB+Tr2BE3IPEQmgQmoyw9VZdPm6SKjPS4mR8GggACCCAwtgUiHZoEtHqv9jj5+KPM0GT5WUtVUVbcZwtPsKHJQNcTB9oKbNuxutJkYkXJoRUv0ZplQpNoydMuAggggEDcCfg69qh71wNST2tcjS2eQhNjYoyVJhdMqtAppcVxNU8MBgEEEEBgbApEMjQxzhcJnCsyUGhy3ZXLD50xYhzMaqxC6b/lpv+2md7bc4wZ6H2midHGo8++pmWnHqtb7/nToW0/ge1ARkgz2EqT/meaGHU/+NjftOzUJWzPGZuvOr1GAAEEEEhkAU/tKvOwV8kXdwzxFpoEJmhhQZ7+ZdpEOe1s2Im7l5YBIYAAAmNIIJKhSe/baAyiwA02gRAjEJoY3zPCkeraRl164Rm6+c7f6cc3XGEe4jpUaGKcRxKoy9jq07uN3m0bt/YU5mVr+dknDxqaGM8O1t9ITi8rTSKpTVsIIIAAAnEn4Pe65N79oHytn8Td2AIDitfQxBhfeXqavjlzqvJSDh46xwcBBBBAAIFIC0QyNIn02OKhPUKTeJhFxoAAAgggEBUBX9cBuXf+Rn53Y1Taj1Sj8RyaGIYZSQ5dNWOKpmVnRYqUdhBAAAEEEDgkUOvq1jt1DZZFilNTdUxRvuXyFBydAKHJ6Px4GgEEEEAgQQW8bVvNwEQ+d9wLxHtoEpjAL0+p1InjiuJ+PhkgAggggAACCFgXIDSxbkVJBBBAAAEETAFvyydy7/xtXJ5fMtAUJ0poYoz97MoynVleypuOAAIIIIAAAgiYAoQmvAgIIIAAAggEIeBp+lA9u/9kXC4cxFNju2gihSbGTBm36iyfWC6bzTa2J47eI4AAAggggMCoBQhNRk1IBQgggAACiSLgaXhbPXsfSZThHhpnooUmxsAXF+abN+vYCU4S7n1nwAgggAACCPQWIDThfUAAAQQQQMCCgKf6RfVUP2+hZPwVScTQxJjFeXk5umL6ZK4kjr9XmhEhgAACCCBgWYDQxDIVBRFAAAEEElXAve9ReevfTNThK1FDE2PCp2Zl6upZU5XicCTs/DNwBBBAAAEEElmA0CSRZ5+xI4AAAggMKeD3+9Sz52F5m95LaKlEDk2MiZ+SlaHvzD5CSXZ7Qr8HDB4BBBBAIDwC/u56eYL4/zXsKUVy5C0MT2eo9TABQhNeCgQQQAABBAYRcO95SN7GtQnvk+ihifECHJmXo6/PmMLhsAn/twEABBBAIPQCvrZN6t7+a8sV27NmKGXK1yyX711w++4q/eCW+/XjG67QlAllQdVx530rzPLfuXJ5UM+N9cKEJmN9Buk/AggggEBYBDy1q9RT9VRY6h5rlRKaHJyxk0qKdMnkyrE2ffQXAQQQQCDGBQhNYnuCCE1ie37oHQIIIIBAFAS8LZ/IvfOBhLpWeChmQpN/6Jw7YbxOH18ShbeSJhFAAAEE4lVgrIQm8eo/3LgITYYT4vsIIIAAAgkl4OuqUveWuyW/J6zj9nh8euTVOq14qVbpqXZ9+fQSfW5xnpKSYu/cDEKTvq/C146YrIWFeWF9P6gcAQQQQCBxBKIRmnzhtON0yz0PmshfuXjZoS03xvadK6+/QwdqGg77Xu/tOYFtPoF65s6crF/deq1SU1J00+0P6NmX1/R5fqh6H1v5uta8v1GZmen6y5OvHOrP2nWbdNk1t5r1BOrPy8mK+ItBaBJxchpEAAEEEIhVAb+7Wa4td0metrB3ceVbDdpf161Ll5Vo3dZ2Pf1Gva7/P5XKSk8Ke9vBNkBo0lfMiLW+PXuaZuRkB0tJeQQQQAABBA4TiHRoYoQiy045xgxKmlradNX37tJ1Vy7Xovkz9MKqdzV1Url53kkg6LjlhivM7/UPTXrXYwyqy+U2A5OS4vxDIYxR34lL5uv1NesGrdcITW687QH97u7vme0YHyMwueGW+3XfbdeZfTHK7NpbHZXzVAhN+EuLAAIIIICAsRHH263uLXfJ310bdo+OLq/ufXS/GZhkpNn1P49X6ZyTijRlfJpeeKdBR8/IUkFOctj7YbUBQpPDpVLsdv3H/FkqTE2xykg5BBBAAAEEBhSIdGjS+yDYQNBxwVlLDwUWgU4Gvrdk4Sydu+zEw0KT/gfKWj1ktn+9gZUmP/ru5UpLPfj///Q/dNao+/Z7H9Yt379CkV5tQmjCX1wEEEAAgYQXMK4Wdm//tXztWyJiYYQmv3x0vy75XLGeX9OoGRPSdcK8XBlfv+vhvbrkc+M0eXxaRPpipRFCk4GVytPTdMORM7iK2MpLRBkEEEAAgUEFYik0CQQage01Rqdvvv5yy6HJYMHGUPUOFpr85qGVfcyitUWH0IS/vAgggAACCS8QqauFO7o8evm9Zp14VK7eWNes599u0NEzs/V/Pj9ODodNb6xr0TuftOrbF5Yr2Rk7Z5sQmgz+V+SU0mJdOKki4f8OAYAAAgggMHKBWAlN5syY3Gd7TahWmvTftmN1pcnEihIzrIn2h9Ak2jNA+wgggAACURXwNn0o9+4/RqQPT6+u177abl1xdql8fukPz1Vr9foWLZ6VrfYur+qbe3T9P1WoMDd2tuYYMIQmQ78e35w5VXPzciLyDtEIAggggED8CcRaaBLYjhM472T5WUstrTQZKBx59NnXtOzUY3XrPX/SYPUOtNKk/5kmxqw/+NjftOzUJWzPib+/AowIAQQQQCBWBfyeTrk+/bHk7Qp7FxtaevTIK7U6eUGupk/IMNvz+/3aWeUyV5eUFiab4Ul6qiPsfQm2AUKTocXSHA7dNH+W8lJiK+wKdp4pjwACCCAQHYFYCU2MQ1h731hTOq5AhXnZWn72yZZCE0MvELRs+HSHiRm4mWeoegcKTYxnez/Tu65IzxIrTSItTnsIIIAAAjEj0L3zAflaPg57fzpdXv33g3u1eU+Hbr5ysiaXxc55JVYGT2gyvNLEzHRdP3eGHDbb8IUpgQACCCCAQC+BSIYmwAcvQGgSvBlPIIAAAgjEgYC3eZ3cu/4QsZG4e3xa8XKtXn2/WdddUqFZkw6uNhkLH0ITa7P0xcoyLSsvtVaYUggggAACCPxdwN9dL0/Te5Y97ClFcuQttFyegqMTIDQZnR9PI4AAAgiMQYFIbsvxeHzyS3Im2c3tOB9sbtfPV+zTOScV6qzjC5SUFDsHvg42lYQm1l7yJJtNNy+Yo3y26VgDoxQCCCCAAAJjQIDQZAxMEl1EAAEEEAitgHvX7+VtXh/aSgeobf3Wdt350F61dnh0wSnFOv+UIvNWnLomt/n1SWWp+urZZbLbY3tLB6GJ9Vdldm62rp41zfoDlEQAAQQQQACBmBYgNInp6aFzCCCAAAKhFvC2bJB7529DXe1h9W3f36X7n6zSv36pTK0dXv3Xb3dpemW6rl5erqK8ZPVegRL2zoyyAUKT4AC/Nn2yFhbkBfcQpRFAAAEEEEAgJgUITWJyWugUAggggECIUNb4AAAgAElEQVQ4BCK1LccIRO59rEoLpmfq6JnZ+uVf9+v0Y/K0dV+Xnnit3gxOjO/ZxsihoYQmwb2N2c4kc5tOqiP2bkIKbiSURgABBBBAAAFCE94BBBBAAIGEETAOfjUOgA33xzj09dUPmrVkdrY27uzQ5j2dunRZidq7fLrtj7t1RGW6Lj6teNDzTIzQZd3Wdh11RJYcjuhv3SE0Cf6NObW0WMsnVQT/IE8ggAACCCCAQEwJEJrE1HTQGQQQQACBcAn4Ovaoe+vd4ar+UL1NbT3y+fwqyEk2v3bvo/u1ZE62FkzP0ra9XVr5doOuOrfMPBh2sI8Rutz3eJXOOLZAUyvSZPz5gWcO6MV3mjR7Uoa+fl6ZSgtTwj6WQAOEJsFTG1HXjfNmaXzG2LpeOviR8gQCCCCAAALxLUBoEt/zy+gQQAABBP4u0L3tXvnat4XVY8f+LvOA1+Pn5eiLnylUeqpDf32lVsaBsKctzjcDE+Prx87NGbYfH21r13uftpkrVN5Y32yei/KF4wv0xvoWPfZqnf79nytVFqHghNBk2OkasMD07Cx9Z84RI3uYpxBAAAEEEkbA31ov77YPLI/Xnl0o+9QFlstTcHQChCaj8+NpBBBAAIExIBCJVSYt7R4zMPny6ePM7TeBj6vbq8dfr9faja36/JICnbIw19I1w8bqkvufPKCzP1NgbtXx+6WzTigwz0F58Z1Gdff4dNYJhRHRJzQZOfN3Zh+h6TlZI6+AJxFAAAEE4l7At2+zel74X8vjtJdPl/P0r1ouP1YLbt9dpR/ccr9+fMMVmjKhLGrDIDSJGj0NI4AAAghESiASq0w27+7QM2826FsXlJvXCgc+u6tdcibZhl0VYoQrj7xSp/c3temM4/J18oI8rd/Wrk27OvX5Jfn6yR9264Qjc8wtO397t0nFeU5LK1ZCYUxoMnLFSZkZ+t6RM0ZeAU8igAACCMS9AKHJwSm+874V5q/fuXK5+SuhSdy/+gwQAQQQQCAWBCKxysQYp7E157fPVOu6L5crN9N5aOhvftSsbfu6dOmy0iE5nnitTuPykzVlfJp+v7Ja6Wl2XfK5cfrNUwd00WnFykxP0oqXavThlnYtXZCn85YWWlqxEoo5IDQZneK1s4/QDFabjA6RpxFAAIE4FiA0GTg0iZUpZ6VJrMwE/UAAAQQQCItA97Zfyte+PSx1G5V2dHn08nvN5mGvv3v2gJIcdn3tnFJlpiWpvcujex7Zr3NPKtL0Cf/YstO/Mz0en371WJVOPybfLGfcnnPfEwd00lE5auv0an+dW+edXBi1K4oJTUb3+rDaZHR+PI0AAgjEu0CkQ5OmljZd9b27tOHTHSbtzddfrnOXnaj+X//d3d/TovkHV0saqz6uvP4OHahpMP/8lYuXmStCHlv5ul587T3za2+885H5q/Gc8fvfPLTy0J8D9RhfMJ658bYHzO+deeoS/ei7l+vjTTt02TW3Hppq4+uXXniGbr7zd3225/R+du7MyfrVrdeaz/QeT6DOtNSDh/KP9kNoMlpBnkcAAQQQiFkBb/t2ubf9Mqz9e3p1vfbVduuKs0vl6vGZK0PWfNyqiaWpqm3u0XlLi3TGsfnDBh7vbmzVn1+o0dUXlquyOEV/fL5Gn5mXq3EFTrNO46yUorzQ/B//YEEITYIVO7z8t2dN06zc7NFXRA0IIIAAAnEnEMnQJBCMLD9rqRmUdLncen3NOp24ZL5uuv0BLVk4y/x6ICS55YYrNGfGZPN7F5y11AxRjGceffY1nXfmSXrulTW69/dP6r7brjPPHQmEGoHAxfjzmvc3msGIEWIYf17x9Coz7MjLyTK35EysKDHbHG57Tv9nP968U2mpKXry+dWH6jBejgcf+5uWnbrErD8UH0KTUChSBwIIIIBATAq4ttwlf+fesPWtoaVHj7xSq5MX5Gr6hAyzHb/fr+oGt/bXdWtSWZoKcv6xVad/R4wVJS+tbdKiWVnKz3aaW2+MFSfdbq8uOm3cobDlpbWN5u055y4tCttYhqqY0GT07Kw2Gb0hNSCAAALxKhDJ0GTtuk26474Vh0KLgOlA54cEQox/uegMcyVHIGjpPQ/9Q5H+9ff+c2pKSp9gxqjH+P4jT68yQ5Vf/f4Js+qBzjQpG1d42LNGWSPAMQKdkuL8Q8+F+j0hNAm1KPUhgAACCMSEgHG9sHEAbCg/Rshht9vM/zpdXv33g3u1eU+Hbr5ysiaXpQXd1Or1zVr1QbOuvahcGWlJgz5v3MyzZW+njp6RNeyKlaA7YeEBQhMLSBaKXD93hqZkHQzX+CCAAAIIIBAQiHRoEggpem9fMUKT2+99WLd8/4pDKzSMQGTX3mozjOi/PWewlSRWQpNnX17TZ/ID22mshCaB1S69Kxhsu1Go3jBCk1BJUg8CCCCAQEwJuHf+Vt6WDSHrk8/n172P7TcPa73glGKzXuNa4BUv1+rV95t13SUVmjXJ+g/E2/d36Z4V+3TNRRXmVp5ofmzJBbKnlcmeNl629PGyJWXJ5kiVzZEmJWWpx+dXa0+P2j0etff847/67m5tbG5VdZcrmt0fM20fW1Sgy6ZNHDP9paMIIIAAApERiHRoEuxKk8DKj4BG72Dk1Tc/7LP9xkpoMlDwYdQ91PacwVaa9J+hcNy4Q2gSmb8HtIIAAgggEEEBv7dLrg03SvKFtNWubq/8fplX/h41PVOV41LN7TgfbG7Xz1fs0zknFeqs4wuGvdWmrdOjO/68V8uOK9DiWdnmwa8vvtuk595uUHFesr56dqlKC1NC2vc+ldmccmQdIUfuXDly5kiOwQ+ptdKJhm63Pm5qMf/b1NImty+07lb6MNoy3s5OedpalDKuVN01B9Tw7FNmlQVnnm1+LRSfJJtN/71ontKSHKGojjoQQAABBOJEIJKhSf8zTYw/r3x5jc5ddlKfbS69zzSZOmm8WebL555mio80NDHOGOl/Lkn/81F6n3/SPwDp/+wLq95Vedk4fbhhi3m+irFyhtAkTv5SMAwEEEAAgfAKeOpXq2ffY2FpxFhx8sb6FvNa4EuXlegz83LM7Tp1TW7d+dBeTSpL1VfPLjO/NtjnnY9bdO9jVbrk9HE6bVGeVr7VoNUfteisEwq0YXuH1m1p14+umKhx+aENTuxZ05RUsORgUGIb/KyV0cJ91NSiv+2v0ZbWttFWFbHn655+XGmTpypz9lzVr3xK9uRkpVZOVNsH76nwnPPkSA1++9VAnb9oUoVOLj24UokPAggggAAChkAkQxOjvf5bbYa7PSdwbkhgW03puII+B7/2DjqGWmkSOJi19w04Rn8Gan+w23OM1SiBW3kCt+f89uHnDn3NqK/3rT+heMNYaRIKRepAAAEEEIgpge4td8vXuSesfdpT49JdD+/VtPJ0XXZmidJTHeaKEb8kZ5J92LZ3VHXpjgf3KNlpN1em/Ps/VagwN1ler1/3PrpfUyvSdMaxBcPWM2wBR4aSCo8zwxJbct6wxUNZYHd7p1buO6B1jc2hrDbkdfk8HjU897Syjz5GzoJC1f71IWUvPtYMTeqffkw5JyxVyriSkLRbnJqimxfMCUldVIIAAgggEB8CkQ5N4kMtcqMgNImcNS0hgAACCERAwOeqUfemn4a8JWOFyfpt7Wrr8OromVlmSGIcBvu7Z6u1dV+nrr2owtyuE8ynvcujB54+oKUL8nTk1MxDj/7lpVplZzhGGZrYlVT0GTlLPy/ZQ7tiJZgxGmWNM0+e31etd+oaQrxhKtieDF6+4W/PK23iJKVOmKTaR/6snGNPUEp5peqeelS5x5+klNKykDXGgbAho6QiBBBAIC4E/K318m77wPJY7NmFsk9dYLk8BUcnQGgyOj+eRgABBBCIMYGeqmfkqX0lpL0yVpD89tlq7anult0u1Te7dd2XK80bc4wwZfX6FrncPp22OG/Ut9tU1Xeb56N88/zxKi8OLoQJDNqRPVvO8nNkHPAaS58DnV369ZYdquqMvYNju3btUNOql5VaXqmOTZ9o3MX/bG7RaVr1kvJPOV2ODOuH/A5nzoGwwwnxfQQQQAABBGJHgNAkduaCniCAAAIIjFLAOJTV9fF/SN6OUdbU9/GX1jbqkx0duurc8Xp9XbN5EGxdc4/OPalQn1+SP+zBr1Y6Y4QvG3d16n+frNL5pxTrhHk5Vh7rW8aeLGfFRUrKmx/8sxF6wuv366k9VXphf7W5lSlWPsa7071vjzo2bVTGjFnmKhObbfBzaUbTb6fdprsXz1eSkcDxQQABBBBAAIGYFiA0ienpoXMIIIAAAsEI+No2q3v7fcE8MmxZ46ab2/+0R/98RqmyMuz636eq9a9fKlVXt08/+f0ezZyQriu+WKrUlNHdiGKEJu980mpu+zlyakbQP7DbUsuUPPly2ZPzhx1TLBTY3tquB7buVH23Oxa6M2gfvK4ueZoa5a6tVU99rbIWLJIzb/TGV8+aptm52TE9djqHAAIIIIAAAhKhCW8BAggggEDcCLh3/0neJut7gq0OvK3Tq7Rkm554vV7ZGUn63DH5amhx64Gnq3X+KUWaVDbym1WMFQ7GNcZD3bYzXD8deQuVPOHLwxWLue8bVxP/ftsuvVffFPW++b1eufbvlftAlfmfa+9u9TQ2mP1KyslVSnmFefVw5vwFSsoafdhxUkmRLplcGfVx0wEEEEAAAQQQGFqA0IQ3BAEEEEAgLgT83m65Pr5R8nvCNh7jVps5kzN04lG5Wr2+Wdv2dZnXDg+2jcPV7dUjr9SZVwrnZydp+WfH6dg52eaNOYHPtn2d+v2zNbrqvDKVFQZ/YKsjf4mcFRcEvTIlbEhBVuzz+/W/W3bq/YboBidGeNW86mV5Ozskh8MMTgqWnaXk4sHnN8ih9ime43TqtkVHjqYKnkUAAQQQQACBCAgQmkQAmSYQQAABBMIv4G3ZIPfO34akIWOrzHub2vTx9g4dNzdb0yekm6HE+5vadOdDe8wtND6/dOO/TNTE0oEPazUOj/3dympzZcqpR+dqR5VLf3yuRkV5Tn3rgnLlZiaZfa1rcut/nz6gi08bN2hdgw0qadxn5SxdFpIxR7OSWAlOAgY9zU2q+fMf5HV1qujs85Q2ZVpYQqkfzJupyoz0aNLTNgIIIIAAAggMI0BowiuCAAIIIBAXAj37n5Sn7rURj6W5vUfZ6UnmNhljFYkRcBjXAK/9tFUnHZWri08rNs8taWjp0b7abk0en6qs9IPBx0Af4xacP6ysNgOSjLSD550Yz974650qK0zWtRcZXx/8+eEGklR4vJzl5w1XbMx83whO/mfzdq1vbIlqn40zTOoeW2EGJRnTZ6n2yb8qpaRUuSedKkfqyG4zGmxAZ1aU6uyK0F1lHFU4GkcAAQQQQCBOBQhN4nRiGRYCCCCQaALdW+6Sr3PviIbd1Naj2/+0V+XFKfry6eP0+5XVOv2YfHOFSXO7R/c/UaX6lh5dc2G5Si1uodmxv0t/frFG115UcSg0+Whbuz7Y3GYeIluU6zRvyRnJx5ZeoZRp35bNFl+3rxg369wXxeDEONek4cWV5pQUfG6ZbA6HfD09an3nLSXlFyhz1pyRTNegz5RnpOnGebNCWieVIYAAAggggEBoBQhNQutJbQgggAACURDw+3rk+uh70igusW3v8ug3Tx3Q5j1dGl+UrKuXVygr/eAKEWOrzfNrGvX4a/X6/mUTNGX88Ae/dnR5dOsf9mhaRZqWn1qsxlaPfvnofn3lrFKzzr++WqdvXTBeacHeupOUpdQZ35UtKTMK0uFv0uPz6UfrNqrW1R3+xvq1YGzLaXr5BRWccbYc6f/YNmMe1uv1yp408pVBgw3mp0fPVW5ycsTHSoMIIIAAAgggYE2A0MSaE6UQQAABBGJYwNe2Vd3bfzXqHhpnmfxtbZP+8lKtecDrZ+bl9LnVxthek5PhUFKStRUexhadOx/aqy17upSR6tA1F47X4tnZqmvq0f1PHdDVy8sPBTNWO59yxDWyp8f3rSs72zp064ZNVkkGLOft6lLX9i1KyspRSuUES2eSGKtK/G63HBkZfer0ud3ydrTLnpyslrVrlDn7SCUXjWyVUP/OXjZtoo4tKhjVWHkYAQQQQAABBMInQGgSPltqRgABBBCIkICn+gX1VL8QstZ2VHXpZw/vM7fnXHZmiXnwq5XP+q3t+vmKfXK5vbp0Wak+uyhPNpvU3uVTarJNzr+HLS+tbTRv3rnynDJLP8wH2k4ad6qcpWda6cqYL/PQjj1aVV034nF4WltV++jDsjmdZgiSf+rnlZQ9/FXBPQ316tq9U917dsu1b688zY3mKpPk0jIVf2m5unbuUPqUqXIWFI64b70fXFpSpIu5ejgkllSCAAIIIIBAOAQITcKhSp0IIIAAAhEV6N72K/nat4a0zcB2nV3VLvNckspxQx8Cun1/l37x13365zNKzH784pH9+pcvlOiEebl9+mWcafLA0wf0b1+uDOq2HFtKsVKm/5ts9tBvEQkpXIgqc3m9uunDT9Ts7hlRjb7ubtWvfEp5S0+Vt7VVDX97Tplz5ylrwSLZnc5B6+zatUPt6z4wV6c4C4uUXFAke1qabHZrq4uC7eykzAx978gZwT5GeQQQQAABBBCIkAChSYSgaQYBBBBAIDwCfr/v4Hkmfk/IGzC267y0tsms97TFxqoR24BtuHt8+tlf9unYudmHQhLjBp63NrSYgUtghYnxsFHW5faZVxFb/9iUMv07sqeNt/5IHJTc2Nyqn20cWRhmHur6/DPKWrhIKSVl5oGubR+sVfuG9cr/3BlKq5wYlFC4zjWx26RfHLNADuM3fBBAAAEEEEAg5gQITWJuSugQAggggEAwAr7OPerecncwj4S8bE2jW/c+ul/fvrBc+dkHVzHUNrp1zyP79J1LKpSX5ZSr26sOl1cFOcEf+plUcJycFeeHvN9jocIHtu7UO3WNQXfV7/Go8eUXZXMmmbcMdR/Yr+7qA/K2tSpj5mwVn3uhbAMc7Or3+eRtb5e7tlruA1Vy7d196Lm8pZ9V3kmnBN2X4R74/ryZmpDxj4NnhyvP9xFAAAEEEEAgcgKEJpGzpiUEEEAAgTAIeOpeU8/+J8NQc3BVdnR5lZpsl8NxcMVAV7fX3KKz/LPFqhyXokdeqVNbh0eXnVl6qIylFmxJSp11o2zOLEvF463Qgc4u/XDdRsvD8rpcqnv0YXVu2SQ5kuTIylLmjNlKLhuvlLLx5p8dqYPffuRzuVT72F/k7exUauUEpYyvMLfptK97X6kTJytj+kzLfbFa8JLJlTqppMhqccohgAACCCCAQAQFCE0iiE1TCCCAAAKhF3DveVjexndDX/EoazRWltz7WJXOObFQ9S09WvlWg667xLjGOJhtOVJS8alyliXG4a+Dkf/i023a0NRiaUaMbTQ+V5fszmR1H6hS+4Z1KjjjrKAO3B2ooZ6mRvOMlKIvnq+kzNBe93xccYEunRrcdiFLGBRCAAEEEEAAgVELEJqMmpAKEEAAAQSiKdC97V752rdFswuDtm1s2ZlQkqJVH7boX79UpinjB1/hMGAl9mSlzf6h5Bj6ENqYHHwIO7WltV13fLw56BqNc02MEMU+wDacYCsLrEDJO/k0pZSWBfv4kOXHp6fpP+bPCmmdVIYAAggggAACoREgNAmNI7UggAACCERJwLXxv+R3B3/mRSS6a4Qmr77fZJ510v8WHSvtO/IXKbnyYitF477Mzes2at//36pj9WOcTWJ8jFtvjN+7a6rlrq1R97496tqzSwWnnq70I4a+tcbndsvb3ibX/r3q+GiduWWn5JJLzSuMQ/kx7uX51XELQ1kldSGAAAIIIIBAiAQITUIESTUIIIAAApEXMFYRuNZ/V9LBH5Bj7bOnxqUPN7frzOPylZQU/JW1KVO/Lnvm1FgbVlT68259o36zZaeltnsa6lX7+CMqPv8iOXPzZIQfNSselM3hUGp5pTwtzXJkZQ96qKsRktQ8+Ht5uzrNciklpUqbeoQyZs1RUmZ4zpa5Y/E8ZYZgRYwlIAohgAACCCCAgGUBQhPLVBREAAEEEIg1AX9Pi1yf/CjWuhWa/iRlK3X2TaM+iyM0nYl+LV6/X1ev+VAev3/YzhhnmTS/+ZqKzj5P9uSDtxU1/O05pZSVK3P2XHVu22KedWJ83whS+n+MbT0+d7fsKanmSpVIfH4wb6YquUEnEtS0gQACCCCAQFAChCZBcVEYAQQQQCCWBHwdO9W99Z5Y6lLI+pJUeIKc5eeGrL54qOhnG7dqY3PrsEPprqlW0ysvqvhLy2VPPXgeTPPbb5hXD+csOd48ILb5jVUq+uJ5sqekDFqfp71N7R++r47Nn5rXE+cce4LSp00PS5Dy9RlTNC8/d9ixUQABBBBAAAEEIitAaBJZb1pDAAEEEAihgLfpA7l3/ymENcZOVcmTLpMj58jY6VAM9OTFqho9umvfsD3xurpU+8hDyl64WOkzZ8s8xPWvDylr4WJlzpojIwype/yRgzfhZGcPWF/3gf2qeeiP5jXD6dNnyu/xqPXdt5Q5b4FyFh87bB+CLXDRpAqdXFoc7GOURwABBBBAAIEwCxCahBmY6hFAAAEEwifgqXlJPQdWhq+BKNacOue/ZEtKj2IPYq/pfR1dunn9RksdM1aT1Dz0B/k8Hvm6Os3go+ic8+VITZOx/cZdfUDOouJD23f6V2pcL5w8rlTZCxcd+pZx7XDDc0+r6EsXyJEW2rn53PhxOm9CuaWxUQgBBBBAAAEEIidAaBI5a1pCAAEEEAixgHvvCnkb1oS41uhXZ0stVeoM44BbPv0Frnlnnbq8XkswxuoQY9WJsS3HnpZmeVuNcXBs/dOPK+e4z/S5Xtj4esPKp5R74sly5hdY6oPVQosK8/XVIyZZLU45BBBAAAEEEIiQAKFJhKBpBgEEEEAg9ALd2++Tr21z6CuOco1JhcfJWX5+lHsRm83/75adWls/siumjRUmrj271bltsxzpGcqcd9Sgt+EYB8c68wv7rjRpbjLDlKIvLVdSZmZIgaZmZeq7c6eHtE4qQwABBBBAAIHRCxCajN6QGhBAAAEEoiTQveVu+Tr3RKn18DXrLDtbScVLw9fAGK755apardi1N+gR+Hp6VPfEI/J1dSljzpHmGSVd27ce3GqTmnZYfe6aatU987iKz7lAzoJC8/vGMz5Pz4Dlg+5QvwdK01L1w6Nmj7YankcAAQQQQACBEAsQmoQYlOoQQAABBCIn4Np8p/xdwx8MGrkehaal5ImXyZHLIbADab5T16gHtu4MGto4/LX1nbeUt/Szh64ZbnzpeWXMna+UcSWD1mdeP9zjPhSUGFt0jGuIjdt0QvkpTk3RzQvmhLJK6kIAAQQQQACBEAgQmoQAkSoQQAABBKIj4Np8h/xd+6PTeBhbTZl+rexpFWFsYexWvaGpRb/4dFvQAzDONml8/lllLVpiHv7auflTde3cruLzLpIjfeBDXTu3bFLtow/LCEqyjzlOBaedoda1a+RpazV/H8pPQUqyfrJwbiirpC4EEEAAAQQQCIEAoUkIEKkCAQQQQCA6Aq5Nt8vvOhCdxsPYatrcmyVHRhhbGLtV72jr0E83bLI0gI4tm8ybctKnTDODEndtjRqef0aejnZlTJ+p7KOXDHrlsHFNcfVf/qjc409SyvgK8yyT3ONPlD01VQ0vPa/iL55v/j5UnxynU7ctYnVRqDypBwEEEEAAgVAJEJqESpJ6EEAAAQQiLuDadJv8ruqItxvuBtPm/7cke7ibGZP1V3e5dNOHn1jqu7Elp2PDerW+/6552032oiVKmzTF0tYaIzSpfewvyjv5NPMGnfZPNqinvk5ZCxep7om/mtcXJ2VmWeqHlUKZSUm6Y/E8K0UpgwACCCCAAAIRFCA0iSA2TSGAAAIIhFbA9emt8nfXhrbSGKgtbd7tks0RAz2JvS609Xj0b2vXB9Uxv98vT0uzOj/9RG0fvqekvHxlH33MsAFKy5o3ZTybs+R4eRob1PzGKmXMnafm1a9p3PJL5EgbeFtPUJ37e+E0h0N3HzN/JI/yDAIIIIAAAgiEUYDQJIy4VI0AAgggEF4B16e3yN9dF95GolB72ryfSjZnFFqO/SZ9fr+uevuDoDpqBB8+V5fk88ueliZPa4va1n+g9vUfKv2IGSr47OcHXH3iaW5W7eMrzINjexobzODFlpKiorPPVeas0J4/kmy3654lRwU1LgojgAACCCCAQPgFCE3Cb0wLCCCAAAJhEnBt/In87vow1R69atOOvFWyJ0evAzHcstvr07fe+dByD7trDqju0b/I294uW3KykseVHLpmOBCm2JNTDt2o07vinoZ6ta17X8klZUouHidHVlZYrhs22nTYbLr32AWWx0VBBBBAAAEEEIiMAKFJZJxpBQEEEEAgDAKujf8lv7sxDDVHt8rU2TfJ5syJbiditPVgzjTxezyqf/ZJ8xyS1PJKc0TNb682rxhOmzx1RCP0+3zydXXJ5+6WMy9/RHUM9BArTUJGSUUIIIAAAgiEVIDQJKScVIYAAgggEEkB1yc3y9/TFMkmI9JWyhHXyJ5+8Id8Pn0FNja36mcbt1piMUKThheeVc5xnzEDDuPq4MYXVypj1hxLoYlx845r7265du5Q94H96q7aL29bq2xOp7KOOlr5p58pe1KSpb4MVyg32amfHs3tOcM58X0EEEAAAQQiLUBoEmlx2kMAAQQQCJlAvIYmyZP+RY6c0J6ZETL0KFe0uqZef9y+23IvOrdtUd1Tj0qymVt08k5cqtzPnDzgdpz+lRrbd1reXi1vR7tSysoPbtHJyFTT66/IWVConEVLLPdjuILj09P0H/NnDVeM7yOAAAIIIIBAhAUITSIMTnMIIIAAAqET6N58l3xde0NXYYzU5Bx/jpKKToyR3sRWN57aU6Vn92eQGFEAACAASURBVB0IqlPGihOvyyVHWpqlsGS4ynuam8xrh4vPuUBJubnDFbf0/WnZmfq3OdMtlaUQAggggAACCEROgNAkcta0hAACCCAQYgH3zgfkbfk4xLVGvzpHwRIlVyyPfkdisAe/27pLb9c1RLVn5jafl19QzjHHyZlfEJK+zM/P1VUzpoSkLipBAAEEEEAAgdAJEJqEzpKaEEAAAQQiLNCz7zF56ldHuNXwN2dLKVbqzO+Fv6Ex2MIPP/xEB7pcUem5t6tT7upq2VNTlFw0bsBrikfaseOKC3Tp1IkjfZznEEAAAQQQQCBMAoQmYYKlWgQQQACB8At4al9WT9Wz4W8oCi2kzrlZtqSMKLQcu002u9369/c2RLyDXleXGp5/Rh0ff2QeAptcWCxPR7vGXXCJUkrLQtKfz5aN0wUTy0NSF5UggAACCCCAQOgECE1CZ0lNCCCAAAIRFvA2vS/37gcj3GpkmuMw2MOdV1XX6aEdeyIzAb1aaX1/rTo2faLicy9U8xuvKnPufMnvV/Prr6rwnPPkSE0bdZ/On1iu08rGjboeKkAAAQQQQACB0AoQmoTWk9oQQAABBCIo4Gvfru5tv4xgi+Ftyu7Plb2rQP7GHtmzSpR00kXhbXCM1f6LT7dpQ1NLRHttXDtc9/Tjypq/QGkTJ6v57TfMrTmplRNV/8wTyjvpFPMmndF+vjFzqo7MyxltNTyPAAIIIIAAAiEWIDQJMSjVIYAAAghETsDvbpBr448j12DIW7LL7imVrT1Nqm+Rv6XxHy3Y7Eq+5D9kS2WLjoHi8fl09Tvr5PX7Qz4Lw1VYv/IpZcyaY4YmnVs2qaexQRlz5qn+qUdVsOxsOXPzhqti2O//6KjZKklLHbYcBRBAAAEEEEAgsgKEJpH1pjUEEEAAgRAK+P1eudZ/N4Q1hr8qm9LlcJXI3yz5a6ulnu5BG01a/AU55p4U/k6NgRaMFSbGSpNofIztOT31dcr/3Bly1xwwrxv2uVzKOfYEZS8+VjabbdTd+tWxC2QPQT2j7ggVIIAAAggggEAfAUITXggEEEAAgTEt0PXxjZKnI6bHYPcVy96ZI199h9RQK8naaglbdqGSL/j3mB5bpDr3q03bta6xOVLN9WnH09qq+mefUO6Jp8iZl2+uNkmtnKCkvPyQBCaFKcn68cK5URkbjSKAAAIIIIDA0AKEJrwhCCCAAAJjWsC1+Q75u/bH2BiccrjHS61J8tfWSV3tI+6fc9mVspdOHfHz8fBgVWeXfrRuYzwMZcAxzMrN1rdnTYvb8TEwBBBAAAEExrIAoclYnj36jgACCCBg3p5j3KIT7U/vQ1z9ddWSzxuSLtknzZPzlH8KSV1jtZJorjKJhNnSkiJdPLkyEk3RBgIIIIAAAggEKUBoEiQYxRFAAAEEYkvA0/CWevb+NQqdssvhLZPaUg8/xDWUvUnwA2HjfZWJ8apcOKlCp5QWh/KtoS4EEEAAAQQQCJEAoUmIIKkGAQQQQCA6An7XAbk23R6RxoM5xDWUHXJMP0ZJJ5wfyirHTF3/s3m7PmyIzlkmkUIytuYYW3T4IIAAAggggEDsCRCaxN6c0CMEEEAAgSAFuj66QfINfgtNkNX1KT7SQ1xH0+ZAzzrP+JrsZYl17sX+zi79ZxyfZRKY558vOUopdnuoXxnqQwABBBBAAIEQCBCahACRKhBAAAEEoivQvf3X8rVtClEnnHL0lEotyaM+xDVEHTpYTXq2ks+/XjZnSkirjdXKvD6/fvLRp9rX2RWrXQxJvyoz0vWDeTNDUheVIIAAAggggEDoBQhNQm9KjQgggAACERbw1PxNPQeeG3GrBw9xLZS/0a1QHuI64g4N8mAibdN5aMceraquCzVhzNV3almxlk+siLl+0SEEEEAAAQQQOChAaMKbgAACCCAw5gV87dvUve3eIMYRoUNcg+iR1aKJsE1nXWOzjBtzEuFz1Ywpmp+fmwhDZYwIIIAAAgiMSQFCkzE5bXQaAQQQQKC3gN/XI9dH35PkHxTG5k+X3V0iNfrkr6uVesJzBkrYZyY9RynnXSclp4W9qWg00NTt1k0ffqJuny8azUe8zTsXzVOGMyni7dIgAggggAACCFgTIDSx5kQpBBBAAIEYF+jefJd8XXv79NI8xLUjR76GDqmhdshQJcaH16d7toLxci67UrY4C068fr9+umGTdrd3jqXpGHFfy9JTddP82SN+ngcRQAABBBBAIPwChCbhN6YFBBBAAIEICPTsf0Keurf/foirU/7aeqmrPQItR6eJeAtOjINf79u8XeubWqIDGoVWl5YU6eLJlVFomSYRQAABBBBAwKoAoYlVKcohgAACCMS0gL96i9zP3h/TfQx152yF5Uo+40opOTXUVUe0PrfXp19u2qZNLW0RbTfajX1z5lTNzcuJdjdoHwEEEEAAAQSGECA04fVAAAEEEIgLAb/PK/eDP5Lc8X1Fbf/JGusrTro8Xv1s41btbO+Ii/fQ6iBS7Hbdfcx82W02q49QDgEEEEAAAQSiIEBoEgV0mkQAAQQQCI+AZ/Vf5d38Tngqj+Fax2pw0t7j0Z2fbNH+zsQKuoxX6bjiAl06dWIMv1V0DQEEEEAAAQQMAUIT3gMEEEAAgbgR8B3Ypp6V98XNeIIaSEaunCdeKHvZ1KAei1ZhY2XJb7bsVJ1rjN5iNEq4b8+aplm52aOshccRQAABBBBAINwChCbhFqZ+BBBAAIGICfj9frn//J+SK34PgB0O0zFtkZKWnB2z55x4/H49sXu/XqqqGeKC6OFGOba/n+5w6I7F89iaM7ankd4jgAACCCSIAKFJgkw0w0QAAQQSRcCz5kl5P1mdKMMdeJypmXIed47sk+bFlMOOtnZzdUl9tzum+hXpzpwwrlD/Z8qESDdLewgggAACCCAwAgFCkxGg8QgCCCCAQOwK+Ov2yP3UPbHbwQj2zF4+Q0nHnSNbVkEEWz28qW6fT4/u2qfXquui2o9Yafya2dM0M4etObEyH/QDAQQQQACBoQQITXg/EEAAAQTiTqD74f+SOlqiOi5jq9DO5i6t2d+q/NQkHV+Rq6yUpKj0yT7+CDlmHit75SzJZo9YHxq63Vp1oFZv1tarw+ONWLux3BBbc2J5dugbAggggAAChwsQmvBWIIAAAgjEnYDnvefkXf9K1MZlBCbPbK3XXz+t1YWzx6m2w6239jbrW4srNLc4K2r9Unq2HNMXK2nGsTJ+H46PX9KGphYzLNnY3Jqw55YMZvu58eN03oTycNBTJwIIIIAAAgiEQYDQJAyoVIkAAgggEGWB9iZ1/+UnUevEjqZO/fSt3frusRM0NT/d7Me2xk799dMaXb24UulOR9T6FmjYllci46pie3Gl7EWVshWO/Ad5f2u9/DW75Kvbo+eSS/WMOznq44vVDvz06COVm+yM1e7RLwQQQAABBBDoJ0BowiuBAAIIIBCXAj2vPijfjnVRGdtTm+u0r82lqxaWy2azmX0wVp909njldNj1xp5mbW/q1OyiTC0qy1ayI3JbZoYCsRVPkN38r1K2zHwpNUO21AzJmSJ/W4PU1S6/+V+b+Xtf/V75andLro5D1dZUztOPM2ZGxT3WG11cmK+vHDEp1rtJ/xBAAAEEEECglwChCa8DAggggEBcCvgaD6jn8TujMrb7Ptin0owUnT29qE/7HW6P7lizR8kOm06oyNX7B9rU6vboO8dUKiM5OuedhBrIn5ymb08+W/p7WBTq+sdyfTfOm6nyjIMrj/gggAACCCCAwNgQIDQZG/NELxFAAAEERiDQ89yv5avaOoInR/fI2qpWrdxap+uOnaDMXmHIi9sbtHpvs/79uAlmSOLx+vSzd/dq6cQ8LSwNzxkjoxvJyJ5+fOaZelVRPLtlZN0O61PTsjP1b3Omh7UNKkcAAQQQQACB0AsQmoTelBoRQAABBGJEwAhMjOAk0h9jK85LOxv154+rNaswQwtKs3Xs+Bzdvma3vjCtsE9A8su1ezUpL02fm5Svdw+06tO6Di0oydK8cVmy2w9u7Rlrn+oJR+kn6QQEveft6zOmaF5+7libSvqLAAIIIIBAwgsQmiT8KwAAAgggEN8C7sfukL+pOiqDdHl8Mg6FLUpPltNh0y2rd+nKheM1Oe/gFo36Trd++uYufeWo8TrQ3q0XdzTqzKkFemtfi7q9Pn1rUaVyU8feth1/aqa+PfFMtuj8/a0rSEnWjxfMOXS+TVReRhpFAAEEEEAAgREJEJqMiI2HEEAAAQTGioBv53r1vPKnqHfX6/Prl+/t1aTcNHO1ifHnB9ZXqamrR9cumaAn/3547LeOrpDDbjOvLE532nXqpIKo930kHXhk5hf0hjJH8mjcPXP5tEk6pig/7sbFgBBAAAEEEEgEAUKTRJhlxogAAggksIDf75N7xa1Se1PUFZpdHt2zdo92NnXJ6/erPDvVPAS2ID1ZDZ1u/feaParITtHl88qUnHTwRp3Grh7z3JOvzC/TxNy0qI/Bagf2T1yon6ZNs1o8bsuVpqXqh0fNjtvxMTAEEEAAAQTiXYDQJN5nmPEhgAACCJhXDxtXEMfCxzjvpL3HK5/Pr6zkJNV1ubWn2aVF43PU7vbovvf3m1t5vr6wXEkOu4zri1d8WqP0JLtaur364vQiLZ9ZbH4vlj/mFp1JX4jlLkakb9fNPkJH5HAobkSwaQQBBBBAAIEwCBCahAGVKhFAAAEEYk/A/cy98tfsjLmO7W7u0n+v2a3L5pWZB8DubHaZ23j+7wmT1OPz68erd+qqheWaUZih1m6Pbnlzly6aPU5H5KcrxWGP6cNiH5p1lt72Z8SceaQ6NDs3W1fPYrVNpLxpBwEEEEAAgXAIEJqEQ5U6EUAAAQRiTsDXVKOex++Q/P6Y69uBtm4zKDEOg+32+HTKxHz985GlenRTrarb3frmooPnnBgHy/70rV0ygha7zfizV5fNG69TJ+XF5CGjeyct0u2pU2LOO1Idumn+LJWlj50tVZFyoR0EEEAAAQTGkgChyViaLfqKAAIIIDAqAc/bT8q7cfWo6gjnwx1uj3ySMp0O1Xa4deubu/StxRWHbtv5qKZND35cre8fP1E5qU5ta+zUz97doxuOn6SyrJRwdm1EdfvSc3TNhDNG9OxYf+i44gJdOnXiWB8G/UcAAQQQQCDhBQhNEv4VAAABBBBIHAG/2yX3I7dKro6YH/SKjTVqcvXoq/PH91llcnx5jj47+eCNOntbjK09e/Tvx02MydDE6OMfZ31Ra/2JtdoiyWbTrUfPVZbTGfPvGR1EAAEEEEAAgaEFCE14QxBAAAEEEkrAu/ldeVY/EvNjNg6K9fn9hw58XVvVqic315oBSVZKkowDZY1gpbnbYwYrxp9X7W7WC9vrlZfm1JdmFGtGQXrUt+3smnyM7kyZFPPeoezguRPG6/TxJaGskroQQAABBBBAIEoChCZRgqdZBBBAAIHoCbgfv0v+xqqIdaCqrVsv72zU/JIszSxID/rmm26P17x2+ISKXB1XkWv2e1+rS7e9tVvXHFOhyuxUPbC+SsaVxv80t9Q86+TXH+zXaZPzdeqkg6tS3j/Qqt0tLp1zRFFED49NtC06lRnpuuHIGeaZM3wQQAABBBBAYOwLEJqM/TlkBAgggAACQQr4aveo5+l7gnxq5MWN0OSTuna9vqdZza4eXbdkgibmBrdlxVh5YvwcbrPZzFUlv11XZW7bMQ6M3dbUpZtWbTfrvHx+mabkpZm38Dy2qUZXLSjXutp2PbO1XsumFugzlXkjH8gIn3xg5he1TsGNd4RNRfUxY1vOD4+araLU2DtfJqowNI4AAggggMAYFiA0GcOTR9cRQAABBEYu4Hn3GXk3vDbyCkbwpBF2GMHJizsazMNcM5KTRlCLVNPerbvf3atvHF2u8uxUPfxJtVmPcevOgxuq1eXxav64TG2s79Q3jh6vhz+pMUMTI2A5fXKBUp0O1Xe6dceaPbpkTonmFmeOqB9WH9oxeYnuTon/Q1EvmFiuz5aNs8pCOQQQQAABBBAYAwKEJmNgkugiAggggEDoBfw+r3qe/qX89XtDX/kQNe5o6jKvF/6/J0wyzx4xghSPzy+nwx5UP3qvPAmEJhfNPniOxv5Wl37/0QGdWJmreeOyzGuKPzspX/vburWnxaVrl0xQisOmA+1u5acmmSFKOD/enCJdW3ZqOJuIet2TszJ0/ZzpUT9DJuoQdAABBBBAAIE4EyA0ibMJZTgIIIAAAtYF/B3Ncj92h+R2WX9oFCXdXp9+u75KnT1efevoCvNsk62Nnbpl9S6dOa1AZ0wtVPoIAoxdzV26c80efXNRuY4oyOjTw5d2NOjNfS3mAbKpSXZ5fX61uz26Z+0+/fORJarMicy2mV/O/JI2Kz63rRjbcm5eMEf5KcmjeDt4FAEEEEAAAQRiUYDQJBZnhT4hgAACCERMwLv3U3lefCBs7RkrSeo63Xp738Hbb4xzR65eXKnc1CR5vD7d895eZTod5gqFVbsadeHsEp0+pUDJQa482VjXrv95f58ZuswqzNCyaYVy2m265c1d+vLc0j5bcJ7aXKdP69vNFSfBtjNSqG1TjtPPkytH+nhMP3fx5EotLSmK6T7SOQQQQAABBBAYmQChycjceAoBBBBAII4EPG8/Ke/G1SEbkRGUGLfVrNzWYB4Am5/mNA9gPXlCnkoykw9t4dhU36Ffvb9PPzhhkoozktXQ1aM/fFSlFIdD/7pgfNC33Bhbdqo73OZhs9MLMrSupk0vbm/Qdcf+IxwxzjIxbt0xDow9Ij9d7x1o1ROb68xDZc+dXmRu57HbQ3/ziyenRN8pWxoy41ip6Mi8HH1j5tRY6Q79QAABBBBAAIEQCxCahBiU6hBAAAEExp6A3+tRz1P3hOwa4oZOt374+g4Vpjl11dEVZiDS/9Pj9ZnXAn9U266vLRivo8IQVnxU06bfra8yt+aMyzy4NeaRjTXa1+bSNxeW6/kdjVq5rV5XLSw3V5z84aMD5iqVi2aPC/paZCuzfufMc7VL8bOFpTQtVd8/cmbEVutYMaYMAggggAACCIRWgNAktJ7UhgACCCAwRgX8bY1yP36n1NMdkhG4erx6YUeDGVJ8dnKBls8ad9h5JcaKlL2tLv3P+/tVkZ2irxw1PqQ/gBsrT9ZUteiPHx3QtxdXKi81ST9evVPfWlypDKfd3LrzjaMrNKPw4Dkobd0e/WnDAfNGnZxUZ0gceleyeerx+qWzIuT1RqPCdIdDN86fxTkm0cCnTQQQQAABBCIoQGgSQWyaQgABBBCIbQFf1Tb1PH+/5PeFrKPGoa+Pb6rVSzsb9a8Ly3XM+JzD6jbCCiPA+MK0Qh1XkTto2y/vbFSa064lZTkj2kKzYmONmlw9+ur88Xp7X7NW723WdUsm9Lm5xzgo9sPqVvM6YuPg2rOOKBow8BkJUE9eqa4rOWkkj8bUM8bupetmT9fU7PBe1RxTg6YzCCCAAAIIJKgAoUmCTjzDRgABBBAYWMC7c708r/wp5Dxtbo8cNpuS7Db95ZMafX5KgYr+vm3HCCp+/u5eTS9M17KphQO2bZxF8pPVO9Xm9pq34Fw2ryzoLT3GyhOf329uvXlpZ4M+re/UN48u73NNbofba65GMVbGzCrK0HPb6rVmf6v+bUmlCtJHv7UmHrboXD5too4pKgj5O0KFCCCAAAIIIBB7AoQmsTcn9AgBBBBAIMoC3o1vyvP2E2HphXFjzsOf1GhDXbu+cXS5yrNS9W5Vq3kV8Y2fmaTy7NQB2z10FsnRFdrd4tJv1lXJCEGuOaZSpVnBX+Vb09FtXlP85Tkl5s06xu09xscIcH6xdq9SnXb9y7wy8wYeY0XKkcX/r717ja3zvusA/jvHlzhOnMSOc7Fzj5M4WdUG1rR03TqoxmCCVWLdQIC2oSHQKBoIpjLYqIC+A8SLCW3TVE3TpsFUQKrENkDrSm+DoqbXbGt6y5I2t9ZJk7i5OHF8Lug5iSiZ0iXxbJ+fTz+P1BdVfJ7/9/n8zquvzvP/z5+SV3Z2brgpvtixYlpsZ+KmP7t8Sfz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   "source": [
    "sales_data = df.groupby('Product type')['Number of products sold'].sum().reset_index()\n",
    "\n",
    "pie_chart = px.pie(sales_data, values='Number of products sold', names='Product type', \n",
    "                   title='Sales by Product Type', \n",
    "                   hover_data=['Number of products sold'],\n",
    "                   hole=0.4,\n",
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    "                   \n",
    "pie_chart.update_traces(textposition='inside', textinfo='percent+label')\n",
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   "cell_type": "code",
   "execution_count": null,
   "id": "61616abc-03c6-473a-985d-236d6d3b56b8",
   "metadata": {},
   "outputs": [],
   "source": [
    "#From abovepie chart 45% of the business comes from skincare products, 29.5% from haircare, and 25.5% from cosmetics. "
   ]
  },
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   "execution_count": 37,
   "id": "df371662-190d-4f43-b4d5-57df81b10256",
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   ],
   "source": [
    "#Now let’s have a look at the total revenue generated from shipping carriers:\n",
    "\n",
    "total_revenue = df.groupby('Shipping carriers')['Revenue generated'].sum().reset_index()\n",
    "fig = go.Figure()\n",
    "fig.add_trace(go.Bar(x=total_revenue['Shipping carriers'], \n",
    "                     y=total_revenue['Revenue generated']))\n",
    "fig.update_layout(title='Total Revenue by Shipping Carrier', \n",
    "                  xaxis_title='Shipping Carrier', \n",
    "                  yaxis_title='Revenue Generated')\n",
    "fig.show()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "eea3f3b9-3de1-4944-bb96-d313a2389faf",
   "metadata": {},
   "outputs": [],
   "source": [
    "# company is using three carriers for transportation, and Carrier B helps the company in generating more revenue."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "id": "cf4f9a17-7bbb-427b-ba50-488e8159c1f4",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "  Product type  Average Lead Time  Average Manufacturing Costs\n",
      "0    cosmetics          13.538462                    43.052740\n",
      "1     haircare          18.705882                    48.457993\n",
      "2     skincare          18.000000                    48.993157\n"
     ]
    }
   ],
   "source": [
    "#Now let’s have a look at the Average lead time and Average Manufacturing Costs for all products of the company:\n",
    "\n",
    "avg_lead_time = df.groupby('Product type')['Lead time'].mean().reset_index()\n",
    "avg_manufacturing_costs = df.groupby('Product type')['Manufacturing costs'].mean().reset_index()\n",
    "result = pd.merge(avg_lead_time, avg_manufacturing_costs, on='Product type')\n",
    "result.rename(columns={'Lead time': 'Average Lead Time', 'Manufacturing costs': 'Average Manufacturing Costs'}, inplace=True)\n",
    "print(result)                                                                                                                                                            "
   ]
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     "metadata": {},
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   ],
   "source": [
    "#Analyzing SKUs(Stock Keeping Units)\n",
    "\n",
    "revenue_chart = px.line(df, x='SKU', \n",
    "                        y='Revenue generated', \n",
    "                        title='Revenue Generated by SKU')\n",
    "revenue_chart.show()\n"
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   "cell_type": "code",
   "execution_count": 46,
   "id": "775ce5b3-a5ec-4691-930d-9ffdb3db6003",
   "metadata": {},
   "outputs": [
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   "source": [
    "#There’s another column in the dataset as Stock levels. Stock levels refer to the number of products a store or business has in its inventory.\n",
    "#Now let’s have a look at the stock levels of each SKU:\n",
    "\n",
    "stock_chart = px.line(df, x='SKU', \n",
    "                      y='Stock levels', \n",
    "                      title='Stock Levels by SKU')\n",
    "stock_chart.show()"
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   "execution_count": 48,
   "id": "4b46c84f-650a-4d59-aa9d-444687387d91",
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oSgJIk6JsNioNAQhAAAIQgAAEIAABCEAAAhCAQL4JIE3yTZjjQwACEIAABCAAAQhAAAIQgAAEIFCUBJAmRdlsVBoCEIAABCAAAQhAAAIQgAAEIACBfBNAmuSbMMeHAAQgAAEIQAACEIAABCAAAQhAoCgJIE2KstmoNAQgAAEIQAACEIAABCAAAQhAAAL5JoA0yTdhjg8BCEAAAhCAAAQgAAEIQAACEIBAURJAmhRls1FpCEAAAhCAAAQgAAEIQAACEIAABPJNAGmSb8IcHwIQgAAEIAABCEAAAhCAAAQgAIGiJIA0Kcpmo9IQgAAEIAABCEAAAhCAAAQgAAEI5JsA0iTfhDk+BCAAAQhAAAIQgAAEIAABCEAAAkVJAGlSlM1GpSEAAQhAAAIQgAAEIAABCEAAAhDINwGkSb4Jc3wIQAACEIAABCAAAQhAAAIQgAAEipIA0qQom41KQwACEIAABCAAAQhAAAIQgAAEIJBvAkiTfBPm+BCAAAQgAAEIQAACEIAABCAAAQgUJQGkSVE2G5WGAAQgAAEIQAACEIAABCAAAQhAIN8EkCb5JszxIQABCEAAAhCAAAQgAAEIQAACEChKAkiTomw2Kg0BCEAAAhCAAAQgAAEIQAACEIBAvgkgTfJNmONDAAIQgAAEIAABCEAAAhCAAAQgUJQESkqaPLLoZa1au1Hjy4ZUaaztO3aq/IZpWvrBysS/333rDTquX599Zcx+v795fuK/zzltoP44cbiaNW1SlA1OpSEAAQhAAAIQgAAEIAABCEAAAhCwI1AS0uTNJct15dibEkRGXHJ2FWmy+5s9+sPk+Ro44AgNPvtkrVi9Xv9941z976SR6tW9i8y+U2YvVOVN49S6ZQtNnb0wcZx08WKHm1IQgAAEIAABCEAAAhCAAAQgAAEIFAuBkpAmycbwizQxkmTyzAW68XcjE1IkXaIYSdKja6eEUDFbukQploamnhCAAAQgAAEIQAACEIAABCAAAQjUjkDJSxM/CZKMJim/4sIqUSgGbXokSu1wUxoCEIAABCAAAQhAAAIQgAAEIACBYiGANFmyXA89+WKVPCXp0uSi8wbty3GSLk2+3LW3WNqaekIAAhCAAAQKnoDrSLF4wVeTCkIAAhCAAASKhsBBB+xXNHUtxIoiTdJylphGqk2kybd7o4XYrtQJAhCAAAQgAAEIQAACEIAABCCg/fcLQSELAiUvTchpkkXvYVcIQAACEIAABCAAAQhAAAIQgEAjJlDy0oTVcxpx7+bSIAABCEAAAhCAAAQgAAEIQAACWRAoCWmSuuRwktXdt96wL0/J9h07VX7DNC39YGXiz6l/M/9tVt35/c3zE38757SBVfKfZMGeXSEAAQhAAAIQgAAEIAABCEAAAhAoYAIlIU0KmD9VgwAEIAABCEAAAhCAAAQgAAEIQKBACSBNCrRhqBYEIAABCEAAAhCAAAQgAAEIQAACDUsAaZID/hs3SfGA5RGbHyC1bJGDk3AICEAAAhCAAAQgAAEIQAACRUxgzx5p2/bgb6eDDpIOaF7EF0jVGyUBpEmWzfrtt9JdD0S1dn2mNXEc6cpLQup9qJPlWdgdAhCAAAQgAAEIQAACEIBAcRPY/oV074KINm/NvI6mTaXfDAmpR1e+nYq7lRtf7ZEmWbapkSZTZkS0crW/NJk4JqzDe3PjZ4mZ3SEAgXomsHGztH2HfwhdOCwdhgyu5xbhdBCAAAQgAIHiJ2CkydSZe7VhU+a1NG8mjSsP69DufDsVf0s3ritAmmTZnkiTLAGyOwQgUJAE3l8e022zo751O7yXo9+OCRdkvakUBCAAAQhAAAKFSwBpUrhtQ82CCSBNsuwdSJMsAbJ7wRDYsiWud5bFtXdvZpWaNJGO/qGjdm0w/wXTYHmuiJEm0yqDpcn11yJN8twEHB4CEIAABCDQ6AggTRpdk5bEBSFNsmxmpEmWANm9YAis3xDXtMqItu/IrFLb1tJ1o8Pq0glpUjANlueKIE3yDJjDQwACEIAABEqQANKkBBu9EVwy0iTLRkSaZAmQ3QuGANKkYJqiICqCNCmIZqASEIAABCAAgUZFAGnSqJqzZC4GaZJlUyNNsgTI7gVDAGlSME1REBVBmhREM1AJCEAAAhCAQKMigDRpVM1ZMheDNMmyqZEmWQJk94IhgDQpmKYoiIogTQqiGagEBCAAAQhAoFERQJo0quYsmYtBmmTZ1EiTLAGye8EQQJoUTFMUREWQJgXRDFQCAhCAAAQg0KgIIE0aVXOWzMUgTbJsaqRJlgDZvWAIIE0KpikKoiJIk4JoBioBAQhAAAIQaFQEkCaNqjlL5mKQJlk2NdIkS4DsXjAEkCYF0xQFURGkSUE0A5WAAAQgAAEINCoCSJNG1ZwlczFIkyybGmmSJUB2LxgCSJOCaYqCqAjSpCCagUpAAAIQgAAEGhUBpEmjas6SuRikSZZNjTTJEiC7FwwBpEnBNEVBVARpUhDNQCUgAAEIQAACjYoA0qRRNWfJXAzSJMumzqU0Mcf6YocUD6hTy4OkZk2zrDC7QyCAANKErpFKoJilyZc7pa93+7en40gd29PWEIAABCAAAQg0BAGkSUNQ55zZEkCaZEkwl9Jk0+dx3XlfVGYwSd8OaiENvzSkgzs7WdaY3SHgTwBpQs9oLNLk45Vxzb03qriPge5+iKOyK0Pabz/aGwIQgAAEIACB+iaANKlv4pwvFwSQJllSzKU02bg5rmmVEW3dllmpVi2lsaPDOqQL0iTLJmP3AAJIE7pGY5EmH34S1y3TI77SpGcPRxPHhJEmdHcIQAACEIBAAxBAmjQAdE6ZNQGkSZYIkSZZAmT3giGANCmYpiiIihTz9BykSUF0ISoBAQhAAAIQyCCANKFTFCMBpEmWrYY0yRIguxcMAaRJwTRFQVQEaVIQzUAlIAABCEAAAo2KANKkUTVnyVwM0iTLpkaaZAmQ3QuGANKkYJqiICqCNCmIZqASEIAABCAAgUZFAGnSqJqzZC4GaZJlUyNNsgRYALt/+aX00BNRfb4lM2vk/k2kX5wbUo9uhZlLZtfX0kOPR7VxU2bdQyHpV+eHdGh3u7ojTQqgMxZQFXIpTf79ZkwvvRrzvboB/VydPsjN6ZUX8/ScVavjifEoGs1E0qmDdNGFYR3QPKe4OBgEIAABCECgRgILHo5q1Vr/NT4vPNdVn952z3JbafLKv2N69XX/d4eBx7kadKLd+Wq8MApAwIIA0sQCUnVFkCZZAiyA3XfskKbNimjd+swHgVnieWx5WL162ImH+r4cI02mzoxotc9DLBySJowJ67CednVHmtR36xX2+XIpTZ57KaoFj/i/+JxxqquLLgjlFEYxS5NPVsZ1y4yIIpFMJN27OhpfgTTJaWfhYBCAAAQgYEVg6oyIln3kL02uKwvpqCPsJIatNFn0j6geecr/3eH8s1ydf2Zu3x2sIFCoZAkgTbJseqRJlgALYHekidcISJMC6IwFVAWkScM0BtKkYbhzVghAAAIQqJ4A0oQeUsoEkCZZtj7SJEuAPrtv2x7Xps/lu1yoiZ7oeogjEwGSqw1pgjTJVV9qTMdBmjRMayJNGoZ7fZ/12z3S6nVxRfb6n7lDO6ldW7sowfquO+eDAARKkwDSpDTbnav2CORdmkydvVAbN2/THycOT5zwD5Pn6+nnX1Pnjm01++YJ6tW9S4O3xYrV61V2/RRt2LQ1UZf/uX64Bp998r56PbLoZf3+5vmJ/z7ntIGJa2nWtEniv5EmuW++T1fHNbUyot27M4/dpZOjceVhtW6Vu/MiTZAmuetNjedISJOGaUukScNwr++z7tolTZkZ0Zp1maHu++2nxDQs26mV9V13zgcBCJQmAaRJabY7V10P0mT7jp0qv2GaJpQN0XH9+ujNJcv10JMvJqTDe8tX7vv/SQHREI2SXke/Ok+ZvVCVN41T65YtZCSQ2caXDUGa5KnBkCb2YMlpYs+KkrUjgDSpHa9clUaaeCTNc2DpB/5z51u3lE76sd3c+Vy1S66PgzTJNVGOBwEI5JsA0iTfhDl+IRPIa6SJERCT/jRXEyuGJiJKUoWDie6YPHOBbvzdyISMaKjN1OO/b5yr/500MlHH3d/sSUTDDBxwRCLaxNS5R9dO+yJPjPhJlShEmuS+5ZAm9kyRJvasKFk7AkiT2vHKVWmkiUfynfdiumOuzxJCko7s62js6HCukDfIcZAmDYKdk0IAAlkQQJpkAY9di55AXqVJUkBcdN4g9T704Iyok1T50JAkjRhZ9MLrielCZkvKnKb7719FoJi/pUsWpEnuWw5pYs8UaWLPipK1I4A0qR2vXJVGmiBNmJ6Tq7uJ40AAArkkgDTJJU2OVWwE8ipNkpIhmS9kxCVnJ6a1JKfAHN+vz75pLg0JLhE9MutBbdn+ZSKvSTKnSar0MdOL/KTJ1i/2avZ8RytXZ4YRO440drSrLgf7/1qWfs07driqvDOurdsyabRqKZWPcNWmjd2xGpJntufevDmk6XNjgTlNyoZLBxwQ01dfhRSP+SfKa9Ikpib7+y9Tll6/b752NftuBS45XHGVq06dCpP73j2uZt+lwCWHrx3tqnNnu7pv3+b1v+07MluwbWupbLij1q3tmGbbB9i/4QmsWRPSHXP82/vwXo7Kr4orEvWfPpFaezMOvv6Gq4ce9y97+imuzjw9plis5mPZUvlsfUi3VcZ8k0n37OFo9PC4HDd357Otl025DRtDun1WLHDJ4bJh0n5NGvd9uF/Y1YcfOaqc73+dJtJkxOV2/c+GeUOU2WPG7vkKzGlyzSj7sbsh6s85IQCB/BH45puQInv9329dN64DDoiqvp9g4ZCjuXc5gUsOX32Vqx497N43v/7a1aw749qwKZNh82ZSxVWOOneK6ZVXQ3pskf9z4NwzXJ1yclQ5fHXIX4MWyJFbt/DycbLVjUDepUndqlV/e6VPE0oKnSHnDdJZpw6sMdLk62/iunVmNFCaTBgTsk7mZlaMuW1WJFCaXFcWVpfO9cemoc60em1c0yqjgdLkutEhGYk0796oPghYL374ZSH9sI/dygNffindNjsaKE3M+Q7tbnes+mb29dfSrbOigdJk/NUh9TrUru4bNnr9L0iaXFsWVqeO9X2FnK+hCHzwYTzRt/w2I03M2Ga7vfBKTA8+4v/ic8aprgafl9v8FB+vjGvK9GigNBlfEZL5Nb8Qt5Wr4poyIxooTcaODql580Ksee7q5MjRu8timl7N9JxrRtn3v9zVLHdHMmO3ec4FJYIdV24/dueuVhwJAhAoBAJvL4nr/r/6P3/7H+Po0osaZvy7rTIaKE2uKwvpCMv37i92SLdWRgKliXnv7tHN0d+fj+mRp/zfHc4/y9U5P8/tu0MhtH0+6xBy7b4H8lmHYj52yUuT1OS0yYS0qblXyGlS/93bdnqO+cAPShR4zciQjjnSbjBl9RyvjddvMLIqWJpcNzoss3oRW2kQYHpOw7Qz03M87uQ0YfWchrkDOSsEGp7A64tjmnuvvzQ5YYCjkZc3TE4npuc0fN+gBg1HoOSlSXK54RsnjUys8JMaaWISwaYnfmX1nPx3VqSJPWNymtizomTtCCBNascrV6WRJkgTcprk6m7iOBAoTgJIk3AiwnvRP6LVRpqcf2bDRNwUZ6+i1tkSyLs0SeYFefr519S5Y9tEstUuHdtlTHvJ9kKy2d+IkSvH3rTvEMmcJsl/eGTRy/r9zfMT/3nOaQMTSyYno1JIBJsNef99i1mabP48rreWxLVnb+a1mXmax/d3E1OLbLZ1n8X11jv+s1bNMQad6AppYkOSMnUhgDSpC7Xs90GaIE2QJtnfRxwBAsVMAGmCNCnm/ttY6553aZKc3mLyg0yuXKBLB/8ssbSv37SYYoSMNMl9qxWzNDHz080Ul51fZXLp0N4kBg6rQzu7KS7LP47plun+4ZmH9XT02zFhffOtNHVmJDCnyYQx9iHeTM/JfV8u5iMiTRqm9ZDUVIVTAAAgAElEQVQmSBOkScPce5wVAoVCAGmCNCmUvkg9vieQV2liprpM+tNcTawYmoguSZUm6QlYi7VRkCa5bzmkiccUaZL7vsUR7QkgTexZ5bIk0gRpgjTJ5R1Vesda/lFMDz7mnzzz0G6OLh/KlIZC7xVIE6RJoffRUqxfg0kTIk0yu9vGzV6UQtCSwyZK4ZAudlEKxdyZkSZIk2Luv42l7kiThmlJpAnSBGnSMPdeYznr0mWxxIqAflufw7woVbbCJoA0QZoUdg8tzdrlVZoYpCYfyGuLl2nStZfqjvmPJqbntGnVQuU3TJNZ1tckWy3mjUiT3Lce0gRpkvtexRFrSwBpUltiuSmPNEGaIE1ycy+V6lGQJsXf8kgTpEnx9+LGdwV5lyYGWXqiVfNvd996Q2K1mmLfkCa5b0GkCdIk972KI9aWANKktsRyUx5pgjRBmmTeS5+uiWvXLv97rOVBUteDG38Uru0IgzSxJVW45ZAmSJPC7Z2lW7N6kSaNGS/SJPetizRBmuS+V3HE2hJAmtSWWG7KI02QJkiTzHtp4WNRPftP/zwdl/zS1Wknk6cjSQ1pkpuxuCGPgjRBmjRk/+Pc/gSQJln2DKRJlgB9dkeaIE1y36s4Ym0JIE1qSyw35ZEmSBOkCdIkm9EEaZINvcLYF2mCNCmMnkgtUgkgTbLsD0iTLAEiTQIBsnpO7vsWR7QngDSxZ5XLkkgTpAnSBGmSzZiCNMmGXmHsizRBmhRGT6QWeZcmZqlhk+h12MVn6q4Hn9HSD1b6Uj+qb09V3jROrVu2KNpWQZrkvumINPGYIk1y37c4oj0BpIk9q1yWRJogTZAmSJNsxhSkSTb0CmNfpAnSpDB6IrXIuzRJnsDIk0l/mquJFUPVq3uXKuRZcjizI7LksMcEaYI0YZhueAJIk4ZpA1tp8uEncUUi/nVs00rq3Km4E2O+815Md8z1Xzb1yL6Oxo4u7mVTTVLTKTMjWrMuntGIDSlNNm2Oa8s2/34VCkm9ejgy9avvjZwm9sSRJvasclly8+dxfb41+N45tLuj/ZvYnRFp0jDSZMOmuLZt92+jcFj6Qe/ifq7a9T5KBRHI6/Sc6qTJitXrNXnmAt34u5FEmnzXOkgTpEnqjUqkCQN3QxJAmjQMfRtp0rSpdNusiFasyvzgNrW+dlRIP+jtNswF5OisSJOwDutZ/y/opv/dNieimE/O1R5dHV0zKqym++eokWtxGKSJPSykiT2rXJZc8al370R9XG/3QxyNuSqs5s3tzog0aRhpsuzDmGbc6S/re/d0NLYsLKf+h2W7TkOpvBNoMGnyyKKX9driZfrjxOFq1tRSveYdR+1PwPSc2jOraQ8iTTxCSJOaegp/zycBpEk+6QYf21aaTL4jIlPWb/vtmJD6HIY0aZgWtDtroUaafLwirsnT/aWJ+aV8wtWlIU1WrYlr3Xr/tjzwAKnfUYX75YQ0sbsHc13KjMfm3vGTJj26ORpfjjRJMt/+hTR15l5t2JTZCs2bSePKG0aa1PTeM/EapEmu75tiOl5epImJIim7foo2bAqIU5PUuWNbzb55Qsa0nWKCZ+qKNMl9iyFNkCa571UcsbYEanp5uP5a++kRz70U1YJH/JcLPeNUVxddkNvlQs3UlVumRxT3cQo9eziaOCbcIFMMbNoAaeJRItKkYSJNkCZe/1v8TkyV8/1/ce5/tKOKEfbjn819n8sySJNc0rQ/FtIkpKOOsJP1SBP7fkXJwiGQF2myzyRWk9OkcBBkVxOkSXb8/PZGmiBNct+rOGJtCSBNakssN+WRJkiThsxpgjRBmuRmJCu9oyBNkCal1+tL64rzKk1KASXSJPetXArS5Isvpbj/D+/aLywdeCDTc3LfszhibQggTWpDK3dlkSZIE6RJ5v1U3zlNiDTJ3ZhWKkdCmiBNSqWvl+p1Ik2ybHmkSZYAfXYvBWny4KNRvb/cPx/BL851dexRLjlNct+1OGItCCBNagErh0WRJkgTpAnSJJshhek52dCr+75IE6RJ3XsPexYDAaRJlq2ENMkSYIlKkzn3RPTG2/7SZNQVIR3fv3ClydrP4tqzx7/dmzVz1KVT7vsER6x/AkiT+mduzog0QZogTZAm2Yw+SJNs6NV9X6QJ0qTuvYc9i4FAXqSJWWq4/IZpGnbxmbrrwWe09IOVviyO6ttTlTeNY8nh7+iw5LAHohQiTYpZmjzwUESvvO4vfC67KKQTT7BLBFYMA2Qp1xFp0jCtjzRBmiBNkCbZjD5Ik2zo1X1fpAnSpO69hz2LgUBepEnywo08mfSnuZpYMTRjlZw3lyzXQ0++yJLDKb0EaYI0MQQKPdLkzw9G9NK//KXJFUNDOunHSJPaDP47vpSWvBfTt99k7hUKSX37OOrSsf6Xt0Sa1KYVc1cWaYI0QZogTbIZUZAm2dCr+75IE6RJ3XsPexYDgQaTJmZZ4skzF+jG340k0oRIkyr3CpEmhT09B2mS26F92/a4plVGtGFT5nGbN5PGlYd1aHekSW2os+RwSH0OK255yZLDLDmces+TCNZ+BESa2LPKZUmkCdIkl/2JYxUegQaTJo8selmvLV5GpEkDRprEYtJDj0X12Ub/jnnema4O61n/H2tIE6RJ4Q2V+asR0sTVRReEcgoYaYI0yWmHysPBdu2SpsyMaM26zKg9Ik2INMmmy9lIky93So8+HdXWbZlnMv3vvDNc9ehW/+9/2Vx3Q+9b39Lk8y1xPfFMTCZaNX1r1kw69wxXXbvktg2nzoho2Uf+kcbXlRW2NHnq2ag+Xe3fS049ydUP+ziqKcJ24jVhOblF2tDdlvPXgkBepImJIim7foo2bNoaWJXOHdtq9s0TMqbt1KLuBVG0mBPBGmlyy/SIPlrhPwBOuDqkvofX/6+VSBOkSUHc3PVUCaQJ0iS1qzE9x6NBpAmRJqn3BZEm9g8kG2myY6c0bWZE69Znvv/tv780viKsXj34OrSn7iXxnjw9omg0cy8joMaXh9W8ud0RX18c09x7fQ4k6YQBjkZeHpaRJiZKdfOWzGMe1EIaOzqsbofktg2LWZpUzo9o8Tv+3zvlw0Ia0M9Fmth1z5ItlRdpkqRZXU6TxkIcaZL7lkSaIE1y36sK94hIE6QJ0iTz/kSaIE2QJnV7biFN6sYt272QJoUdaYI0ybaHs39epUkp4EWa5L6VkSZIk9z3qsI9YkNIk1Vr4tob8WfS4kBHnTqoxl9crr82bA31uZeiWvBIzLf8GaciTZAmSJNUAkzPyewPRJpYD7dCmtizymVJpAnSJJf9iWMVHgGkSZZtgjTJEqDP7kgTpEnue1XhHrEhpMn0eRG9815wmGr/Y2oOU0Wa5KdPMT3H40qkCZEmRJrUbYxBmtSNW7Z7IU2QJtn2IfYvbAJ5lyZmik75DdO09IOVGSSO6ttTlTeNY/Wc78jU95LD5DTxwO/YIU2b5T+3t1lTaWy5/dxek9TPzDHd+VXmjd+hvTfHtEM7R3PuieiNt/0/WktlyeFIRHrtrZi+2uU/SB7xAyfn83ELcThuKGmyZKl//6sYHhLSpOF6CtIEaUKkSeb9R6SJ/ZiENLFnlcuSSBOkSS77E8cqPAJ5lyZTZy9MXPX4siGFd/UpNXpzyXJdOfamxL+kyxyz0s/vb56f+Ns5pw2ssuIPkSa5b1YiTUoj0mTvXumWGRGt+NT/491kKf9B79wmMct9b83+iEgTpuek9iKkCdIEaYI0yebJgjTJhl7d90WaIE3q3nvYsxgI5FWaFEsiWCNMpsxe6Bv1kv63dAmENMl9N0eaIE1Mryp0aWJ++Vyzzr//X3C2/XLdSBOkCdIk8z5ieg7Tc1J7BZEm9u9aSBN7VrksiTRBmuSyP3GswiNQ8tKkJrFjJEmPrp00+OyTE62XLlGQJrnv1EgTpEkxSJObbw9ernvs6JCO7Gu3XDfSBGmCNCkeafL5VvkuKWquoOn+UquWds/EXbukKTMjMlM60zciTYg0setF/qWQJtnQq/u+SBOkSd17D3sWA4G8ShMDIF06FBqUFavXq+z6Kdqwaeu+qo245OzEdKLd3+zRHybP18ABR+yTJqb8f984V/87aaR6de8ipEnuWxRpgjRBmnj3VfNm0rjysA7tnttpSiYRLDlNcj925eKITM/xKBZqpMn9D0W1dJn/lMKLB7s69ig7WYo0qd3dQqSJPS+kiT2rXJZEmiBNctmfOFbhEci7NDGS4f5HntPE8qFq1rRJwREwkSMPPfnivjwlycS1Q84bpLNOHZiQJhedN0jH9euTqHu6NPl8+17NvcvRytWZL1GOI1032lWnzgFre6bR2LnD1ay7pK3bMjGZX69GD3PUqk00ZwxDrpuo+0cr/F8ArylzdfDBdnXPWaUkbfk8pBnz4tq9O/OoXTo5Gnml1KJFTPfc52rpB/51Hz3cVY8eEX21M6yvdvl/cO4Xltq336uvd4c0725p3frMY5lEsBVXuWrfwY7Dtq0hVd4ZD0wEO+pKqVWruBY+7AYmgh12qas+P4ho/Yawbqv0X6b1sJ6ORg6La88eae7djlavzax7OCSZNuzYya7uX3wR0uw749q+I5N729bSqGGO2rSJ6YmnXb3yb3/ulw5xdPRRUcX9/1z1wHE3UfegnCbXlbvqbHnv5LL/2Rxrv5Cj2fPdwHtnzEhXh3S14/71LsNB2rAp88xGmlRc5ahd+9zd9+GQo/sWuIHSZNQVrnr2imjd2rCmz/Xvf4f3clQ2PKa90Zob2nWkN94K6a+P+5c9/RRXPz8tqmis5mPZtI0ps9HcO7Nivv2wZw9Ho4bFJcf/2mzPka9ymzeGdfucmEyi5PSte1cz/sXVpIk05y5H5iXdbzPPnc5d7Ppfvq4jm+Put19IH3/kaNZd/m10ZF9HV14WU8Si/2VTj/R9zb2z4CFXby3x5z78Mlc/ODwim54c2esm2jAo0sSMIbZjdy6vcdNG794xieLTNyNvTf9zQ/V774RcR39/ztVzL/qTvehCR8cNiCqHQ4hWfBLW3Hv9r/PYox1denH99z/bdl6zJqyZ8/zr3ucw04YxffW1ef/zf+/Zf3/p6pGuOli+99jWq7GXM2P3bbNjvpFoPbo5uuqKuML71XzvmDfWDz4M6+77/cseP8DRkMExffGFozl3SZu3ZJI9qIU0erijNm1z9+5g3nvuvMfVso8Ckshf5apbN7vnzje7Q5o9Px743lM+wlHHjlG9+u+QHl/kf75zz3B18klRxSxufDN2P/Cgq7ff9T/WVZe76t07onXrwpo+J/i9Z9Twwr3vbe6vdi33tylGmQACeZUm1a2cY+pTCKvnpEsTUy+T+PW1xct0wzWX6aY77iPSpJ5vn1xGmrz7fky3z/F/aPQ93NGEq8OsnvNd+67f4K38EyRNrhsdlpFWf34wopf+5f/guWJoSCf92O6X1mJPBMv0nLD1yPDcS1EteMT/ReSMU5mekwqSSBOPRqFGmsy+O6I3/+M//pVdGdJxx9qNf0SaWA8fiYJEmtjzItLEnlUuSxJpQqRJLvsTxyo8AnmVJoV3uZk1MpEjk2cu0I2/G7lv6WMjTVat3ZiYolOIOU0WL4lp42Z/uj26ST/sY/fSVgpLDiNN7JMJIk1qN2IhTZAmtesxdqWRJkgTcppk3itIE7vxw5RCmtizymVJpAnSJJf9qbbHWrs+rqXv+wv9Aw+UBv7IVZP9antUyqcSKHlpksxb0qlDm4QkSUbHTCgbkpiSU4ir5yx4NKrnXvT/1fbSX4V0yklIk2tGhnTMka6QJkiTfA35SBOkST76FtIEaYI0QZpkM7YgTbKhV/d9kSZIk7r3nuz3NKkWJt8RCZyWPKEiLDP1jq3uBEpemhh06dOI/uf64fsSv5q/m8iT3988P0H5nNMG7st/Yv67IRLB1rc0MQ/gRf8IyK3Ry9Hgc0N174E+ezI9h0SwplsU+pLDSBOkSU4Hvu8OhjRBmiBNikOamJXPHn4yqm3bM+vbtKn0i3ND6nZwbpN424w5SBMbSrkvgzRBmuS+V9kfEWliz6quJfMuTfxWp0lWthBymtQVXHK/UpAmb/4nptl3++cF+VE/R6OH2X882fBGmiBNkCbencLqOTYjRmaZDz+J65bpwb+4TBwTlvkwre9t8+fS3oA8eeYXoHZtlEjuesuMSGAi2PEVYZkPMvOLUlAi2N+OCanPYXYRh/XNwPZ85DSxjxK0ZWpT7mPza+X0SGAiWJMHzCytXN9bIU7P2brNywPmN136gObeymcmAWh9b8UsTb7cKX3tswiAYWgWV+jYvr5p2p8PaYI0se8tuS+JNMk90/Qj5lWapC7Ze8wPe1dZRcfkCjnphKP3rUqT/0vNzxmQJkiT1J5lVkIwL1E7v8rsbx3aS2NHh9WhnaM590QCV88ZdQXSBGmCNMlmxC5UafLo0xH96w3/K7vwLFcnDnSRJt/hQZogTVLvFKSJ/YhYzNLk45VxzbnH/0e6Hl0dmfejhhDeNvSRJkgTm36SrzJIk3yR/f64eZUmZtrLpD/N1cSKoYkzpiZc9Vu1Jv+Xm/szFKo02bI1ri3b5Lv0oVmK1oSMmgeP+TU2aMnhCVeH1PdwV0SahNWrh92vRUgTVs8xo8zY0SEd2dful34T4m1EW9CSw+bXSrPUZy636fMigUsOVwwPqf8xrt5fHtO0Sv+XV7Pk8PXX2keYsXqO13p/eTii51/2T9R22UUhDfoJ0iTZz5EmSBOkSd1G/fqWJmbFvc2fx32XfHZd6eCOjkwiSpvNCG8TRee39T7UW/EQaeJo5OVhfb7Fe3cIWnLY/EjX7ZDcvjtMnREJXHL4ujKkiU0fz1cZpEm+yDaANGnTqoVuvP1+Tbr20sQqNX6r1uT/cnN/hkKVJsZ4T50Z0Z69mddshMn4q8OJ0H+kCUsOJ3sIq+fUbnwgpwnSpHY9BmlSG15IE6QJ0qQ2d8z3Zetbmqw1EbazIjJTa9K39m29aUod2tt9vCNNPIKvL45p7r3+P1qcMABpYhidf5ar88+0z6lYOT+ixe/4/2hRPiykAf1q/rHI5Noz08QKcUOa5L9V8hppkjo9Z/DZJ1dZvtckV31t8bIqSVXzf7m5PwPShOk5qb2KSBMiTUx/INKk6lhLpInHg0gT+2cw0gRpgjSxv19SSyJN6sYt272KeXrO+o1xvfNeXFEfT2Py8xzX39WBB0hEmiBNsr1Pinn/vEqTdDCpq9R07thWs2+eoF7duxQzv4JdPYdIE5YcNtOwJoyxf/Em0qR2QxGRJkSa1K7HIE1qwwtpYj9214ZrTWVJBOsRWvxOTJXz/X/p73+0o4oRYZEI1mNFpInHoZilycpVXnT6N99mjhCHdHES0UItD0KaEGlS0xOkcf+9XqVJY0RJpAmRJqn9mkgTIk1MfyDSpOpoT6SJx4NIE/u3gPqWJus+i+uvT0Z9V+5o01r61XkhtWvraPbdEb35H/8Q77IrQzruWLtcRrt2SVNmRmSeGekbSw5n9hObRLCr1sT10ONR3xWqzKorQy4Mq4Vlbg2kiX0uN6QJ0sQQIKeJ/fMtHyWZnpMPqlWPiTTJkjHSBGmCNPmewBVDkSZIk8xBFWmCNKnto7a+pcmatXFNrYzoq12ZNe3YwVv5rD3SJJGIs1CXHF7xaVxTZgTnchtXgTTpc5ij344Ja8dOadrMiNatz5R2Zvlzs7S5bQJ8pAnSBGlS2ydc7ssjTXLPNP2IeZUmqdNx/C7lqL49VXnTuERi2GLdkCZIE6QJ0iR9/CLSpCoRpAnSpLbPeKQJ03NS+4xNpAnSxCNGTpPajja5Kc/0HFbPyU1PqttRkCZ141abvfIqTYIqYhLETq5coEsH/4ycJimQNm72lg/bui2TXKuW3i9dZm7hgkejeu7FmC/eS38V0iknectWsnqOq3ffj+n2Of7zkvse7i1ft2OHEpnf/X5xadZUGltu/4sL03MKO9LE3Bd+vySbm+mgg6SetVjal5wm5DSpzcPWlK3v6TlrP4v7Pk9MXZo2lcyvzoW62UiT3d9Iaz6LK+qzQqlZ4aBDe6lta7trJNLE6wnFnNMEaYI0acjxDGmCNGnI/oc0yT/9BpEm5rLM6jmr1m7U+LIh+b/KPJ6BSBMiTVK7F9KksKXJw09E9bfn/YXjxb9wdfog++XrkCZIk9o+Wupbmrzxdkxz7vGXxsf3dzTqCvs2rO21ZlveRpp8sUOJKTUmiXX6ZoS3mY5hK0KRJkiT1D5EThP7H4uYnuP1HKQJ0iTb5142+yNNsqFnt2+DSZMVq9dr8swFuvF3I5me811bEWnigfh0tTe3fPfuzE7cpZOXxbt1K+m2WREt/cA/Id81I1k9h9VzMvsP0sRjMn1eREuW+t87FcND6n+Mq/eXxzSt0v+D+/Bejq6/1v6Dm+k5HvdiliYm+alJtOm39T5UOvZouwSodq8mEtLEm57z7vtxffiJP/euXaSBx+WWO5EmXg9FmhSuNInGpH+/GdPOrzJHExNhduxRTiIqu743pAnSpL77XOr5kCb5p480yZIxkSZEmqR2ISJNiDQx/YGcJlUHVqRJ8UuTx56O6qln/aO0fnW+qzNPs4/SsnnsIk08afLPV6K6/6/+3H/2U0dDB9vLSxvuSBOkSaEngo1EpFtmRLR6baZMND8Wjb86LCP263tDmiBN6rvPIU3ql3iDSZOpsxcmrpTpOd83OJEmHgsiTUI6vr+r5R/HdMt0/1/6zcu0yYD/zbdK5K4JenmYMMY+maAJcTc5dbbvyByE2raWrhsdlon0+fODEb30L/9fPgt99RwiTby2JdIkLLOsa31vxRxpgjRpmNVzkCbeXUoiWPvRqrEngkWaOBp5eVifb/He2TZvyewbB7Xw8iB2O8ROHq1c5eVBNO+U6ZuJ2jER3i0PkqbOiGjZR/7vfyw5bH+P5qMkkSb5oFr1mHmVJtWtnnPOaQP1x4nD1axpk/xfZR7PQKQJkSap3YtIEyJNTH8g0qTqoEukiccDaWL/MCbShEiT1N6CNLG/d5AmRJogTTLvl8r5ES1+x1/4lA8LaUC/mqclT7wmLDMFrBA3pEn+WyWv0iT/1W/4MyBNkCZIk+8JEGnisUCaIE38nk5IE/tnNtIEaYI0sb9fUksiTZAmSBOkSSqBnj0cTagIy0y9Y6s7gbxKk+oiTdKrfFTfnqq8aVzRJYVFmpSONDHLGfpNXTF9+aADpcN7OyLSpPgjTTZ9Hte69VLc5wcJM6XDzJU2K3Oweo59LgUiTYg0qe1rCtIEaYI0qe1d45VHmiBNkCZIE6RJ3cbP6vbKqzQxJza5S3p07aTBZ5+8rx67v9mjP0yer4EDjqjy77m/vPwfEWlSOtLk7y9E9dDj/gn5zj7d1eBzQ0iTocUvTczc3ikzIvp2T+b4Yeb2jq8Iy7yQIE2QJrV9whBpYk8MaYI0QZrY3y9EmngESATrcUCaIE2QJnUbPxtMmphIk0l/mquJFUPVq3uXKvV4c8lyPfTki0Wf1wRpgjQxHRtp4t3ejWF6DtKEJYdz/6j1jog0sSeLNEGaIE3s7xekCdIktQ8gTZAmSJO6jZ8FKU1WrF6vyTMX6MbfjSy6KTmpQJEmSJNikCa7v5Ei/gvxyOS0OvAAidVzXJ0+KCSkCdIk949apEltmSJNkCZIk9reNV55pucwPQdpgjRBmtRt/GwwaZKchnPReYN0XL8+VephIk2mzF5YlHlMkCbfE/hRP6RJMUiT1xfH9Mzz/lOLBvRzdO7PQ0iTXyBNTF+uGI40yf2jFmlSW6ZIE6QJ0qS2dw3ShOk5Xh9AmiBNkCZ1Gz8bTJqYExs5MunGuZp984R9U3SSCWKHnDeInCYprbNxs7fm+tZtmU3WqqW35rrJqbDg0aiee9H/A/jSX4V0ykmuPlnprbm+Z2/msbod7Gj81WE1bybdMj0is0yV3zbh6pD6Hu7qzf/ENPtu/zAFpIlHrtCn57z0akx/Xujfhqee7OjXvwwjTZAmib6MNMn9gzZ5RKbn2LNFmiBNkCb290tqSSJNiDRBmiBNkCZ1Gz8bVJqYk/utonP3rTdkRJ/k/vLyf0Sm5xBpgjT5/j4jp4nHgiWHq469rJ7j8UCa2D+TkSZIE6SJ/f2CNPEIEGnicUCaIE2QJnUbPxtcmuS+2oVzRKQJ0gRpgjRJH5EaSpp8viWuT9dIMZ9AtORyyS0OlKbPi2jJUv8IMyJN8vd8QZrYs0Wa2EuTbdvjWrlaikQy+YbDUq9DHbVuacf+4xVxTZ4e8R1DDu3uaMLVYTXd3+5YuSy18LGonv2nf4TtJb90ddrJIa341Fv5LCjCdlxFWGb8s9kWvxNT5Xz/6Mz+RzuqGBHW1m1edPDGzZlHPKC5NK48rB7dTNaw+t2INCHSBGmCNEGa5H7czfuSw7mvcmEdEWmCNEGaIE0KRZqsWhvXtJkR7fo6c5zs3NGb4te2jYM0GROWkUj1vSFN7IkjTeylyWcb4rq1MqLtOzL5tm0tjS0Pq3NHu493pInHEGkSVq8edn1m7bq4ps2K6Mudmf2vfVtPHnVob3esDz+Ja/IdPvZPUu9DPWln5OAtMyJavTZT/BNp4rUB0gRpgjSxf9+wLYk0sSUVUA5pgjRBmiBNkCbVD6RMz/H4IE3sH7hIE6RJam8h0sT+3iHShEgTpAnSBGliP2balkSapJBKrvZj/umPE4erWdMmib8+suhl/f7m+Yn/f85pA6v8DWmCNEGaIE2QJkgTm4cu0sSGklcGaYI0QZrY3y+pJZEmSBOkCdIEaVK38bO6vZAm39FJCpOnn3+tihhJXxp56uyFiT3Glw1J/C/SBGmCNEGaIE2QJjaPZ6SJDSWkiZk6Nr4CaYI0sb9fkCYeAabneByQJkgTpEndxk+kiQU3I0N6dO2UKPna4mX7okmS/z747JMTf0uXKEgTpAnSBGmCNN27JeYAACAASURBVEGaWDxmmJ5jA+m7MkSaIE2QJrW4YVKKEmliH2myc5e0ZWtccZ8cw44jtWvrWCcP/mSll0Q56pM/2CQEHl8eVvPmdm36+uKY5t7rn4j4hAGORl4elkn8bhIRb96SeUykCdIEaWJ3r9WmVF4jTcxSw5P+NFcTK4aqV/cutalXvZZNjR4xU3GS0sRU4g+T52vggCOUlCYrVq/Xf984V/87aWTimr7eHdOtlTGtXJ2ZkMoMuBOuDql3T7vL2fy5dNvsqLZuyyzfqqV0bVlIXTpJf30irude9M8i/+tfhnTyidKnq6RpldHALPLXlbtq3kyaNjOmj1b4r6IxviKkw3tLb78rzbnbf/D+UT8zeLvyP4LddaeXWr1WunVWVLt3Z+7fpZOja8vcxEoA0+fGtPQD/zOPGRnSkX2l95dLd8zxr3vfwx2NHe1qx5fS7XNiWrc+81jNmkrXjQ6pRzfpuRfj+usT/tzPPt3V+Wc5+my9V/edX2XWvUN76dpRIZnEaHfeF9Mbb/vXfeTlIQ3oJ328Upoy3b/uh/V0NK7C1TffSrfNilWTEC2knj2k//u3dN9D/sc69WRHQy50tXGTOVY0MJngNWUhdeog/eWvMb30L/+6XzHU1Y+Pt0v4ZpK5TauMJVY88Nt+O8b+3rHtaY8/Hdffnvdvw4svdHXKyY5WrTH3RVTf7sk86iFdHF032tVBB0pTZgTfO6bP9D3crlbbv5Bunx3Vhk2Z5c09ao7Vvavdsdau8/pfUCLYa0aFZBJDVt4VC1w9p3x4SMccKS3/yDuW33Z4L5OQz/6+/+crcT34qD/3M0519Ytz7fqMHQXpE3PvzIgq7tO1evYwL6+uwg2QCPahx2J6/mX//n7pRSGd9GNv7J4yM+q7Ekr3rl7/M6uXTJ0Zk3lJ99vMc+ewXtLb70hz7vFvw+P7OxpxmX0bPvlMXE8/69+Gvzrf1c8G5bAN49J7y80Y71/3I/s6umakqy++NM/MmNZvCBi7y0PqYXnvrPvM6+9f7cok2rGDN3a3ayPN+3NMb/7Hn/uoK0Lqf4xdL/36a3O+mNasyzyWiTQZV+6N3a/8K677/+rP/Wc/dfSrC9zE2HF7NWO3eXcw12CzrfzUJNmMBq6eY56Z+zfA6jmPPBkPXD1n6GBXg37iaNVqc18Ev/dcO9rVgQfYUJCWLJVm3RW8ek7Zla62bvfG7qDVc8zY3e0Qu/PlstSyD716+W19DnM0rtzVl1957w5+7z2mfc0KcId2t6uVee8x765BiWCvKwupXTu7Y5mx+5aA9x6TCHZsuZsYG827Q1Ai2HEVIfU61O58mzZLM+dHZZ7D6Zt5zzTPw04d7Y5lxm5z7wRJk+vKXDVrZnest/5jxppgaTL8Uldbtnrcg6SJue8Psfz0Mu89t1ZGE++U6Zt57zHv3S1beH1m2Uf+45853xE/sLu+L3Z475s1vfc8+0JcjzzlP/6df5ars0+3e+6YUnPuiWnxO/51H31lSP2OlpZ/7HEIeu8Zf7Vrd4ENUGqFGbunB7/3mLG7ebPCrX8DIKv1KUtemhhJsmrtxn3TbfykyUXnDdJx/fok4KZLk61f7NXs+U6gNDGdtMvB/jdgemvt2OGq8s54oDQpH+GqfbuYnnrG0QsBL95DBzv60YCYNqwP6Y45sUBpUjZcatYsrll3OoHSxLxgdD0kqg8/Cmnevf6D1oB+ji4dElc0ljttsnlzKCFEgqSJqftBLeKaf68TKE3Kh7vq2TOqTz8Naead/nU30mTUsLi+2ulo9t0KlCYVV7nq0jmqf70W0sNP+h/rzJ+5Ov3UmDZvdjVzXixQmpQNc9S6VVwL/uoESpPhl7nq2yeqzz4LJYSc32akSdnwuPbscTT7LgW+PJg27NIlqrffdvXAw/5tdMpPHJ13dlxbtjiJ/he0AkPZcEft2sb12JOOXv63/7EuG+Ko3zEx34/V9OuIx53EvRMkTczL0cGW947NyOe6jp59ztXfXwj48LvA1cDjo9q4MaQ7ZscCpcnoYdIBB8ZVOS/43hkz0lX37nb3/a5drmbPjwe+PFw90lGHDv51Tr/uzze7mjEvHihNTP9r2TKuex5wAqXJqCtdHdY7qjVrvDEk6OWh/Kq4ItGa73sjj19/w9VDj/uXPf0UV2eeHlMsh2PIZ+tDuq3Svx8aaTJ6eFyOW3PdbfqVbZmQ6+ipvzl64RX/817yS0cD+hsBENLts2KB0qRsmNRkf2/sDpIm5t455OColi0Paf59/m143LGOLrnIbuw2987zL7ha9Jz/sQaf5+rEgVHlqgkNq48/cVU53/98RpqMuDyuL78yY4gCpcnVI1117Gh3H2753Lt3gqRJ2ZWOWrWK64GFjt5a4t+GI37jqs8P7M63Z4+57xUoTa4Z5Y3dby12teAR//OddrKjs8/0xu5Z1Yzdo0eYutuNIRs2eM8dv2XLzZLDZcPiCoXt7p1NG0MJGe+3tWgh9e5l12dM//vbs07ihwu/bciFjo4/LiZTdzN2By05PGq4tP/+dhw++jikuff4lz32aEe/uSSuHTtM/4sHSpOrr3LU3nLsth1HbMqtWhXSjHn+dTfSxLw7fLXLu3eCpIl5hnXqZNeXt2wJqfLOWKA0Mf3voIPsuK//LJQQIn6bkSam7pGo6e/B7z3XlHn3js22fburWfPj2rY9s3TrVkaaOGrdxq7upv8ZqRAkTcz75n771XzvmA/8ZR+ENP9+//OaSJOLfxnXF184iboHSRPzzdCunR2HTZtCmj4nFihNRg2TWhwY19y7nEBpcvVVrnr0sDvf11+7iTErSJpUXOWoc6eYXnk1pMcW+XM49wzzQ5fdGBIKObrvL47efjfox0pXhx9e83vP6BF2z0ybvpfrMua7z9w7QT8WjR4WV5tWDfBrUa4vtAGPl1dpYq7LRHGcdMLR+6RDA16r76lN/e78y6KMv5mErzdcc5luuuO+aiNNmJ7D9BzTeUykyeBzQ4kXYBMuGRRpYpZ87dDO0Zx7IoHSxPxaeXx/V8s/jgX+4mKkyW/HhBMPuKkzg5femzDGC/F+6dWY/rwwONLk178MJz48TN2DpMl1o8MykT5/fjBSTaSJ+bXczmTv3estGxgkTSZeE9YPetv9imA7rjz8RDQ40uQXrk4fFNLKVXFNmREJlCYm14AJfb359kigcDS/0h3Z147Dtu0e96CXB7Nco/lYsdlYctijZJatvGV6JPDlYSJLDstEmoy6ImzTrRJlHns6qqeqiTQ587SQ9bFsCjI9p/in5/z7zZjuvM//ufOTgY6uvMS+/7F6js1d45Vheo799Jz1G+O6dVYkUJqY569577HZmJ4T0lFH2L33mMieqTP31vjes+gf0WojTc4/0/65Uzk/EhhpUj7MRHi7en95LBGl77eZCFvzXmp+CCrEzcwaMMt1B0mTCRXhBokSLERWda1T3qWJicy4/5HnNLF86L7VaOpa2frYLzXSxKyeQ04TV2/+J6bZ1UzPGT3M/sXHpg0/XR3X1MpIYKSJeYiZXwBumxUJjDS5ZqSZYuDq3fdjur2a6TkTrg5rxw5p2qxIYKTJ2PKwevVw9PcXonro8eDpOUgT6YqhSBPTx5EmVe/0Yl5yeMl7cb3+VsAvnz0dnXay3UuiIUIiWJsngFcGaYI0Se0tSBP7ewdpgjQhp0nm/YI0QZrYj6L+JfMqTUxOk/IbpmnpByt9z35U356qvGmcWpuJcgWypUsTVs9BmiBNlMiDQaSJZOb2EmkimV9crr/WXpYWszR55d8x3bPA/5enn57o6DdDwonpAF/55DFKPtZMHoUmTZAmtXnMI02QJkiT2twx35dFmiBNkCZIk1QCZloykSZ1G09T98qrNMm+evV/hHRpYmpg/u33N89PVMZM2/njxOH7omaYnsP0HNMvmJ7j3atEmngciDSpOnY3dmmycXNc9z8UlUlul76Zl1eT5NWEeBNpYv9MR5ogTZAm9vdLakmkCdIEaYI0QZrUbfysbi+kSZZMbaWJyVew62v/BERNwlK3ro7Mi7fJbRC0eo7Jh2F+6V7waDRw9ZxLfxXSKSe5iQSBJtdFUEK08VeHE6vnmHn/QavnmBUY+h5OpAmRJkSaJIcJIk08EkSaeBySkSYbNnnz4v3GbjOVcGxZWAd3QZrU5nGLNEGaIE1qc8d8XxZpgjRBmiBNkCZ1Gz8bVJrs/mZPYtnep59/TZ07ttXsmyeoS8d2GUv55v7S6ueIttLkX2/EdG9AiPeJJzj6zcVhpMl3TUZOExLBmq5AIlglxCaJYGs/lucyEazN9BykiSsSwUplV4Z03LF2OW527TJLS0cCV88x0wBNEu9/vhKtdsnhoYPD+mxDXLdWk8TbiP/OHe2yF35skglOjwSunmPygJklr202EsGG1aObHXcbnrZlkCZIE6QJ0gRpYjti2pfLe6RJMpHqWacO1OTKBbp08M/Uq3sXmVwhDz35YpWpLvbVLpySttLk1ddjuusB/3nxJw10dMUlSJNkqyJNkCZIE+9uQJrUbaxHmoTU5zBXb7wd05x7/J87rJ5TtW+tWeslIA9acthEerZva5anj+jN//hHjZaKNAmHpLeWxPT1bv/78/Cejg452BHSBGnSvq0n/ju0t5NHZuw2K4D4bWbJYSPtIhFv5b3VazPvQ9M3TSS1iYa02Vg9x6NkVg000elmRcb0zUTYmjZseZA0dUYkcMnh68pYPcemz+WrDKvn5Ivs98fNqzQxiWAn/WmuJlYMTUSXpEoTs6rO5JkLdOPvRhZUItjaIkeakNPE9Blymnh3DjlNPA7kNKk6kjb2nCZEmhBpYnp8qUiTkKvEh+3K1ZkfrWY5zt+O8ZaLR5ogTZAm3rPQRByNLw+reXO7r4zXF8c0915/4X3CAEcjLw/r8y3elP7NWzKPSaRJJhNWz2H1HLu7L7hUg0kTIk2+bxQiTap2UCJNiDQxPYLpOVUjTUy02uJ3/H/hHnCMoxNPcLVqbVzTZka06+vMQb9zRyNzwmrbxtH0eREtWep/rIrhIfU/xtX7y2OaVun/0kZOE48vOU08Dr86H2mCNPH6AtLE43BAcy/Cguk5RJogTTLfR7Z/IU2duVcm32P6lhphu+gfUT3yVMz3K/b8s1ydf2bI+jsYaYI0se4sAQXzKk3MOZOr0Uy69lLdMf/RxPScNq1aJJYiHnLeIA0+++Rsr6FB9yfShEgT0wGJNPFuQyJNPA75iDR5+tmoHn3a/+XhgrNdnXdGCGny3dPAdnrO51sl+bujxNSoAw6QyGniQX3s6aieeta//yFNPEZEmiBNki+kSBOPBJEmHgciTap+qiFNcv/pyvSc3DNNP2LepYk5oYkquXLsTVXOffetN+i4fn3yf4V5PgPSBGmCNPn+JkOaIE38htxCnJ4TjUl3/jmqdeszrYnrSsMuDcnMoUeaIE06dvCitMhp4uWUYHqOo4oRYW3d5k2P2Lg5c9RDmiBNUnsF0gRpkufP0cRKqGbaZNznh6CePRxNqCDSJNs2qBdpkm0lC3l/pAnSBGmCNEkfo4g0qUqkUKXJlOkRfbom8w3DfBROGOMlE0SaIE2QJl4fOLQ70sRw6H800iR1hF+7Lq5psyL6cmfm2zqRJh4TpAnSJN/fskiTfBOWkCZZMkaaIE2QJkgTpEn1AynSJKyDuzj6y8MRPf+y/3ygyy4KadBPXH2yMp5YGcKsEJG+de/qyCxF27Spl4jTlPXbfjuG1XOaNZXGVYTVs7vdKhqsnuP1JJslh4k0QZogTTJHXjMem+W6oz6pwJAmSJMsPzdr3B1pUiOirAvkXJqYFXNMvpKlH6yssXJH9e2pypvGsXoOSw5X6SskgiURrOkQJIKtmgiWnCY1PlL2FbDJaWKm5xBpEraGSk4TpucQaeLdLkSaVB02iDTxeCBNWHI49c5Y9mHcd/qvKdOurRlHXOvnr01BpIkNpezK5FyapFdn6uyF6tG1U5WEr7u/2aM/TJ6vi84bVPR5TYg0IdLE9HkSwXp3PjlNPA5Mz6n6JCDShEiT2r6qvPNeTHfM9V+96ci+TiLHyBc7pKmVEa3fkBlxQ6SJR7xta2lseVidO9pF3BBp4nFb/E5MlfP9+x/SBGniN54hTZAmqf3ihZejeuBh/+Tpp5/i6uIL7Vf+sXl+Ik1sKGVXJq/SxESdTPrTXE2sGKpe3btUqSlLDn+PgyWHq3ZiIk2INDE9gkgTIk3q+ngj0oTpOUgTpEnq+NHtYCcxXavFgXajCtIkrF497EQbkSZen0KaIE2QJnbja7GWajBpsmL1ek2euUA3/m4k03OYnlPl/kGaIE2QJt4tYZa9HVceTiRgZHqO/WMWaYI0QZogTZAmmWNmn8Mc/XZMWDt2StNmRnynD+y/vxK5k5Am3vO3Syc7eYQ0QZogTezf04qxZF6lSXIazsABR1SZnmNAmUiTKbMXktNEEpEmRJqkEhh1BdIEaYI0yeaBijRBmiBNkCZIE6RJTc+R9RvjunVWRNu2Z5Zs3QppYqgc0sVJyKOWB0lTZ0S07CP/BOTXlSFNkCY13XHF/fe8SpOkHJl041zNvnnCvik6yWSxQ84blCFTig0nOU3IaWL6LDlNvDs3HzlN1m+Uvtzp/5BuEpZ6Hmr3K5Cp38NPRPW35/3nmF78C1enDwpp5aq4psyI6Ns9maOReXkwv8Ad1EK6+faIzBxSv42cJlWpkNOEnCa1fbaT0ySsw3o6+ucrUd3/V/8x62c/dTR0cFifbYjr1sqItu/IpExOE48J03M8DkSaVL1HkCYeD/PeM3VmRN986//egzSRDu/lJKaNO5avnOQ0qe1Tv/DL512aGAR+K+rcfesNRZ8E1lwb0gRpgjT5fqDLhzR57a2Y5v3ZPyHfj49zNOIy+xVAkCZhtW3jaPq8iJYs9Rc+FcND6n+Mq/eXxzSt0p+7eXm4/lp77kgTpEltX4eQJkiT1D6z8LGonv2nvzy65JeuTjs5pBWfesJ7z97M3oY0QZr4jUFIE6SJIVA+LKQB/Wp+70Ga1PZJ3rjK14s0aVzIql4N0gRpgjRBmqSPcUSaVCViI002b4nr7Xfi2uvzwdN0f6n/MU5C+NhsTM9heg7Tc7w7hUgTjwPSBGmCNAl+ehJpgjSxebcq9TJ5lSbVrZ7TWMAjTZAmSBOkCdKk+hHdRpqsW++FB3+5M/NY7dt6y6Z2bI80MdPDmjaVJt8RSazW4Lf9dgzSBGmCNEm9N5AmSBOkCdJk8Tv+z0wiTRrLV3l+rwNpkiVfpAnSBGmCNEGaIE1MMsGt2zI5mGSCY8uYnlPbRy3Tc5iek9pninl6zkuvxmSmmfpt/3W8q5N+7Nb29qi2/NJlMd02239qJTlNqqJjeo7HI5eRJh98GNMTz/j39549HF10QUjbv5CmztyrDZsyu3LqqoGL/hHVI0/5H+v8s1ydf2bI+t6pnB9RsUqTp/4e1fvL/YXPz08J6dijnUSOPfNjStynmOE+oSIsszIWW90J5FWamGpNnb1QJ51wdKPIX+KHGWmCNEGaIE2QJkgTpIn9y6vNKwvSJPfSZNPnUiTiT99MgWvbRvrYvHhPjyjm851ilj6fcHVYIdeLdFq5OvPt3CRJNEva/qC3o3+/GdOd9/l/vP9koKMrL7HPi1TM0uTJZ6J6/G/+H36Dz3V19un2987GzVLUH2liiXojaZEm4UTSTpsNaZJ7abJkaUzT5/l30qN/6OjaUeGilyYbNkoxf4ehgw6UWrSQcpkI9u4HIvq/1/1POPzSkIx8RZrY3PHZlcm7NFmxer3uf+Q5TSwfqmZNm2RX2wLcG2mCNEGaIE2QJkgTpIn9h5/Noxxpkntp8tDjEb3xtj/9X57nauCPXKTJd3gWvxNT5Xz/D7/+RzuqGBHW1m1xTauMyIiM9O2A5t5ytT26OcqlNJl/f1QfBCz5+pshro7+oYs0uRppYlb4Gzs6rG6H2MmjXEaaNHZpsutrae69URnhlr412U8afllIvXo4SBObB32RlcmrNPFbNSeVz1F9e6rypnFq3bJFkWH7vrpIE6QJ0gRpgjRBmiBNkCZlV4Z03LF2Uy127ZKmzIxozbrMF+/99lNiafNcLzl874MRvfwv/18rr7wkpJ8MRJokR7JClSZ3zI3onff82/DqESZMH2kyHmkipEnmO0mupucYaWJW6Vr7mY80aSKNLw+rd0+kSdF+2FdT8bxKk8YILP2akCZIE6QJ0gRpgjRBmiBNkCYS03O8sTBfkSZIk3BiitktMyJavTbzozUckpAmQpr4vJIgTchpkq2XQJpkSRBpgjRBmiBNgqSJWd3k3WX+vwq2ayOd/F+utm33QrxrSoj29LNRPfq0/7z4C852dd4ZIa1aG9e0mRGZX0LSt84dvXBds2zv9HkRLVnqX6+K4SH1P8bV+8tjmlbpH55u5otff619PgJWzyERbG0ftUzPIdIktc+Q08SjgTRBmpwwwNHIy8P6fIv37rB5S+boSqQJkSapBEgEW9s3EP/yeZcmJhHsnX9ZVOXsIy45W+PLhuTmChr4KEgTpAnSBGkSJE3efjemmXf6i4d+Rzkac1UYaXKqm8imz5LDIQ36iZtYRtj8iuqXsLN7VycxbYMlh52EAPxihzS1MqL1GzIFIEsOe6NS29bect2dOzpiek5YLQ60e2lkek44kZfBZlu7Lq5ps4KXize5XTrUYrl4k2TYb+t9qJeImEgTpInpHw21eg7Tc2xGhcZZJm/SJJnPpFuXDvrjxOH7ksDu/maP/jB5vtas31wQ+UyS9Xn6+df2tfDdt95QZbWfRxa9rN/fPD/x93NOG1jlepAmSBOkCdIEaVL9A5JIEyJNavsKRaQJkSapfYZIE48GkSZIEyJNvHsBaeJxYPWc2r5d1L183qSJiTAxW1BESU1/r/sl1W5PI3fuWvA3lV9xYULsvLlkuSbdOFezb56gXt27JP57yuyF+wRPer2RJkgTpAnSBGmCNCGnCTlNyGlCTpPkSFjbnCY7d0pffOk/jpo8Me3bSfs3KW5pYpZpjQQsl9ysmWSmrH74STyxnLXfRqSJR6W20sSs7rR3r3/fMn2qQ3uJ1XNCGtCv5mnJE68JJ6Y/kwi2dt/ajaV0XqRJMnrjovMGVYnYSIVmZMRDT75YJWqjEKAmI2QmlA1J1N1Ikh5dO2nw2ScnqpcuUZAmSBOkCdIEaYI0QZogTZAmSJO6ShOT1HT2PVHt/iZzLO3UQRr5m5DatHaKOtLkzwsjevtd/2fFr3/pJlaeQpp4fF5fHEssa+u31VaamCWvX/g//xxm553h6NSTQkiTYUiTQvgGL/Q65EWaGPEw6U9zNbFiaCJaw29bsXq9Js9coBt/N7Kglhw29frvG+fqfyeNVJeO7RJTiQYOOGKfNEn9u7k2pAnSBGmCNClVafLNN9KKVXHfX7HMr6Mm+ayZy57L6TkffRLX17v9H61tWkndujqJF+9bpkcU93lPNAnRJo4JKxqTpkyP6NM1mYVCrjRhTFgm4e0r/47pngX+L68/PdHRb4aEtWFTXEgTpAnSBGlSV2myak08sQT1bp+xrUsnk8On+KXJvD9H9Npb/h/vV/0mpIE/Qpok+08upcnDT0b1t+f8k8gPudDVz09BmpQjTQrdVxRE/fIiTYo10iRZ76Qk8buOdGmy8+uY7pgV08rVmQ8C89Ew/uqQevaQ3lws3f0X/xfvkwY6uuQiV5s/l+6YE9XWbZl9o1VL6ZpRIXXuJD38RFzPv+Q/AP76lyGd+GNp9Rrp1sqo9viE5HU72NE1Za6aN5duq4zpoxX+D7FxFSH17im9s1Sac49/3X/Uz9Hw37i+Hyd17eFrP5NumxUNfHm4ZpSrli2lynkxLf3Av+5XXxXSEX2kDz6Ups/1r3vfwz0OO780Ia+xRCLK9M0kE7y2LKRuXaV/vhzXX5/w53726a7OPcPRZxuk22dHtfOrzKs3IZBjRoUSIah33x/TG28HvDxcHtKxR0srPzUhgP51P6yno+tGu/rmW9NnYoFL75k27NFd+tfr0v0P+R/rlJMdXXSBq42bpDtmR7V9R2bdTTLBMSND6thRWvBwTC//y7/ul1/s6oTj7JLHRaOmnWNa8an/sSaYe+dQ6e0l0p33+df9x8c5+s1Qu/5navXEorieeSH45eGnP3G0dq0Sq8Z8uyeTwyFdHF07ytWBLaRbZwbfO9eVhXT4YdJ7y6TK+cGJYEdd6eqLL7z7Pmj1nGtHh9TtYOnZF+J6bFHA6jlnuTrjNEdr10u3z4oGrp5j+l/rVtKcu2OBq+eMHhbSUT+UPvrEuw/9NiMTxla4+mqX6TMxrf0ssw2bNDEJKEPq3lV6+dW4HnzUv+5nnOrqgrOdxPWb8325M/OM7dt6944JUb9/YUyvvu7fZ8zc3gHHmlBjaeqMaKA0GTvaTUiT22fFAqWJuXcO7SG9/qZ074P+HE4+0dHQwdWP3Ya3uXcSY/fjMT3/sn/dL70opP86QVq1Rpo2MxqYCNaMfyYR7K2VsUTSWL8tee/8511pXsCvlcf3d3Tlpfb3ztN/j+vpf/i34S/Pd3XqyXb3vc1zwXW9e2fGPH/uR/Z1VHGVqy+/lG6fEwtMBHvd6JC6HmJzRmn9eum22dFEn07fOnbw2rBtG+mu+2J68z/+3EdeEVK/o+zOZz6Ob58d05p1mcfabz+z0pU3dr/6WlwP/NWf+89+6mjwed+N3XOCx+5rykKJEPy/PBzTKwFj9xVDQzr+R9Knq717J+ZzykO7O7q2zJWRiqb/Bb73VHhj91tvS3c94N+GPxno6NcX2fe/x56O69l/+nO4eLCrk//L0eq1ZlwOfu8ZM8rVAQfYtc/S96RZd/vXvf/Rjq66wtX27d7YbaY/pG9meo55d+h6sPTMc3E98Yx/3X9xjqvTT/HGbvPOFiRNxox01aqV7LC6dgAAIABJREFUNPuumN55z7//lQ8P6cgjpA8/MveFf937HObo2tGuzHQg8+7g996z//5e/zPvPTbbBvPeMyd47Db9r11b6d6/xAKlyYjLQurfr/r3HjM9x9TdJII17w5BSw6b544Zu807uBQ0LsUTz4fke/e27ZlXasbua0eF1KGDDQVplbl3ZkZl3m3Stx7dHCXHbpujvf2OdOefgyNNrvi1q61bvf4XtHqO+WY4uLP05DPxQGli3v0GneS999w6K5p4p0zfzHuPuXfMijzTZ8e07CP//mdY/eBw6f0PFJgA/+gfOho93NWOHd67cuB7j7l3DpGeezGuR5/yv3fOP9PVmT9z5F+bqldh+sKd98a0+B3/0kZ4H32k9PEnHofA955yN/F+ZcbuoPce89zp0U36v3/HE2Ou3/azQa4Gn2tf9wcWxvR/Ae89w34d0o/6S5+u8r4Zgn4sMmP3gc1dm+5HmQACeZEm5lw15Syp6e/13WJJQdKpQ5t9eVjSJYqpU7o02f5lRJXzFPjyMK7CVbdDYvrPO67uWeB/85iXh4t+IW3d6mjGvFigNLn6Klcd2sf1xN+k51/yv/HNC/zA42Nat85N3NRB0qTiKsnMIZ0xV4HSxHyU9+ge07IPXM2917/uA/o5uvwSKRazGbbsWnXjRjfxIhz08lA+Qmp5kDT3bgVKk4oRrg7rHdMnK9wEU7/NSBNzLPPyUDlfgdLEvKwcfHBMr7zq6uEn/Y911s/M4B3Txk2ups+NBUqT8hGu2rSO6/4HFShNRlzm6sgfxrRmratpM/3PZ6SJaUPTvjPnKfDl4bpyV10PjumNxW7gi/cpJzm68Bxp8xZHM+fGAqWJqXv79nE9/LgCpclvLnY0oF/c6iEWizmJugdJk8S90zWmd5e6uusBfw5Gmgz9lV3/cx1p0bOu/h4gTczLw4k/jumz9W7iYzpImlSMkA48UJo+J/jeMS9HPQ+N6cMPXc2627/uZvWc4ZcpsQJI5Z3xwJeHa0a66twlpn++7OrxAGliXh5OHRTTho2ups+JBUqT8uFO4sV7/n0KlCZlV7rq84OYPv3Uuw+DXh7GjJK++trISwW+PJiH9CEHx/Tqa64eesz/WD8/xdU5Z8S06XOv7kHSxPS/tm3jevBh6V9v+I83RgIcc2RMa9d5907Qy8P/396ZR01RnH371z2DihGRfVFEwQWNKIILrqCA4KNoQhKXaKLiwqIxLsEv5js5OTk5X/SAaN4EQaISjXEj0dcl7OJuRHENLriAIgqCrKKiMst3atqGYab6mZ6Z5pmFa/5Rnum+p/q6q+6q+nXVXZdeZOqM13aCVpqYtmNi98uvubrrfnvZzUTtR6dJq1Y7mni7PXabgbcpe4d2aT08XXo8QDQxy9OPONyL3X+6JRUomph2bwQpE7uDRJMrTdn3TOmNt1zdfpe97If3dnTumeHbzqy5rqYHiSZDXR13jJ13uKi/9VUx19XCd83A2152I5pccr4ydWXi7QoUTcxAv3Mnu43ccq1Y4WjCrelA0WTUcFetWqV1133SSwGiyUU/d/X9A8L93jffePEvSDQx4myXLim9MN8NHHgP6OfotJPTWvmZq4m3BcduIzC1bZvWvx6Snnk+WPDu3ctMBLy2EySamD7TiCam/gWJJleY+tclpdcXuLojIHYfc6SjM4aFr3//nulozpP2sp/xQ1dHH5nSx594sTto3DPSjHt2CjdWWbjQ1eQ77b40osn550hr1zuZlzdBookZO3TqlNLcJ1w9Ostu6wcNrvof78VuM2YLHPcMV+Zl0e13KVA0GXmBq/33S2nRYm8cYvsY0cTEkA1ferE7SDQxfdjuncPV5ZUrvXFWUOw29a9167TumWq2nQQJ3q56mti91NWNAeMeI5qYshvR5OZGxj2m3zFtZ/FiV2+9a49ARkzo0yulz1a5mTgTJJqYcXebNuE4fGLazqRUoGgyari0w47h6t+CN11N+Yf9d832nJ+eIa1Z69W/INHElL1jh5RmzHE1c67d1o9Pc3Xs0d64x7wACRJNRl4o7bqLdMvtChRNTH3v3i2ld95zdcsU++8Z0eSinysjeN98W/C4x9jq3DmlJ59x9dA0u61Th7ga2D9cvxNzHd1xj/RKgGhyyXmuDuiR0gcfeu0waNxz6cXKbKEz8S9INDFtp8seKT3/ghv4smhgf0dDh6QVZurkuo6mPqjAl0Xnn+3qkIO9sYNpO0HjHjN23W3XeCldMvd8R2CbiSa1cnqO4WATTPwaQk4TV/NfTWlywBsXs9Jk5AXRNsIPlqQzx0gGDR7M8XVmIvI/tyQCRZNfXBzTIQe5+u+bqcA3LkY0McfXGcXbHJcXtNLEHNdojt6b9XhS/3zYHkzNSpNhp8YyA+CbJiUCRRNzTGb7to7+emciUDS55LyYjujtauF7Kd0wIXilya8ui2c6uBsnJgJFE7PFwAgsTz2X0l1T7bbMG+Kf/iiemXiYsgetNPnlyLjMMuG77k/oqUbeVh53VDgl2yQmM0erBokmJuHW/vs4mvdSSrcFvHExosmF54avfw88ktSMgMHDmT90Nai/t0zVJPkKEk3Mka/mjcvYPycCBUfzlu6gA1zV+5HDZkWVqX9Bg4erR8fVfe9ot+f87Z5E4ODBvK086nBviTfbc1y9+EoqcJWgWWlyyXnh285D05L69+zggfeQAWzPYXtObWzPCdreZ8Z98ZgnSjb1kcNsz4l+e05jWyv7H+Po3DPiWvapt7UySDQx400z7gnzMSL2uAmJQNHkqlHxzArvMB+258RlVrZNn5PUg0ErTU52ddqQ8P3OpCmJwJUmbM8JUyu5ZpuJJj7a7ON6/b9deHZD4Kk6Te0S22qS7DJweg6iCaKJZLbnIJpIZpkqookyuT6uuTyeEQcRTchpYt5WIppIiCa1IZqY7Xa2FT5m7GdyPOzX3UU0MYL3XuHEgqXmZdEticCVJkZ4MLmtmjqnCaJJXHvu4YicJt6sDtEkLrP1jk/pBLa5aFJ60ZrmTrPdZsQ147V8xeqtfjBb2MkWfk4Z0HerE39IBMtKE1NxWGniNR+zL56VJt5+cFaaSKw0UWZV3BUj4tq9s6N7H0gE5jQ59ycx9T/WzWy5MSuwzBL03E/XLp5oZ3KamGM5g7bn/OqymHrsy0qTK0fH1a1ruInfR0u9FY5BOU3MKsF2bRxNviMRmNME0aQ2RJPGVgleNTqmA/dHNDFxBtFEYqWJ97LIcDDb4m+8ORG4Pcfkcut5oKvXFqQ0ISAfldmec/klca1dZ164bArclmx+j5UmW0YAd9yTCMxpYnK5HX2Em1n5bMYFQdtzzHgM0aQ8bWG7F03KwydOz2F7TqYKIZogmmTHEkQTb4k7ogmiSal97OtvpPSXgCTeJqeJETFMPiAjdJithbkfk8Qb0cRbJWhWS3bq4Ojv9ycC81Gdf3ZMx/Z19Z4ZeE9IBOY0MVtaTU4TMzgPymlito6arZXPz08FJvE2udzOPzv89rCpDyUDE8Ge/SNXA46PZbZ6mq2VQTlNTH1osUvjWysRTZSZWCGaeLEb0QTRxO9bzApbs23cJII1cSZoW7LZhrVPN0ePP53UPQGJYAed4OrMH4TfWoRoUupIItr7EE3K5MlKE1aaIJpsaUSsNPFYIJogmvitgpUmpXWyiCZePqonnknq7kZOzzlrWFyfLE/rT43ko0I0kcypgYgmkkkEa0St9RvMKV32XG6IJl7MQjTxOLDSxOOAaFJaX15PdyGalOlNRBNEE0QTRJPcMIJogmiCaFJe54pogmiSXYNYaRJT61aO/nJrIvD0nEsvjOnQg10teCuVOT7b9kE08aiQCNbjYHL4nHSClwDf5CcLOj2H7TmIJuX16PVxN6JJmX5ENEE0QTRBNEE0yd8ewfacLW8ryWlSfEeLaIJogmjiETCntxghHtHEO/HQ5HsyeZ+WLM3vd8zpR1ddGs+sCiARLIlgs2MIiWDJaVL8SGTrOxBNyiSIaFKcaPLVV1Iy4Jh615G+t7PEkcMcOWyaJUcOSzs39/ZUm4Ro02Yn9b/T7Ee+nt7gaujgmD5cms4suTZ7bnM/nTqYbUNxtWntaMJtCb22wN4QRw+Pqfchrt5cmNJNk+xvKzk9x6Pb7xhHPzuD03M4PcerDySCJRGsH3fNWMbE7r32dPTozKQenmGP3cNOddUwKCaOHObI4ew+myOHSQSbXR/IaVLmZD2i2xFNygSJaFKcaDL36ZSenWcfPPQ/xlW/Y1xEk/MQTRBNvMCEaOJxaNfGS2bZoZ2jv92T0HMv2AWfC8+N6ajDXb3zflo3TAjOIj/msriSKWn8hIQ++Cjflkl0efVlhd9WIpp4/kE0QTTxh1KOo0zODBLBIpr4sZsjh5URz0yC0J13DjfpQDRBNEE0CddWmvIqRJMyaSOaFCeaPDwjqUdnNv7GhZUmiCaIJogm2aEZ0cSjwZHDHgdOz/E4DOzniESwEqfnePWBnCYS23O8urBrC29l6Z57OHrg0aRmPGYfd5PTxOM16oKY+vQqvMKW03PKnDTX+O2IJmU6ENEE0cRUIY4c9hoSp+d4HEgESyJYv2vh9JzSOllympDTJLvmkAiWnCb77E1OE9Mmjuzj6OKfx/XZqrRumpTQylX5MRbRJJ8JOU3IaVLaaGTLXYgmZRJENEE0QTTZ0ogQTRBN/NpAIliPBKJJaZ0sogmiCaKJR4BEsB4HRBOPA6KJx+G0k12dNiQWuoNBNEE0CV1ZAi5ENCmTIKIJogmiCaJJbhhhpQkrTfw6gWhSWieLaIJogmiCaJJdBxBNEE2y6wOiiUdj+DkxHX2Eq3cXpTXuL8G53K4ejWhS2mhky12IJmUSRDRBNEE0QTRBNOHI4T/dktDqNfkdCqJJaZ0sogmiCaIJogmiSX78ZKUJK02yawWiSWljjFLuQjQphVrWPYgmW0STdeuDYTZvLu24g0Qi2Ljat3X01zsTevEV+wkgl3B6TqYiceQwp+f4EYVEsB4JEsF6HIpNBLvhCylpPz1bjiu1bCF9tDStGycl9MWX+f1Yh/ZeUsV2bRxNviOh+a/aY7d/5PDGjdI33wb3h7u1lL78Uho/MaGPPs631ayZdNVoRBNEE0QTRBNEkwf/bU9iy0oTr24gmpQ5kS/idkSTImDZLkU08UST1WvT+sfUpPVNqzli7ac/jmnP3R1Ek5GIJn472rRJuuHmhBZ9YJ+AIJogmiCabN3rIJqUJpo89VxSc5+2x5nj+roadIIbqWjy7qKU/jHVPtA3PjRHYyOaODr/7HjoERiJYEkEy/Ycr7mw0sTjgGiCaBK6A4noQkSTMkEimniiyao1ad00MaEVn+UD3eV70pWj4pm3pKw0QTRBNPEI9Orp6LKL4lqz1suAv3xFftvZubnXdvbu6mja7KT+d5p9InZ6g6uhg2P6cKnXDr/8Kt9Wpw7e2/I2rR1NuC2h1xbYJ5Gjh8fU+5DCR+9dc3lc5g3+jRMTWvoJ23PYnhM+IV+YbjfK7Tkz5yb1r0fsbWfoYFenN8QiFU3efjel8Tfbl7bs283R//llHNGkryeamJU9K1ellba4x3Gktm2czPGpiCaIJogmiCbZfYcvmqxfr8yL27RlSOO6Uof2jsxYikSw5DQJM/Zo7BpEkzIJIpogmpgqxJHDXkPi9ByPA4lgSQTrdy3kNCmtk0U02T6256z4LJ0RcW35gIxYculFcXXp7CCajEQ0QTRBNLGJJkuWpnXzbQl9YXlZ1KGdF0PatnYQTUgEW9pgJOsuRJMyESKaIJogmmxpRIgmiCZ+beDIYY/E9iSarFiZzmTwT1lWDey4o8lF4sqsPHz59bS++MK+0qnrno726uII0WT7EU3MSrtVq/MHYy13la4YhWjCkcNe3UA0QTQJEk1MDAnKR2VW6yKaOOL0nDIn/JIQTcpkiGiCaIJogmiSG0ZYacJKk+1xpckHS9Iaf3NCX3+T37Hu3snJbDUzSVBNwtW3FtpFk8svieng77uIJttJIliz0gTRJKYPP0pnEgObJMK5H0QTRJPsOkFOE4+Gvz3HrDRBNOHI4TKn86FuRzQJhSn4IkQTRBNEE0QTRBNympDTJCZEk5gOP9QVOU3i2n8fR8/PT+n2f9hzuxz7XU4TRBNXDYMQTS76WUx9D3P1zvtpjftLwjroruRKk8efSWXKZvv07ePq0IMdvb84rXETEtaTuvba09FVo+IyByOE+bzwckq3/t3edhBNEE2y6xCn54RpUdFcg2hSJkdEE0QTRJN80eSrjdLGr4MbV5tWEqfnkAjW1JDBJ7r6yekxfbwsnUkq+/mG/HrDkcMek2o/PQfRBNHEJG/91WWIJt/b2UvibSbLj85M6uEZ9kTEw05FNDGxrdpFk7v/ldATz9hFk5+dGVO/o93QosnqtcFjo512lEzdQTTxEuBPn5NUoSOHWWkS09FHsNKkzOl8qNsRTUJhYqXJ5DvsivdhvRBNEE3yRZPFH6Z1x71JJS3jRLNM/4KfxhSPceQwp+cgmvit59yfxNT/WG/gbY7iTlhetiKaeLQOOsDJnAS1br231WfZ8vzJTPOdpCtHx9WtqyNOz4mrUwdHf78/oaf/Y5/4nX92TMf2dfXeIu9tuS0vjZnEXH1pXDFXmdUAi5fk20I08eoooonHwQjeRjxq387RbXclNO8le/3bnkSTv/49KTPRt30uODumfbo5iCbfnRqIaOLVkjvuSejZF+x1hpUmZU7ki7gd0aQIWLZLWWmCaIJoki+avGcmfo0sUzUDb0QTVpqYmsNKE6/9VEo0McdTmwSutkmymQCbI6pNHpKHpiX179n2t+U/Ps3VkAFszxlxPitNEE0QTbLHyogmHo3s7TnX/08iI47bPmN+4a3SYqUJK02y6weiSZmT9YhuRzQpEySiCaIJogmiSW4YIREsiWD9OlHtp+esWp3Wn/+a0MrP8jtDc9LNL0bE1XUPB9FkZFzt2jiafEdC81+1T3gQTSREE0QTRJP8WIpo4jE5+PuOLr8krrXrpBsnbtLyFfmsdm7urU5ie84WNogmZU7WI7od0aRMkIgmiCaIJogmiCYkgq3VRLBGNDEnD6wIEE3MFhdEE2W2AyGasD3HxPreBzsafWFcq9d4befTlfkDSbbneExYaeJxQDRBNMmOEoNOcHXmD2KhZ6CIJqFRbdMLEU3KxItogmiCaIJogmiCaIJowvYcVpqw0sTvCxBNEE2yxwWIJogmiCZlTrir4HZEkzKdgGiCaIJogmiCaIJogmiCaIJogmiCaLJ1b8hKE1aaZNcItud4NPyVJstXpPXIzJS++ip/MrprC2noYDeTRJmVJmVO1iO6HdGkTJCIJogmiCaIJogmiCaIJogmiCaIJogmiCZJy2GTrDRhpYltpckny9KZE+DWf54/GW3bWrpiVFwd2yOalDlVj+x2RJMQKB+c/rR+O3ZK5spTBvTV78cMV/Oddsj8G9EE0QTRBNEE0QTRBNEE0QTRBNEE0QTRBNEkpQm3WZQjEsFubhz+ShNEkxCT8Cq6BNGkgDPmv7ZQ4ydP1aTrr1Srli104+SpmTuuGnEGoomkw3ohmiCaVF40+eJL6dNGjk01CRzNsakPPJLUjLn2Y1PP/KGrQf1jWvxhWuNvTuibb/ODwx6dHV01Oi6zbHLsnxN6d5H9FA1Oz+H0HL/21MLpOSSCjemjpd4bPxNLcj8d2pMI1jAxp1mY4+JjrjTuLwktXpIf/zg9x6s95DTxOLA9x+PAShOPA9tzPA6IJlWkhBRRFESTArCMSLJXl44a1nB85spcEYWVJogmiCaVF01WfpbWTbcktGp1foNuuat0+Yi49tzdQTQZGVeb1o4m3JbQawvsgs/o4TH1PsTVmwtTummS/W3Rft0dXXN5XBu+MMcGJrT0E1aasNKElSasNGGlid8DIZogmmSPRhBNEE2y6wOiSRFKRRVdimjSiDM2fv2tfjduivr2OXCzaLJoyTL93+tu1f+79mJ179qZ7TmsNMnUoIZBroadGtNHH3tHEJrJZO6nfTvvbWX7to7+emdCL75in7Recl5MR/R2tfC9lG6YYJ+07tvN0a8ui+vrb7xJ65Kl+bbiMenqy+Iy1z71XEp3TbXbOvF4Rz/9UVzLlntlX7s+v+xtWkm/HBlX546O7ro/oaf+Yy/7eWfFdNxRrt5bnNYNExIKWqZq3laa8t1wc0KLPrDbGvOLuPbfx9G8l1K67S572Y863NGF58ZlRBPzljhINDFlRzTx6h+iiaMxl8WVTEnjJyT0wUf59c+8STdtx4hDzzyf0p332etfv2Mc/eyMuEwyN0QTRBNEE0STehNN3lyYtori5jk7tpN6HexqqRn33JLQ5xvyxw6sNPGYIJogmiCaVJH6UWJREE1CiCY/Gdpfh/fqkbkyVzT5bO0mzZrjZgbNeR9HOu1kR23bJbR4UVxPPmufHB6wv6Njjk7q83WOZs519LklIdAu35MGD5BatU7phfkxLXjTbuvYvo722z+h1Z/FNW12WomEZfLe1tHgQSntuKM0c7arj5fZbZ06xFX79pu0dGkzzXnCvqVhn27SCf1S2rDB1azHpLXr8n+v+U7SkEFS6zYpvfZaTC+/Zv+9I/o46tkzqTWrXE2bI337jWXy3trRSQPS2mWXlB6bG7NOeMxdQwa56tRpkz5dHteMOfbf23MPwyGpL79yNWeuo89W2d+WNwxy1KZtQm++Fde8+XZbvQ921Lt3UmvWuJoxR9q4Mb/su+0mDT4xrV1bpvXUM67efd9e+Qb0c9W16yatWhXXI9Ptv2e2iRgffvutNHuuqxUr7RO/U4c4atMuoffei+uZAKHjoAMd9T0iqbXrXM2aI+vydLMd5aQB0m67pfT8vJjMQMr26Xeso+7dvfr36My0UpZq07GDo8EDU3JdadZjbkassX2GNjhq1y6hDz+I6/Gn7dfsv6+j449NasPnHndbMi3zxm/wQKl165ReejkWuMLi6CMdHdAjodWr45o2M61NlrbTzrSdgWnt3Dyl6bNigW2nYbCjDh0S+uTjZpr9uL3t7L2Xo4EnJLVhg6PZcx2tWZtPwbTRBtN22qa04L+xQKHtsEMdHXJIUmtWu5oxWxkxLffTupXxYVotWqT1+JOxQLHqpBNc7d5lk1auaKZps+xlN/WvYXBSX33tavYcRystbScelzL1r01Cby+M6z8v2H3Yq6erw/oktHat50NbFnmzWsj4sGXLlJ55NqaF79ltnXC8q7333qRVn8X1yIy0ZLmsU0dHQwallEpLswNit+tIQ03Z2ye06P24nnrO/nsH9nB0dN+k1q93NWuu7LF7l+9id6uUXngxpgVv2W0dd5SjffdLaI1pO7PSVsGxQ3sT/1LaYQdp5hxXZj+07eP3Ox991EyPPWn34b7dHfU/3ms7puxBsfvkkxy1bp3UK6/G9Mrr9t/re7ij7x+Y0BrTdmal9e2m/FK1bfNd7P5eSrPmxrTEIlaZu04e5Khjp4SWL2ummY/Zy24mIIMGJPXll6bsjlavDojdJ3n1740343rhJXvZ+/Ry1KtXUmtN7J4tbfw6v+ytTNsxsXvXtJ54ytX7i+2xe2B/V3vuuUmfrfTin+2TaTtDUvp6ozTzMTcj+OZ+YnHplJO8+PfOO3E9O89uq+eBjo40sXut1//athaZ2O23nf88H9Nb7xSI3d/1O2lb2+ng6KSBKcVi0oxZhcc9HyyO64ln7L/XYz9Hxx6T1Oem/jUSu83YoVWrlOa/HNPrAavj/Nht+kxT/4LGPabsOzdPNxq7TxniqH37hD7+uJnmBMTu7ns7OrG/KbujOY/bY/dOO3rjnjZtU3r99ZheejVg3NPbUc+Dk1q7OqZ/z043Mu5JaZdd0nrscU+ctH0GD3DVefdNWvFpM02fbW87XXZ3dPJJSX250dXsx+zjnmbNJNOHtW2T0Ftvx/X8i/bfO/RgR32+G/fMfCw4dg8Z6I17nn4mpnfet9s6sZ+rvfb6LnYHjHt27+SNHRJJb+wQNO45xZS9fULvvx/X0wGx+/sHODrqyKTWmXHPXGmDRfDZZRdpyEBv3DPvhZjeeDsgdh/taN99vdj9SCPjnkEnptS8uTRtZiOxu8FR27YJfbikmR5/yu7D/fZx1O+4pD5f72Ti3zrLi66dd/bKbsY9L78S06v/bTx2m3HP9IDYbcY9g8y4e+eUZs2JacnHdlsNJ7nq0HGTln/STDMDtkHv1dXRoBO92D1zjgLHPScPNG0nqQVvxPXiy/bfO+xQV4cckigcuwdIu7ZI6YknXb3/gT12DzrR1R57bNLKlc00bWbwuOfkwUl9842rmbODxz2Z+tc2oYUL43ouYNzT8yBHRx6W1Lrvxj1fWk7PMeOek0z9a5nSs8/F9Pa7AeOe4xzt3S2xZc4QMO4ZPCCldq2bNTLr5atCBBBNGiEUZqXJqvWW2Ukh6nwPAQhAAAIQgAAEIAABCEAAAhBoAgJtW+7YBL9Svz+BaFLAt4VymtRv1eDJIAABCEAAAhCAAAQgAAEIQAAC2zcBRJMC/i90es72XX14eghAAAIQgAAEIAABCEAAAhCAQP0SQDQJ4dsHpz+t346dkrnylAF99fsxw9V8px1C3MklEIAABCAAAQhAAAIQgAAEIAABCNQqAUSTWvUc5YYABCAAAQhAAAIQgAAEIAABCEBgmxJANNmmeDEOAQhAAAIQgAAEIAABCEAAAhCAQK0SQDSpVc9RbghAAAIQgAAEIAABCEAAAhCAAAS2KQFEk22KF+MQgAAEIAABCEAAAhCAAAQgAAEI1CoBRJMyPGcSxE599ElNuv5KtWrZQmvXb9CoX9+kBW8vVs8Dum3+e5ifiMpWVHZMmbEV3oewCs+qWusWPqyMD+FeGe5RtkN8WBkfwr0y3Gk7tc8dH9a+D4l/xfkwzFyUaxongGhaaEa9AAAVrklEQVRSYg3Z+PW3+t24KfrJ0P46vFePjJUbJ0/N/PeqEWdkBIcPl36a+f9Cn6hsRWXHlBdb4X0Iq/CsqrVu4cPK+BDuleEeZTvEh5XxIdwrw522U/vc8WHt+5D4V5wPC81D+T4cAUSTcJzyrjKrSq79460aM/osde/aObPKJPvfi5Ys07iJ9+m631ycWYXS2CcqW1HZMWXFVmeF9SGswrOq1rqFDyvjQ7hXhnuU7RAfVsaHcK8Md9pO7XPHh7XvQ+JfcT4scarLbTkEEE1KrBKFRBLz/XV/vlvXXn5O0aJJ7mQ9rK1qLJOtcyr1+arVFty9rWlNXd+jrA/4sDI+hHtluNN24J499KEdVqY+wL0y3Il/cN/e4l+JU11uQzSJrg6Y7Th7demoYQ3HZ7bjzHv5Lf1+zHA132kHzX9tof756JOb/13oV6OyFZUdU15shfchrMKzqta6hQ8r40O4V4Z7lO0QH1bGh3CvDHfaTu1zx4e170PiX3E+LDQP5fvCBFhpUphR4BX+nrppc+epU4c2mjz26sxWHf/vHdu3DpXTxPxAVLaishNlmbYHW3CfokrU9yjrFj6sjA/hXhnutB24Zw9uaIeVqQ9wrwx34h/ct7f4V8Z0l1u/I4BoQlWAAAQgAAEIQAACEIAABCAAAQhAAAIWAogmVAsIQAACEIAABCAAAQhAAAIQgAAEIIBoEl0dMAm8Rv36Ji14e3Gg0Z4HhDtDOypbUdkxD4Qtz61hfAir8KyqtW7hw8r4EO6V4R5lO8SHlfEh3CvDnbZT+9zxYe37kPhXnA+jm/1u35ZYaRKR/4tN/NrYz0ZlKyo7pqzYCl9RYBWeVbXWLXxYGR/CvTLco2yH+LAyPoR7ZbjTdmqfOz6sfR8S/4rzIVeXRgDRpDRuW92VrXiGWZnQ2E9GZSsqO7mKfLU8X7WWC+7FNahq5FWNZarW+h5lueBO28kmQH0IXx9gFZ5VlDErSlv4EB8S/65Uq5YtiqsIOSvjmaMUjY8biiCAaFIELNul5qjh346doj9cMzxz9PCiJcs04prxuu7ai3V4rx5FWY/KVlR2TOGxFd6HsArPqlrrFj6sjA/hXhnuUbZDfFgZH8K9MtxpO7XPHR/Wvg+Jf8X5sKhJKRfnEUA0KbFS+MfEvfLGe5uPGvZN+d/17XNgRkgp9In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   "source": [
    "#Now let’s have a look at the order quantity of each SKU:\n",
    "\n",
    "order_quantity_chart = px.bar(df, x='SKU', \n",
    "                              y='Order quantities', \n",
    "                              title='Order Quantity by SKU')\n",
    "order_quantity_chart.show()"
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yMSlEgAABAgQIECBAgAABAgQIpCYgNEltxPWXAAECBAgQIECAAAECBAgQyCUgNMnFpBABAgQIECBAgAABAgQIECCQmoDQJLUR118CBAgQIECAAAECBAgQIEAgl4DQJBeTQgQIECBAgAABAgQIECBAgEBqAkKT1EZcfwkQIECAAAECBAgQIECAAIFcAkKTXEwKESBAgAABAgQIECBAgAABAqkJCE1SG3H9JUCAAAECBAgQIECAAAECBHIJCE1yMSlEgAABAgQIECBAgAABAgQIpCYgNEltxPWXAAECBAgQIECAAAECBAgQyCUgNMnFpBABAgQIECBAgAABAgQIECCQmoDQJLUR118CBAgQIECAAAECBAgQIEAgl4DQJBeTQgQIECBAgAABAgQIECBAgEBqAkKT1EZcfwkQIECAAAECBAgQIECAAIFcAkKTXEwKESBAgAABAgQIECBAgAABAqkJCE1SG3H9JUCAAAECBAgQIECAAAECBHIJCE1yMSlEgAABAgQIECBAgAABAgQIpCYgNEltxPWXAAECBAgQIECAAAECBAgQyCUgNMnFpBABAgQIECBAgAABAgQIECCQmoDQJLUR118CBAgQIECAAAECBAgQIEAgl4DQJBeTQgQIECBAgAABAgQIECBAgEBqAkKT1EZcfwkQIECAAAECBAgQIECAAIFcAkKTXEwKESBAgAABAgQIECBAgAABAqkJCE1SG3H9JUCAAAECBAgQIECAAAECBHIJCE1yMZWz0D33jcTda4fL2TitIkCgIwJbzYh4+yGDMXf2QEee5yEECBAgQIAAAQIECOQXEJrktypdyQceGomHfzVSunZpEAECnROYMSPiLfsMxJydhSadU/UkAgQIECBAgAABAvkEhCb5nEpZas19w3H7HUKTUg6ORhHokMDMrSPetXAw5u4iNOkQqccQIECAAAECBAgQyC0gNMlNVb6CP75tOK746qbyNUyLCBDomMAO20ecfur0mDckNOkYqgcRIECAAAECBAgQyCkgNMkJVcZiQpMyjoo2EeisgNCks56eRoAAAQIECBAgQKAdAaFJO1olKys0KdmAaA6BAgSEJgWgeiQBAgQIECBAgACBnAJCk5xQZSwmNCnjqGgTgc4KCE066+lpBAgQIECAAAECBNoREJq0o1WysrffMRzfuMGVwyUbFs0h0FGBWdtFfGzxtNhtrjNNOgrrYQQIECBAgAABAgRyCAhNciCVtcg994/Ek0+UtXXaRYBAJwSmTY+Yv0fEkNCkE5yeQYAAAQIECBAgQKAtAaFJW1zlKmx7TrnGQ2sIFCFge04Rqp5JgAABAgQIECBAIJ+A0CSfUylLCU1KOSwaRaCjAkKTjnJ6GAECBAgQIECAAIG2BIQmbXGVq7DQpFzjoTUEihAQmhSh6pkECBAgQIAAAQIE8gkITfI5lbLUT7ODYP/VQbClHByNItAhgewg2I9/1EGwHeL0GAIECBAgQIAAAQJtCQhN2uIqV+F77huJ/3yqXG3SGgIEOiswfVrEnrs7CLazqp5GgAABAgQIECBAIJ+A0CSfUylL2Z5TymHRKAIdFbA9p6OcHkaAAAECBAgQIECgLQGhSVtc5Sp8y0+H4x+u2VSuRmkNAQIdFdh++4i//svpMW9ooKPP9TACBAgQIECAAAECBCYWEJpMbFTaEvc+EPHsc840Ke0AaRiBDggMDkYMzR6MobkdeJhHECBAgAABAgQIECDQloDQpC2uchW2Padc46E1BIoQsD2nCFXPJECAAAECBAgQIJBPQGiSz6mUpYQmpRwWjSLQUQGhSUc5PYwAAQIECBAgQIBAWwJCk7a4ylVYaFKu8dAaAkUICE2KUPVMAgQIECBAgAABAvkEhCb5nEpZSmhSymHRKAIdFRCadJTTwwgQIECAAAECBAi0JSA0aYurXIXvXjsS9z0wUq5GaQ0BAh0VmDEj4pADBmJorttzOgrrYQQIECBAgAABAgRyCCQRmly0YlVccfXqUY4vnH1KHLfo8NH//s2zz8ep51wcd93zUO3PrrzknDjs4AWjf3/d6pvj3PNX1v776KMWxufPOiVmbj0jB2+xRe68ezhu+nehSbHKnk6gtwLbbBOx6H2DMTRHaNLbkVA7AQIECBAgQIBAigJ9H5q8/MqrcdlV34yTT/jj2HGHWfHgo+ti6dkXxvJlS2rBSPb3n7tgZSw8dL9akJL9/WeXXx5fXLYk9tpjKG67Y21cuGJVXHbep2uvzwKY7OuMpYt7Pl9sz+n5EGgAgcIFbM8pnFgFBAgQIECAAAECBMYU6PvQpLnnrUKSCy69JpZ/ZkktFGn++ywk2XPenNGVKc0hSi/nltCkl/rqJtAdAaFJd5zVQoAAAQIECBAgQKCVQHKhSX0rzplLF9dWmrQKQeqrSU496cObrULJAJtXovRyWglNeqmvbgLdERCadMdZLQQIECBAgAABAgSEJhFbbK/JQpNrr79ps3NKmkOT4485YvSMk+bQ5JnnX+3JzMpON1i7dlpcfd1wT+pXKQEC3RHYflbEyR8bjB3fsKk7FaqFQI8Fpk8fjI0b/dvW42FQPQECBAj0kcAbZvX+PM4qcya10iQLQzY8+cxmAclUV5oMD/fuINaHHh2IZ5/tXf1VnvjaTqAqAtOnReyy80jM3sVBsFUZM+2cqkA21/3bNlVFrydAgAABAnWBwUE/R05lNiQTmrQKTDK4bOWIM02mMoW8lgCBIgVszylS17MJECBAgAABAgQIjC+QRGgy3o03bs/xLUKAQJkFhCZlHh1tI0CAAAECBAgQ6HeBvg9N6ge/3nXPQ5uN5dFHLRzdptNc5spLzhk9wyR70XWrb45zz19Ze33j63o9ORwE2+sRUD+B4gWEJsUbq4EAAQIECBAgQIDAWAKFhyaN22KyRnzugpVxw423xNzZb4wV558Ze+0xZHQmKSA0mSSclxGokIDQpEKDpakECBAgQIAAAQJ9J1BoaNLqet/6TTW/XPvQFrfW9J1uwR0SmhQM7PEESiAgNCnBIGgCAQIECBAgQIBAsgKFhybLvnR5nHXaCbUVJY1nizQfwJrsCEyh40KTKeB5KYGKCAhNKjJQmkmAAAECBAgQINCXAoWGJvVDVo8/5ojY+027xqnnXBxnLl1cOy+k1VW/fSlcYKceeCjiueeHC6zBowkQ6LXA4LSI2TsNxtw5vW6J+gkQIECAAAECBAikJ1BoaJJxZitKlp59Yax/4un45ImL4oyli6O+becdBy+o/bevyQnc/2DEb58TmkxOz6sIVEMgC02GZg/G3NnVaK9WEiBAgAABAgQIEOgngcJDk37CKltfbr19OK7++qayNUt7CBDooMCsWRGfOml6zBsa6OBTPYoAAQIECBAgQIAAgTwChYYm2YqSxjNNGhuUbc+pHwo7c+sZedqqTJOAM01MCQL9L+BMk/4fYz0kQIAAAQIECBAor0DPQhMHwU59UvzsF8PxL9+2PWfqkp5AoLwC220bceJHpsWuc600Ke8oaRkBAgQIECBAgEC/CvQsNLlu9c1xy+1r4vNnnRJWmkxueq25dyTWb5jca72KAIFqCEyfHrH3/BCaVGO4tJIAAQIECBAgQKDPBAoJTRoPfx3La+7sN8aK88+sXUXsa3ICtudMzs2rCFRJwPacKo2WthIgQIAAAQIECPSbQCGhSR1pvDNN+g2yF/35+Z3Dsfq7tuf0wl6dBLolsO22Ecd/eFrsOsf2nG6Zq4cAAQIECBAgQIBAXaDQ0ARzsQL33j8Sax8YKbYSTydAoKcCW82IOHD/gRiaLTTp6UConAABAgQIECBAIEkBoUmFh932nAoPnqYTyClge05OKMUIECBAgAABAgQIFCBQeGhy0YpVseHJZ2oHvmZfn7tgZdxw4y3hTJOpj6bQZOqGnkCg7AJCk7KPkPYRIECAAAECBAj0s0ChoUl2psmp51wcZy5dHIcdvCBuu2NtXHv9TbUA5ZdrHxr9327PmdwUE5pMzs2rCFRJQGhSpdHSVgIECBAgQIAAgX4TKDw0Wfaly+Os006o3ZKTrTrJvs5YujiyG3YuuPSaWP6ZJbHjDrP6zbUr/bl77Ug8+LAzTbqCrRICPRKY8bqIA/YbiF2HnGnSoyFQLQECBAgQIECAQMIChYYmL7/yam07zvHHHBF7v2nXLVadXLhiVVx23qeFJpOcgHfcNRzfvUloMkk+LyNQCYFtt4n48NGDMeT2nEqMl0YSIECAAAECBAj0l0ChoUlGla0oWXr2hbH+iafjkycuqq0yqW/becfBC2r/7WtyArbnTM7NqwhUScD2nCqNlrYSIECAAAECBAj0m0DhoUm/gZWpP0KTMo2GthAoRkBoUoyrpxIgQIAAAQIECBDIIyA0yaNU0jJCk5IOjGYR6KCA0KSDmB5FgAABAgQIECBAoE2BroQm2a05nzj9vM2aduUl59Ru1PE1eQGhyeTtvJJAVQSEJlUZKe0kQIAAAQIECBDoR4HCQ5MsMGk+8LV+zslpJx0bxy06vB9du9Knn905Ej/6yXBX6lIJAQK9EZi5dcT7jxqM3ea6Pac3I6BWAgQIECBAgACBlAUKDU0ab89pXlWShSnXXn9TfP6sU2Lm1jNSHoNJ9/2X9wzHf9zq9pxJA3ohgQoIbDMz4r3vGYy5bs+pwGhpIgECBNoTeOnliGefa+81ShMgUD2BrWZEvGHH6rVbi38vUGhokt2Ss+xLl8dZp50Qe+0xtJl5ttrkgkuvieWfWeLK4UnORttzJgnnZQQqJGB7ToUGS1MJECDQpsDj60fiqms2xQsvtvlCxQkQqJTAnx4zGG87aLBSbdbY/ytQaGhipUmxU01oUqyvpxMog4DQpAyjoA0ECBAoRuDX60bioks3xnPPF/N8TyVAoBwCf/nn02Lh24Um5RiN9ltRaGiSNee61TfHqutvisvO+/ToihJnmrQ/UK1eITTpjKOnECizgNCkzKOjbQQIEJiagNBkan5eTaAqAkKTqoxU63YWHppk1bo9p5hJcvfakXjgIWeaFKPrqQTKITDjdREHvnUgdh1yEGw5RkQrCBAg0DmBLDS574GR2Lipc8/0JAIEyicwNHcg9l/gZ7nyjUy+FnUlNMnXlOJLZateHnlsQ5yxdPFmlV20YlVccfXqzf7sC2efMnqzT/a6c89fWfv7o49aWJrDa++5byTue1BoUvzMUQOB3glkoclBBwzE0Ow0/6F98qmIYZeE9W4CqplAFwQGBiJm79yFikpYxboNI/GVf9roTJMSjo0mEeikwJ9+aFoc6kyTTpJ29VmFhyZZILHhyWc2CxrqZ50sPHS/rlw53LjS5ZMnLmoZmmTqzWFK9mfNVyZn/RmrbFdHLiLcntNtcfUR6L5A6rfnfPmqTXG/FXXdn3hqJNBFgTfvPRBL/nxaF2ssT1W255RnLLSEQJECtucUqVv8swsNTcp2EOx4K03GCkKykGTPeXNGw53mEKX4IRq7Bmea9FJf3QS6I5D6mSbZAYlr7rWirjuzTS0EeiOw/74DcfpfTe9N5T2uVWjS4wFQPYEuCQhNugRdUDWFhiZlu3I47/ac+tacVitiskNsP7v88vjisiVbXKNc0BiN+VihSbfF1Ueg+wJCE6FJ92edGgl0V0Bo4vac7s44tRHovoDQpPvmnayx0NCkKitNGkHrN/ssX7Yk9l8wPz53wco4/pgj4rCDF9SKNYcmv33h1U6OR+5nZacb/HLNtPjHf7bZPzeaggQqKJCFJp86aTDeuFN6pwROnzYQX/7KgJUmFZy3mkygHYEsNPnkSSOxaVN6q8p+85tpcd/9ERs3tiOmLAECVROYt9tA7L57777RX7/djKqRlaq9hYYmWU+z7SzLll8eK84/c3RlRq+uHB5rpUnziNS35PzxkQtroUnj2SvNocnGHv4D/+DDA/Hs80KTUn1HaQyBDgtMG4yYs/NAzJ7d4QdX4HFZOPw/rtgUa+9L74NUBYZHEwl0TGC/BQOceCG2AAAgAElEQVRx6snTIsXv9A1PRKz65rCDYDs2mzyIQDkFPvj+gdptiL36yn4R5WvyAoWHJlnT6iHJ+ieeHm3plZecM7p6Y/LNb++V7YYmxy06PJxp0p6x0gQIdFYg9e05d949Eq/8LsWPUp2dR55GoMwCW88YiAP3T/MHemealHlmahuBzgnYntM5y148qSuhSS861qrOVqFJdu7K6htviY8d977aS5pXkpT59hxnmpRlZmkHgeIEUg9NHARb3NzyZAJlEXCmiTNNyjIXtYNAUQJCk6Jku/PcJEKTxiuH66z1lS71c1duuPGWUfHmVTBZ2HLu+Strf3/0UQs3uz65O8PUuhahSS/11U2gOwKphyZXXr0pHnzYSpPuzDa1EOiNwD7zB+IvTnDlcG/01UqAQDcEhCbdUC6ujiRCk+L4evtkoUlv/dVOoBsCqYcmt/18JF58sRvS6iBAoFcCM2dGvPNQ23N65a9eAgSKFxCaFG9cZA1CkyJ1C3620KRgYI8nUAKB1EMT23NKMAk1gUDBAqlvz7n3gRG35xQ8xzyeQK8Fdp07ENl7na9qCghNqjlutVbf8tPhyJau+yJAoH8FstDkb5ZMj3lDaf5DKzTp37mtZwTqAimHJus2jMRV12x0e45vBwJ9LvCRD06Ltx002Oe97N/uCU0qPLb3PRjxnCuHKzyCmk5gYoHsyuHZOw/G0NyJy/ZjCaFJP46qPhHYXCDl0OTX60dizb0jsfE1s4IAgX4W2GPeQLx1QZq/AOuHcRWaVHgUs9DkN79xQGKFh1DTCUwoMG1a1AKToTlp/kP79X/ZFI9vmJBJAQIEKiyw69yIjxyT5kGw2UqTa64bttKkwvNX0wnkETjmAwNxyAFWmuSxKmOZQkOT7DrfU8+5OO6656Fx+/6Fs0+J4xYdXkafUrfJmSalHh6NI9ARgdTPNPm37w3HuieEwx2ZTB5CoKQCu84ZiA8cleaHiQ0bIp54ejiGh0s6OJpFgEBHBGZtOxh7z+/IozykBwKFhiZZfy5asSr2nDdns1Ckfs3v8cccEfsvmB+fu2BlLDx0P8FJmxNAaNImmOIEKiiQemhie04FJ60mE2hTIOntOetGInufe+75NtEUJ0CgUgJuz6nUcG3R2EJDk2ylybIvXR5nnXZC7LXH0GaVX7f65njksQ1xxtLFcdsda+Pa62+Kz591Sszceka1RbvYeqFJF7FVRaBHAkKTjbX9/r4IEOhfAaGJ0KR/Z7eeEfi9gNCk2jOhZ6FJY1Cy7omn4oJLr4nln1kSO+4wq9qiXWy90KSL2Koi0CMBoYnQpEdTT7UEuiYgNBGadG2yqYhAjwSEJj2C71C1hYYmjdtwDjt4wWZNbgxNfrn2obhwxaq47LxPC03aGNj7Ho549rc2wbZBpiiByglkB8HOnT0Yc2dXrukdabDtOR1h9BACpRYQmghNSj1BNY5ABwSEJh1A7OEjCg1Nsn5l4ciy5ZfHivPPHN2iUz8g9syliyMLU7KtOrfcvsb2nDYnwq23D8fXrt3U5qsUJ0CgSgKzZkX81cnTY95QmrfnrPrmpnjs8SqNmLYSINCuwO67RRx/bJq35/zamSbtThflCVRSQGhSyWEbbXThoUlW04OProulZ18Y6594erTiKy85pxaY+Jq8gO05k7fzSgJVEUh9e86NNw/HBrfnVGW6aieBSQnMmT0QRx2e5u05v79yeFO8+NKk6LyIAIGKCHzw/YOuHK7IWLVqZldCkwr7lLrpQpNSD4/GEeiIQOqhie05HZlGHkKg1AIpb8/JQuE77h6J114t9RBpHAECUxR4894D8Za901w1PEW6UrxcaFKKYZhcI4Qmk3PzKgJVEkg9NLn0io2x9gG351RpzmorgXYF9n3zQJx68vR2X9YX5W3P6Yth1AkCEwrYnjMhUakLFB6a1M8vueueh7aAOGDf+Q5/ncL0EJpMAc9LCVREIPXQ5J57R+KlVyoyWJpJgMCkBGZuHbHfW9L8DazQZFJTxosIVE5AaFK5IduswYWHJhetWFWr8Iyli6stVcLW337HcHxztdtzSjg0mkSgYwKztov4s+OnxW5z0/xAYXtOx6aSBxEorUDK23OEJqWdlhpGoKMCQpOOcnb9YYWGJtkqk2VfujzOOu2E0Ztzut7DPq7wnvtG4okn+7iDukaAQGRXDu+1Z8SQ0MRsIECgTwVSDk2yg2Bv/8VIvOpMkz6d3bpF4PcCC/YZiLcuSPMXYP0wB4QmFR5F23MqPHiaTiCnQOrbc6w0yTlRFCNQYYHUQ5PvfH84Xnq5wgOo6QQITChw+B8MxAH7pnlL2IQ4FShQaGiS9T/bnrPnvDlx3KLDK8BRrSbe9vPhWPUN23OqNWpaS6A9gVmzIk75eLrbcy6+bGNkq+p8ESDQvwLZb1//21IHwfbvCOsZAQK251R7DhQemjz46Lr42nXfi7NOPSFmbj2j2lola/2Dj4zE889b5lWyYdEcAh0VmDYYsfNOIzFndprf63evHYlXfic06eik8jACJRPYasZAZKtNUvx6fP1IfO3aTfHCSyn2Xp8JpCPw4UWD8bYDrTSp6ogXGpqMd3NOBub2nKlNm7X3D8edd0/tGV5NgEC5BbbeKuIdbxtINjSxPafc81PrCHRCIOntOetH4oGHIzZu6oSkZxAgUFaB2btEvDXRW8LKOibttKvQ0KSdhijbvoAzTdo38woCVRNwpsnGWHOvlSZVm7faS6AdgZRDE7fntDNTlCVQXQHbc6o7dlnLhSYVHj+hSYUHT9MJ5BRIPTT5n/+4Ke5/SGiSc7ooRqCSAm/eayA++fFplWz7VBstNJmqoNcTqIaA0KQa4zRWKwsJTerbck7+6AfiK//87bjrnoda1m97ztQmj9Bkan5eTaAKAqmHJnfcNRIv2etfhamqjQQmLTBzZsQhB6Z5ponQZNLTxgsJVEpAaFKp4dqisYWEJtUmqU7rhSbVGSstJTBZgdRDE2eaTHbmeB2B6gikvj3n7//nxnj++eqMl5YSINC+wEknTIt3HOog2PblyvEKoUk5xmFSrfjpz4fj2n9x5fCk8LyIQEUEZm0X8Yk/S/fKYaFJRSaqZhKYgkDKocm69RGPbxiOYT/OTWEGeSmB8gvssP1gLNin/O3UwtYCXQlNrlt9c5x7/srRFsyd/cZYcf6ZsdceQ8ZlCgL3PjASTz89hQd4KQECpReYNi1i3m4RQ3PSXLouNCn9FNVAAlMWSDk0sT1nytPHAwhUQsD2nEoM05iNLDw0yQKTVdffFJed9+nYcYdZtYY8+Oi6WHr2hbF82ZI47OAFXRPM2vLIYxvijKWLN6uz+WrkKy85Z7N2NYY+Rx+1MD5/1ikxc+sZXWv3WBXZntPzIdAAAoULpL49Z9U3N8WjjzkItvCJpgICPRTYc/eBOP5YB8H2cAhUTYBAwQJCk4KBC358oaFJPYw4c+niLcKR2+5YG9def1NXAoisrk+cfl6N8pMnLtosNHn5lVfjcxesjIWH7hfHLTq8Fuh8dvnl8cVlS2orYbLXXrhi1Wjoc9GKVbXnNAcvBY9Ty8cLTXqhrk4C3RVIPTT53/8+HE88KTTp7qxTG4HuCszZZSCOeHeae/2tNOnuXFMbgV4JCE16Jd+ZegsPTZZ96fI467QTttiKk4UTF1x6TSz/zJLRFSid6dLYT2m10qS5Hc0hShaS7DlvTi1Qyb6aQ5Si2zze84UmvdRXN4HuCKQemtie0515phYCvRSwPWdjPOcg2F5OQXUTKFxAaFI4caEVFBqa1AOI4485YouVJmUJTVqFIPXVJKee9OHNVqFkI9G8EqXQ0Zng4UKTXuqrm0B3BIQmG2PNvVaadGe2qYVAbwSEJkKT3sw8tRLonoDQpHvWRdRUaGiSNXisbThjnS9SRCfrz2xVZ6v2NYcmjaFPc2jy3EuvFdnkcZ99512DceU/OW69ZwOgYgJdEMhCk9OWDMbOO6X3vT5tcCBWrAyhSRfmmSoI9FIgC02WfCJi03B6AekzzwzGd74X8fLLvRwBdRMgULTA4e8ajL333lh0NWM+f/ttXtezuvuh4kJDk+YDVscDO2Df+ZsdFlsE7lihSeOZJVm97aw0efW13n2Que/BgXjkV+n9gFHE3PBMAmUVeN3rIvZ7c8TsXcrawuLaNTAQ8XdfHhaaFEfsyQRKIZCFJn/9l4MxkuCPNP/5VMR/3DoSL79SiqHQCAIEChI47JCB2Ht+QQ/P8dgZr0vz3KgcNLmKFBqa5GpBFwv125kmP79zOG74boI/YXRxzqiKQK8Ftts2YvGxgzE015XDvR4L9RMgUIyA7Tm25xQzszyVQHkEbM8pz1hMpiXJhyZuz5nMtPEaAgS6JZD6mSb/8ZPheOGFbmmrhwCBXghk4fC73pnmb0HXbRiJa67bFC++1At5dRIg0C2BD75/MA45IM33uW4ZF1lPV0KTbIXHueevHO3H3NlvjBXnn7nFjTpFdbTxyuF6HVdecs7o4bTN24ga/y4r39j+o49a2JVrkvNY3L12JLKr6nwRINC/AtOnRyzYeyB2HUpzpcmqb26yDbF/p7eeEagJ7LnHQCw+dlqSGhueGIlf3jsSr72aZPd1mkAyAnvPH4h95qf5s1w/DHLhoUkWOKy6/qbNzivJDlNdevaFsXzZki1u1ekH1G714fY7huO6GzZ1qzr1ECDQA4FZ20X8+eLpsWui23Pu+OVIvOw3sD2Yeaok0D2BmTMjDj4gzQ8Tj6+L+PX64Rju3RF53RtoNRFIWOD1OwzGvm9OGKDiXS80NKmv4Dhz6eItwpGxbtWpuGdXm+/K4a5yq4xATwRS356TLVt/5DEr6noy+VRKoEsCb9p9ID76J2muNHl8/Uj84z9vihde7BK2aggQ6InAn3xwMA49yPacnuB3oNLCQ5NlX7o8zjrthC224mSrTS649JpY/pklseMOszrQlfQecctPh+MfrrHSJL2R1+OUBLbfPuKv/3J6zEt0e84PfjQcT/5nSiOurwTSE9hlp4F4z7sSXWmyYSQefiRiU+9uIk1vwukxgR4I7DI7Yt990nyf6wF3x6ssNDSpH7J6/DFHbLHSRGgy9bG894GIZ5+znnPqkp5AoLwCg4MRQ7Oz23PK28YiW3bRpRtdOVwksGcTKIGA23PcnlOCaagJBAoVcHtOobyFP7zQ0CRr/VjbcFpd/1t4b/usAttz+mxAdYdAC4HUt+cITXxbEOh/AaGJ0KT/Z7kepi4gNKn2DCg0NGm+lWY8qgP2nb/ZYbHVZu1O639253Dc8L+sNOmOtloI9EYgu4pz8Z9Mi13npLmk8641I/HiS8406c3sUyuB7ghsM3MgDnxrmu9x2S2IWTj83PPdsVYLAQK9ERCa9Ma9U7UWGpp0qpGe01rg3gdG4r4HfJgwPwj0s8CMrSIO3G8g5s5O8wPFl6/cGPc/7H2un+e4vhHYZ6+B+NRfTE8SIjsI9stXbYrnX0iy+zpNIBmBEz8yGIcd4iDYqg640KSqIxcRtudUePA0nUBOAdtznGmSc6ooRqCyAilvz1n/xEis3xCx0bn+lZ2/Gk4gj8DrXz8Qb56fp6QyZRQQmpRxVHK2SWiSE0oxAhUWSD00ueKrm+IBK00qPIM1ncDEAm/eayBO/rM0rxy2PWfi+aEEgX4QsD2n2qNYSGhSP8vk5I9+IL7yz9+Ou+55qKWSc0ymNnlu+/lwXPstZ5pMTdGrCZRbYNZ2ESd/bFrsNjfN7Tk/u3MkXnyx3GOkdQQITE1gm20iDj0ozfc4ocnU5o5XE6iKgNCkKiPVup2FhCbVJqlO6+97cCSefro67dVSAgTaF5g2LWK3XSOGEj0I1u057c8ZryBQNYGUt+cITao2W7WXwOQEhCaTcyvLq4QmZRmJSbTD9pxJoHkJgYoJpL49R2hSsQmruQQmISA0cXvOJKaNlxColIDQpFLDtUVjCw9Nxrt22PacqU0eocnU/LyaQBUEUg9N/uPWYbdKVGGiaiOBKQhkV6u/e2Gat0pkt+fcefdIvPbaFAC9lACB0gvstedAvHXfNLchln5wcjSw8NDkohWras04Y+niHM1RpB0BoUk7WsoSqKZA6qHJlVdvjAcfqebYaTUBAvkE9pkf8RcfTfPK4XUbRuIbNwzHSy/ls1KKAIFqCvzRkQNx0FvTDIerOWKbt7rQ0CRbZbLsS5fHWaedEHvtMdQPXqXqg9CkVMOhMQQKEUg9NLE9p5Bp5aEESiVge47tOaWakBpDoAAB23MKQO3iI4UmXcTudFVCk06Leh6B8gkITTbGmntHyjcwWkSAQMcEhCZCk45NJg8iUFIBoUlJByZnswoNTbI2ZNtz9pw3J45bdHjOJimWV+Dnd43ED/7dlcN5vZQjUEWB7CrOo/9oMHZN9Mrhr/zTpnjwYaFJFeeuNhPIK7DPXgNx0gnT8hbvq3Juz+mr4dQZAmMKCE2qPTkKD00efHRdfO2678VZp54QM7eeUW2tkrX+nnuH47Zf+DBRsmHRHAIdFdhm64h3LRyMubukeXjYbXeMxEsvdJTUwwgQKJnANttGHHZImu9x2UGwV129KZ5/sWSDojkECHRU4E8/NBiHHuRMk46idvFhHQ9Nxrstp7lfbs+Z2kjf92DEc89baTI1Ra8mUG6BwcGIOTsPxtDccrezqNY506QoWc8lUB6BlLfnPL5hJB79VcSmTeUZDy0hQKDzAjvvFLFgnzTD4c5rdv+JHQ9Nut+FdGu89fbh+Oq1/pVNdwboeQoC28+K+KuTp8e8oTT/oRWapDDL9TF1gZRDE9tzUp/9+p+KgO051R7pwkKT61bfHJde9a1Ycf6Zozfn3HbH2vjE6efVxL5w9inOOZni3Lnn/ojf/tZKkykyejmBUgtkK012mzsYuyZ6AdnKrznTpNQTVOMIdEAgO9PkEyc606QDlB5BgEBJBYQmJR2YnM0qLDTJDoDNvs5Yurj2/xuvHx6avVN87oKVcfwxR8RhBy/I2VTFmgXcnmNOEOh/gdRvz7njzpF46eX+H2c9JJCywMyZEYccmOZqOitNUp75+p6SgNCk2qNdSGhSP9fkzKWLR0ORbJXJtdffFJ8/65TagbDN/11txt60XmjSG3e1EuimQOqhydr7RuJ3v0vzw1Q355m6CPRSYMbWI7Fvonv9s9Dkb7/syuFezj91E+iGwMl/Ni3eeaiDYLthXUQdhYUmy750eZx12gmjW3OaV55kt+pccOk1sfwzS2LHHWYV0be+f6bQpO+HWAcJROqhyQ9/NBxPPm0iECDQzwI7vzHi8D9I88PEug0R658YjmG7rft5iusbgdh+1mC8ZW8QVRXoamiy57w5o+eYCE2mPmWEJlM39AQCZRdIPTS56ppN8eAjrlYv+zzVPgJTEdjnTQPx5x91pslUDL2WAIFyC9ieU+7xmah1hYQmL7/y6mZnljT/d9aobHvOhStWxWXnfdpKk4lGaYy/F5pMEs7LCFRIIPXQ5NbbR+LFlyo0YJpKgEDbAttuE/HOQ9PchudMk7anixcQqKSA0KSSwzba6EJCk+zp2e05t9y+pnaGyS/XPrRFQNK8XafajL1p/d33jkS2398XAQL9KzBjRsShBw7E0Nw0P1C4crh/57aeEagLpHzl8OPrRyK7JeyFF80HAgT6WeD4Ywfj7QenuQ2xH8a1sNAkw8mCkSuuXl1zuvKSczY7FDa7erjxz3qJ2djOejsar0TOAqBzz19Z+6ujj1o4ephtL9uc1X3XmuG4+cdCk16Pg/oJFCmwzcyI9x85GENzhCZFOns2AQK9E0g5NFm/YSR+9euITZt6569mAgSKF3jjGyLekuiB18XrFl9DoaFJ8c3vTA3jrXpp3kZUphUytud0Zvw9hUCZBVLfnmOlSZlnp7YR6IxAyqGJ7TmdmUOeQqDsArbnlH2Exm+f0OT/rIjJmM5YungLrSwkaTzAtkxnsQhNqv3Np/UE8ggITTbGmnutqMszV5QhUFUBoYkrh6s6d7WbQF4BoUleqXKWE5o0bSPKhqm+Nad+gO3CQ/fb7Nafzy6/PL64bMnodcq9GlqhSa/k1UugewJCE6FJ92abmgj0RiDl0CQ70+SuNSPx2mu9sVcrAQLdEZi/50C8dUGaW627I1xsLUKTJt/sKuSlZ18Yy5ctif0XzN/sFqCsaPb3jaHJCy9vLHaExnn6L+4cjK/8k02wPRsAFRPogkAWmvz1ksHYZef0VltMGxyIb/xrxCOPptf3LkwtVRAojcCb9hyIDx8dsWk4ve/1p54ejH/99ki86CDY0sxHDSFQhMAfHTkQ++w9XMSjcz1zu5nTc5VTqLWA0KSFS31Lzh8fubAWmoy30uSVV3sXWtz/4GA89nh6P2D4ZiaQksDrpke8Ze+IXXZJ73t9cCDiJ7cPxH8+ldKI6yuB9AR23inisENHYiS9t7nY8MRA/O2KTfHc8+mNux4TSEngkx+fFocc1Ls3ua1nTEuJu+N9FZqME5oct+jw2g1AZT3T5PZfDMf13+5dYtnx2eiBBAhsIbDdthEnfmRa7OrKYbODAIE+FUh5e46DYPt0UusWgSYBZ5pUe0okH5r85tnnY/WNt8THjntfbSSbt9+4PafaE1zrCVRdwJkmzjSp+hzWfgITCQhNHAQ70Rzx9wSqLiA0qfYIJh+a1A97veHGW0ZH8spLzonDDl4w+t/Xrb45zj1/Ze2/jz5qYXz+rFNi5tYzej7yDoLt+RBoAIHCBYQmQpPCJ5kKCPRYIOXQZMOGiA1PDcdw73Z793j0VU8gDYHttxuMvfdKo6/92MvkQ5MqD6rQpMqjp+0E8gkITYQm+WaKUgSqK5ByaJJtz7nk/7PSpLqzV8sJ5BM45WPTYuHbB/MVVqp0AkKT0g1J/gYJTfJbKUmgqgKphyYXX7Yx7rmvdwenVXXeaDeBKglk13D+t6Vp3uzgTJMqzVRtJTB5AdtzJm9XhlcKTcowCpNsg9BkknBeRqBCAqmHJnevHYlXfic0qdC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   "source": [
    "#Now let’s analyze the shipping cost of Carriers\n",
    "\n",
    "shipping_cost_chart = px.bar(df, x='Shipping carriers', \n",
    "                             y='Shipping costs', \n",
    "                             title='Shipping Costs by Carrier')\n",
    "shipping_cost_chart.show()"
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   "source": [
    "#In one of the above visualizations, we discovered that Carrier B helps the company in more revenue.\n",
    "#It is also the most costly Carrier among the three."
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   "source": [
    "# Now let’s have a look at the cost distribution by transportation mode:\n",
    "\n",
    "transportation_chart = px.pie(df, \n",
    "                              values='Costs', \n",
    "                              names='Transportation modes', \n",
    "                              title='Cost Distribution by Transportation Mode',\n",
    "                              hole=0.5,\n",
    "                              color_discrete_sequence=px.colors.qualitative.Pastel)\n",
    "transportation_chart.show()"
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  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "7061c004-5057-4698-aa7f-2933b63c3309",
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   "source": [
    "So the company spends more on Road and Rail modes of transportation for the transportation of Goods."
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   "source": [
    "#Analyzing Defect Rate\n",
    "\n",
    "#The defect rate in the supply chain refers to the percentage of products that have something wrong or are found broken after shipping.\n",
    "#Let’s have a look at the average defect rate of all product types:\n",
    "\n",
    "defect_rates_by_product = df.groupby('Product type')['Defect rates'].mean().reset_index()\n",
    "\n",
    "fig = px.bar(defect_rates_by_product, x='Product type', y='Defect rates',\n",
    "             title='Average Defect Rates by Product Type')\n",
    "fig.show()"
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  {
   "cell_type": "code",
   "execution_count": null,
   "id": "3e696609-25b2-4ab1-95e2-894dc2a965dc",
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   "source": [
    "#So the defect rate of haircare products is higher."
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   "execution_count": 54,
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   "source": [
    "# Now let’s have a look at the defect rates by mode of transportation:\n",
    "\n",
    "pivot_table = pd.pivot_table(df, values='Defect rates', \n",
    "                             index=['Transportation modes'], \n",
    "                             aggfunc='mean')\n",
    "\n",
    "transportation_chart = px.pie(values=pivot_table[\"Defect rates\"], \n",
    "                              names=pivot_table.index, \n",
    "                              title='Defect Rates by Transportation Mode',\n",
    "                              hole=0.5,\n",
    "                              color_discrete_sequence=px.colors.qualitative.Pastel)\n",
    "transportation_chart.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "a58e10b0-217b-466d-a1a8-c1008b7abc56",
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   "source": [
    "#Road transportation results in a higher defect rate, and Air transportation has the lowest defect rate."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "98294ccf-e80d-49af-a082-ec82dbbe1ee7",
   "metadata": {},
   "outputs": [],
   "source": [
    "#Summary\n",
    "\n",
    "#Supply Chain Analysis means analyzing various components of a Supply Chain to understand how to improve\n",
    "#the effectiveness of the Supply Chain to create more value for customers. I hope you liked this article on Supply Chain Analysis using Python. \n",
    "#Feel free to ask valuable questions in the comments section below."
   ]
  }
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