diff --git a/module-3/unsupervised-learning/your-code/main.ipynb b/module-3/unsupervised-learning/your-code/main.ipynb
index 908ebc0c..2a2d3dc1 100644
--- a/module-3/unsupervised-learning/your-code/main.ipynb
+++ b/module-3/unsupervised-learning/your-code/main.ipynb
@@ -12,7 +12,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 1,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -38,11 +38,12 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 2,
    "metadata": {},
    "outputs": [],
    "source": [
-    "# loading the data:\n"
+    "# loading the data:\n",
+    "customers = pd.read_csv('../data/Wholesale customers data.csv')"
    ]
   },
   {
@@ -66,20 +67,485 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 3,
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<style scoped>\n",
+       "    .dataframe tbody tr th:only-of-type {\n",
+       "        vertical-align: middle;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe tbody tr th {\n",
+       "        vertical-align: top;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe thead th {\n",
+       "        text-align: right;\n",
+       "    }\n",
+       "</style>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th></th>\n",
+       "      <th>Channel</th>\n",
+       "      <th>Region</th>\n",
+       "      <th>Fresh</th>\n",
+       "      <th>Milk</th>\n",
+       "      <th>Grocery</th>\n",
+       "      <th>Frozen</th>\n",
+       "      <th>Detergents_Paper</th>\n",
+       "      <th>Delicassen</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>0</th>\n",
+       "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "      <td>12669</td>\n",
+       "      <td>9656</td>\n",
+       "      <td>7561</td>\n",
+       "      <td>214</td>\n",
+       "      <td>2674</td>\n",
+       "      <td>1338</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>1</th>\n",
+       "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "      <td>7057</td>\n",
+       "      <td>9810</td>\n",
+       "      <td>9568</td>\n",
+       "      <td>1762</td>\n",
+       "      <td>3293</td>\n",
+       "      <td>1776</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2</th>\n",
+       "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "      <td>6353</td>\n",
+       "      <td>8808</td>\n",
+       "      <td>7684</td>\n",
+       "      <td>2405</td>\n",
+       "      <td>3516</td>\n",
+       "      <td>7844</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>3</th>\n",
+       "      <td>1</td>\n",
+       "      <td>3</td>\n",
+       "      <td>13265</td>\n",
+       "      <td>1196</td>\n",
+       "      <td>4221</td>\n",
+       "      <td>6404</td>\n",
+       "      <td>507</td>\n",
+       "      <td>1788</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>4</th>\n",
+       "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "      <td>22615</td>\n",
+       "      <td>5410</td>\n",
+       "      <td>7198</td>\n",
+       "      <td>3915</td>\n",
+       "      <td>1777</td>\n",
+       "      <td>5185</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "   Channel  Region  Fresh  Milk  Grocery  Frozen  Detergents_Paper  Delicassen\n",
+       "0        2       3  12669  9656     7561     214              2674        1338\n",
+       "1        2       3   7057  9810     9568    1762              3293        1776\n",
+       "2        2       3   6353  8808     7684    2405              3516        7844\n",
+       "3        1       3  13265  1196     4221    6404               507        1788\n",
+       "4        2       3  22615  5410     7198    3915              1777        5185"
+      ]
+     },
+     "execution_count": 3,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
    "source": [
-    "# Your code here:\n"
+    "# Your code here:\n",
+    "customers.head()"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 18,
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "0"
+      ]
+     },
+     "execution_count": 18,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
    "source": [
-    "# Your observations here"
+    "## It seems there is no null values\n",
+    "customers.isnull().any(axis=1).sum()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<style scoped>\n",
+       "    .dataframe tbody tr th:only-of-type {\n",
+       "        vertical-align: middle;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe tbody tr th {\n",
+       "        vertical-align: top;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe thead th {\n",
+       "        text-align: right;\n",
+       "    }\n",
+       "</style>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th></th>\n",
+       "      <th>Channel</th>\n",
+       "      <th>Region</th>\n",
+       "      <th>Fresh</th>\n",
+       "      <th>Milk</th>\n",
+       "      <th>Grocery</th>\n",
+       "      <th>Frozen</th>\n",
+       "      <th>Detergents_Paper</th>\n",
+       "      <th>Delicassen</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>count</th>\n",
+       "      <td>440.000000</td>\n",
+       "      <td>440.000000</td>\n",
+       "      <td>440.000000</td>\n",
+       "      <td>440.000000</td>\n",
+       "      <td>440.000000</td>\n",
+       "      <td>440.000000</td>\n",
+       "      <td>440.000000</td>\n",
+       "      <td>440.000000</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>mean</th>\n",
+       "      <td>1.322727</td>\n",
+       "      <td>2.543182</td>\n",
+       "      <td>12000.297727</td>\n",
+       "      <td>5796.265909</td>\n",
+       "      <td>7951.277273</td>\n",
+       "      <td>3071.931818</td>\n",
+       "      <td>2881.493182</td>\n",
+       "      <td>1524.870455</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>std</th>\n",
+       "      <td>0.468052</td>\n",
+       "      <td>0.774272</td>\n",
+       "      <td>12647.328865</td>\n",
+       "      <td>7380.377175</td>\n",
+       "      <td>9503.162829</td>\n",
+       "      <td>4854.673333</td>\n",
+       "      <td>4767.854448</td>\n",
+       "      <td>2820.105937</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>min</th>\n",
+       "      <td>1.000000</td>\n",
+       "      <td>1.000000</td>\n",
+       "      <td>3.000000</td>\n",
+       "      <td>55.000000</td>\n",
+       "      <td>3.000000</td>\n",
+       "      <td>25.000000</td>\n",
+       "      <td>3.000000</td>\n",
+       "      <td>3.000000</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>25%</th>\n",
+       "      <td>1.000000</td>\n",
+       "      <td>2.000000</td>\n",
+       "      <td>3127.750000</td>\n",
+       "      <td>1533.000000</td>\n",
+       "      <td>2153.000000</td>\n",
+       "      <td>742.250000</td>\n",
+       "      <td>256.750000</td>\n",
+       "      <td>408.250000</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>50%</th>\n",
+       "      <td>1.000000</td>\n",
+       "      <td>3.000000</td>\n",
+       "      <td>8504.000000</td>\n",
+       "      <td>3627.000000</td>\n",
+       "      <td>4755.500000</td>\n",
+       "      <td>1526.000000</td>\n",
+       "      <td>816.500000</td>\n",
+       "      <td>965.500000</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>75%</th>\n",
+       "      <td>2.000000</td>\n",
+       "      <td>3.000000</td>\n",
+       "      <td>16933.750000</td>\n",
+       "      <td>7190.250000</td>\n",
+       "      <td>10655.750000</td>\n",
+       "      <td>3554.250000</td>\n",
+       "      <td>3922.000000</td>\n",
+       "      <td>1820.250000</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>max</th>\n",
+       "      <td>2.000000</td>\n",
+       "      <td>3.000000</td>\n",
+       "      <td>112151.000000</td>\n",
+       "      <td>73498.000000</td>\n",
+       "      <td>92780.000000</td>\n",
+       "      <td>60869.000000</td>\n",
+       "      <td>40827.000000</td>\n",
+       "      <td>47943.000000</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "          Channel      Region          Fresh          Milk       Grocery  \\\n",
+       "count  440.000000  440.000000     440.000000    440.000000    440.000000   \n",
+       "mean     1.322727    2.543182   12000.297727   5796.265909   7951.277273   \n",
+       "std      0.468052    0.774272   12647.328865   7380.377175   9503.162829   \n",
+       "min      1.000000    1.000000       3.000000     55.000000      3.000000   \n",
+       "25%      1.000000    2.000000    3127.750000   1533.000000   2153.000000   \n",
+       "50%      1.000000    3.000000    8504.000000   3627.000000   4755.500000   \n",
+       "75%      2.000000    3.000000   16933.750000   7190.250000  10655.750000   \n",
+       "max      2.000000    3.000000  112151.000000  73498.000000  92780.000000   \n",
+       "\n",
+       "             Frozen  Detergents_Paper    Delicassen  \n",
+       "count    440.000000        440.000000    440.000000  \n",
+       "mean    3071.931818       2881.493182   1524.870455  \n",
+       "std     4854.673333       4767.854448   2820.105937  \n",
+       "min       25.000000          3.000000      3.000000  \n",
+       "25%      742.250000        256.750000    408.250000  \n",
+       "50%     1526.000000        816.500000    965.500000  \n",
+       "75%     3554.250000       3922.000000   1820.250000  \n",
+       "max    60869.000000      40827.000000  47943.000000  "
+      ]
+     },
+     "execution_count": 5,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "# Your observations here\n",
+    "customers.describe()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<style scoped>\n",
+       "    .dataframe tbody tr th:only-of-type {\n",
+       "        vertical-align: middle;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe tbody tr th {\n",
+       "        vertical-align: top;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe thead th {\n",
+       "        text-align: right;\n",
+       "    }\n",
+       "</style>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th></th>\n",
+       "      <th>Channel</th>\n",
+       "      <th>Region</th>\n",
+       "      <th>Fresh</th>\n",
+       "      <th>Milk</th>\n",
+       "      <th>Grocery</th>\n",
+       "      <th>Frozen</th>\n",
+       "      <th>Detergents_Paper</th>\n",
+       "      <th>Delicassen</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>85</th>\n",
+       "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "      <td>16117</td>\n",
+       "      <td>46197</td>\n",
+       "      <td>92780</td>\n",
+       "      <td>1026</td>\n",
+       "      <td>40827</td>\n",
+       "      <td>2944</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>333</th>\n",
+       "      <td>2</td>\n",
+       "      <td>2</td>\n",
+       "      <td>8565</td>\n",
+       "      <td>4980</td>\n",
+       "      <td>67298</td>\n",
+       "      <td>131</td>\n",
+       "      <td>38102</td>\n",
+       "      <td>1215</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>61</th>\n",
+       "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "      <td>35942</td>\n",
+       "      <td>38369</td>\n",
+       "      <td>59598</td>\n",
+       "      <td>3254</td>\n",
+       "      <td>26701</td>\n",
+       "      <td>2017</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>47</th>\n",
+       "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "      <td>44466</td>\n",
+       "      <td>54259</td>\n",
+       "      <td>55571</td>\n",
+       "      <td>7782</td>\n",
+       "      <td>24171</td>\n",
+       "      <td>6465</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>65</th>\n",
+       "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "      <td>85</td>\n",
+       "      <td>20959</td>\n",
+       "      <td>45828</td>\n",
+       "      <td>36</td>\n",
+       "      <td>24231</td>\n",
+       "      <td>1423</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>211</th>\n",
+       "      <td>2</td>\n",
+       "      <td>1</td>\n",
+       "      <td>12119</td>\n",
+       "      <td>28326</td>\n",
+       "      <td>39694</td>\n",
+       "      <td>4736</td>\n",
+       "      <td>19410</td>\n",
+       "      <td>2870</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>216</th>\n",
+       "      <td>2</td>\n",
+       "      <td>1</td>\n",
+       "      <td>2532</td>\n",
+       "      <td>16599</td>\n",
+       "      <td>36486</td>\n",
+       "      <td>179</td>\n",
+       "      <td>13308</td>\n",
+       "      <td>674</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>145</th>\n",
+       "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "      <td>22039</td>\n",
+       "      <td>8384</td>\n",
+       "      <td>34792</td>\n",
+       "      <td>42</td>\n",
+       "      <td>12591</td>\n",
+       "      <td>4430</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>251</th>\n",
+       "      <td>2</td>\n",
+       "      <td>1</td>\n",
+       "      <td>6134</td>\n",
+       "      <td>23133</td>\n",
+       "      <td>33586</td>\n",
+       "      <td>6746</td>\n",
+       "      <td>18594</td>\n",
+       "      <td>5121</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>86</th>\n",
+       "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "      <td>22925</td>\n",
+       "      <td>73498</td>\n",
+       "      <td>32114</td>\n",
+       "      <td>987</td>\n",
+       "      <td>20070</td>\n",
+       "      <td>903</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "     Channel  Region  Fresh   Milk  Grocery  Frozen  Detergents_Paper  \\\n",
+       "85         2       3  16117  46197    92780    1026             40827   \n",
+       "333        2       2   8565   4980    67298     131             38102   \n",
+       "61         2       3  35942  38369    59598    3254             26701   \n",
+       "47         2       3  44466  54259    55571    7782             24171   \n",
+       "65         2       3     85  20959    45828      36             24231   \n",
+       "211        2       1  12119  28326    39694    4736             19410   \n",
+       "216        2       1   2532  16599    36486     179             13308   \n",
+       "145        2       3  22039   8384    34792      42             12591   \n",
+       "251        2       1   6134  23133    33586    6746             18594   \n",
+       "86         2       3  22925  73498    32114     987             20070   \n",
+       "\n",
+       "     Delicassen  \n",
+       "85         2944  \n",
+       "333        1215  \n",
+       "61         2017  \n",
+       "47         6465  \n",
+       "65         1423  \n",
+       "211        2870  \n",
+       "216         674  \n",
+       "145        4430  \n",
+       "251        5121  \n",
+       "86          903  "
+      ]
+     },
+     "execution_count": 8,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "customers.sort_values(by=['Grocery'], ascending=False)[:10]"
    ]
   },
   {
@@ -93,11 +559,870 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 33,
    "metadata": {},
    "outputs": [],
    "source": [
-    "# Your code here"
+    "# Your code here\n",
+    "Fresh_o = customers['Fresh']<25000\n",
+    "Milk_o = customers['Milk']<25000\n",
+    "Grocery_o = customers['Grocery']<25000\n",
+    "Frozen_o = customers['Frozen']<25000\n",
+    "Detergents_o = customers['Detergents_Paper']<25000\n",
+    "Delicassen_o = customers['Delicassen']<25000"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 37,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<style scoped>\n",
+       "    .dataframe tbody tr th:only-of-type {\n",
+       "        vertical-align: middle;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe tbody tr th {\n",
+       "        vertical-align: top;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe thead th {\n",
+       "        text-align: right;\n",
+       "    }\n",
+       "</style>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th></th>\n",
+       "      <th>Channel</th>\n",
+       "      <th>Region</th>\n",
+       "      <th>Fresh</th>\n",
+       "      <th>Milk</th>\n",
+       "      <th>Grocery</th>\n",
+       "      <th>Frozen</th>\n",
+       "      <th>Detergents_Paper</th>\n",
+       "      <th>Delicassen</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>0</th>\n",
+       "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "      <td>12669</td>\n",
+       "      <td>9656</td>\n",
+       "      <td>7561</td>\n",
+       "      <td>214</td>\n",
+       "      <td>2674</td>\n",
+       "      <td>1338</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>1</th>\n",
+       "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "      <td>7057</td>\n",
+       "      <td>9810</td>\n",
+       "      <td>9568</td>\n",
+       "      <td>1762</td>\n",
+       "      <td>3293</td>\n",
+       "      <td>1776</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2</th>\n",
+       "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "      <td>6353</td>\n",
+       "      <td>8808</td>\n",
+       "      <td>7684</td>\n",
+       "      <td>2405</td>\n",
+       "      <td>3516</td>\n",
+       "      <td>7844</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>3</th>\n",
+       "      <td>1</td>\n",
+       "      <td>3</td>\n",
+       "      <td>13265</td>\n",
+       "      <td>1196</td>\n",
+       "      <td>4221</td>\n",
+       "      <td>6404</td>\n",
+       "      <td>507</td>\n",
+       "      <td>1788</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>4</th>\n",
+       "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "      <td>22615</td>\n",
+       "      <td>5410</td>\n",
+       "      <td>7198</td>\n",
+       "      <td>3915</td>\n",
+       "      <td>1777</td>\n",
+       "      <td>5185</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>5</th>\n",
+       "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "      <td>9413</td>\n",
+       "      <td>8259</td>\n",
+       "      <td>5126</td>\n",
+       "      <td>666</td>\n",
+       "      <td>1795</td>\n",
+       "      <td>1451</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>6</th>\n",
+       "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "      <td>12126</td>\n",
+       "      <td>3199</td>\n",
+       "      <td>6975</td>\n",
+       "      <td>480</td>\n",
+       "      <td>3140</td>\n",
+       "      <td>545</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>7</th>\n",
+       "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "      <td>7579</td>\n",
+       "      <td>4956</td>\n",
+       "      <td>9426</td>\n",
+       "      <td>1669</td>\n",
+       "      <td>3321</td>\n",
+       "      <td>2566</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>8</th>\n",
+       "      <td>1</td>\n",
+       "      <td>3</td>\n",
+       "      <td>5963</td>\n",
+       "      <td>3648</td>\n",
+       "      <td>6192</td>\n",
+       "      <td>425</td>\n",
+       "      <td>1716</td>\n",
+       "      <td>750</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>9</th>\n",
+       "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "      <td>6006</td>\n",
+       "      <td>11093</td>\n",
+       "      <td>18881</td>\n",
+       "      <td>1159</td>\n",
+       "      <td>7425</td>\n",
+       "      <td>2098</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>10</th>\n",
+       "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "      <td>3366</td>\n",
+       "      <td>5403</td>\n",
+       "      <td>12974</td>\n",
+       "      <td>4400</td>\n",
+       "      <td>5977</td>\n",
+       "      <td>1744</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>11</th>\n",
+       "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "      <td>13146</td>\n",
+       "      <td>1124</td>\n",
+       "      <td>4523</td>\n",
+       "      <td>1420</td>\n",
+       "      <td>549</td>\n",
+       "      <td>497</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>13</th>\n",
+       "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "      <td>21217</td>\n",
+       "      <td>6208</td>\n",
+       "      <td>14982</td>\n",
+       "      <td>3095</td>\n",
+       "      <td>6707</td>\n",
+       "      <td>602</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>14</th>\n",
+       "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "      <td>24653</td>\n",
+       "      <td>9465</td>\n",
+       "      <td>12091</td>\n",
+       "      <td>294</td>\n",
+       "      <td>5058</td>\n",
+       "      <td>2168</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>15</th>\n",
+       "      <td>1</td>\n",
+       "      <td>3</td>\n",
+       "      <td>10253</td>\n",
+       "      <td>1114</td>\n",
+       "      <td>3821</td>\n",
+       "      <td>397</td>\n",
+       "      <td>964</td>\n",
+       "      <td>412</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>16</th>\n",
+       "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "      <td>1020</td>\n",
+       "      <td>8816</td>\n",
+       "      <td>12121</td>\n",
+       "      <td>134</td>\n",
+       "      <td>4508</td>\n",
+       "      <td>1080</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>17</th>\n",
+       "      <td>1</td>\n",
+       "      <td>3</td>\n",
+       "      <td>5876</td>\n",
+       "      <td>6157</td>\n",
+       "      <td>2933</td>\n",
+       "      <td>839</td>\n",
+       "      <td>370</td>\n",
+       "      <td>4478</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>18</th>\n",
+       "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "      <td>18601</td>\n",
+       "      <td>6327</td>\n",
+       "      <td>10099</td>\n",
+       "      <td>2205</td>\n",
+       "      <td>2767</td>\n",
+       "      <td>3181</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>19</th>\n",
+       "      <td>1</td>\n",
+       "      <td>3</td>\n",
+       "      <td>7780</td>\n",
+       "      <td>2495</td>\n",
+       "      <td>9464</td>\n",
+       "      <td>669</td>\n",
+       "      <td>2518</td>\n",
+       "      <td>501</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>20</th>\n",
+       "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "      <td>17546</td>\n",
+       "      <td>4519</td>\n",
+       "      <td>4602</td>\n",
+       "      <td>1066</td>\n",
+       "      <td>2259</td>\n",
+       "      <td>2124</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>21</th>\n",
+       "      <td>1</td>\n",
+       "      <td>3</td>\n",
+       "      <td>5567</td>\n",
+       "      <td>871</td>\n",
+       "      <td>2010</td>\n",
+       "      <td>3383</td>\n",
+       "      <td>375</td>\n",
+       "      <td>569</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>24</th>\n",
+       "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "      <td>22647</td>\n",
+       "      <td>9776</td>\n",
+       "      <td>13792</td>\n",
+       "      <td>2915</td>\n",
+       "      <td>4482</td>\n",
+       "      <td>5778</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>25</th>\n",
+       "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "      <td>16165</td>\n",
+       "      <td>4230</td>\n",
+       "      <td>7595</td>\n",
+       "      <td>201</td>\n",
+       "      <td>4003</td>\n",
+       "      <td>57</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>26</th>\n",
+       "      <td>1</td>\n",
+       "      <td>3</td>\n",
+       "      <td>9898</td>\n",
+       "      <td>961</td>\n",
+       "      <td>2861</td>\n",
+       "      <td>3151</td>\n",
+       "      <td>242</td>\n",
+       "      <td>833</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>27</th>\n",
+       "      <td>1</td>\n",
+       "      <td>3</td>\n",
+       "      <td>14276</td>\n",
+       "      <td>803</td>\n",
+       "      <td>3045</td>\n",
+       "      <td>485</td>\n",
+       "      <td>100</td>\n",
+       "      <td>518</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>30</th>\n",
+       "      <td>1</td>\n",
+       "      <td>3</td>\n",
+       "      <td>18815</td>\n",
+       "      <td>3610</td>\n",
+       "      <td>11107</td>\n",
+       "      <td>1148</td>\n",
+       "      <td>2134</td>\n",
+       "      <td>2963</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>31</th>\n",
+       "      <td>1</td>\n",
+       "      <td>3</td>\n",
+       "      <td>2612</td>\n",
+       "      <td>4339</td>\n",
+       "      <td>3133</td>\n",
+       "      <td>2088</td>\n",
+       "      <td>820</td>\n",
+       "      <td>985</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>32</th>\n",
+       "      <td>1</td>\n",
+       "      <td>3</td>\n",
+       "      <td>21632</td>\n",
+       "      <td>1318</td>\n",
+       "      <td>2886</td>\n",
+       "      <td>266</td>\n",
+       "      <td>918</td>\n",
+       "      <td>405</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>34</th>\n",
+       "      <td>1</td>\n",
+       "      <td>3</td>\n",
+       "      <td>1502</td>\n",
+       "      <td>1979</td>\n",
+       "      <td>2262</td>\n",
+       "      <td>425</td>\n",
+       "      <td>483</td>\n",
+       "      <td>395</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>35</th>\n",
+       "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "      <td>688</td>\n",
+       "      <td>5491</td>\n",
+       "      <td>11091</td>\n",
+       "      <td>833</td>\n",
+       "      <td>4239</td>\n",
+       "      <td>436</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>...</th>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "      <td>...</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>404</th>\n",
+       "      <td>1</td>\n",
+       "      <td>3</td>\n",
+       "      <td>18073</td>\n",
+       "      <td>4613</td>\n",
+       "      <td>3444</td>\n",
+       "      <td>4324</td>\n",
+       "      <td>914</td>\n",
+       "      <td>715</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>405</th>\n",
+       "      <td>1</td>\n",
+       "      <td>3</td>\n",
+       "      <td>6884</td>\n",
+       "      <td>1046</td>\n",
+       "      <td>1167</td>\n",
+       "      <td>2069</td>\n",
+       "      <td>593</td>\n",
+       "      <td>378</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>407</th>\n",
+       "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "      <td>7362</td>\n",
+       "      <td>12844</td>\n",
+       "      <td>18683</td>\n",
+       "      <td>2854</td>\n",
+       "      <td>7883</td>\n",
+       "      <td>553</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>408</th>\n",
+       "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "      <td>8257</td>\n",
+       "      <td>3880</td>\n",
+       "      <td>6407</td>\n",
+       "      <td>1646</td>\n",
+       "      <td>2730</td>\n",
+       "      <td>344</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>409</th>\n",
+       "      <td>1</td>\n",
+       "      <td>3</td>\n",
+       "      <td>8708</td>\n",
+       "      <td>3634</td>\n",
+       "      <td>6100</td>\n",
+       "      <td>2349</td>\n",
+       "      <td>2123</td>\n",
+       "      <td>5137</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>410</th>\n",
+       "      <td>1</td>\n",
+       "      <td>3</td>\n",
+       "      <td>6633</td>\n",
+       "      <td>2096</td>\n",
+       "      <td>4563</td>\n",
+       "      <td>1389</td>\n",
+       "      <td>1860</td>\n",
+       "      <td>1892</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>411</th>\n",
+       "      <td>1</td>\n",
+       "      <td>3</td>\n",
+       "      <td>2126</td>\n",
+       "      <td>3289</td>\n",
+       "      <td>3281</td>\n",
+       "      <td>1535</td>\n",
+       "      <td>235</td>\n",
+       "      <td>4365</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>412</th>\n",
+       "      <td>1</td>\n",
+       "      <td>3</td>\n",
+       "      <td>97</td>\n",
+       "      <td>3605</td>\n",
+       "      <td>12400</td>\n",
+       "      <td>98</td>\n",
+       "      <td>2970</td>\n",
+       "      <td>62</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>413</th>\n",
+       "      <td>1</td>\n",
+       "      <td>3</td>\n",
+       "      <td>4983</td>\n",
+       "      <td>4859</td>\n",
+       "      <td>6633</td>\n",
+       "      <td>17866</td>\n",
+       "      <td>912</td>\n",
+       "      <td>2435</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>414</th>\n",
+       "      <td>1</td>\n",
+       "      <td>3</td>\n",
+       "      <td>5969</td>\n",
+       "      <td>1990</td>\n",
+       "      <td>3417</td>\n",
+       "      <td>5679</td>\n",
+       "      <td>1135</td>\n",
+       "      <td>290</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>415</th>\n",
+       "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "      <td>7842</td>\n",
+       "      <td>6046</td>\n",
+       "      <td>8552</td>\n",
+       "      <td>1691</td>\n",
+       "      <td>3540</td>\n",
+       "      <td>1874</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>416</th>\n",
+       "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "      <td>4389</td>\n",
+       "      <td>10940</td>\n",
+       "      <td>10908</td>\n",
+       "      <td>848</td>\n",
+       "      <td>6728</td>\n",
+       "      <td>993</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>417</th>\n",
+       "      <td>1</td>\n",
+       "      <td>3</td>\n",
+       "      <td>5065</td>\n",
+       "      <td>5499</td>\n",
+       "      <td>11055</td>\n",
+       "      <td>364</td>\n",
+       "      <td>3485</td>\n",
+       "      <td>1063</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>418</th>\n",
+       "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "      <td>660</td>\n",
+       "      <td>8494</td>\n",
+       "      <td>18622</td>\n",
+       "      <td>133</td>\n",
+       "      <td>6740</td>\n",
+       "      <td>776</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>419</th>\n",
+       "      <td>1</td>\n",
+       "      <td>3</td>\n",
+       "      <td>8861</td>\n",
+       "      <td>3783</td>\n",
+       "      <td>2223</td>\n",
+       "      <td>633</td>\n",
+       "      <td>1580</td>\n",
+       "      <td>1521</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>420</th>\n",
+       "      <td>1</td>\n",
+       "      <td>3</td>\n",
+       "      <td>4456</td>\n",
+       "      <td>5266</td>\n",
+       "      <td>13227</td>\n",
+       "      <td>25</td>\n",
+       "      <td>6818</td>\n",
+       "      <td>1393</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>421</th>\n",
+       "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "      <td>17063</td>\n",
+       "      <td>4847</td>\n",
+       "      <td>9053</td>\n",
+       "      <td>1031</td>\n",
+       "      <td>3415</td>\n",
+       "      <td>1784</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>423</th>\n",
+       "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "      <td>17565</td>\n",
+       "      <td>3686</td>\n",
+       "      <td>4657</td>\n",
+       "      <td>1059</td>\n",
+       "      <td>1803</td>\n",
+       "      <td>668</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>424</th>\n",
+       "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "      <td>16980</td>\n",
+       "      <td>2884</td>\n",
+       "      <td>12232</td>\n",
+       "      <td>874</td>\n",
+       "      <td>3213</td>\n",
+       "      <td>249</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>425</th>\n",
+       "      <td>1</td>\n",
+       "      <td>3</td>\n",
+       "      <td>11243</td>\n",
+       "      <td>2408</td>\n",
+       "      <td>2593</td>\n",
+       "      <td>15348</td>\n",
+       "      <td>108</td>\n",
+       "      <td>1886</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>426</th>\n",
+       "      <td>1</td>\n",
+       "      <td>3</td>\n",
+       "      <td>13134</td>\n",
+       "      <td>9347</td>\n",
+       "      <td>14316</td>\n",
+       "      <td>3141</td>\n",
+       "      <td>5079</td>\n",
+       "      <td>1894</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>428</th>\n",
+       "      <td>1</td>\n",
+       "      <td>3</td>\n",
+       "      <td>3047</td>\n",
+       "      <td>5970</td>\n",
+       "      <td>4910</td>\n",
+       "      <td>2198</td>\n",
+       "      <td>850</td>\n",
+       "      <td>317</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>429</th>\n",
+       "      <td>1</td>\n",
+       "      <td>3</td>\n",
+       "      <td>8607</td>\n",
+       "      <td>1750</td>\n",
+       "      <td>3580</td>\n",
+       "      <td>47</td>\n",
+       "      <td>84</td>\n",
+       "      <td>2501</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>430</th>\n",
+       "      <td>1</td>\n",
+       "      <td>3</td>\n",
+       "      <td>3097</td>\n",
+       "      <td>4230</td>\n",
+       "      <td>16483</td>\n",
+       "      <td>575</td>\n",
+       "      <td>241</td>\n",
+       "      <td>2080</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>431</th>\n",
+       "      <td>1</td>\n",
+       "      <td>3</td>\n",
+       "      <td>8533</td>\n",
+       "      <td>5506</td>\n",
+       "      <td>5160</td>\n",
+       "      <td>13486</td>\n",
+       "      <td>1377</td>\n",
+       "      <td>1498</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>432</th>\n",
+       "      <td>1</td>\n",
+       "      <td>3</td>\n",
+       "      <td>21117</td>\n",
+       "      <td>1162</td>\n",
+       "      <td>4754</td>\n",
+       "      <td>269</td>\n",
+       "      <td>1328</td>\n",
+       "      <td>395</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>433</th>\n",
+       "      <td>1</td>\n",
+       "      <td>3</td>\n",
+       "      <td>1982</td>\n",
+       "      <td>3218</td>\n",
+       "      <td>1493</td>\n",
+       "      <td>1541</td>\n",
+       "      <td>356</td>\n",
+       "      <td>1449</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>434</th>\n",
+       "      <td>1</td>\n",
+       "      <td>3</td>\n",
+       "      <td>16731</td>\n",
+       "      <td>3922</td>\n",
+       "      <td>7994</td>\n",
+       "      <td>688</td>\n",
+       "      <td>2371</td>\n",
+       "      <td>838</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>438</th>\n",
+       "      <td>1</td>\n",
+       "      <td>3</td>\n",
+       "      <td>10290</td>\n",
+       "      <td>1981</td>\n",
+       "      <td>2232</td>\n",
+       "      <td>1038</td>\n",
+       "      <td>168</td>\n",
+       "      <td>2125</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>439</th>\n",
+       "      <td>1</td>\n",
+       "      <td>3</td>\n",
+       "      <td>2787</td>\n",
+       "      <td>1698</td>\n",
+       "      <td>2510</td>\n",
+       "      <td>65</td>\n",
+       "      <td>477</td>\n",
+       "      <td>52</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "<p>365 rows × 8 columns</p>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "     Channel  Region  Fresh   Milk  Grocery  Frozen  Detergents_Paper  \\\n",
+       "0          2       3  12669   9656     7561     214              2674   \n",
+       "1          2       3   7057   9810     9568    1762              3293   \n",
+       "2          2       3   6353   8808     7684    2405              3516   \n",
+       "3          1       3  13265   1196     4221    6404               507   \n",
+       "4          2       3  22615   5410     7198    3915              1777   \n",
+       "5          2       3   9413   8259     5126     666              1795   \n",
+       "6          2       3  12126   3199     6975     480              3140   \n",
+       "7          2       3   7579   4956     9426    1669              3321   \n",
+       "8          1       3   5963   3648     6192     425              1716   \n",
+       "9          2       3   6006  11093    18881    1159              7425   \n",
+       "10         2       3   3366   5403    12974    4400              5977   \n",
+       "11         2       3  13146   1124     4523    1420               549   \n",
+       "13         2       3  21217   6208    14982    3095              6707   \n",
+       "14         2       3  24653   9465    12091     294              5058   \n",
+       "15         1       3  10253   1114     3821     397               964   \n",
+       "16         2       3   1020   8816    12121     134              4508   \n",
+       "17         1       3   5876   6157     2933     839               370   \n",
+       "18         2       3  18601   6327    10099    2205              2767   \n",
+       "19         1       3   7780   2495     9464     669              2518   \n",
+       "20         2       3  17546   4519     4602    1066              2259   \n",
+       "21         1       3   5567    871     2010    3383               375   \n",
+       "24         2       3  22647   9776    13792    2915              4482   \n",
+       "25         2       3  16165   4230     7595     201              4003   \n",
+       "26         1       3   9898    961     2861    3151               242   \n",
+       "27         1       3  14276    803     3045     485               100   \n",
+       "30         1       3  18815   3610    11107    1148              2134   \n",
+       "31         1       3   2612   4339     3133    2088               820   \n",
+       "32         1       3  21632   1318     2886     266               918   \n",
+       "34         1       3   1502   1979     2262     425               483   \n",
+       "35         2       3    688   5491    11091     833              4239   \n",
+       "..       ...     ...    ...    ...      ...     ...               ...   \n",
+       "404        1       3  18073   4613     3444    4324               914   \n",
+       "405        1       3   6884   1046     1167    2069               593   \n",
+       "407        2       3   7362  12844    18683    2854              7883   \n",
+       "408        2       3   8257   3880     6407    1646              2730   \n",
+       "409        1       3   8708   3634     6100    2349              2123   \n",
+       "410        1       3   6633   2096     4563    1389              1860   \n",
+       "411        1       3   2126   3289     3281    1535               235   \n",
+       "412        1       3     97   3605    12400      98              2970   \n",
+       "413        1       3   4983   4859     6633   17866               912   \n",
+       "414        1       3   5969   1990     3417    5679              1135   \n",
+       "415        2       3   7842   6046     8552    1691              3540   \n",
+       "416        2       3   4389  10940    10908     848              6728   \n",
+       "417        1       3   5065   5499    11055     364              3485   \n",
+       "418        2       3    660   8494    18622     133              6740   \n",
+       "419        1       3   8861   3783     2223     633              1580   \n",
+       "420        1       3   4456   5266    13227      25              6818   \n",
+       "421        2       3  17063   4847     9053    1031              3415   \n",
+       "423        2       3  17565   3686     4657    1059              1803   \n",
+       "424        2       3  16980   2884    12232     874              3213   \n",
+       "425        1       3  11243   2408     2593   15348               108   \n",
+       "426        1       3  13134   9347    14316    3141              5079   \n",
+       "428        1       3   3047   5970     4910    2198               850   \n",
+       "429        1       3   8607   1750     3580      47                84   \n",
+       "430        1       3   3097   4230    16483     575               241   \n",
+       "431        1       3   8533   5506     5160   13486              1377   \n",
+       "432        1       3  21117   1162     4754     269              1328   \n",
+       "433        1       3   1982   3218     1493    1541               356   \n",
+       "434        1       3  16731   3922     7994     688              2371   \n",
+       "438        1       3  10290   1981     2232    1038               168   \n",
+       "439        1       3   2787   1698     2510      65               477   \n",
+       "\n",
+       "     Delicassen  \n",
+       "0          1338  \n",
+       "1          1776  \n",
+       "2          7844  \n",
+       "3          1788  \n",
+       "4          5185  \n",
+       "5          1451  \n",
+       "6           545  \n",
+       "7          2566  \n",
+       "8           750  \n",
+       "9          2098  \n",
+       "10         1744  \n",
+       "11          497  \n",
+       "13          602  \n",
+       "14         2168  \n",
+       "15          412  \n",
+       "16         1080  \n",
+       "17         4478  \n",
+       "18         3181  \n",
+       "19          501  \n",
+       "20         2124  \n",
+       "21          569  \n",
+       "24         5778  \n",
+       "25           57  \n",
+       "26          833  \n",
+       "27          518  \n",
+       "30         2963  \n",
+       "31          985  \n",
+       "32          405  \n",
+       "34          395  \n",
+       "35          436  \n",
+       "..          ...  \n",
+       "404         715  \n",
+       "405         378  \n",
+       "407         553  \n",
+       "408         344  \n",
+       "409        5137  \n",
+       "410        1892  \n",
+       "411        4365  \n",
+       "412          62  \n",
+       "413        2435  \n",
+       "414         290  \n",
+       "415        1874  \n",
+       "416         993  \n",
+       "417        1063  \n",
+       "418         776  \n",
+       "419        1521  \n",
+       "420        1393  \n",
+       "421        1784  \n",
+       "423         668  \n",
+       "424         249  \n",
+       "425        1886  \n",
+       "426        1894  \n",
+       "428         317  \n",
+       "429        2501  \n",
+       "430        2080  \n",
+       "431        1498  \n",
+       "432         395  \n",
+       "433        1449  \n",
+       "434         838  \n",
+       "438        2125  \n",
+       "439          52  \n",
+       "\n",
+       "[365 rows x 8 columns]"
+      ]
+     },
+     "execution_count": 37,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "customers_filt = customers[Fresh_o & Milk_o & Grocery_o & Frozen_o & Detergents_o & Delicassen_o]\n",
+    "customers_filt"
    ]
   },
   {
@@ -126,7 +1451,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 38,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -134,7 +1459,10 @@
     "\n",
     "from sklearn.preprocessing import StandardScaler\n",
     "\n",
-    "# Your code here:\n"
+    "# Your code here:\n",
+    "\n",
+    "scaler = StandardScaler()\n",
+    "customers_scale = scaler.fit_transform(customers_filt.values)"
    ]
   },
   {
@@ -148,13 +1476,148 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 40,
    "metadata": {
     "scrolled": true
    },
-   "outputs": [],
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/home/miguel/miniconda3/envs/ironhack_env/lib/python3.7/site-packages/ipykernel_launcher.py:5: SettingWithCopyWarning: \n",
+      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
+      "Try using .loc[row_indexer,col_indexer] = value instead\n",
+      "\n",
+      "See the caveats in the documentation: http://pandas.pydata.org/pandas-docs/stable/indexing.html#indexing-view-versus-copy\n",
+      "  \"\"\"\n"
+     ]
+    },
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<style scoped>\n",
+       "    .dataframe tbody tr th:only-of-type {\n",
+       "        vertical-align: middle;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe tbody tr th {\n",
+       "        vertical-align: top;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe thead th {\n",
+       "        text-align: right;\n",
+       "    }\n",
+       "</style>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th></th>\n",
+       "      <th>Channel</th>\n",
+       "      <th>Region</th>\n",
+       "      <th>Fresh</th>\n",
+       "      <th>Milk</th>\n",
+       "      <th>Grocery</th>\n",
+       "      <th>Frozen</th>\n",
+       "      <th>Detergents_Paper</th>\n",
+       "      <th>Delicassen</th>\n",
+       "      <th>labels</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>0</th>\n",
+       "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "      <td>12669</td>\n",
+       "      <td>9656</td>\n",
+       "      <td>7561</td>\n",
+       "      <td>214</td>\n",
+       "      <td>2674</td>\n",
+       "      <td>1338</td>\n",
+       "      <td>2</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>1</th>\n",
+       "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "      <td>7057</td>\n",
+       "      <td>9810</td>\n",
+       "      <td>9568</td>\n",
+       "      <td>1762</td>\n",
+       "      <td>3293</td>\n",
+       "      <td>1776</td>\n",
+       "      <td>2</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2</th>\n",
+       "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "      <td>6353</td>\n",
+       "      <td>8808</td>\n",
+       "      <td>7684</td>\n",
+       "      <td>2405</td>\n",
+       "      <td>3516</td>\n",
+       "      <td>7844</td>\n",
+       "      <td>7</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>3</th>\n",
+       "      <td>1</td>\n",
+       "      <td>3</td>\n",
+       "      <td>13265</td>\n",
+       "      <td>1196</td>\n",
+       "      <td>4221</td>\n",
+       "      <td>6404</td>\n",
+       "      <td>507</td>\n",
+       "      <td>1788</td>\n",
+       "      <td>4</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>4</th>\n",
+       "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "      <td>22615</td>\n",
+       "      <td>5410</td>\n",
+       "      <td>7198</td>\n",
+       "      <td>3915</td>\n",
+       "      <td>1777</td>\n",
+       "      <td>5185</td>\n",
+       "      <td>7</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "   Channel  Region  Fresh  Milk  Grocery  Frozen  Detergents_Paper  \\\n",
+       "0        2       3  12669  9656     7561     214              2674   \n",
+       "1        2       3   7057  9810     9568    1762              3293   \n",
+       "2        2       3   6353  8808     7684    2405              3516   \n",
+       "3        1       3  13265  1196     4221    6404               507   \n",
+       "4        2       3  22615  5410     7198    3915              1777   \n",
+       "\n",
+       "   Delicassen  labels  \n",
+       "0        1338       2  \n",
+       "1        1776       2  \n",
+       "2        7844       7  \n",
+       "3        1788       4  \n",
+       "4        5185       7  "
+      ]
+     },
+     "execution_count": 40,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
    "source": [
-    "# Your code here:\n"
+    "# Your code here:\n",
+    "from sklearn.cluster import KMeans\n",
+    "kmeans = KMeans().fit(customers_scale)\n",
+    "\n",
+    "customers_filt['labels'] = kmeans.labels_\n",
+    "customers_filt.head()"
    ]
   },
   {
@@ -166,11 +1629,31 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 41,
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "5    96\n",
+       "3    59\n",
+       "0    58\n",
+       "6    49\n",
+       "2    39\n",
+       "4    32\n",
+       "1    20\n",
+       "7    12\n",
+       "Name: labels, dtype: int64"
+      ]
+     },
+     "execution_count": 41,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
    "source": [
-    "# Your code here:\n"
+    "# Your code here:\n",
+    "customers_filt['labels'].value_counts()"
    ]
   },
   {
@@ -184,13 +1667,155 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 42,
    "metadata": {
     "scrolled": true
    },
-   "outputs": [],
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/home/miguel/miniconda3/envs/ironhack_env/lib/python3.7/site-packages/ipykernel_launcher.py:6: SettingWithCopyWarning: \n",
+      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
+      "Try using .loc[row_indexer,col_indexer] = value instead\n",
+      "\n",
+      "See the caveats in the documentation: http://pandas.pydata.org/pandas-docs/stable/indexing.html#indexing-view-versus-copy\n",
+      "  \n"
+     ]
+    },
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<style scoped>\n",
+       "    .dataframe tbody tr th:only-of-type {\n",
+       "        vertical-align: middle;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe tbody tr th {\n",
+       "        vertical-align: top;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe thead th {\n",
+       "        text-align: right;\n",
+       "    }\n",
+       "</style>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th></th>\n",
+       "      <th>Channel</th>\n",
+       "      <th>Region</th>\n",
+       "      <th>Fresh</th>\n",
+       "      <th>Milk</th>\n",
+       "      <th>Grocery</th>\n",
+       "      <th>Frozen</th>\n",
+       "      <th>Detergents_Paper</th>\n",
+       "      <th>Delicassen</th>\n",
+       "      <th>labels</th>\n",
+       "      <th>labels_DBSCAN</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>0</th>\n",
+       "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "      <td>12669</td>\n",
+       "      <td>9656</td>\n",
+       "      <td>7561</td>\n",
+       "      <td>214</td>\n",
+       "      <td>2674</td>\n",
+       "      <td>1338</td>\n",
+       "      <td>2</td>\n",
+       "      <td>-1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>1</th>\n",
+       "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "      <td>7057</td>\n",
+       "      <td>9810</td>\n",
+       "      <td>9568</td>\n",
+       "      <td>1762</td>\n",
+       "      <td>3293</td>\n",
+       "      <td>1776</td>\n",
+       "      <td>2</td>\n",
+       "      <td>-1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2</th>\n",
+       "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "      <td>6353</td>\n",
+       "      <td>8808</td>\n",
+       "      <td>7684</td>\n",
+       "      <td>2405</td>\n",
+       "      <td>3516</td>\n",
+       "      <td>7844</td>\n",
+       "      <td>7</td>\n",
+       "      <td>-1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>3</th>\n",
+       "      <td>1</td>\n",
+       "      <td>3</td>\n",
+       "      <td>13265</td>\n",
+       "      <td>1196</td>\n",
+       "      <td>4221</td>\n",
+       "      <td>6404</td>\n",
+       "      <td>507</td>\n",
+       "      <td>1788</td>\n",
+       "      <td>4</td>\n",
+       "      <td>-1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>4</th>\n",
+       "      <td>2</td>\n",
+       "      <td>3</td>\n",
+       "      <td>22615</td>\n",
+       "      <td>5410</td>\n",
+       "      <td>7198</td>\n",
+       "      <td>3915</td>\n",
+       "      <td>1777</td>\n",
+       "      <td>5185</td>\n",
+       "      <td>7</td>\n",
+       "      <td>-1</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "   Channel  Region  Fresh  Milk  Grocery  Frozen  Detergents_Paper  \\\n",
+       "0        2       3  12669  9656     7561     214              2674   \n",
+       "1        2       3   7057  9810     9568    1762              3293   \n",
+       "2        2       3   6353  8808     7684    2405              3516   \n",
+       "3        1       3  13265  1196     4221    6404               507   \n",
+       "4        2       3  22615  5410     7198    3915              1777   \n",
+       "\n",
+       "   Delicassen  labels  labels_DBSCAN  \n",
+       "0        1338       2             -1  \n",
+       "1        1776       2             -1  \n",
+       "2        7844       7             -1  \n",
+       "3        1788       4             -1  \n",
+       "4        5185       7             -1  "
+      ]
+     },
+     "execution_count": 42,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
    "source": [
-    "# Your code here\n"
+    "# Your code here\n",
+    "from sklearn.cluster import DBSCAN\n",
+    "\n",
+    "dbscan_c = DBSCAN(eps=0.5,).fit(customers_scale)\n",
+    "\n",
+    "customers_filt['labels_DBSCAN'] = dbscan_c.labels_\n",
+    "customers_filt.head()"
    ]
   },
   {
@@ -202,11 +1827,27 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 43,
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "-1    303\n",
+       " 0     58\n",
+       " 1      4\n",
+       "Name: labels_DBSCAN, dtype: int64"
+      ]
+     },
+     "execution_count": 43,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
    "source": [
-    "# Your code here\n"
+    "# Your code here\n",
+    "# Your code here:\n",
+    "customers_filt['labels_DBSCAN'].value_counts()"
    ]
   },
   {
@@ -233,11 +1874,33 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 44,
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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uF9FIjAsePI3j/3Ok09FEpI7RSAmRGubxu79g5tRlhEJRigpDRMJRvh86me++mOR0NBEREakHrLXcdviDLJ+zgmBRiOL8EsIlYV7/vw+ZMnKa0/FEpI5RUUKkBikqDPLH6LlEI7Fy7aFghM/fG+tQKhEREalPFk5dwpol2cTjtlx7qDjE0Ge/dSiViNRVKkqI1CDBkjCuzUzRKCwIVnMaERERqY8K1hficif+mpCzJr+a04hIXaeihEgN0jArjfQGyRXaXS5Dr/4dHUgkIiIi9U2X3h2IbTJqE8CX5GOfY/s4kEhE6jIVJURqEGMM195xDP6AF5erdMSE1+chNT2Jcy470OF0IiIiUh8kpSZx8WNn4U/28c8ATn+Sj8atGnHkJYOdDScidY523xCpYXrv3Yln3rqIz94by/LF69ijV1uOPa0/DRqmOh1NRERE6omjLz+UDnu05YtnviVndR4Dju7NERcfQnJaktPRRKSOUVFCpAZq16kp1991rNMxREREpB7rvm9Xuu/b1ekYIlLHafqGiIiIiIiIiDhCRQkRERERERERcYSKEiIiIiIiIiLiCBUlRERERERERMQRWy1KGGNaG2NGGmNmGGOmG2P+U9be0Bgzwhgzt+yfmWXtxhjzjDFmnjHmb2NMz42udU7Z+XONMeds1N7LGDO17DXPGPPP5kMiIiIiIiIiUldty0iJKHC9tbYb0B+4whjTDbgF+Mla2xn4qezPAIcBnct+XQy8CKVFDOAuoB/QF7jrn0JG2TkXbfS6Q3f+rYmIiIiIiIhITbbVooS1dqW1dnLZ7wuAmUBL4BjgrbLT3gKOLfv9McDbttQ4oIExpjkwBBhhrV1vrc0BRgCHlh1Lt9aOs9Za4O2NriUiIiIiIiIiddR2rSlhjGkH7AWMB5paa1eWHVoFNC37fUtg6UYvW1bWtqX2ZQnaRURERERERKQO2+aihDEmFfgMuMZam7/xsbIRDraSsyXKcLExZqIxZmJ2dnZV305ERESkAvVHREREKs82FSWMMV5KCxLvWWs/L2teXTb1grJ/rilrXw603ujlrcrattTeKkF7Bdbal621va21vRs3brwt0UVEREQqlfojIiIilWdbdt8wwGvATGvtkxsdGgb8s4PGOcCXG7WfXbYLR38gr2yax3BgsDEms2yBy8HA8LJj+caY/mX3Onuja4mIiIiIiIhIHeXZhnP2Ac4CphpjppS13QY8DHxsjLkAWAycXHbsW+BwYB5QDJwHYK1db4y5D5hQdt691tr1Zb+/HHgTSAK+K/slIiIiIiIiInXYVosS1trfAbOZwwclON8CV2zmWq8Drydonwh031oWEREREREREak7tmv3DRERERERERGRyqKihIiIiIiIiIg4QkUJEREREREREXGEihIiIiIiIiIi4ggVJURERERERETEESpKiIiIiIiIiIgjVJQQEREREREREUeoKCEiIiIiIiIijlBRQkREREREREQcoaKEiIiIiIiIiDhCRQkRERERERERcYSKEiIiIiIiIiLiCBUlRERERERERMQRKkqIiIiIiIiIiCNUlBARERERERERR6goISIiIiIiIiKO8DgdoDay8TxsyTCILcF494LAIRjjdTqWiIiI1CNrl6/jx3d/Izc7n16H7EmvQ/bA5dLzJhERqV1UlNhONjILu/4MsBEgiOUTKHwWGn2McaU5HU9ERETqgQnf/8k9Jz5BPBYjEoryzcs/0q1/Fx745lY8XnXvRESk9lA5fTvZvBvAFgDBspZiiC3FFj7vZCwRERGpJ6KRKA+e/jSh4hCRUBSAYGGQGWNn8+O7oxxOJyIisn1UlNgONrYOoosSHAlD8JvqjiMiIiL10Kzxc4nH4xXag0UhfnznVwcSiYiI7DgVJbaHcQF2Mwc1VFJERESqntvrwdrE/RG3113NaURERHaOihLbwbgywbsbFf/aApB8ghORREREpJ7p0rsDgZRAhfZAip/DLzzYgUQiIiI7TkWJ7WQyngRXFpgUwAcmGbx7YlIudjqaiIiI1ANut5v7vryZlIxkklID+AJe/Ek+Bp28NwNP7O90PBERke2iOQfbyXhaQeOREPoFYivAuzt498IY43Q0ERERqSd26dOJD5a9xNgvJ5C/rpA9D9iN9t3bOB1LRERku6kosQOM8ULgEKdjiIiISD2WlBLgwNP3czqGiIjITtH0DRERERERERFxhIoSIiIiIiIiIuIIFSVERERERERExBEqSoiIiIiIiIiII7TQZQ1lo8sg/BsQgMBBGFeG05FERESknlk4dTF//TKDBk3SGXB0b/xJfqcjiYhIHaOiRA0UL3wOCl8CDOCC/Lsh8xmMf39Hc4mIiEj9EI/HefTc5/n9s3FYa3F73bgvc/PYT3fRaa/2TscTEZE6RNM3ahgb/gsKXwZCQBAoBoLY3P9g40XOhhMREZF6YeQHoxn9xXhCJWHCwQglBUEKc4u489hHsNY6HU9EROoQFSVqGFsyFAgnOOIqm84hIiIiUrW+eWUEwaJQhfaCnCLm/7Wo+gOJiEidpaJEjRMB4hWbrQUbrfY0IiIiUv9Ew7GE7cZALJL4mIiIyI5QUaKGMYHDwSQlOBID/77VnkdERETqn4PPHIg/ueKill6fV2tKiIhIpVJRoqbxDYDAYUASpQtdegA/pN+BcWU6m01ERETqhcMuPJBdenckKTUAgNfvxZ/s5/8+uAa3x+1wOhERqUu0+0YNY4yB9Icg6SRs8EcwSZikozGedk5HExERkXrC6/Py2M93MeH7KUz+8W8aNmvAwWcNolFzPSAREZHKpaJEDWSMAV8vjK+X01FERESknnK5XPQ7vCf9Du/pdBQREanDNH1DRERERERERByhooSIiIiIiIiIOEJFCRERERERERFxhIoSIiIiIiIiIuIIFSVERERERERExBEqSoiIiIiIiIiII1SUEBERERERERFHqCghIiIiIiIiIo5QUUJEREREREREHKGihIiIiIiIiIg4QkUJEREREREREXGEihIiIiIiIiIi4ggVJURERERERETEESpKiIiIiIiIiIgjVJQQEREREREREUeoKCEiIiIiIiIijlBRQkREREREREQcoaKEiIiIiIiIiDhCRQkRERERERERcYSKEiIiIiIiIiLiCBUlRERERERERMQRKkqIiIiIiIiIiCNUlBARERERERERR6goISIiIiIiIiKOUFFCRERERERERByhooSIiIiIiIiIOEJFCRERERERERFxhIoSIiIiIiIiIuIIFSVERERERERExBEqSoiIiIiIiIiII1SUEBERERERERFHqCghIiIiIiIiIo5QUUJEREREREREHKGihIiIiIiIiIg4wuN0ABHZvEi8iMlrX2JBwXAsljapg+iddQUBdwOno4mIiEg9sXbFel656R3GfT0Jj8/DkHMP4Jx7Tsaf5Hc6mojUASpKiNRQ1sb5ftmV5IYXELcRABbkD2d18Z8c2/Z93C6fwwlFRESkrisuKOGKPreQuyaPeCwOwJfPfcecifN5/Oe7nQ0nInWCpm+I1FCrSiaTH16yoSABYIkSjOWwuOgX54KJiIhIvfHjO79RnF+8oSABEA5GmD1hHrMnzncwmYjUFSpKiNRQ60NzidtohfaoLWF9cI4DiURERKS+mTVhLsGiUMJjC/5aVL1hRKROUlFCpIZK87bCZbwV2j0miQxfWwcSiYiISH3TbrfW+JIqThk1xtCyc3MHEolIXaOihEgN1SplAAF3Bgb3Rq0Gt8tPu7SDHMslIiIi9ceQcw/A6/NgzL9tHq+bpu0as/t+XZ0LJiJ1hooSIjWUy3g4rPX/aJHcB4Mbg5umSXtyeKuX8bqSnY4nIiIi9UBGVjr//f1+dunbGZfbhdvrpt+RvXj857sxG1cqRER2kHbfEKnBkj2NObjlk8RsBGwct0tbb4mIiEj1ardba54d+yChkhBujxuPV18hRKTy6CeKSC3gNl7QwwgRERFxkD9JD0dEpPJp+oaIiIiIiIiIOEJFCRERERERERFxhIoSIiIiIiIiIuIIFSVERERERERExBEqSoiIiIiIiIiII7ZalDDGvG6MWWOMmbZR293GmOXGmCllvw7f6Nitxph5xpjZxpghG7UfWtY2zxhzy0bt7Y0x48vaPzLG+CrzDUrNVBJdz4TsZ/ly8Rn8sOw/LC8a73QkERERqWeWz1vJExe8wAXdr+XuEx5j9oR5TkcSEal3tmVL0DeB54C3N2l/ylr7+MYNxphuwKnAbkAL4EdjTJeyw88DhwDLgAnGmGHW2hnAI2XX+tAY8z/gAuDFHXw/UguURNczbMlZhGOFxImQy0LWBKfSM+tSujU42el4IiIiUg8snLaE/+zzf4SKw8RjcZbOXMbE4VO485Mb6HvYXk7HExGpN7Y6UsJa+xuwfhuvdwzwobU2ZK1dCMwD+pb9mmetXWCtDQMfAscYYwxwIPBp2evfAo7dvrcgtc30nPc3FCT+EbNBJq/9H9F40MFkIiIiUl+8ctO7BAuDxGNxAKyFUHGYpy9/GWutw+lEROqPnVlT4kpjzN9l0zsyy9paAks3OmdZWdvm2hsBudba6CbtCRljLjbGTDTGTMzOzt6J6OKkFcXjyxUk/uHCTW54gQOJREREtp36I3XD9DGzSVR7WL8ih6K84uoPJCJST+1oUeJFoCPQA1gJPFFZgbbEWvuytba3tbZ348aNq+OWUgWSPIn/3cWJEHBnJjwmIiJSU6g/UjekN0pN2O5yu/Ana4kzEZHqskNFCWvtamttzFobB16hdHoGwHKg9Uantipr21z7OqCBMcazSbvUYd0zT8dtAuXaXHjICnQj1dvcoVQiIiJSn5x849H4k/3l2nxJXg45ZxBen9ehVCIi9c8OFSWMMRt/czwO+GdnjmHAqcYYvzGmPdAZ+AOYAHQu22nDR+limMNs6YS9kcCJZa8/B/hyRzJJ7dE8uTd9sq7CY5LwupJxGx+Nk/Zg/+YPOR1NpMZZsyqPMb/MYt6slZrjLCJSiY68ZDDHXnUYvoCX5PQkfAEvex/Tl8v/e77T0URqnCWzljN66B8sm7PC6ShSB2119w1jzAfA/kCWMWYZcBewvzGmB2CBRcAlANba6caYj4EZQBS4wlobK7vOlcBwwA28bq2dXnaLm4EPjTH3A38Cr1XWm5Oaa5cGx9Ep/XBywwsJuDNJ8TZ1OpJIjRKPx3n6/q/46bu/8XrdxONxWrXN4sHnziIjM8XpeCIitZ4xhgsfOoPTbjmW5fNW0bh1FplNMpyOJVKjBItD3H38Y0wdNROP1000EmOvA7tz5yfX4wtompNUDlNbn7z17t3bTpw40ekYIiJV4qtP/uCV//5AKPjvorBuj4sefdrz4HNnO5hMajpjzCRrbW+nc9QX6o+ISF32zBWvMvyNnwlv1B/xBbwcddkQLn3iHAeTSU23Pf2Rndl9Q0REqsjQD8aVK0gAxKJx/p64iIL8EodSiYiISH1hreWHN0eWK0gAhIMRvnvtJ4dSSV2kooSISA1UUhxO2G5chmBJ4mMiIiIilSkciiRsD22mnyKyI7a6poSIiFS/fgO7MHzon8Ri8XLtDRqmkNUk3aFU22/Vihw+fWcMc6Yvp12nppx41t60aa8tFEVERGo6Ywy7DdiFaaNnbdIOe+7fzaFUO2bB34v5+PFhLJu9gu777cqJ1x1FVouGTseSMhopISJSA5118QGkN0jG5y+tHbvdLvwBL9ffeSzGGIfTbZtF81Zz6Skv8O3nE5k9fTk/fj2FK898iel/LXE6moiIiGyDq1+4kOS0JLy+0v6I1+8lKS2Jy5+uPbvUTBg+hav3vo2R749i9oR5fPncd1y0+3WsXLDa6WhSRgtdiojUUAX5JXz3+UT+mrSIlm0accwp/WjZppHTsbbZzZe9yZQ/FlZob9+5Kf/78HIHEtUPWuiyeqk/IiJ13drl6xj2wnDmTl5Il14dOPqKQ2nUPNPpWNvEWsuZ7S9nzZK15dpdLsN+Jw7g9g+vdShZ3bc9/RFN3xARqaHS0pM4+dz9OPnc/ZyOskNmTFmasH3RvDVEIlG8Xn0EiYiI1HRZLRtx/gOnOx1jh+Rm55OzOrdCezxu+fOnqdUfSBLS9A0REakSyan+hO0+nxu3Wx8/IiIiUrUCKYn7IgBpDVOrMYlsiXqFIiJSJY4+pR/+gLdcm8/vYcgxPXG59PEjIiIiVSspJcA+x/XD6y/fH/En+znxuiMdSiWb0thZkRqmKJrNksKRxG2UVin7kuFr43QkkR1y6nn7sWp5DiO/n4rP5yYSjtFn785cdM1gp6OJiMhWLJ29nHFfT8br87DvCf20U4HUWte9fAmFOYX8/esMvH4vkVCEIy46iCMuPsTpaFJGC12K1CDz8r9j3JpHgNKFeYxx0T3zTHo0usDhZCI7bv3aApYuWkvzVg1p0izD6Th1nha6rF7qj0hd9OZdH/LJY8OIxy0utwus5bpXL+Og02vnGkciACsXrmbNkrW02601GVm1Z3v12koLXYrUQiXR9Yxb8wgxG/630cK0nHdpk7ofDf1dnAsnshMaZqXRMCvN6RgiIrIN5kyaz6dPfEU4GCnX/uSFL9JnSA/SG+nnudROzds3pXn7pk7HkAQ0qVekhlhWNAaT4H/JmI2wsOBHBxKJiIhIfTPyg98rFCQAXG4XY7/SqCARqXwqSojUEJY4iSdTWWrrNCsRERGpXayFhB0SU3ZMRKSSqSghUkO0TtkXiFdodxsf7dMOqv5AIiIiUu/sf8re+JJ8Fdrj0Tj9j+zpQCIRqetUlBCpIZI8Denb+DrcxocLDwY3buOna4OTaRTY1el4IiIiUg/s2rczx1wxBH+SD5fbhcfnwRfwctXzF9KgsRYrFpHKp4UuRWqQLhlH0yK5D4sKfyZuI7RO2Y9Mf0enY4mIiEg9ctEjZ3HwmQMZM2wiPr+XgScNoGnbxk7HEpE6SkUJkRom1duc7plnOB1DRERE6rH2u7el/e5tnY4hIvWApm+IiIiIiIiIiCNUlBARERERERERR6goISIiIiIiIiKOUFFCRERERERERByhooSIiIiIiIiIOEJFCRGpVEUFQebMWE7OukKno4iIiEg9lZudx+yJ8ynMLXI6iohshbYEFZFKYa3ljed+5IsPxuHxuomEo/QfuCs33XscPr/X6XgiIiJSD0TCEZ644EV++3QcXr+HSDjK0ZcO5uLHz8bl0vNYkZpI/2eKSKX47otJDP1wPOFQlOLCEJFwjPGjZvP8I99W6X1LikN88NpvXHbai1x/4ev8+sM0rLVVek8RERGpmV656V1+/3w8kVCE4vwSIsEIX7/8I188U7X9kZzVubx049tcvMf13Hr4A0z+aWqV3k+kLtFICRGpFJ+8PZpQMFKuLRyK8tN3f3PFLUfg81X+j5tQMMLV57zCquU5hENRAObNWsGMv5dy2Q2HVfr9REREpOaKxWJ8++qPhErC5dpDxSE+e/JrTrjmyCq5b87qXC7e8wYKc4uIhqMsnLaEqb/N5NInzubISwZXyT1F6hKNlBCRSpGfW5yw3VpLsDic8NjO+mX4VNaszN1QkAAIlkT49rOJrFmVVyX3FBERkZopGo4S2ahPsLH89QVVdt+PHv1yQ0HiH6HiEC/d+A6hklCV3VekrlBRQkQqRfe92mJMxfbMRqmkZSRVyT3/GD2XYEmkQrvb42LG30ur5J4iIiJSM/mT/LTo2DThsW4Ddqmy+04cPqVcQeIfLpdhyczlVXZfkbpCRQkRqRQXXH0IgSQfbnfpjxVjwB/wctUtR2ISVSsqQeOm6Rvut6nMhilVck8RERGpua56/iL8yb4NfQ+X20UgNcAlj59dZfds2DwzYXs0HCWjcXqV3VekrlBRQhwVi4eJxBMP+5fapU37xrz4wWUcfGQP2nZszIBBu/LYy+fRb78uVXbPw4/vjcdT/seYMYa09CR279m2yu4rIiJ1S6gkRLBYw+zrgp4H7c5/R93Pvif0o223Vhx85kBenPgIHfdsV2X3POmGo/En+8u1eXxuuvbvQpPWWVV2X5G6wtTWVep79+5tJ06c6HQM2UHhWAFj1zzCksLfsFga+Nqxd9NbyQp0czqa1DJjfpnFE/cMJRaNEY9bmrXM5O4nTqNF64ZORxNxhDFmkrW2t9M56gv1R2q3NUuyeez8F5j62wwAuu29Cze+fgXNOySeAiCyOUOf/ZbXbnsfl9tFNBxl136duevTG0hvlOZ0NBFHbE9/REUJccQ3Sy5ifWgOcf5dD8Bjkjim7Xukeps5mKzuyMsp4suPxvP3pEW0aNWQ488YQLtO5TtZRdFs8sOLSfO2qtV/79FIjIXzVpOU7KNVWz2RkPpNRYnqpf5I7RUORTi74xXkrM4jHosDYFyGjKw03lnwAoFNnnzLjlm1aA2f//cb5k1ZSOeeHTj+P0fQtG3jcucsn7eSNUvW0n73NjRonOFQ0p0XLA6xePpSMptm0KRN462/QKQO257+iLYElWq3LjibnPD8cgUJgLiNMjvvC3plXeZQsrpjXXY+l5/+P4oKQ0TCUaZPWcIvP0zjjkdPoc8+nYnbKL+vup8lRb/gMl7iNkLL5L0Z2Oxu3C6f0/G3m8frpnPXFk7HEBGRWmTssIkUF5RsKEgA2LglVBxm1KfjOOTsQQ6mqxvmTVnIdQPvJBKKEI3EmDl2Lt+99hP/HXU/HfZoS1FeEXcd9xgzx8/F6/MQDkU46pJDuPTJc6tsPaqqFEj2s0ufTk7HEKl1tKaEVLvCyApcuCu0x4mQG1roQKK6552XRlKQV0KkbCXoeNwSCkZ46r4vicfj/LXudZYU/UrMhonEi4jZMMuLxzJp7QsOJ5dtEYvFyc0pIhaNOR1FRKTWWjl/FaEEW1aXFAZZuWC1A4nqnueufI2SwiDRSOnnVTQSpaQgyHNXvQbAY+e/wIwxswmXhCnKKyYSjPDtKz/x3as/ORlbtlEkHCE3O494PL71k0W2QEUJqXaZ/k4VRkkAuI2fxkm7OZCo7vnj97nEYhU/IArzg2SvzmdW3ufEbPkFvWI2xNz8YdTWKV31gbWWLz4Yy8kHPcKZhz/BCQc+zPuv/ap/ZyIiO6DDnu3wJ1UcHZiUGqDDnloseWdZa5kxbk7CY9PHzKYov5jx30ze8ADlH8HiEJ/99+vqiCg7KBaN8fJN73Bcw/M4vc1lnNz8Ioa/NdLpWFKLafqGVLt0X2taJu/N8uKxG30xduFxJdEl41gno9V40XiI+fnfs7x4LMmexuyacTwN/O0rnJeaFmBddkGF9ng8TnKKn2hh4h1PojYEWKD2DZmsD4Z/OZk3nvuJULC0qBcJx/jw9VF4vR5OOnsfh9OJiNQuvQbvQfMOTVk6ezmRUOkXY4/PQ1arRgw4SsuybElBTiHfvvIjM8bMoU23lhx12ZAKu0wYYwgk+ykpDFZ4fSDFT0lBCS5X4v5GwfqiKsktleOVW97l6//9sGGkUV52hGeveJWMRun0P7KXw+mkNtJICXHEoOb3snvmWSS5s/C6UmiXeiBHtn6NgLv2Lm5U1SLxIr5ech4T1j7N0qLfmJP3BV8vPZ9FBRUr08efMQB/wFuuzeNxsVe/DqSlJ9E4afeE92jk3wVj9GOhpnrvlV83FCT+EQpG+OiNURotISKyndxuN0/+di9HXHwI6Y3SSGuYymEXHMjTo+/H7ak4zVRKZS9bx/m7/oe37/mEMcMm8OmTX3Phbtcy64+5Fc497MKD8G0yGsWX5OPIiw+hUYuGCXemcLld9B68Z5Xll50TDob5+sUfKkx9ChWHeeeejx1KJbWdvn2II1zGw56NzufkDsM4veMIBjW/l1Rvc6dj1Wgzcz+lMLqCmC194mCJE7Mhxqx5iLgtP/RxyDE9Oey4nnh9HlJS/fgDXjp3a8mN9x4PQN/G1+IxSZiywVIGNx4ToH+TG6r3Tcl2Wb+24ugXgMJNFmoTEZFtk5KezBVPn89n2a/z+do3uPr5i0jLTHU6Vo326i3vkr++kHBJ6ZfSaDhKSWGQJy58scK5Fzx0Bn2G9MAX8JKSkYwv4KXvoXtx7v2nYozh2pcvxZ/s2zBiwuv3kNIgmXPvO6Va35Nsu/z1hZs9tnrJ2mpMInWJpm+I1BKLC0cSsxUX5MLGWR+aS1ag64YmYwyX3XA4p543kAVzVpHVNJ22HZpsON7Q34lj2r7L9JwPWBeaRUNfZ7plnka6r1V1vBXZQa3bN2bh3IqLrzVp1kBP9UREpFr88d2fCQvhS2evoCiviJSMlA1tPr+Xuz+/kZULV7Nszkpa79KCZu3+7Y/0PWwvnhnzIJ8++RXL565kj0HdOO7qw2nYLLNa3otsv8wmGXj9XkIlFfuknXq0q/5AUieoKCFSS3hdKQnb48TwupITHstslEqvAYm3pkr1Nqdfk+sqLZ9UvYuvHcLd131QbgqHP+Dl4uuGOJhKRETqk0Cyn8Kcims+GGPw+r0JXgHN2zelefumCY912KMtN715ZaVmlKrj9rg574HTePnGdwgV/7touj/Zz/kPnu5gMqnNNH1DpJbomnEiHhPYpNWQ5m1Bhk+rhNcHPft15P5nzqTbHq1JSQvQuWsL7njsFPY9sJvT0UREpJ448tLBFXYt8fg89D+iF75Axd1MpO45+rIh3PTmFbTr3pqUBsnsdVB3nhh5N116dXQ6mtRSGikhUku0Sd2fLsFpzM77DBceLBBwZ3Bgi0edjibVaI9e7XjqjQudjiEiIvXUKTcdw/wpCxn/zWQ8Xg/xeJw2XVtx3auXOh1NqtHAEwcw8MQBTseQOkJFCZFawhhDn8ZX0S3zVLJLphLwZNI0sKd2yxAREZFq4/F6uPOTG1g2ZwUL/l5Ms/ZN6NyzA8ZoO3ER2TEqSki9YG2cVSWTyQnNJ93XmhbJ/XCZ2rkwYIqnMSlpBzodQ0RERLZTNBJl/DeTWb0om869OtB9311r7Zf5Vl1a0KpLC6djiEgdoKKE1HnhWCHfL7+CgvAy4jaKy3hJ8jTisFYvkuRp6HQ8ERERqQdWL87mmv1upyivmGg4itvjpnPPDjz0/f/hT/I7HU9ExDEa9y113qS1z5MXWkTUlhAnQtQWUxhZybg1jzkdTUREROqJh89+hvUrcykpCBIJRQkWhZg9YR4fPPi509FERBylooTUeQsLRhAnUq7NEmVp0e/EbcyhVCIiIlJfFOUVMWvcXOKxeLn2cDDC8Ld+cSaUiEgNoaKEVJpoPEhJdB3Wxrd+cjWybC6PLfslIiIidUVRfjG52XlOxygnFovDZtaOiEdrVr9JRKS6aU0J2WnReIixax5hUeHPGMDnSqNf4xtomzbI6WgAtE7Zj0WFP2P5d1SEwUWzpF64jP4XEBERqQtys/N49Jzn+PPnaRgDTds24cY3LqfbgF2cjkZ6wzTadmvFgr8WYTd6HuLxeRh0yt7OBRMRqQE0UkJ22qhV97C48GfiNkzMhimJrWPU6ntYUzLV6WgA9Gl8NcmeLDwmCQCPScLvzmBA05sdTiYiIiKVwVrLTQffy58/TSUajhIJRVk2ZwU3D76PNUvXOh0PgFveuZqUjBT8yaWLWialBmjevgln33Wyw8lERJylx8SyU0qi61lePIaYDZdrj9kQ03Le4cCkRx1K9q8kTyOObfshiwt/Zn1oDhm+9rRPOxivK9npaCIiIlIJZo6bw6qFa4hGyq8VFYvE+Pp/P3D+A6c7lOxf7XZrzTsLnmfkB7+zfP4qdu3TiX2O64vX53U6moiIo1SUkJ1SHF2Dy3grFCXAkh9Z7kimRDwuPx3TD6MjhzkdRURERCrZqkXZCddsiISjLJuz0oFEiaU2SOGoy4Y4HUNEpEbR9A3ZKem+1sRttEK7wU2TwO4OJBIREZH6pkuvDsQiFfsj/mQf3ffd1YFEIiKyrVSUkJ3idaWwW+YZeExgo1aDxxVg94ZnO5ZLaodoJMaXH47jstNe5NJTXuCTt0cTDkW2/kIREZGNtOrSgv5H9caf7NvQ5va4SW2QwpDzDnAwmdQGxQUlvHPvJ1zQ/Vqu6HMzw98cSTyuXVFEqouxtnZuidi7d287ceJEp2MIpYtLzc//jmk57xKM5dA0aS96Zl1Khq+N09GkBrPWcsfV7/L35MWEgqWFCL/fQ6ddW/D4q+fhcqlmKrIjjDGTrLW9nc5RX6g/UnPEojE+e+prvnpxOMHiEAOO7sO5955Cw2aZTkeTGiwcDHN575tZuWA14bL+SCDFz6CTBnDD61c4nE6k9tqe/ojWlJCdZoyhU8bhdMo4fIevEbcx1oVmYW2crEBXbdVZyQojK5mR+xFrgzNp6O9Mtwanku5r5WimmVOXMfXPfwsSAKFQlPlzVjFp3Hz67N3ZwXQiIlLbuD1uTr7xGE6+8ZgdvkY4GGbOxPn4k/102qs9JsE6FbLjFk5bwmdPfsWyuSvZY2A3jrv6cDKbNnA00y8fjWH14uwNBQmAYFGIkR+O5tRbj6dV5+YOphOpH/TNTxy3pmQqI1feQjQewgAu42FQ8wdontzL6Wh1Qk5oPt8tvYSYDRMnytrgDObnf8eQVs+SFejmWK7pU5YQjVQcGhksCTN18mIVJUREpFr99ulYnrjgRTAQj1systK4/6tbabdba6ej1QkThk/hnhMeIxKKEo/FmTNxPt+8PIIXJz1KkzaNHcv1509TCRaFKrS73G5mjp2jooRINdD4aHFUOFbIiOXXEozlELXFRGwxoXg+P6+4kWA0x+l4dcIf2U8RscXEKV0AzBIjaksYt+ZxR3M1ykrD63NXaPcHPDRuku5AIhERqa+Wzl7Oo+c8R3FBCcX5JQQLg6xelM2NB91DLBrb+gVki6y1PHXR/wgVh4nHSh9IREJRCnOLef32Dx3N1rhNFp4E/RHjgobNG1R/IJF6SEUJcdTiwl+AiuuaWCwLC0dUe566aE3J1ITt60KziVvnOlp7H7Arbk/FH0Fut4tBQ7o7kEhEROqrb1/9iWik4mdiOBhm8o9/O5Coblm/KpfctfkV2uOxOJNG/OVAon8dfuFBuD3lB48blyE1I4UeB6o/IlIdVJQQR4XiecRsxd0WYjZEMJrnQKK6x+tKStjuNj6Mgz8CAkk+Hn/5fFq0bog/4CUQ8NKkWQYPPX8O6RnJjuUSEZH6J2dVbsIRETZuyV9X6ECiuiUpNQDxxIvrpzZIqeY05TVr14R7h95EZtMMAikBfEk+2u/ehid+uQe3u+IIChGpfFpTQhzVLKknLuMhZsvvLe4xSTRP1uLxlWGXjOOZnvsBMfvvfEm38dM5/SjHF/Bq37kpr39xNSuWricWi9O6XZbjmUREpP7pe3hPRg/9o8LaArFojN3329WhVHVHcloS/Y7oxfhvJhEJ/9vn8yf7OeGaIx1MVqrnwXvw4fKXWTJzOf5kH83bN3U6kki9opES4qisQFdap+yDxwQ2tHlMgGZJe9E0qYdzweqQPRudT5uUgbiND68rFbfx0SK5H72zasY2V8YYWrZpRJv2jVWQEBERR+x3Qj/admuFP9m/oS2Q4ufoKw51dBHGuuSG1y+j64Au+JN8pGQk4w14OeyCAzni4oOdjgaAy+Wi3W6tVZAQcYCxNvFQqppO+4LXHdbGWVjwI3PzvwbidEw/nA5pg7UtaCUriqwhL7KYdG8rUr1aSVqkrtqefcFl56k/UneEg2G+e/1nfvlgNEnpAY68ZDADjuqtgnklWzZnBWuWrKX9Hm3JbJLhdBwRqSLb0x9RUUJERKQOUVGieqk/IiIiUtH29Ef0KFpkJwVjeawPzSHJ3ZBMf8etnp8XXsLSot9x4aZt6gGkeJtUap64jRKOFeBzp+MytXuBplAwQl5OEZlZqXi9+nElIiKyOWuXr2PxjGW06NiM5h22PgVh9sT5/Pnj36Q0SGHQyQNIb5hWqXnCwTAlhUHSG6XV+tEmxQUlFOYW0ahFpha/FKkC6uWL7CBrLVPWv8b0nHdxGS9xGyPD14aDWzxJkqdhwtf8te51pua8g7UxMC4mr3uRfo1voHPGzi/yZG2cP9e9zMzcj4kTx2uS6Jl1KV0yjtnpa1e3WCzOq0//wDefTgBjcLkNZ158ACeeubfT0URERGqUWDTG4xe+yK8fjcEX8BIJRdjzgO7c+cn1BDZaI+Mf8XicR855jtFf/EE0HMHj8/LyjW9z75c3s9eBu+90nlBJiGevfI2f3/8day0NmzXg6hcuot/hPXf62tWtpCjIkxf9j9Ff/IHLZQikBrjquQsZdNIAp6OJ1Cla6FJkBy0p+pXpOe8Ts2Ei8SJiNkhOaD6/rLwt4fnrQ/OYmvMOMRsiTpS4DROzYcZnP05JdN1O5/lz3SvMyP2YqA0St2FC8Tz+yH6axQUjd/ra1e2tF3/im88mEgpFCQUjlBSFefvFnxnx9RSno4mIiNQoHz4ylFGfjiUSilCUV0w4GOGvkdN48Zo3Ep4/+os/GDP0D0LFIWLROKHiEMGiEPee+ASRcMVt2rfXQ2c+w8gPficSihANR1mzZC33nfwEcybN3+lrV7eHz3yGMUP/IBKKECoJk5edz2PnPce00bOcjiZSp6goIbKDZuR8SMwGy7VZYqwLzaIosrrC+YsKfiJmE33Yu1ha9DsA4Vgh60NzCccKtitL3EaZmftxhTwxG2TK+le361pOi8XifPnheELB8n9XoWCE91/91aFUIiIiNdOw578nVBwu1xYORvjx3d+IxWIVzh/+5sgKW59C6QiKGWPmAJCbnceCvxcTLK543pasXbGeP779k/Amn+HhkggfPTJ0u67ltPWrcpjw/ZQK7yVUHK5170WkptP0DZEdFIrlJWw3eAjFC0hh0/mcm19U1to4f6z5L3Pyh+LCS4wIndOPpG/ja7dpXYhIvJi4jSY8VhTN3urra5JgSZhIuGInCiBnXWE1pxEREanZivNLErZHIzGi4SjupPL9iC2tcR8qCXPfyU8w9qtJeP0eYtE4Z915IqfcdOw2ZVmzZC3esikk5e9pWTZn5TZdo6ZYu3w9Xr+nwnsBWLmg4sMnEdlxGikhsoNapeyLC2+Fdpdx08DXrkJ7u7QDcZuK50Ocwuhq5uQPK50KYouI2zDz8r/lr/WJh15uyudKxetKSXgs07f1xTdrkuQUPw0aJn4vHXdpVs1pREREarY99u+WcCHJtt1a4U+quKbE4HP2J5BSsd0Yw4/v/sa4rycRCUUozi8hVBzinfs+5ZePRm9Tlja7tkz4Jd7tcdNtQJdtukZN0XqXFsQiFR+SuD1udh/Y1YFEInWXihIiO6h7wzMIuBvgNr6yFoPb+OnX+AZcpuIgpIb+LuyWeTpu48fgxoUXt/HRt/G1zM0flnDqxcycD7cpizEuemVdgdsEyrW7jZ9eWZfv0PtzijGGS68/FH+gfAHHH/By0X+GOJRKRESkZrr0iXNISgvg8ZX2PdweF4EUP9f87+KE5+93Qj/6HdGLQIof4zL4knz4k/3c9OYV/P75+IrTFYpCvPfAZ9uUJbVBCsdddRj+jRbYNMbgT/Zxys3H7tgbdEhSahKn3npcuQKOy2UIpPg59ebjHEwmUvdo+kYtFo9bPvx+Eu9/P4n8wiDdOjbnmjMGsWu7rW8DJTtu6aK1vPnCT0ybvJhGLQcx+LII/paLSPE0pVvmKWQFNl8936vRRbRPPZilRaMwxkO71ANI9TZn3JrHE54fscXkhhbQwN9hq7k6ZxyB353GlHWvUhRdTaavE72yLqNxUvcdfq9OGXhId1LSknj35ZGsXJZDx12acc5lB9KlW0uno4mIyCbCwTBv3/0x3732M+GSMD0P2YNLnzyH5u3VH6lKM8bN4Y3bP2Dh1CW07FS6Dej6Vbm02601J1x3FK06N0/4OpfLxf99cA0zx89l8oi/Sc1MYf9T9iYcjOByJ966c/GMZeStzScjK32ruS58+Eyad2zGJ48PI39dAXsM7MaFD59Bs3aVuwV6dTjj/06gRcdmfPToUHJX57HnAbtx7r2n0rRtY6ejidQpxm5pYlkN1rt3bztx4kSnY1SplXkFrCkopGPjRqT6fRWO//e9X/ji578Jhv9dSyDJ7+XNe8+gXYvEW1LKzlmxdD2Xn/4iwZII//y/4w94Of2CgZx6/sAdvu7XS85nXSjxSs6tkvfmoJaJixZS8+XlFDF65Ewi4Sh99+1C81b6f1OqljFmkrW2t9M56ov60B9ZNnclhTmFdNizHT5/xWmItx3+AH/9Mn3DE3aXy5CamcIbs54hvVFadcetF6aOmsmth91fboFLf7KPm9++mv2O77dD14zFYpzc/CLy11ZcbNsYw8k3Hs2FD5+5w5nFWasXZzP2q4l4vB72ObYPmU0bOB1J6rjt6Y9o+kYNVBgMcdE7n3Pos29wwTufs+9jL/H8L+PYuIBUWBzis5/+KleQAAhForzx5fjqjlxvvP/qr4SCkXL/LkLBCO+/9hvBkvAWXrllPbcwxWJVyZ87fN2aIG5jLCn8lVGr7mX8midYH5rjdKRq8/vPMzjziCd56YnvefWZEVx80vO898ovTscSEdkm2cvWcXnvm7i0xw3cPPg+TmpyAT++W34XpEXTl/LXrzPKDfmPxy3B4jDfvvpTdUeuN1664a0KO26EisP87/o32dEHjm63mxOuPTLhMWst476etEPXrSnCwTA/vPULD57xNK/e8i4r5q9yOlK1+fjxYZzf9T+8ctM7/O/6Nzmz/eX8/MEop2OJbKCiRA10y9DhjF+0jFA0RmEoTDAa5dXRE/hu+r9f5patycXrqbgrQzxumbVIKwJXlRl/LSEer/hh73a7WLFs/Q5ft1lSD1ybmU3lc6Xu8HWdFrcxflpxA6NW3cuCgu+ZlfcF3y69hFm52zY3tTYrLCjh0ds/IxyKEgxGCIeihMNRPnrzd+bOXOF0PBGRLbLWcuuh9zP/r8WESsIU55dQXFDCfy99mdkT5m04b9G0JXgS9EfCJWFm/TG3OiPXKwunLknYvnbZesLBHX9IcvAZ++HxJd71q0GTjB2+rtOKC0q4vM8tPHvlq4z84Hc+e+prLt7zBiZ8X7sf/GyLRdOX8tZdHxEORggHI4SKw4SDEZ644EVysxPvJCdS3VSUqGHySoL8NncR4U32lS6JRHl19L/DQ5s3SicSrbgisDHQvqWGh1eVZq0yE7ZHIjEaZW3bENWYjTBl3at8vOBoPpg/hFGr7qEklkOH9MM2WjSzlNv46drg5J3O7ZQlhb+ypuRvovaf7crixGyIiWufJRTLdzRbVftj1Fxc7oo/YsOhKD9/+7cDiUREtt38KYtYvTibeCxerj0cjPDFs99t+HPLzs2Jx+Obvhyv30v73dtUec76KrNZg4TtgRQ/3gRTbBIpzC3i2ate44Qm53Ni0wt44do3SGmQwi69O+HepNAUSPFvdhRFbfDFM9+wcv4qgkUhoHS71FBxiEfOeY5YLPE25HXFyA9/JxquuG28y+1izJd1e+qZ1B4qStQw+SVB3K7EiwytLyre8PuMtCQG998Fv6/803W/18O5R+/YXEKpyFrLuuBsFhX8TF54MaedP7DCrhA+v4e999+FjMzE21hu6pcVtzIt5z1KYmsJxwtYWPAj3yw5n70aXkTzpD64jQ+vKxWX8dEhbQjdMk+tirdWLRYXjtyoIPEvl/Gwqrh2DwPdmlgsvtm94KN1vAMkIrVfzpo8XAlGQNi4Ze2ydRv+3LlnB9rv3hbvJv0Rr8/DkZcMrvKc9UU8HmfqqJn89ulYspet44zbTyi3wwWAP9nPidcdhcu19e59LBrjmn1v59tXfiR/bQF52fl8/b8fuG7QndzxyXV07NEOf7KP5PRkfAEvp916HAOOqr1L1fz68dgKu4pA6YiexdOXOZCo+sSi8YRTemzcEkvwgFPECdp9o4Zp0SCdgNdDSaR8RdNtDAM6lH/icOv5h5CemsTnP/9FOByjVbMG3HTOQdp9o5KEYwWMWH4tueEFGFzEidGiWT+uvfNU/vf4DxQXhbAWBh2yG1fdetQ2XTMntICVJZOI2dCGNkuMcLyIhYU/cVDLxyiMrKQgsoIGvnYkeRpV1durFl5XMmCATT4MLXhcSU5EqjZ99u1M/MGKTw99fg+DDql9O6KISP2yS5+OREIVv8T5knz0PbxnubaHvv8/nr3iVX79ZCzxaIwufTpx7UuX0Kh54tGFsn1WLVrDjQfdQ152PsZliISiHHnJwZx990m8d/9nxKIxjDEce9VhnHH7Cdt0zXFfT2LNkrXlnqBHQlFWzl/N/CmLef6Ph1k8cxm5q/Po2KMdqQ227cFLTbVpAecf8Vi83JafddHAE/sz9NlvK6xBYq1lwFG9HEolUp6KEjWM2+XijsMP5LYvfyAUiWIBj8tFit/LlfsPKHeux+PmP6cP4qpTBxKNxfB59a+zMo1d8wjrQ3OJ82+nbEXxeLr37swHw29g/dpCUtMCBJIq7oyyOTmhuRgqPnmK2SBrg1OBU0j1NifVm3gbr9qmc/pRLCgYQcwGy7Ub46ZZct3+IGyQmcLlNx7GC49/RywWJx6z+PweBh/dg916aEiziNRs6Q3TOP3W4/jo0S83DHn3Bbw0bNaAIy4+uNy5KenJ3PLO1dz45hXEY3G8vm2bPiDb5q7jHmXN4uxya1p999rP3PDa5XyW/To5q/PIaJyecGeUzZk/ZRElhcEK7aGSMAv+WkTfw/aibddWtO3aqlLeg9OOueJQFk1bsuG/ZQDjMjTv2JQWHZs5mKzqdenVkaMvP5RhL3xPJBjBuFy4vW4ufPgMslrW7odfUnfoW2wNdHj3XWiWnsZroyeyLDePfu1ac8E+vWmannjBQ5fL4HPpX2VlitkISwp/I050k/YQc/KG0qPRBWQ12fpe3ZtK9bagwqgBwIWPDF+7HUxbczVO6k6PhhcwZf0rGDwYAOPi4BZP4DZ1v9N62PG92bNPB375YSrhYIQB+3dll91aOh1LRGSbnHnHSXTaqwNfPPMteWvz2efYvhx39eGkpCcnPN/tduN2J14kUXbMivmrWD5nZYVFtoNFIYY+9x2DTt6bxq22/4tl8w5NSUoNVChM+JN9NGvfZKcy10QHnbEfU3+fyY9v/1q6XoYxpDZI5p4vbnI6WrW4+NGzOPC0ffn98/F4fG4Gnbw3rXdRf0RqDn2TraF6tmlBzzZHOx2j3orbKDZB8QAgais+WdhWjQPdSfO2JC+8qFzBw208dMk4doevW5N1b3gGHdMPY2XJRLwmmRbJfXG7tn10SW3XonVDTr9gkNMxRER2SP8je9H/yLo9sq0mKy4oweVJvEZEUV5xwvZtsd+J/Xn5xrcJFoewZQUPl9tFUmoSex/bd4evW1MZY7j2f5dw6k3HMn3MbBo2a8CeB+xWr4ponfZqT6e92jsdQyQhLXQpkoDXlUQDX6If3C5aJvff4esaYxjc6llapuyNCw8GN5m+Tgxp9TzJnqwdD1zDJXka0iFtMK1T961XBQkREZGd0b57m4RbrvoCXgaeuOP9kUCyn6fHPMBu++yC2+PG7XGz+35deWbMA9s1DaS2ad6hKQefOZCeB+9RrwoSIjWdRkqIbMY+TW/j+2VXELdR4kRwGz8eVxK9sq7YqesG3Bkc2OJhovEQcRvF567di0eJiIhI1XB73Nzw+hU8eMZ/iYajxKJx/Ml+GrduxHH/OWKnrt2iYzOe+vU+SgpLwBiSUgKVlFpEZPuoKCGyGY0Cu3Js2w+Ynfc5ueGFNA50p0vGMfjd27+WRCIelx+o2ys+i4iIyM7Z+5g+PD/hEb5+8QfWLFtL78E9OOTsQQQ2s6PE9kpKrdu7YYlIzaeihMgWpHib0DPrUqdjiGxVJBJl8fxsklP8tGjd0Ok4IiJSidp2bcUVz5zvdAyRrSopCrJ01nIaNmug3T1km6koISJSy/06YhpP3z+MeNwSi8Vp074xdz1xGk2aZTgdTUREROqJjx//krfv/gS3x0UkHGXPQd24/aPrNrtjj8g/trrQpTHmdWPMGmPMtI3aGhpjRhhj5pb9M7Os3RhjnjHGzDPG/G2M6bnRa84pO3+uMeacjdp7GWOmlr3mGWOMqew3KVKfBWN5hGL5TseQKjJ/ziqeuHsoRYUhSorDhENRFsxZxW1XvI21iXeQERERqU7WWnJW51KUv+M7hkjNNnroH7x99yeEikMU55cQCUb465fpPHzWs05Hk1pgW3bfeBM4dJO2W4CfrLWdgZ/K/gxwGNC57NfFwItQWsQA7gL6AX2Bu/4pZJSdc9FGr9v0XiKyA/LCi/hqyXl8suBoPl5wJN8svYj88DKnY0klG/bReCLhaLm2eNySvTqfOTNWOJRKRESk1NRRMzm3y9Wc0e4yTmxyAbcf9RD56wqcjiWV7KNHvyRUHCrXFglFmfTDX+St1cMx2bKtFiWstb8B6zdpPgZ4q+z3bwHHbtT+ti01DmhgjGkODAFGWGvXW2tzgBHAoWXH0q2142zpI723N7qWiOygSLyYb5deyvrQHOJEiBNlbXAG3y27lFg8tPULSK2RvSqPeLziiAiXy5CzrtCBRCIiIqVWLljNbYc/wIr5q4iEokTDpV9Sbxlyv0bz1TE5q3ITtru9bhWhZKu2ZaREIk2ttSvLfr8KaFr2+5bA0o3OW1bWtqX2ZQnaEzLGXGyMmWiMmZidnb2D0aUy/f7nAi5/8BNOv/UtXvz4d/IKSqrlvja2DhtbXS33qo0WFfxM3EaAjT/wLdF4kCVFvzkVS6pAn3074w9U3FM+Eomxa/fN/jgVkZ2g/kjNEo/H+eGtX7h679u4rNeNfPz4MEIlVV+At9aydvk6crPzqvxetdWXL3xPdJPRfNFIjKWzlzN38gKHUklV2Ovg3XF7Kn619HjcNO/QNMErRP610wtdWmutMaZaSp3W2peBlwF69+6t8qrDXv9yHG999QfBUOmHzZJVuXw3eibvPngW6VW017WNLsHmXgvR2YDBulthGjyB8XYrd96Kpet54/kf+WvCQlLTkzj+jAEccUJv6suSJYWRFURtxQJRzIYojKxyIJFUlUOP6cmXH4xnbXY+kXAMgEDAyzGn9aNBw1SH04nUTeqP1CyPnPMcY4b+QbCotBCxdNYKfv14DM+MeQC3x10l95z1x1wePvMZspetw8YtnXp14PYPrqFJm8blzpszaT6v3fo+8/5cQOPWWZx150nsc2zfKslUEy2bvYJoJFah3eV2sXrxWrr06uhAKqkKZ95xIr9/Pp7ighJiZf/O/cl+LvvvuXi82ltBtmxHR0qsLpt6Qdk/15S1Lwdab3Req7K2LbW3StAuNVxBUZA3vhy/oSABEInGyCko5rMfp1TJPa0NY9efBtHpQBgIQWw+dv2Z2HjuhvPWrsnnyrNe4vefZpCXW8zyJet4+anhvPzk8CrJBbBo/hr++H0O67Jrxpy5RoGueEzFfcfdxkdWoKsDiaSqJCX7ee69Szjl3P1o36kpu/dsy433Hc95VxzsdDQRkSq3aPpSRn8+fkNBAiBUEmbprOWM+XJCldwzZ3UuNx1yH8vnrSIcjBAJR5n9xzyuHXQnsdi/X8DnTJrPdYPuYvKPf5O/rpD5Uxbx0JnP8N1rP1VJLmstsyfMY8L3f1KQUzOm7+0xsBu+JF+F9mg4Sqe92lV/IKkyTVpn8fJfj3PUJYNpt1tr+hy2Fw98cyuDz97f6WhSC+xo2WoYcA7wcNk/v9yo/UpjzIeULmqZZ61daYwZDjy40eKWg4FbrbXrjTH5xpj+wHjgbEBLtFYjay3Dfp3GB99PpqAoyIA92nHRCXvTtGHaFl83e9EafB434U2q3+FIjDF/LeK8Y/pXftjQL2CLgXj5dhvFlgzDpJwNwKfvjCZUEik3zz4UjPD1pxM47YKBpDeovG2JCvJLuOM/77Fgzio8HhfhcIzBR/XgyluOwOXa0ZrfzmuVMoA0bwvyIkvKpnGACx8NfO1pltTLsVxSNVLTkjjrkgM465IDnI4iIrJDIuEInz35Nd++9hPRcIz9TxnAGf93AikZKVt83bTfZ0GCQZAlhUEm/zSV/U6o/P7I8DdGEotsssBwLE7h+iImj/ibPofuBcBrt71fYeG/UHGIV295l8Hn7o/bXXmjOFYuXM2th97PupW5uFyGaDjK2fecwik3HlNp99gRh114EJ8+9TWxSIxY9N+n5/se15fm7TWkv67JatmIK5453+kYUgtty5agHwBjgV2MMcuMMRdQWow4xBgzFzi47M8A3wILgHnAK8DlANba9cB9wISyX/eWtVF2zqtlr5kPfFc5b022xX/f+5Un3xnJwuXrWJtbxLe/z+Ds298lZytbNjXMSCYai1doNwaaVNWQ8dgqKPuCXV4QYv8uTTLtzyVEoxWHCnp9bhYvrNy5v4/f9QVzZ6wgFIxQVBgiEo7y4zd/8c1nEyv1PtvLZTwc1vp/dM04mSR3FsnuxuyWeSpDWj1Xb6awiIhI7XHn0Y/w7n2fsnL+arKXrmXos99x1YD/IxJO9Ln/r8ymGQm/3Hv9HrJaNqySrMvnl46Q2FQsFiN76boNf563mTUTgkUh8ipxZKW1lv87/EFWzF9NsDBIcX4J4WCEd+75hMk/Ta20++yItMxUXpj4CIecM4gGTdJp3qEp5913Cje+eYWjuUSkZtnqSAlr7WmbOXRQgnMtkPCnjLX2deD1BO0Tge5byyGVb31eMZ///Fe50Q6xuKU4GObjEX9yyQn7bPa1HVpl0bZ5Q+YtzSa20YgEv9fDaYdW0ZN47+5g3OXXbgQwyRhfzw1/bNW2EfNmraywqnMkEqNJs4xKi1NUGGTi2HkVCiChYIShH4zjqJOcnTPqdaXQu/EV9G5c/n9Ja+MsKRrFgvzhuI2XTulH0Dy5j4oVIiLiiNkT5jFt9CxCJeENbZFQlLXL1jHqs/EceNq+m31t38P3whvwYgpL2Phj3+1xM+Tc/ask7x77deOXD0eXmzLyj136dtrw+8ats8hPsAuScRlSMyvvAc6CvxdvWNtiY6HiEEOf/ZaeB+1eaffaEVktGnL9K5dVaA+HIvz8/u+MGfoHGVlpHHnZEHbprTUmROoj58aXi+PmLsnGm2ABqHAkxuSZyxK8orynbjiOrh2a4fd6SA74SEnycfO5B9O9U/OqiAveHqW/2HgRTR+4W4L/3xrZSWfvg89fvt7m9XnYo2c7ckIhZi5YRSxecZTH9gqWhHFt5ot8UWHN3HbTWssvK2/n91X3sKToFxYWjmDkyluYuFazpkRExBmzJ8wnHqu4XmhJYZDpY2Zt8bVen5cnRt5Ni07N8Sf7SUoN0KBJBvd+eTNZLRtVSd5BJw8gq2VDPL5/+xr+JB97Hbg7Hfdst6HtrDtPwp/sL/daf7Kfwy86mPlTFrFw6uJK2RazMLcIlztxlz5vbc3cijEcDHPNvrfz/NWvMfariQx/6xeu3/9OvnllhNPRRMQBWgq1HmvaKC3hFAyXy9CqSYOtvr5RgxReu+s0VmTnkV8UpEPLRviqcHVdYwxkvoIteh1KPgUbhaQjMSmXYsy/WyJ23KU5dzx2Ck/fP4zc9UUAdO/Tjj+jhYx+4GMM4Pd5eOiqo9hr11abudvWNcxKo0HDFNasKr8VmNvtos8+nXf4ulVpVclkVhSPJ2qDG9qiNsjsvM/ZJeM40n2tt/BqERGRytekTRZurwuC5dv9Sb5t2kqwbbfWvDHraZbOXkEkFKFd99aVul7DpnwBH8+Oe4h37/+U3z4Zhy/g4fCLDuH4/xxe7rx9ju3LFU+fxys3v0uoOIQxhp4H7c7wN0Yy/I2RxGNxGjbL5L6vbqHNrju+hXOX3h2JRSv25/xJPvY9rmbu9PHDW7+yZObyDWtu2LglVBzmxWve5IBT9yU5reJi3SJSd5nKqNA6oXfv3nbiRGfn7dcFF9/3IdMXrCK60YdZwOfhtbtPo1Prxlt4Zc1nrSUvp4iYgZNufpOiDcNCLWBI8nsZ+tSFNNiJD77J4+dz93UfEIlEiccsPp+HpBQfz793KY2bVt5UkcoyMftZpud+yKZzYNzGR++sq9i1wQnOBBORSmOMmWSt7e10jvpC/ZGdF4vGOLPD5axfkVNukerktCTenv8cGVnpDqbbebFYjPy1BeRm53NVv1vLTVMxBjKbNuD9Jf/bqe1Lv3llBC9e+ybhkgjWWvzJPpq0aczzfzxEUmrN+4J/8+B7mfxjxfUuktOTuOPj6+k9eE8HUolIZdqe/ohGStRzj193LPe+9D3jpi7GZQzpqX5uu2BwrS9IQOnIigYNU/nqt2nE45ZO3ZbQ/+BppGUUU1QQ4M/fuzNi3CxOOmSvHb5Hz34dee7dS/ji/bEsX7KOPXq146iT+pKRueXVwp3idaXiwkOc8gt0Gdx4XZW3K4mIiMi2cnvcPPXbfTx4+tOli0MaQ7N2jbnl3atrfUECwO12k9m0AZ88MYxIuPyuHdZCUV4xk3+aSp8hPXb4HkdcdAjtd2/Ll899T87qXAYc3ZtDzz+QpJTA1l/sgLTNrKlh45bk9JpXRBGRqqWixFZE4zFWBteS7k0hw1tFu0o4KD0lwOPXHUtBUZDiYITGmam4XHVrwcPc/BJadVzE/kdPwusrXZQyNT1I/4P/JG91O2DHixIAbdo35j//d/TOB60GHdMPZWrO2xUXCwVapwys/kAiIrJNgsUhVi/OJqtlQ1LS614RuVm7Jjwz5gHy1uYTjcRo1Dxz6y+qZdatyCGeYNpsqCTM1FEzd6ooAdCtfxe69e+yU9eoLkddNoRx30wut2WqMZCamcKuGy0WKiL1g4oSW/DDqnG8Mv9z4tYSszF6NezK9bucRbKnZladd0ZaSoC0Sqqmx+OWYb9O5ZMRf1ESCnNAn86cc1Rf0h2q1vfs2oqcrKkbChL/8PpieFqNAK5zJJcTUr3N2afp7Yxe/QAu4y59RGMMBzZ/BJ+7Zo7uEBGpz6y1vH3PJ3zy+DBcbkMsEmPwuQdw5TPn79Rw/5qqMkdGhINhPn/6W354cyQAg889gOOvOQKf37uVV1aNngfvwc/v/57w2KThUzj//s1teFf37Ln/bpx5xwm8c88neHwerLUkpyXx0Pe343JpHX6R+kZrSmzGlJzZ3Dv9FULxf+f9eY2HvTJ34a7ul1TZfeuC+1/9gRFjZxEsG6Lo9bhpnJnK+w+eTVKg+jsC1lremrMfxpVoxw3DWZ1+xWXqV30uEi9mVfGfuIybZkk9cbt8TkcSkUqiNSWqV1X3R4a9OJxXbnyH4EZPlP3JPo654lAueuSsKrtvbRePx7l+/7uYO2nBhjUc/Ek+uvTuyBO/3OPINtirFq3h7I5XJtxxIyMrjU/XvF7tmZyWtzafab/PIjUzhe777lqlC5SKSPXanv6ISpGb8enSH8sVJAAiNsqfObNZH853KFXNt3xNLsPHzNxQkACIRGOszyvi29HTHclkjCHDn3iXjSR3w3pXkADwupJpnboPLVP6qyAhIlKDffzol+UKEgCh4jDDXhhOLBbbzKtkys/TmDdlUblFJUMlYeb9uZApI6c5kimrZUMCKf6Ex1p33fHdwGqzjKx09jm2L3sO2k0FCZF6TEWJzcgO5SRs97jc5IZr5p7PNcGMBavxJNgrOxiOMnH6UgcSleqVdRluU74j4DZ+9mqkUS8iIlJz5WYnfhASDkaIhKIJjwnMGDuHYFGwQnuoOMSMsXMcSAQer4fTbj2uQmHCn+TjvPtOdSSTiEhNoKLEZuzRoDPuBH891lpaJtX+nSmqStZmdp3wuF20aOzcFpltUgexb9M7SfO2wuAixdOUAU1uonPGkY5lEhER2ZouvTokbG/SOgt/kka6bU5Wy4YEkiuOSvAn+8lq2dCBRKVOveU4LnjoDBo2a4DL7aJd99bc/cVN7DGwm2OZREScVv/GrW+jk1sP5rfsyZREQ8QoXYvA7/JxVrsj8LvVCdicHl1a0igjhVA4j9hGe4173C6OP2gPB5NBu7QDaJd2gKMZREREtsclj5/N9QfcTbgkvGEtAn+SjyufPd+RdRFqi4EnDeClG94Gyk99cXvdDDyxvzOhKJ1SeuyVh3HslYc5lkFEpKbRSInNaBzI5NmeN3NQ0740DTSka3p7bup6Dse20pfaLTHG8PxtJ9GtQzN8XjcBv4esBik8du0xtGzSwOl4IiIitcoufTrxzJgH2Oe4vjRt15jeQ/bk4R/uoN8RvZyOVqMlpyXxxC/30GqXFviSfPgCXlrv2pInf7mHpNQkp+OJiMhGtPtGNVkTXM+vayZREgvRt1F3dklrW+efcGTnFBIMR2jZuAEuV91+ryIiNYV236heta0/snDaEkZ9Ng5jDANPGkDbOr7AorWW1YuzMcbQtK2m34qIVJft6Y9o+kY1+GX1RJ6e+wFxGydmYwxd/gsDG/fkP11Oq5OFCRtdhi16kUbRSeBthYleAr4+lXb9tcGZTMx+lrWhmQTcDdgt8wx2zTihTv5dioiIVJZ37vuEjx4eSiQcxRj48JGhnH33yZxy4zFOR6sS8/9axHsPfMbCv5fQaa92nP5/J9C+e5tKu/6E4VN49eZ3WT53JU3aZHHe/aex3wnOTQ0REamtVJSoYkXREp6e+wHheGRDWygeZlT2ZAY23oueDbs6mK7y2ehi7LrjwRYDMYgtwK7/A5vxEK6kI3b6+jmh+QxfdgVRW7qidlF0NZPWvkBJdC09sy7d6euLiIjURYtnLuOjh4eW2yIzFg3z9l0fMfCE/jTv0NTBdJXv799mcNvhD25Yi2P5vJWM/WoSj/54J936d9np60/4/k/uOeHxDX+fS2ev4JFzniVUEuLgMwft9PVFROoTrSlRxf7MmYXbJNgiMx7ml+xJDiSqWrbwv2CLgI33Tg9C/n1Yu/P7qf+9/g2itvyiVTEbZEbuR0TixTt9/ZqsMLKSlcUTKYqscTqKiIjUMqO/+INopOLnsLWW0UP/cCBR1Xr+P68TKg5tWBzUxi2h4hAvXPNGpVz/lZvfLVfgAQgVh3n1lveorVOjt9WSWcv58+ep5K8rcDqKiNQRGilRxVwJChIABnDjrt4w1SH8B5TtVlKOLYb4anC32KnLrwvNBhJ82FuYuv4dmif3pllSzzo1lSMWD/HbqrtYXjwOl/EStxHapOzPvs1ux2X0v7CIiGydy+0i0UejMQaXu249o7LWsuDvxQmPzZu8oFLusWzOyoTt61bmMPS57+g2YBd26d2xUu5VU+SvK+D/jnyIhX8vxuP1EAlHOOHaIznv/ro5HVlEqk/d+hSqgfbK3DVhxdzn8nFQs77VnmduwRK+WDaSX9ZMIhQLb/0F28vVaDMH4mDSd/ry6d62CdtjhJiR+wE/r7iJYUvOJhTL3+l71RQT1z7P8uJxxGyYSLyImA2zpOhX/lpXOU97RESk7ht4Yv/NFh+qex0Eay1//jyVT5/8ijHDJhCL7vxIyo0ZY0hJT054LLVBSqXco3HrzfR3LLx2y3tcv/9d3Hro/UTCkcTn1UL3n/oU8yYvIFQSpii/mHAwwhfPfMsvH41xOpqI1HIqSlSxJLefW7qdh9/lxe/y4TUefC4vR7bYj+4Z1VdBj9kY909/lZv/eoY3Fw7jubkfcs74O1lYuLxS72NSLgE23WrLD4EhGFfqTl9/z0bn4TaBhMdiNkzUlpAfXsz4NU/u9L2cZq1ledE4ZuV9TsyWLyDFbIjZeZ85lExERGqbFh2bcfFjZ+ELeEu3yCzbJvPKZy+gcavNPVCofMUFJVzR9xbuOvZRXrvtfR4+61nO6XwVa1esr9T7HHvVYfiTfeXa/Ml+jr/myEq5/jn3nII/2Z/wWKgkTKg4xNRRM/n0ia8q5X5OikaifPvqj0wZOa3CFKBgUYjPnqr971FEnKUtQatJfqSIMWv/IhgL0afhbrRMblKt9/9uxWheWfAFoXj5L7fNAo14tc+dlTrsLl74IhT+D4wbbAT8gzANHsOYytkXfHnROMZnP0FhZCU20VQRwIWHMzv9WquGE5ZE1/HX+jdYVjQarysVg5v88BJiBBOe78LLWZ1/reaUIlLTaUvQ6lXb+iNrlq5lzJcTMMawz3F9yWrRsFrv/8I1b/D1SyOIhP4dQeByu+h18B48+N3/Vdp9YtEYz171KiPe+hWPz0M0HOWwCw/isqfOxe2unOmz37/xM6/f9j652fnYeOL+dLP2TXhn/vOVcr/qsmzuSt6+6yOmjZ5Fw+aZ5K8tYP2qHELFiUfY1sb3KCJVT1uC1kDp3hQObb63Y/cfvmpshYIEQE64gGUla2idXHmrbrtSL8MmnwOxReBqgnFnVdq1AVqm9Of4lE+IxkN8sGAwcVtxaOTmihU1VSiWz1dLziUYy8MSBVZv9TVNknav+mAiIlKnNGmdxbFXHubY/X96b1S5ggRAPBZn8k9TCQfD+AK+zbxy+7g9bq558RIuePAMVi/Kpln7JpU2deMfh553IEPOPYBVi9ZwQbdriISiFc6JRiq21WTL5q7k8t43EyoKEo9bspeu2+L5Hq+b/kf0qqZ0IlJXafpGPRG3ib+khyNRlmXnVPr9jCsZ4+1W6QWJjXlcflomD2DT/4wNLpon965VoyRm531BOF5QVpDYGhdek0zfxtdWeS4REZHKFI8l7o/EYzFy1uRV+v3SMlPptFf7Si9I/MMYQ/P2TRNuqerxeRh0knMPpHbEO/d8vKEgsTUen4e0hqmcdttx1ZBMROoyFSXKlIQjfDZ5Gjd/8T0v/DqO1fmFTkeqVAc27YPf5a3QHg0a7njoR/IKShxItfP6Nb6WJHcmnrJ1JtwmgM+dTv8mNzqcbPusKp5UYd2IxFy0St6bo9u+Q6a/bq3qLSIiUJBTyKdPfsUj5zzL509/Q2FukdORKtW+J/TD7a04fcICNx10b6UvelldbnnnapLTk/AFSvtagdQAzdo15sw7TnQ42faZ9vusbSpIGJfh8IsO4pWpT9KwWWY1JBORukzTN4Dc4iAnvfI+6wqLKY5E8HncvDp6Iq+fdQI9Wjd3Ol456/KK+GPaYnxeD3vv0Z6kQMVCQyJHtNiXEcsmsLBoOcZriUcMBij4qTHuSJxhv03jrCP6VG34KpDibcpx7T5iQf4I1ofmkOnvSIe0IfjcVfNEpKqkeltgStxYttwZ87qS2L/5fbhdiRfXEhGR2mv5vJVc1f82wsEwoeIwoz4bx3sPfMZz4x+iefvKm2ZZGVYuWM3UUTNJb5RGr8F74PVtW3/koofPZNxXk8jddFSEhZw1ufzx3Z8MOKr2LYnSuWcH3p73HMPf/IVVC1ez2967st+J/fH5t+3vpaZo3KoRa5as3eI5xkDLzs258pkLatWoVBGpuVSUAF74dRyr8guIlA0pDEdjhIlx0xffM/yqc2vMD9yPfpjMcx+Owu0q3WvcWnj0mqPp2z3xNpkb87q8HB45gid/+4p4ViHxIjeheanYkJsoUeYuzq6Gd1A1vK5kdmlwjNMxdkrXBiezoOAHYnbjooQLiOM2AQwuwHJg80dVkBARqaOeufxVCnOLNiyaGCoOEwlGeP7q17n/q1sdTlfKWsvz/3md7179CZfbhXG58AW8PPbTXbTv3marr09vlMYh5+7PJ49+WeFYuCTCkpnLa2VRAiAjK52Tbzja6Rg75bTbjue+k58kVBza0OZyu7BYfH4vbrcbX5KPe764qcb0j0Wk9lNRAhg+c+6GgsTGVuUXsKagiKbpO7+V5c6auySb5z/6nXAkBhs9Tb/pv8P49rlLSN6GhaHat2xEdHkywQWbbJHl89ClXfXuBiLlZfo7sH/z+xmz+iHC8SIsMZoG9qRX1hWsD83B40qiVco+eF2Vs4OJiIjULNZapoycVmEXh3jcMumHvx1KVdHooX8w/I2RhIP/LlZZUlDCHUc/zDvzn9+mL6qd9mhLUmqAksLyu0v5kry07daq0jPLtut3eE8ue+ocXrnpXWLRGLFonP1O6MeJ1x3JnIkLyGzWgL6H7YXHq68QIlJ59BMF8HsS/zVYa/F5KmfbqJ317ajpRBLMszTGMOavhRzcb5etXqNr+6Z0adOEWQtXEy67ljGGgM/DUQN3q/TMsn1apezNSe2/pDC6Eq8rhYC7AQCNAlv/dysiIrWf2+NOuBCkx1cz+iIAX/3vB4JFoQrt+WsLmD9lEZ32ar/Va+x7fD9eu+19wsEwsWjp+/V43TRqnkmfw3pUdmTZTkdcdAhDzj2ANUvWkpGVRkpG6ZTYzj21lpWIVA0tdAmc2mt3AptUfN3GsGfL5mQmb/3J9LLi1dz293Mc9ds1HP/7DTw35yOCsYof2DujJBxNuPCQtZZQeNu2mzLG8PRNx3PkwN1I8ntxu130370tb9xzOhmpegJf1ZYuWssnb4/mi/fHkr068QrjxrhI87bcUJAQEZH6wRjDgaftg9dXvj/i9Xs46Iz9tuka08fM5vI+NzPYczLHNTyXt+7+qNIXjkxUkIDShQ9DJduyYDP4Aj6eGfsgex/bF4/Pgy/gZeDJe/P06Adwu2tOAaaumj1hHh8+/AVfvzSC/PUFCc/xeD206NhsQ0FCRKQqGWu3vsJuTdS7d287ceLESrlWJBbj2k++4fd5izHG4DLQMCWZd849iWYZaVt8bV64gIsm3k9xNIil9O/SazzsktaWR3r8p1LyAYyfupibnx5GySZ7e/u8boY+eSGNqmirq+2VFynk1zWTyA0XsGdmF/bI6Kw5h8Db//uZT94eTTxucbkMWLj6/47ikCN7OB1NROoYY8wka23tnJRfC1Vmf6Qor4ibDrmPJTOXbWhrv3tbHh5+O8lpW354sHDaEq7qf1u5tQD8yT4OOmMg1750SaXkA/jy+e945eb3yt0HICUjmU9Wv7rNC15WtdWLs/nlozGEg2H6H9mLzj07OB3JcfF4nIfPeoYxX04kGo7i8XkwBu7/6lb23F8jZkWkcm1Pf0TTNwCv281zpx7NnNVrmbpiNS0y0ujXrnXpl8et+G7lGCKx6IaCBEDERplbuJT5hcvomFo5cyP7dm/DPj3aM3rKQkpCEVzG4PW6ueSEvWtMQWJq7lzunvYScSzheIQvl/9Ct4wO3N39Etym/j75mDdrJZ++M4ZwqPyIlmce+Io++3SmQWbN+PcnIiLOSslI4bnxDzFz3ByWzFpB226t2LVvp20q7n/w4OdEguVHKoSKw/z4zq9c8NDppDfc8kOWbXXYBQfx47ujWDRtCcGiEB6vG7fXzU1vXlljChI/vvsrT138EvG4JR6N8dGjQzn0vAO54pnz6/WDklGfjmPssIkbCkr/jKK558TH+XjlK1onQkQco58+G+nSNIsuTbO26zULipYRtpEK7S5jWFq8utKKEsYY7r/iCMZPW8zPf8wl4PNwxH67sUsNWaAyZuM8NPMNgvF/O0TBeJjpeQv4cdUfDGk+wMF0zvrlh6lEEkyxcbkN43+bzZBjejqQSkREaiJjDN0G7EK3Adu3ntCCvxcnnObp8XlYuWBNpRUlfAEfT/12L6OHTmDCd5PJbJbJYRccSIuOzSrl+jsrf30BT138UrmFOEPFYYa/OZJBJ+/N7vt1dTCds4a/OTLh9JtYNMbMcXPr9d+NiDhLRYmd1DG1NRPWzahQmIhbS+vkyt1T3BhD/93b0X/3dpV63cowv3Ap4XjF4kwoHubH1eO3uyiRH17GwoIRRG2Q1in70Diwe+19umFLt29NeKiWTp8SEZGapcOe7Vg6a3mFwkQ0HKV5h8p9gOHxehh00gAGnVTzHjhM/H4Kbo8bKN8nCRWH+PmDUdv9xXvelIWM+nQcxm3Y/+R9aLdb60pMW7221OdQf0REnKSFLnfSoc0G4HN7MPz7hdlrPHROa1NpoyRqmoJgiKnLV5FdULShbeP3vynXFo4lMi/vG4YtOYu/17/BtJx3GbH8GkavebDWfmAOGtwdn79i/S8es/QfWHN21rDWkh2cwfKicYRjhU7HERGR7XDarcfh3WR7cH+yj0POHlRpoyRqmpw1ecz6Yy4FOf9+ZhmXi8TdDoPLvX3d3tdvf59r9rmdDx/+gg8e/IIr+97Ch498sXOhHTT4nAMIpPgrtLvcLroN6OJAosRi0Rh//zaDyT9NJRzctsVTRaR200iJnZThS+PJHtfz4rxP+DtvLh7j4aCmfbigw7FOR6t01lqe+PF33hn/J163m3AsxgFdOvDocYfSMbUVAbefkk12HQm4fAzejlESoVg+47IfI2b//RCK2iCLC36mQ9pgWiT3qbT3U106d23Bsaf1Y+j744hG4xiXweUyXHHT4TRomOp0PKB0ZMqIFdcQjOZgjIu4jdKr0WV0zTzZ6WgiIrIN2ndvw6Mj7uD5/7zO3MkLSclI5rirD+eM209wOlqlC4ciPHHBC4z6bDy+gJdIKMJRlw7m4sfPpu9hPYhHK26r6ksqXfRzWy2cupjPn/pmox1FLKGSMO/c8wmDTtqb5h0qdzRsdRh08gBGfTaOCd//SagkjM/vxbgMd3x8fY1ZT2LG2NncccwjRMumvVprueXtq9n7mNrX/xORbafdN2SbfTjhbx754VdKIv+uj+D3uDlq967cf8whzMpfxB1TXyBuLREbxWPc9G7YlZu7nofbbNvTiYUFPzJm9cNEbXGFY53Sj2SfprdV2vupbovmr2Hcr7PweN3sd/BuNG3ewOlIQOkH/ueLT6IwsmKTIy4GNbuPdmkHOJJra4KxXFYVT8JtArRI7oPb5dv6i0TqAe2+Ub3UH6l+z139Gt+99jPhjbYg9Sf7OO/+0zjhmiMZ9fl4Hj7rGYyBeDSOcbs4/j+Hc8GDZ2zzPd69/1PeuecT4rHyBQ6v38uFD53B8dccUWnvpzpZa5k5bg6Tf5xKWsNU9j9lbzKy0p2OBUBJYQmntrqE4vyScu0ut4v/TX6U9ru3dSjZlq1enM30MbNp0CSDPffvpm1tRcpo9w2pEq+PmViuIAEQisYYNnUmdx5xALumt+Otfvcyeu1f5EcK2b1BJ7qkbd8HiAv3ZiZ7GFy1/D/Xdh2b0K7jts3rXR+ay5zcoQRjubRO3Y92aQfhNlWzqvm60EyC0ZwER+KMWnUXTZP2JMnTsEruvaNm5H7MpLUv4P7nvwnj4uAWT9AkaXdng4mISJWKxWJ8v0lBAkoXs/zsya854Zoj2e/4fnTf9wV+/2wcoZIw/Y7oSetdWm7XfTweNy6XIR4r325cBre39n7p3N6FVP/6dTo/vPkLkXCUA0/bl76H74XLVTWzv8d8OTHhVN14LM71B97Nh0tfwheoOQ8grLW8cM0bfPvKj7i9bgyG5IwkHv/5blp2au50PJFapXZ/y5NqlVMSTNhu45bicBSfx0OyJ8AhzfqVOz5i3Cxe+nQMq9YV0KppA648dT/27ZF4v/AWKf3Kba/6D7fx0zH9sJ1/E7XA3LxvGJ/9OHEbwRJnefFYZuV+wqGtXqyS0QChWAHYxKWgODFm5n5Mz6xLK/2+O2pdcDaT175I3IaJU9YptfDjius5pf3XGjEhIlKHRULRhDtaAeSv/3dticwmGRx12ZANf7bW8sUz3/LxY1+Sv66Qzj3bc+mT59K1X+eE19rvxP68c9+nENmkKmEt+xzXd+ffSC3w2m3vMfTZ7wgVh7AWxg6bQL8jevF/H1xTJYuPF+YWEQlXXDQdoDi/hN8+HcfBZ277FJyq9tun4/j+9Z9Ld3op2+2lpDDIncc8wqvTnqq9C7SLOEALXco269WmRcJRDI3TUshIqrhwEsC3o2Zw/ys/sHR1LpFojIXL13Hbs1/z+5QFCc/3upIZ1Pw+jA0Qi6Tiwo/b+OjW4JRtfgpurcXGc7G29i2OFIkXMz77cWI2hKV0yGjUBlkbmsnPK24mbhN3xHZG40B34iTuBIBlVcnkSr/nzpib/zXxBNvwQpwVxX9Uex4REak+gWT/Ztdz2NJija/d9j6v/98HrFuRQyQUYcbYOdx40D0s+HtxwvNbdmrOxY+eidfvwRfw4kvy4Qv4uPrFi8hqsW2jB2OxGPnrCohFY1s/uYZZMX8Vn//3G4JFoQ07iAWLQvz68RheuOaNKll8fK+DdsfGEl83FokxffSsSr/nzhj2/HcVtli11rJ68VqWzt50SqyIbImKErLNbjxkP5J9XtxllV8DBLwe7jrioITVYGstz38yiuAmTzRC4SjPfTgq4T3iccvQCYanPz2eJz49jOe/OBZ37v30zLpkmzLa4E/Y7EHYNftgV/cmnndXrSpOZAen4zKJBzCtKPmDCdlPV/o9fe4UumeemfCYwUW6t02l33NnROJFGwo2G7MWIgnWIqmJrLXMm7WSmVOXEt30KZyIiGzR1S9chD/Zh3GV9j1cbhdJqQEufeKchOeXFJbwxTPfEiou/wUyXBLm3fs+SfiacDDMomlLAUMkHCUpNcCNb1zOkHO2bZ2lYS98z0lNL+TUVhdzfKPzePe+T2rVLmKTfvgLNvOkf9iLw/n6pR8q/Z5tdm1Jr8F7JjzmS/LRolOzSr/nziguTDyC2OV2UbKZYzVNLBpj5vi5zJ28gHi8Yt9KpLpo+oZss46NGzH00jN5ZfREpixdQbtGmVy0bx92b5n4QyIai7MutyjhsWWrcxO2v/DrOF7baO2K3OI4jwz/k8YpzTi4a6ct5rPhydjca4F/PggiUPIF1hZjGjy2LW/RcV6TtIVOi2Vu/lf0zLoUryulUu+7V9ZFLCsazfrwXNho+ozL+Ngt87RKvdfOapu6P0sKfyVqyy+EFSdK86Sav7bfgrmruPOa9ynIK8HlApfLxc33n0DffWvOdmwiIjVZz4N257+j7ufDR75g8fRl7Nq3E6fcchytOieex7968Vo8HjebPqKw1jLvz0UJX/Pouc8x9quJREKlI/PysvN5/IIXaNWlBZ32ar/FfCPe+ZWXb3p3QxEkEory0SNf4vZ6OO2W47brvTolkBrAvZktVOPROO/c8ylHXTok4fGdcc/Qmzm15cXkrc3fuDuCx+tm8Dn7V/r9dsb+J+/NkpnLK6xv4va46LhnzVyUc2MTf/iLB0/7L7FojLi1pGYkc++XN9O5Z+Ip1iJVSSMlHDY5eznHfPMWHd95hJ4fPcPzU8cQr8GV9NYNG3DvUQcz7PKzeeaUozZbkADwuF1kpCYlPNasUcU906OxOG+MnVRhMc1gJMozI8duNZstfIF/CxIbXg3B77DxRAs51jxZgW74tlBwMLgpjq6rknsPafUcbVIG4sKL2/hIdjfhgOYPkunvWCX321GtU/alaVIPPKb0vy2DC7fx07PhJTVuQc5NhcNRbr7kTbJX5REsCVNcFKawIMj9N3/M6pW5TscTkXps7FcTOb/rfxjiPYUz2l3G8LdGOh1pizrt1Z7bP7yOV6Y+yfWvXb7ZggRA41YNiUQqTn80Btp0rbgA5vpVOYwdNpFwSfmpguFghA8f+WKr2d6595MKozKCxSE+enRorRktsfcxfbaYNWd1bpU8Wfd43Lww8RG679sVj8+D1++hTddWPP7z3TVml5B/HH3FobTs1IxASukUZrfHjT/Zx41vXFFjtljdnLXL13H38Y9RkFNIcUEJwcIga5ev56aD7yVUEtr6BUQqWc3+P6YaFBeU8MUz3/Drx2NJSg1wzBWHcsBp+1bL4jSzctZwxg8fUBIr/aBcHyrmub/HkF1SxN19D6ny+1c1YwwXHtuf5z4eRTD0b2cg4PNwyYl7Vzi/MBQmHEv8AbciL3/rN4wlnheK8UJsDbgytym3k4xxcXDLp/h6yXkJ13mwWFI8VbM3us+dygEtHiISLyISLybJnVUjF2kyxsWBLR5lWdHvLCoYideVQueMI8gKdHM62lZN+H0ukWjF/8ZjsTgjhv3JmZfUzO1XRaTqrV+Vw0ePfsnEH/6iUfNMTrrhaPoM6VEt9x7/7WQeOPUpQmVPfNcsWcuzV7xGJBTlyItrf38kJSOFIecewIi3fyFU/O9TbV+SjzPvOLHC+asXr8Xr95YuYLgRG7csnbX1tQLWLV+fsL2kIEgkFKlRO0hsTkp6MvcMvZlbhtyHjVcsTjRt27jKduFo0jqLp369l/z1BcQiMTKbNqiS++yspJQAz41/iJEfjmbC91PIatmQIy85hFZdWjgdbatGvPMb8VjF6aOxaIyxwyay/yn7OJBK6rN6XZQIlYS4qv+trFq4ZsMHz4K/FzNt9Cyufv6i7b5ezMaZtH4Gy0rW0Ca5GXtl7orbbP4H9nN/jyG0yQ+EkliUD+ZM4doe+5HhC2x3hi3JLwpSVBKmacM0XK7q+bJ54iE9AHh16DjyCktolJHC5SfvyyH9d61wbnrAT6rfS05xxR+SnZs02vrNvD0gthQ2XW/AxsDdavvDOyTT34HDWv+P75ZeWq4w4TYBumeeiceVeFHRyuJ1pVT69JDK5jJu2qQOok3qIKejbJe83KIKe94DRCMx1q8rTPAKEakP1q/K4ZI9b6Awt4hoJMaSGcuYMXYOFz58Bsdeuf07T4WDYcZ8OYG1y9eza7/O7Lb3LlssMr9263sbChL/CBWHePOODzniooMrvUCdsyaPaDhKVsuG1Vb8vvKZ80nNTOHLZ0sXJ2zZuRlXPnsBu/atuPtGqy7NN0zb2Jjb42KXvlueSgrQtltr5k6uuKB3w+YN8PqrZnvvqtDzoN25/cNreejMZ4hutD6YP9nHRY8kXouqMqU3rDiqtqbxBXwMOfcAhpxbux4q5K7JIxKqOHooFo2Rt7bAgURS39XrosTID0azZsnacpXwYFGI798YySk3HUvTto23+Vp54QJu+Ou/5ITzCcej+FwesnwNeKzHNaR5E3/Bm5GzhniC7S+9bjfLCvPIaFg5RYmCoiD3vPQ946Yuxu0ypCT5uOX8QxjYs+qH5RtjOGnwXpx4SA+isThez+b39na5DNcetC8Pfv8LwY2GWQa8Hq4/eN+t3yv1MmxoBNgS/p2ImAQp52Nq+JfsTWUFunJo6xeYmP0s60KzSXJn0j3zbLpkHON0NNkJe/Rql3A4bCDJR6/+W+/oikjd9PHjwyjMKy638G2oOMRrt77HYRcciH8zO1wlsnT2cq4deCfhkjCRUASPz0PXfp154Nvb8PoSfyFeMX9VwvbCnEKCxSGSUiqnP7J6cTYPnP5f5k1egDGGxq0bccs7VycsDFQ2t8fNBQ+czvn3n0YsGtvi8Pq0zFSOunQw37z8I8GyaRjGlI6sOPXmY7d6r4sfO4vbj3yoXKHHn+zjokfPqpEjELdk4IkD8Cf5eO2291kxbxXN2jfh/AdOZ+9j+jgdTXZCz4N259tXfyK46YKcxrDHoJo/8lTqnnq9psTE4VMqbOUDpYvpTB8ze7uu9cK8T1ldso6SWIiYjVESC7EyuJaX53++2dd0aZCVcIvNcCxGq5SM7br/ltz432GMm7qISDRGMBxlXV4xdzz/DbMXram0e2yNMWaLBYl/nNxrdx46ZjAdsjJJ9nnZs2UzXjnjOHq33fpIB+PpgGn4Mfj2A5MG7naQfgcm9epKeAfVr3FgNw5r/T/O7DSSE9p/zi4Njq11nRkpr1XbLA46fE8CSf9+MfAHvHTo0pT+A7XQpUh9NWn4X+WeRP/D5XaxaPqy7brWfSc/Sf7afEoKg0QjMYJFIWaMncMXT3+72dc0a9ckYXtKRjKB5MoZnReLxbhu0J3M/mMekVCUcDDC8rmruOnge8nZzOLXVcEYs03z/S9+/GzOf/A0mrTJIik1QO/BPXh69AO06Lj1HSB6HNCdB769jW4DupCSkUzHHu24/cPrOPDUrT9gqYn6HdGLl/96gq+L3uPVaU+pIFEH9D60B7v06oB/o/+/Ayl+Bp00gPbda9aua1I//D97dx0fxbUFcPw3sx5P0OAe3N3dWmihWJ0qdbdXo6XUS5VSgVKBClCgxbVYcXcPFiHuWRt5fwQCy25CEhIC5X4/n/d5zezOzJ3QMnfOnHvODZ0pUbZqGQwmA6qPlnxhFUMKfBxd19mYtAf1kmUDiq7yb+Iunudun/s92bQTa6Ijc2tKAFgNRm6r1ZhgS/G8lTgVm8zeozEol6SMO90qvy3extuPDiyW8xSnAY0jGNA4Ivdnl5rJyYx/AKjs3y7fpQWSqR5S2JQSH6MgFNXTrw2iZbvaLJyzDZfDTc+BTel3S0sMBQjaCYLw31S2Shgn95/x2q64FEIrFPwlRWJ0ElFHY7k0Ictpd7Fk6j+MeNF3tt39797Be3d+7lFvwepn4e43hxdbMHzzwp2kxKd5LWFTFZWlP69m1Eu3Fst5iossywx56iaGPHVT7rbksyn889s6/IL8aNmnKeZ8lmI069aIL9a/ezWGKgiFZjAYeH/p6yz9cTUrpq3BZDEx8KHedBvRobSHJtygbuigxM1j+rLg22VeQQl7hoOf35qJf7BfIdri+K5QnF/l4kZhFfix1wje2rqcQykJBJosjK7fiqebFU8kXdU03v5uiVdA4vy4ouLTiuU8JelExgrWx72LjAEk0HSNLhXeonpg19zvaJqOS1GwmIwik0C45kmSRNc+jejap1FpD0UQhGvE8BduYe+6Q14dG9wuha+fmsojn95LeM3LFznWVM1nBibkFNTNS8db2vDi1MeZ8sp0zp5MILRCCHe9OYxBj/QtzGXkyZ5p58vHJ+N2eNdpcDncxB6PK5bzlKTfP5jLtHGzMJoMSEgYjDLvL3mdiDYXlt6pqoqqaPkGKwThWmEym7h5TB9uHnP9F7MVrn83dFCiSt1w3pjxHB+N/pqs9GyP4MS+dQd5rtubfL31Q6rV924XdTFJkmgV2oBtyQc8akQYkGlbpnG++7avWI0lgx5A03XkYn6gXrX1KMfPJPr8zGiQadng2i7+mOWOZ33cu6i6ExVy4z7r4sZS3jYbsxzC5NkbmbFsBw6XQoWwQJ67uztdW4q1+YIgCML1o2WvJjwy4R6+f3EaTrsrN5tA13Q2zd/Gvn8P8uPhLy9b+K9c1bKUr1aWqCOxHtvNVhO97uyS777dRnSk24iOaJpW7F0V/vx0AekJvrtoWf0tNO7sXfz6WrJv/SF+HT8bt8PtEVh5deB7zIj5HsWtMunpH1kxfS2qW6F642o88+3DNGwvluUJgiAUxA1dUwJy1slNPfS5z24ULoeb39/PuybExR6vO4IQcyDWc50RbAYLoZYgHql9W4H2L+6ABMDSDYdw+FijCmA2GRjVr2Wxn7M4ncxcga77frNzKnM1X/2+lt+XbCfb4UbTdGIT03n960XsOOidAnut0nWdOPsujqcvJsV5vLSHIwiCIJSSm8f05ZNVb3kt5dI0HUe2i8VTVl72GJIk8drvz+IXZMPil9N20hZgpXrDKgx/YXCBxlESbR5X/f4v7jzmI8Hlgug2wrtN+LVk0eQVuOzeNcgUt8KeNQcYN+wTVv66FrczZz5yYs8pXu4zLs8CotciVVHZunQXy6etIfbEtZ+5IgjCf8sNnSlxXtzJBEwWk1drHE3VOLKtYA+KZS2hTGnzJusTd3Eq+yw1/MLpVK45Zrn0UvisZt9/vEaDzCv396FM8LXdkULRHGh41/vQdQ27K4s5K6Nwuj3/zJwuhSlzNzKpQdWrNcwicygpLI1+gkx3zqRFR6OirSU9Kn2AQRKpn4IgCDea6KNnMZmNXu0oXXYXh7YcK9Ax6rSoya8nv2HV7/8SfzqRhh0jaDuwBQZD6dWtyasNpmyQGff3y9f8cofsDLtXnY7zoo/Fsnv1fo9ObpCz9Gb25wt58qsHrsIIr8yZw9G80PNtHJkOdF1HVVT63d+TJ796QCyLFQThqrjhMyUAKlQv5zOCL0kS1RsV/OHWYjDTs0Jb7qs5mB4V2pRqQAJgcPcmWH3c6G1WE73alHz7rStVxb8jBsnstV2SZPzUZj6zWwBOn00t4ZEVj/Vx75LmOoOi21F0O6ru5Kx9B3uTfyntoQmCIAiloEq9cDTNO0PQbDVRs0nBK+IHhPgz6NF+PPD+nXQY1LpUAxIAN4/p41HlH3LmWDUaVaVWk+qlNKqC6za8I1Z/7y4kikslpHywz6CL6lY5sffU1RjeFdF1nTcGf0jK2RSyM+zYMx24HG6W/7yatbM2lvbwBEG4QYigBBBcNogeozphsXk+AJttJu7439BSGtWVa9OoGiP6NMdsMmA1G/GzmvC3mfn0uSEYr4NK/2Ws9akdOACjdL4TiYRRshIRPIQaZXz3UJaAutXKXbUxFpWiOYjJ3oKOZzBM1Z0cSfu7lEYlCIIglKa6LWtRs0k1TJdkOhrNxuu6GN3Ah3vTdmALLDYzFj8ztkAboRVDePPP50t7aAXSdVh7GnSohzUgZz4iG2QsNjOPfTGaiDZ1cDm9C3iazEYatLv2a0qcPhhFUkyyVyaII8vJvG+Wls6gBEG44YjlG+c8+90YgsoEsuDbZTjtLqrUC+fJiQ9Sp0VNAI6kJrA1PoqyVn96VK6NuZTfOhTU4yO7MKRnU7buP42/zUzn5rV8Zk9cq9qXf4EagT2JzFiKhEStoP5UtLUA4J5Bbfh53haPuhlms5GHb/Ncm6rpCknOI8jIGJVqfPX7OlZsPoKu63RtVZtn7ux+1ZeyaLqSR78W0HRXHp8IgiAI/3XvL3mdiU/+wOoZG1AVlfpt6/Lsdw8TVjEUXdc5uOkIx3efolLtCrTo1aREakAUN4PBwJszn+fE3lMc2HiEMpXCaN2vGUbT9TENNRgNvL/4NTbO28a/czYTGBrAgAd7UatpTpZHl6HtWD93C057zv1bkiTMNjNDnhrgcRyXw8XRHSfwD/bD6m/hm2d/YtvSXRjNRvrc040H3r8Tm3/xtIQvKEe2CymPf4fsmY6rOhZBEG5cUn4tK69lrVu31rdt21bsx9V1HcWtYDLnPLhrus6z/85n6ekjABhkGavByIy+d1AnpGyxn18oOF3X+XvVXn6cv4WU9GzqVSvH03d0o0ndSrnfic3ezprY11F1N6CTmSmxeEZHYqNCADDIEuVCA5j18X2Yr/LkaN6pe0hxea4RljBQK7AfnSu+flXHIgjCf4ckSdt1XW9d2uO4UZTUfETTNDRVy31wd2Q7+V//8RzbeQJd05GNMmEVQ/ls7ThCK4QU+/mFglMVld8/mMvfE5dgz7TTrHsjHplwL1UjLnRvWz5tDV8+PgVZllAVFbdTQdd1dC1nHm6ymIhoW5vP1rxzVceuuBWGV3yQzJQsj+0Wm5l7x41k+PMFK5AqCIJwqcLMR0RQ4jJmHdvDm1uWY1cupOZJQI2gMP655SFRAOgaZleSmXNyGIruGel3Ooz8/NnNKO6ciZ7NYuJ/D/ShX4er25IsyXGYpVGPo6Gg6i4MkhWzHMCgaj9iM5a5qmMRBOG/QwQlrq6rNR/5/qVp/DVxsUdLSoPRQOv+zRk/75USP79QdEe2H+e5bm/izM4/E9Lqb+GTVW8T0br2VRpZjk0LtjN+1KeobhXFrWL1t1C5bjif/zseq593LQ1BEISCKMx85PrImytFvx7Z6RGQANCBs1npRKYnUztYPDwWla7rzNi+l0lrNpGQmUWlEBNP9WrCLY27FcvxIzOWouNdMEySoFb9aI7szUm7tDvdHD2dcEVBCVXVkGWpUEGqMtYIhtSYwZG0+aS5T1LO2oQ6Qf0xydd2VxRBEATh6lv282qPgATkvKHftnQXLqf7mu9gcS1TFZVf353N3C8XkZWWTYXq5Xjg/TvoPqJTsRx/3tdLvLpz5OXkvtNXFJRQFRXZIBdqPtL+5lZ8t+sTFk9ZSWJ0Mq37NafbiA65WcOCIAglTQQlLsOlerekBJAlCZfm+zOhYH7ZtJPP/1mP/Vxbz+gUN6/N3UJkxjyebPcuRvnK1lU61BRUH/UZZIOG1e9Cv3GbxUTNSmFFOsfxw7F88e58jhyIwWgy0PumZjzyfH+sNu+uIb7YjGVoVmZ0kc4tCIIg3DhUdx5zDl1HU70D8ELBffn4FFZMW5MbODh7Ip53R33OiulrGffXy1dctyMxJiV3mUb+JKpGVLr813zYvnw3E5+aSvSRGGyBNoY8NZC7xw4vcOeVynXCefCDu4p0bkEQhCt17VdHuoqyFTtuzbMbwi01G2I1eMdubEYTESHXfpeHa5Wm6Xy9ZlNuQOI8RTXy99YAdiR9e9lj6LpOsvMoMVlbcKkZXp+H21pjlGze+2kSMady/uxkWcLPaqZXESpkx59N4/kHp3J4fzS6ruN2KaxYuJu3nvu90McSBEEQBMi5t2WmZqEqnkGIDoNbY7ikc5YkQb1WtUWK/RVIS0z3CEhcbOviXSz54Z/LHkPTNA5sOsLOf/bitDu9Pm9/cyssfvm/rDCajVStX4kG7Qs/Hzm4+Shjh3xE1OEYdB2y0+38+el8vn3u50IfSxAEoTSIoASwL/UYY7aOZ9TG/zFs/Yt8cugX7GrOTeXe+q2oF1IWP2NOCptZNmAzmPiyy2BkUU+iyDKdTuwu36mMyen+HEtflO/+WUoC807fzeIzY1gd+xozTwxib/IvHt8J92tNOWtjDNKFjAsDVrIS6pESH4YsS7RtXJ2pb92OtQgpivNmbMZ9yZsrt0vhwO7TnD6RUOjjCYIgCDe2NbM2MKrKGIZXeIBbQu7l+5em5QYnHvrwLsLCQ7D65wQgLH5m/IP9eX7qY6U55OtebGQcBpPvbAJN1Zg3Kf+2mJF7TnFHtUd5pd87vD30Y4aVf4DVM9Z7fKfffT0oX7Us5ouyKM02MxWql0OSJYxmI12HdeCj5W8WqVbZ9Hf+9KpX4cx2sWjyCrLSswt9PEEQhKvthl++EZUdx5v7vsWpXfjL/N+EXaS6Mhjf9HGsRhNzBtzD8jNHWB97iop+gQyr04SKfoFFPmem08W0TTtYvP8IfmYzd7Ztzs1NIgp9I1JUjaxsJwH+FgzXQUuwi/lbzNjMJtwO7zcKoYGZaHr+ay//iXmRNNcpdC4EBfYk/0SopS5V/DsAIEkyvStP4FjaQo5lLEKWjNQNGkStOn15smvO71qWix5YOn7kLIqPdFqD0UDUqSSq1RSZNIIgCELBbF++m4/v+zr34VJxq8ybtATFpfDY5/cRWiGEqQe/YPWMDRzeepRq9SvT++5uBIYGFPmcyWdTmPnx32xbupuw8FBGvHgLrfs2K/Rx3C439kwHgaEB110B8PBaFVCcSp6f+8p8OM/tcvNi77dJT/TM1vzk/knUalaDavVzum/Y/K1M3PIBC75dxtrZmwgMC2DIkwNpO6AFqqoiy4WrAXGp0weifG43mIwkRifjH+RX5GMLgiBcDTd8UGJu1CqvJRtuXWF/eiQx9gQq2cphlGUGVK/PgOpX3p3B4VYYOfl3olLTcJ57+3E4LoEdp6MZe3OvAh1D13V+nr+VXxZsweVWsZqNPDi0AyP7triim9qRUwn8PH8zx84kUr9GBUYPbkvNyiVTyNMgyzzatR2f/bMal3IhoGI0KHRrvp/Kfh3y3DfNddorIAGg6A4Ops7MDUoAyJKReiG3UC/kFo/vFsecqX6jyuzdcRK365JxKCrVaxc9IOFQUtiS8AWns9YiAdUCetCm3FNYDcFXOGJBEAThWpXX2+6Fk1dw/3t3YPWzYPWz0P++HvS/r8cVny/5bApjmr1AZmoWilvl1IEoDmw8wkMf3sktjw8o0DHcLjffPf8Li6f+g6ZqBJcN5PEv7qfLbe2vaGy7V+9nxsd/EX8qkRY9mzDy5VsoW0LzkeCyQfS6qwtLflyVU8n8IkazkW4j8y52uWP5HhSXd0BDcass/mElYz6+J3ebX6CNES/ewogXPecjBa35kJ/azWsQdyqBSzvqaYpK+WpFb18fdTSWSc/8yK5/9mK2mel/f0/uH387ZmvB6mYJgiAU1PX1er0EnMmOQzvXoUHXIdthJj3bApqJOEdSsZ9v4d5DxKSl5wYkAOxuhdm79hOdml6gY/y+ZAc/zttElt2FW1HJyHYyaeY65q/ZX6QxaZrOonX7eeDt31i55SgnY5JZtukQo8f+ysHIs0U6ZkGM7tCSp3u1IMDmAHRCAzO4tdMOIipl0SLsiTz3c2kZyHnE0xxqaskM1odBI9pitpg8AkFmi5FW7WtTuWrRJk+q7mZh1MOczPwHVXeg6A5OZixn8ZmH0fS83+SUNl3Xicneyqb4T9iaMJEU5/HSHpIgCMJ1JeZ4nM/tkgSp8WnFfr6Zn8wjMy3bI+PPme1kyiu/5psdcLEvH5vC4h9W4rK7UFwKSTEpfHDPl+xZe6BIY1LcCtPH/8mrA99j6+JdnDoQxfzvlvFwsxeIP5NYpGMWxDPfjqHXHV08thnNRspWCuW2Z2/Kc7/05EyfBSxVRS2RP7O83PXmMMw2z2WoFj8LQ54eiM2/aEXDU+LTeLL9/9i2ZBdup0JWajbzJy3jraEfF8eQS4yqqKybvYnPxnzLz2NncPZkfGkPSRCEArjhgxINgmpilAy43AaORpXnVFwY0Qmh7DoZzJLI6GI/37pjJ72KOwKYZJmdZ2IKdIwf/96E45JUQ6dLZdLMdYUez87DUQx+ZjLjJi/F5VZzo+yapuNwKnz66+pCH/NiLrfCuh3HWbrhIEmpWR6fSZLEAx168u8Lj/HDfYEManCcxENh/PJ5X257ag4rNx/2ecwwcx2frT5lyUw1/y4+9igZYWUD+eKnh2jVvjYms4GAICu3jmrHax+OKNLxTkQn8fOqqWQ4EtG58OeroZCtJBGVtbG4hl6sdF1n3dm3WBXzMofT5nAw9Q8WnnmQg6l/lvbQBEEQrht1WtT0mcXnzHaxa/W+Yj/f9qW7fb7llw0yJ/f7Xg5wsczULFZMX+tVINJldzP55emFHs/qGesZXuFBfn5zBi7HhYwR1a2SnZ7Nr+NnF/qYF8tKz2btnxtZM2sjWWme8xGD0cAr057i15OT6HdfDyx+ZiRJIjUhnQcbPcf+Db7nI826N/IqSApg9bfQ/ubWVzTewqjTvCYfLX+TiLZ1MJqNhIWHct/4Udz/7h2FPpau6xzcfJTxoz7DnuHwyL5wOVzsWXOAUwcv/+9HaXA5XDzb9U0+uu9rFk1eyR8f/sWDjZ9l86IdpT00QRAu44ZfvnFL5W4silnPwbhA3KoBuDAj+OXwLjpUrEmL8uX5J24L8Y5kGgbXokOZZhjloqXbhQcHYpRlFM37obpsgP9l91dUjfQs328wUjLsuNwKZlPB/liTUrN49uO52J1512+4kkyJfcdieebjOajnrlVRNR4c0oF7B7X1+J5ZCuKTL2TOJjZHy735uRj3/VJqVCpD7aqeqYcG2ULbcs+yKf5TVN2JJOkYJAs2QxkahAzPd0yaprNl3ymOnkmgWsVQOjWvhdFQ9Nhc1RpleXfi3UXe/7yf52/hh7mbaNZpD62qeP/5KrqDVFck1bh6QZeCis3eypmsf1F0BwA6GqruZHviRGoE9CQpWmP9qoPIskTnng0Jr1K09quCIAj/Zfe9M4pdq/bhsnu3sv7q8R9o1CECs9XMiulrSE/MoHX/FrTq07TI7SrLVg7j5P4zXtsVl0JohcsvF0yKTbl4yuTh6PZIdF0v8JLSw9uO88kDk7yWr5ynKho7Vuwp0LF8WTdnMx/e8yWywYBEztv0F398nG4jOnp8zz/En3WzN+WOw+0ER5aTV/qP59eTkwgK86wnVr5qWW59aiB/T1ycu4/Fz0Lt5jXoPMRzrnMpt8vNxnnbOHsinjota9GiZ+MrWoLbsEMEEze9X+T9IScgMeGBSayeuRFntu+5psFk4NT+M1RvUOWKzlUSFk1ZSeSekxfqsrgUFBd8cPeXzDo7heO7T7Ft6S78Am10H9mR0AohpTtgQRBy3fBBiTBLME/Wvp/7T871+syuuJm071+0gL2ouoZLc7Ps7GZ+ty7lk+bP4mcsfErcyNZN+X3bHo+ghCxJBNustK1++b/gjQYZq8XolSkBOSme2w+eoUPTmgUay4J1+3MDBnkJ9Cta2p9bUXn2k7lkXHJTm/rXJlrWr0KTuhf6cO85GkNqRvZFAYkcLkVl9srdvDTas9bGiegkJvyUza7DN2Mw6DRtkc4Dw2vTtPxtmA15B3Yys52MGT+DmIQ0XG4Vs8lAcICNKWNHUTak6IXCrtTpsyn8MHcjTrdKckIAbpcRs8Xzz9coWQk2Vy+lEebvZOY/KLrda7uEgblLpvH7e+loqgaSxC/fruKBJ/tw6+1Xtt5YEAThv6ZOi5rc/eZwfnz995y/My+iulWmvvY7WxfvRFM13C6FRT/8Q5PO9Xln3iterUILYvgLg9n77yGPh0+jyUDDDhGUr3r5OgQVa5RDdXlnCUDOw21sZByValcs0FjmfL4Qlz3/AtdhFUMKdKxLJZ9N4YO7v/QK9nw0+msadYrwqFWxbvZmr989gK5prP5jA4Mf6+exfe+6g2xbugtntguDUaZs5TKMemUI/e7rnu+fSdypBJ7u9BrZGXZcDjcmi4nqDavw8cqxRV5uURy2Ld3Fmll5ByQgJ6BTNaJSnp+Xpn9++9dnYEtTNN4a+jG7Vu3H7XRjNBv54X+/8vqM52h/c6tSGKkgCJe64ZdvANhkP6wG30V7DqdFYVeduLScm6VDcxJjT2DWmeVFOleNMqF8PvwmQmxW/MwmrEYjdcqVYcrtt7J//SEObzuOdplAQd2qvosoWkxGVNV7bWNe4pIycPnoHnGe1WxkVP+WBT7exdbvjMTho+Wn063w9+q9HttS0rN9vh3QNJ34ZM+K1slp2Tw47g92HYpC10FRJPbtDGPyD5Z8AxIAE/9Yy6nYFLIdbhRVI9vhJj45g/d+KNqfZXFZu/14bkAm8lBlXA4TF/8rIGHAYgiiqn/nUhph/oySBV+vy3Qd1i4/jMupoCgailvF5VT44cvlxMWmXvVxCoIgXOtCygdjtnq3qFYVlY3zt+G0u3CfW3LhyHSwd91BVv2x3uv7BdGyd1PGfHI31gArfkE2zFYTjTs34Pmpj7Jr1T5O7Dud7/4Wm4Xgcr47kRnNRp/LGvISf9q7SKPHufwsjHzp1gIf72JLflyF6mPZLOisnbXJY0tqfBpuHy99nNkurxoRkXtO8b8B7xK5+xSQk82RmpDG0R2RmC7TZvyDe74i5Wwq9gwHqlvFkekgcvcppo8r3WWP//z+L448snEBTBYTEW3qULPJtfmSxGLzPZdX3Ao7V+7Fme1EUzVcdhdOu4v37vi8wPVTBEEoWSIoATQpU9HrLT2AxWDA3y/La7tbV1iTsD3fY+q6jq7r7I+J469dB9h1Jjb3htu9Xi3+fWEMv90/kr8fvZsXytfhmYhneX3Q+7zY8y3uqvkYJ/aeyvPYd9/cBnMePbVbNaia77g8vtuwKjaL7xun0SgzqFtj7r6pTYGPd97uI9G8+c1inwEPXYcsh2cUu0ndcNy+1mRajHRs5pn1MXfVblxuxaNAtktROXQijiOn8i9mtHzzEa/zqJrOpj0nUQoxeSpuBllCOvdQr6kGZk/tyemj4WiaBLpMFf+ODKz6PbJ0bSY21Q4aiEHyngioqkr0Du+Cnzo661cdvBpDEwRBuK606NnY55t6s9WE0cebd0eWk5W/rs33mJqmoWkae9YeYPkvazyWbAx6pB+z43/gk3/e4qcjX9F2YAseaPgsbw39mKfav8qY5i+QGJ130e/bnh2E0cd8JKRcEFXqFfxteqs+TX0GYwDMNjP3vDWCjrcUfj6yasZ6fhk7E1Xx/p0qbhV7lsNjW9OuDTBZvO+1Vn8rTbo28Nj223uzPWpfQE7wYsW0NaRf8kLlYtkZdg5tOoJ2SYFMt9PNiulrLntNJcmQz3JWg8lA77u6Mn7+K1dxRIVz85g+WP0tXtslWfaqfZKzXWLXqqIViRcEoXiJoARgNZoY364fNoMR+dwbe5vBSBX/IMoEeqelAxgl30GBJGca4/Z9z+B1z3Lz2md4ctPnjF++jPt/mc3wyb+Tbs+5ARoNMvUrlsOQlM1H907EnuEgO92OPdNBwpkkXuw9DsVnZB+6tKhNt1Z1sJ4LKJiMMhaTkTfH9MeWx03d53Ga16JSuWAsF00oLGYjbRpWZfHER3jhnp7IcuHWNyqqxkufz8OZx9htFhO920Z4bCsbEsDIvi1zrwfAYjJQISyIgZ0benz3yMkEn8EOWZY5GZOc79gunQCcV/DckpLRvU1dj0SDrAwbi2Z04scPh9M7eD49K32In7HoLb1KWhlrBM3DHsQgmTFKNkySX87/H7gb1ekrkCLltQxZEAThhlahejmGPTfI48HK6m+hVtPqyEbfU7a83sqf2HeaZ7u+QX/TKPqZRvJS73F8+fhkHm/7CmOHfJQ7xzBbzdRtWYvTB6P4ZexMXHYXWWnZOLKdnNx/hjcGf5jneIc8NYC6rWphDchZcmC2mbEFWHntj2cLVR/h5jF98Q/xx2i+cM+w2MwMeKAnf8b/wIgXBhf4WOelJ2XwyX2T8szYMFmMtLvJMxu0Qft6tOjVxOP3b/Gz0LBDPZr3aOzx3cg9p3123jCajcSdTMhzXHo+2bBaIbJdS0Lvu7v5fKi3+JmZm/wTz01+BFuArRRGVjBdh3eg551dMFtNWPws2AJtBJUNpHGX+qU9NEEQLuPafPVaCobWbky9kLJMO7yDeHsWPSvXokn5QCYdTyDa7vkG3iKb6Fexo9cx3Jqb53ZNINmZntNmVAJrWBZG/9Oc3lSFw3EJvLNoFR/fdqH/9+IfVvp8S+92utm+bDftbvJe6ybLEu88NpDdR2LYsCuSAH8L/To0oEIZ32mUvizbeIjPfl1NemZOZeUgfysVywQytFdTBndvgqGIhbP2HYvFnceSEFmWaFq3Et3b1PH67PGRnWlcpyIzl+0kI9tF73b1GNa7uUegAqBBzQps2HPCKzChaRq1quTfhrNHmzos3XAIRfWs59GqQVWfb6CulvCyQTx7Z3c++3U1EhL6uTDJk7d3pXKF0FIbV2E0DruTWkF9ic7ajFG2UMW/E3GmbH43foN6yVs/SYJOPRrkcSRBEIQb233jb6dFryYsmrISZ7aTzkPbEVoxhPEjPvX6rtXfwoAHe3ltT4pN4ZnOr5OdfuHFiqqouQ/o25ft5s8J8xn1ypDcz2d/vgDHJbUENFXjzOFooo7E+Mx8sNgsfLbuHbYu3sXedQcoV6UsPe/oTFAB5yO6rjNrwnx+e3c2znM1H4LLBlG5XkWGPTuIzkPbFbn444Z525ANvvc1GGX6je5Bneae2ZiSJDF29gss+2k1i6asBF2n33096X9/D69x1Gleg+gjMV4vPBSXQsWa5fMcl3+wP7Wb1+TItuMeS1aMZiPdR3rPLa+mZt0bcdPDvZn/7XJ0TcNgNKDrOm/MfL5Ua10UlCRJPPvtGIY/N4g9aw8SUi6INgOas2PFXvb/e8hraYqu6TTv0aiURisIwsVEUOIijctU5MOOA9mbepT3Dkzl7yQlp3o0EibZiI6OjEzj4NrcUrm71/4bEveQ5bbnBCTOkWQwmFT8y2aTleDPkgNH+HBI/9wMhJT4NFRfyxw0jfSkzDzHKkkSzSMq0zyicqGvc/PeU7w7ZRmOi1qBudwKjeuGM6Rns0If72KapuVZjbt2lbJ89uIQnwEPSZLo3rou3VvXzff4t/ZsyvTF23ArKufv5WaTgcZ1wqmTR62N8566vRs7D0WTkpGN3eHGZjFhs5h49YE+Bbq2kjS0VzM6Na/F2h3H0HXo1qpOoYJM1wI/YznqBt+c+3OV6n7c80hPfvnmHzRdR5JyciQefqYf5cNDSm+ggiAI17jmPRrTvEdjVv62js/HfIdskFHdKpIkYbaZch5mdehzb3efhfrmf7vMZ22E85x2Fwu+W+4RlEiNT/f5XYPRQHpS3ssRDAYD7W9uVaSCgfO/Wcq0t2Z6BEOcdic9b+9Ml9uurCCypmp5pkJ2HtqeJ756wOdnBoOBAQ/0YsAD3sGei93+6lA2zNvmURTS4meh333dCQzNv3j2y788wTOdX8flcOPIcmILsFKuahnufXtkvvuVNEmSeGTCaAY82JttS3Zh9bfQ5bb2BQ4yXSuq1KvkEURrO6AFPW7vzD+/rUNxqTlLjiR4fcZzWGzemSGCIFx9IihxiQx3Fm/t+w6H5rlOUNd17qw+gGah9agX6LvAT7Q9HrvmXTBHknVMfjlr2VRNR9N15HNP7u0GtGTdn5u8oreKonmtXywuP/y10SMgAeBwKSxcu58nR3XFz+q7UFBBNKlbyedbDZvFxF0DWxc5A+O8kEAbU9+6gwm/rGLbgdNYTEZu6tqQx0dcvlVmSKCNmR+NZvW2Yxw5HUvVShZ6t26On/XaSEWsUCaQ4X1alPYwitXwezrRqUcDNqw+iCRJdOrZgIqVro/sD0EQhNJ0Yt9pPnvo29wMAsjJNDOZTdw7biSt+jSlah4vJo7vOoE7n3bfAM5L6iF0GNSaU/vPeK2911SNWs1qFO0iLuPX8bO9sjMcWU5+e3cOtzw+II+9CqbdTS35+qkfvLZb/CwMe+7mK2q/CVCzcTU+XjmWr5+eyrEdkQSE+DPk6ZsY9cqtl923akRlpp+YxOoZGzhzNJZq9SrR447OWK5g/lWcqjeock22/CwqSZJ47vtHGPxov5yWoEF+dB3enpByl299KwjC1SFqSlzi34RduenzF5MlGT+jNc+ABEBVv4rYZO+Iq6ZJuLJMSECLquEYLyok1GlIW2o2qY7F78KNyOpvYfCjfalYI+/0vysRk5Dmc7ssy6Sm+66hUVAmo4Hxjw/EYjbmFuO0WUy0bFCFPh0iLrN3wVSrGMoXLw1l2sThtHpcYVX1v7lr26t8f3wObi3/SZjJaKBy/d2EtXqf9Ir/Y27UIHYlTc236rdwZSpVDWPY3Z247a6OIiAhCIJQQAu+W57baeM8Xc8JElSrXznPgARAROvaeRaOhJzWn51uaeuxbchTAwmtEJK7nyTlPMA/8um9WP1K5m1ySrzv+Uhe2wujTHgoYz65B7PNjMFkQJYlLH5mbh7Tm/pt88/KLKgG7eoycdP7vLf4dUIrhPDz2BmMDH+IGR/9ddlOamabmagjMcybuIQvH5/CHVUfYfHUlcUyLsG3Oi1qMuqVIQx+rJ8ISAjCNUZkSlwiXcnCrXmnPLo0Nxnu7Hz3bV+mCT+ZA3A53KjnlnDoGqguA1pqIAFWE+MG9fbYx2gy8smqt1j64ypW/f4vtgArN43pQ4dBrYvvoi7RoGZFElOOe4VeJAnKheWfclgQHZrWZM6E+1my4RBpGXbaNalOqwZVr/itxMXiHcm8tPtz7GrOGxa76mRx7HriHEm80eihPPc7lraQHYnfournK2672JcyHYNkpEnYPcU2PkEQBEG4EqnxaT47cQD5LqcAuGlMX2Z/vhC3U/EKulv9LQSGBXDvOM+lAgEh/ny362PmTVrKpoU7KBMeytBnbqJxp5IrEli5bjhRh2N8bi8Ogx/rT8s+zVg9Yz2KS6HTrW2p27JWsRz7vAMbD/PmLR/gzM7JPElLzGD6uD/JTM3igffuzHO/qa/+xt9fL8ndz+108/VTUwkKC6TTrW3z3E8QBOG/SLpe3xC3bt1a37ZtW7Ef91D6SV7dMxHnJcs3LLKZd5s+ToOgmnnsmSPVlcHkyDlsSNwDQLheFVN8DRqVr8zwlo0J9S/9pQJHTyfw4Nu/eyzhsJqNjLmtI3cMLLlgSHGafHwuC2LWouie9TjMspFvWr1GRZvvopezT9xGphLrtd0sBzCq1tJiDZwIgiCUBkmStuu6fn38Zf4fUFLzkRXT1/LFo997Le80WUxMi/yaMuH5Z55FHY1l0tNT2fnPPswWE9UbVaFctXI079aQ3nd3vSa6KGxeuJ13Rn6a+2AOOV03Xp/xXJFqVJSGl/u9w47le7y2W2xm/kyY6jPLxO1yMyTsPo96FOfVbl6Db3d8XCJjFQRBuJoKMx8RmRKXiAisTpuwhmxLPpBbV8Iqm2kV2oD6gTUuu3+IOZAX699bwqO8MnWrleP7N0YxccZaDkbGUSbEn/tvbU+/DtdPy6RjmWe8AhIARslIlD0uz6CEXfXdb92tZaPpbgzStbGeUxAEQbixdRvRgblfLuLUgajch1erv4Whz9x02YAEQJW64by36LWSHuYVaXdTK8b99TJTX/udqKMxVKlbifvfvZ2WvZuW9tAK7PSBKJ/bJYNMcmwKlWpX9PosMyUrz9ag8acTi3V8giAI1wMRlLiEJEm83GA0axN2suLsJnR0+lRsT5dyLUv0LbpDVTickkCoxUa1wJASO895ETXK89XLw0rs+BnubEyyAauhZNah1gmoyqH0E16BCUVXqGKrkOd+weYaJDuPeG23GcsiS3mvvxUEQRCEq8lkNvHZ2nEs/XEVq2dswC/YxqBH+tF2QMkWRM5Kz+b0wWjKVQmjbOX8W20Xh5a9m5ZYEELXddKTMrAFWDGXUBHJ6o2qkhid7H1uTadMHnWUgsoGYvW3eBUVhZy6B4IgCDcaEZTwQZZkupdvRffyVyd1cMbR3YzbuhJJAkXTqB9aju+730Z5vyuv71AUB9IimRezlhRXGm3DGjMgvBN+xoL1pz6acZrPDv9KtD0egOYhETwbcSch5sK1k1J1N3uSfuRI+t8omoNKfm1pXe5JAk05LZ5uqdyNpWc3oKgXghJm2USr0AZ5ZkkAtC77JCtjXkDVL6RMGiQLbco+JZZuCIIgCNcUs9XMoEf7MejRfiV+Ll3X+WnsDP78ZB5GsxHFpdCyd1Ne/f0ZbP4FmwMU93g2LdjOoskrcGQ76XVHF3rd1QWTuWAvELYs3skXj35P8tnUnLbjozry1NcPFbpoZ2ZqFj/871dWz9iArut0Gdaehz68i6CwnHnNPW+NYN+/Bz2XoPhZGPr0wDzbTRoMBh784C6+fvrHS1qKmnngvTsKNT5BEIT/AlFTopRti4/i7uV/YFcv1HcwSBL1Q8uz8Ob7PL6r6zq4t4JyAoz1wNS82B+kF8euZ/LxObg0Nzo5D/plzMF82fJF/Iz5rz9Ndqbx8LbxucUnAQzIVPYrz6RW/yvUWP+JeYWY7M25wQMJGbMcwK01/sBqCAHgRGY03xz7k4PpkVgNFvqFd+TeGjdhkvOfsMTZd7Ej8VtSXScINFWmeZmHqOLfocBj8yXVeQK7mkSYpR4WQ9AVHUsQBOFKiJoSV9d/ZT6y7OfVfPXEFI8aFmariU5D2vHqr097fFdVVLYt201STAoN2telZuNqxT6eb579kUVTVuaOx+pvoV6r2ny08k0MBkO++x7dEcmzXd/wCBSYrSZa92vO23NfKvAYVFXlkRYvEn0kNrcTitFkoEKN8kzZ9ylGU867vZ3/7OWb537i5L4zBJUJZMSLgxn+/ODLznvWzdnM9HGziD+TSJ0WNXngvTuuqDOIrusc3RGJPcNBRNs6JdY1RRAEoSBETYnryA8HtuJQPbt9qLpOZFoSR1MTqRtSFgBdS0VPvhvUKNBVkOScwEToj0iyf7GMxaE6mXx8Ls6L2mq6NDdJrjQWxv5L/4qd2JC4G7vqoFVYQ6r6eS6TWHJ2o9dyChWNBGcK+9MjaRxcu0DjSHOd9ghIAOhoKLqDI2l/0TRsNAA1AyrzUfOn8zhK3irYmjOg6reF3s8Xu5LMypgXSXWdQJYMqLqbJqF307zMA8VyfEEQBEG4GmZ+8rdXUU2Xw82/czZjz7TnFsaMOX6W57q9iT3DgapqoOu0u7kVr/729GWDBQUVGxnHgu+WeyxvcGQ5ObIjkk3ztxPRtg4b/tqKrut0vKUN5ap4ZkjO+PAvXHbPpREuh5ttS3eRGJ1U4GUp25buJu5kgkdrVsWtkhybwsZ52+hyW3sAWvRswve7JhT6OrsMbUeXoe0KvZ8vZw5H8+rA90hNSEeWJTRV44mJD9Dv3h7FcnxBEISSJIISxSQ+O5MPdqxm+ZmjmA0GhtVuwrPNOmM1Xu6tfaZXa04Ao2wg0ZFFXc4FJdLfAiUSOHeT1QH3AfSMCUjBbxbLNRzLjMIgyV7bXZqblWe38MeppQCousbPJxfQv2JHHq49NPdNQHR2nM92qrquE+9IggIGJVKdx5ExouI5OVJ1Fwn2fYW9rBK1JvY1kp1H0VFQz/1B7k/5lVBLbaoHdCfVdZJk5xECTZUpa2mY71sTTVfIdJ/FagjGbCjcchdBEARBADh9KJrvX/yFPWsPEhDix9Cnb2LoMzchy97394ulJfhuMyrJEllp2blBiXHDJpB8NhVduzB72bJwB4smr2TQI32L5Rp2r96PbPAeryPTwZ+fzufItuNIkoQOfP/iL4z55B4GP9Y/93tnjsR4tUKFnM4l8WcKHpQ4secULofLa7s900HknlO5QYnSpqoqL/UZR1J0Mhdf9lePTaF2sxrUblaDw1uPEXM8jlpNq1OjUdV8j+dyuEiISiIsPLRUlu4IgnDjEUGJIshwOPl85XoW7juMDvRtWIel2YdIdtlRdA3c8NOh7exOjOWPfvmvDexRuRb7k87i1DwzDFyaSuOwnIrNuq6BYxlw6QO/Cxx/QzEFJQKNfqi672rQ0fYENC76TIelZzfStkwjWoTmdO1oEFSTjUl7vdqp6ujUCqhS8HGYq6Dh3VlDxkSIpWCBjashS0kg0XkQ/ZI/F0V3sD/5N46nLyYmewsSBkAn0FSFvlW+xGoI9jrW0bSFbEv8Ek1XUHWFEHMNrIYQAk2VqB8yjNBr6LoFQRCEa0NCVBKTX57GlkU7sdjMdBvRkSU//oMj04mu69gz7Pz05gyij8by9DcP53us5j0asXbWRjTN82E+INiPsHPdPuJPJ3DmcLRHQALAke1kwbfLii0oERgWgCx7B/ENRgMHNh5GUz3P/90Lv9CmfwvCa+VkcDbqGMGp/VGoiudcwu10UzWiUoHHUalORcw2M/YMh8d2W4CVSnW8u2qUln3rDpGVZufSOIzbpTD3i0Wc3Hea04eikWQJTdFo2r0Rb815EbPF88WZrutMf+dPZn78N5IkoSgqtZtWxy/Yj1pNq3PrEwOoUL3cVbwyQRBuFPmHzQUvqqZxx9QZzNyxj1S7gzS7gzk795N+3I1yUXsnp6qwOymW3Ymx+R7vnohWhFn9MMsXUh5tRhPPNetMoPn8WkAd8B0sQPeu3FxU1fwqUtFaBhnPiYBJMmKSvVMynZqLFXGbc3/uWaEtAUYbhov+tTLLJpqG1KOGf8EnAWGWuoRZ6iLjebOUJRP1g28r8HFKmktNPxdw8JbmPkNM9hZU3YmiZ6PodtJcJ9gQ977Xd2Ozt7E5YQIuLQNFt6PjJsV1lFj7Vo6mL2DhmYc4lbGmpC9HEARBuI5kpmbxWOuXWTNzI1lp2SSfTeXvSUtwZDo8sgSc2U6W/ryalPi0fI933/jbsQXaMJhy7muSlFOw8cmvH8zNsnA5FaQ8Mi58dZIoqjYDWmAwet9fJQlkH0tENE1n3exNuT+PfOlWLH5mj+xEq5+FW57oT2BowYuIdxjcGv9gf4+sDVmWsPpb6Trs2siSAEhPzsRXIqamamxfvpvIvadxZDmxZzhw2l3sXr2f6e/M8vr+/G+XMfPjnGU89kwHboebQ1uOsWP5Hv76ajEPNXmOw9uOX4UrEgThRiOCEgVwMj2F9bEnSXJks/boSaJT03Ff1PVB1XR0N8hZMpY4iZBtRkK3GDGdhH0JZ/M9drDFyuQetzGgegR1g8vSJbwG33QbwpjGF252kmQAU2vg0juODJZuxXadkiTxVuMxVPYrj1U242ewYpZNdCvfCoPk++FbvWji42e08kXLF+lVoS1BRn/KmkMYUbUPrzUsfH2F3pU+pXpAD2RMSMiEWSLoX2Ui/qbyRb6+4hZsro4seScbyZjQdJdHTQwADYXorA0omuf2vcm/oOqeb2HO01FRdQcb4t9H072XxgiCIAg3Bl3Xidxzil2r9pGdYWfxDyuxZ9jR1AsvLTRF83pbDiBLEqcOnMn3+JVqV+T1mc/RbmBLqjesQsdb2/LxyrF0HnKh5kHlOhUJCvN+qDdbTfS4vVPRL+7S41lMfLRiLGHhIdgCrfgF2bAFWulxe2ef39c1HVW58HuoUL0cEze/T8db2xAQ6k+lOhUZ8+m9PPTh3YUah8ls4ssN79KyVxNko4xskGnWozFfbnw3z84apaFx5/oedS/Os/iZSYlLQ7nkM5fdxeLJK72+/8cHf3nVFTlPcSnYMx18/sh3xTNoQRCEi4jlG/nIcDl5ePVsdibEYJINuFSFZnIlHG7vv/glHQKOylhSJGQ1J3igZ8K8X3cz8u1mGH2sjcxyu3hk9Ry2xEdhlg04VYV2FarStZJ3j2op+B30pBGgOwEHYAPZHynotWK95vLWML5p9SqRWdFkuLOoG1gNWZJZl7DT67tW2UyPS9qmhpqDeDriDgpfftKT2eBP1/C30PTX0XQVo3zt3PzPkyUj7cq9wIb491B1F6AjS2YsclBOkMHHxFAHNN0NXLieTCX/wBXn9klznRLLOARBEG5A8WcSeW3ge5w9GY/BaEBxKVSuF47T7l3vwBen3cXfXy2meffGPj9PjEnm9ZveJ+poLEaTAbdLoc+93WnQzrMThCRJ/O/Xp3l14Luoiobb6cbqb6FCjfIMe27QFV/nxeq0qMnvZ77j0JZjuB1uGrSvS0JUEmtmbvD6rsFkoOOtbTy2VY2ozFuzX7zicZSrUob3l7yO2+VG1/Fa8nAtCC0fzO2vDMnNcoCcgESlOhU5tT/K5z5OH5ktaQn5Z9MARO7OqbNhtpqvbNCCIAgXEUGJfLy4YSHb46NxaWpuh4w9mWcxG4y4FM8nTtkN1iQJSb+QzSCpEHc2g7U7jtGzTT2v47+6aQmb487g0lSc544/+/heageX4b4Gnt1TJGNNKLcC3T4XlKNgbIRkG4wkFzwNsaAkSaL2JTUgnou4kwmHp6PpOoquYJHNtCvThLZhvic4xUWWjD6zEa4VtYL6EGSuzIGUGWQpcYT7taVByDC2JHzGiYwV6JfUxggxV8ds8Pwzq2hrQaY7Bj2vJTrkZEyYiqnLiiAIgnD90HWd1wa+x+lD0R5ZEaf2R2E0GVDc3jWYfNm6ZBeRe05Rq2l1r8/evOVDTuw7jaZquSWmp789i1pNqtGmfwuP7zbp0oAfD3/J0h9XEXcqgebdG9FlWHtM5uJ/WJdlmYbtL8yfKtcJ5+6xw5k27k9Ut4Kug8lsZOTLt1K9QcFrVxVFSVxfcbr7zeE0aF+PeV8vITM1i67DOzDggZ482/VNjm6P9PiuLEu0HdDC6xi1m9fg4Kaj+Z7HYJRzl/gIgiAUl2v3aa8UuBSFGdv28veeg8gS7HLH4PJXQQdDqgFDpowGuDUNiQsvwmUJAhQjkqxwaX1Gu9PN5r2nvIISDlVh8anDuC4pcGlXFaYe3OoVlACQ5GAk/9HFdr2F0blcCyICa7A6fjvZqp02YY1oEFTzsj24bwRlrQ3pGv62x7ZWZR8jNnsbLi0TVXciY0KWTHSs8KrX/k3C7uVk5j+4NTu+a4fIhJrrEGC6dopqCYIgCCUnMzWLOV8sZMNfWzFZjEQdjfUISACoiop0STFIg8mAxWYmO93udUxd19mz5oBXUCLqaCynD0R5Hd+R7WTO5wu9ghIAZSuFcedrpVPjadTLQ+gwuA1rZm5A13W6DutAzcbVSmUs15rWfZvRum8zj23PTX6E57uNxe1ScDvdWGxmbAFWHv7oLq/9H5lwLy/1eQeX3elzGZDJYqL7qI7F1vpVEAThvCsKSkiSdBLIIOdRXNF1vbUkSWHADKAGcBIYoet6ipTz9PoFMBDIBkbrur7j3HHuBV4/d9jxuq7/fCXjKgpV0xj982wOnI3PXZ4hSTLGLCOyS0JyS0jnajrogM1kxKmoaGjYQlwEV8kmMzEYTfWcIBgNMmWCvd9wOxQ3us9moJDu8r2er7SVs4YyvFpvj23ZDhd/LNnBsk2HsJiMDO3VjEFdG/usmn0j8TOW49bqv3M0fQEJjr0Em2pQL+RW/I3eVasDTZUYVO0ndiVNITZ7B7qu4tTSMcoWdF3D31SB7pW8C2QKgiAI/z1Z6dk82uolkmJScDvzLx6pazp+wTbsGQ50TUfXdRxZjpx2mZc8VRpMBoLKerebzkjOzHnz7R3HIDUh/YqupaRUb1CFe8aO8NiWEpfKHx/+xZbFOwkpG8Sw5wfR6da2pTTCa0ed5jWZeugLFk1ewYm9p2nQvi797+/ps+Bnww4RfLZ2HD+PncGxXSdRXApZadlYrCYURaV+u7o8+VXh64QJgiBcTnFkSvTQdT3xop9fAVbquv6BJEmvnPv5ZWAAUPfc/9oB3wDtzgUxxgKtyXne3y5J0jxd11OKYWwFtvboSQ7FJXjUi5B0CUNWTi0I6ZIik3a3Qrk6KQRUTkM26Ogq6BsDyakdeuG7BoPMzV0beZ0v2Gylkl8QpzJTPbbLSHQK906tvBa5FZUHx/3BmbMpuM6lj346fRXbD55h3KMDS3l0pc9sCKBR6Chg1GW/G2iqTJeKY3N/titJJDgO4GcsQxlLA5GRIgiCcINYNHkFyWdTLxuQOC87zZ6zjENT0ZS8lwHKskzHW9p4ba/VtJpXG1AAk9VEh8HeWZvXorTEdMa0eJGM5EwUl0LU4RiO7TrBqFeGlFpGx7WkTHgod785vEDfrduyFuPn/y/355jjZzm57wyV61akesOqJTVEQRBucCXRfeMW4Hymw8/ArRdt/0XPsQkIkSQpHOgHLNd1PflcIGI50L8ExpWvzSfOkO3yPQG4NCBxXmq0P7Ih50buspvIDJfQjKBLYK+gkdjJTUx3B3etn8GS04c9jylJvN+hPzaDCcO5B06TbCDAbObllt2L78JK0D9bjhATn5YbkABwOBWWbTzEl7+vIdtRsAJcgjebsQzVArpQ1tpQBCQEQRBuIFsW7cRVwAKW5122roSU0xr0hR5j2bf+kMdHFpuFxz4bfa6FZs42s9VEaIVghjx1fbxgmPvFQjJTsjy6TDiynPz85gz+mrgIVSlY3Q3BW6XaFel4SxsRkBAEoURdaVBCB5ZJkrRdkqSHz22roOt67Ll/PgtUOPfPlYGL+1FFnduW13YvkiQ9LEnSNkmStiUkJFzh0D2VDfDH4mONXM4N2vcyC007t5xDh7N7KqAYZDKqSaTUV0lvrKD66Si6RmR6Ms+sm8+ik54TgY7hNZh3073cVqsJrcpV5v4GrVk++EGqB4YW67WVlG0HzmD38SZH12HG0p3cN/Y3HAV80yMIgiAI14sSnY9UCfOqFXHF9JzAxeGtx3ml33gObzvu8fGAB3rx4bI36XJbexp2jODuN4fz3c5PfKb4X4u2L9/jM7NE13UmvzSd129+32s5iyAIgnDtuNLlG511XY+WJKk8sFySJI+nbl3XdUmSiu0uoOv698D3AK1bty7Wu8stzRrw9ZpNoF4cTdeRZQ1N9R27CQnPBsCdbUJ1GQAJJHBXUL3CPQ5V4cOdaxhYo77H9rohZfmo0/XxJuJSFcICMRll3D7SRRVV42xiOgvW7WdY7+ZXf3CFcCw+id+37uZsegZd69ZkcNMG2K7xKtuCIAhC6SnJ+citTw5k3exNOLMLni0hyRK6jyUYvrjsTn55aybvLvifx/ZGHSNo1DGiUGO9VpSrWpbDW4/5LM7ocrjZt+EwO1fupWXvpld/cIVwYONhFk1ZSXZaNl2Hd6DLbe0xGEVRSUEQ/vuuKFNC1/Xoc/8fD8wF2gJx55ZlcO7/4899PRq4OPeryrlteW2/qsoF+vPNHbcQ5m/DbJSRDBpGq0KllmcJrZFKTrZEzt1OAioGBVC/nhGzZPRIpNDR8wz1nMlILdmLuMoGdW+MQc77XyGHS2Hdjsg8P78WLD94lGGTf+OPbXtYeTiSD5auYeh3v5LpuDaLjQqCIAj/bRGta/PMtw/jF2i7bOtFSZao07IWgaEBGM0Fe8+k6xC5+2QxjPTaMey5mzHbzHl+7sh0sHPl3qs4osKb8fHfvNRnHMt+Ws26OZuZ8OA3/G/gu6iqWHoiCMJ/X5GDEpIk+UuSFHj+n4G+wD5gHnDvua/dC/x97p/nAfdIOdoDaeeWeSwF+kqSFCpJUui54ywt6riuRPuaVVn3/MNMvGsANdrEU61DFJZAF2G1UqnSNprA8tk0r1aR1wf2YNETo/mq7QvcUWMADStUxGK+qCBmHvePcH/vqtfXswphgUx4/laCA6w+P5ckibIh3p1HrhVuVeXVv5fjcCuo516v2N0KMWnpTNuyq3QHJwiCINywet/VjVnxP/Dop6N9PmxLBokWvZvwyrSn+Grju0zZ9ylDn76JWk2rIxsuP7WrWt/nKtnrVsMOETzz3Zg8AxNmq4mQ8sFXeVQFlxKfxi9jZ+DMduUuM3FkOTm48Qgb/t5WyqMTBEEoeVeSKVEB+FeSpN3AFmChrutLgA+APpIkHQV6n/sZYBEQCRwDJgOPAei6ngy8A2w9979x57aVCoMs07VGPdqVb0tkTHkOna7I6bgyGK0yb9zShT/uv5072zbHz2zCz2hleNU+fNHqRabeMRI/swmr0YgxUUZyeS5pMCg6TzRoX0pXVXJaN6zG4omPUD4sgEvrMZpNBob1aV5i5z4Zk8z6XZHEJWcUaf8jcYlomvfSE6eisnT/kSsdniAIgiAUmdli4uZH+hDRunZuUy/ZIGG2mnjnr5f5aNmb9Ly9M0aTkdAKITz04V18t+sT/jf9Kcw2c56ZE7JB5q43hl3FK7k6et/ZlT+ivsPqb/H6TJZlet7RuUTOq+s6R7YfZ8vinaQnFW0+suuffT6zYhxZTtbN3nSlQxQEQbjmFbmmhK7rkUAzH9uTgF4+tuvA43kcayowtahjKW4/HNjCjIMncag5v54Mu4VTZ/2p37Jhnvu0rFaJlU8/wPy9h1g/cTm746JJGFQRNdiIIc1N+b/jiN24BSa3vFqXQVxyBis2HSbL7qJDsxo0rh1eIp0cDAaZb18bwbOfzCUuORODLKFpOi/c04MGNStc/gCFlGl38sKnf3Mg8iwmg4xLUendLoLXH+qb73KSS/lbzKh5rMENtHpPagRBEAThavry0ckc2R6Zu0xU18DiZyGibZ089+k+shMNO9Tjn9//ZcnUVcQcO+tR5FE2yhzbeYKmXfOe0xS304ei+XfOJnQdOg9tR/UGVUrkPIGhAXy0Yixjh3yEI9OBJEkYTAZen/EcoRVCiv188WcSeaXfeBKikjAYJNxOhVGvDClw+83z/AKtPudnskEmMPTazTgVBEEoLtL1Wo24devW+rZtxZ/S5lQVWs78kiy3Z4EpGYn+1esxqduQyx5jWPn7SUvMiZbrBpDOLecwWUwsyJqOXIgH56JatfUoY79djKbpKKqKxWSkZ9t6vPlwvxJrManrOsejEsnMdlG/ZnmsJVQs8vWvF7B623HcF7X4spqNPHRbR+4aWLie6oMnTeNYQhLaRf8d2Ewm3r+1L/0b1Su2MQuCIFwtkiRt13W9cH8ZCkVWUvORxOgk7qnzpFdXCbPVVKAHX3uWg6Fl7vNok3leeK0K/HJsYrGONy8zPv6bX96aiXqubanBZODO14Zyx6u3ldg5NU3j6PZIVFUjonXtEisW+UjLFzmx9zSaeiHr0upv4bXfn6X9za0KfBy3y83I8IfISMny2G6xmfn83/HUaVGz2MYsCIJwtRRmPlLyT8fXmZisdJ9tozR0dibEFOgY9qwLRRKli+pLKG7F48ZVUrIdLt76djFOl4JbUdH1nKKTq7YeZcPuEyV2XkmSqFO1HM0jKpdYQMLpUli97ZhHQAJyrm/Wsp2FPt6k2wdTKTgQf7MJf7MZs8HAqNZN6NewbnENWRAEQRAK7fjuU5it3vdSl8PNnjUHLru/Mzvvgs3Z6dlXNLaCijl+ll/GzsBld6EqKqqi4rK7+PXdOZw5XHI1zWVZJqJNHRq2r1diAYmoIzFEHYnxmtc5spzM/XJRoY5lMpt4f8nrBIYF4Bdkwy/IhtlqYsyEe0RAQhCEG8KVtgT9zylr9Uf1UWcAoGpAwYokNenagB3L9ngFN+q0qInRVPK/8m0HzmDwUejK7nSzeP1BOjWvVeJjKClOt+Kz5RdAlr3g7dPOqxIazLKn7mfHmWgSM7NpUbUSFYKuj77sgiAIwn9XxRrlUNzeWQ4Go0zViEqX3T+4bBBlK4Vy9mSCx3bZINO6f4tiG2d+1v+1Fc3HMklVUVn/11ZGvXz9FtzMTM3KM+CRlphe6ONFtKnDzNjJ7Fq1H0eWg2bdGxEYKuYjgiDcGERQ4hKBZgu31mrE3ycO4FAvTAZsBiNPNu2U77521clXR/7gwF1x6P8CLsANRpMRo8XI05PuQUt/B+xzQHeBuQNS0BtIxurFeg1yPsszDHLJLN24WoL8rVQqF8zpsyke22VJon3Tov0eZVmidfWSWd8qCIIgCEVRvWFV6jSvyeFtxz2WYJjMJoY8PTDffZPPpvDB3V8RH5Xksd1sNWENsHLbszfx/l1f8O/cLUhApyHtePSzewkpV7wdKmRZ8rlkVJIk5Ot8PlKrWQ2PlvDnma0mOg9tV6RjGk1GWvf1KtcmCILwnyeWb/jwTrt+DK5SH6MORk0nECPjWvehS6X8U+g+PPgTGxJ3o1aVMP1SDqmrFawSilvBZDKwc9F4tMyZoGcBbnCtQ0+6DV0r3mYjrRtW9aiRcJ7NYmJg50bFeq7ious6Dpfb59KZS736YB+sZmNugMVsNBDgZ+GxEV1KepiCIAiCcNWMX/A/WvRsgiRLSLJEaIVg3vrrRapG5J1hoGkaz3cfy541+9EUz8xPl8ON2WLif/3fZc3MjbjsLpx2F2tmbeDpjq/7zMy4Ep2HtvPqzAU5wYout12bHck0TcPluHzmpdli4smvH8DiZ0Y6Nx+x2MyUqRTGkCcHlPQwBUEQ/lNEUOISLs3N/oOHOLBsPvUqR1OvRgzV9EjmPDU531ZPic4UdqUexq3n3ND1eBX9Xwc4ch6yM1KymP6Rix/fD71oLx10J3r2zGK9BqvFxPtP3ozVbMRqNmIyyljMRm7u2oi2jasV67mulK7rTF+4lT6PTKLHQxO56cnvWbhuf777tIiowrR372ZIz6a0bliVu25qzR8f3kulYn7DIwiCIAilxZ7lYMPfW9m2bBe6pqNrOqkJ6Ux5+VdclxS/vNjedQdJiklBVXwvRU2MTiYtIR31otpMqlslJT6VTQu2F+s1VKhejkc+vRez1eTxv4c+uovwWsXfnetKKG6Fb1/4mcFB9zAo4C5GRzzF9uW7892n913d+HTNOHrd1ZUWvZow+p1RfLvzY/yDRccMQRCEwhDdN85xawrfH5/DirjNuBQ3uqR7pBzqdp1OK+rx2sdP+tz/QFokY/d9S7bqyDneS0noW7wj7Rarxsx9+7D6XfR7t/RFDi3+KthpGXb+2XqUbIeLDk1rUKtK2WI/x5WavnArk+dsxHFRaqrVbOStRwbQo40oNikIglBYovvG1VXc85HM1CwmPPgNG+dvy+1YcakH3r+DUS/77ga27OfVfPXkDzgyHYU6ryRL3PvWSO58vfi7YsSfSWTDX1vRdZ1Ot7ahfLVyxX6OK/Xx/V+zZsYGnBfVp7LYzHy6dhz1WtUuxZEJgiBcn0T3jSL4+uiMnICE5gYZ7zWQJthszvsNfjX/iij6hQdr/YTvFEjZoJN09uJq2hYwNbiSoecpONDGkJ5NuXNg62syIKFpOj/N2+IRkICcThrf/rm+lEYlCIIgCKXn9ZvfZ9OC7XkGJADmTVqa52f1WtdGL0KnL6u/har1L19AsyjKVy3LrU8OYMhTA6/JgER6Ugar/1jvEZCAnOUuv703p5RGJQiCcOMQQQkgS7GzOn57TkAiD5JRQq+Rd1upAKMfgyt1xyKbc75fw3cNUU2VKFPx/HkkkMxItlEe38lWHMyLXsO4fd/z/fHZRGfHF+6CrhMOl5tsh+/f+dkiVK6+UWm6QprrNE5V/M4EQRCuZyf3n+HYrhMehS19ye/zGo2q0rJPUyw2c4HPazDKBIYF0GGw5wutlPg0po//kzdu+YCfxs4gMaZ4a2BdK+JPJ2I0e8/bdF3n9IGoUhjR9cmR7eTM4WjsmfbSHoogCNcZ0X0DSHVlYJAMufUgfNHdOrVM+b9BGF1zEJVt5ZgT9Q9JDxlJ3xuN5rjwtsLiZ2bwQ/5Y/cyAC0ytkYLfRjKUyf1OhjuLp3Z8TJo7E6fmwoDMktgNvNbwQVqFlUxGRWmxWUwEB1hJ9tEvvXp4WCmM6PpzJO1vtiVORNc1NBSq+nemU4XXMcm20h6aIAiCUEhnT8RjNBlwXuZ77Qa2yvfzN2c9z58T5rPg++VkJGfizHZ61Jgw28xUq1+ZE3tPARLtb27Fk18/iMl8IZMz6mgsT7b/Hy67C5fDzfZlu5n7xUI+X/cONZsUb9ew0hZeq7zPQI9skKkrlm5clq7r/DR2BrM/XYAsS6iKysCHevPIp/diMOT9Qk8QBOE8EZQAyllD8dnX6TxNx6BKvHjrg/keR5Ik+oZ3oG94B2gDO2vtZdIzP3JqfxSBYQEMf2EwI14cfG5piI4keSeqzDyzgmRXGoqek7apoqFqGp8d+ZVf2o1D9rFPQaiKysn9Z7D6W6hcJ7xIxyhukiTx2MjOfPLzPx5LOCxmI0+MEp00Lic6axNbEr5A1S+sGz6TtZ5/z75Dj0rvleLIBEEQhKKo1aw6Lkf+WRJmm5lHvxid73eMJiOjXhnCqFdy6k788/s6pr76O/GnEylbpQz3jR9Fn7u75Xa88tW2c9IzP5KVmp37HbdTwe1U+OKxyXy+bnwRri6Hy+Hi1IEogssFUb7qtbG01D/Yn8GP92f+N8twZl8ICZmtphKpsfFf89fExcz+dIHH727xDyvxD/Zj9LhR+ewpCIKQQwQlALNs4o7qA/j11GKc2kXrCXUw6DLl1BB61WuHtRCpkAAtejZh8p5P0XXdxw3fd3/uDYm7cwMSF8tWHMTaE6nsV75QYwDYvGgHH907EbfTjaZqhNeuwNtzX6JS7Yq539F1nX3HYzl6OpHK5YJp06jaVekhPqhrYywmI9/P2Uh8UjrVwsN4clRX2jb+b72FKQl7k6d5BCQANN1FVPZ6HGoqVkNI6QxMEARBKJLyVcvS847OrJ6xHme2Z30Do8lI1fqVGPBgr8su77hUz9u70PP2Ll7zEV/BiPN2/bPXZ5vuAxuPoKpqkd6AL/huGd+9OA1ZllBcCg3a1+PNWc8TVCYw9zuaprHrn33EHI+jVrPqNGhXN99xFpeHPryLclXKMOuTeWQkZxLRtg6PTLiXavXzbr8q5Jjx0d8eAQkAZ7aLuV8s4t63R16VPz9BEK5vIigB7DwTw55dOhUMDckOOYMDO/UDa9C+TGOmRP5FmjGLP6NWMvPMcpqcrk6ZdVYadaxPtxEdMFsvH6gozF/GfgaLz+2armHL47P8RB+L5Z0REzwmN6cORPFCz7eZFjkRg8GAw+XmmY/mcPBkPLquY5AlyoT4893rIylzFdpa9e1Qn74d6pf4ef5rshXftUZkTDiUFBGUEARBuI7ous7WJbvQFI06zWty9mQ8bqdCmwEtqNm4Kr+8NZPYyDh+fO13prw8nfaDWhFUJojWfZvRflCrAgUJCjMfMdvMuJ3ewQ+jyYgsFz5rc8fKvXz7/C8eD6/7Nxzi7WGfMGHV2wCkxKXyXLc3SYpNQVM0JFmibstavL/kNSy2ws+BCkOWZYY+fRNDn76pRM/zX5SemOFzuz3TgaqoGE3icUMQhPzd8H9LfLlqI1M3bMPpVtABm6kM/RrW4ZW23blr8xs4NM83FTuqHEMNd7DixX+ZNm4WEze/7xHhP+9McirfrN3M9tMxVA4JYkyXtrSrWfWy4xlcuRvfHPvTM2MDqOEfTpgluNDXt/D7FSiXVPDWNZ3M1Ex2rz5Ay15N+GHuJvZHnsV10fec8WmMn7yMz17w3XJMKH3l/ZqTmR6LjneV9cDL1D8RBEEQrh26rvPu7Z+xedFOHJkOJFk6t3RgGN1HdOTBJs/huqQw9NpZmwBYPm0NdZrX5KMVb2K2mLyOfWznCX4dP5sT+05Rq2l17nx9GLWb1bjsmPrf35P5k5bhclyYj8gGmW7DOxTpzfesCfO83qYrLpVDm48SdyqBCtXLMeHBb4iNjEdVLsxHDm89xi9vzeKhD+8q9DmFq6N28xoc2nzUa3ulOhVFQEIQhAK5obtvnElO5Yf1W3GcC0gA2N1ulh44xoz9m3wvsJAk5K5W1I8CSIhJ4pe3Z3p95VRSKkO++5W/dx/kVHIqGyJPM+a3v5i/5+Blx9SrQlu6lm3htf10dhz70o4X7gKBhDOJvtuK6ZAalwrA/LX7PAISAKqms2XfKZwFTBGdt/sgA776idbvf829P81ib/TZQo9VKJxmYfdhlG1c/J+xQbLSsuwYDHLJvlESBOHKnI1J4ZtPFvPCQ1P57tMlxMWmlvaQhFK0c+VeNi/cgSMzZ0meruk4s11MHzeLBd8vR1Pybg/qzHJybOcJlv64yuuzvesO8kyXN1j/1xaij57l3zlbeLrTa+xbf+iyY7p//O00aF/XY5uu62xauJ2oIzGFvEJIivbducNoNpIan4bL4WL7st0eAQnIacu57Cfva/NFVVX+/HQ+d9Z4lCFhoxk3/BNijov5SEl79NN7sfiZuThWZbGZefyL+0pvUIIgFEjknlNMeGASz/cYy7Rxs0hP8p35VNJu6PDlumOnkHyEHhxuN1tOxOIK892uUjJIUMGA0tLAqj/W88SXD3h8/sU/68l2udEuWovpcCu8u3g1AxtHYMgn7VGWZCraymKSjB7dQJyaiw8P/MRo+S7+Wr0Pp8tN3w71GdytMalqOvOi13AyK4aIoOrcVKkrYeYgAFr1bc6mBdtxZHm+nVAVlYYdIwBQFN/9zHUdVO3yvc5/2ridL/7ZgN2dM97NJ6O456dZ/Hb/SBqEF74GRn50XcetZWKUbcjSDf2vL4GmSgyq9jO7k37grH0nfsZyNAm9h6oBnUp7aKXm9IkE/vhxHccOxVKjdnlG3d+FWnUrXn5HQbiKjh+O5fkHp+J2KSiKxsE9USyeu51Ppz4g/n29Qf371xav+zTkZCYc23nCK+PxUs5sJ0t+WMmgR/p6bJ/41A8e2Qm6nhPsmPTMj0za+mG+xzRbzYRWCEY2yGhqzlxA13SyUrOZ8MA39LmnG8unrcFoMjLwod50G9GBU/vP8NfEJcSdSqBVn6YMfKg3/kF+ALTu14yowzG4L3nZoaka1RtVRVU1nzUsgMte/3lfPPI9//z+b+6S1fVzt7Dzn31M2fcZZcJDC3SMgtI0jay0bPyCbDd8h4mGHSL4fN14fnl7Jsd3naRag8rc/eZwGnaIKO2hlZoDm44w48O/iDl2lsad6zPqlSFUqF6utIclCB42L9zOOyM/xe1U0FSNQ5uPMv+bpXyz4+Ni/zvzcm7opzqryYjsIwXRIEskhxxC9ZEWf2FnCam2ifSNGSz4fjk3P9wn96Ntp6M9AhLnORSFs+mZVA4JyndcaxK2+2xPenq1gVePzAclJ6hx+GQ8f63dRXbv/aiSggEntaRlJESPQ1XDCSr7MD1G9ebPCfOIjYzLTf20+lvoc083KtbICRh0a1WHxRsOoqoXrlcCImqUx89qJtWVQZIrlUq28l51LVyKylerNuUGJHKv1a3w5aoNfHPHrflea2GczPiHLQmf41RTkSQjEcFDaFX20Rs6OBFoqkTnim+U9jCuCUcORPPiwz/icipoms7pyAQ2rT3MuxPvpkkLUThVuHZM/GAh9ovq/CiKiqKoTPpoEZ9Mvr8URyaUFpu/1ePhP5eER1q8o6o/9nrByHaFgF1JGLIvPKwf23mCbct207pvMyAnAHFiz2mf5zu+62SBxrVpwXavMem6zr71hzyyLQ5tOcqC75ZxeOux3MntzpV7+eF/v1KnRS0eeP8Ohj8/mOW/rCUzNSu3UKfV38ID792B1S9nblG3ZS0Obz3GxVMog9FAx1vbABB/JpH0pAyqNajitVQlMSaZlb+u81jmomk6zmwnf321iAfeu7NA13w5uq4z98uFTHv7TxzZTqx+Fu58Yxi3PXPTDV3QsU6Lmoz76+XSHsY1Yd2czXx4z5e47C50Hc4cjmHVH+v5eusH10wHPEHQNI0JD33rUXfQ5XCjKpn8Ov5Pnvr6oas6nht6+Ubv+rXRfbQC9Qt14jJm5b+zQ4ezKugw6emppCWm535Uxt/P5y6aphNsvXxavVHyjriraUYchwNyAxIADpfC8agk0k8YkHDxcbVNjCpzmLq2VMoEHERJfp6Y3S/w1ab3uPP126jZtBoNO0bw7HdjeHLihfamj4/sQtkQf2znbvAWs5EAPwsvP9CD9w/8yOjNY3ll91fcsfFVfj252ONNRnxGps8AjA7sj/VdiLEoYrO38W/cO9jVRDQUVN3B4bS5bEn4otjOIVzfvvlkMQ67G03L+fdR13WcDjcTP1hQyiMThAt0Xefg3iifn+3f5fsBUvjv63NPN0xm7wC74lJRFQ1dgri76hDzREOSB1Yh6ZbqnBrbEnudCy85NC2nLsX55Q+SJOEf7Hs+EhBSsCLWBa0H4MhysmfNAZzZrtwghqZqqIrG4a3HeKn3OP6cMJ/vd3/CLU/0p3rDKrTs3ZSxs1/k1icH5h7nhamP4R/sj8Uvp4i4NcBCWHgII54fzHPdx3JfxFM8120sw8s/wNJLlnSc3HcGk4+aGm6nwr71hwt0HQWx8PvlTH3tj9zgSmZqFj+98Qfzv11WbOcQrl+apvHVE1NwZrtyg2uqomLPsPPj63+U7uAE4SJxJxPITs/22q4qKpsWbL/q47mhgxJBNitfjhiEzWTC32LG32zCYjRwU9uqqD7acp6n6zo4dLQ1dgBcksbqBVtyPx/TpS22S27kFqOBPg3qEFCAoMSA8E5YZM+uHq5Yq88uoppbwnXGRtfAWCqa7FjlC280bH4a4RWXkXjmIHe8ehvf75rAF/+Op+cdXTyi+WHBfsz8cDTP3d2DIT2a8OjwTsyecD+L7SvZkrQXt66QrTpwaW5mR61kZdyFaw3z90PTfWeUVA0tfGHOvOxOmoqqX7IERXdwLH0+bs37PyjhxnNkf7TP7aeOx3tkAQlCaZIkCavN+8EJwOZXuLbTwn9HjUZVeeTTezFbTdgCrfgF2bAFWGneoxHObCdZTcPIahKKbjGAQUa3GNAtBs7eXw/9ovbdWWnZHNx8JPfnoc8MzH3AP8/iZ+G2Z28u0Lh63dUFk6V4shFnfjIPXdd55JN7mbLvMz5c9kZuVsd51RtW5edjX3Hf+Nu56eE+PP75/Uw9+AUTHvqWgxsP43K4sWfYyc6w89UTP3hka1SsWd5raQjkLIGp3qD42npOf+dPH+0vnfz6zp/Fdg7h+pV8NpWsVO8Xm5qms3v1vlIYkSD45hdk887OOycwLOAqj+YGD0oAdKlbg/UvjuG9W/oyblAf1j7/MP3rNMEk53cTllD+zIJz2S46sCHxTO6n/RvV4/Fu7bGZjPibzZgNBrrXq8X4wX18H+4S/cI70iasEWbZhKZKaIoEBh1d8xGVkHVkm0pr/wRssncgxe2WOLD28pFZq8XE4G6NeeX+PtzevxVWm4E18TtwXbKMxKm5+DNqRe7PfmYTw1o2xnpJEMZqMvJ4t/YFut6CyHD7fuCUMOBQU4rtPJeKs+9m0ZmH+fVYL+aeHEVk+vISO5dwZQICbT63W21mZPnGTakVrj39b22J+ZIHPbPFyIAhrUppRMK14OYxffn9zHc88+0YXvzxcWaenUKLXk0w28xktC2XE5C4hC6Bo+aFyaOu6ey/KCvgjtduo999PTBbTfgF2TBbTQx8sBejXrm1QGN64L07qNOiJhZb8QTM5k26fDZBUFggtz1zM898+zD97+9JYnQykbtPetWVcNmd/Pnp/Nyfq9QNp1HHel5BFLPVVOAgTEEkn031uT0lLi3PmhjFYf1fW3ioyXMMCrqbx9q8zI6Ve0vsXELR+Qf7kde/BiHli+9lnSBcqeCyQTTr1gijyfPeYvW3lEpr5Bs+KAE5D9b9GtblpiYRBNustA5rSKDRP8+/VDQd1IuXWGhwso7nH+iDnduw4cVH+O2Bkax+7kG+GHEzNrPvt2OXMkgy/2t4HyODh5MWWZa4A+WIOVMOHclrsYlBlgiobydZsaLkMd6k2AKd1kO26sjzszRXpsfP/+vXndtbN8VqMmIyyJQL8OfdwX3pWLv41vGXsUbgM1UECT9DyRQOirfvZXn0MyQ49qHodtLdp9kQ/z6HUueUyPmEK3PrHe2xWD3/G7NYTNw8vM0Nvc5XuPbc/2QfWnWog9lixD/AgtlipG3neox+vFdpD00oZUFlAul5e2c6D2mH1c9Cv9E9MJmN6Pn9FXbJ32+JMRe6XBgMBp786kFmxEzms7XvMDN2Mo99fh9yPgW3L2YLsPHF+nfpO7r7pafxIhtkpMsEgDW1YAUrL5Yal4rBx9IWXYeEM0ke296a8xJdbmuPyWzEYDJQuW444xf8j6oRxZcpUbmu75oAlepULLF7zcrf1vH+XV9wcv8ZHJkOjm6P5M3BH7B9+e4SOZ9QdDZ/K11ua4f5kvmI1d/CiBdvKaVRCYJv//v1aeq0rIXFz4J/sB8mq4mbHupN33u7X/Wx3LgVAvMhITG65iA+2v8buuz2uhFLgLLdhdEigw5xT9amTXnvB2Ob2UREhbIAxNgT+OPUEg6knyDcVpaRVfvSOKROvuOo7l8JZ1wo2a6cok1ZlXT8zwIqSLJOgNnCqw/3ZqV5BSvSUukbfAajdCENR1PBnmmgcqPC/yUYYgok0ORHsivdY7uERKPg2h7bjAaZl/t147nencl2uQmyWor9xty8zEPEZm9D0S8ES4ySlWZhozHIJZPyvCPxG59LRnYmfUe94FuQfdT+EErPiHs7kxifzrK/d2I0GXC7Vbr2bcToR8WDnnBtMZuNvDXhds5Gp3DmVCJVa5SlYqWrW+VauD74Bdm4563hfPzLAhy1g7yyJSQdrJEX2reZLEbCa1XwOk5AiH9uHYk9cWf5eusmjiQl0ahceZ5o2576ZfMO7kuSRM0m1TFZzbjsLp+fh1UM4bkpjzL5pWlEHYlFcXsvo5Bkia7DOxT42s+r2bR6bmHMi5ksJtr0b+6xzS/Qxv+mP83zPzyGy+7CP9iv2OcjYz6+h/EjP8V50e/CYjPz8Md3F+t5ztN1nckvTfMoRgfgtLuY/PJ0WvVplseeQml55rsxOLKcbFu6C6PZiOJSGfb8IHrf1bW0hyYIHoLKBPLVxvc4uf8MCVFJ1Gleg9AKIaUyFqkkU81KUuvWrfVt27YV2/HcmsL+tONkqXamn1hErCMRt6ag6RdeQpz/VZ1NCEJdbEc3yWS1CMESaOHvm+6lXojvm/qZ7Die3fkJDtWVW1jTIpt4tt6ddCnfMs8xKapG1wnfk5xtv7BR1zEr8FK/Lozs2BKTMWeCcjr7LFsWf0C/ZktB05ENOklxFqZ93pNXfpuAwVj4B+j1CbuYcHgaTi0nKCIjYzGY+KzFC1T18570FNSyjYeYPGcj8ckZ1KpSlidHdaFlg6qX3S/RcZDtiZNIch7CZgijSei91A4aUGJvJn4/3g+X5t2r1yCZua3GHGzGsBI5r3Bl0tOyiY1KoUKlEEJCC1bMTRD+SyRJ2q7reuvSHseNorjnI1kuF1tjoslOyOCnIRPJSM3E5XCTNKgaGR3Ko5sNSOdaeVecchi/IxdeHvgF2ZgW+TVBYYE+j73+zCkemv8XTkVBB2RJwmIw8OvQETSvmHdXgLTEdO6s8ajXg7FskHjzzxfoMKg1siyj6zpHtkcybvgnxJ9KzP2eJEt0G96B135/tki/kxkf/cX0d/7MbZtqNBsJCgvg+z0TCC6bf0ezvGiaxtwvFzH7swVkJGfSqGMEYz65h5pNLp/luXXpLn587XeijsZSuU5F7n/3dtr0b1GkcVyOy+FiUMBduUWcL2a2mliY/VuJnFe4ckmxKSRGJVElolJua1xBuJEUZj4ighLA7tQjvLv/B3R0nJrbq8ilroNbkUnPCsSklqGqX3m2JURjkCRCLDY+6DCA7pVrkZJlZ+upKPwtZtrVqIrRkJMeOX7/FDYl7fXq9GGSjAyr0ouBlbsQZvZ9Uz0YG88D0+bgVFSQQFFVnuvVmXs7+A5m7Fy5ne2LZ5CerNGo60B63tEFUwGXjfhyIC2SWWdWEGtPoEFQTUZU60O4rejLJeb8s4cvfl2N46K3HhazkS9eHEqL+lWKfNySMP/0aJKdR7y2GyUro2ovxSAV/fcqCIJQUkRQ4uoqzvnI7AP7eGP1SkyyjD3LgeVgKhV+OoKk5dSv0o0S6e3KYbSYqJ9pxk+VOLH3NEgS4bUq8L/pT1GnRU3iTydwaMsxwsJDadQxIjd432fajxxPSfY6b7DFyhNt2zG8YROCLL4Lcm9dspN3Rnyau0RDUzVemfYUnW5t6/VdTdNYMX0dC75bhsVm5tYnBtDxlitbSrdpwXb+/HQ+KfFptBvYguEv3ELoFazRn/TMjyyastKjaKUtwMo3Oz66pto26rrO0LL3kZniXTyxUp2K/Hzkq1IYlSAIwuWJoEQhZLizGb35TRyaZ/Rf13WPm2fOr0liWJWe3F6jPy5VJ8vtItwvEEmSmLphG1/8swGjnJORYDEa+OHuoTQIL88dG18lze1Zh+E8o2TALJv4uPkz1PCv5PM7qa5Mpu9ZT6bTydCGragXWnxrIwvLrais2X6ME9FJVA8Po3vrOpgL0DLM7nCzYvNhPv55JU6395rSJnXCmTL29pIYcpGdyVzPmrNvoF60ZMQgWWkYMpKWZceU4sgEQRDyJoISV1dxzUeOJCVy64xfcSg5QXtDmotq7+5CduVkRaj+RpIHVCGrcRiGQDMvdOvK6OatyEzKQFU0yoSHous6Xz0xhSU/rsJkMqLrOmHhoXy8ciyhlUKJmPiZj0boOaxGI8EWC/NG3U05f99ZZrGRccz+bAFIMOy5QVSsUf6Kr7uo7Jl21szcSPzpRCLa1KZ1/+YYDJfPCk1PymDx1JVMffV3r8rzBqNM39E9eO77R0pq2EUy85N5/PLWTI8AisXPwnPfj6HnHV1KcWSCIAh5K8x85IavKbEhcZfP7ZdG83N+1JkXs4ZdaYf5rMULBJutAOw4HcOXqzbiVFSc5DxwZ7ngwelzWfv8Q4SYAvMMSii6iqqqTDo6k4+aP+P1+bbkA7x3YCoSEjoam/evZnjVvtxRvX9RL7nIktOyeeDt30jJsGN3uPGzmpj4xzp+eOt2yoXm3TrmZEwyD7/zB0634jMgARAZneRze2mqGtCJjuVfZlviRBxqKgbJQqPQUTQLu7+0hyYIgiD8x8zcvw/3RYUgA7cm5FTWBjSLzJkXmqAGmsAoowKfbdrA7rizfDVgUO4+K6atZfkva3A73LgdOUsvYyPjeHvYJ3y18T38TCay3G6f53coCoqm8fnmDbzb07tb2Pxvl/Ltcz8jyTKSBIunrOS5KY/SqxQeik8dOMOzXd/E7XTjyHJiC7BSpV44E9aMw+ZvzXO/3Wv28/rNH6Aqqs9WeKqicWjz0ZIcepEMf34Quqbx+wdzcWQ5CQj25753R4mAhCAI/xk3fPeNLNWBohe8GrRbV4ixJ7Aj5WDutpnb9+A8X9RJ0giplkq5+gloASlsPRXNiGp9sORTjFEHDqSfQNU9b5B21cn7B6bi1Fw4NCdOzY1LU/jzzHIOpZ8szGUWi0+nryIuORP7uYlOtsNNYmomH/20Mt/9xn67mPQsBw6nd6Gq88KLuCa0pNUK6sfwmvO4vfYSbq+9lOZlHkSSbvj/bARBEIRiluKwo16UvWpIcyGfa6uV3qYcmp8RjBfuP3ZFYUVkJJEXLcf466tFuXUXztNUjeO7TpAYncy9zVpiNeb9PkrRNFZEHvPaHn0slm+f/wWXw40z24kjy4nL4ebTB78l+WzJteXOy/t3fklmSmbutdozHZw6EMUf78/Ncx9VUXln+AQcWQ7cTt+BGUmWqN7o8jWurjZJkhj50q3MSfyR2QlTmXl2Mjc9VLA284IgCNeDG/7pqkVIBIZCPmTaVSdH0k/l/pzucKID1iAHtbqdIqx2CoHhmYQ2jOGz6G/oWKYpI6v1zTcwYZQMyJe0vNyefMDn+kuXpvBP3JZCjflSpw9F80q/dxhou50hZUYz+ZXpuPK4SZ+3Zvsx1EveLKiazvpdkXn25k7LsHP8TEKe7VUBrGYjD9/WEZdbYfH6A7w7ZRk//JVTCPNaIEkSJtlfdNsQBEEQSkzvWrXxM12oVWSvG4xmzpmf+Oq8AWCUJfbGx+X+nJ1h9/oOgOJSefOWD3m6XQeG1m+IOZ9lDn4m77nKmlkbURXvFziSBOvnXtl8ZN/6QzzR7n8MsIxiZOWHmf3ZgjznFAAp8WmcPhTlNa9wOdysmLY2z/2ObI/Enc/LEcgpHDnypVvISs9m3qSlfPLAJOZ8sZCMFN/ZrlebLMv4B/kVuKWrIAjC9eKG/1utZkBlupdvjfWigIGu6Ohq3jdEq2ymvPVC54V+DetiMxkIb3EWpJyb9Pn/ZWqZTDg8nZHV+vJbh/foUb41JjwnAybJSI/yrb0CEIrunVoIoKPj1grf6/u8pNgUnurwKjtW7MHtVMhMyeKvrxbz7qjP8t1PIo8CVfkVrpLINyBRJtifV+7vQ6uGVbnnjel8+ONK5q3Zx09/b2HESz+x83BUAa5IEARBEK5vfWrVoWn5itjOZTJkNwjBVcGGLoMpwQ5u7zmBDlQOvJBp2HloOwwm31O7YztPMGfCfMb37MOWBx+hZcVKGC65f9uMRu5q6t1iUnG60X0sd9A0HbePdp0FdWznCV7p9w6Htx5Dcaskx6bw4xt/MPW1vDtK5DvlkPP+UJLwKjh+scp1wxn39ysEhQUwut5TTH55Gkt/XMXU137j3rpPEnU0tkDXJAiCIBTeDR+UAHiy7ihebjCaBloN2OhCeScV9eM0tAOunADFRW2YJMAkG+lS7kLrp4GNI6hXww9J1n3eLDcl7QPAajDzZN1RNA6pi0U2YTNYsMhm6gVW4+E6t3nt1zK0vlcnEMgJinQtX/TWU39/vRiXw+0RLHDZXWxbuovoY3nfdHu0qZPbUeQ8gyzRpUWtPCtqBwfYiKhe3utzs8nAnQNasfCrhxnQqQG/LtxGdHwa9nPZGi5Fxe50M/abxfm+MREEQRCE/wKjLPPzrbcxvkcfGkoBBB1IRTPLSBoEb4hHuqQlpFGSqBQQSKvwC0WyR7x4C/6Bebce/OurxQAEWax8d/Mt1Akrg5/JhL/JjMVgoE+tOoxu5t3dq9OQdpgs3h2nJAk6DC56TdVp42bhsnsWGndmO5n7xSLsWQ6f+4SUC6ZGo2re8wqriT73dsvzXHVb1cJi8+4sYvW38OzkR/jp8Je07NWESc/+RHpieu7SEGe2i8yULL549PvCXp4gCIJQQCIoQU56ftsyjfmk+3OMKTsUww4VbY0D5ekklIlpSEjIyBglA9Us4dyZ0puT20/nPiybDAZe7t85z+i9dlHGg8VgZnzTx/isxQs8Xe92Pmn+LB81fwabwftGGWTy55HawzDLJnIWd0hYZDOdyjWneUhEka/38NbjPtdTGi0mTh3IOzPh2bt6EF4uCD+rCUkCk0HGajHRvXUdVM13VgfA248NICTQhp/VhCxL2Cwm6lQpy0NDO+ZOKpZvOozLRxHMtAw7UfGphb9IQRAEQbjOmAwGhjRoyPwnHubhCg3wP52FZpQwpLkI//Yg5mQnJknGJMs0L1OBZ/zrcXL/mdz9A0MDGPRYvzyPf/EyzTJ+fiy64x6mDxnOB736svjOe/m8/00YfCwNqN2sBrc80R+LnxlJlpANMhabmbveHE54zQpFvt7ju076zKaUjTIJZ/IugP2/X58iqGwgtgArkixhNBkIDAugSZeGeb7IMBgMjJ39ArZAK1Z/CwajjNXfQpv+Leg3unvu97Yu3ol2SQBI13X2rDmAqhY9S1UQBEHI2w3ffeNi0fZ4ptVfgTS3DKZYFYJlpKCcYEAlW1maL6rGgg+XMMV8EF3TKVMplA+WvkFyaCZZajYyEpqP1MB6gd5Fk6r7h1Pd//J9sPuFd6RxcB1WxW/FobpoX7YpjYLyzkwoiNrNarBnzX4Ul+fNVXUpVI3w3ZYUICTQxh8fjGb6wq1MnrsRXYcsu4sPf1zJ3H/2MPGVYT7bg1atEMrfnz3I6m1HiU3MoEHNCrRpVA35ojTLvNqKarpeoJajgiAIgvBfsTUmmq8qJuAe2wJDloJqNWBOdFD9k300H9wSm8nI1lkL+c5iQnUr1G1Zi7fmvcz+jGRCBkbAeN/H7TykncfPkiTRvGI4zStefj7y0Id303V4R9bO2oBskOkxqjO1mla/ouus3rAKcacSvLarbpWylcN87JGjakRlfj05ie9emMaiySvQdZ2k2BTG3vohnYa04+Wfn/A5T2rcqT6/n/6WNbM2kZ6UQfMejajftq7Hd4wmIy6H94sb2SCLWg6CIAglRDztXeTTQ9PIVh1IRgmqXvjV6OjErIgh6uODuBzu3JtVzPGzjO7zHNqkKlhN2rmFjp5BCYNk4KX6o69oXJX9ynNXjZuu6BgXu/WJ/iz4bplHUMJsNdG4SwOqRlTOd19Zkpi1fBeKciEzwu50c+hkPHNW7mFUf++0TwCL2Ui/jg3yPO7Qnk356o+1OC5amypJErUql6FCWGBBL00QBEEQrmuarvP4ovk40SDAhBaQs2zCaTOQ3LoMu2ZtwWg2ecxHDm45yuAeL5DZtypKeRt+HSsQsCHO47gBIX48+tm9VzS2iNa1iWhd+4qOcbG73hzO7jX7cWZfWMJh8bMw8MFe+AXa8t1Xcass+2mVRwFOR5aT9XM3s/X2zrQd4HuZq3+wPwMf7JXncXvd1YUlU1d5ZJQazUa6DutwRS+EBEEQhLyJkO85s04v51DGKZ+f6Tq4ZmXgyvZc96ipOq7TTk6tsXFoTQWOrqpG/IGyVDSVo6K1DH0rtOfX9u9SwVbmalxCgZWvVo5P14yjQfu6SJJ0bh1md96a8+Jl942MTiTrkvWfAE6XwsJ/DxR5TEN6NaVT81pYzEasFiN+VhPlQv15/8lBl99ZEARBEP4DNF3nuaWLSLJne32mmw1ktCmbM/e45D6sulRMu5MImbCLci9uxG9THPbagVRuVIVKdSoy8qVb+CPme6x+1qt1KQXSoF1d3p77ElXr52Rp+gf7MeLFwYyZcM9l992xYi8Go3cXEUeWk39+W1fkMT304V3UaVEDq78Fq58FW4CVag0q88RX9xf5mIIgCEL+RKYEsDlpL7+fXprn55pbxnFWxmdDT0nCFAfuSjnR84yzAWyIk1j+1P1UCQ0umQEXgzrNa/LlhvdQVRVZlgsc/TfIcp7Vq42Gor9BMMgy7z15M8fPJLL/eCxlQwNo27i6V2FNQRAEQfivmrJjG0uPH83zcymfzmASIJ1LYpQ0sB7PINbPwbyEH30WeLxWtOrTjKkHvkBVVQz5tCq9lMEo46spmCTlZDYUlS3Axhfr3+XgpiOc3B9F1YhKNO5cX2RJCIIglCARlABmn1mJU/N++w+gqTmBBld9GWOiHVm5dEIg4a7g7/Gzrus8O2shsx6+o8TGXFwKMwEAqFEpjLAgf2IS0jy2Wy1Gbu3RtMDHScnOYOHOXbjSJNrUrUXjOuFIkkTtqmWpXbVsocYkCIIgCP8FP+zcjjOvYopOlaBN8QU+lgRo2W4mPvkDz095rHgGWIIKOx9p2bupR3e08yw2C33uybsLx6Wij8WyYtpaLDYz7Qe1pkajqkiSRMMOETTsUPSi4oIgCELBiaAEkOxK97ld18FtN5F8IhTaBuO/JwEyXMhuDV0C3SiTfFNN8HqbL7E/tuATh+uJJEl89MxgHntvFoqq4lZUDLJM+8Y1uLlro8vur+s6n+2ZwYqkjaABNp0/1gVS/+8WfPrMEIw+UjEFQRAE4UaQ5vTdBhNdx+9QKoGbvYtCXs6Gv7fx/JQrHNg1yOpn4Y1Zz/P2bZ8gSaAqGpIEgx/vR7Nul5+PuJxuXrvpPXb9sy93209v/sHAh3rz5MQHRWaEIAjCVSSCEkDz0HrExyaj4tnWUtckorZWAl0Gq0zcw83w3xWH9VgKrkpG0rpVACnYV/Ygmq5zLD6JOuWvrXoS52UpdpJcaZS3hGE1+FyYkqe61cox/8uHWLP9OMlp2TSvV4kGtSoWaN/5MWtZmbQJyXjh7YaxeiYHXbuZvbI2I/v5LkwlCIIgCP91zSpUZGtMtNd2U4qL8B/zXtaRH3umnYSoJMpVuTbnI2mJ6aQlZlCpdgWMhey21aZfc34/8y3r527BkeWkdb9mVKmXdxexi0188gePgATkBDYW/7CSDoPb0KZf80KNRRAEQSg6Ka9+zte61q1b69u2bSuWYyU6U3hi+4dkq05UPSdt0iybiN4bRHpckOeXNR01VMNdJqdLhOWkGTSQfIQmbCYjP987nKZVCvbAfjUomso3x2axMm4LRtmApuvcVqUXd1Tvf1XeCty94Q2SlTSv7bpbImRlS35778oqgwuCINzoJEnarut669Iex42iOOcje+PjGPXnDFyqgqrrSIBZNlDmm33YDnreO3U5p3aEJOUsG82TBIEhAXyz4yMqVC9XLOMsDlnp2Xxw15dsX74Ho8mAbJB59LPR9Bvdo8TP7Xa5GRx0D8pFHb8u1m1kR17//dkSH4cgCMJ/WWHmI6KKIFDWEsrEVq/QLrgNrqyKmJw16J7cEcP8bKSL2mbq6OgymLMMNJcr81H7AXRvXcNnQALA7lZ4d/Gqq3UZBfLTiXmsit+KW1ewq06cmovZUStZcnbDVTl/pupdURwAg44q+Z4cCIIgCMKNoEn5Cvw98g56aWWovTqRdnvcDKtYG4wGNNOFKZsOoIHJaqJZj0a89PMT1G9fz/dB9ZwAwPR3Zl2Vayiod0d9xvble3A73dgzHWSlZfPVEz+we/X+Ej+3I8uJrml5fq4pedT1EARBEEqEWL5xzsyjB5m2Nwa3ZgQU9ilHCbJkEbIvCz1Ox3YwBd0ok9WyAhkdKnE4MpGd/mf5bshQYjqm0/PzH3wed1+sZ5/wLMXO5ONzWZuwHUXXaBlan8fqDKe8NazEr1HVVRbF/otTc3tsd2ou/jyzggHhnUp8DA2CarA79ahXxWw908hNHQpeKFMQBEEQ/mt0XWfuCzOI/nMjkt1FqsnApuk7SRtVE2uQieD1OXOK87dQt8PNnjUHaNO/OV9teJctS3bwxqAP0VTPB25N1dixYq/HttiMDN5as5LVJ08gSzI31a3HG117EGwt+bahiTHJ7Fq9H7fzkvlItpM/PvqLZt0vXxPiSgSE+BNaMYTEqGSvzyRZovfdBS+UKQiCIFw5kSkBRKYn88Xu9ThUBVXXUHUNxQDJQyojH8vEf0c8xkw3plQnQWujKDPrMLoG8/ceZMYPy0jeH0OAxXddhkDrhTZcuq7z6p6JrIrfilNzo+oq25MP8MzOT8hW7CV+nU7VjaL7jv6nujJK/PwAD9Qeglk2oZ+bL+ka6IpEmRN1GdG3+VUZgyAIgiBci7Yu2cXaPzeee5Ov43Yq4NKoMP24V0DiPE3V+PnNGSyasgKbvw1DHgWjQyuG5P5zttvNkBm/svJEJG5Nw6kqzD9yiJGzZ6BdhWW9KWdTMeXRtjP+dGKJn1+SJJ6e9LDPMbTu14z2N7cq8TEIgiAIF4hMCWDZ6SNouo80Pg2cvUIJHGYCl462OBt5rxtrZBqmuCzcZWx89+Xf+J9IJ/SmurgbheC8KOXPajRyT7sLhRv3p0cSlR3vERjQ0LGrTv6J28rNlbuW6HXaDBbKmIOJd6Z4fVYvsHqJnvu82gFV+LLVS0w7vpC9SZHYXAEMKNOVoY+3xyCLGJkgCIJw41r561ocWU7vDzRw1A4krUtFDBlugjbEYYm98DLD5XAz6ZkfAfAPtpGVdi6gcY7V38LIF2/J/XnBkUNkul0eAQi3pnEmLY0NZ07TuVrJzgmq1q+MqnjPu4wmA817NC7Rc5/X/uZWfLL6bX564w8i95wirGIIt/9vKN1HdhSdNwRBEK4yEZQA5DxuPpIMhr5WDMEquqYj97CizshC+zUbU2wW7rI2tNgMHJkODHMPULlcG6LKmzAbDLgUlVubNWRMl7a5xzuTfRYd75uwS3Oz5OzGEg9KSJLEI3WG8eHBn3KXcEhImGUT99e65TJ7F5+qfhV4tcn9V+18giAIgnA9kL1ajOfQLDKp3cPJbhIGqk5Gu3KUmxFJ4Pak3O84s10539V0ylUpQ0J0MiazEdWtcsdrt9Hltva53z2UmEi22+11Hrvi5s8De0s8KGH1s3Dv2yP4ZexMHNk5QRiDUcYWaGPUy7eW6Lkv1rB9PT5a/uZVO58gCILgmwhKAAOqRTBh1zq4NGAgQZBfTs9wSZbAJmG4PQBlhQMl2IzkUkkeWAtjhouALbH4f7eVFXHfE5eVTZXQYHSjm8mRc9iavJ9Aoz+twxrkWRTzdFYsh9JPUD+oJnGnEjh9MIrKdcOpVLt4O3e0K9OE8U0e57fTS4ixJ1AnoCp3VO9PDf+CtdASBEEQBKFk9LmnO//O2eyVLSHpYI8IzvnBIKEbDCSMqIX/nmRkt+dyC7fDjSPbyS9HvyIpNpVq9StxVnHw7NJFbI+NpkpgMI3KlcdqNOJQvAtMLz52lFezMinvH8Cpg1HEn0qgZtPqlK1UvLWvhj8/mMp1w5nx0d8kx6bQolcT7npj2DXbulQQBEEoOSIoAVQNDOHVVj14b/sqnKobCR0kiYqhaZhNl9Rg0HSkjn64agSDpuOqEYxL07FHhKEuOUGQ2UL5kCDS3Vk8tu0j0pVMVF3jLEmczorFIPte66misTJ2C38+PJeN87ZhsphwO90079mYN2c9j8V2oTZFujuL5Wc3EZkZTd3AqvSu2I4Ao1+Br7dhcC3GN3msSL8rQRAEQRBKRouejel/f08WTVmJ0+lCP5c5ETe6Lrr5kvmDpuOsFoDtuHdNKHuGg7KVy1C2chmOJydx64zfcChuVF0nKj2dXWdjfORt5pAlifn7DrD3hfkc2xGJ0WzE5XDTd3Q3nvr6IeSLllrGn0lk0ZSVnD0RR/MeTegxqqPHfOVyOg5uQ8fBbQr8fUEQBOG/SQQlzrm3fitalK3E6H+/xmxUCfKzYzL6umVLJA6oiJKgYsw89+uTJXSzgdSBtZBMBlRV5e9Tq8hUslEvqlXh1N3IqoKMjHbJdEACDm07xon5B3A53LgcOWmVu/7Zx3fP/8JTkx4CIDo7nud2TcClKbg0NxuTdjPjzDI+b/ECFazi7YIgCIIgXK8kSeLxL+6nVtNqvDZ7IWqQiaxmYWj+Jl9fRnbmEVqQcoprq4rKhPXrsCtuj/oRDlXFksdLEgmJ5dPWkL71GG6XgtOesyxkxbR11GxSnVse6w/AnrUHeO2m91DdKm6Xwvq5W5jx4Vwmbn4f/2D/K/tFCIIgCDcUUVnwnH9jTjJi6a9YZRfBB5OR52Wg7XaiX1KFWrPIpMv+KGVVdMnzM6sCLw96j5tsd/JL/Z/Jfi4OPdYzNdIoGX3WlTDLZqK+P5F78z/P5XCz9OfVueOYeHQGWYoD17maEE7NTaY7m++Ozb7i34EgCIIgCKVr0ZQVfPn4FLLrBaH5mwjYkYQ5KsvzS5qOIcvtvf0cp93F051e5ybbnRwZ+htlfzyMnHXRfETVsO1MpOIfkYQuOI0x0ZH7kY5O0qy9uF2e8xdntpO5XyzK+Y6u88FdX+LIcuZ+z5HlJO5UAn98+NeV/xIEQRCEG4rIlACcqsKT62cSrCZieTQKLVUBVQcJpEpG5IlhyH4GNF3idHwYmp4Ty9HNOpLzXI0ITSdo8i4OZrjQzlWU1ne6cD+ahOn3cki2nH1cmturn5dFNtG7QlsWbPnL5/jcDjeaqiEZJPamHUPnkkAJOjtSDhXfL6SYuFWV1UdOEJmYTO2yYXSvVwtjHkW8BEEQBOFGlxiTzCcf/UF65/JUnnQQ3SAhqTn3fHudIM4+FAE6GLIUwr8/lEeVKtAUjUObj6DnTGXw35uCOf4AUS82QVJ0Kk08gDk2G9ml4WeQCFlzlsTR9XA1LcuTTVqxIH0L3mUwITM1JwgSGxlHerL3shG3U2HNrI088N6dxfMLKSaObCf/ztlMwpkk6rerQ/MejUWHDUEQhGuICEoAk48sIrx8FMrryWhx7v+3d99hUlXnA8e/597p2xssS++CoEjXqCgiCipYUImx8ostlhiNLUZj1JjEmGiMJmqiUSMaSyyYaBCV2EUEkSJt6UvZ3tjdafee3x8zLFtmKbK7s7vzfp5nH2fP3HLee8edw3tPaTTfpd4UJjyrmLK7+1Gem4HWDb7EotNNaKVx+KspurgnjpIgaQuLce/wR47jt7EX+jGn+9BaN/sSNDC4Y/gPGZM5jC3Hr+Xr95bTdInw0UuO2AAALtFJREFUwWMGYDpMtNY4lElIN5+YytGgG+buugDPvfUlC75Yh8tpcuaJIzn35KPaNSFQuruW2U/9k9KaWvyhMB6ng6wkHy/9cDaZSQc+/4UQQgiRKG5+bR6brxpK798tR4U1Rnhvg8C3ppK+dy4hlOvFs2k3ezprapo861CRwoZtCcPSOEv9eDZW49pRi2tHTf0EmcrSKEuT9+ImHrn3egblZPNZjxco3FzcqG6GaTB+WmSZc5fXhW01aaxENZxTomRHGc/f8yqL539NamYKs248g8kXHNuuCYEtqwu48fi7CAVCBOqCuLwuBh7RlwfeuwuXx9Vu9RBCCNGyhH9svbVmF+8UvweWRn8RQMUanlmnSf/FVvBH37Q0jvIQpgXKESbUM0TtYS5qjkqncnIO235xGNVj0yPb+sHOD6Fb+PJ2mU4qQpGnDT96+DK8KV4crkiuyOE08SR76ueTUEpxfM5ROFXjcaBO5eCkbpGlR4OhMD+8+0VefGcpO4or2byjjMdf+ZTbH3nr0C7UQbrvnYXsrKymNhgZx1obDLGzspr73l7YrvUQQgghOoP5+ev50C7FURHEURZs1gtCAY5aC+/GxgkJbYLtUNgeY29hLBqSS3eTuqS42YodAC7DILShDKUUN/71atw+d/0SpU63k+T0JC69dzYA2XmZDDiiT7MlTN0+NzOungpARXElVx91M/99+gOKtpSQ//UmHr7yCZ762Qvf4ep8d/d//2Gqy6qp2+3Htmz8u/2s/3oTLz84r13rIYQQomUJn5R4eF30y1HT4he5ApStSfmsAmxQIUXO3O30/GYlnsHVKLdGO6LNB1Oh3Sa7rh5Iwc1jKZ05iNBiC/vftc1WHN1zbJcRmcCq77Be/G3lQ5x1/XSOmDSc06+aypPfPMjQsQPrt79y0Cz6JeXhMVx4DBduw8XglD5cNmAGAAsXr2dXaTXB8N5VQ/zBMF+u3MK6LY2ferSl99bkE7YbBxy2bRasyW+3OgghhBCdxZ0L3wOIDtdoKbPQmCKyafmUPIJ9U8BouQeCww5z19QvGdurMOb7tq1xeSM9B0afNJLHFv+GU+dM5ohJwzn/1pn8bdVDdOudvbe+L99ETq8svClePMkeXF4Xx8wYy/QrpgDw+h/fpqaqDqthe6Q2wOt//A9Vpc2HfrSF0p3lbFu7o1kP1GBdkHef/V+71EEIIcT+JfzwjfzqrQAop0Id7kSvDMVsC6iwjWuHhWu7E9OCimkDcfx7LQHtpIVOEFjpDmpHZOMfmE7fD1ajTgWaTHattWZc5vD633N6ZXHFAxe1WN8kh5eHjvopa6s3s622iH5JPRic0qf+/a/XFFAXaD4SVAMrN+xkSN+cFo8thBBCiPZXXFtDub8OwjZpH+1ExejJEIvtNlBhjW9NJc5iP9gt76ctxRu/TuPCG8tZv9SHv7bxc6m07BQGHtmv/ve+w3rxkyeubPF43fvm8NyGR1n2wUpKtpdx2ITB9DmsZ/37yxauJBSjPeJwOdi4fAujThxxQDEeCr1nUo3Yb7b5+YUQQhyYhE9KmMrE0jZag+PWdEI/KoEg4NeRfiTRh/3aNLCHJdNr5C48qQEA/IenkelxUxtsoQuEDZgGyudi8LmT+V7fbrxY+G79/A9aa35++OV4zANf0xsiwzgOS+3PYan9m73XIycNl9MkGLIalZuGQbfM5IM6z6E4ccgA3l+zAavBl77DUEweOnAfewkhhBCJx6EMFNBt7gaSlpe1+O/oPer6J1N83gBC3Tygwbe6gr7vFhKsqWxxH60VRQU+HKknMfUyH/996kMM00AZBi6Pk3vn3XbQcz0YhsHoKUfEfC+3f3dWL1qPbpIosUIW2T0zD+o831V2XiY9B+ayedW2RuUuj5MpF01qlzoIIYTYv4RPShyXM5oFhYsiPR57OXC+2A3rvTrYFIYMA/vvu7GdBoEhqXQ7vQrDYaOiDxc8uSG6OyspqUnDbzWcHRNUWKFCkS93y4BwvzTOH3IqU/sdw9fla3AaTsZlDj/ohMT+nH7c4Twzb1GjpIShFMleFxNH9mvVc+3LndMns3JHIRV1fmqDIXwuJ+leDz+fdmK71UEIIYToDDK8Xoa70ti9rJQmq403m8gylO1m51XD0O69XS/rhqUTHJ6H445PCftjrZsR3a5Gs2lNL67707mcc8NMVny8mrTsVMaeciQOZ+s2CWfdeDqfvrGIQO3epc4dTpNBowfQa0heq55rX3724g3cOOkuwsEw/poA3mQPfYb15LybZ7ZbHYQQQuxbwiclxqaPYUHhovrfVZKBY2YSALrOxvpfgKphPVBnpKDM8vqEBIAyoC5Yy+CcJFbuikx3rW0DLHDucqKizQinaTAgK/JUIMOVyuTu49ssnqz0JB659Rzu+vM7lFbWoLVmYK9s7r/29HZdfSMnJYn/Xncp763ZwIbiMgbmZDLlsEG4HOb+dxZCCCESzKk7fbwaa/goYJuKcKYbR6mfiuN7oM3GPRq0w2ArAfK+l4vxUUFkv5Bu1uPCm+yhe7/IMM68gbnkDcxtg0giBo8ewG3/uJ6Hr3qSQE0Ay7IYdcIIbpt7fZudM5b+I/owd/Nf+PDlzygpKGPo+EGMPeVIDCPhp1UTQogOI+GTEp8W7MS2FYbZvCUQLgVVa5OaWYXf54m5TcgKQ9l2BvdyUut3UZafiVXuQDVYOtRpmlww/sg2jaOhkYPyeO33c9hZUoXLaZKd3n7DNj4qWso/Nv+H4kA5ud4s5vSfyfQRR7fb+YUQQojOaOMn62IO29BA7WFpFP7fUNwbqiI9KRzN/0Ft1YUoOKk7xsRM3FtqyHptE2atVX9MZShcXhfHn9t+38nHnjWBo2eMpXBzMUlpPtKyU9vlvFpr3vjT27z0u3lUlVQz6Kj+XPWHS5j2fye1y/mFEEIcnIRPE9toispTse3GTQHbhpr5FhRaGK9U4Hq/BDvcvLmgbQgvC+C0LdKS/fQ5fBfJWX5QGpSmf3Y6T190Dnnp7fNFvIdSiryctHZNSHxQ+CUPr5vLDn8xIR1mW20hv179dxaVrmi3OgghhBCdUdPlNRvafVQ2GIrAoFRsp4Im80ZBpLeEe1M1oSwPu8dms/2mkfgHpKANhTYVh00YzB8/vQ+Pr3WHje6PaZrkDcxtt4QEwNN3vMBTP3uR0u1lhAIhVn+xjlum3MOGbza3Wx2EEEIcuIRPSpzW7zCqanxsL00jEDKxbUVtwMnW7Rm45lVENgqA+Wo5OtR4smatIRRyUveGDTUaEwPTaZN7RBGHnbCD68/rxzvXXsao3j3iElt7e2bTWwTsxmNZg3aIv2+StcCFEEKIfTn54hMiCYcmbJdBzajoxJBKEeyVDKhmDRLvmgqyXtuMCtoYShHO8rDj+sPZ9cAE5nx6K498+it6Dur67ZG6Gj+v//FtArWBRuXBuiDP3/NqnGolhBBiXxI+KTEqO49jenajutJDfkE3Vm/qzuYtWfieLsJRGd67oQV8WkPDiamVAoc3TPX4PNR1lRzjOoLUkA/XNoO0uZrcBS6CMZbD6orCtkVZMPas3zvrStq5NkIIIUTncsLsY0g9qieayJAN26GwnQaFlw1pNFxDWZqM/27DvbEaLDuSnNAQ6JmEszRA34dXcUqfAWRoB+m7goz8tIpu62qw7RgrhXVBRVuKMWLMX6W1Jn/ZpjjUSAghxP4k/JwSACd4RrLqjVXoZAujv0nys0W4djTOsCsDVHasSRoVzhEK59smy89fTNnOMuywzW7gLzzL4zc9x8Aj+nLRXedxzMxx7RJPPJjKINWZTGVod7P3ctwZcahR52XZQVAKUznjXRUhhBDtxDRNRvbrxWdfFmD7TMqn5LF7dDZWepPhFqYi9atSMt/fie0yqDw2l7IZfbB9DgK9k+jvTGbHnDdJ9diUTMljycgUvvnyfXIemMu47B5ceu9sRnzvsPgE2Q6ye2VhhcIx3+szrFc716ZzC9QFcDgdmDJJuRCijSV8T4mwZfOXDxcTys0g89VdZD5agKu4cUICE8g2UEe6mh9AgbPGT6AmQPG2Eqxw4ycR2tLkf72Z+3/wR956fH6j90J2mJ11JdSG/a0cVftTSnFBn2m4jcbXyG04ubDvaQd1LB38BrvsEuzCCdils9CBj1qzqh1WdWgH8wuuY+6Gk5ibP5kF239CTbg43tUSQgjRDsqLKvnqzSUowKy18Gysxkpp/J2qQhbetRU4KiPLbBpBm7SPdmJWBEFrtMugaFsJZa4wW398ODWjMglnuvEPSqXg4oF8XL2L26bey9L3ljc6rr82wM6NhQT9QTq7pFQfp8yZjNvXpD3ic3HhnbMO6liL/rOEa8bfxqxuc7h16r2sXZzfmlXtsNZ+tYGrx9zCjNSLOSP5Qn5z8Z+oqaqNd7WEEF1YwiclymvrCFkWoR5J1A7PRO/W2CHqu09qDxhn+XA+moVSMebFVhpjYSWhQCQrH2vmbIBAbYCnbn+BcDR7P2/7h1zw+c+4dslvuODzn/HIuhcJ2bEz+53FaXnHcln/GaQ6k1AoMl2p/GjQeZzQfcwBH0MHl6DLLoLg56DLIbQcXX4tdt1/2rDm8Re2/by97XIK675GY6Gx2Fm7mHe2XYGtO/fnQgghxP5tW7Mdl2dvD7nklRXkPrUWsyIAIRtVHSJ9/na6P7O+8Y6mwrOxCpTCvWU3Vsii7LQ+aJcBDSbP1C6T0rP64fcHefymZwGwbZsnb3mOWTlzuOLImzgnZw7/uOcVtI6xNmkncs3Dl3H2DafhTfGglKLn4B7c/dotDJsw+ICP8d7cj7j3/D+w7qsNVJZUs/S95dx04t2sXrR+/zt3YkVbi7l58t3kf70J27IJBcN89Mpn/Pz0X8e7akKILizhh28ku50Qtsl6ZS2eDRWgo0M1HGDcl4E5zg0omuYjtI78FJcnU3pxLilDUuj29NYWkxIAVsiidEc5630F0Ukhg9grglhPVPHWptf5sOd7/OTXV3DsWRPaMOKDY9k25gGu5a2U4oyex3N63nGEtYXTOPiPl67+LdC054gfqn+D9kyPnRjqAjbv/oCw7Uezt6eNxiZgVbOt5hP6Jp8Qv8oJIYRoc9k9M6mrafz951tTQe/7v6FqYg7pnxSC3fzhhwZst0nOSxsxwpFkgr9fMhgxVgxzGVipLrZ8WwDA3Pv+xbw/v0ugbm8Piefufpl3n/0ftzxzLSOPG9aqMR4Ky7IwzQMbRmA6TObcdwGX3ft9rLCFw3lw7RHbtnnyp88RqG3ccyRQG+Bvtz3P7xf+8qCO15m8+dh8QsHG86GFAmHWL93EphVb6D+yb5xqJoToyhK6p0R5YQVXjbiJpHc34dlYgRGyUYCygUwT8wg3SjVPSOyxtSiTkupUtMugenwmoawYwzsaCAZC+FK9/HPru/UJifBPS9ErQ1CjqVpXxW8ueoT5zyxs9VgP1n9WrOHEh/7G4ff8ke/97nHmfrnsgJ+cKKW+U0ICgPDa2OV2Ceia73bMTqAquI2wrmtWbukA1cGCONRICCFEe9myuoDrj74DO2yjG06obYMZtEn/qBDVQkICpch+czMpX5fWl5tVLUyyrRRGXRi3z4Vt2/zroX83W6UCYNemIm6fdh/LP/r2kGM7FFprXvnDPM7JuYxTnbO5aOA1fPL6ogPeXyl10AkJgN0VNVSXx25z5H/dtSfL3LxqK+Fg8yVnTYfB9vxdcaiRECIRJHRS4qErn2Cz9mNW12AEG88FYZzijcwl0YTWYFmKLYWZeFwh+uWW0CunDE9amLIZufs952PXP01psAIA64kqaNIWCNQG+eutz8d1luwFq/O5Y94CdlZWA1BaU8eDCz7m+S+Xtf3JjW6xy5UHlLftzx8nme7BOJSvWbmpXGS4B8WhRkIIIdqD1ppfnvMglSVVWG4DdYAjJ/Zsph0G1WNz2H7dcIpmDyCY6yVjwXZUoPE/LFXQInlJCUbQJuQP8cKv/kXtPuYJ2NMeiacX7n+NZ+96marSyCTauzYV8ZsLH2Hx/GVtel5fiheHM3avjOyemW167ngbNmFwo2FEe4SDYfqP7BOHGgkhEkHCJiWssMWXb39N+aTeuFTziSbtZYGYg1u0hqLyZHpkVdItvZokT5BUn59+3UvxTHRgm6AV2E4D3eTq2pbNR//6gv7OPBSgN8aeK6CmspbaquZPzdvLQ+9/gr/JzNV1oTCP/e+Lth9nmnQN0DT54AXfpSjVdWd/7p18HF5HJkaDD52Bk2RnHnm+8XGsmRBCiLa0c2MhhZuLIvNYuWM3y2J22FQQynCx7fYjqDixB/6BqVSPy6bgJyMw6iwy/7MN5bciPyGbpGVlZL8aecofDlm8/OA8egzovs+6bV617dCCOwRW2OLlB95s1pMjUBfkmTv/2abndjgdnHntNNy+xiufuH1uLrrr3DY9d7ydftVU3D43RoPhPy6vi/HTRtNzUI841kwI0ZUl7JwStm2jtSaU4cHIbzLbtBNYG8L+xI95XON/ICsFLqeF07TYM9WCUpGf7IF17Lx4OP68VFzFdWT9czWOqsbHdrmdnFA7irXGFgLdDNjcvIucciq8yZ76er7//Me89fh8gv4Qky84lhk/OhVPky/K1rS9oipmebU/gD8Uxutqu6UqDd+Z2LoSdj8COgQo8F2ISr62zc7ZEZjKyfTef2VpyZ/ZvPsDFIr+ySczOvtqlErY3KEQQnR54ZCFMhS2x8Dc3fxhxZ5HAc2GbjgU5af1xvY4wIy+axpoE4pn96fPPctI/6KYULoLozqIWde4vWGFLC7+5Xn84YePE/THHu6RlLa3B1/QH+Stv8znvec/xuE0mX75FKZeesIBz/NwsKrLdxMKxn54s6MdhhFcet9sLMti3p/nozU43Q4uu3c2J5z/vTY/dzyl56Tx2Je/4Ymbn2PJguV4fG5Ov/JkfvDzc+JdNSFEF5awSQmny8nI44ZRvL58b3+RdAPzp6kYEz2gQG8No/02yhPZwLIV1bVu0pLqiD33o8I80sP30vuRV1bE4towTVMOoUCIMYNH8IfUQfzsigcpumdr43kdPcAsLwFC+DB5cM6f+fhfX+CviTwpKFi7g//981Me+fz+7zRO8kD0zUxnXVFps/J0nwdPG52zISPpErTvB2CXgpGBUvueq6Or8JhpHNP9do7pfnu8qyKEEKKd9B6aR3JGEv4d5WhToezmPRK1EfkxwnuTFKFMN7uPzNqbkGjASnFhZHmYNGU0OzbsYt1XG5tt43A6mHTuMXTrncNt0+4jWNt8OdBAbQCtNbZtc/NJv2TDss31k2JuXrWNr+Z/w50v33hoF6AFKRnJuDxOQoHmCZM+w3q2yTkbMk2TKx64mEvvmU11eQ3pOamYjq7bY7OhHgO6c/e/bo53NYQQCSShH8Ge8qtzsD0mWitQ4PhjJsYED8qhUKZC9XWADfaKALbfpqQimXDYwDRjD2EwTM1Ds0/hqYvP4cobzsTpabJGttfF8bOOJqtHBn2TepA9NRfzulRIU5HeGV6FcV4SvjmZbK7ZwdY12/nwlc/rExIQ6bZYsG4nn76xuM2uy01TjsPjaJx88Dgd/Hjy99pt9QulHCize8IkJIQQQiQmpRTTfzgFpYmZkNgzAbftdlDXL5maw9MJp7koO60POFr4Tlbw9NLfc8eLP+GKBy7G7W3SHvG5mX37WTicDkYeNwx3jDkEIJKUqCiuYvE7y9i0YmujVTr8NQEWvb2U/GVtM/Gj6TC58K5ZzYdQeF3M+dUFbXLOWFweF1k9MhImISGEEPGQ0EmJJ1asIDAgHaU1apQLlW2inHu/4JWhwAD7Qz/Ws9Wkp9SSmVoXczUOW0Mg5GBQ0kAAeg3uwe8X3s2wiUMwTIPk9CTOvuE0bnrq6vp9st3pmKcl4Xy9O85/dcf5Vnccc1KxlE26K4WVH6+OmQSo2+1nyYJvWv+CRE0a0p+Hzj2NAdmZOAyDnump3HP6FM4bM7LNzimEEEIkIsuyePOx/0Z+aWGOawUYYZuKqT0pnDOEwjmDqRuaRswGScgmeUM1WZmpABx5wuH84rWb6TOsF4ZpkJmbzuW//QGzbz2zfpf0nLQWaqfwpXhYtnAFdbtjzL9l2az4aPWBB3uQzrnhdH708KXk9M7GdJr0H9mHX75xC0eecHibnVMIIUT7S9jhGwDf7ixCu0yM29Lg60DMFI3yGKi+Dux/1+K6ovn8DxCZ/DJsGWwuzOSnn73OCydfCsCQMQN55LNftXj+s3pN5uvyNQQIQWqkYWFikFWXyqpXv8Wd5MY0m1fK6XaQ0zvr4AM+CCcOHcCJQwe06TmEEEKIRFe0tYRAdOiEIjI8I2b/B0vjLPbD8AwCPZPAEaPRojXu7TVkPb+eJzJe4Yb7LgJg3CmjGLdqVIt1OO/mmTx2/dP4G0wq6XQ7GDJuIF+8tYTU7FRcHmezuSccLpPM3PSDivdg7OlFMv2HU9rsHEIIIeIvoZMSyW4XVf4AemIyqqSFhEOtjV4TgqBGa2LOJWFr2FWaRthysLiwsL58yZbtPPzBZ2woKWVAVibXTz6G8f161b8/Im0gVw2axZMbXgMUoXCI8Eo/hb/ewJ+q8gmHwjjdTpSKJD72MEyTUy49sbUugxBCCCHiJCUjGdva2wapHpNF8rIyDKvJUA5TRZIRgLI0OlYLLmTT7cUNmNVhPnrps/qkxKdvfMnz971KSUEph00Ywpz7ZtN/ZN/63U657ER2bSni1QffwnSaBGoDhEMW+Us38fvLH0dbsbtwOF0Ojp4x9tAugBBCiISX0MM3LppwFE7ToHxTOmqIG50fQgf2NgJ0SEONxn7fD4e7qKzxYMf4XlZAjT8y5tGMLqH02YYt/N8/XmPxlgLKaur4aut2rnj+dT5ev7nRvlNzj+bFo+/nZz0vJXxJCcHrSvDvqKNut59QIEzIH6J7v264fW68yR7Sc1K5541b6NY7u60uixBCCCHaSXJ6EhPPGIvRoOeDlepEN5jCwHYogt29+AemQMgmaVkpKtj8YYpZE8ZZGBlm4fRG5ol46/H5/PrCR8hfuomKoioW/fsrrj/m52xasaV+P6UUl/5yNi/v+hvXPjIH02mibU2gNkBddV2kB4VSpHdPw5vsweNz02NAdx784G5cHpn7SQghxKFJ6J4SVx8/gY8KVrFiQxiV1430VzZiDA5hnOIFp8L+xI/1ZDWgsc5ORa0NEH65FLZakZU6zkuCSR52lGVgawO05rR+gwD4zfwP8YcbL2XlD4e5/7//453BlzYqdxpOCt7ehipunvHQwOlXnswxM8cR9IfoN6J3my2/1dlV1Pp58pMvWbA6nyS3iwvHj+LsUYc3WmtbCCGE6GhufvpHLFq9gcCqYlKWlbH5zlFkvV1A0vIyMBXVY7Mpm94bgNSPdpCytJTaERlohwGGgpCFsqD7c/mRISCG4pxrpmOFLZ66/QUCDYZlaB2ZwPKZu17il6/f0qgevhQv336xnlCg+VKcDofJ9Y9dTs9BuZhOkz6H9Wy3ya87m8ItxTx/7yss+2AVmT3SOf/WMzlmxrh4V0sIITqshE5KGArM4jKUaVK1I43MWzPQC2sJXVkCxXYkIzDQxPxlFvb8OrwvVe3deZeFdX8FVYuyqTo/so63ETD4+ahTAcgvLot5zk2l5Witm32RB/1B7BjdMGzLJhgI0Xto2y9/1ZnVBIKc8+Rciqp3E4p2M/3VOwtZvn0n95xxcpxrJ4QQQrTMMA1qM5yYBmiHwk51UXzBQIovGNh4w5CNb20VO64bgXapSEMGQCky39yEd1M1AKbDYNblUyneVko41LxHhdaa1YvWx6xLsC6IjrUsKZpwMMyAI/rG2EvsUbS1mKtG30xtVR22ZbNrcxH3X/BH5vxqNmf/+PR4V08IITqkhB6+8Y97XmXbvwvQNrhTgihT4TjFh+vl7jg/yMX5Xi6up7phDHehXqlqPvFUGFLeLcFZAK4dTnyFHhxGpBdDijf28lppXnfMJwsTThsds9zpdnD0GTJec39eX/YtpTW19QkJgLpQmDe+Wc32iqp97CmEEELE1wOXPAorSsCGmsMzIBxjrKjWGLUhqo7vgXYZjSe5chhUTOuNjjYj3G4nhmGQmp1CONi81wNAdl5GzPLjZ03Ek+RuVh4OWYyeIqtw7c+Lv36dumo/doP2SKA2wN/vfIlAXWAfewohROJK2KSEbdu89tC/cS0tBVuhDN1oMkmlFCq6/rddrVHNHxpENwTvxgBG0GBgTiYpHjdaa9L6lKOMxo0KZdgMGhz7ML2H9mTWT2fg9rlQhkIphdvn5rTLpzBoVP9WiLhr+3zjVvyh5g0vp2GyYvuuONRICCGE2L+K4ko+f2sJjsrIChzaYaBaWBrUt6YSf//kvT0kGrC9DqwkJ4ZpMGH66MixbI3WsRswvVrogTlu2lGMnzYaT7IHiPTicHldXPX7S0jLTj3Y8BLOsoWrsMLNe6cYhqJg3c441EgIITq+hB2+EQqE8NcG0BlutLYJK2gp82AYmthrcwAozHQPSS4Xvz7zFADKQ9V488pIDyRRsTW9fn2v9N6VWLklLR7psntmc8wZY3l/7sfYts2Js4/l8GOGHkKUiaNXRioOQxFu0uVUo+memhynWgkhhBD7VrazAqfLQSgQWW7TURFAO5onHVTQJuWrEgJ9krGTYvfG9BkmSdk+rvjdxQBsWLYZT5KL2ip/s2135MdO2BuGwc9f+glL31vOJ68twpviYeolJ9Lv8N7fNcSE0q1PNgXrdjQrDwXCZHRPi0ONhBCi40vYpITL4yK7VyYrp6TQ43u78LqDaFT9EwWlwLYUhqlRqQbqGDf60+bd7pIH53DOzEmcO2Yk2cmRpbp8phulILN/JRl9K7GCJqbLQhmQ5uy+z3oNHTeIoeMGtX7AXdz3xx3JS0tWELb39pYwlSI3NZlRvXrEsWZCCCFEy/IG5RIOW4QyXOy8ahjhdFfkYYbWkf8CKmSTtKIM7/oqMhZsp/j8AWj33kmvVchmaKnBD+/9PlMvOYGk1MhcV+ndUrFiDQUBsnvGHr4Bkd6iY04+kjEnH9lqcSaK8289k1WfrW00uajT7WDMyUeQmdvyNRdCiESWsMM3lFKc+MCZpJ6t8bqDGAaYhkapSDugrsJF8bos6ipd7FqRQ+kZo0g6sT/KUKAi3RlHnTiCf3z2W66eNLE+IQHgMd0cmzMKp+FAGeDwRBISbsPFOb0mxzHqrqtfVgaPnj+DnOQkvE4HLtPkiF65/P3iWTI7uBBCiA7L43Mzbtoodl55GKFsdyTZ4DTY0yDxrion96m1dHt+AwrIWl3FoBU1GEEbI2hjapg5fDiv3/Njzrpuen1CAiJDQ/sO743paLxql9vn4pyfnNHOkSaG0SeN5JpHLiMpzYcn2YPT7WD8tNHcPvfH8a6aEEJ0WAnbUwLg06xyks1As6GZhgGGU7N7Zwqh4nSCYQsNrDs+D8+k3vxh8gmMGtqH9JyWu+FdO/h8asN+lpavwWk4CGuLGT0ncXLuxLYNKoEdO6gvH954OVvLK/C5nHRLkWEbQgghOr7lW7cTnpAHZpNnRUqhbE3qlloMr4tgXZBgXQjHS2sZ+W4SP//fHQzun0eq29Pise+ddyu/OOt3bFq+BdNpYtuaq35/MSOPG9bGUSWuaXNO4uSLJrFzYyFp2amkZqXEu0pCCNGhJXRSYtfuCkiF5stqgOm0MA1FoMFkRbbW1OowT+ev4blj9z0Dtcd0c9eIKygJVFASqKC3rztJDm/rBiCaMQxFvyzpHimEEKLzqAz6IcYynBgKO8WJHbYJW3uHJ4ZDFnVlNXz26AeMefSH+zx2Zm4Gf/r8fnZs2EVVaTX9R/bB7W2+uoZoXQ6nQ5ZzF0KIA5TQSYkhNams0zZkNH4yoTXUlnixYzUQgG8KDnz25Gx3Otnu9EOpphBCCCG6sN7pbjabMZ6QBC18K0pxuBwE64KN3rLCFksWLD/gc+QNzCVvYO6hVlUIIYRodQk7pwSA9cS3hB+oQPttdDiSgNABjd5t438vjKvJGMw90rwtd5MUQgghhDgYpRUWWW9uQQWt+h4TKmjhrAgyrH8FuoWHJFk9pGegEEKIzq/DJCWUUqcqpdYqpfKVUre1xzm3fLMZPg8QvroU+91a7OUBrJd2E7qomExHKWeNPgyPo3FnEq/TwWVHj2mP6gkhhBCii7PCFv5VRaR9WkSPv6wh6ZtSPPlVZP5nGwOf+IavRh3JEZOG43A1bo94fG7Ou2VmnGothBBCtJ4OMXxDKWUCjwEnAwXAYqXUPK31t2153pCKzBehN4WxHqjaWx8TfFNSOPvogdQFbN5ZtQ6XaRKyLM4dM5JLJo5uy2oJIYQQIkGEwhZaaxTg3VSNd1N1/XsBt4GNg2v+fimPXvI4Kz9ZjcPlwLZsLrtvNhOmS3tECCFE59chkhLAeCBfa70RQCn1T2Am0KZJCXWCB/69G8INC4EBDuxuBn2TuvHbswZy69Tj2V5RRd/MdFJl6IYQQgghWkmNHSYwIBX3hipUg1Ea2oCaEZl4HU7yumfx23fvpLiglPLCCvoM64XHJ5NVCiGE6Bo6yvCNnsC2Br8XRMvaVI+r+0A3E7zRyaU8CpIUjtvTmdx9HGmuyBJOmUk+RvbMlYSEEEIIIVpVqttN1Q+GYHsd2K5Is8x2GYRTXZTN7MN14ydiGpHynF5ZDBkzUBISQgghupSO0lPigCilrgCuAOjTp88hH++SI2fw8HMvULewCr06CL1MzJN9jO49jGuHzD7k4wshhBCi62nN9ojTNLn0lGN5KtmBY9EunIV1BHslsfuobC4ccxRzjpJ5rIQQQnRtHSUpsR3o3eD3XtGyRrTWTwJPAowdOzb2VNQHYVK3MQSGB3nG+xa7p9biMdyc3+dkzu51EkrFWJpLCCGEEAmvtdsjP55wDA7D4K9JX1ERCpPl83LvsZOYMXTYIddVCCGE6Og6SlJiMTBYKdWfSDJiNnBBe5x4au7RnNx9In47iNtwYqiOMqJFCCGEEInAUIrrxh/NNeMmUhcK4XM65eGIEEKIhNEhkhJa67BS6lpgPmACT2utV7XX+ZVSeE0ZnymEEEKI+DGUIsnlinc1hBBCiHbVIZISAFrrt4G3410PIYQQQgghhBBCtA8ZqyCEEEIIIYQQQoi4kKSEEEIIIYQQQggh4kKSEkIIIYQQQgghhIgLSUoIIYQQQgghhBAiLiQpIYQQQgghhBBCiLiQpIQQQgghhBBCCCHiQpISQgghhBBCCCGEiAtJSgghhBBCCCGEECIuJCkhhBBCCCGEEEKIuJCkhBBCCCGEEEIIIeJCkhJCCCGEEEIIIYSIC0lKCCGEEEIIIYQQIi4kKSGEEEIIIYQQQoi4kKSEEEIIIYQQQggh4kKSEkIIIYQQQgghhIgLSUoIIYQQQgghhBAiLpTWOt51+E6UUsXAllY8ZDZQ0orH6wwk5q4v0eKFxIs50eIFiXl/+mqtc9qyMmIvaY+0ikSLOdHiBYk5ESRavCAx788Bt0c6bVKitSmlvtJaj413PdqTxNz1JVq8kHgxJ1q8IDGLri0R73WixZxo8YLEnAgSLV6QmFuTDN8QQgghhBBCCCFEXEhSQgghhBBCCCGEEHEhSYm9nox3BeJAYu76Ei1eSLyYEy1ekJhF15aI9zrRYk60eEFiTgSJFi9IzK1G5pQQQgghhBBCCCFEXEhPCSGEEEIIIYQQQsSFJCUApdSpSqm1Sql8pdRt8a7Pd6WU6q2UWqiU+lYptUop9eNo+d1Kqe1KqWXRn+kN9rk9GvdapdQpDco7zTVRSm1WSq2IxvZVtCxTKbVAKbU++t+MaLlSSj0SjWu5Ump0g+NcEt1+vVLqknjFsy9KqaEN7uMypVSVUuqGrnaPlVJPK6WKlFIrG5S12j1VSo2Jfmbyo/uq9o2wuRZi/p1Sak00rteVUunR8n5KqboG9/vxBvvEjK2l6xcvLcTbap9jpVR/pdSiaPlLSilX+0UXWwsxv9Qg3s1KqWXR8k5/j8XB68h/lw+GkvaItEe6yD1u4e+2tEekPSLtEVr5HmutE/oHMIENwADABXwDDI93vb5jLD2A0dHXKcA6YDhwN/DTGNsPj8brBvpHr4PZ2a4JsBnIblL2AHBb9PVtwG+jr6cD7wAKmAgsipZnAhuj/82Ivs6Id2z7idsEdgF9u9o9Bo4HRgMr2+KeAl9Gt1XRfad10JinAo7o6982iLlfw+2aHCdmbC1dvw4Wb6t9joGXgdnR148DV3fEe9zk/d8Dd3WVeyw/B/356NB/lw8yFmmP7C2T9kgnvsctfFdJe0TaI9IeaeV7LD0lYDyQr7XeqLUOAv8EZsa5Tt+J1nqn1npp9HU1sBrouY9dZgL/1FoHtNabgHwi16MrXJOZwLPR188CZzYof05HfAGkK6V6AKcAC7TWZVrrcmABcGo71/lgnQRs0Fpv2cc2nfIea60/AsqaFLfKPY2+l6q1/kJH/lo+1+BYcRMrZq31u1rrcPTXL4Be+zrGfmJr6frFRQv3uCUH9TmOZuonA69G9497vLDvmKN1Pg94cV/H6Ez3WBy0Dv13+WBIe6QRaY9EdMp7LO2R+jJpj0RIe2Tvdq16jyUpEfmS3Nbg9wL2/cXZKSil+gFHAYuiRddGu1w93aALTUuxd7ZrooF3lVJLlFJXRMu6a613Rl/vArpHX3eVmAFm0/gPRle+x9B697Rn9HXT8o5uDpEs9B79lVJfK6U+VEodFy3bV2wtXb+OpjU+x1lARYMGVGe4x8cBhVrr9Q3Kuuo9FrF1xr/L+yXtEWmPRMu6UrzSHpH2yB7SHtnrkO6xJCW6IKVUMvAv4AatdRXwF2AgMArYSaRLTldyrNZ6NDANuEYpdXzDN6PZuy61zEx0PNoM4JVoUVe/x410xXu6L0qpO4AwMDdatBPoo7U+CrgReEEplXqgx+vA1y+hPsdNfJ/Gjfqueo9FApH2iLRH6Hr3uJGueE/3RdojCSEu7RFJSsB2oHeD33tFyzolpZSTSANgrtb6NQCtdaHW2tJa28BfiXQxgpZj71TXRGu9PfrfIuB1IvEVRrsV7eleVBTdvEvETKTBs1RrXQhd/x5HtdY93U7jbocdOnal1KXA6cAPon/YiXYbLI2+XkJkHOMQ9h1bS9evw2jFz3EpkW6zjiblHVK0nmcDL+0p66r3WOxTZ/y73CJpj0h7hC54j6OkPSLtkT2kPbLXId1jSUrAYmBwdGZUF5EuaPPiXKfvJDoG6Clgtdb6Dw3KezTY7Cxgz0yr84DZSim3Uqo/MJjIhCWd5poopZKUUil7XhOZiGclkfpeEt3sEuDN6Ot5wMUqYiJQGe1eNB+YqpTKiHbRmhot66gaZTG78j1uoFXuafS9KqXUxOj/Mxc3OFaHopQ6FbgFmKG1rm1QnqOUMqOvBxC5rxv3E1tL16/DaK3PcbSxtBCYFd2/Q8bbwBRgjda6vhtkV73HYp8649/lmKQ9Iu2RqC51jxuQ9sje8i75XSXtkTi0R3ScZ//sCD9EZstdRyTzc0e863MIcRxLpHvMcmBZ9Gc68A9gRbR8HtCjwT53RONeS4MZfzvLNSEyy+030Z9Ve+pKZAzX+8B64D0gM1qugMeica0AxjY41hwiE9bkA5fFO7Z9xJxEJPOa1qCsS91jIg2cnUCIyBi1/2vNewqMJfIFswF4FFAdNOZ8ImMU9/z//Hh023Oin/dlwFLgjP3F1tL162DxttrnOPq34cvoNXwFcHfEexwtfwa4qsm2nf4ey893+ox02L/LBxmHtEekPdIl7nEL31XSHpH2iLRHWvke79lRCCGEEEIIIYQQol3J8A0hhBBCCCGEEELEhSQlhBBCCCGEEEIIEReSlBBCCCGEEEIIIURcSFJCCCGEEEIIIYQQcSFJCSGEEEIIIYQQQsSFJCWEEEIIIYQQQggRF5KUEEIIIYQQQgghRFxIUkIIIYQQQgghhBBx8f8Y0fqZOfesCgAAAABJRU5ErkJggg==\n",
+      "text/plain": [
+       "<Figure size 1296x648 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
    "source": [
-    "# Your code here:\n"
+    "# Your code here:\n",
+    "\n",
+    "f, (ax1, ax2) = plt.subplots(1, 2, sharey=True, figsize=(18,9))\n",
+    "\n",
+    "ax1.scatter(x = customers_filt['Detergents_Paper'], y = customers_filt['Milk'], c=customers_filt['labels'])\n",
+    "ax1.set_title('K-Means')\n",
+    "\n",
+    "\n",
+    "ax2.scatter(x = customers_filt['Detergents_Paper'], y = customers_filt['Milk'], c=customers_filt['labels_DBSCAN'])\n",
+    "ax2.set_title('DBSCAN');"
    ]
   },
   {
@@ -249,11 +1912,33 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 45,
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 1296x648 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
    "source": [
-    "# Your code here:\n"
+    "# Your code here:\n",
+    "\n",
+    "f, (ax1, ax2) = plt.subplots(1, 2, sharey=True, figsize=(18,9))\n",
+    "\n",
+    "ax1.scatter(x = customers_filt['Grocery'], y = customers_filt['Fresh'], c=customers_filt['labels'])\n",
+    "ax1.set_title('K-Means')\n",
+    "\n",
+    "\n",
+    "ax2.scatter(x = customers_filt['Grocery'], y = customers_filt['Fresh'], c=customers_filt['labels_DBSCAN'])\n",
+    "ax2.set_title('DBSCAN');"
    ]
   },
   {
@@ -265,11 +1950,33 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 46,
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 1296x648 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
    "source": [
-    "# Your code here:"
+    "# Your code here:\n",
+    "\n",
+    "f, (ax1, ax2) = plt.subplots(1, 2, sharey=True, figsize=(18,9))\n",
+    "\n",
+    "ax1.scatter(x = customers_filt['Frozen'], y = customers_filt['Delicassen'], c=customers_filt['labels'])\n",
+    "ax1.set_title('K-Means')\n",
+    "\n",
+    "\n",
+    "ax2.scatter(x = customers_filt['Frozen'], y = customers_filt['Delicassen'], c=customers_filt['labels_DBSCAN'])\n",
+    "ax2.set_title('DBSCAN');"
    ]
   },
   {
@@ -281,11 +1988,299 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 49,
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<style scoped>\n",
+       "    .dataframe tbody tr th:only-of-type {\n",
+       "        vertical-align: middle;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe tbody tr th {\n",
+       "        vertical-align: top;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe thead th {\n",
+       "        text-align: right;\n",
+       "    }\n",
+       "</style>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th></th>\n",
+       "      <th>Channel</th>\n",
+       "      <th>Region</th>\n",
+       "      <th>Fresh</th>\n",
+       "      <th>Milk</th>\n",
+       "      <th>Grocery</th>\n",
+       "      <th>Frozen</th>\n",
+       "      <th>Detergents_Paper</th>\n",
+       "      <th>Delicassen</th>\n",
+       "      <th>labels_DBSCAN</th>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>labels</th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>0</th>\n",
+       "      <td>1.000000</td>\n",
+       "      <td>2.879310</td>\n",
+       "      <td>15554.896552</td>\n",
+       "      <td>1992.862069</td>\n",
+       "      <td>3141.431034</td>\n",
+       "      <td>1972.086207</td>\n",
+       "      <td>544.482759</td>\n",
+       "      <td>1018.896552</td>\n",
+       "      <td>-0.637931</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>1</th>\n",
+       "      <td>1.950000</td>\n",
+       "      <td>1.700000</td>\n",
+       "      <td>3168.350000</td>\n",
+       "      <td>10561.850000</td>\n",
+       "      <td>19303.650000</td>\n",
+       "      <td>1372.000000</td>\n",
+       "      <td>9596.150000</td>\n",
+       "      <td>1267.350000</td>\n",
+       "      <td>-1.000000</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2</th>\n",
+       "      <td>2.000000</td>\n",
+       "      <td>2.846154</td>\n",
+       "      <td>12007.846154</td>\n",
+       "      <td>5808.487179</td>\n",
+       "      <td>8485.820513</td>\n",
+       "      <td>1185.589744</td>\n",
+       "      <td>3227.846154</td>\n",
+       "      <td>1261.282051</td>\n",
+       "      <td>-1.000000</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>3</th>\n",
+       "      <td>1.050847</td>\n",
+       "      <td>1.152542</td>\n",
+       "      <td>8669.881356</td>\n",
+       "      <td>2700.813559</td>\n",
+       "      <td>3367.254237</td>\n",
+       "      <td>2661.762712</td>\n",
+       "      <td>909.101695</td>\n",
+       "      <td>855.237288</td>\n",
+       "      <td>-1.000000</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>4</th>\n",
+       "      <td>1.062500</td>\n",
+       "      <td>2.750000</td>\n",
+       "      <td>12433.281250</td>\n",
+       "      <td>2942.500000</td>\n",
+       "      <td>3415.593750</td>\n",
+       "      <td>9599.250000</td>\n",
+       "      <td>467.312500</td>\n",
+       "      <td>1196.281250</td>\n",
+       "      <td>-1.000000</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>5</th>\n",
+       "      <td>1.000000</td>\n",
+       "      <td>2.958333</td>\n",
+       "      <td>3843.354167</td>\n",
+       "      <td>2797.802083</td>\n",
+       "      <td>3359.166667</td>\n",
+       "      <td>1458.020833</td>\n",
+       "      <td>792.291667</td>\n",
+       "      <td>892.104167</td>\n",
+       "      <td>-0.531250</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>6</th>\n",
+       "      <td>1.938776</td>\n",
+       "      <td>2.877551</td>\n",
+       "      <td>4104.061224</td>\n",
+       "      <td>8711.142857</td>\n",
+       "      <td>13797.979592</td>\n",
+       "      <td>1287.693878</td>\n",
+       "      <td>6212.693878</td>\n",
+       "      <td>1285.693878</td>\n",
+       "      <td>-1.000000</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>7</th>\n",
+       "      <td>1.416667</td>\n",
+       "      <td>2.500000</td>\n",
+       "      <td>11297.333333</td>\n",
+       "      <td>12066.250000</td>\n",
+       "      <td>11068.000000</td>\n",
+       "      <td>4506.833333</td>\n",
+       "      <td>2713.416667</td>\n",
+       "      <td>5979.833333</td>\n",
+       "      <td>-1.000000</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "         Channel    Region         Fresh          Milk       Grocery  \\\n",
+       "labels                                                                 \n",
+       "0       1.000000  2.879310  15554.896552   1992.862069   3141.431034   \n",
+       "1       1.950000  1.700000   3168.350000  10561.850000  19303.650000   \n",
+       "2       2.000000  2.846154  12007.846154   5808.487179   8485.820513   \n",
+       "3       1.050847  1.152542   8669.881356   2700.813559   3367.254237   \n",
+       "4       1.062500  2.750000  12433.281250   2942.500000   3415.593750   \n",
+       "5       1.000000  2.958333   3843.354167   2797.802083   3359.166667   \n",
+       "6       1.938776  2.877551   4104.061224   8711.142857  13797.979592   \n",
+       "7       1.416667  2.500000  11297.333333  12066.250000  11068.000000   \n",
+       "\n",
+       "             Frozen  Detergents_Paper   Delicassen  labels_DBSCAN  \n",
+       "labels                                                             \n",
+       "0       1972.086207        544.482759  1018.896552      -0.637931  \n",
+       "1       1372.000000       9596.150000  1267.350000      -1.000000  \n",
+       "2       1185.589744       3227.846154  1261.282051      -1.000000  \n",
+       "3       2661.762712        909.101695   855.237288      -1.000000  \n",
+       "4       9599.250000        467.312500  1196.281250      -1.000000  \n",
+       "5       1458.020833        792.291667   892.104167      -0.531250  \n",
+       "6       1287.693878       6212.693878  1285.693878      -1.000000  \n",
+       "7       4506.833333       2713.416667  5979.833333      -1.000000  "
+      ]
+     },
+     "execution_count": 49,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "# Your code here:\n",
+    "customers_filt.groupby(['labels']).mean()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 50,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<style scoped>\n",
+       "    .dataframe tbody tr th:only-of-type {\n",
+       "        vertical-align: middle;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe tbody tr th {\n",
+       "        vertical-align: top;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe thead th {\n",
+       "        text-align: right;\n",
+       "    }\n",
+       "</style>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th></th>\n",
+       "      <th>Channel</th>\n",
+       "      <th>Region</th>\n",
+       "      <th>Fresh</th>\n",
+       "      <th>Milk</th>\n",
+       "      <th>Grocery</th>\n",
+       "      <th>Frozen</th>\n",
+       "      <th>Detergents_Paper</th>\n",
+       "      <th>Delicassen</th>\n",
+       "      <th>labels</th>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>labels_DBSCAN</th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>-1</th>\n",
+       "      <td>1.376238</td>\n",
+       "      <td>2.432343</td>\n",
+       "      <td>8794.627063</td>\n",
+       "      <td>5129.617162</td>\n",
+       "      <td>7336.818482</td>\n",
+       "      <td>2731.993399</td>\n",
+       "      <td>2674.442244</td>\n",
+       "      <td>1340.970297</td>\n",
+       "      <td>3.419142</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>0</th>\n",
+       "      <td>1.000000</td>\n",
+       "      <td>3.000000</td>\n",
+       "      <td>5646.896552</td>\n",
+       "      <td>1512.379310</td>\n",
+       "      <td>1844.448276</td>\n",
+       "      <td>1363.568966</td>\n",
+       "      <td>333.482759</td>\n",
+       "      <td>605.034483</td>\n",
+       "      <td>3.879310</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>1</th>\n",
+       "      <td>1.000000</td>\n",
+       "      <td>3.000000</td>\n",
+       "      <td>14145.500000</td>\n",
+       "      <td>1275.000000</td>\n",
+       "      <td>2138.250000</td>\n",
+       "      <td>636.750000</td>\n",
+       "      <td>331.250000</td>\n",
+       "      <td>341.500000</td>\n",
+       "      <td>0.000000</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "                Channel    Region         Fresh         Milk      Grocery  \\\n",
+       "labels_DBSCAN                                                               \n",
+       "-1             1.376238  2.432343   8794.627063  5129.617162  7336.818482   \n",
+       " 0             1.000000  3.000000   5646.896552  1512.379310  1844.448276   \n",
+       " 1             1.000000  3.000000  14145.500000  1275.000000  2138.250000   \n",
+       "\n",
+       "                    Frozen  Detergents_Paper   Delicassen    labels  \n",
+       "labels_DBSCAN                                                        \n",
+       "-1             2731.993399       2674.442244  1340.970297  3.419142  \n",
+       " 0             1363.568966        333.482759   605.034483  3.879310  \n",
+       " 1              636.750000        331.250000   341.500000  0.000000  "
+      ]
+     },
+     "execution_count": 50,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
    "source": [
-    "# Your code here:\n"
+    "customers_filt.groupby(['labels_DBSCAN']).mean()"
    ]
   },
   {
@@ -301,7 +2296,10 @@
    "metadata": {},
    "outputs": [],
    "source": [
-    "# Your observations here"
+    "# Your observations here\n",
+    "\n",
+    "## From my personal perspective none of both methods seems to separate the groups specially well.\n",
+    "## I would say,in this case, the K-means model performs better."
    ]
   },
   {
@@ -363,9 +2361,9 @@
  ],
  "metadata": {
   "kernelspec": {
-   "display_name": "Python 3",
+   "display_name": "Python [conda env:ironhack_env]",
    "language": "python",
-   "name": "python3"
+   "name": "conda-env-ironhack_env-py"
   },
   "language_info": {
    "codemirror_mode": {
@@ -377,9 +2375,9 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.7.2"
+   "version": "3.7.3"
   }
  },
  "nbformat": 4,
- "nbformat_minor": 2
+ "nbformat_minor": 4
 }